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	<title>Joe Blair Sound and Vision &#187; Cryptocurrency service</title>
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		<title>Reviewing LexaTrade: Real Customer Feedback on a Forex Broker</title>
		<link>http://www.joeblair.com.au/reviewing-lexatrade-real-customer-feedback-on-a-6/</link>
		<comments>http://www.joeblair.com.au/reviewing-lexatrade-real-customer-feedback-on-a-6/#comments</comments>
		<pubDate>Mon, 07 Oct 2024 11:09:34 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

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		<description><![CDATA[<p>If the forex market is volatile, the commodities markets go through even higher levels of volatility, which means trades must be carefully decided upon. LexaTrade’s live support team is also available to help any client with it. Trading with LexaTrade &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/reviewing-lexatrade-real-customer-feedback-on-a-6/">Reviewing LexaTrade: Real Customer Feedback on a Forex Broker</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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				<content:encoded><![CDATA[<p>If the forex market is volatile, the commodities markets go through even higher levels of volatility, which means trades must be carefully decided upon. LexaTrade’s live support team is also available to help any client with it. Trading with LexaTrade lets you invest in globally-traded assets like U.S. oil, Brent, and spot gold. XCritical is lesser known to traders than MT4, but this does not make it inferior in providing quality services. Also, a mobile platform is far more accessible and convenient than any other platform, which means traders can trade anytime and anywhere without the hassle.</p>
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"/></p>
<h2>Deposit and Withdrawal Fees:</h2>
<ul>
<li>Organic search for reviews reveal that positive and reasonable reviews are actually outweighed by negative ones.</li>
<li>At first, I liked that the broker has a wide choice of accounts and has educational material.</li>
<li>They will help you avoid errors in class so you can make your start in the profession even easier.</li>
<li>If it had not been made clear yet, believing the tags such as “LexaTrade courses scam” and “LexaTrade cheating” is simply oversimplifying one’s understanding of how brokering works.</li>
<li>It operates under the Swissone Group Ltd., which is based within St. Vincent and the Grenadines.</li>
</ul>
<p>We do not provide investment advice or solicitation of any kind to buy or sell any investment products. Trading carries a high level of risk and may not be suitable for all investors. You should consider whether you understand the risks involved.</p>
<h2>LegacyFX Review</h2>
<p>Despite all reviews, it is strongly recommended to make decisions and build a strategy independently. MetaQuotes’ flagship offer, MetaTrader 4 (MT4 platform), is simply one of the most efficient trading software available in the market. Platform has an easy-to-navigate interface and has a generous number of trading tools. Through LexaTrade, traders are provided with an MT4 web terminal that permits them to trade safely through its technology without downloading it. Looking at reviews about LexaTrade on various websites shows that the broker is actually trusted and respected by its clients. Many have praised LexaTrade forex broker for its speed of providing services and giving more than what is expected of it.</p>
<h2>UTrade Review</h2>
<p>It offers signals and pattern recognition and is generally regarded as a reliable tool but of course there are no guarantees that it will be profitable. There is no fee to open an account and the fees for deposits and withdrawals are not specified anywhere on the website. There is no mention of an inactivity fee but we cannot guarantee that you won’t be charged one.</p>
<h2>Range of Markets, Spreads and Leverage 16/20</h2>
<p>However, as with any trading platform, potential traders must carefully evaluate the features, fees, and overall trading experience before committing real funds. LexaTrade has proven that it belongs on the list of top forex brokers in the trading industry and meets users expectations. It displays high functionality, great customer service, convenience, availability, and dedication to clients. It improves its services based on what its clients ask for to work on the market, and this has earned the trust of traders everywhere. Real LexaTrade broker reviews can attest that company is worth trading with. In conclusion, LexaTrade presents itself as a viable option for traders seeking a diverse range of financial instruments and a user-friendly trading experience.</p>
<p>On the other hand, the Web platform offered for the minimum account is quite enough for the average trader, so maybe that’s not a deal breaker. Look at one more LexaTrade forex brokers review by Phillip from the UK. Trading is a very high-risk job, which rests entirely on the trader. If you are a beginner or your strategy is not precise, there is a high probability of loss, and it is not the broker’s fault. However, LexaTrade reviews found online do not always lean toward negative. There are also broker review sites that speak well about the broker.</p>
<p>The MT4 performs as a classic choice in trading currencies and CFDs because of its user-friendly interface, speed of execution, and high-grade terminal work. LexaTrade’s offering of the MT4 comes in a web version and it is compatible with any browser. Platform includes a customization feature that comes with listing charts and shifting time ranges. In terms of security, LexaTrade uses SSL encryption to protect sensitive data, which is standard for most brokers. This encryption ensures that your personal and financial information remains private when making deposits, withdrawals, or logging into the trading platform.</p>
<p>It is unnecessary to wait for some news, and the market is moving unpredictably. We present your user reviews according to the rating of a broker. Now we will give reviews that can be found upon organic search of LexaTrade reviews. The readers are only given an idea of what the online trading community thinks of a LexaTrade broker. These online venues are unfiltered and, at times, uninformed and misguided.</p>
<p>Accusations of fraud and scam not only against LexaTrade but also with many brokers. It is commonplace to read comments on your favorite social media platform and web forum. This number allows you to choose the appropriate variant according to your professionalism, budget, and needs.</p>
<p>All early signs show that LexaTrade is not a scam but keep in mind this is a very new CFD broker. This is not the case with LexaTrade and thus far we consider this CFD broker a reliable partner for your trading needs. If, in general terms, the company works honestly, I would not say that there are some illegal actions.</p>
<p>It is easy to use, always at hand, so you can work from any point. Don’t worry about it, because you can’t make a big profit in Forex trading without investment. Unfortunately, LexaTrade forex broker does not offer a demo account, where beginners can make their first steps in trading, and professional traders improve strategies.</p>
<p>Then he learned from a friend trading with a LexaTrade broker that all prosecutions are complete nonsense. As a result, I opened an account there, on which I have been trading for six months. Trading platform works stably, occurs smoothly and quickly.</p>
<ul>
<li>Then he learned from a friend working with this company that all this is complete nonsense.</li>
<li>Every single one of our instructors has gone from a beginner to a practicing trader.</li>
<li>Bonus is guaranteed and will be processed speedily by LexaTrade.</li>
<li>MT4’s interface is intuitive and has a benevolent number of tools.</li>
</ul>
<p>This detailed review evaluates the platform’s features, trading conditions, customer service, strengths, weaknesses, and overall reliability. I have been working with LexaTrade broker for six months now. I learned about it much earlier, but I came across negative info. I read in comments on one forum the information «LexaTrade scammers», fraud, etc.</p>
<p>Unsubstantiated LexaTrade reviews in social media cannot be grounds for an objective assessment of broker work. It fully meets the expectations of even professional traders and is not inferior in functionality to popular MT4. Keep reading the LexaTrade rezension to know more about Forex broker, its services, and real reviews on work. In our review, we will answer <a href="https://cryptolisting.org/blog/lexatrade-review-legit-or-scam">lexatrade owner</a> the question of whether the LexaTrade scam or not. This regulatory body is one of the most trusted in the world, meaning earning a regulatory status from an organization guarantees the safety and reliability of a broker. The educational resources are useful for beginners but lack depth for advanced traders seeking sophisticated strategies or detailed research.</p>
<p>As a relatively new broker, LexaTrade aims to build a reputation based on competitive pricing, high-quality customer service, and an intuitive user interface. However, as with all newer brokers, it’s essential to exercise caution and thoroughly assess its features and regulations. The account structure is straightforward, but the high minimum deposits for premium accounts may deter small-scale traders.</p>
<h2>LexaTrade: Broker Social Media Reviews</h2>
<p>It aims to attract traders with promises of high leverage, multiple account types, and extensive educational resources. However, LexaTrade has been the subject of mixed reviews due to concerns about its regulatory status and business practices. LexaTrade is a relatively new broker in the online trading space, offering a range of financial instruments, including Forex, CFDs, stocks, commodities, and indices. Despite its recent emergence, LexaTrade has quickly gained attention due to its user-friendly platform, competitive spreads, and diverse product offerings.</p>
<p>LexaTrade markets itself as a user-friendly platform designed for both beginners and experienced traders. The platform also offers different account types, each catering to various levels of trading experience. LexaTrade is a global online trading platform offering a range of financial instruments, including forex, commodities, indices, cryptocurrencies, and stocks.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/reviewing-lexatrade-real-customer-feedback-on-a-6/">Reviewing LexaTrade: Real Customer Feedback on a Forex Broker</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>How to Mine Bitcoin: A Beginner-Friendly Guide</title>
		<link>http://www.joeblair.com.au/how-to-mine-bitcoin-a-beginner-friendly-guide/</link>
		<comments>http://www.joeblair.com.au/how-to-mine-bitcoin-a-beginner-friendly-guide/#comments</comments>
		<pubDate>Mon, 29 Jul 2024 10:53:18 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=26396</guid>
		<description><![CDATA[<p>After we went through the initial setup, we should be ready to mine. One thing to do is to try and tweak the cpu.txt settings that xmr-stak created for us, to get the highest possible hash rate. Bitcoin mining is &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/how-to-mine-bitcoin-a-beginner-friendly-guide/">How to Mine Bitcoin: A Beginner-Friendly Guide</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>After we went through the initial setup, we should be ready to mine. One thing to do is to try and tweak the cpu.txt settings that xmr-stak created for us, to get the highest possible hash rate. Bitcoin mining is the process of creating new bitcoins by solving extremely complicated math problems that verify transactions in the currency.</p>
<p>Technically, though, you could mine Bitcoin with, say, a MacBook Pro, but unfortunately you won’t get very far because there’s not enough computing power. Bitcoin mining is more than just an economic or environmental conversation—it&#8217;s fast becoming a national security matter, according to VALR CMO Ben Caselin. In an op-ed published on CoinDesk, Ben explains that holding BTC doesn&#8217;t grant control over the Bitcoin network.</p>
<h2>How to Mine Bytecoin: A Step-by-Step Beginner’s Guide</h2>
<p>Mining pools are groups of miners who combine their computational power to mine blocks collaboratively. By pooling their resources, miners have a higher chance of successfully mining a block and earning a reward. With all the necessary setup and configurations in place, it’s time to start the Bytecoin mining process. Launch your mining software and monitor the mining operation closely. The software will display real-time information about your mining speed, accepted shares, and potential earnings. They weigh their costs and profit to find out which currency is the most profitable to mine at the current moment and with a particular setup.</p>
<p>You can also find details of the exchanges that enable you to trade or swap your bytecoin, which includes Changelly, as seen below. In this easy-to-understand beginner’s guide, you will learn how to mine Bytecoin (BCN) in 2020. Steve has been writing for the financial markets for the past 7 years and during that time has developed a growing passion for cryptocurrencies. As far as GPU mining using AMD GPU’s, we have the option of using xmr-stak, xmrig, Cast XMR or Claymore’s Cryptonote AMD miner. As far as GPU mining using Nvidia GPU’s, we have the option of using xmr-stak or xmrig.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="how to mine bytecoin" 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<h2>How to Mine Bitcoin: A Beginner-Friendly Guide</h2>
<p>Discover the best GPUs for mining based on profitability and hashrates. The miners are the main contributors in the network’s health as they are the most rational users on the chain. The minimum withdrawal is 100 BCN, which isn’t the best, but also isn’t too hard to <a href="https://cryptolisting.org/blog/bytecoin-mining">how to mine bytecoin</a> achieve.</p>
<p>If you&#8217;re holding Bitcoin — or thinking about it — there&#8217;s one piece of knowledge that separates casual users from&#8230; In the early days, anyone could mine Bitcoin with a regular laptop. The mining puzzle is so hard that the entire network performs over 400 quintillion (400,000,000,000,000,000,000) guesses per second — just to find the right one. Each miner races to solve a mathematical puzzle (called a hash problem). The goal is to find a unique number (called a nonce) that produces a hash below a certain target. Please note that the availability of the products and services on the Crypto.com App is subject to jurisdictional limitations.</p>
<h2>Tether Invests Additional $32 Million in Bitcoin Miner Bitdeer During Market Slump</h2>
<p>Check out Bankrate’s cryptocurrency tax guide to learn about basic tax rules for Bitcoin, Ethereum and more. If Bitcoin mining is your business, you may be able to deduct expenses you incur for tax purposes. But if mining is a hobby for you, it’s not likely you’ll be able to deduct expenses. Here are the basic components you’ll need to start mining Bitcoin. While Bitcoin&#8217;s energy use is indeed high, it&#8217;s crucial to consider how that energy is sourced.</p>
<ul>
<li>Up until recently it also used to be one of the only remaining coins that you could solo mine from home.</li>
<li>You can use a GPU to mine Bytecoin but it will not be as profitable as using an Application-Specific Integrated Circuit (ASIC).</li>
<li>You should not construe any such information or other material as legal, tax, investment, financial, cybersecurity, or other advice.</li>
<li>You may either exchange them for cash or other crypto currency at a cryptocurrency exchange.</li>
</ul>
<h2>How to DYOR (Do Your Own Research) Before You Invest in Crypto</h2>
<p>Now the objective is to change your config.txt file to mimic the one on the right as shown in the image. (inputting your information where required) Alternatively, you can download the condensed config.txt file here, then just swap out the default data with your own. This is your Bytecoin (BCN) wallet address, which you will be using in the next part of the guide, so keep the wallet open.</p>
<p>When a bitcoin is successfully mined, the miner receives a predetermined amount of Bitcoin. Without it, countries may find themselves dependent on rival nations or corporations for access to the most secure and decentralised settlement layer on the planet. Remember that, in crypto, caution isn’t a weakness — it’s a strategy.</p>
<p>Whenever Monero tries to improve its encryption, the other side tries to crack it again. Dark-web marketplaces such as Alphabay might accept Monero for transactions, but there is not much uptake from merchants on the lighter side of the internet. This may be a major reason why it makes regulators so uncomfortable. Alongside the usual mission of cryptocurrency , privacy is the main feature of Monero. But in other cases where a fair launch is a core feature of the coin, I hope investors can watch out for the exploits described today and hold designers to a higher standard. Mining Bitcoin isn’t as easy as it used to be, but it’s still doable if you’ve got the right gear and low energy costs.</p>
<h2>The Basics of Cryptocurrency Mining</h2>
<ul>
<li>Make sure you use our link to signup you will be credited with $10 in free bitcoin when you make your first purchase of $100.</li>
<li>Make sure to back up your recovery phrase—losing access to your wallet is like forgetting where you buried your treasure.</li>
<li>While Bitcoin mining sounds appealing, the reality is that it’s difficult and expensive to actually do profitably.</li>
<li>If a miner is able to successfully add a block to the blockchain, they will receive 3.125 bitcoins.</li>
</ul>
<p>But for most people, the prospects for Bitcoin mining are not good due to its complex nature and high costs. Pool mining is the process of collaborating with other miners to pool resources and increase your chances of solving mining algorithms. Rewards are distributed based on the amount of computational power each participant contributes.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="how to mine bytecoin" 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<p>The system should now open TCP ports&nbsp;3333, 5555 and 7777 to Bytecoin miners. Keep in mind that the pool service will work only if the Bytecoin node service is running and&nbsp;the blockchain is synchronized. Wait for the wallet synchronization&nbsp;of the blockchain to end and enter the exit command. The mobile version has a wallet and works with coins like Monero and Bytecoin. When it comes to third-party tools, there are two prominent options, XMRig and XMR-Stak. These community-built tools are used by miners all over the world to mine various CryptoNote currencies.</p>
<p>Mobile wallets are in development and should arrive soon for both Apple and Android. But now this is changing and there is more emphasis on transparency surrounding the coin in an attempt to increase its credibility across the wider crypto community. Here you’ll also find full details of the roadmap the developers have etched out for the future of the coin. There are many developments in the pipeline and if they all come to fruition BCN could have a very bright future.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/how-to-mine-bitcoin-a-beginner-friendly-guide/">How to Mine Bitcoin: A Beginner-Friendly Guide</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></content:encoded>
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		<title>CasinoCoin Price Prediction: How Big Will CSC Be in 5 Years?</title>
		<link>http://www.joeblair.com.au/casinocoin-price-prediction-how-big-will-csc-be-in/</link>
		<comments>http://www.joeblair.com.au/casinocoin-price-prediction-how-big-will-csc-be-in/#comments</comments>
		<pubDate>Thu, 09 Nov 2023 13:49:05 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=26448</guid>
		<description><![CDATA[<p>Fundamental analysis involves assessing the underlying value of an asset based on a range of economic, financial, and other qualitative factors. We have also considered the potential impact of regulatory policies and technological developments on the value of CSC. CasinoCoin &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/casinocoin-price-prediction-how-big-will-csc-be-in/">CasinoCoin Price Prediction: How Big Will CSC Be in 5 Years?</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Fundamental analysis involves assessing the underlying value of an asset based on a range of economic, financial, and other qualitative factors. We have also considered the potential impact of regulatory policies and technological developments on the value of CSC. CasinoCoin is a digital currency that is specifically designed for use within the online gambling industry. It offers secure and efficient blockchain technology that provides a range of benefits to operators and players.</p>
<p>The latter brings several benefits, including a <a href="https://cryptolisting.org/coin/csc">casino coin price prediction</a> 20% rakeback bonus every Monday. You will find many slots, game shows, crash games, megaways, and live spins. In recent years, the online gambling industry has experienced significant growth and has become increasingly competitive. As a result, many operators are now turning to cryptocurrency-based payment systems as a way of gaining a competitive advantage.</p>
<p>Some candlestick formations are seen as likely to forecast bullish price action, while others are seen as bearish. Most traders use candlestick charts, as they provide more information than a simple line chart. The ultimate offer is the $1 million airdrop available to casino coin price prediction players who bet with the $WSM token.</p>
<ul>
<li>The ultimate offer is the $1 million airdrop available to casino coin price prediction players who bet with the $WSM token.</li>
<li>Navigation is streamlined with an intuitive hamburger menu, and game thumbnails are properly sized for smaller screens.</li>
<li>The CasinoCoin price prediction on CoinCodex is calculated using the historical CasinoCoin price dataset, accounting for past volatility and market movements.</li>
<li>CasinoCoin price in US Dollar has decreased by -29.73% in the last 1 month.</li>
<li>The EMA gives more weight to more recent prices, and therefore reacts more quickly to recent price action.</li>
</ul>
<p>Statements and financial information on CoinCheckup.com should not be construed as an endorsement or recommendation to buy, sell or hold. Scores are based on common sense Formulas that we personally use to analyse crypto coins &amp; tokens. Casinocoin traders use indicators and chart patterns to predict market direction.</p>
<h2>How much will be Casinocoin in 2036?</h2>
<p>As the name suggests, a moving average provides the average closing price for CSC over a selected time frame, which is divided into a number of periods of the same length. For example, a 12-day simple moving average for CSC is a sum of CSC’s closing prices over the last 12 days which is then divided by 12. The main goal of this article is to provide a detailed price prediction for CSC from 2023 to 2030.</p>
<ul>
<li>As online gambling continues to grow and become more competitive, cryptocurrency-based payment systems like CasinoCoin are becoming increasingly popular.</li>
<li>The 24/7 live chat function provides instant assistance directly within the casino interface.</li>
<li>This category features regular roulette, baccarat, and blackjack games but with live card shuffling and dealing.</li>
</ul>
<p>The bullish case could see prices rising significantly if the triggers align positively, while the bearish scenario poses risks that could severely affect the price. As of June 24, 2025, the overall price prediction sentiment for Casinocoin is BEARISH, with 6 technical indicators showing bullish signals and 28 indicating bearish signals. In addition to the simple moving average (SMA), traders also use another type of moving average called the exponential moving average (EMA). The EMA gives more weight to more recent prices, and therefore reacts more quickly to recent price action.</p>
<p>This calculation shows how much cryptocurrency can cost if we assume that its capitalization will behave like the capitalization of some Internet companies or technological niches. If you extrapolate the data projections, you can get a potential picture of the future Casinocoin price for 2024, 2025, 2026, 2027, 2028, 2029 and 2030. An oscillator is a technical analysis tool that sets high and low boundaries between two extremes, creating a trend indicator that fluctuates within these limits. Traders use this indicator to identify short-term overbought or oversold conditions. The Relative Strength Index (RSI) momentum oscillator is a popular indicator that signals whether a cryptocurrency is oversold (below 30) or overbought (above 70). Currently, the RSI value is at 40.50, which indicates that the CSC market is in a neutral position.</p>
<p>There is a growing consensus among analysts and investors that 2025 will be mostly bullish. With this in mind, these industry players have made bold predictions of where they believe Bitcoin and altcoins will be worth before year-end. Playing with $TGC offers extra bonuses and cashback which would minimize your losses. Crash games will test your patience, as they can crash and take your bet down anytime. The way to win is to get as much multiplier as possible and cash out before the crash. Your typical roulette, baccarat, and blackjack games fall under this category.</p>
<h2>Best Bitcoin &amp; Crypto Poker Sites: Our Top Picks</h2>
<p>With support for over 20 different cryptocurrencies, the platform accommodates users regardless of their preferred digital assets. The 24/7 live chat function provides instant assistance directly within the casino interface. Players can connect with support agents from any page through a discreet chat icon, with typical response times under two minutes.</p>
<p>No bonus codes are needed – the welcome package applies automatically to your first deposit within seven days of registration. CoinCasino offers an industry-leading welcome package centered on a generous 200% deposit match bonus of up to $30,000. This means your first deposit gets tripled – deposit $1,000 and play with $3,000. The minimum qualifying deposit is just $10, making this bonus accessible to all players. The platform offers competitive odds that typically range between 90-95% payout rates depending on the sport and market.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="casino coin price prediction" 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"/></p>
<h2>What is the CasinoCoin Fear &amp; Greed Index and what does it indicate?</h2>
<p>TG.Casino traders use indicators and chart patterns to predict market direction. As of December 30, 2024, the overall price prediction sentiment for Casinocoin is BEARISH, with 13 technical indicators showing bullish signals and 23 indicating bearish signals. A simple moving average (SMA) calculates the average closing price of CSC over a specific period, like a 12-day SMA. An exponential moving average (EMA) gives more weight to recent prices, reacting faster to price changes.</p>
<h2>CasinoCoin technical analysis</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="casino coin price prediction" 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"/></p>
<p>They expect to peak between $300,000 and $710,000 by year-end before rallying to $1.5 Million by 2030. The table above shows the number of days which CasinoCoin closed above a certain price level. CasinoCoin price in US Dollar has decreased by -29.73% in the last 1 month.</p>
<h2>What will the price of CasinoCoin be next week?</h2>
<p>However, it’s important to consider both technical factors (price history) and fundamental factors (on-chain activity and development) before making the decision to buy CasinoCoin or not. These casual games typically feature lower minimum bets, making them accessible to all players, while still offering the potential for significant wins through multipliers. With simple rules and fast-paced action, casual games at CoinCasino provide an excellent alternative to traditional casino offerings. For players seeking quick, simple gameplay with instant results, CoinCasino offers a diverse selection of casual games. The crash game category includes popular titles like Aviator, JetX, and Spaceman, where players must cash out before the multiplier crashes.</p>
<h2>Casino Games</h2>
<p>If the CSC price moves above any of these averages, it is generally seen as a bullish sign for CasinoCoin. Conversely, a drop below an important moving average is usually a sign of weakness in the CSC market. The 50-day SMA is calculated by adding together Bitcoin’s closing prices in the last 50 days, and dividing the total by 50. According to our historical data, it is currently not profitable to invest in CasinoCoin. The price of CasinoCoin decreased by -38.36% in the last 1 year, while the coin’s 3-year performance is -93.96%.</p>
<p>Still, you will access provably fair games and enjoy fast transactions with the Bitcoin Lightning Network. With plans to introduce more games, enhance user experience, and expand its market reach, the casino is well-positioned for continued growth. By combining these two forms of analysis, we have been able to develop a comprehensive view of CSC’s potential price movement in the coming years. This has allowed us to provide a more informed and accurate price prediction for CSC from 2023 to 2030.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/casinocoin-price-prediction-how-big-will-csc-be-in/">CasinoCoin Price Prediction: How Big Will CSC Be in 5 Years?</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<item>
		<title>Buy &amp; sell Bitcoin BTC safely</title>
		<link>http://www.joeblair.com.au/buy-sell-bitcoin-btc-safely/</link>
		<comments>http://www.joeblair.com.au/buy-sell-bitcoin-btc-safely/#comments</comments>
		<pubDate>Mon, 08 Nov 2021 15:55:19 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=3006</guid>
		<description><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to buy and sell bitcoin/images/how_to_buy_and_sell_bitcoin_(1).jpeg" width="450px" alt="how to buy and sell bitcoin"/></p>
<p>Bitcoin ATMs (BTMs) are in-person machines that allow bitcoin purchases using cash or a debit card. Unlike regular ATMs connected to a <a href="https://www.cryptominer.services/how-to-buy-and-sell-bitcoins/">how to buy and sell bitcoins</a> bank account, bitcoin ATMs are linked to many of the best bitcoin &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/buy-sell-bitcoin-btc-safely/">Buy &#038; sell Bitcoin BTC safely</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to buy and sell bitcoin/images/how_to_buy_and_sell_bitcoin_(1).jpeg" width="450px" alt="how to buy and sell bitcoin"/></p>
<p>Bitcoin ATMs (BTMs) are in-person machines that allow bitcoin purchases using cash or a debit card. Unlike regular ATMs connected to a <a href="https://www.cryptominer.services/how-to-buy-and-sell-bitcoins/">how to buy and sell bitcoins</a> bank account, bitcoin ATMs are linked to many of the best bitcoin wallets. Despite its reputation for volatility, bitcoin continues to attract new investors with its promise of market-beating returns. Here&#8217;s what you need to know about buying bitcoin through the best cryptocurrency exchanges&nbsp;and the best strategies for generating a profit. More than a decade into its existence, bitcoin doesn&#8217;t seem to be going away anytime soon. Most cryptocurrency exchanges charge a percentage of the crypto sale amount as fees.</p>
<h2>Buy crypto directly to your crypto-currency wallet</h2>
<ul>
<li>With intuitive multi-currency support, just select a digital asset, choose your desired purchase amount, verify your preferred payment method, and enjoy your crypto journey.</li>
<li>After confirming a transaction, bitcoins will be transferred to your crypto wallet or an account on one of the crypto exchanges.</li>
<li>This means that even if you pay via SEPA-transfer and your payment arrives a few days later, you know exactly which Bitcoin amount you will receive.</li>
<li>Some crypto exchanges, like KuCoin or Gemini, offer peer-to-peer services, but these exchanges operate as intermediaries.</li>
<li>The lawsuit also accused Binance and its founder, Changpeng Zhao, of misusing customer funds.</li>
</ul>
<p>Let’s say there is a person who has 1 BTC and wants to exchange it for fiat. They may place an order on a P2P platform offering to sell bitcoin for fiat currency. So it’s like a customer-to-customer (C2C) online marketplace, but people sell crypto instead of goods and services. Bitcoin transactions are irreversible, so you need to make sure that you receive cash after sending bitcoin and vice versa. In this case, the P2P platform acts as an arbiter between buyers and sellers to prevent scams and false orders. To buy crypto through a Bitcoin ATM, you first need to find one.</p>
<h2>How to earn crypto?</h2>
<p>I use Coinbase for about three years and was happy with their service until halfway through this year. They’ve just got enough customers that they feel they don’t need to worry about how they treat individuals I guess I would say. They may randomly just lock your account with no explanation <a href="https://www.cryptonews.wiki/coding-for-kids-we-support-schools-children-and/">coding for kids we support schools children and young people!</a> and then if you ask for a refund on anything and your account locked, never funded and crypto so it’s still locked. I recommend Robin Hood because between the SEC against Coinbase and they’re treating their users. Though Webull may be less known than its rival commission-free trading app Robinhood, it provides investors with a solid offering that includes cryptocurrency trading.</p>
<p>This means you can send value around the world at any time of day or night, without a third party (such as a bank). When you have done your own research and think it is the right time to purchase or sell bitcoin, you can do it 24/7 at CEX.IO. If you plan to make large deposits and withdrawals, make sure that Identity verification limits are high enough for your needs. All you need to do is replenish your account balance and select the appropriate currency pair to buy bitcoin. CEX.IO is not just a crypto exchange but an ecosystem of various crypto services.</p>
<div style='text-align:center'><iframe width='565' height='314' src='https://www.youtube.com/embed/UldsbXxiPIM' frameborder='0' alt='how to buy and sell bitcoin' allowfullscreen></iframe></div>
<p>The private key is a cryptographic code similar to a password that allows a user to transfer cryptocurrencies from their wallet on the Bitcoin blockchain. Private keys should be kept secret, and investors must be aware that the balance of a public address is visible. Cryptocurrencies have rebounded in 2024, leaving some traders with solid gains.</p>
<h2>Sell Bitcoin using a web exchange</h2>
<p>DEXs are considered more tech-savvy platforms than centralized exchanges. They may offer you higher anonymity with purchases, but don’t allow you to buy crypto with fiat. CEX.IO was one of the first platforms to enable fiat-to-crypto transactions with payment cards. Since our inception in 2013, we’ve chosen to adhere to industry standards and legal regulations applicable to a cryptocurrency exchange.</p>
<p>10 minutes before the drop starts, people in the waiting room will be taken to the queue where <a href="https://www.crypto-trading.info/stellar-price-and-how-to-buy/">stellar price and how to buy</a> queue numbers get assigned randomly before the beginning of the event. Once you are redirected to the drop event page, you can start the purchase process. Binance’s finances came under scrutiny in 2022 after the collapse of FTX. None of the big four accounting firms are willing to work with Binance, according to the Wall Street Journal.</p>
<p>Crypto is automatically available as a payment option as long as you’re able to pay in full. The KYC verification process usually takes less than 10 minutes although in some cases it can take up to the following business day. The time frame to complete KYC verification may vary depending on the validity and completeness of your documentation and the number of requests being submitted.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to buy and sell bitcoin/images/how_to_buy_and_sell_bitcoin_(2).jpeg" width="454px" alt="how to buy and sell bitcoin"/></p>
<h2>Send &amp; Receive</h2>
<p>If you pay by regular SEPA-transfer, we will send the Bitcoin as soon as we receive the payment on our account, this usually takes 1-2 business days. The development of Bitcoin in the financial world is remarkable and at the same time complex, characterized by a fixed maximum quantity and predictable halvings. The current and future issue rate of new Bitcoin is known and can therefore be planned. In the long term, however, these factors do not really have a massive impact on the market price. Bitcoin&#8217;s historical price movements reveal high volatility, driven by massive changes in demand, while supply is planned and static. Although positive price movements have been observed, past performance is not a predictor of future results.</p>
<h2>Support for a Wide Variety of Crypto Assets</h2>
<p>For me, the Coinfinity team is tangible and not as abstract as a large brokerage firm. No questions were left unanswered, the delivery of the bitcoins was also fast and reliable. After purchasing bitcoin, crypto will be sent to your CEX.IO wallet. Coinbase is the easiest and most trusted place to buy, sell, and manage your digital currency.</p>
<p>These are online platforms, similar to the best online brokerages, dedicated to facilitating trades in cryptocurrency. To buy bitcoin, you must select an appropriate service or venue, connect with a payment method, place an order, and ensure stable storage for purchased cryptocurrency. Each of these steps requires research and a careful assessment of the pros and cons of the relevant service. Bitcoin is available at bitcoin ATMs or from payment services like PayPal and mainstream brokerage firms like Robinhood or Coinbase. For instance, American Express users will pay the current cash advance fee for such transactions, and the fee charged will vary by exchange. The credit card company also limits users to $1,000 worth of bitcoin purchases per month.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/buy-sell-bitcoin-btc-safely/">Buy &#038; sell Bitcoin BTC safely</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Beginner&#8217;s Guide to NFTs: What Are Non-Fungible Tokens?</title>
		<link>http://www.joeblair.com.au/beginner-s-guide-to-nfts-what-are-non-fungible/</link>
		<comments>http://www.joeblair.com.au/beginner-s-guide-to-nfts-what-are-non-fungible/#comments</comments>
		<pubDate>Thu, 05 Aug 2021 15:56:00 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=3014</guid>
		<description><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is an ntf/images/what_is_an_ntf_(1).jpeg" width="459px" alt="what is an ntf"/></p>
<p>The kinks are being ironed out as even though the concept of an NFT is not new, the space still is and expanding rapidly. NFT marketplaces are bound to have their own rules regarding copyright and licensing, but as far &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/beginner-s-guide-to-nfts-what-are-non-fungible/">Beginner&#8217;s Guide to NFTs: What Are Non-Fungible Tokens?</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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<p>The kinks are being ironed out as even though the concept of an NFT is not new, the space still is and expanding rapidly. NFT marketplaces are bound to have their own rules regarding copyright and licensing, but as far as it goes now, the seller should be very clear on what they are selling. Bitski, however, allows creators to sell NFTs with a bank account, and people can purchase those NFTs with a credit card — no knowledge of cryptocurrency needed.</p>
<p>I don’t think anyone can stop you, but that’s not really what I meant. A lot of the conversation is about NFTs as an evolution of fine art collecting, only with digital art. For example, personal information stored on an immutable blockchain cannot be accessed, stolen, or used by anyone who doesn&#8217;t have the keys.</p>
<p>Real or not, it was an incredible piece of performance art, sparking a conversation (okay, closer to a flame war) about the right-clicker mindset. Of course, there have been a few fun experiments in the NFT space (though I’ll admit that at least one of them was poking fun at the concept of NFTs), but&#8230; Listen, one of the most successful NFT-based games is kind of a weird version of feudalism, and also got mega-hacked. When real game developers like Ubisoft and the studio behind STALKER have said they’d integrate NFTs into their games&#8230; The companies have either had to scrap their plans entirely or severely tone down the amount of blockchain <a href="https://www.bitcoin-mining.biz/best-ecn-brokers-in-2023-fee-comparison-included/">best ecn brokers in 2023 fee comparison included</a> stuff in their games. But we have seen big brands and celebrities like Marvel and Wayne Gretzky launch their own NFTs, which seem to be aimed at more traditional collectors, rather than crypto-enthusiasts.</p>
<p>If you have money to spare, it may be worth considering, especially if a piece holds meaning for you. Most exchanges charge at least a percentage of your transaction when you buy crypto. Even celebrities like Snoop Dogg and Lindsay Lohan are jumping on the NFT bandwagon, releasing unique memories, artwork and moments as securitized NFTs.</p>
<p>PetaPixel spoke with Donnie Dinch, CEO of <a href="https://www.coinbreakingnews.info/blog/is-omisego-a-good-project-and-should-you-buy/">is omisego a good project and should you buy omisego omg</a> NFT marketplace Bitski, and photographer Bryan Minear about what NFTs are, and how photographers can jump in on the craze — and if they should. For one, many proposed uses of NFTs either don’t require NFTs to work (e.g., club memberships) or haven’t been realized yet. As a result, some critics see NFTs’ proliferation as nothing more than a “gold rush” that has little to do with the underlying technology. Described as &#8220;rejuvenating an old friend&#8221;, judges praised the update of the art collection&#8217;s Glasgow home.</p>
<h2>Buying an NFT</h2>
<ul>
<li>Like physical money, cryptocurrencies are usually fungible from a financial perspective, meaning that they can be traded or exchanged, one for another.</li>
<li>Both are more than the largest hard drives you can buy today, so file and volume size isn&#8217;t a real-world consideration for either file system here.</li>
<li>Be cautious about works that appear to be created by famous artists.</li>
<li>By definition, fungible tokens are those that can be mutually exchanged for another token like-for-like.</li>
<li>The person who does this to a tokenized digital asset is pirating the asset because there is established ownership.</li>
<li>That exclusive club has become increasingly exclusive in the past year, with a growing number of celebrities scooping up Bored Apes—including Eminem, Snoop Dogg and Stephen Curry.</li>
</ul>
<p>If you find yourself holding an NFT you no longer want, it might be difficult to find a buyer if that type is no longer popular. As tokens are minted, they are assigned a unique identifier directly linked to one blockchain <a href="https://www.topbitcoinnews.org/the-pros-and-cons-of-buying-and-selling-with/">the pros and cons of buying and selling with turnkey forex</a> address. Each token has an owner, and the ownership information (i.e., the address in which the minted token resides) is publicly available.</p>
<h2>ERC-721: Non-Fungible Token Standard</h2>
<p>The sale set a precedent and record for the most expensive digital art sold at the time. The artwork was a collage comprised of Beeple&#8217;s first 5,000 days of work. &#8220;The underlying thing that you&#8217;re buying is code that manifests as images,&#8221; said Donna Redel, who teaches courses on crypto-digital assets at Fordham Law School. Just a few months ago, Jazmine Boykins was posting her artwork online for free. NFTs have also been criticized as a volatile form of speculation involving assets of possibly dubious value.</p>
<h2>&#8216;Side-eyeing Chloe&#8217;, 10, to sell viral meme as NFT</h2>
<p>With millions of NFTs now for sale across multiple blockchains and marketplaces, it is inevitable that there will be a learning curve as the market determines the ultimate worth of these novel assets. With NFTs, artwork can be &#8220;tokenised&#8221; to create a digital certificate of ownership that can be bought and sold. The digital tokens can be thought of as certificates of ownership for virtual or physical assets. Their potential, however, is much wider; possible applications include copyright and intellectual property rights, ticketing, and the sale and trading of video games, music and movies. In September 2021, thriller film Zero Contact became the first feature-length movie to be released as an NFT; weeks later, pandemic-themed thriller Lockdown followed suit. In October, Tom Brady&#8217;s NFT platform Autograph launched a music vertical, with The Weeknd as its first signing.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is an ntf/images/what_is_an_ntf_(2).jpeg" width="454px" alt="what is an ntf"/></p>
<p>However, in recent months some investors have experimented with the concept of fractionalized NFTs, though they remain a legal grey area and could be seen as securities. Of course, an NFT fan might argue that scams and money laundering happen in the regular economy, too. (The traditional art market, for example, is rife with money laundering, a Senate investigation found.) Crypto might just make it easier. Once they’re released or “minted,” these NFTs become a kind of digital collectible, and a membership card to an exclusive club. Many NFT groups have their own chat rooms on the Discord messaging app, where owners hang out and talk among themselves.</p>
<div style='text-align:center'><iframe width='568' height='316' src='https://www.youtube.com/embed/MxmdGUyF7Zw' frameborder='0' alt='what is an ntf' allowfullscreen></iframe></div>
<h2>NFTs, explained</h2>
<p>(And maybe it will turn out not to be!) But people who are into NFTs think that this idea of being able to claim ownership of digital files is a radically important concept. Although that may be far from simple for the uninitiated to understand, the payoff has been huge for many artists, musicians, influencers and the like, with investors spending top dollar to own NFT versions of digital images. For example, Jack Dorsey’s first tweet sold for $2.9 million, a video clip of a LeBron James slam dunk sold for over $200,000 and a decade-old “Nyan Cat” GIF went for $600,000. Like all assets, supply and demand are the key market drivers for price.</p>
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		<title>Zero trust architecture Wikipedia</title>
		<link>http://www.joeblair.com.au/zero-trust-architecture-wikipedia/</link>
		<comments>http://www.joeblair.com.au/zero-trust-architecture-wikipedia/#comments</comments>
		<pubDate>Wed, 19 May 2021 12:05:18 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=3026</guid>
		<description><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is azero/images/what_is_azero_(1).jpg" width="450px" alt="what is azero"/></p>
<p>Currently, AZERO’s supply stands at 343.72M, with an initial circulation of 160,000,000 AZERO. The coin has an inflationary nature, releasing 30 million annually as staking rewards, and is projected to have an unlimited supply. While there’s no established method for &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/zero-trust-architecture-wikipedia/">Zero trust architecture Wikipedia</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is azero/images/what_is_azero_(1).jpg" width="450px" alt="what is azero"/></p>
<p>Currently, AZERO’s supply stands at 343.72M, with an initial circulation of 160,000,000 AZERO. The coin has an inflationary nature, releasing 30 million annually as staking rewards, and is projected to have an unlimited supply. While there’s no established method for burning AZERO coins as of now, the possibility remains open, especially as the ecosystem develops further. They do not compromise user security when compared to nominating directly. At the moment, most of the existing privacy solutions are based solely on “zero-knowledge” proofs or sMPC—but not both that complement each other in a hybrid fashion. It does not have a single node in control of creating a total ordering of units at any stage of the process.</p>
<p>These two solutions complement each other by eliminating their respective problems. ZK-Proofs allow for basic transfers yet are incapable of dealing with multi-user interactions. Zero-knowledge proofs can prove the correctness of the state update of their personal private state (for instance, how many private tokens they own on each address) that can be verified by blockchain.</p>
<h2>What is the new minimum bond for staking?</h2>
<p>And when Brannon’s pick-the-lowest-number-card experiment is repeated with adults, they take slightly longer when deciding between zero and one, than when comparing zero to a larger number. Okay, you might be thinking, “this is basic.” But the ancient Romans didn’t know this. Placeholder notation is what allows us to easily add, subtract, and otherwise manipulate numbers. Placeholder notation is what allows us to work out complicated math problems on a sheet <a href="https://www.bitcoin-mining.biz/how-to-start-a-forex-brokerage-step-by-step/">how to start a forex brokerage step by step</a> of paper. Within the Aleph Zero ecosystem, AZERO tokens can be used to pay for swap fees on Decentralised Exchanges (DEXs). This facilitates liquidity and trading of various assets in a decentralised manner.</p>
<p>It upholds rigorous standards for data privacy and transaction security, while aiming for genuine decentralization over time. Aleph Zero’s versatility is highlighted by over 40 use cases being actively developed, showcasing its adaptability across various sectors <a href="https://www.cryptonews.wiki/ripple-news-ripple-price-xrp-latest-2021/">ripple news ripple price and xrp latest 2021</a> and applications. Based on an original peer-reviewed consensus protocol, Aleph Zero is a privacy-enhancing public blockchain featuring integration with the Substrate stack. It solves the shortcomings of current distributed ledger technology platforms by offering superior speed, validation time, scalability, and security. Liminal presents a new layer of privacy and security for Web3 projects, serving as a gateway between various blockchains like Ethereum, Near, Kusama, Cosmos, and Binance Smart Chain.</p>
<p>Aleph Zero can tolerate up to 33% of malicious committee members without an effect on the validation process. Each transaction is confirmed as soon as 67% of the members agree upon it. The list of previous accomplishments of the Aleph Zero team includes ACM ICPC World Finals, first prize in International Mathematics Competition, or Simons-Berkeley Research Fellowship.</p>
<p>The AlephBFT Consensus is a Byzantine Fault Tolerant (BFT) protocol, which means it can function correctly even if some of the nodes in the network act maliciously or fail. This is crucial for maintaining the integrity and reliability of the blockchain. The protocol achieves consensus through a series of steps that involve multiple rounds of communication between nodes, ensuring that all honest nodes agree on the same set of transactions.</p>
<h2>How Aleph Zero is different from blockchain?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is azero/images/what_is_azero_(1).jpg" width="456px" alt="what is azero"/></p>
<p>After the upgrade, users with a minimum of 10 AZERO are able to stake through the nomination pools. The idea behind fixing the MEV problem in Aleph Zero has to do with our Liminal MPC framework and the so-called submarine sends. A user would send an encrypted transaction that’s immediately ordered, but is revealed only after some time (as an example, after three blocks have been finalized). It is an important update, as in classical scenario user could not reveal encrypted transaction, hence such systems lack atomicity. Aleph Zero does not rely on any timing assumptions and ensures that all honest transactions will be confirmed even during times of total asynchrony of the network. The outcome is both DDoS resilience and easy protocol recovery after the network partitions.</p>
<h2>How is Aleph different from % name project?</h2>
<p>The remaining computations can be performed and validated using ZK-Proofs. Aleph Zero also emphasizes interoperability, allowing it to interact seamlessly with other blockchain networks. This is achieved through a <a href="https://www.topbitcoinnews.org/super-scalper-forex-trading-review/">super scalper forex trading review</a> combination of cross-chain communication protocols and bridges, enabling assets and data to move freely between different blockchains. This interoperability is essential for creating a cohesive and interconnected blockchain ecosystem, where various platforms can work together to provide more comprehensive solutions. The platform incorporates advanced cryptographic techniques such as secure Multi-Party Computation (sMPC) and zero-knowledge proofs (ZKP). These technologies enable private transactions and data sharing without revealing the underlying information to unauthorized parties.</p>
<ul>
<li>Perhaps a true zero — meaning absolute nothingness — may have existed in the time before the Big Bang.</li>
<li>But our capacity to learn it may have deep evolutionary roots, as some new science shows us.</li>
<li>Based on an original peer-reviewed consensus protocol, Aleph Zero is a privacy-enhancing public blockchain featuring integration with the Substrate stack.</li>
</ul>
<p>This means that nodes can operate independently and do not need to wait for each other to respond before confirming a transaction. Dr. Matthew Niemerg’s career spans across diverse domains, encompassing distributed ledger technology, cryptography, and high-performance computing. Alongside their involvement with Aleph Zero, these co-founders are the driving force behind Cardinal Cryptography, a reputable cryptography consulting firm, and Aleph Zero’s trusted development partner.</p>
<p>However, the word “zeroes” usually finds use when “zero” is a verb. For example, you would say “she zeroes in on the target.” In discussions about the number zero in math, the plural “zeros” is more common. Scientific American is part of Springer Nature, which owns or has commercial relations with thousands of scientific publications (many of them can be found at /us). Scientific American maintains a strict policy of editorial independence in reporting developments in science to our readers. The first evidence we have of zero is from the Sumerian culture in Mesopotamia, some 5,000 years ago. I’m convinced that the creation of numerals to represent the abstract entities we call numbers was our greatest intellectual achievement.</p>
<div style='text-align:center'><iframe width='562' height='312' src='https://www.youtube.com/embed/S09N0XgwRuA' frameborder='0' alt='what is azero' allowfullscreen></iframe></div>
<p>It surpasses industry competition by employing a practical approach to the transfer of value and the extensibility of smart contracts. The validation times are always fast regardless of the number of transactions. Aleph Zero aims to address critical challenges that hinder the widespread adoption and functionality of blockchain technologies. These well-known challenges include scalability, security, privacy, and the overall user and developer experience. Aleph Zero’s architecture promises instant finality, scalable consensus and smart contract platforms, and presents itself as a viable infrastructure for decentralised applications.</p>
<h2>Can I use nomination pools with Ledger?</h2>
<p>For instance, zero-knowledge proofs allow one party to prove to another that a statement is true without conveying any additional information. This is particularly useful in scenarios where privacy and confidentiality are paramount. Aleph Zero&#8217;s blockchain is engineered for speed, achieving efficiencies comparable to conventional web2 systems. This is particularly important for applications that require fast transaction processing and low latency. The platform&#8217;s architecture is designed to handle a high throughput of transactions, making it suitable for a wide range of use cases, from financial services to supply chain management. The Indian astronomer and mathematician Brahmagupta wrote the rules for the mathematics of the number zero in the 7th century (628 AD).</p>
<p>The team behind Aleph Zero comprises over 40 individuals with impressive credentials, including accolades from the ACM ICPC World Finals, International Mathematics Competition, and Simons-Berkeley Research Fellowship. Their expertise drives the platform&#8217;s innovative features, such as secure Multi-Party Computation (sMPC) and zero-knowledge proofs (ZKP), which enhance privacy while adhering to AML policies. The public presale and sale phases further expanded the token distribution, culminating in a public sale priced at $0.10 per coin, a significant increase from the initial pre-seed price. All tokens from the public sale were made available at TGE, providing both liquidity and an incentive for new participants in the Aleph Zero ecosystem.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/zero-trust-architecture-wikipedia/">Zero trust architecture Wikipedia</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>ATC Coin Price Today ATCC Price Chart &amp; Market Cap</title>
		<link>http://www.joeblair.com.au/atc-coin-price-today-atcc-price-chart-market-cap/</link>
		<comments>http://www.joeblair.com.au/atc-coin-price-today-atcc-price-chart-market-cap/#comments</comments>
		<pubDate>Fri, 23 Apr 2021 12:39:44 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=2790</guid>
		<description><![CDATA[<p><img 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ngtrZjc107I2UvWvG8lwBcmK4QWayuG1CqFXS4YgEc71gPpOhxe858JnDoRIWkHiQGtGXhPHNSLeHHLLE13Vo75QoCFrPIqoEUWPWsAxt4a2BrHezZJhOKlKLH191VlysoGVDYqQiJ5jN2Qfdrq28VZ7z9W/XBGjlVmzQiMqoKtJlWMmzkIC1yGPKzFj8e0jmLESyuqlSmci5CrdS40zga6e/jVe2oO7Jbk0TI4iW6RAMOGcgdykq1BnOu7z14ZHKExzbvwhEY4hFJQMfngsSBZQnaCqTZrgtYE2tUdjqTbwbIWMZl6rQLo3ZcnUEBdbmxU6EHiTUZVq6a2cXNJxE+AWPWGExELegrA1klY2qdRrcorZWsVsBpsJQsgKybhSIt9BcnuA1J8ABxPhVg7lbkxsc2LMqrpaKIAzNoTqWtEgFhdixy9wfXLFUqBmqlZTL9FXMUBY5VDMTwVQWY+oa1JML0dY1rXgKXGYCV4omKngckrrJY68F7qk229/BEThNmxKG70w3nA3N+sxTfKEtfL1asFOULa5JevNp7Qxb3aVzGpGYpGRexsbtqZG1JB0PaVgSCLVWdencFabYjeU/Yro3xq/wBAW/QeFyfQquXPsril3Jxg44TF/qZf3LXHgNkxNdZpHEigv2TJ2ksGQnNdCX7SWR+OTzW0Z3w23poLxwSElL2s7KO0C6r2CpK9rQvrxub8Yn39XD2AJ5z9VILBk5k+San3ZxI44bFD0wTfdrmk2PMOMM49Mcg/w1bm4nSbiCC+Lu0OVbyoFvE2t/Nyh1sLsMuZLcTcCrUwuNz6xyZhpezXtdQ4B7wSrA2PcRWFde0l3amKtFscQ4x44fVWmbHpVB2XnwH1Xkd8K44q49KsPrFaTpx09NeyI83eTW3qgeIB9QqmfbrDrR8H/wDBP/6enSp/p/deNAw5ilBFexJMCh4pH60X7K4cTsaI8YYD6Yo/u1Iz26Y7LoT/AJv+KafZ5w/P5fuvJVqyFeoJ93MOeOFwh/3Mf2VySbrYTvwmG9SAfVarjfa+kf8AtO8W/UKE7Df+sea812or0XLuhgu/Cxeouv1GmXauwNmo8cUmHKtKbRhZMSbnT6JsOI1P21PT9p6TzApPJ5Bh/wB6ifsh7RJe3z+io6sJKfN89mrDiJoUvlRuzc3IBVWAJ7yM1r+FMj10lGoKjA8aEAj45rKe0tJadxjwSAVmBSKKyp5TQsaWlpBSJUlBpbUpFCFjS0UUIRSWpbUtqEiSilpKEIrWK2GsFoSFbVrMViKzApE5XZsjflpppcOYwoVZdb6nKCKqjFbqrdmON2aBc8Zpxa54H+T8al+z9sYdZw2aMzSHqz1fW+dNZdQyAWuQQdPOPI1U20cXmjNwB8pLw8Hb7K5m1tWW1D+GzCCdDOZgSV0LXmrWON0kAerlJ/yVX+vbM5fz2I9PdhuVaxu2l7eX7LvoLddiL68NPJqjux0IJObjmsmYAaLfMQfRaw8SeFTro93M8phONkB0kMYGVGYEBXBAK5AAW0axaxSxFzd5qwJOilZRc94a3euOPccklRi9nEjiOtxF+F/6tyrki3ZQnKMdssnhbrp76cf/AKap7vjuR5Osc4cliQH7KrcMjWuEsBa3Ei/HjoBQeEuswzAXu/A30sbHQnWntqBwkJX0HU3YXK3t3eiafEyGHDz7PkkCliizTXCqQCe1ABYFgOPfXXvB0K4vDlVxEuAjL2yAzSnNdggtlgPzmA9dOP4Mkx/G2HAPnJjAdeQUi/oqc/hNbXzYyKIDSHycG+l2eZXY31uAuS1wLENxHBoeVIaDQJVFybsoCVOO2WCCQR109wRoR/6biDQm7KE2GO2WT/tp/wD8aoYEVmkftZsxJA4XY376kEOKgjzIYyxBPaGVraHVw0TnXzrIy2Hzdb08HioC3cE6DdhP69sz9diP/wAagbsJcDy7ZdzwHXT3P/21MO2tmkhXjBCSC4sGsSLXK2GosVNu4kjS1hz7N3fbOpsR366fxoJIMJcKmeE3WEc0QbGbOzB42EYlnLsBINFBw4BYkEAEi57xxrUFkd2MY1zuBo1lysddSRyPrpdr7B+WhxD/ADZMOtlPOdcvFfpML68L074De7DwmRwkhnDsNSTA65rMCmbKug87KTergc9tucDcRxafDfyWdXa3pxidAw/NMu8OzZ41uY8oJY5gFNlU24kGwuR9Q76jLY5zpna3psPdVg7y9JLSWL4dAjD5MSJmAUadljlza63t4VC9r7VEuojRDpcrfuFtBwAt4VLYOruYOmpgHkQfuN/NV7kUwew4nvCftlbyMsV2keU2ymOS7KqraypfVAV7JPfYnuvW3EbXjmtlW0nYXJcnO2X5Q2UWSPMFA7V+N6hNqkPRzHfEr4An1gin1rWnTa6oNRJyyTaddziGbtE5+RzEFWjnAF2LqktrlrW1ullBazW7hTbtjCqir8o1yz5o7dpQbEnN3g3GhPHN41ekWOsCSeI4fHtqm98sC8+KWOFSzteyr7zfgAO8nQVmbOv3V3kPGFozJnLzGSuXdsKbRhMk/e5RzaL5rHtFjlAJJNwBlUDTkALXvU33N6Kp5lEspECG1sykyMOeS4yj9Ig+FWP0X9HiYYZ5bPORx4iIHuQc+bceHDhVj4bZxtYm3hxP2D31g7Y9sG0Zp2xAj8xzn+kfM+CvWWxMfbq+H1KqKboZht2cRMD33WMi/oFrD1mmPa3Q3MBeGWOQdysDG3+Jb+wVfg2OluLem/8AC1DbJHAM3rsfqsa56j7ZXDD/ADSf6miPIT5rSqbEouHux3EryJtbZkkLmOZGRh3N3+II0YeIJFcwNem95N3FlvFiI80Z1EnfGddVbQqRbh33HEXqqdr7iJhp1MkgaFrtFfRjlI/nNMthzFrkjhwPd7M9oqN2A12T4kRmD3HceRz71gXOy6lIy3NvmO/6hZ9F+xYySzMnWgXKMQpiQXuxDWIFgSX4Aeu8a6Tt/Glc4LA3Ed8ssy3zy6gMARqsa9/ebchq+9Om8cUUK4VVR5nGbOQCYFYWuneJH1A/NuTe4Bh3R1u+7hRGts1s7B7Fr8BxvoNcvLMe4kT16u8qxQo6AJs2ds1o1dIwxGU5i4t2w4s6hbspyFh52lh51jfSsMrntXvovWEHONDYA+cbgW14AaWNeqOjbo5hsoxJZc98pazIVI0Gpvn9Nhqb8LVOJd0sJGSqxBvz76kcb3Fra209FZlS9DRK2qWzC4wT5Ly1gd0Z2UsEznLGLi4dQkkcvC3aBMfdrc3rfDuhIxNlZW1ucps4swW+lwRoB3XF9OJ9NYqNF0QAAaWFcja8qzDtZ4MQthuwKZEly8vbU2Di0CI0cpVVtdRcZjmu2XXSQnMbAEdrwqUdFG8Qw7/Lt1cb5UlEmlmAYRy8LjXsMTZcoUk3WvUOwcOksbxSAXuCDYXGltO++lUR017kCQWuAykrcDz82ijQj5+UXOlma/AEWX1W3VPo6g7LhHcfrwWfVsOhxOp6t3cQrRVayy1XHQlt6U4JBiUkzxI9mtmLxRgGO5B/nMpChD2mAV+DgmdttJbSGzWiF201PyaydkXu3Za3K4I7q89urGrRqupxMGJ45x8x4qZlZrmgrqtWDrXO+1UEnUm+fJ1nDQJci9+HEcPRzrTs7bUcmXI186uy3BFxGyo515M6jXnUQt6oGLCY4xuMn0B8ClNRmk/f2VtljrhnSt+F2mkgLRsGANiR3Gwa2vgQfQa58S1aNBrwYcIPBQPcCJC5ZBXMTrW6dq4ZZLa8tT6ta1qTJVR7lQO+WIzYmducsg9StlHuFMxGtZzzZiW+kS394kn66wXjXrFKngYG8AB4LiXvxOJ4rKi1LRTkiKSlpaRASUUtFqELG1FZUlCECiltRQhY0tFFCEj1ggrNxWKUJCtwrIViKyFNKVdmB2rmxcLZUN5kGupu8qXk0sC/eCRpfwFmzauxSBlUrcmZxxHmh5CPTpb01q3Y/wDUYf8A28H/AFUrn2tjHsCGbNnkA52JZCB6QcvrqjtBgZRYBxPoFq7OcXVnk8B6uXJhcEGCls12kKedY+araAK12sTobDxq3ug7aSjBzYaUF8ssLixuhWbOCpIzDMnVkFbkD5Owvmqmtp4tlvGrEJc3ANhIdAWa3nXtexuANBzOOzxPAwkRJVzocpKSgOj5SSLZesS7I3Er2oz9E1mvpdmJzWpRrYHgwvSG+2PUYGNCscUkjRIqhrn5Mn5MXJZgqKR6++vN2LYLKL2OoN+8XBv8cqcd6d8XnESBUiji7UaKXZs2lpHkkYu734WyqO5b6lqW0jC4CsSAGBawYk6EMxUISfmhct7i4GUlOiQ2N6fc3Ae+Rpkrx/BlB/G2E/RxnPvQa/xrv6ctpX2rPHbN8rESbgZMvVZfOBGtvcb1C+j3fbyXFpKyluqkQsylcxjyjrI17ssgYXuQLqARy59+98RicfPiog6LMuYK2XMDHYC5W4+vj6aYApXPH33KP7GUqxkCKAjo3aYkNlIa2gUAHhfWrrwuGw+KyyrhlcSwqgYuqEvqACFyqXVkVTYrezAOgqjNp7UCAxgZiwUnUgLcBhwsxYix0IsCNSSQrtuvv/1cQhkSfsuWV4JDEcpObIbEGwYnXtXzEnW5LatEubzRbXLaboOhV5b3qsvUK8axGOFFKDMVXLmUKt79lLNZuJzHkKhu3hhk7JcB7EqOdvdVfb4b/wA+JeNrmFYU6uKON27KlszF30MrswFyQBZVAXzi3FBtoykLNZm4I9gCGPmr2bA5ictyL3I1tpTqdIhoG9R17gOeT5qaz7VR2jXK/wDOwnXLxWVWHBuYFWRuz0N4dX67EM0zFi/VkBYbscwBXVnA5FrHl3VR8uKKzYdWt25YrWzd0ig91u/nXr3Cnsj0D6hWH7VbSubW0Y2g8txOcHRrkBGeo13JLC1p1bgmo2YaInvO74LN4FIylVI4ZSBa3Kx09VMG2txcHMLSYeK/0kXq3HoaPK1SEtQteZ0LivROKm8tPIkei6N9NjxDmg94VKb0dCCX/kkpBIJEU1yNLcJFFwNfnK3pqvotiS4PEAYhShAOmlmW47SsNGGnEcPdXqlIxmzd9regXvp6Ta/oFcu8mwIsTGY51DLxHcyn6SsNVbxHHgbjSux2f7aXFIinddthEE5Yh3aT8czxWLc7DpO7VLsu3cP2+Hgqbx++WHKBbm/CwVifAeJv7am/Rlu11YM0i5ZZrad8UYsVT9I6s1vnED5oqMR9FJw2KhnRjLArMzBgBIjKjFCbdllzZdQAQbad9W3s4gjMOVh7Ab/V76l25tKgLcMs3EtcJcd8zk2MiM8zOojdqlhbVDULq4gjQfPnwXUAqjuHie8+k8TWaODqDeo9vVvXh8KqSYhygkOVbKzObak2UEhQCL8rjvsKfllBAKkENYg9xBAIPssa4qpa1GsbUcDDphx0Mawd8b81ttqtLi0ESNRvE6LYa0STm+ik+NwPZrf22rKZiATUG6W992wSxMsXWdYzAszFUXKAbdkec19PAHjVnZ9hUuqopUwC4zAmNBPEKK5uG0WF7jAGqmUwEiNG6sAwKspuLhhY2I5jvBqu1xeCSGeSYdaITIiNGzRuTGyoiooHVxO0zosrqCmVGJi+UiyTLB7SLxwyhWXrOpJjbQgShbjwZb3P6JrxvPM3WNK5dYxIplAzXBkMhjYqRZiRcBrHQnuax7H2XtCx9QnKIy4HMH07u+Ms2/rAhv3kuLeGVnnMkjM2ZsxbgTfuuDYEDSwOlvCrZ6F8cpkUA6ZgoJ10N8zGy9pbH12141WmMdGbMgk6vMVKPlzR5itgSgsUOhB4LrqeJtfd7ZKwKlmSzWJsRmtrmsb3VbaZr63Hda/WVpjNUraMSurEbQBAUG6rcLfiACRY8jpenbAbTuBbXnrw/hUB2RjAwVYwPFrC+vAWvoAB6TrT7hnKX42Px391c1WbheV2ts7GwKVuQfjlXauHUi9RaKM+nlwp72fE1rX9XgajACtGYTth1y6g+uonvxGGzKfnDUjiLi1we4jjUhCngf3U0bx4IkXpSSNEgYDMrz/u10lth8e+FZARJLDF2NAHaRFLm5t2OscWVBdViQWWNKvldoivO29e7LLtQYhY1dDLFnB0MbsEIkvobr2pMov5gzeeBVsYnHkVLtPZtOu5j2tgkZ+S4wV3UnOYToSFMH2iK5pccPDTh4c/gVDn2oawO0jVJmxQEhvZUpOKA4WHosB3Du8B7q5pMTTANoGs0xN6stsMKjNxKd2mpi3pxmWGZuUUlvTlIHvNOcfCob0m4nLh5B9IovtYE+4GrVjbh9ZreY9VBc1cNMnkVUCiltSoKzr0YrkwtRagSVtyUnVUkhGawD1kDSGKkMVGSM1nRXfsDYrStYEAakknWwK5so+cRmXXgMy3OoBsyHdvBZLKcRh21+WeLD4tcwtbSSMZOfYtwqvUrtYYVilbPqCdyqQUU+b1RmGbq22hhJ72teEdnNw6wNCUjFrG+fQFTYA3Dnht1JmuZkw4XuaMOjWHM3EI7+EZ9J41GLpu8Kc2LhoR5qIUE1K8fgsKnnywRHmHEjH+zIZF9i1wTby4BODyuRx6tXRT6bZEb02oddtGgQ2xcdSmfqGtezW52NvbwrZh8GzWtY37x2gPT1eY+6ln6RYFJMOGN/pOyKT6cgYn203YzpQnPmJBH/ZLH2sbe6ojeHcphYt3lPcmwZL2tf8AOWxX9oq37Jrog3XfixVRzJ+sEC396oNid68ZJ/SS2PcgCj1ZAPrrgbZ07+dmPi73+sk+6mdNVdondXos18yrGmwuHT+dxMSnkpUn+6TJ9Vcx3nwSCwMkhBvcRgXI8WCXHgdPCoTh92G72UegE/ZXdFuwnzmc+iwH1E++jo6rv7peloM08gpJuzs75aA24Swn2SKaj+JXKMx+a8jC2t2Ell1GmjMp9Vu+4lewW+Wh/wBrF/1FqJY7aOEzMhbE2zSA9iK1y+bSz30cAjTusafdEmmwn9R9Am2Yio6OA9XJhllve9XTujhpRh8KwxC5U7UcM8TguubMShEikxdqysQwy5O5VqlMRkDqMxZDlJNgjZSdRlLMAxXUdrgQavCDpYwLosc6llUAKjQqwUAWAUrYiwHq0rIvAXANAnzW3Y4A/G4xGnxBB8vVZTYpcFhppOrhkILLCg7GXr4The1dWEqoHMgQgKTysDVPY7aCssaxxJF1a2LKWMkrEi7yMbXYW0AAC3a2hAV86Q954ZLx4N5uobK5hlGbI6ljaNyzSZDp2XFwbaldFjm7GzmmLWBsoBOWxNyQAv5t9Tms1sp0OgqwypUf2qhz7o8goq2CQymMgAB4nee9d6zsZDbMcwU2W5vnVXtYdwJ077AceNJgnYkKRlLDqySLFQX7QII9x4047Z2U6qGyWUAcLWAFgAdS2gAHa156017IxPyRNtVWQjwKqzKfRcA+qo8UuyG9JcMdRAjPuXAMVnZmPzmLW5Zje3qvat5bhTHhprfHx4V2jEDmPbUigTkXrhkxRu1jYrYg8iMpB9uorSuIF+IsdOPDxrQ0tifUPYfsoQrNxuNVpcI9vOaEqLaDPJEbGx0yg+Oor1xAbKvoH1V433P2ndcNGD/TIt+Pmy9YRy4Mo9vhXsKE6D0D6q5P2xpA0KX9Tj/patLZtYuqkHc0DzcuhpKS9R3b28ixNlJjGgPadcxuO5Qc3rIrTsffKOR+rt2jwCkG9/An99cezZNc0+kazs6zyWmbuniwk5qUrWbPyrU2gph2rvOkRCsr5j821vedCPEXqGhaPruimJKe+s1glxhSPBHQKTc68e+9z8eis48KuUpbQggi54Nx4+mmHZm2OsOisthcZuBHMGwB4j21y76bz9RLhwCLOX6xdNYwB2h33UkWtxvbvp/4bcPrdE3JxkxzAJ3Zd3NN6zTazGdMh45Lu3o3MgxQjGJTOYjdSCy3vYMDlIJVsouvhT6sQHIACw7gOVuQ/hTTs/fDCyGyTxFvolgr8bHstZh7Ke7g1VuH3bGtpVg4ATAIIiczAOk8lJTFIkuZEnUjfGklaD4nv0A7/trF8KCLMARyOov3cePpresfgB6qjG1t+MOgOR45GF+ysiAetmNgPEXp1tRrV3YaLSTy3fHQfFJUexgl5+/mtm/uO6jDTYkWLxRs0ea5VXIyqbDxYXtc2uBxryNhtixyQTySO4kEa+TqLsJMhkBGY2K2KBLW0N6uXpS3tnmws6fyRYyoJVJRJKQrq+nAHVRcAHS9Vj0a9WMQFdgUIIudALoWvYgG+dY0tb59ek+z2z6lrRcKsYidxnIDIeJPisC9uG1XSzQJv2PhVEcEpsY51Mciiw1BdRfMQAbxygC40C8xft3Yx8qynDteQhurAW2c29im4tz848dKbNpyZPKMKrAxxTPJCLDQMUdRr3CMSC3C5NSXo1wmfGmY3uEhcDxIMbEiw5LwArYuXBtMuO5Ns2F9UMB1VzbkT4dltDcSLo8cgKyq1gbFW1OhvceupbgYBxkIUePIWuahG1NlxT2ZhlkXzJkyiRLcCDoNDbQ38Nahm1N5poGaPFP1yqOywIVsosLSWIBJ1sTlNyNNbDBZbiseyc+B+R+WveuuqXRtW9sdkbx8xu7xl3K6J954Y+LaD2N3aa04bO3vgYXDD6vfXnzbG2Z2ZI1wSgSZSrOrS2DMB2rWVCovc3ItY2W9N+GwGIRpGCBeIXNmCre4QjIcrAaX0GYcMvdMbEDIkevoom7Tc4SGnuiD5r1FFvAn8fju4a0xb3784aJflJFBOiqNSeHtPhVNtv07YKQph5hkzRyTghokkHZOUsFDDNpclQNDrwqOYfA4n5OyqpYK7T5yXGUM4jIVlcNfIrKMw0IBbjUbLUn39Jjd971JVvwMqYzgHfvkfJTbfLbqrio5VAySJEG1vq8hVswF7XiiGVrWzKLkC5rpxu/GBRski4zOAuYq7MpLKGuM0h0IYHh31E9495MSWMM8rqeqw2ZFd1ys8zro2YuNOrBs1rj2ue7vRhLNEuIaeBzOgcdYshIDqMpBYk3ygENpa54XtV5/Vm02C6cWj8pDnA+Q4f3XL3vSOe51ES6c5AjzOs/Y3uQ322cfnYxf7Kn6wacNibbwE0ixRz4kO5CqGjTUnuuYSB7aYX6Gp+6TCn+1IPrQ1t2Z0VYuGRJomwudGzKSzcR6Y7e0VHU/Cyw9HckOgxLhE7pluioNN4HDFSEb4B0+BVjYjc5AC3XSgAE3Kw6eyMVX+78MWIkMcGPnDkt1atEpBVQGJ1AA7+wTcW76l8w2mUKPHhGuPOWQqfs+qq93d6Psfh3EqRLmVlZbSx2IAYMp7QJDAj2VR2a6KVTprlmP8napkfGRx7slPd5vZgpOw/mycD5FWNsXdWdC5fEZgCAvWRKbgAEsDHItrklbNr2eWtVP0v4uQSmBwmXsyK6hlzAhhwLNaxzDj3V6DwM7NGpkRkfKM6dnstbUXViCL3sb8LVUXTxsYmKLEWIKMY3/AEX1U3/SFv7Rpvs7tF9S+ivhk5CA0Z7iI1mPNO2pbBtv/DnjmTp8fvJVAKzApErMV6SVyYQKWkpbUxORWM8oUFjwAJPqrOm/eL+ab+zf0Zhf3XprzDSU+mMTgCtflciATi+YgBgOCJxRR4AkknvZmPfTps/pOmQFbqdNMwuB3jTja5vpSxi9gO/h6+FcnSBgwQoA7SlUUjnwI9F+70Vn3FMNIIWnbVS8EEaLh2ls2MnM03aJYyZirOxNjewsRe54g8QbCmrG4eeTQmVlAAGdiBYaDss1hpbTW1PmC2KinNqxHC9rA89O+nKnstZ95RvvY93PvUQh3afvKD2k+4W99dSbtDvY+oAfXepLai1TNtqY3Ku67qHemGLYKDjc+k/Zau6HDKvBVHoArvIpOrqZrGt0CgdUe7Ulc7GtkQrPq6ULTiUwBFqytQKKROXdsEfLQ/7WL/qLWvE7543M1sdtAamwGMxYA1OgAlsB4Vt2D/PQ/wC1i/6i1HsV5zfpN9ZqlcfyW959AtG1/mu7h6lSbYe3tozOIocZtJnNzby3FgAC12YmYBVFxqeYAuSAe/eabauHKCXF7ROchUaPG4xw7Hggyy5s57ky3b5t7G2jol3ljw07NNcI6ZS4BJQhgwJAuxU2IOUE3y6aGp90mdK8TzQSR2nKYmGd9DlVImzBELBQZSD2XGikEnXSuRu769p3gpUqWJkawc8iT25hsGBBBJnuXU0LO0daGq+pD88pHEQMMSZEmQco70xbe3d25BB5TLiNoBAM0gXaGJaSJQLszqJrZV+cUL5eJsASIrhd4NosMwxu0bd18bixf0Xl+wV6E3x6ccF5GwifrXZCscGSRWzFXHymZAEQF+0STcKcme+tBbr7yrHDJEfnxJE3H+jmhlDCwOYnqrZdPOJ7taWzNq7RrUHPrUoIIA7Dm7jIwkkkA5B2hB4grX2JsnZlzdGndVsLcMjttbJxAe8RGTSXYYkxErZu3jdqYh2SHF7RJXz2bG4tVS97ZiZeJINgASbE2sCRjtzaW1IZBDLi9pBjqtsbi2VxzVhLYjTW9iO8CpN0N7/w4eSUTXQOxZJBcedF1JBZVYxkAB1axFy17aX5+lbfyLEYmJ4rskYlDSWNyZOrGmYKzW6sFnsM5ZiBwvp2d3dVNoNo1WYaRiTByGGcWP3fe7OGJ37lkbTs7Sja1KlvUxvBdhzHahxAGH3hLYdMxuUa2ht7aMYDNjdo25jG4s2vwv8AK+/hXN+VmP8A69tH0eW4u/s62nzpD3yTEIiqqgpGsKZTIQIo2vGHz8XXtAuLZrjsrl1aY96T5K2F1ymQOD84LbtxcLmN5FikK5sueFGtfUdZWtrdr4a7KBvBjXeMjuMc1neztNl3Tebs4SDl+SRvMOB04b077rDa2JUvDjNoZASM747FqrEC5C/KktbvNso4XuLUzbU3l2jE7RS4zaSOpsynG4u40BGomIIIIIIJBBBBINWZ0I9JeHw8Aimbq2QSD5wV1ebrrhkRyDc5SoyubXUjW1ZdJe30xOJaWMHIFRFJFi4S5zkcVuWNgdcoW9jcDNUBS7J3vxhkjVsbj2UyRhlbF4plZS4BVlaUqykEgqQQQa9HYXYjgApiZxfXKwhkXXW3aQNbwzV5X2H/AD0X+1i/6i16Z2PvnhnORZ4sw0KlgrAjQizWJ1rC9o6dd1qw0hIDnT2cQ0ETIKlsXMFc4z+URnG880bJRlhxEUZXywdcSzAZpXcu0M2vFGBUDiFylPm2pg6M4cS0WI/GwPVrZkafLnWwYyMGGqqLKQ1xY3sanGPwEUtjIoa3msCVZb8crqQwv4G1a8LuxBe5V3sQQskksiAqbg5ZGZbg6gkcq5MbQptpPa8Q5xBJwglpGuB2IQDwjIZZrUNs4uaQcgCInIzxEZ+Oa0bu7PmaGJnxEwYohKskBy3AIDXjzFgLAkte96iW9ETpg2nhjSbFJJknd0657q5EmVTeyEZSqKABGwNu+rRZAe6mzHbBR2LqZInNgzRNlLBdAGFmRrDQMRcDvtpVez2oG1cbwAMQMAACAT2TEEtM88wMipK1qSyG6xGvmJ3/ALqLbBRyuHeGKKGWaImWJgyogAQs/VqLhldlW3ZuHsxuBZ2iCwB2xkyPdAGZlVUClivVopucp07JLFmPHUAOuzdkLEWcNI7sAC8jZmygkhRYBVW+tlAubXvaqj6a9sJJJHAjhmGZpFUhrG6dWrEX1vmOT0HlWpYt/ErnomZM3ujOBnqZIA90Z55TwVW4d1WljPvbhOXDQZcymBtsSEWV3C2HZU5QdBxC2ufTejZO1JInEkbEN36mzDvVh85T3g+42Nd+0d0pYYVnlyKGIAjLfKa/m2tw1IBJA40y2rvKZoVmEMgtzB3g8RzXPv6RjhikHVTHGG6xmJnvjG6tMzMxhXMqSpc6kl2CBuJjVr+eae93NnplKjPmBcdSgkAQIxUFzGUMjtlzFzIoFyBoLVHMPtW0GEGXWDEyNoe0VvFJw4gEswv+Z6afNtbcw0RIiQSNlVS2YrG+UsQzZQrSHM7NqTqzAG1qxKlC4eOiptdMuzEaNcQJJgAYcPAnPiZ0KbmA4nEaDWd4kx8Z+4TRv1sONo2eJkYgES5AoAUsY+1kZ0MiuQpINzftaqSaB202Utbs9vQaggj1m1iOZ9JqwN+N7CAWa1vmogCoPQB/zG7HvJqpMZjXmc2FyxJsPR9lblK1fQphlR0u9BwVcVA9xLRAXVhdpHM2a5zAC/forqPc5qzOhbF/L2HfAO4gXD3Frk919eHgNaqPDjj4an1fv41YPQviMszt+ai/8xP7qq3o/hOC0tmGLhh5/JegJWCm4CgcT3+q3P450271wRy4SUxWRkZXkGUHOIZEkYFbanKjEWGY8K1+UX1vx48fURyB8PGnfd2VY+15pJv3G9+YN9a50EtgrtnNa/Lz4JNn7q4hiLNFkOuZVGqnUMLcQe4gitO+2EXDxGJBnlfsL9J3YWAA4Cwv4DmL3rrxU8ka2w8zRKeEMax5QT9BWV1jH5qBRck21pgxUi4ebynGrLMrKLyWaQow0IKoLIMtj2VCntHjerDHTnryVavSLQWiB/iJ0+Cmu5266/i+fCMob5ObOO5zKshci3fnbTwFMWwdhpMEcTDJ2WmisomiJAJjZrjgSPOXgQRe4NTro529hyjPHKGRxZQe69wL9/fbXv8AXUJ8ggWdw8SkHWJmswte5GvECQXAN+CnxqAvP1U1Kk3TkIPFVh0nLFLjysckbZo0iKxsHaNY2dnkbLcKyIyhASM0mXgFJNtbL37hAWOOKeyIAoAjOVEWw7xwUWqrMbBCMZipmN2d1UEWHVrEix5RzzFbsOHZUfNuXrd3BwiTrHdmAHZUaEH0g634X09hJreuNiNuLdrqjSYbkAc8xwELhrm+e25eGERiO7mrBw/SJh2QSBZ8hNs+VCt9dLh9DxrYvSDhecg9KfYai+0NnifCl40kiyuxWPXLnCgFrDsm6CxI4i4vUf3E2cs8yRyZspSRjlNiSoFtfSb1hjYtj0b6jsQwTInMQg3twHNaIMxBhWdgt8MNI4jRmLtwXI1zpfnyvTs8g5P+qf8AcDVV7L2cke0lVL9iUIrHVspQG1xa/aY93Kk210xypLLGIIyEkkQEu4JyMUubC1za9hVarsF1So0WYLgWBxxOaNZjcpGbSaxpNcgGSBAJ0VnTYoc3H+7lH+CoF02Yr+RkAk3liGubS12t2gD3UzDptfvwy+qU/vSnDp+nvh4/zpU05fJO376tbP2VXtbyiKzIl0jtNPu5nQKG5vaVa3qGm6YHAjXvVKKa3CtFbUNekuC5MFZiiilFMTgisJ4QwKngQQfQdK2CsXYAEnQAXJ5AcaQpRO5PnQnHE8uXEOoeCxEboZI5wga4YI6yElchUJmbzjayGpD0o7tQ5Vmw6ZRGw63LNnUZyerYpKFmUtdbDW1rm2YVWcGCGLRnw6OGQqsqMpe4IYxuGRbACzXDDS4FyLGl2M0huJWYlSwSNmLCIE3bKCSFzMbm3EgXrDFF9W5a8PMDdugLfdUZStnNLczv5lOFLQKK21ghFFFFIhFqLUtIKClRakFLRSJEUUUUIXRs7EZJEc6hXRiO85WDW91EuCw5JOfEakn+bi7zf/W1oIpLVAHCIIBHOfkQrmEzLSQeUfMFbvIMP9PE/q4v82jyDD/TxH6uL/NrSBRal/h/oHn9UTU/WfL6Ld5Bh/p4j9XF/m0eQYf6eI/Vxf5tabUWo/h/oHn9UTU/WfL6Ld+L8P8ATxH6uL/No8gw/wBPEfq4v82tNIaWKf6B5/VJiqfrPl9FubBYf6eJ/Vxf5tYeTYf6eJ/VRf51c8laTTwyl+gef1TS+r+s+X0W8+TfSxX6qH/Oo/k30sV+qh/zqaXpKmFGj+gef1UXTVv1ny+ifcDPhldHzYo5WVrdXDrlYNb+e0vambGSZmZreczNblmJNvfWsUoqQBrRDQB3T8yVE4ucZcSTzj5AJ22JvLiINIZpEHHKDdP7rXT3V6T6H94DicKkkrWkzSI2gUOUNwyjQWykXK6XVuRrzPu9gRI4VjZRdmPDQd1+65sL9wue6rnw+7qJFGcU0rXUGLCK1kjS3ZzXuQxFiQgUgk3Lca4/2qs7evTbTPZeTIIaC45HLdI4yQBlnotzY9aqxxdq2NCcv2+AVm7U3nw8Wkk0d/oqc7DxKpmYD0im9N+4m/mI8TP4xRHL6y5VgP7NQfD4uNP5mCBLcGZTLIOVnmLG9u4U4x7alfzpH9AOUewWrkB7O0miSCT/AInAf6Wg/wD2ts7QeTqB3CfMn/auDevYuPxTP1shghJOSIvFEAt9A5BMjkDjdbeFNWyujuGBlkbEoHXUFFaax9BCJf06d9SSOM3+v0027xYhVGp1I0XS/wDAa/XXQWr7iBb0nBreDGgeM4p5krPq06c9I4SeLiT6RCz2vtGB7CaTFzZCco+RiTl5uVyO6m9tqYdfMwy35ySyt+yhRfdUdxGM1rlll8a6G12HTY3tkxwDi0eDYHkqNS7JOg8AfMyV37U2tmN7Ivgiqo9Gnab0sSfGobvHtkgG1OGLxVqie23zX1rYDW02YWCAoPeOaZtuMXYC/destjbIYWa9r6jmBxBrt2fgRe5J4WrojGq+gD9moOiBOI6qTHAgJz3a2Is2JSBwtpxLEWsLiRomaFx+cJlj1vrqPnGurZuxXwrGOQWkViHHiP3HiD3gg1x4fFGORJRxjeORed42VwPatejOlHc1cVEuIhtnyKyHgHQjMFJ7iL2DcO46WK520qBI7K0dm1wx3a8VXOzMfcD4+OdSjyMSAC9u+48799V3g7oTG91IPfxB/dT/AAbXZbNr48eH2Vy1WmQcl2VC4BGalAHk9izMxOqsbXAPcBpbjxFyTf0VlLtjNc5gAfOVyAOHGzDu4eoVohxKygM9iAAL948dePjfurimw2HiN2hiIv5yqi39IBUg+jvqSm4DLejCKhOIw1Y7O3YijfrRMtmzMUEvYueOVbgWHK/fUmSRGRpG8yEMbki+ignwIIBps2LtHCkgRYdc3HtEuFYHjZ2YAd+mvcOOjL0zbwFV6hDbrFGbnkvrfxc3B/SPKpmUjXeKY1Ppv8lHdVKVszpGnIbp37vNVi2NLMZDxc9Yf952/wDFXfDi+RNMZ7vQP2ex9amujDyV21Iw0BefvzJJUowW8ciggO1iCri51DAg+N7E07bqbzCCZWRQxyMoVsyghspvcAm9k5W1PfUCWXjW/ZWIub6ZlOUEnmRbT5x7XC40BqG6taVZjmvGog8+9ML3MhzTmM1bG6mKM2PSRgAXkZyoJIFkJsCQL8ONqqveKXNPO30ppj7ZGNWd0YSMJJJ5cl4YZZCVAVRZbDQAC9ieAqo7nie/U+k8az9nUw25qBujWMb5uPpCZeOmk2dSXH0/dZQJcgcyB7Tare/CEb5OFf8A5GPsjA/fVV7EjvLEOckQ9siirP8Awi2/9OOZmPsEQ/fSX5naNsP/AGHyH0SW2VpWP9PqqhrJaS1KK3ysxbENZCsFrK9RlOBWVNG92IyxEDi5C+rifcLeuneotvZPdwg+aPe1j9WWq1y7DTPgrVozFUHLNTvoa3NllgM0MrRv1j2ynUhQqi4BDHtBtQKfN+VxSCOHGSI+ZiYWyr1hZRYqXsHUHOLKxszFQNbVWGy9tPFYRsVA4WNvXpz41JsTtuXEopnYuAGVQ2tlJ19pHuHKqFu0l2S07pwazPfktdLRG5Oh1cAm/wDrFHFv9oo84fOHbHz8qVptMrHc3CfRLRRRTk1AoFFFIlRSGlotQhJRS0UIS2pbVmRRaqcq/CwIpCKzK0oWllC12oIrbloy0SkharUhFbSKygiLGyKzHkoLH2LelmM0kLjkWtLCpThNy8W47MEg8XAQftkfVTzgeiXEt57Qx+tnPsUAftVWqbVtKXv1W+IJ8BmpG2dZ/usPh9VV0661gKupehhbXeZyfBVRfa2aqy3v2H1EhQMptydH08cvA+BtU1lti1u3FlF0kciPVRXFlWojE8QEx127F2VJM4ihUsx7u4AcWJ4Ko7ya4q34LEsjB0ZlYcGUkEesVpvxYTh13TpKptic9FP8VuquGnwkJbOZcpmNuwbyqhRQdSuUsLtxv3DSrA21MXkLc9B7Pj21Sw3gmklikmdnKMuUtbQBgxGgHeKuNVvYj1H6/qrk9o0KjDTdWMuggnvM+keC27Sox2IMECRl8P7rWkB4fHE107Pw/cbD4/jWEmKVR48qiW9W9DILrxNwPDmx9HcKqUqFSucLVYc9rMypPvBvGkV0UgvrxOi+JA7/AA9vjA8ZiT57m99S1768LE93da4HdblUN2jjiGBJPa1zHv58a7dn7SI8QeI4g/HKunsbGnbNhvvbz97lRrVjUMnRPU+K+OdcjY891aMRIOI4HgOXh9nr5VzO4q+SoYWG0cVemeWnGda48TFamFOWKSWFvi/Ae+s8Suq2+LVyOL8DY8QeRBuNOB9FGFxXaCvow4H5rc7X7/zajLk4BOzm6g16j/B+2mJ9nRqT2oC8V/BNUHo6pk99eTWnv2Rwq9PwR9rWkxGGbg6pKo/OW6OfYY6guc2SpKJhykHSZugrHOND81wOH5rfSXl3ju8aqxmHkibK4/eCOYPf6OPhXqnaezx3gMp4qagW9m6YUFmAeDUljb5IDjmPcB9PhzrGrUGvWrQuXU8lXm5O0EY2YgDgOPx6j4VK3xccbWyi494I0Itf4NVTtBYOvyRTdkkBSpBkYnSyRLeWQd2Yqqd9woJqQ7nYWOZ/5S+Mw0QYqs7eTTZbM6hZY1IlifPHICuV7ZHubLmNA2TpkLWp7UY0AFWJDtiNjbsgWuTpoANdbC3DiO7nXnrfLbPXYmSS/ZZiE/QXsp6OyAfSTUg6bsM+FxTYVJneExwuj9kGVJE1uUAUrnDWA0ta99SYBiRwPIjX06Vs7MsjRmo45n0WTtXaIuCGNEAGfonBj2QeRZfVo9/WXPsrUj2NJHLcHX6J/ukr9cg9la0fWtZpWO5bhJqaTYgJnCjmjW/RDs37K1xQ4gFmqbdC+mNacRSSrFGbiMIxVpA0a3DsosVaTx0OlQ3Vfo6TngTAyExJ3CeZStphxwlWZufsKSbAYnqrK89o1Ml1GRW7YNgSLgsOHdUVfohxn/wH/eN+9KtBd+wNPJsWo5dUn+GStG2OkyKJMzRzhjfq0eMx5yLX7RJAAuLsL2B4EmuHp7R2rSqPdSpiHumDnuAGYI3D1Wk6ztKjWhzjIEZZc9COJUA3e6LMWk0LusWVZY2YhwdEcMdALk6cKmHTHhgXguAbLLxAPEp9lR9ukiZ9c+UfRQKAPWbv4asayxe8rSC0hD280kLmGt9GADWPK5FXgy/rXNOvcFnZBENneOf1TOioU6TqdOc41jcq83wwIR1IAAZb2HC4Nj+6mUGp5vggmjTqxZ0Y6EizKRrqbWa4BsdOOtQjE4dlNmBB8Ra/o7j6RXXWdbHTAOq5+6oljzlksFrIVhWQq0qyyLW1PxaoLJNmcse8lvfp7NPZUs265yFV1Z+yAOOup/ZBpo286hIo1BWy53B0PWMFQ38LRhhxAzkc6zL18kNWts9kAu4pqQEmw4nQek1OYI7AKO4Aeyopu3DmkB7lu37h7z7ql1Os2QC5Mv39oNSMvDUggghhoVI1BB5is1bMCbAMLZ1HDXQOo7o2Pd8xrrwyFkFIbghlsGF7XFwQeKsPnIw0I9YsQCLLmnUa+qpscPdOnp970tFZNYjMt7EkEHUowtdD4gEEN85Srd9hjTmkESE1zS0wUUCiloSJKKU0lCVLSGlpDQELpC0ht4VekW5mBi1dUJ5yyE3/ALLMF/Zreu2MFF5gjH+yiH1hQPfXDH2pa/8AkUXu+EDyldMNlEfzHtH38FSWC2TK/wDNxSt4qjke21vfT7gej3Fv/RBBzkdF9ylm91WPi+kFPmRu36RVfqzU0Yzf2U+YIlHoLN7zb3Ufim1KvuUWs5uM+hHondVtWe88nuEJtwPRJIf5yaNfBFZz7WyD3U+YXorwyC8zyt+kyxr+yAf2qZ/xrjJfNadv0FKj2oB76WPc3EyastvGRwT9Zaqlare//ou2s5NAHnkfVSMZQ/7dEu75/cKRx4LZkPBcOSPTO3+O1Zz9IGHTSJJD+iqovvN/2ab8F0bN/SSqPBFJ95I+qnrCdHUA84yP6WsP2QD76ya1XZgM161Soe8x8vVW2NufyMa3w+/JRzHdJkh/m4o18XLP7hk1pkm3sxsuiO/ohjH1qC3vq2MFuvh082KL0kBj7Wuad0QDQaeA0FRDbmz6P8i2B5uz9cXqnGxuH+/Vju+wqHbc/GT6yJK3jM509Ttf2Cu7C9EDn+caJfABmP8AhHvq6Xk8K53mPO3o+L1MPau9cIphrRyH9x5Jn4RQGbpJVZYToZh4uZG9HYH7z76cU6KMGBYqPXJIT7mNTVhfiSfSb1lGtMfty/frWPwy+/BPbs+2GjB8VUXStuHhoMKZYFIZXizNdyMrNkI7TH5zKeHdxowG2B1EZFsxVT6DYfXrVhdJeCz4LEra/wAk7euIdaPXdBVHbsS3jW/Ij2E2PvFdRsWs69syari4tfqTJggfOVkXzBb14YAAW7uIKk8E9xmva1735X/7+iotj26y558PR3e6t23doBY8t7FiQT+bYX9vD21DMFvaVbJKoAv2SOXdf7a6ayptpy52/Idyovl2icGwgZWibiuqnwPD30x4OUrdDxBt/GpDtHGqSsinQ6H0GmneCKxEq+hvRzrQcFGJXRDKCLd/d6a1dfpeuGObW9bydbev28ffeklKFuV6SdbigVlQiE2sLcaSaQA62uOHfrz/AI1046DMCPCm9VuA3fwb9IaHj4io3ZGE9qywbcKsboH2l1W0cPrYSZor8B2luPayAesVW0dPm7GN6ueCU8EmhZr8CgkXOD4FLio3CWkJzTDgvcW29vRAFY7zScCkeqqfznFwDx7K5jztVW7/AGzJ8QPlXPVggCFQyoC7xhZCoYiRoWAkUuCVs2vdV0YHYxVRJher7SjMvC+nEW/cbjv7rsm8OGYJmEaK4dMxAOqMbEC+lySBfxrKV+AvPm6eBdWmhlhTIiSQjgJ2aLKXMchLSmRUJZmSMi0YCLG7k1ZGE6maefCTiUpCWCIBAViVxBZFaPMyOmQfJr1KAG3VuyvIYJvvjSk80xjsy5jkBNgQkQMxPVyxjKCxDSQlRnkGZCwz2D+DtHE3WyKj+ZApkdgySMWlZiFCosT2KExKoygpqdKUb1SBw1AwHifhmqp/Cm2OkTYIxydYOoaMEiz5I3DRZ7DLcBnXuvl4cTVKSPoR4V6c/C9wYbDpIBYrMhA+irI8fvLJfxAry6GrQtzLIT6re0u3CYkm3ipHuJA/vAVrjm1NcmDlI4fNNx6jmFdGIhsxA4cQfzSLqfWpBqQHNRkLjwMup9JqVbn7amhEhhkaPOyh8tu1kW63uDwztb9I1C0ktf01IN2JBke/Mt7Sq/UDTWBrzhcJHA5ptYENJbqppHvtix/Tv6wh+taYNvbzS4h80zlygyLewAUEngthckm5tc6X4ADGo7HJZmB5n66jvbekwAtYAeIACg2fUe4nE4n4lSbBYn4+D9tPGGxh51EYsV+74+PCu2DG/wAKoLUUkfaBBuDWzGby5UGaPrVuMyHXTnbQnW3Ag+I41HDifjvrQcTrSglIRKf9jPDLcxqwa5tCZAzgDvETdQ7i2vZka19bWNayigkM7Lb5vkyg38etxErju4EUm7G6wxZkQt1YVUIfLnBZ3CohW66Mok1vxA48C4bV3dxsNwcuKiVpFDWZ8ojsSxItNFdDomcqCToxylrDLrOHkn4/YKq1LPKWAeHzGYUQ3p1IRMSoFu2jeUIDwK3VI2j0IvYHl4VGcQ5ubnNbTNrZrE6i4BsTrqBx4DhTrjMVGztKodSBfI+SQAhex3IbMQvFGAvf5urKwqF7sTiQrFJpa0AqT7pQdkt9I2HoX+JPsp7NcODUxhI5Ba4BRxqjg63DAlWB7nUlW530PdWrbluAALGug4VCXIpbUlFTFV0ivlN+IIAkAGpUXIYfnoSSvMF1+fcbJY7G2h5Eaggi4IPeCCCDyIrEVnGLqR9Dh+gx4f2HPskUcFqI9kzx9VKO02N407lropaAKkUaL0gpaSkQloopDQhW/htyZ24hE/Sa5/ZvTtg9wPpyn0Kv7yT9VTm9LmrxGr7SXr9CG9wHzleht2dRbrn9/BRzCbkQDirN+kx/w5R7aeMJsiJPMjjXxCi/tteuulrMq31zV9+oTyk/WFZZQps91o8FlpSg1gaW9VcMqRZ3pb1qBozU4U0StpNITWppa1NNU9OgSmF4W6V60F61s9Jer9OlAUDnytgNKrVqvWINTBiaSujGIGRlPBgVPoYWNeZN12KhkPFWII8bAEe1TXpV20rzrvDD1eMxSf8AyM48A7Z19glFdh7JGBVpcQD4GPmsPbP5H948c/ko1vazO5UXsLAer+NNwgEgMbCzLwPMU6fjRVMmYcGI8eNR/au8WY9hQvj3mu4lrW5lZbWk6LinR49DfLy5ejwruwO0rjIxuCLVwybSZvOFcbx/OX1ioQ/D7uilwzrqu6ObKcp9tO0Ut7H1X+PGo+uIzCx4iunCYiwIPgfZrT2VE1zFIhSg1zxy6XvWPlI76sSooXTMK4I07TC2h7Q+o+HL211lwa5pW4HkfcdPsPqoclCSSMXrcRppXPI1bompqM17e6J96fkoSxJWSKKQcwXjVtPbVgbdhRo5JAR5jcO82JB5g3tVBdEOIz4HBuNCqtGf9zK8Y/ZUVcCYm0WvAixHO9Y7hDiFpjMAqi+ljDomIklcMY8kauBZmbr41jZCko6lwDCSSWVlCMQwJRZHPok2gqzNONBPmYKHDJEDPL8lbKHDBVRiWJHbsmVFUCOb+7SAadzH1jddNCczJ1BVMMssYxC2M0qRSh5UiuqECQ5rqbGzdpxqYRFHEnWiR40jZSUCO0rI4UnKQ0jwhtMxgGguAqblSxDpoJGXjJyGfkp3+EHssPhsYWPCINH4ZCJB6yBb2V41bjXuXelVxGEUjUvG6f8A8ban2ivDeLWxseIJHs0q5bHIqSuDIRCtmPiL+z4FdWKfshuQI/um49iso9VcUrcD8a1k/Bh6D+4+8j2VOTCjiU1gcTXZDKQlhxa3qApuhYnTjTgVJ1seFhpUVMzonuCk+CnzKG5/BrRNsJpnURWzsQApNgx7teAPdrp6K5t3W0K+v932VLtzpVWeJnNlBJJ5WVrcPG1XKwx0SSJME/ELIbNGvA4+RVbpiCLA3B5HQ++uiPFVZe4mzUlLpKiutkBVgCNW8eB8RY1j0n9GMUKmXDO6C4+Sc501IHZY/KLz7Rf1VjVwKdboRqdFrUK/SU+kOXFV8mL7q2df8fHCuaDAlGBmRynzjGRcePAnTjqKccPsEuLwSRuDxUt1bgXNgS9ozfS3bDEnzQBehzC0wQpmva4SCvQv4MO92GwcDjEw5hiXDGRhwSO8caAkZSA3WNa4N5Ktjefd3Z2IgkmwkwhYJJ2QbW6xchsp4MbjUXN7W4CvJWD3ikivHMpQ9XHFZlyNHHcBxFoVLMtj1jZb2BvoL9mO3uWzdVmTMwyxjRcijUtcntFhm7JtfnrVZ0yrYiMit3T5jlWOKCw63Mc8gsc8cSgLc+d2nYNY6XTvqsd2dnvLKqxC7jtjzfmEEef2T2soym4N7WN6cMftdHkZ5Bdix7TklSFsAqjQAAAXuTrc6XqYdEWNwq4tJZD1Ua2aSRFkkReru6sVAYrH1oiDsSFsdORlGTVBq5NmIxFiYJ4XQ5tTCuULILamCQ9UGa5JMbx5hYWNga3yYQrbK6yC4BRQ4mjJNlLROBJ1bHQEBgCRZmVlyufSPJPiVnxsaoyvO8hCBTLCsZyKbjMwjy2fJ84FWuQNWEzriI45mU37SB7FbOmVmCSC17Zlbsm65he19bVCS7smCqlyWhvaEj0XUy2NjoeR40lJGthbX0kkn0knUnxpa1u9Ym/JLW7AjtAcwy/3lIH7eU+qtFb8D5wPLtf3Bm/dTH6FPp+8FoFLSAUtOTUGkpTSGhCKDRSXoQvV5opKWvnOF6ilFKaxBoNKAkQxrU8tK5rkdqu0aYKie6Fu66sS9awaW9WwwDcosSyvRSZqAaeEiypDSGkvT2hNKGPx8fHCgtSXrBzUzRKaSss1Ud0uYfLjyR/SxIx9IVo//wDIVdpaqm6ecPZ8NL3HrUJHdbIV/wCZvYa6T2bdgvAP1NI8p+SytqtxUe4g+cfNUxvDCS5sfOa/sCj67n110QbKRRd7XpIoChOfWxYqea6Wt6TceqsGUubmu+DQM4zWPOUSkmkU9kDSm+WGxp6g2bWyfZwtrSlhKA6FHcTs+/aWuNXINjx+unnEKFPZP2VwbRUMPGoKjN41UzHbls2biNLVlizTTgpbGu7ES0jKktSlsFd2zMT3Guwm9we+mPCP2qdlapabpCjc2M0i62Pfw9Y0PvrrhrmZrE+328fePfW2FtKkTSF6H6AdoXwLL3x4iRQPBkik/wCZ29lXbs3EB4c+vZsbc6oT8Ff5RcZAe4wSL6WEyt/yJV17ovlDo3dfQ1lVxFQrQpmWBVNHmPlpfKOsm6uzSPCsizKpVw0SszsJgI2zKyrCkosQ8lmSeCNCmI6t1jiV1CF4ZHCRTXmkDRP1heAySxZQ7sojUszFnv0b3zyrigIHMNp1VZiFCLLilVSGzH5ZXjjHydtDEWtcBqZsTiVuuFyZZJVYO88eV1uk4xMrMJZJZ5HPXTBQSrFmBZuwKjhU3uaXGRmNJ46hXD0a7RzQtGGDNGRc2tY8GBB1VgQbjuryT0hYLq8XiI+GWeYW8Osa3utXprotxQ63NmziVe01wLm3YGQcG6oBmkv22u1he1UJ0zbPZtqYiJF7TzRBV5tJHF38rkknu1NT27omVM7tAQoa0XZoKEmyi5NgqjixI7KjxLWFTnpD6O5cHHHK8kUiOQjdXnBjcqWCkMBmBANnHLUDS8M2LEzkmPjEjzsb2yphx1hNxqGJCovfmddRxFjpmPZjaZCR9CpSqYKggq7NobmwYfCPOI48+GgxCwyEAszDDv8AKG1wXeQjEKXNlWQ5Qnz/AD/DiJe5r+oV6A6X97olw80JlUZo5USAWzky6XNrkAE5it8oCKB3W8+RAc2HDTQd1vjhVa2lPqwnfdvFN1gEguGDryJOUuLeN1FjUiReNuXrFxwPIjgRzqOYPHi6qLAHQ24n0t52p4+upLh17LH9Ee0N9latLTVZF7EjLNS/oriuz+mIftGpT00aRf2l+u9M3Q7BfOfz4x7LGnfpxbsKObj6j9lc9Xfi2owcPoFbpCLFx+9SqkrnxGFvYr2SODDQj0EfVw9F710UorpXsDxBWPTqOpmWlN0W3mUGOSzKDcqwUjiSTkcGO7a3kUK5ubSCssb1diFjEcgY3cdY1iBlKmKVmCKpHFWlub66AV04nD3sQSrr5jjzlPhzB4EcDTf+K2NgzXsB2yWZi2oPnHQcGt9Jm7qy6to8OhuYWzSvmObLsilTZuaHLEoYqBmeMs1h84vE4LqSb/KDKtg3LRuw+GMcbCM5pH07GfOBe2UDLqSCScpOl+VO2HwTIBlKsQcylrhlPNWXtL/ZIN+/m4Ji2Osq5jwzE3e1v9YvyjG4BvKk55WuahNs4HMH1U3W2EdkieeSiGAnxGHYOnWxl7WYXAc8QL+ax1825INwba1Z2I6SikUWGmikSJYmWV4lIjmmldmmaSINFm1yqMssZAQaPemXyhAB2mS5s2bVOY7SAiwOl5MjEkEINbY8xz0PIjl6KnZbNd7rtOSrvvHsHabrzTtgMPBNcwSi19Fa5I4aMGVGA1FiA+lybWrhxmEZDlcWPxwI0NMsuxl4oSngvm39Hd6iK6sAZk7OcOnAq4Y2GvDU2PIi1jrU7TVacxIVZwoPEtMFdNdLDKLHzmtp9FeOvItpp9G9/OFYDFsPMWNPzgC8n9lpCVX1JfxrQPX6SSSfEk6k+J1NTZu1EBV8m6GSshRSUCnqNFFIaKEJaSg0UJV6tpQaxFKK+doXp8pQaU1jStSxmiVqlrjJrskrifjWjbBQVFkDS1gppQatQo1lf4+PbRSXpKUBIs70hPx8cKTN8fHxrWJNPa1NJWTGtTmlJrBzU7AmEpM1QDpzw+bDKw+ZIp9TK6H9plqds1RXpKizYScckL/qiJP8PvrX2W7o7lj+Y/dUrxuOk5vJeepdqXLBlzLc6cte7ka34QqfMP8AZOhH7jTVgpLaMONd7YJTqNK9GYSsFwC24zaBXSxv4/GtNczu3E04o5Gma45HUe+syobuK+III9hpxko0TP1VuNcWIiI1FO2LwDd1mHhx9h/demrF9nQm3p0+uoXjJStMptmOoNdEsmlc0rd/vrJm0qkDBKsELqhbtCnRJbU04Ma12anhVmmYUbgtxnJYeu31/bXdGbU3zQ2sfEX9eh9xrqUn4+LVM08VGRIV2/gmY7LjJk+nAW9cc0YHukNegMc+V3I0uPj015i/BpnttAeMMw98bf4a9J7RuQW8D/CqFz76t0fcVV7z9nEyRMGticJppHlLImJDx58ReBHlQKAWAByXYkC1RCHaxMUr4hJIQyoyvFFGkQjlLiFY1B64sZzJKgHBnLkkJlEq362ezYvD9cy9W+GxJkRmZIljVXV2JXXMkchYDTjfghNQzZG9hBQuywkvK0YUkIyC7GEdlonySSkxlVYMUWNchSwgKrn34J4/JTDcaePyiJ8PJI6K2R7RrkmEQ6mEySr2c38oHVyXJZAq5SBmWLb6y225DKwAMkavbiA/Uzwr+1ELeJFOmzHjAVbxaygh1d5UaZnV2aPMYkXJ5FiUjVSSTHExRs6iSEfhFY3+WJlNmRLgju/lEzxEeIBB9dK0YgW8QQp7d3RlriNCD4FWVvvhJMTg5olF3XLIoHzjGQ+UX+cygqPE15qg2gy5wjsodcrhSQHS4OVrcVuBodKvjoy3gZ40Zw1nVuF7AqxRjzFmBPHgRUU6ctwxHfGQZiGN8QmlkLf0q94Vm85dbFr6C9s+yrmkTQfx89/7Lo9s2wrNbc0+Anu1+eaqLvufXf8AfXRAhchRxPAf9/4Vow0eY/GtTXZeynWzIkZPM+d7+F63KTC7uXLvdCaIN1nv2sw9FifcbfHfUi3ajZXGHa7JIwyMdGVlDdk81YE2PG4t31vkeTuXKe8EA+wjRh76xwm2CrozKM0bo6/RYowYA+ki1WTSDR2dVXeceTtFdXRjscR3H0nBHG+g1HqIrn6YMIHOX6Ku4t3lRoD4a2p93QdWkVk1Vlzr+iygqfWDXNvVHeYg/Qt7TauPZWd+IdIdcM/JXnUh1XAOMKiaWspY7EryJHsNqQ13gK5ZJS0UtIUIooFZCkKcsHXn76Ws6S1IlSUUhFFCEpNJekNJekRKyvS1roohLK2UlY5qXNSJZS0XpL0tCF6tvRSUtfPEL09KaQ0lBpwCCsJDXDIda6Z2ridq07ZmUqtUKzFLmrUDShqtYFHK3XpA1a81JmpQxEraDWOatZakJqVrEwuWZNa2akLVgxqdrVGSsZWpvxkIcMh4MrKeVnUqfca65DXBiJLXJ0A1J5AC5Ps+qr9BvBV6hXmOHEAKTILEGwHfccR6jTRiNpMeGlbNuYvrppGQEI0kjIvEgO7OL+OtOezdiW1fsj316A0vqZaLFIazVNWDw7sdL0/w4UoO1ajG7YjjGWMa+FR/E4qWQ31qSWs5lNzdyCdcZiAdPj+FM2JxbcLmuSZnXjWEk1xUD605aKZlOEk0hJuTQovwpQgqVdGmzoJMSkeJJEZBNgcpdtLJm4gEEnTXSq7jhBcVPTZjcGDfko/GeVdUL1fe9XQ9hZI8+EvE9tBmZ0bwIYm3pGtUPi8KyO0bjKykqw5Efu7weVqW1umVvd8FLeWFS2jHod40S4gXBHhW5HvY8xWqKPWlThbkT+/91Xt8qgrJ/B4f/wAwT/Zzf8oFenNu45Y0ux56fu9deWegCYLjcxBOWCUgAcSXhUDkPOOpq/5t3ZJ7PKSATYLxVQdAANLn84+yqFyZcrdL3VCukHeUPPhXikjCRO6zKXUKksmGxKxFrAyLGe0Da4YZrg5NIHvosKFcXGi3UgkZpFuHEXUTMLRhpDcyTxkX+VsxUkBXXa2xOpWbDXKfy1I4mbtRuZZMKhvGDmvF1SPnVb2ldQTmyjh3m6tgIHRXiaTDjCdto5QhhTrZOLyMcrRLlIBZ8Q5sxIUQDNQvMO5LmeRneE5nZIVeTrGxIQyFReBY3MYyu6QIc8aMxWNjmZlZzBukPa3X4hpb3JCgkeb2AFGXvKm171KZsX1bM3Ai7lhGMrEWfQOSSimRnz27CSZVN0Y1Y0/QpBM74vETPHE5zLDh1jDi/nFmkLBVzXsqo2mpK3sGmu2l2naK1bWj67i2mM9SuXoFxMRw0KONQcQARprndipHeCrg686uuXc9XhZnXMhXKA3epGWxXvuON9dajO5OwNm4RCsEBkOa+eZnkJbKAWAJEYNgAcqCnraXSCW7GiDUAcPRp/2rCr1Q+oXNnNdhQpuZSbTfGWSo3CdBGbEssGIw8UQ4DEPIjLc6IHSOQFRp2mKm3OxNde/O4mI2eVXEoArfzcyHPDJpfsuANba5WCta5tbWpqcb2mzMO1msfQdPTxqQ7l7dSdG2XjO3BiQ6x3PagnQF1KH5twCwtwZR9Nq2LDajgQx+nFc9tDZTQC9ngvO+LxZ1tqOXxxpg2q91uOfrB5U6b5YFsLPLh386J2W/cw+aw8GUhvXTCz5jYfPt6m510ZcCMlzkRqvSvQ/g/wCTYWU8TAo9I0yn+6BpWW9eyXeUMpsttddb38Kq3Ym+U8Uax9Y+VEVURViAAQBVFyhsAoGtjRi9+8Uwt1pUfmhFb+8qgj0i1cs3Yl2Ll1YObnI36E925Tu2lbmkGQfL6pq3uwJjxEqcmJv4MA/+KmsLW+aYsSzFmJ4sxLMfSTcmtRWuspgtYA7WBKwXkFxISgCi1IBSCnJFllrG1AFKKRCQGi9LSEUJUE0UhFIKRCWky0XovQhYkUVlekoQkorK1YkUJUlF6LUUIXq80UlF6+egvUEtYvS1rkqRgzTCVy4pq5Ca2Ypq5s1bdFnZVR5zW3NSq1ac1Gap8Cjlb89JnrSHpc1LgRK25qQtWnNSFqkDE0lbS1a2ateasWapmsUZKJGqNb+sfJsTY2+Qm15XjYX9XGpA7VG9+5iMNiGUjMIZbX4DsHXXTQa+rvrQtGw8d4UFU5Lz0mPWMBIkBe2rN3HlyHoHvoyzyecUUeP2DWubDRhdB6z31IMI4AFq7trS4Zn4BYzjByTbBseRdQUPqNGIMq/MX0gn6rU/YR7knuGn21tKg9wqYUxGRUeI71BMTIWFiQPCze+603ywEd49X8RU7x+zVbUaHuOtRHa+FZWNxYdx7jp3GqdelGZVmk8HILgW9bY3IseBGoPK2t6VGrqwOHzukY4uyqP7RA/fVeMlNnOS9GdGW2HVYhMQS0aMed2HLhVWdOgUY5yBbMkbG3M5h7bAVaWB2EQ4y2KqFC3/ADRYDTS9QTp/3QkRhjVJaNwivprEw0H9k8PA256YdlVDbieMrq9o03vsgIkgjPlCraOflSLIe1f4+LVyYeesmk1Pq/fXRipkuQw5q6PwXoLz4iQKpKxIt2ZFVeskzXu5Fz8j3XPGvTcOLjCqGeMkHNlRs127gT3KBy8edq8+fgu7sxy4fESyqjEzKgzgEWjjB0J01aRh6R4VaG39zIhDK8cNmVWymOwJfKcoXJZmOa2g1qjWrNxnMeKu07eoWAgHwKrbpI2qPKZMIjtc4hHMiIWAllkw7obKRKZlkjhVFDxoQMpOY5lb5YECRplmVInQqknkz9SVjdVZhpcMGXKbEo6xcCSH5dtbTEMsEE1spfNL1yYgElFlkgzxscrSO2XOwQk5gpbs3EBxeJkQrmk49Z1jh2ZnaTKmRybkGwBBdiRmbUUkjcqha4Oz/snHc7dbEYm0cayykOescKxSIHqxZnYZAzRgm9kYiQi57Yq6tvbmbVd1WA4eKIqtzMweQHW+QRlxa1tDl1vrUG6OOk3qoRhOrdmHWMMqdYXJzOdLl81rDNre49FPGB3xxrtZMFjjbhmHVrqNO1IVXTwNZtxUqGRhEc10dhQoMaHB7sRGYbPhkJyUnwnRw8emLxzOWBHmxxRqT3hUBe4GmrEG5uvCzimycHh/6TrJDwZ2uf7I+wU3psPGyrmcLGxW4QnPY8nfzbgcQgYdwPfXBtzd+CIlGnM0p0OQ5lLCxIXKFOUE2ubCs8tJzJ8I+S1sQbAjx/fNcm0MRmlYiwAIALcPUOJPGmzeDEGIwShu0uKgK91/lVuB6QWHtrn2nPKqM8MZkyXsAQFFtCAdSzcyAeB4aXhmx8PisViIZsQMmHhkDsbZUXq7ynVuLHJY8hy1q3Qt3Eg6BZlzdtAI1KlX4VMA8sWQcZIQT4mNyhPpylB6qrLYOHJIY8Fv6ydPdqfZWfSLvscXijLr1aKyJ3EqASWPeMx1tyA771d+5HQ6hw8bSTSB2RWZUCBVLjNbtAkkXtfS9u6tuvtW3s2B9d0CY0J9Fy77arWBbSEn5KqqW9TLpG3GOEysJBIjkqNMrqwF7EAkEWvqLcOAqHZa1bS8pXVIVaRlp0P981hVqD6Lyx4ghY3pb0lqW9WFElFBFF6zUUhTlrIorZaltSSlhaaAazApGWiUQsKKWsSaEJGoKVlegGhCwtSVsrGiUQkDUpNBFGShKkpCKWi9CReq6L1XH/iL2f8A+3Yz/io/u0v/AIitn/8At2M/4mP7teOf9M3XFvifovQev0+f38VYzVpmOlV9/wCInZ//ALdjf+Ji+7WD/hDbOPHZ+N/4mL7tS0/Zu5BzLfE/RNN9TPFTDFNWjNUPbp82Z/7fj/8AiYfu1j/p42Z/UMf/AMTD92tVmx6wESPH9lVdctKmJakzVD/9O+y/6htD/iIfspf9O2y/6jtH/iIPsqT8Jq8vFJ1hqlxalDfHx9dRH/Trsr+o7R/XwfZS/wCnXZX9R2l+vw9O/CqvLxSdYapbmpA1RT/Tpsr+pbS/XYej/Tnsn+pbT/XYalGzKvLx/ZN6dqlRNayajI6ctk/1Pan63DUHpw2R/U9qfrcLTxs2qOHikNZqkLtUQ6UY2bCTiMEnIDYcSqsrOP7gauw9NuyP6ptX9bhftrU3TNsf+qbW/W4SrVC0qU3B2WXNRPeHCF52kbX45D7a74sRcWFWBi9vbuFmbyXbS3JOVZ8IFF9bAZTYDgB3CtS7b3cH/wBPt0f7/B/dro2XACpOpEqJYLEHnYU4R4oVIF2/u7e/Ube/XYL7lbvyk3e/1G3v12B+5Uwu2qI0HJiTECsnwofs2zXIAW18xPAAcSSeHfT8u8+7/wDqdvfrcB9ypl0bdKuxMDJ5RDhNrSSWsjztgXMV+JjylArEaZrE2uARc3U3bIQ2g5V5i+gPaJXrIsLNlOoR8iSWP5rsH9RUGmvdno7xkOJibE4XERIjFmeSJ1jGUEjt2yatYDXWvTz/AIWuAPHCbR/+0/zai+/H4RuzMWgili20iAglImwKhiDoWzF8xHcCbDuAOtZtV5c0wFfogBwJ0C6dzNgOxurA3BOp4H48Ked5NjGbDSRSqLWZWHpFswv6qg2wum/Y8Ngke29O9js8n3Wp8/8AEZsq9zBtc+nyA+7PasTqlaZy8V01LalANh0+C80QbrTSO0cME0jqSDkRiNCRcm2VQbaEkVY25XQawtNtJxGuh8mQhpGA1s7g5UHcQuY+IqyJvwh9kHjFtn1eQffpn2h0x7Fk85Nver8W/vJrQrVrl+QAHxzWXQZZUzLi53IjJP7YsPkw2CCqiiyogCpHbS/LTvNScbUWGKyliU0DE3zMfOce8C3dwqA7K6YtiRIUSDbQzefJ/wCXdZJ4M2bQDkoUVzYrpZ2K7BjHt4BeCD8W5D6QTf31QdZ1D/dbFPbFEDfyEaJw6R943XCSmaxaQZUBHbXOLLlOjq2Ulrggi3OvOnkLyDtLl1vdiTw4EoNCed/HmaujevpJ2FiCvWrvAMhJAX8WWuRa5vm4C4FrcTTJ+Ue7vLeP/wDq/srY2fb06bP4mvAaLmdsXlS4qzSiAIk6+CfOhbFvh8M6qkYVnOaZmEbSGwsOz2yEFhr2eGt71LY9t4oWbNGAOALjtfskkeJqAYXfXYSDKj7zKp4qDsqxv4EH3Vuj382GLENvHcd9tkk+8Gqd1Z46hLIgnmtOy2q2lQax84gM9Pv7zUl2ttjESEmaWOOMDjmLcPoiyW9N6rje/e9IVY4ZHdm0aeU8TfU2UqwB4DQDh63nFb3bAfz23kb0jZf21zvvBu6QQfyiIPEZdl/bU9DZ9Fo7Zz5DL9/JUbva1Z7opNAHEnP4bh5pkwXTHOVCHDYO4FlYowjAHAZAb/tfZUX3s32xU4KTSNlIt1KWWJQSDfKBckkcWJYjS5BtUuf8mT/+pPZsv71EY3ZHfvJ6Muytf2uFXAWgQB8VQJcc5+CrvdHYTzSqkalrnXkADc3Pxxr0zsrackYhiaOa+WNU6qxD3F17LEOpK5TluLLlJAvUR2Zvdu9GpRF2+NdTk2Ze1uyukoGUHtWtqeN7CztsXpM2FEySgbfYoxILps03uuWxtMDYDhwqrd0w9hAAMTAO8xlnOQ8eKYzpMc6fHd9VzdJe12ljjGWQKpz5nIJ1BC2C3srXOrMSSLWFtYIB3afHxzqwdpdJGw5FCMNvWBktaPZtz1jZiCeuuQHJIvwJNNXSNsDDwpg58I2JMeLgM6xYtYBiY06xkjduoLR5JlBdANQF110W/s3CymKYEa6d5WffUnl3SHPRRMpQsfx/GkRq2db8fHx7q0jKoCFrMVYZOVbyf+9xw+P31kLfHH49NJKXCucX+Pi1GnP4+utsi/8Af48a1lPi2tqJRCxtRbv+qkZeX7vi9Yk0qFmPjX938KxK/GlAalvSIWBWsTWw0i/HOllC1k0XrI1jallCCannR2meJlOXstbX84ZhpY31vUEaOpl0Vyfzo/QPub7KobSB6Akbo9Vasv5oB5rg2tjGGYsqN8o6AFRqY9G8bKCut+JHI2jk0lyTYDwHAeHOpVvJlzlbtcFyQVIF5JXZircCAbLe2tjwIIqLTDU+k1JakFswmXEgqFxRkkKoJJIAUAlmJNgABqSSbADUmu/HbBnjUvJBiEUcXeGVFF9BdmUKNeZrPc7/ANThv/3GG/6yVfO9CNk2mCuJRTBLaWaTPhW7B0ijzAxlrkAgHX1BuMv9out6jGAAg84/MBl48+5N2ztx9jXp0g0EO1kwfea3Lj705AnLReffxTLmWPqps7qGjj6uTPIpBIZFy5nWyscygjsnkawn2ZKArNFMFdiqMY5ArsCQVUlbM9wRlFzcEd1XlgNlySY7ZeKRS0C4JA0w8xSIcQLMe43lQWOup+ibMfRNtxXOLilUSxwPLj8P+Y0Tt5pPDNmVltoCZD86ofxZ2Eua0HCGkgHPNzmx3iAc90qkfaWqabqjKYdga0vAOYLn1GRwBGFpg7ieSqyLYk5lGHWGczMbLhxFIZ2JXMAIgvWE5e1ovDXhTtjejzaCLnkwG0UUFQWbB4pVBZgqi7RgXZiFA7yQO+muTeCYznFiSRJy5kEsTPG6M1x2GQh0AU5QAdF04V6T6WN5cSV3UXyjE5cRh8A2JXrpcuJbrsEc0wzWma5Ju+Y3N66CmCWjFrvjSV1dMvwjHGKBMaTvjlK83fkzieslh8mxXWwoZJ4eom62CNQpaSWPJnijAdCXcAAMuuopxwHR7tCRFkiwG0ZEdQySJhMU6OrC6srrGVZSNQwJBFeu9pY7BHa28EcWHnXGrsvFmfEtLmgkj6jB9lIrdhu1D2vzG51lHFIdmbF6vD7bn/8ALsPc7MxbYVFPVRWEoV0zsfmnWwvT8ITpXijZ+ypZJBBFFLJMSyiCON3mLICWURqDIWUKxK2uMrXtY08bR3Cx8YUy4HHxhnSNTJhcSgaSQ5Y41LRgNI7WVUGrEgAE1N/wU4XXb+BWXN1izYpZQ2riRcLihJmJ1LZw1z3m9XD0jYPEeV4JvJtuxxrtjAGSXGYx5sCyHF5V6uEyEJmlaIp2RlW40vQGoleT8ZsuVJDBJFKkwYIYHjdZg7WyoY2AkDtcWW1zcW4inraPR/tCNGllwG0I40BZ5JMJikjRRqWZ2jCqoGpYkAVcvTbuBjV27LjzhphhDtDAt5SQOrs0uFiU8b6yELw4mrC/Cuwk7LtLqsNt0r1dziExjjZfVrFG0p8m6wDqhGHDLlN2DHW9GBEryfhNzcY8PlUeExjwWJ8oTDztDlW+ZusVChQZTdwbC2prfguj7aEiLJFs/aMiOoZJEwmJZHVhdWVljKspBBDAkEHSvWfSDgNsvtPBT7ClEezhgIzh5XkI2VHGsUmbr40zKWKmPKerY6REWERKVh0P73Yv8U7yN5XMfJ48CMK0UsyxYcGbEqRhBdTh4SqqFRAnYCCwtYLhCSVQm1N38VGFaXDYmJXkeJGkhlQPLE5jkiUsoDSpIrI0YuyspBAIIrr3l3Dx2GQTYvCYyCMkASTQyxpc8FLMoCse5WsTyr1b0Q7RQ4bdSXGPmz43bJMszZi+Ilkx/VMzPctK+IZLMTmMhU3vTbsvBbThwm8zbdaXyd8POsPlLloXxTGXyZsKrsVVMzRBerAW/UrxjAVyF5Un3NxglihOExYknXPh4jBMJJ0sWzRIUzyrlBOZARYE0yYuFlZkcMrKSrKwIZWU2ZSDqGBBBB1Br6QbIxWHnx+ysHLZMTg8DhMfg5O+ZJ4Z8HjMObjQBVhmABuxW+gja/hjpZ3RxCST454mXDT43GpDNdMsjx4iYOoAYuCCjalQOyaVChuB2bI4JjR2A4lVJA8NBx8ONLhsBI18scjWNjlRjY8jYaHwqabqljBECsuXO2WSBu0pzH+cQ9nKPHMLWuOffhISBiheSQ9ausZEcjXVCdVsARwa1r2POsuptBzHOEDI8ecd3mPmu9s/ZCjXpUqmN/abLuzGfRmoABGI6RIDwRnIMNMDj2c4JzJICBcgqwyrr2jpoNDqdNDXTArG9gxyi5sCcoHEm3AeJqU4CBicSuWUFoVyrI2ZzcOOPIte1c27uznXyhWRgzQOFU8TcEC3r0p/Xuy4mJEb+MekqkfZVxrUmsD8L+kk4TkWF4aNBm7CMiAc9FHxJUgPRjtPidm7T9PkeL/yqYMbg3SwkVluCRfvtxr0Bt3ffG/kphsT5ZjevbazxtP5RP1zR+TYo9WZM+cx3VTkJtcDTSrwIcJByXKVKVSi4sqNIcNQQQR3g5qhPyZxOeGMYbFZ8QiyYePqZs+IjYFlkhXLmmQqCQ6BgQCb12bK3C2hKGMOBx8gV3jcx4XEuEkjNnjYpGQrqdGQ2IOhAr2BuvjcEMXutHNBO+LbZWC8nxCy5YYlGFfMHit2zo+t/nDlXRuvG52dixHDtOY/j7aV02biGw2IAzzdp5FZSYQbApfVjGfm0uFMxFeJcbu/Mkvk0sM6T5kXyd45FnzSZTGvVMokzOGUqtrtmW17iuyfdLFIJmbC4sDDkDEM0EwXDFgComJS0JIIID5bgg99TfaKSLvFAsqYuNvL9nnq8ZIZsWql8MYxLKSxc9XlscxsuUd1eopd5IsI+82IxUYkw/l2zosTGQSDh8VHhsNObC5YrFMzBPnFQNL3pIS4l4exmyZ0ERlhmQTgNAXikUYhTYBoiygSqSwAKXHaHMVt2vsDExyrhpMPiY53KCPDyQypO5kbLGFiZRIxduyoAOY6C5r2pvL0cxHaW70OcPhNnYKfEvOxAVocI0Hk7sy9g3kMDNwUqH7tKZemiKPFYjYO245sLN1O08NhMZPhnMkCJ5YmIw+ZyFyCJMwYsB2p111BYwpMZXj5d1cVedfJsVfDC+KHUy3ww1JM4y3hGh1ky8Dyru2HuDjp4jiMPg8ZNCL/AC0UErxmxKtlZVIfKQQ2W+W2tq9Z7x7uz4Y744rExtFBiIAuHmewSYyJKqhCT2iWkRdPnMF46U9Y3ZeKmx+ynwMm0o9l/i/DjCTbOOH6iCbPZzio8Sep6pcP5wdHYlUVFZg61JiUeFeHI9jzGE4oRTGBX6tsQI3MCyWDdWZbdWJMrKcha9mBtqKdYdwse0nUrgscZQiymIYbEGURMcqyFAmcRswID2ykggGvS+8+6E82yNuYHCCTFTx7wSO6qsYmdWjw4MpjhVEAZ8xORFUZXIACm1jbax6R7U2t1jyqMPu6gxDYZ1GJhKddK3VMTlTECNleMkgAlDwoxIwrwnvHu1icMVXF4fEYdmBKrPDLCWA0JUSqpYC4uRwuK3jdDF3gXyXF3xK5sKvUTXxS5Q+aAZLzrkZWzR5hZgeBFept/djjauB3cw+Fkxs2HxWNxQefHusm0gsTyiYtIhMZRYo8SQL3yxwcjaUfhKSjF4DFT4DEwGfY+JSSDyGVhiMLhTCuGmjkZcrRvnTESnIbZIFFzY3MSMK8g4vo12kgzPs/aKrdRmbCYpVu7BFFzGBdmYKB3kgDU1x7P3Kxkk7YSPCYtsQmsmHEMvXRDTWRMuaMdpdXAGo5ivTXSZvLiSd0l8oxOXEQ7OfEr10uXEt12CbNMM1pmzEtmfMb61LN+o53j3li2UX8v8vwjSrAcuLfBjDYWwjKkSHteUdlTcgyKLl7ExIwryK+5mLE/khwmL8psW8m8nmM5UX7YiClymnngZfGuMbJl6t5+pm6qN+rkm6qTqopNLRvJlyJJqOwxDajTWvcfR31yT7vRbRJO0kwe1GlzsGnXDtlEHXm+YuVVBdr9tJ9b5rwHpXxWHn3bxW0sIAox+LweJxEA4YfFhoYcXGNASGliMmZhdjIW4MoqLBKfK8s7B2U2Imhw0fnzyxQoeTTSLGp07gWBr0L+EkEXGiGMWigghw8Ki1liwwMSKLdwYSEaW7QtpUH/BJwYO0Hxzj5PZ+GxGKN/NaTIYYEvawYvKWXxj8DUy2jusMQQ6SqXKi+eWMub2a5CqO32yDyKtawtQyu2g8OeYbn9yq9yw1GYWiSq3KVjY93s+P41YEHR8Q/VMzqxDEHKjR2UZjqJVINrcVPEc6bpt010CTw3NuzIJEOouNApsCLEHxq+zatu/JrpynIEiDoZA0yWY6yqjUeYURtzuPH7e/v41svp3d3Cw9fLhztUhxO50/zVWQDjkdDr+iSG9x19zXj9lSJ/ORuh4XZHX32Gb06jhVhl1SeYa4E949NVG6i9uoPguQNb+P28KxWTl/38L21HhekAJ1BGmuv/a9/C1Y5+enO3C/O40B9lSwo5WTX4kfu9HfWto73t9X2XpVPp9vA+OmvopAt+H79Pj44UuiFpRfj40rEj47q6Cvx8cPcaRk76dKSFovSGthWsStLKSElFYkUA0IWRe2oqUdF72d/Qv1t9tROQ1JejV/lWHNfqYfbVW9E0HdyntTFZq697l+X9KEftB/qce2orjB2jUy33S0y+Jk/6UVv+Q1D8bxqOxM0mnkn3Qh7hzUFRrWI0I1BGhBHAgjgRxvW/EY52FneRhyZ3YX7jZiRTJ+MG5D3/bR+MG5D3/bWP0RW2Q0mSE9x4+QKYxJIEN7xh3EZvxugOU379Na0RTMt8rMtwQcpIuDxBtxB5HSmv8YNyHv+2kOPPh7/ALaUUo3Iwtzy115pwrfNjnOTNJIerAEV3c9UBYgR3PyYBAsFtaw5CmY40+Fa2nNShqCU+ttqTM79bLncFZH6yTPIpsCrtmzOpCqCrEjQchWyDerEqoWPEYpVUAKqzzKqgaAKquAoA4AaCo8JvRS+UHwp4ACROGHx0iv1iu6uCSJFZlku18xzg5rm5ub3NzzrvxG8eJYAPiMSwBVgGmlYBlOZWALaMrAEHiCARTD5SfCjyo+FCRSDE7x4lxlfE4llupytNMwurBlNixFwwDA9xAPEVlid5cSylXxOKZWBDK08zKwOhBBaxBGhB0NR04o+FYGY0JU/x7wzrEcOs+IELXzQLLKIWubm8Ybqzc6m41rih2g6q6Izqr2EiqzBZAtyodQQrgEmwYG1zTcJz4UvlB8KXJIu2fHOyrGzuUQkpGWYxoWN2KoTlUkkkkAXJNdu194sRMqpPiMRMi6oksssiobWuquxCmxI0HCmRpz4UnWmlySQU7HbM2dZOum6xFCpJ1knWIoBAVXzZlWzMMoIFmbma79q73Ty4aHBOw6mGSaYCxzPLObvJIxJLtbsjgAL6XLExrrjR1tEhEFdcGKZb5WZb8crEX9hrTHiWXgzC+psSLnnpWrraQyUhDTuUjatRsQ45aZnKeC3eWPe+d78L5mvYd178NaPLpL3zvfhfMb25ca570XpuFvBP6ep+o+JXQ+MY+cxPpJNdY2oxQRM0nVhswizMYg9iM4S+UPYkZgL6nnTbn9FAalgKNzi4ydU9fjqQFGEs2aMBYn6x80SgWCxtfNGoGmVSBYms8JvLiUBEeIxKAsWISaVQWbVmIVhdieLHU99MnW0dbTpCZmu/E7QkZ+teSRpLqetZ2Ml1ACnOTmuoUAG+lhbhW3EbYmYOGlmYSFTKGkciUrbKXBNnK2Fi17WHKmvraOtpZCSCnlduz5cnXz5cnV5Otky9Va3V5c1urtpktlt3Vzpj3CGIPII2OZogzCNmFrMUvkLdkakX0HIU39cfCjrj4UkhLBTztPeHESosU0+IkjS2SKSWV40sLDKjsVWwJAsNBRgt4cQkZhjxGISJjdoUllWJie8orBCb21tTL1x8K2R4ojuHp1+2iUQU+bM21iY3aaPEYiKR755UllSSS5uczKwdtde0a0LtRwZGEkuaUMJm6xwZQ+riQg3kDEm4a9++mlsUTWPXHwpuuqVPWF2/OgVY5p0VCSipLIqoWDBioVgFJDMCRYnM1+JrVhdoSKGCSSKJBlkCu4Eim91cAgOpudGuNTzNNXXHwpfKD4UuSTNOku0pDkzSSHqwBFd3PVBSCojufkwCBYLa1hyrdhNuzrKZ0nnWU3vMssizG9gbyBg50AGp7hypk68+FKMQfCjJEFPX45mMpn66czN50/WSdc2gXWTNnIygDU8AK50xMgQxB5BGSGMQZurLC1mKA5S2g7RF9ByriGOPIe/7aX8YtyX3/bTZPBLC9Qfg87JEOyJHOUS7SxWSMPqJMNs8Amw7v5TKwNhrZbnhbnx8URJWO6Sj6JNtOVuJNrADibsbC1qZx/SriHgwuG6vDImEiaOHIsoY53MksjkykGWVzmdgACe4a3wwfSlOrpIY8O7J9JZe1pYZssq3t7++9MLCCXgnTTnn4g89FG4F2UCOPL6r0ruvg5FjWKRmMsysBc3MUHzpLnVSwyqq69rLya0W6VFWyvlAdnbIvArh4lWJLgH5zqXW+tjbuqrMb06YtwwMWEGcr1hCTBpFUkhGPXXyG5BAtoTrqbsO3ukzETyGWQQ3NhZVcKoAsFUZzZRy5knvrM2fZ1m3XT1YGsgendp/lnVxAmuYdR6Nmemv3r9eQU5h2mw4E+093DWnBN9J1GUSNa5vfW978/TVS/lnL9GL2N96tb73SH5sfsb71dG827/AH2z3hZQoXDfdPmrfG343/nYYmP0gOqf+9HlJ9Jv6K3QbLw8hGSVoW7llyunh2xlKj+yTVM/lbJ9GP2N96tke+Uo4CP2N96mO6MD+G4t7tPAyPJPFGqffaD98RmrZ2tuhPGM3V5ltcSQ3kUjn2e2PSy2pgkv6vq/jUY2P0oYqE3i6tfCz2PpGe3uro250qTTXLwYMMf6RElV/XaazelgaZTu6rXQ8Bw4jI/EGfI/BK6xBEtyPA5+Y+nxT8CPR4d3u8fjvpVHf9lQT8sJfoxexvvUfljLyj9jfeq51pig6nUU7MXeB6/41gBr9tQY74S8o/Y33qyO+Mv0YvY/36OtMR1Kops61rC1CxvfL9GP2N96j8r5fox+xvvUvWmJOpVFMXFSDo3/APUAc1b61P7qqz8rZPox+xvvV2bG39micSIsJIBFmVyNRbucH31FcXDX0nNGpBT6Nm9rw47irp36w5LqwFwCoJHMrNm92Qk+IqDbSHaqM7Z6S55WV2WEFfoiQA+kGQ35eim3Eb4ysblYvUG+9UFlUFJgDuClubZz3EtUboooqBaCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQv//Z" width="608px" alt="atc coin rate"/></p>
</p>
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<ol>
<li>ATC Coin price in US Dollar has increased by 0.00% in the last 1 month.</li>
</ol>
<p>&#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/atc-coin-price-today-atcc-price-chart-market-cap/">ATC Coin Price Today ATCC Price Chart &#038; Market Cap</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
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" width="608px" alt="atc coin rate"/></p>
<p>
<p>If you are  new  to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum, and other cryptocurrencies.</p>
</p>
<p>
<ol>
<li>ATC Coin price in US Dollar has increased by 0.00% in the last 1 month.</li>
<li>ATC Coin (ATCC) is a cryptocurrency token built on top of Ethereum platform, launched in September 2018.</li>
<li>The USD to ATCC converter table above displays the correlation between the value of US dollar in ATC Coin through a list of popular conversion amounts, ranging from 1 USD to 10,000 USD.</li>
</ol>
<p>
<h2>ATC Coin Price Chart US Dollar (ATCC/USD)</h2>
</p>
<p>
<p>CoinCodex tracks 37,000+ cryptocurrencies on 200+ exchanges, offering live prices, price predictions, and financial tools for crypto, stocks, and forex traders. Complete cryptocurrency market coverage with live coin prices, charts and crypto market cap featuring coins on 920 exchanges. ATC Coinhe $$ to $$ rate tells you how much $$ is needed to <a href="https://cryptolisting.org/coin/atcc">atc coin rate</a> buy 1 $$. $$n INRATCCoinATCCodex, you can follow the real-time $$ to CIndian Rupee$$ rates and use the interactive charts historical price data to improve your technical analysis of this trading pair. The ATC Coin to $$ rate tells you how much USD CRYPTO BANK is needed to buy 1 $$. On CoinCodex, you can follow the real-time $$ to IATCCN rates and use the interactive charts historical price data to improve your technical analysis of this trading pair.</p>
</p>
<p>
<h2>What was the 100 $ to USD exchange rate 1 year ago?</h2>
</p>
<p>
<p>Trading and investing in digital assets is highly speculative and comes with many risks. The analysis / stats on CoinCheckup.com are for informational purposes and should not be considered investment advice. Statements and financial information on CoinCheckup.com should not be construed as an endorsement or recommendation to buy, sell or hold. Please do your own research on all of your investments carefully.</p>
</p>
<p>
<p>You can convert Money to US dollar by selling $$ for USD on a cryptocurrency exchange. To see all exchanges where Money is trading, click here. You can convert Money to Australian Dollar by selling $$ for AUD on a cryptocurrency exchange. The ATC Coin price page is just one in Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. At this moment, we can&#8217;t calculate the market cap as we don&#8217;t have the best approximation of the circulating supply.</p>
</p>
<p><img 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" width="609px" alt="atc coin rate"/></p>
<p>
<h2>What is the current ATC Coin price in INR?</h2>
</p>
<p>
<p>The INR to ATCC converter table above displays the correlation between the value of Indian Rupee in ATC Coin through a list of popular conversion amounts, ranging from 1 INR to 10,000 INR. The ATCC to INR converter table above displays the correlation between the value of ATC Coin in Indian Rupee through a list of popular conversion amounts, ranging from 1 ATCC to INR to 10,000 ATCC. To see the latest exchange rate, ATC Coin historical prices, and a comprehensive overview of technical market indicators, head over to the ATC Coin page. The USD to ATCC converter table above displays the correlation between the value of US dollar in ATC Coin through a list of popular conversion amounts, ranging from 1 USD to 10,000 USD. The ATCC to USD converter table above displays the correlation between the value of ATC Coin in US dollar through a list of popular conversion amounts, ranging from 1 ATCC to USD to 10,000 ATCC.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='318' src='https://www.youtube.com/embed/hH2xrABRnBg' frameborder='0' alt='atc coin rate' allowfullscreen></iframe></div>
</p>
<p>
<p>The table above shows the number of days which ATC Coin closed above a certain price level. ATC Coin reached its peak price on September 11, 2017 and has recorded an all-time high price of $1.75. The table above shows the price and ROI of ATC Coin today and previous years on the same date (Nov 18). ATC Coin price in US Dollar has increased by 0.00% in the last 1 month. ATCC is down -15.00% against Ethereum and down -24.44% against Bitcoin in the last 1 month.</p>
</p>
<p>
<p>However, using the total supply as of Nov 18, The market capitalization of ATC Coin will be $123.7 Thousand. After the token&#8217;s launch on Sep 28, 2018, on the Ethereum platform, over 4,081 wallets have acquired ATCC, with a recorded total of 145,264 successful token transactions to date. Before engaging in crypto trading, please consult with a financial advisor to ensure it aligns with your financial goals and risk tolerance. ATC Coin (ATCC) is a cryptocurrency token built on top of Ethereum platform, launched in September 2018. Wealth distribution is an important factor to consider when researching a cryptocurrency. It refers to the percentage of the total supply of the cryptocurrency held by the top wallet addresses.</p>
</p>
<p>
<p>Scores are based on common sense Formulas that we personally use to analyse crypto coins &amp; tokens. Past performance is not necessarily indicative of future results. ATC Coin (ATCC) is a cryptocurrency centered around being a medium of exchange. To check ATC Coin&#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. For the last 30 days, more than 1 ATCC transactions have been made, on average daily 0.03 completed transactions.</p>
</p>
<p>
<div style='text-align:center'><iframe width='564' height='312' src='https://www.youtube.com/embed/bZAwpTgwUOM' frameborder='0' alt='atc coin rate' allowfullscreen></iframe></div></p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/atc-coin-price-today-atcc-price-chart-market-cap/">ATC Coin Price Today ATCC Price Chart &#038; Market Cap</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>VAIOT Launches Legal Torch to Democratize Access to</title>
		<link>http://www.joeblair.com.au/vaiot-launches-legal-torch-to-democratize-access/</link>
		<comments>http://www.joeblair.com.au/vaiot-launches-legal-torch-to-democratize-access/#comments</comments>
		<pubDate>Mon, 22 Mar 2021 11:23:11 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=3028</guid>
		<description><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to contact blockchain support/images/how_to_contact_blockchain_support_(1).jpg" width="453px" alt="how to contact blockchain support"/></p>
<p>Users will also have access to decentralized jury selection and voting, with reward distribution for specialized jurors. The Juror functionality will be reserved for VAI Utility Token holders offering a wide range of perks and benefits to people engaging into &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/vaiot-launches-legal-torch-to-democratize-access/">VAIOT Launches Legal Torch to Democratize Access to</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to contact blockchain support/images/how_to_contact_blockchain_support_(1).jpg" width="453px" alt="how to contact blockchain support"/></p>
<p>Users will also have access to decentralized jury selection and voting, with reward distribution for specialized jurors. The Juror functionality will be reserved for VAI Utility Token holders offering a wide range of perks and benefits to people engaging into DDRS. Once the form is completed, a customer service representative will contact the user and provide assistance.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to contact blockchain support/images/how_to_contact_blockchain_support_(2).jpeg" width="457px" alt="how to contact blockchain support"/></p>
<p>However, by knowing how to contact blockchain support, you can rest assured that you have the resources you need to overcome any challenges that may arise. So don’t hesitate to reach <a href="https://www.topbitcoinnews.org/kraken-exchange-review-2021/">kraken exchange review 2021</a> out to the blockchain support team whenever you need assistance, and enjoy all the incredible benefits that this innovative technology has to offer. In conclusion, contacting blockchain support may seem like a daunting task, but it is essential for anyone who wants to fully harness the benefits of this revolutionary technology.</p>
<h2>Blockchain.com Customer Service: Phone, Email, Contacts</h2>
<p>So, whether you’re experiencing a technical glitch or simply have a question about your account, read on to discover the best ways to get the support you need in the world of blockchain. Blockchain Support can assist with a wide range of issues related to the use of the Blockchain platform. This includes troubleshooting problems, resetting passwords, providing advice on security, and more.</p>
<ul>
<li>This includes tutorials, FAQs, and a knowledge base with detailed explanations of their products and services.</li>
<li>In this article, we’ll explore some of the most effective ways to contact blockchain support and provide tips on how to ensure that your issues are resolved as quickly and efficiently as possible.</li>
<li>AI tokens will play an integral role in the adoption of machine learning models in the blockchain industry.</li>
<li>The social media platforms are a great resource for users to stay up to date on the latest news and information related to Blockchain Support and the products and services offered.</li>
</ul>
<p>They can also help you with any questions or feedback you may have about their products or services. The first step in contacting Blockchain Support is to visit the Blockchain Support website. The website is designed to be user-friendly and provides a variety of resources, including customer service, technical support, and a comprehensive FAQ section. Once on the website, users can select the type of support they need and fill out a form with their contact information. Whether you’re a seasoned investor or just dipping your toes into the world of cryptocurrency, it’s critical to know how to contact blockchain support in case of any issues or concerns. With so much at stake, it’s understandable that users may feel overwhelmed or uncertain about how to reach out for help.</p>
<h2>What Is The Predefined Business Logic Within A Blockchain Called?</h2>
<p>Dollar-cost averaging (DCA) bitcoin in an automated manner has emerged as a popular way to “stack sats” among Bitcoiners. Buying solana (SOL) is straightforward, but with numerous crypto exchanges on the market, it&#8217;s crucial potential investors consider other key factors before making a purchase&#8230;. To write a complaint about Blockchain.com and get an answer from the officials of Blockchain.com, Complaintsboard.com&#8217;s objective complaint writing and answer providing system can be used.</p>
<h2>Step 2: Contact the Blockchain Support Team</h2>
<p>Product shipment, payment, communication, billing, and any kind of service-related complaint about Blockchain.com can be filed via the specific Blockchain.com complaint section. EigenLayer and similar &#8220;restaking&#8221; protocols are currently the buzziest investment in blockchain, but the technology isn&#8217;t without risks. When submitting a request to Blockchain Support, it is important to include as much information as possible. This includes your contact information, account information, a clear description of the issue, and any relevant screenshots or other supporting documents. Below are some of the most commonly asked questions about how to contact Blockchain support.</p>
<p>Users can post questions and comments, and the customer service team is available to respond and provide assistance. The forums are a great resource for users to ask questions and share their experiences with other users. The forums are monitored by the customer service team and provide users with a platform to get assistance from experienced blockchain users. This product will ensure privacy and verifiability in digital transactions, providing zero-knowledge proofs for data verification without disclosure.</p>
<div style='text-align:center'><iframe width='562' height='319' src='https://www.youtube.com/embed/fCiGlQAqq1Q' frameborder='0' alt='how to contact blockchain support' allowfullscreen></iframe></div>
<p>The Blockchain Support team also maintains a presence on several popular social media platforms, including Twitter, Facebook, and LinkedIn. The social media platforms are a great resource for users to stay up to date on the latest news and information related to Blockchain Support and the products and services offered. Additionally, the social media platforms provide users with access to a variety of resources, including tutorials, tips, and troubleshooting advice. The blog is also a great resource for users to learn more about the customer <a href="https://www.coinbreakingnews.info/blog/neo-ont-airdrop-neo-council-ont-airdrop-second/">neo ont airdrop</a> service team, as well as the products and services offered by Blockchain Support. Additionally, the blog provides users with access to a variety of resources, including tutorials, tips, and troubleshooting advice. The customer service team is knowledgeable and experienced in the field of blockchain technology and can provide answers to any questions users may have.</p>
<h2>Are there any other resources I can use to get help?</h2>
<p>Additionally, the forums provide users with access to a variety of resources, including tutorials, FAQs, and troubleshooting tips. The forums are a great resource for users to get answers to their questions and to learn more about how to use blockchain technology. The platform integrates blockchain technology for protecting contractual privacy, offering secure contractual data storage and facilitating business transactions. Moreover, it aims to gradually incorporate other blockchain capabilities, including complex VAI Token utility. <a href="https://www.crypto-trading.info/cryptocurrency-market/">cryptocurrency market</a> Finally, the social media platforms are a great way for users to connect with the customer service team.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/vaiot-launches-legal-torch-to-democratize-access/">VAIOT Launches Legal Torch to Democratize Access to</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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