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

<channel>
	<title>Crypto Trading | Latisha Hardy Dance &amp; Co Ltd</title>
	<atom:link href="https://latishahardy.com/category/crypto-trading/feed/" rel="self" type="application/rss+xml" />
	<link>https://latishahardy.com</link>
	<description>Colorado Springs</description>
	<lastBuildDate>Mon, 25 Jul 2022 11:54:45 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.9.4</generator>

<image>
	<url>https://latishahardy.com/wp-content/uploads/2018/10/cropped-FAV-32x32.png</url>
	<title>Crypto Trading | Latisha Hardy Dance &amp; Co Ltd</title>
	<link>https://latishahardy.com</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>How To Calculate Cryptocurrency Profits</title>
		<link>https://latishahardy.com/2022/06/23/how-to-calculate-cryptocurrency-profits/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Thu, 23 Jun 2022 17:05:16 +0000</pubDate>
				<category><![CDATA[Crypto Trading]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=2216</guid>

					<description><![CDATA[Content How To Enter Forex Trade Orders Like a Boss How is pip difference calculated? CryptoFriend is crypto profit calculator that can be your friend during trading Start building your cryptocurrency tax reports with Coin Trade Ledger First, make sure the exchange you&#8217;re using is reputable and has a good track record. There have been [&#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 To Enter Forex Trade Orders Like a Boss</a></li>
<li><a href="#toc-1">How is pip difference calculated?</a></li>
<li><a href="#toc-2">CryptoFriend is crypto profit calculator that can be your friend during trading</a></li>
<li><a href="#toc-3">Start building your cryptocurrency tax reports with Coin Trade Ledger</a></li>
</ul>
</div>
<p>First, make sure the exchange you&#8217;re using is reputable and has a good track record. There have been a number of scams and hacks in the cryptocurrency space, so it&#8217;s important to use an exchange that you can trust. Just type your Target Price or Stop Loss price, and this app will display the percentage gain or loss and the corresponding amount. It also works the other way, you can type the percentage then the app will give you the target or the stop loss price. A very useful feature for a profitable Crypto Currency trading. Just type your Crypto Currency Pair, the Buy Price with any base crypto currency , then type the Volume or Units.</p>
<div style='border: grey solid 1px;padding: 14px;'>
<h3>Crypto Profit Calculator – Cryptocurrency Profit Estimator &#8211; Influencer Marketing Hub</h3>
<p>Crypto Profit Calculator – Cryptocurrency Profit Estimator.</p>
<p>Posted: Wed, 06 Jul 2022 07:00:00 GMT [<a href='https://influencermarketinghub.com/crypto-profit-calculator/' rel="nofollow">source</a>]</p>
</div>
<p>Some blockchains require you to keep your wallet open and online to receive rewards, while others allow you to stake your coins offline. Not all crypto wallets are created equal when it comes to staking. Some wallets allow you to stake your coins and receive rewards, while others do not. Staking refers to the process of securing a blockchain network through proof-of-stake. This can be performed by setting aside a percentage of coins that are earned as interest every time you hold onto them. A decentralize exchange is a type of cryptocurrency exchange that does not rely on a one-third party to match orders. Alternatively, trades are made directly between users through an automated march. DEXs are often built on crown of existing blockchain platforms and use bright contracts to facilitate craft . The biggest risk to the far-flung adoption of cryptocurrency is its volatility. Cryptocurrencies are notoriously fickle, and the prices of major coins like Bitcoin and Ethereum have fluctuated dramatically over the years .</p>
<h2 id="toc-0">How To Enter Forex Trade Orders Like a Boss</h2>
<p>This is because there is no need to provide personal information, such as your name or email address. In some cases, you may even be able to trade anonymously. Let us assume you have placed a buy order of 100,000 Bitcoin contracts at the price of $10,000. Later on you wish to buy 100,000 contracts additionally at the price of $8,000. So the average cost of your 200,000 contracts will be $9000. We will import data from your exchanges on a reoccurring basis.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What to do after buying cryptocurrency?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>You can can use it to pay for goods or services. An increasing number of small merchants and large businesses are now accepting bitcoin payments.</li>
<li>You can trade it, either trading bitcoin for fiat currencies (AUD, USD, etc.) or other cryptocurrencies.</li>
<li>You can hold onto it.</li>
</ol>
</div></div>
</div>
<p>The projected savings are estimates and actual saving may differ. Each firm’s situation is unique and other factors apply. We strongly encourage each firm to compute their own applicable rebate. From basic trading terms to trading jargon, you can find the explanation for a long list of trading terms here. Every trader should use their own discretion and never trade more than they’re willing to lose. Using the values above, a trader can start with as little as $1,000 and still be profitable. You can get an idea of how volatile the crypto market is. DataFeed is distributed financial data hub streaming chart for- 1600+ Vietnam stocks,&#8230; Coin Arbitrages is the most comprehensive arbitrage calculator application that compares the&#8230; Choose your package based on the number of trades you want to add.</p>
<h2 id="toc-1">How is pip difference calculated?</h2>
<p>Generally, you use a fiat currency like the dollar or Euro to calculate the profits. We can see that the more you loose the greater the percentage return required to get back to break-even. If you invested in bitcoin and lost 5%, you would now need to make 5.26% to get back to where you started. Let&#8217;s say however you jumped into the altcoin markets and lost a whopping 90% on a coin. You would need to now make 900% to get back to where you started. These kinds of losses show the importance of position sizing and stop-losses. A stop-loss order is an order to sell a security once it reaches a certain price. It can be used to limit losses or protect profits, but if the price drops below the stop-loss price, the stop-loss order becomes a market order.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is crypto good for beginners?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bitcoin: Bitcoin is a great starting place for any beginner. Every currency exchange supports Bitcoin, which means that you&apos;ll know what you&apos;re buying into. Bitcoin is merely a form of digital cash. You can use it as a means to exchange currency and value, which gives it a competitive advantage.</p>
</div></div>
</div>
<p>Just enter the total number of contracts/shares for each buy or sell and input the order price to get the result. Just choose your currency pair and imagine if you’re buying or selling. Once you’ve decided on the open and close price, select the currency in which you’d like to understand your potential profits. Taxes will be levied on the profits earned on crypto assets. To calculate the profits, subtract the cost basis from the proceeds. For example, if your cost basis is $5,000 and the proceeds are $10,000, then, your profits are $5,000 . The tax will be calculated on the profits, i.e., $5,000. Remember that only the net profits are taxable and not the entire proceeds or income.</p>
<h2 id="toc-2">CryptoFriend is crypto profit calculator that can be your friend during trading</h2>
<p>Coinmama lets you easily purchase cryptocurrency using a debit card, credit card, or bank transfer. I agree that Trend Surfers is not responsible for any losses encountered in the use of the provided signals. Include any open trade and update your account size once your trade is exited. Account Size – This is the total USDT, Bitcoin, Ethereum or any other crypto that you use for your trading. If the position size is greater than your equity, the calculator will display all the info that you need in order to open a position with Leverage. As an investor, make sure you always do your research and ask hard questions about how well a project addresses its market opportunity. We encourage you to learn more about the project&#8217;s technology, how it works, and whether it has any kind of existing community or real-world use case. Another important factor when investing in crypto is diversification.</p>
<p>To give an example, to stake NEO you need to hold at least 0.1 NEO in your wallet, while for Bitcoin Cash you need to hold at least 1 BCH. By using our CFD and Forex Calculator, you will be able to estimate the possible outcomes of a trade. Adjust leverage ratio and tweak your stop and limit orders to plan a perfect trade setup. We introduce people to the world of currency trading, and provide educational content to help them learn how to become profitable traders. We&#8217;re also a community of traders that support each other on our daily trading journey. This tool is not only for cryptocurrency traders but it also applies to stock trading and Forex. Or let’s say you are currently in a losing trade and you wish to buy or sell more contracts to average down your entry so that you can breakeven. It is essential that you determine the average price particularly before adding to your existing position. Add multiple accounts, one for each exchange you trade. Upload your trade, deposit and withdrawal data for each account and let us create your digital currency tax reports.<br />
The most popular hybrid crypto exchange is Coinbase, which offers both fiat-to-crypto and crypto-to-crypto trading in over 30 countries. Read more about <a href="https://www.beaxy.com/market/btc/">btv to usd</a> here. Other popular exchanges that offer both types of trading include Kraken, Binance, and Bitfinex. The biggest risk to the widespread adoption  of cryptocurrency is its volatility. Cryptocurrencies are notoriously volatile, and the prices of major coins like Bitcoin and Ethereum have fluctuated dramatically over the years. BitMEX, Bybit and other crypto derivatives platforms has got tools to calculate the profit / loss and to estimate the liquidation cost beforehand. If you are an investor then this tool can be used to calculate the average share price of a stock that you purchased multiple times. This average down calculator will give you the average price for both average down and average up. Simply input the number of shares of each buy and the purchase price of the stock to get the average share price. This PDF report shows data in sections such as fees, capital losses, short term gains and long term gains with totals for each section.</p>
<h2 id="toc-3">Start building your cryptocurrency tax reports with Coin Trade Ledger</h2>
<p>You should know what you are investing in and have a general idea of how the coin or token works. Crypto profit calculator is one of most needed application for every crypto trader, the application that can help you to be behind your numbers. Another good trading calculator is the Easy Bitcoin calculator which can calculate for your profits. Haru Invest offers two types of crypto interest accounts and a crypto investment account. One version of the crypto interest account has absolutely no lockup period, which is quite rare in this type of account. The other type lets you choose your lockup period, giving you a higher interest rate if you opt for a longer lockup. Cryptocurrency is classified as property by the IRS, and cryptocurrency transactions are taxed just like transactions involving any other type of property. Depending on the exchange you’re using and the type of investment you’ve made, investment fees and exit fees may vary. You can determine what’s an investment fee or an exit fee by looking at an exchange’s invoice. Calculating crypto gains and profits before filing tax reports would be a good idea.<br />
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a><br />
Bitcoin is a digital currency, which allows transactions to be made without the interference of a central authority. The cryptocurrency system is a peer-to-peer open-source software, meaning computers are part of a mining process for coins. However, there will be a spread (if you are buying, our prices will be above the market price. If you are selling, our price will be below the market price). The exchange rates on this site are for information purposes only. They are not guaranteed to be accurate, and are subject to change without notice. When you buy different crypto currencies at the lapp prison term you ‘ll have to make separate calculations for each. For purchases of cryptocurrency in the last three years, a different requital date may be required to determine a different transaction date from the former one . The taxable amount also depends on how long a trader holds the crypto assets. The more you hold the cryptocurrencies, the less your taxes are. So, if you hold cryptocurrencies for longer periods, your taxes will be lower compared to short-term cryptocurrencies.</p>
<p>Luckily, many cryptocurrency exchanges provide transaction reports that include all buy, sell and exchange transactions that occur in your account. The app crypto profit calculator called CryptoFriend because it will be really your fiend during your journey of trading in the cryptocurrency market. A crypto stake calculator is an important tool for all traders. By using this tool, you can better understand the amount of risk you are taking on with a particular trade. Additionally, you can use the calculator to help you determine your potential profits. A centralized crypto switch over is a platform that allows users to buy, sell, or trade cryptocurrencies. They typically charge fees for their services, and may besides offer other features like margin trade or lending. Centralized exchanges normally have more liquidity than their decentralized counterparts, and may besides offer lower fees. However, they are besides generally seen as being less impregnable, as they are more susceptible to hacking and handling . Currexy – In this cryptocurrency converter, select a coin and convert it into USD, EUR, or other fiat currency.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Can you buy a house with Bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Yes, you can buy a house with bitcoin and other digital assets. You can leverage these assets in many ways, like transacting bitcoin directly with a seller, qualifying for a mortgage or converting your holdings into cash.</p>
</div></div>
</div>
<p>These are the highest points the exchange rate has been at in the last 30 and 90-day periods. Examining everything from bitcoin’s life cycle to the instability of stablecoins. There are a few ways to buy cryptocurrency, but the most popular method acting is through on-line exchanges. These exchanges allow you to buy and sell cryptocurrencies using decree currencies or early cryptocurrencies . A decentralized exchange is a type of cryptocurrency exchange that does not rely on a third party to match orders. Instead, trades are made directly between users through an automated process. DEXs are often built on top of existing blockchain platforms and use smart contracts to facilitate trade. If all of your crypto transactions occur on one exchange, then, gathering the information you need to report cryptocurrency on your tax return should be easy.<br />
Other services require a specific format for uploading exchange data. Don&#8217;t bother, we have configured our imports  to each exchange&#8217;s requirements. We&#8217;ll also alert you if we suspect a record might be a duplicate and you can choose to keep it or delete it. You have a range of options to value your opening and closing stock or allow us to choose the best option to minimise your tax burden. See your success rate which compares your successful trades with your unsuccessful trades .</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">It&#8217;s definitely not easy to get stake&#8230; use <a href="https://twitter.com/Cogent_Crypto?ref_src=twsrc%5Etfw">@Cogent_Crypto</a>&#8216;s calculator to figure out what is necessary. <a href="https://t.co/k2SyvXrDT4">https://t.co/k2SyvXrDT4</a></p>
<p>&mdash; 7Layer  Overclock 🕰 (@7LayerMagik) <a href="https://twitter.com/7LayerMagik/status/1539972696062042120?ref_src=twsrc%5Etfw">June 23, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>The key here is the stop level does not affect your max loss-per-trade. Play around with the calculator and you&#8217;ll see that your max-loss and PnL stay the same, regardless of your stop-loss percentage. The rewards that you earn from staking can be used to pay for transaction fees on the blockchain, or they can be stored as a form of passive income. In addition, staking can also help to secure the blockchain by providing extra voting power to the network. To receive staking rewards, you have to keep your coins in a wallet for a certain amount of time. Different cryptocurrencies require different amounts of coins for staking.</p>
<p>View your closing balances and their quantities on each exchange. Taxes will be calculated based on the tax laws of the country. Sign up to eToro and start investing in less than 5 minutes. Test your knowledge using the equation and check your answer with the calculator above. The dollar equivalent of the amount you get when you exit the investment.</p>
<p>By using this average price calculator tool you don’t need any Excel sheet or you don’t have to go through any tedious process of calculating numbers manually. Just enter the contract quantity and its purchase price. To calculate the average price you need to know the total contracts / shares quantity and the purchase price of each contract / share. When you are looking to open a trade with multiple entries or when you want to close down your position using two or more exits. Either way you wish to know the know the average entry price or the exit price beforehand. Average cost calculator is a handy tool for traders and investors. Janet Berry-Johnson is a CPA who writes about income taxes, small business accounting, and personal finance. She lives in Omaha, Nebraska, where she enjoys cooking, reading, and spending time outdoors with her husband, son, and their rescue dog, Dexter. Information provided on Forbes Advisor is for educational purposes only.<br />
A cryptocurrency is unmanageable to counterfeit because of this security feature. One of the most popular discussions in trading forums is how much a trader should risk per trade. Stellar is a decentralized protocol that enables you to send money to anyone in the world, instantly, for free. Stellar’s vision is to build an open financial system that gives people of all income levels access to simple, secure, and affordable financial services. Ripple is a real-time gross settlement system , currency exchange and remittance network created by Ripple Labs Inc., a US-based technology company. It is similar to Bitcoin in that it is also a decentralized cryptocurrency, but it has some differences in its technical details. Some of the most popular centralized crypto exchanges include Binance, Coinbase, and Kraken.</p>
<ul>
<li>For purchases of cryptocurrency in the last three years, a different requital date may be required to determine a different transaction date from the former one .</li>
<li>Bitcoin is a decentralize currency that uses peer-to-peer engineering to allow users to send and receive payments.</li>
<li>Bitcoins and other cryptocurrencies like Etherium are relatively easy to use and can be converted into USD.</li>
<li>The answer to this question depends on what your goals are.</li>
<li>Don&#8217;t bother, we have configured our imports to each exchange&#8217;s requirements.</li>
</ul>
<p>The conversion rates of digital currency are provided by decentralized agents such as Rubix. Quickly and easily calculate foreign exchange rates with this free currency converter. Unlike dollars or other forms of money, Bitcoin isn’t something we can physically feel. However, it’s always accessible through smartphones or technology. In essence, Bitcoin is a digital currency that can be exchanged directly and virtually between individuals without the involvement of any other person or company. Because they are decentralized, or not maintained by the government, the value of cryptocurrencies is volatile. That’s why it’s important to monitor the conversation rate using a reliable source.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/1a4bbc6f-352f-402e-b0d0-a3e96366cbfc-350x233.jpg" width="307px" alt="crypto trade calculator"/><br />
Our price archive contains minute-to-minute trade data for assets and currencies. This means when we do a price lookup, it&#8217;s the most accurate price possible. When you&#8217;re choosing the best platform for managing your cryptocurrency trading data, consider the following benefits&#8230; All trade realisations are converted to a fiat based currency supported by the exchange e.g. You can see your overall position across all exchanges as a single value. You can also nominate a secondary currency conversion for your region if the exchange doesn&#8217;t support your local currency. Before you open a position, you need to know exactly how much you could gain or lose depending on the outcome of the trade. Our profit calculator is a simple, free tool designed to help you do just that. We may receive financial compensation from these third parties.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAEmAYgDASIAAhEBAxEB/8QAHQABAAAHAQEAAAAAAAAAAAAAAAECBAUGBwgDCf/EAGcQAAECBQICBAcLBgUNDAkFAAECAwAEBQYRBxIhMQgTQVEUFSJUkZLRCRYjMlJTYXGBk6EzQmJyorFDdIKysxcYGSQlNDdjdXaDtMEmJzU4RFdkc4WUo9QoKTZWZYTCxPCktdLT8f/EABwBAQACAwEBAQAAAAAAAAAAAAACBAEDBQYHCP/EAEMRAAIBAgUCAwUEBgcIAwAAAAABAgMRBAUSITEGE0FRYSIycYGRFKGxwQcVNGKy0SMzQlJyc+EWFyQ1U2OC8JKiwv/aAAwDAQACEQMRAD8A+VUIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQgBmB4QAhCEAIQAiOBy7YWBCERI+iIlIHaOUDNiWEIQMCEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQBfPenO+csfteyHvTnfOWP2vZGUwPI8vTiLfaiaXN2MZYs+feebYTNMAurSgZJ5k4HZEZuzJ+VmnpVyalythxTasbsZBI7vojoiQ0dobf9TubFVniq6loVMjyAGj1PW4Rw7xjjnhGG39a0lRLvuynS8w64ilPpU0VkZX1hSTu4cAN55Rpn26dfsPm1/vsWsFTlmGXfrGh7im4fNK/HyZqX3pznnLH7Xsh7053zlj9r2RlJOeP74jtVtKtqsAgZxwz3Ru7USrrl4mKi1J0f8AKWP2vZF5oGmNXr85TpOXnpNtVSn0U9srKsJWrGCfJ5cYvdJkBU6g3JF3qtzbq94TkjY2peMfTtxG1aZTKfb+htG1Dp8mk1uUrofQ8tRwVJdUkZHLkkD7IlToQk2muChmeNqYKlBx96ctK+NvH7jX46M12GqXTShW6PvtSXRMzSit3a6hTRdAR5HPAI444xrb3rThH98scv0vZHXGitxTV7zmo1wVVhpLlQkmQ40geTtDTiAPVSAe/jGVXF0ZaTTHJGnUKnNVeoPSonHerlNks2zsCisPFW3gSAc45CPN43N4YDEzpSg5JWtb/wB3PsfSv6OKnU+SYTGPEQo1ZJ69Sdm1y01skvU4d96c5y8KY/a9kPenO+csfteyO7JfonyyGZE1uRlKZNTiagtTC5bcWxLMpdzuCsELChxH4xyze9PlKXckzJyLAZZSlCkoHIEpBOIsZfmlPH1ez23F2vvb0/mUOqegKvTWB+3xxcK0VJQains3qs7vZr2Xwa5Npzu3PhLPA4/O9kPenO+csfteyMr/AIM/WBEsdrtRPnWtmLe9Od85Y/a9kPenO+csfteyMpzCHaiNbMW96c75yx+17Ie9ScH/ACpj8fZGUxIsw7URrZjHvVnPOpf8fZD3qznnUv8Aj7IyWEO1Ea2Y171ZzzqX/H2Q96s551L/AI+yMlhDtRGtmNe9Wc86l/x9kPerOedS/wCPsjJfsMIdqI1sxr3qznnUv+Psh71ZzzqX/H2RksIdqI1sxr3qznnUv+Psh71ZzzqX/H2RksIdqI1sxr3qznnUv+Psh71ZzzqX/H2RksIdqI1sxr3qznnUv+Psh71ZzzqX/H2RksIdqI1sxr3qznnUv+PsiItScOcTTHAZ/O9kZJE7f5/6hh2ojWzF/erOYH9tMfj7Ie9Wc86l/wAfZGSwh2ojWzGverOedS/4+yHvVnPOpf8AH2RksIdqI1sxr3qznnUv+Psh71ZzzqX/AB9kZLCHaiNbMb96c4eUyx+17Ie9Od85Y/a9kZQj4uYjDtRGtmLC0p0/8qY/a9kRVaU6Djwlj9r2RlIMRd/KK+uHaiNbMU96c75yx+17Ie9Od85Y/a9kZTCHaiNbMW96c75yx+17Ie9Od85Y/a9kZTCHaiNbMW96c75yx+17IRlMIdqI1sj5P0/hFZJU5M8xUHutKRISvhRGAdw61tvH0flM/ZFIhO9aUfKIHpi/ykiqluXfTFrDipOSelisDAVsnWE5x2ZxG5K7saKtTQrJ7/6m4r0uKYtOwNKrmkWm3Xqey260h34qj4ME4OPrixUORpupFq6m6gV2WW3UW5fwltLDmG0qQ0VDgeflNg+mPbV//A7pz/FG/wCgTGq6Rd1wUKj1Wg0uoKZkay31U40Eg9YnBB58spJB+iK+YYd1WpU9pbb+l7sn0JmsMHg50cVeVJyq+z+81JJ/I3XcFk6T2xf9tyNapBapU/Rnph9AW+5vfTxCvJJUMAK5cIwqZsaTnNK65elInwKamvdZLS3Vnf1SStpAyT2h1J48eEY7Vr9qVartOqlbqExPJkJISyAtIBTlopVjAA+OScxk9Ev2mU7Q2ath2TmVTHjhnKwAU8VdaO3PxWVDlzIjRjY1FVVSlezcU/h4nZ6V7VPKHg8xSc4QqyT31OTS0pvx9LmPS1Jcl7ukmGKdMIJoyHShLJBJNO8pWMcyonJ7z3xnE5sHRXkQrdjxsQR2j4dyLs3rLL1PVKWrtpUF+dRM0NciWnUEEL29fhITnJBQEenGeBizT9XlKJpQzZ19ywSs1Jc0iRkJlK38lSndjyuIZ4r4jirGOAzF6nNrEVItbWVn9TyWPws8ZlOArO6q91uUf7qSXj4mD6c3xO2dUnWJeqKk5Goo6mcyhKgtISoDJIJGNx5R1/K63N6d2TShSFpRSLoaMsJdMytKsrQCFNODilXAcY49/qizcmdtAti3aY0DwCaa3MOKH0rf3k/hGxNP9Tpy7rpsy3rmlZGphl1am1pYEuqTdBcCdqWwlsgthPklJ+wx53NspVeTxUJNNJ3432/9+R9s6K62qZbh1k1ekqkHOLje+zk0vB8LlW3TNrHpV0qRebkqmWZhyRenEoM3UHXXUtPtdU40pSgSSMAhXZjEcr3rU5Cr3HNT0g71jKwlKVpHA4GO0Rm2t1l1Jd8V2u0lDM/JpfT4S3KHLkmooHB1vgpIPMLxtPEZzwjVeMcO6NmU5VTwzjiFNybXjba9mVut+t6+cxq5T9nhThGpduOq7cdSV7t+bfCPUdX1R5/HHdF+07smf1Kv63dPKLMsS1Quapy9KlXpolLLbrzgQlSykFQSCeOATjsjHh+TP64janRPP/pP6Tf540n/AFlEd1nzI6XPuPvSCI46g6eY+ibnv/KxorpF9CzWvoxSspWb7kKdUKBOvCWarNGmVPyyHiCUtOhxCHG1EAkZTtOCAonhH0B6anRV6VmtWr0rd2iuokvQ7fbokvJOSq7lnZA+FIdeUtfVsNqScpW2N2c+T9EYb0uZq5tBegPSNEdX7hqF5XpcMw3KoqZafmWGQ3MCYyubcTjKEJShAUd6s5CdqVFNeNWT5NjirHE8n0Tr5nejBNdK1uv0JNryj3UKkFOveHlXhyZPIT1XV46xQV+U+Lnt4Rhjmhmpo0gmNdpu23JGzGpxiRl5+aVsM886spHg6Oa0pKTuXwSMYBJBA6goOidmzHuZs9rVOVq6RVGKiG1SbdcmBTOr8eNy6j4GFdUT1ZKuXx8K5x1hfw6I39YNagupdyf1JMSnioy4f8N67rHOq3bPhMdZv59mIl3GvqNKPjcBk4HH6ofaI7X6OPRK0Pb0LqvSu6UdWqzdjtzLqKPR6c6429OMpd6pC1lvDpUtzKUIQpPBO9SsHhJr50eOihcfR5PSQ6MFzz1EZknyzOW3XKjvdcCVhDobS8tTodSVJUQFrQpPEY5mfc3sR0nFf1Q4ZjvKw+iV0aNEtAKD0gOmRPXBPPXa2yuk2zS5hyXcw8jrWk7W1IcU6GgVqJcQhAJBycRj3SW6IOjp0GlOlb0T67UJ+xypvxpS551br0ilToZKklz4UFt1QS4hZUQCVhWwRnuK/oNJpzULol6gab6BWj0iKzcFvTFAvLwTwKTlXX1TjXhDK3UdYlTQQMJQQdqzxIxnnGkQCez8Y7Y6QuiNq2l0AtI9U6bW7pfqtdFK8IlZyuTExIN9bJurV1UqtRbawUgDaBgZA5xsa/8AofdCnR3SPT7WnVKeu6Up1Vp8q7PUmnzzj0zWZx6XQ4Gm9yh1SE/CqVtUjhgbhEFV23MuDPnD/wDnKEdvdMzom6EWhoba3SW6N85Upe2K49LsvU+cmnphJbfSrq3UKeKnULStJStClKHHht2ndxCB3kfZGyElJXMWsdG9HXoMan9Ie0JzUhi47es+0JR1cumsVt5aUTDiDtWG0JHxUq8kqUpI3ZAyQYxXpI9FbUvow1unSF6u0yp0qtNF6lVqlOqclJsD4yPKAUhxIIJBBBBBSpXHHf8A0M9H6lr90A3tDtV7dq1u0Kbn33KDVklLbs0yqaM2h9DajkpS8VpG9IStHLI4xzv7ozqRb4ftXoq2NbVaZpujrCJWYnqk0vrHlmWbS3sJ8pTfV4PWkAKJynKQCdSqNysZsrHEo4nEdP8AR59z51b6Senbepdl3daFPprk4/JBmpzE0h/e0QFHDbK04OeHHP0RzB28MjH0x9WuhHZ15X/7nNclmae1NFPuOrz9VlqbNOTbksGXS6ghXWtgrRwB4gExKpJxV0YSTNI/2HnpEf8AOHpz/wB7n/8Ay0cvWj0ddVdQdW6zozYVA8e1ygVSbpc+/LqKZOX8HfWy5MOOrA2NbkKIKgFEYASVHbHWa/c+PdCm0qcVrVKBCQVK/wB3dUz/AEUbA9yKXp8+vUF96aqczqQ6/vqzzqnFsu08qBbXuVwU4p4zBUfjHIJzkRBVGo3vclpRw3oL0ar16Qmp9Q0otGtUWn1amy8zMuvVFx1LCksOJbWElttaiSVAjKRw54jBr5s6paeXtX7ErE1KzE7QJ2Yp0w9LFRaW42opUUFQCsEjhkA/VH0T6ISdBv7IDV/63k1g2+LOnvGXjPres8beHHwjZ1nHq9vU4x5Oc47Yrjob0BdSukxeWjF0T94V3UqvT89Pv1JibelZGSmVZWuUly2oIU42niS4hxJII3cNokqrvuY0ny9iAyTgD0x1hZPQYmrs6ZlwdGg3HMJotsFyoz1WQhPhHi1PVbMDG0OqL7aOWASVYOMRvKm9GP3PbXC77o6PuiNbuejai2yxMdTVX5yYflZ92XWG3todUpt1KHCAoIS2SMqbJSCYl3YpoxpPm6eH+z6YE4OI7d6D3Qv0+1vq+q1m6wSlRarVizviplUlPrZTLzSVvNOlQT+UAW1njzA+mKvU3ow9E+9rr090P6Kd3mrXzPVp6l3NU11J+ZaYlpdormZpxpfkcwQgs7WyobMnsy6iTsNJwx3wGSeWOGcx9KHujF7nLL6po6Jy6xeQ1JW0lg3Cmfd6vw4t9YGCCfB+s28doZ2jO3eF8tQ9H7oW2zUemfc/Rp1oTN1KnUCjzk+zMSMyuTVMhLkt1DoKTkAtvHKc8893HHcQ0s47b2bdvld+eER8jvV+EdEaW6Faf3X07Zro+VeVnlWezelw0NLLc4tEx4JJqnOpT1w8rcOobyrmcHPMxuWyOhzolXvdCb96N1Rp9XNlW5QW6hIspqjqZgPGVpzvlPDylDdNPcO4juh3FuNLOEvIyRxOPqiZ7YHFc+ePt9EfSXTzondAG4tV7l6MfjO9a5qDTm5l5yrInXWJWSWgjdLS5Sdji2UqRu61twFQV5RIKE+ennRF6CadV6h0Wbsrl33RqUGHn3auzMOycnKrCd/g7IbV1ZdS2UqPWIcSTkbs+QMd5DQz5ueR+l+EPI/S/CM5110wc0X1fuzS9dQVPIt2orlWZpaNqnmSAptagOAUUqTnHDIPZiMEjaRJvI7z+EPI/S/CJYQBN5H6X4QiWEAZ5S9NkGyqdqJVKsWqY/UUyz7bKNzyG9wTlIIxnIPD6op7nn7apd13fLSYqM2zPrelkuEobKHC+lxzIwcgON4GOwwqlz1pmyzbSJr+5TNcmQJcJSE7UBC0jdjPAqPpjZ9n9Gerasyj130ubS0anUeqQwqZQkqmn0reSygFPE4CufPEVcfmWHy+Mdbe/Flfjk8zLFPCz7mOk2m5KKXkmmrpeKRr+/L5RcOntm0LxaZdVNl1o63rdwX1YDWcdmcZjDqFbdbud9TFHkXHEsjc+8cIZYT2qccVhKB9JMdAv6HUy2ZeXp9aolUq1XpLS1+BJQosyoWSvfMlI8s8zsBSO89ka31Tptcp9IlTOVWfEk+oKZklNpZl9pBwtDaAkEeTz4/XHPo9RYPFV40YNqT2WwyzN8vptYSleMpSe1nbd3Mc8CsOgkmrVOauCYRwMvTSGZbPcX1AqUPpSnHcYuab7oslbLzNv2fQqdMmoMqQl8uTzhQGncuAPKKcgkDO386MBwRwPOEdiSurI9VTqdpv4W+pkq9Rb3cbU0LjmmW1ApLbGGU7SMEYQAMRjpWTkFROTuPHme+JIRlJLc18qz4JxyjNdFuOqtuZ44mj/MVGDxmui6ko1StxS1BIE3xJOB8RUV8Yr4eov3X+B1MjaWZ4dv8A6kP4kXDWCpT9J1grs/TJ16VmW30bXWVlKh8Gnu7ItTlzUKsoCLztcpmnEhYqdNxLPrB5KW0R1Tn1gJJ7zF51jodZq2pN01Ol0yZm5SSdQqYfZbKkNDq053EcB/8A73Rj70szOVugyk02VtOUuVCk5I/gyYYFp4eCXgl+BjqOUqOaV5STs5zafnaT48yE3a0hMUqbq9r1o1RiSCXZmXXLqamWGycdYU5UFJBIBIJxnJwIy/onnPSh0n/zxpP+sojCbfq85b9LFaprqETLM82ASMhbZaXubUO1ChkEdoMZHb3Xs3TTb70drIlK7SpxqoSdNWE+Eyk02oLT1O7KHwFDIHxuwpMWJK3s+LOVTnrbt4Ox9HunZpV01r11qlax0fHrnRa6aBKsOim3A3ItGcS8+XMoU6gk7VNccfbF4nbb1Ps73O+/aX0vqoKhV0Sk25KeHziZuYZ3FPgiFPAnc4HSNuCSMgZjh6U6dXTXna61bTerNSbqTzwl0y70hKtqDh5A7mxj7Yt2rN0dI/WmoXNRdSL+rFfptqJM61KPTTaGUqzlpZbQEoJLW85xkHuivOLpw1SaSN9BPFYlYSj7VRptR80uTpGhcfcZqz3mpH0++NqL3eVmXbqN7k3pzQbBtmp3FUUvSCzKU2VXMvbG515LitiATtSfjHkkZJwATHBbOvWrUvpE7oSxd7ybGmF9a5SOoa2KX4QJjO/bvHwwCufZjlGQ6WdLrpDaL2g5YmneosxTqEtbjiZJyVZfQypxRU4Wi4hRb3KUVEDhkk8zE9D0/eR1WO02LXrfSH9ywodo6W092r3DZs61L1CjypCpkzEo+vrWdnMuFt1DoTzUFJwCSBHLtb6B18210Yqr0hNSKt7y5yTUttm3KxS3GZx9KlJba4qIU2tZJwhSAQBk8+GsNKekDrFolXJ64NMr7naNM1Re+ebQlLjEyrJIU40sFBIKjxxnjjhFVrH0lNb9fES0vqnqBOViTk19axJBtDEshzGN/VNhKSrBIyQTxPGMqEk7Lgakd49Oywbt6VXRw0a1m0OoM5csjR5J4zdIpTKpmabTNNS4JSyjKlqZcllNLQkFQKjwwkxSSltVXov+5d3fber8uaRcF8vTbNNo0woeEpdnOrbbbKM8FpbbU+pPNKUnOCCI4e0f6Tuu2hLD8jphqLPUmRfUXHJBTaH5Xeeaw06FJSrhzGPtizat646r65ViXrmql7TtdmZVBRLIcAQzL5xu6tpACU5wM4GTjiYj258BSR2/0rR/6rjQvHyaJ/8At78e3ukZI6JvR+SCcFqUyP8AswRxBdGvOrV56aUTSC5LwfnLSt0Mim05TLaUsBptTbeFBO44SpQ4mGoWvWrmqtrUGy7+vJ2rUa2QkUuVcYbQJcJa6oYKEgnyBjjmMxpO6MuZ29rJk+5Gadfxmn/649Hzvt40kXBShXgPFnh0v4dnl4P1qesz9GzdGZVbXrVuu6UyGidVvF5+y6WptcrSlMthDZQsrT5YSFnClE8+2NfFBIPl8fpHOJxhpTTIuV2j7AdN2xulNcta0nu3orNzM9QbeaTNsStLnWWW0P8Ak9S64la0pcZLXkY4gAnhx49GXbbd517SKu3BSrLt6S1ZrdoKkC084lbKZzqlltpT23K20OuKKc8D9Gcx8YdL+md0ltHLcatCxNUJxijSyOrlZOal2ptuWT2Jb65KihI7ADgdmItjfSp6RovyZ1LRq9XlXDNSa5J2ZU8Cgyys5aDRHVpSM5ACeBGRxjUqMpMlqRrOvUCq2pXJ+169LmWqVJmXJObYLiVlt5slK07kkpOCOYJEfUToYUa/bh9zcuqi6XmbF1Tc7VW6T4JMiXe8I61GNjhUkIOM8SRHyvcU888qYmXFOuOqLi3FKJUtRJJJJySTnOe+Nt6XdLLpBaNWsmzNNdRpmiUZD7kyJVuVZcAdWcrVlaCeJHfG2cXJbGItJ7m/D0dfdSVpIVN33g9hvJr/AMxGwvcorZrtj68au2RdUmZOu0mly8pPSynUuKbfbmVpWnckkKwTjIJEc3/2Qjpg/wDPRO/9xlf/AOuNcWr0g9YbK1RqWsts3xNSN21l152ozyGkETZdVucDjZSW1AqAOCnGQMYiGiTWkX3Ow/c9LFvTT/pxXFSb6tOq2/OzdAq0/Ly9RlVy7jssqeCEPJSsAlClNr2q5HaSMjEYvoOSr3VGdJOSbqrnP/q3o0RO9MbpHT+pSNXXtR3kXW1SzRm55uSl07JIudYWggI2AbyTyzntjCqDq/qLbmpbmsNHuR2Wu9yZfnDUg0grLzoIcXtKdvEKVwxGVBrkw5H1O0au+i0H3TjWi1ai601OXLQJBVPK1AdY5LIbUtpPeoocK8DsaUY89P690lRrTcdv270I9PbVm7f8KWzdc0h+UlJ9Jc2I6iZQ0esU6glRCSdoyF4OAflncOr2pV0ajK1aq94Txu/rm3xV2CGXkuISEpUnYABhIAwByznMbNubp4dK+7rZdtGtavzxkJhosPmXlWJd91BGClTyEBfEc+IzmIOjwS1nbXQCumfu7UfpPXdUZOmyk9PVRTsy1THy/KJfT4QlamHSAXG1LSpaV44hWe2OTvc5bto9r9MqgPV+bbZTW0VCksPPKwPCnk5bTk9q1I2DvUsDmY0zpZr3q1orK1iT0yvB6iM11CW59LbLbnXpSCEg70kjgpXLHOMCS8+1MicZfU2+hwPNuNkpUhwEKCgRxBB4gjkRwiaprcjq4PsXeNe15kulFM2zaHQusyeZcmjPyF/TjDqWFNhvcHnppDZCHt3kbM788QCOMa10Lvm57g91HuBepEhbtLuJFoTFHfYos8qallPNiWcCQtaUnf1aFEpxkbT3Rx9L9PvpcytuC12tZah4MGupS+qVYVNBOMflyguZ+nOY0tQr1vG2Lul79oNzT8pcctNGdbqaH1GY65RJUsrPFRVk5zzyc84iqXJJzufQnRboxa1Ur3S2vah1aw6rJWnIXZcFxGtvsKbkn5edE2ZdLLp8l1ZVMoBSkkpwrOMRnul2P7MLq1n/AN1G/wDUKNHDVxdOvpVXRN0mcq2rlR30V9M1LIl2GGGlOpBCVuIQgB0jORvyAePMRilO6TOt9H1YqmuFOvuYZvasyokp6qiXZK3mA2ygJKCnYMJl2RwH5n0mHalZ3MazrPomkn3UO9yTxNQuj+nMeujcuuY91ouh0LA6mt1lZzniOpIwPTHGNra36o2ZqVOavW3dT0ldtRcmXZmopZbK3FTB3OkpUkpG49w4RkklrHqTbOsd2av0S5HZa7iZmYNR6ptSw46tKVnaU7eIJ7IxOnKMdRKlJVKipfMyTp9f8b/UnPZUWv8AVmo5/wBwi+XzfF0aj3ZUb2vSqrqdaqrgdm5taEpLqwkJBwkAcgBwHZFhjetkaibcIiDmJIRkE2RCJYQBnFQs40+dmnL2rqKNIiaefTKp+HnHNyseQyk4SSAOKykfXHYOhuuGn2nlhN0Jmn1iXPh0rUEvCWZm3ZhpDCkKQFlaPB1qC8bkAkDPOOFaypCqtPKKSSZl3JKuJ8owardTYQltiozjaEcEpRMrAH4xx84y6tj9DozUXG/h5nDzPLq2NhTeGmouO+6ve59HmOkJZ1VqaJi2ZerSdVq/iSSflpwMtyjUtKEpfSp8u5UFtKUOKRz498cv9L65qVc9yPv2+smh059um0lBOdsoygpRjvBO4/yo0H4/rGd3jafz3+FL9seE1UJqdAE5MzD+34vWPKVj0xy8JkGJo14VqlRPS77LkoYXIsXSrwq1akWou+ye5TcPlCHD5Qibc382fWhub+bPrR6w9Y2S8PlCHD5Qibc382fWhub+bPrQMEvD5QiqpIBq0gMg/wBtM8P5Yin3N/Nn1oilxKFBbaVJUkgghXEEdsYe6JQlokpeRuOzLxoFv2rqdSKlMONzc8++thKGVKCgpZaGSBgeUtI498UdhPWpRb/oT10Oys/JLoLTaEiWW4lL20bTtUkHkFccfvjXtOWHaZcDrgUta5RpSlLUSVEzbGST35iaoVdtucps7TnApyVkJdknHBK0pwRgiNOGpRoynJctr8Dbn1Spm+Go4abtGMZpW5s5N3v5mQPXQt62ajQaY1LJpMzXkuMjwcBaWyorSATxSPITw7siMp6UMnKSd6UdEpKssJNIbVtabCBnrXOPDt5RrmmlHiLASRipsD436Co2d0qMG96MkoUo+JUHgrl8K7FfETf22lv4Pb6HXyPDU6PT2OUVuqlPf/V7mOaZX5dU1e1uUydqYnGzONMh2Zl23X0t5+KHVArA/lcI6BlC/Wrl1JoS1SjCTIyrSHyyhBHWMOcXFgblAfTnGTiObdNZBLF5WbUkuE+G1RSNo4bOrKOOe3O/8IzbVS66pb2ot6SMhVFyjVRpTSFoSU/Crw2ABkc9i3OXYTFnH0HiMHKnHZ3R53p3M6OX9W0cVPdKlUW30/E0zPyE3Sp5+mT7KmpmVcUy8k/mrScEfhFPw+UI3lq/S25rSKx7qTSW1Tcyw0qoTyGUhxZUynb1iwMnJBxnujSGWx/Bn0xHDYhYiDml4tfTY7GbZbPKcQsPOWr2Yv5SSlb5XJeHyhDh8oRNub+bPrQ3N/Nn1osHKZ0R0MeiTK9LSvXZRZi+nra97MjKzgcakEzXX9ctxJSQVo246vOeOcxz24y3Lz65ZxalNtO9WtQHlFIVg4HfjkI+hHuOJT7+dVClJH9xaZ9P8NMR8/ZxTPjV/ck5M0vkr9OK6m9bTextcVpVjpfpSaMaN0luw6f0arYvaoVaq092Zq0vN0ycUtwJS2d6EuNgkgqVu2ZABHeI5v8Aevc3j/3qe96p+Oy71Apvgi/Ci5jOwNY37sdmMx9QemvqvO6H6mdGTU+TC1N0Zh3w1tJ/KyLjbDUyjHIktLWRnhuCT2Rs49Gqnu9PqX6SjDbRtaYtHx14WVDqRVEpEsVZ5AGXLbgPfvMaoV5JbktCZ8eHbGvZi4W7Sds+tprjoCkU0093wpQIyCGtu/GOOcconujT++7IDKrzsyt0JMwdrKqjIOy6XFYJwkrSATgE4HdH1V6GF3UrVud6RPSYlapTqZW6lXHKXSq1Umg81TKVLSiVS6yklOG/LDi05Tu2JyfJGLLrdrLpDcPRV1B071M6VFjapXVMSrk1SFSDEvLPNvoKVNIQ2yVDcHE5CuBweMSWJerS0YVNPe58uLXtyrXjclJtOgS4fqVbnmKdJtKVtC33lhCAT2AqUOMd4T3uZ2kNjplaDqp0v6JQLrmpUPqklyjDTSN2QCkOvhakZGAo7d2CcDkOHbBuyfsK+LeviiSoeqFvVSVqcq0skpW4y6lxKSBxIJSAfrxH0ktbUToZe6TXqzbF76Y3BbmpvilaWqgw+AHGWcqUlDzSilwI3EgTDSeeBEq1SS42MRSZzF0XNG+jtWtQNSrR1ynLirknbiRL0iet6SmXG39rryHHiJZLpG4JbKATg5VgnEc327aVzXpUHadZNt1ivPIHWdXIya33EtknapYbB25H2ZziPph7nLpwnSHpEdIPTJM8ZxFttSci1Mq+M6hLswUKIHIlJGfpiy9GS6KjoJ7mJXdYdM5WVZuqam3n3p1cul1SVCYRLpUoEcQhsDAPAc8cTEO64N734Jabnz2qOmWpFHk5yo1fT+45KUp5KZuYmKW+21LkY4LWU4TzHM9oiWS021FqUrIT1NsG45uVqqgiRfYpb625okFQ6tQThfBKjwzwB7jH0ob1r1A149zE1HvXUp9qaq7RmZHwxuXQx4S028yQopRhORuKSQBnEelwa8370ePc1NGby02ekpesT6KfSxMTUuHwy0tqYcUUpPDd8EE5OeBMS77RjtnzHuaz7tsucRT7vteq0SadR1jbNQk3Jda0fKSFgZH0iLpRtJtUbjpCK/b+nNy1OmuJUpublKU+80sAkHapKSDggjhH0C6dM/WdbeiL0fb4qFLl5q77wm6ahHg6Q3vmp2VGW0Z+KlThSME4HD642vofbOoHRhm9PtDb16WenVPWFslmzvE6TNzrb76stNPLdDiipZWlK9g4j4vMQ+0NQ1eN7GFDc+ePQz0btbWjpH0PSzUaSn00yban/DJdtxUu+lxmWccSCcZSQpAyCMxjvSD0wkrI6Rl66Uae0moTUpSKyqn0yTQFTMy4gISoJASNyzxUeUfQ2qUal0j3XWhOU2Rall1C2nJuZ6tISHHTITCCsgcMkITk9uI1rp7rhpFoZ7pBrVWtW5xqky9Wffp1PrTzBdRIvlTCyFbQVIS4lON+MDYAcAxF1pa1JeT/ABJaFY4MufTbUOyZZmdvKxq9Q5eYWG2nqhT3WELWQTtClpAJwCcc8AxjnD5Qj6F9P+j6x13Q6iajOa80TVHSyarzUxJTEpTpeWfln1IeaaV1jHkOt+U42eSgopyOePnsVN/NH1osU59xXZrnHS7EvD5Qhw+UIm3N/Nn1obm/mz60bCJLw7FCIfWMRPub+bPrRnWlVkzd6PVxqSfYYMtS3d3XKOCVghOMA8iIyoubsV8ViYYSk61TZIxm0KTLV67aNQpxa0sVCfYlXVNkBQStYScZ7cGN3S2mNtO3fqdITaZh5FLpjMzLkuYIU42txWcYyNzafsEY5alhTdIktOLuemZZcvULiaUhtBV1iQ4tsAHIxwLKvTG0ZbAv7V0YB/uJJ5Pf/a70UMbXUsDOpTe6kl96udzIcHVo9X4bCYpXhOhOdnw7xumcloIUhKioZIzE3D5Qg2pvq0/BnkPzom3N/Nn1oup7HMkrNol4fKEOHyhE25v5s+tDc382fWjJgl4fKEIm3N/Nn1oQBUVb/hSd/jLv88xSR7Tj6ZqemJpKSkPOLcCT2AqJxmPGD3IwVkkIQhAkIQhACEIQAgYQgC60knxTX8+ZNf62xFqxjlEyVrSlSUrICxhQB4EZzg/aAfsiWMRVnc2Tnqgo+S/MulOnEJkkyBSdy55p0K4bRhJGD6RHT142fSLy1mkKdWDMBlNrLKepWEnKnHGzxwfzVn7cGOVpP8sx/wBe3+8R2I7w12kuOP8Acr/9wqKMlqzCin5S/Iv42csP0bmdWk7SvTaZzfPV+Xtqn28/RaJLMz1Hqs6tqaW64sr6taB5SCrb5WU5xy28MZObVqhXJ2v39Wp6e6rrW5tyWHVJITsbUUJ7eeEiKO451l/FPG4uStQn1ryMAhxxG3B/kGLNMPvTT7k1MuqdeeWpbi1HJUo5JJ+kmOnKV00eaweEhFxrte1vvy92dE3fXGaPpNpuzUUl2lVOQElUGc8FsqZR5Q/SQQFpPen640HcFGmbfrU5RZkZclXCgKHJxHNCwe1KkkKB7QY2/rBx0T00/iyf6BMa8q61XNZsjXFjM9QymmTihxLkuSfBnFfq8Ws/oojkZV+zv/FL8We+6xVsyj/l0v4ImJwh9EI6Z5M370RulpVuibW7mrdKsuUuJVySktKLbmJtTAZDK1qBBSlWc9YRjhyjZmsvuiqdXNM7g04ToBa1CVXpZMuKjKv7nmMOJXuT8EOPk45jnHG0I1OjFu7JKTXBv3pSdLKq9J2Qs6QqlmStCTaEo5KNrYnFP+EBSUDcrKRt/J8vpjYE17o/qLM9Gxzo9rtKV6523zbjlwidX15lijq1KDe3G4tEoyFHBORyjkKEOzG2nwGp3ub06KvS3vjosVisO0CjyFeoNxNNt1WjTyylp1Te4IcQsZ2LCVrSeBSpJAUOCSM81q6cduamacVvTqzejfZ1mIuFCETtSkwjwkBLiXPJ2No5lOCSTHJ8MCMulFu7Ck0ZFp3eUxp3f1u39LU6XqDtu1SWqSJR9RDT5ZWFhtWOICiME/THb6fdXXKbLvz9o9Gu06TXXGVJE4mZ8kHHbsaSpQzxxuGY+f0Ts/nj9EwnTjPkKTXB0l0fOnFeeh+oWoGpNUtiTuys6h7HKit+YVKpbcS44slISlXA9bgDsAHON1e5rXLrrNadXlp/ZklYVx2nITcuXqNdc05LkOTCFbi0tCFpU2oNZUhSSN3EEZOeAO2PVibnJRXWSc2+wo81NOqQfSkgxGdGMk0jKm09z64dMzUig6adDWu6aXlM2XTLrucJkKZblrK+BYbLqVlQRgKKEpSoqcKUpJUABkjPAeofSwqmoHRksno1TFnyklJ2W/LvtVVE2pTsyWW3mwC2UgJz1xPAn4vbGiXnnph5T8w8466v4y3FFSlfWTxMSRCnhlFPVuZdTfY6Gv8A6Y1yXnotphpHJWtLUd3S16nTVOrDU0XXHX5NsJbWW1J2jCkhWMkcMcRG6qj7qfN1Gbpd1znRxsmZvanttMePZhW9aGgrcpLRKOsbByvA3kJKs8eIPB+BEcmJ9iFrGFOSOmbm6dF31rpR0jpR0uyabIVSlSCKcaS5MLdZeZDbjawV4CklSXTxAOCBz5Rl8z7oXS57Vysan1Ho5WnUGa9SZamT1Om3Q4lbjLi1+Ebi0dy1b9pyM4SOMcbcoRh4em7XQ1ytY6Z6SvTguDXywabpPRNO6FY9n02cTPGn0w7utdTuKAcJSlKApalYSnirBJ4RzNCEbYxUFZEW7iEIRIw+CtTIoVQ11TeesbnG5bb2bVNrVn68oA+2NwdGP+/LqHfTE/vVGvqbaVyVewZmpUykPPyxqzCEuJUkDcULQOZ+U4hPL877RuPSO3p+173vemVClqklCnIdaZ4Y6tW7BGOzgfRE6U0qsYPl7nCzynKrlGJxEd4xnGN/Jtp2KmTP+9npF/l+T/pVxVzVdotE1A1WRVqpLyipujyiGA6rBcIYcBA7+K0j+UI1wjVuly9l2NRVU15btt1ZEy+EuJy4hlYXwHNIV1mBn5KosWpN2Sdfvq56klh2XE0ymVbSognejqweXeEExyqWF7mCqUKm15t/ee3xuZvDdVYPM8KlKMMLGDfgpNWZjlVsi5aDbtMuiqSCWKbVsCUdDyFlZ2lXFIJKeAPOLHG79V+GgunYPy0/0K40h2Z7DG/BYiWJpa5ebX0ZLqDLqWWYxUaXDjGXzkrsQhCLZwxCEIAQhEcHugCEIjg90MHugCEIjg90QgBCI4PdDB7oAhCI4PdDBgCEIRHB7oD0PeT/ACzP0Pt59IjsR4/7+8j/AJq//cKjjdLi20pW2opUlQUCOwjtjPanqVdtOvLx49XJxyaTSUSiHQU7gFywUn7A6sLis6T+2U6q4in+RcxdX7T03jcsgvbquFn8GzCq1/wzUP429/SKijiZxa3nVvOKUpxxRWtR/OJOST9sSkdv/wCcotvfdFGnHTCKfkbu1f4aJ6afxZP9AmNTW3cE1blQM0002/LvoLM3KuDLcyyfjIUPp7DzBAI5RtrV/wDwKaafxVP9AmNIRysq/Z//ACl+LPXdZ/8AMo/5dL+BF+uu3maQ9L1OkLW/RaokvSL6j5QAPlNL7nEHAI7sHkYsIIIyDGUWhUZKaads6vTaZem1RaVMzCxlMlN42tvHuQfir/R49giw1OmTtHqExS6hLlmZlVlt1s8cEHsPaO490dM8o0UsIjg90MHugYIQiOD3RCAEIjg90QgBE7XNR/RMS4MTNAgr/VMASQgMnjiI4PdAEIQiOD3QBCERiEAIRHB7oYPdAEIQj1VLvIZafW2pLbwV1aiOCtpwcfUYB2R5QiJGIYPPHCAN/aezsvTOj7P1KbUUsSlaYedIGSEpmWCcDt4CLy7qjaKNUbsqZmpgMLoLbAPUqzva3qWMfUoRilC/4rVx8Oc8D/4zMawrFXbZuOsTUkW32p1t5jcDwKVpwSIVKaWIhX8VFr6nHyybxeVZhljfsTrqXrdLz8uCxcSpR44JOIul1nFy1T+Mr/fFqAwcgcTzi63ZgXJUyeGZlz98L3VmdCKtUSXFv5G6r5lWZ7SHSuQmhlmYm2W1gHGUlpfbHP6VbgDkHgO2N0aSVWp1257CoNcmTO06WROOMS76AptK0JdCSkEcwOUYzfdlzK6zetapdIcEjSq0phKmG9rLLeXN4wBgYIb+rdHKwF6NSWGfO8r/ABbPcdUVKeLwlPN4u0W407PzUI/zNfQzxxF0rlsXBbRlk1+kvyRm2uuY60Y3o7x7OyLZkgEiOpGUZK8XdHkqtKpQk4VFZrwZCEVlXkm6bUHpNtalJbKcFXM5SD/thGTUpKUVJeJTb2x/Bn0w6xs8myPtiXJ74QJE3WIHNBP2xHeg8duPtjzhAHpuR8n8YhubHHbn7YkhAE/WIPJBH2w6xsc2yftiSIwBN1rfzR9Jh1jZ4dWR9sS5PfDJgCYFA/N/GHWIHNBP2xJEYA9QttTXxPzgOces/UfDpnwl1kBRbbb8lR5IbSgfgkRT/wAF/LES5MLb3JamlpvsTdYg8myPtgVIxxT+MSxKf3CC2uYXJvHV0j+oppoVJGDLJ7f8QmNJbk/I/GN56mgL0k0oSoBQIZBB/wCqRGlKulKarOJSkACYcAA7PKMc7Kl/w/8A5S/FnqOs5WzWMP8AtU3/APSJTKU0oY6jPDkTGYVBxi7rW8cbD46oCEMTgz/fMmcJbe/WQdqFfQU9xjDsnvi72pW27frTM9Msl6TcSqXnGR/Cy6xtcT9eDkfSBHRPLXLX1iBzbz9RhvQeO3H2xcrooRtutzFLRMCYl07XZWYTwD7CwFNuD9ZJB+g5EWmAJ9yPk/jAONj+DPpiSI5PfAE3WIPJBH2wK2+1BP2xJEYAm3o+T+MTtON5V8GfintjxidknKuP5p/2QADjYA+DPph1rfzR9JiXJwIZPfAE25s8dpH2w61v5s+kxJEcnvgCbe2rh1ZH2wCkD838YliEAT9YgfmE/bDej5H4xLkxUvSKmafLVBSgoTK3EgY5bNv/APL8IGG1Gz8zwC28/kj6TF/XKqqNLtiQYSA5NvTEugqPAKU+ACftMU9v27O12TrUzK0ycmxT5PrklhtSghfWtjjjs2FZ492eyOirKoFrzMlpeoUmmuOuS7zrpDSCouBgq3HtzvAOe+IVpdmjOq/7KuasPOGLzXDZfH3qk1D0V1fc5eKkAkFs8DjnGZ6Q2rK3pfErRnnOoSGnXispC/ip5EH6/wAItWoUqxJX1cErJS6GZdiovIQ22nahCdxwABwAjMujVg6py38Tmf5oieHkq2mXn/I1dRqplmHxMYP2qepX9Vtcmmrtp9taX3Npp4I9MOori5NMyFAJIS7u3FPPkwR9ahGresb+aPpMXW9Mi87h/wAsTh/8dcWppDjziWmW1OOLIShCRkqUeQA7YnN3dvI15dhYYam5w5n7T+LSKykU6brlTlqTTJRT01NOBptsHmT2k8gBzJPAAZjNbluSjWlcFRZtmmtzVVD60zNRnWUPBCs8UsNLBQBnhvOVHsxFum+rsCkzVKTNIXclSb6mc6nyvF8uoeUzvHDrVjAUByGUk5JjEpp116YcdecUta1FSlKOSSe0mIFzR/Sa/Q3LojqLeNe1Ko9JrFacmpR4PktONt4GGlKG3CRt492O7lGwqjWmJiytTVVely8xKSVXmWFMMITLKdQFI4qWgAlfHO45JxxyI5204rk/b98Uip05aEPomA1laNw2rBSrh9RMXhrUq6J2zrol5p6WIrdSZemwlgDcp4OKcKfk8W08OzjFSnSdPGSreDhb72X86qrH5Dh8DF+3HEKb8tPso2P0m6PUJxi3axJSDj0jKSG11SVhSmgSnBUBxx2bsYzHPxW3w+D5/pRvvpF1erUWq2jUKPPOSj4paxvaVzB2ggg8Ck9xBBjA6Jcy7iDTVYta2Z156flZEPuU7qVkvKUN5LCkA4x3dsasqV8JD5/idrrapGlm9WcuPZ/hRilzFs1ya8ntb7f0Ewje7+kdqXJfleteap3i+bkKW3O+FST61trKxtT8E4TxG3sUB9B4wiWIzTC4Oq6VZ2aKmQ9KZrnuW0cdgKWunJbPztt6HOUIhx74ce+LxxCMRiXj3w494gCbEQ2gd0Q494hx7xAE2IhEOPeIgSe+AJ8QiTJiPHvEARhEOPfDj3iAJx+TP64/dEsRH5I/rj90S8e+AJolPL7Ice8Q+2Blcm+NS/8ABLpR9AZ/o0RpOrnNWnj/ANIc/nGN4ahy8xN6WaTS8qw4864GQlDaSpSvgkHgBxMacrVBrrU9VJtyjTyWJWaWl9wyywhpROQFHGAcKTz7xHNyuSjh7v8AvP8AiZ6brGLqZ1GMN2qNN/LRHcs/I4PbAglOQcA9vZF3k7fM1WpGkGbCfDWG3d4R8Xe3vxjPHuizJJKdxzxjpcOx5hbxU1w9jLKs2axY1JrqEhTlJdVSJpXMhBy4wT9nWJ/kiMWxjsxGTWC6mcmKhacwvDFwy3gyM/FTNIO9hX17xtz3LI7Yxpxl5l1xl5JQtpZQtKuBBBwQYAhEAQYhx7xDGO0QBNiIYHbEOPeIce+AJsRMyCCr9Ux58e8RO0T5f6pgCX2CGQIlGcR6NMPPhxTLZWGUFxePzU5AyftIgYbstyYy74Q06WVhDxw2ojgrjjh9sZIjTW6HPL6qXSSPi9cM/uigdQpyRt9CBlSlOJSPpL0d8aYWpS7+0+o9tXJMLtSnyD4TNzziEBisIXMnCEuHykPJUNo7No7I85m+Y4nCypww9ru/K8rI+sdBdJ5Nm9LE1821uNNw92VmlJNt2s3LhJJLxvwcMHTO6QRlqW++EWmuW1VLdW0mpNpSH8lBSsKBxjP7xH0ZkLQsCiSczIUmkzEtOt1KlPTzU8jCQwmdwpxved2zYPKzgcM9scd9KZpmWvydYYbShtFTnQhKU4ATuTjH0Yillub46tiqdKvJWle9l6f6Hpuq+hOm8FkuKxuWQqRnS0uLnJNO8oxeyX71+TS0bNGl785ZNlVUVltKa9VTJJR1JyyXSRuznjjqjw+mNYqyOGRHRtP/AMF+k/8AnJL/AM9+PYTdqU5LwTZ+c61R/rDBUF7s6qjL1TTKrTqyzp/O6i2sqoid8GpzTgeDezcFsrWMjJ5A45xrjo/1lDeodAYn3paWlpFic2uuLCB8Ikk7lE458o3c7j3+aofRSZT/AFVUcf7dyEjAI29sVoqWMy+Cm95R3+Z0KLpZL1hj50YezSqxcVfwS2VzZV50OrVGZv64JCQdmKaisIBmmhua8layfKHDgFp9YRW9Go/76ksf+hzP80Re7GGOjNeW0AAVBX0geTL+yKHo/wAswxqrSgygAOUdx1WDw3FHE/REcsm3OVPwg0r/ACRY/SHRhRy5Ynxr05Ta8rye3yNb3oCb0uAY5Vedzw5fDri70xSrHt9uvbQiuVloimhY8qUlckKmAOxSiClB7tyh2GK+q0qmUm4bgu65mg8wqsz6KfT84VPOpmFgqWfzWUnmeaiNo7SMMrNZqFeqL1UqT/WPvEZPIJSAAlKQOASAAAByAEXZcso4XahD4L8ClUtS3CtaipSiSSo5JJ7cwdI6xX1xKniefbEXh8IriIibmV9vTLEnXqdOTLgQyzMtuOKPHakHieETyAItapA8/DpH+ZMRa+PLIi6ybrXvcqLZcSFrnZRSU54kBD+SB9GR6REWt3ITn7MYfvJ/ejbvSh4zFpEHlSz+9MWi2qHSZHQuev1qTC6xTa3LusuKWrZlp1raCkEAjC1en6oyi8xJas3xZNJtOaYm1StM8KmEugpT1YKTjiOJ+iLdL0+YpXRpuelzgSHpWu9Q5t4p3JeZBwe3lzipkzXaVKXNr2+bL/6T4VJYmGNou9OdWnG64dlG6+93Lxp1qamd1YuCfuNtKZmfpTUs0mVaUE4aG85BJ7FHthGoKNWyxdE9XKfxLck64gLGMkNgYMI83n2V4nGYx1aL2a3v5n239FHWfT3TXT0MvzbVGUZPSorbS7c+t7mJwifcj5oesYbkfND1jHsT4ESQifcj5oesYbkfND1jAEkIn3I+aHrGG5HzQ9YwBJCJ9yPmh6xhuR80PWMASQifcj5oesYbm/mh6TAEkIzOg2latxyEu3JXjKy9YcSAuTmm1NpC/khR59nEZjHa1RalbtQcpdYp5YfbPInIUOwpIOCIrU8XSqVHST9peDVvpfk62KyTG4TDxxc4p05f2otSSv4Ozdn6OzKEfkT+uIkj13o6o/Bp+OPzj3RLuR80PWMWTkkkOPMcYn3I+aHrGG5vj8GPo8o+2HoOdjeDep1uCl6UtdVOlVAdAmfghx2oDR2eVx8r6uEZFWK3JXHpRqpW5FLqZebrTexLowsbUyiOIB70mOfHKoyZSmMstKDtPLhJVxG4r3DHfyjcFmzCn+jdfMy62ne7VUrWAOaiuXJMcnFwWHw8KUOO4n9ZHr8qm8zzqvmVX31hZw+UYK34GZI05s1nVW0JFukBDD1BeeWkOr4rbCEpOc9iSRHNtzyUtTblq0hKNhqXlZ59hpGc7UJcUAMnjyEdarUlOrdmbiButya4k4xxb5Rzddko8WromxIrWyLnIL21W0DEznyuXPHb3RZnNxzGcXxaP1ZwMho/aejMLXteeuo2+W0rcvlowptxxl1DrTpbcQQtChnKSOIPpxGU3uiXq6ZG9pNpLYrSVeHISODc+g4ewOzecOAfpnujGMpGAWhy7zGWWU9K1qTqNjTbQCqknwimrycNzzQJSD9DiN7f6ykd0Xb3KCVzEIR6HCCULY2qScEKJyD3RDcj5oesYGLWJIRPuR80n1jDe3y6pPpMBa5JHo1zX+oYhuR80n0mJ2lt+X8Gn4h7TAHj2RdqCAWauCAf7nLPEf4xuLaFt44tpx35Mbf0JpVJqVs3+/UaVKTK5emI6pTzQWWyUPE7SeXFKeXcInCLk7I52a4qOCwzqzXDX3tI10lJ6m2hkflVZ+j4cRks7qBcCJWtOZlipipoZSS0CdpL2R+yI9mbotudptg0urWnLNS1Pf8A7ZmZMbZiZAVs4q4E5VhRyeYi2XRMWhMP3KmionZRpyqsKlpZ5KVqVhLgWpSt/LeVngDgFPfw5X2eli5acRTvZPn4nvZZrj8hod7KsU4ucqaai2ntFNNq3C8z3rl/V2RXIplRLID8hLzKwWs+WtOTGLV65apcSmlVFaCGAQhKE7QM4z+4Rm+tNkSlkTNuoYm1zXhlJbB3p27erCUjkeOd0a4SpBUkdUnBUAeJiOAwGBjGNahTV/P7ix1P1R1HiJ1cvzTEzlHZyi3tsk1xt6l4tehT1ZenkSlKenDLyDrp2tFew7fJVwHCN3UuYYXplpOyl9tTouOXJQFAqACn85HMcx6YoNQp5jRi8nJK0XEybNTt5KHBMbnSpSStKACeXIRrq0KhJUyoWbPz6gxKy9WW446cnYlK2sn0fujrYhaKM4+LTPmGVTea5jhcY/ZpqpCS8+Hf0OiHhi/NTx30iTP/AOlVHH6T5CcH83tjqynXXbdd1F1ClKdVWHXJ6nMsskhYSpTTPVuZOPJCVEAk8BxPIZjQ6q5b1lOCVtmnSVSqcuNjlWm2+taDmOJl2leTtHIKUCTzwIrYPbBUl4pHYzFa+p80qx3jKorPwez4M8soY6MN7E+fL4/yWIy7UdBtK4bXvaUm2KNTqdSlNTLrLbfWTJVghhtB+MpQHPkkcT3Rb7UvGpT3R7u6vz0jSX5mWnFo2mnMpacISz5TjaUhC1eVzI7BnlFj6ULu6o2staAc0tStqBtSCVJ5AcBGnLPexD/f/JF7rqKq18lpz910Z7ee8jVN4XXUL0rsxXailtvrlHqWGxhDDechCcdnEkntJJ5mLLEwU380n0mI7kfND1jF29ymoqOyJBzETO/lFfXEQpHzSfWMTOrR1ivghz7zAyeUQICsZA4fRHpuR80PWMNyPmh6xgPCxnuhV0U20tR5OqVVD6mXWHZUBlIUrevbt5kcOEXeo6n25OaX3NabaJsTtWra6hLgtDYWlOoWNxzwOEHI+qNe2zMS8vcNOff6ttpuZQpS1KwEjPOLalacfkh6Y1Qgqdd1o8tWLOYP7fl1HBVXeFOo5rz1Wj4+XoXG3yA7PEDgadMEeqIRQIfU3u6vcjekoVtcIyk8xz5HuhGJUVJ3ZOliVTgo2PKEIRuKYiGR3xGIFRSCQOUODMYuTSRGEbw/rZJ9FBYud2sziKXMTPgbc2ZAdUqYCN5bCt/xtoJx3RGj9GSeuGosUihVicn52ZJS1LsSAUtZAJOBv7gY436/wGpQ1O79H/I+gw/Rd1LOk6yox0rl64bW5vvtbxNHQjeLnRkn2qLJ3G5WJtNLqDq2ZWc8CT1TziACpKVb8EgEHHcYno/ReqlwLmkUOqT08ZKWXOTPU08KDLCPjuKO/ASM8SYfr/AX06nfys7/AID/AHX9Sdt1u1HQtm9cLLw3erY0XHvIU+cqk6xTpBhTsxMrDbSE4BUo/Xw+mOlJDoH6s1WTYqNNt65JqVmm0usPNUfchxChkKB38QQYxS99Cbq0EmRWq6ubk6tTmm5xEhPyPVFxlxZQCfLJCSUrGe9J7onPN6Eo2pt6nsrp8vhcFaj0JmVOrqxSj24bz01IOSjHeTSUrtpX8CzSslM0pFMsTUS2ZBErPpLMlUZUgONr7CVdpBI7ufaMxT1+nTVVs2r0usvh6rWXNBLcyeK35ZR4BXbjaQRn5Kc95x6+tR6lezkohckiQYklKWhDbpWouHHlFWByA4DHDJjF1Ts6svlU6+ozX5clw/C/rcfK+3MV6GArzUa1X2Zvey4TvyvK65OlmvVGWUHUwGCTrUNLipStGTg47KWyvonZxfPK4PMcWSeflCJByidOeqP64/dEsd587nzRcWQhCEAI3bY3/FovX/KKP3y0aSjYNvX54q0guOzDTC74xnmVeEddt6vO1XxdvHHUd/50UcfSlVjBR8JRf3noenMVSwlavKrK2qlUivi47GcdIiqTlFrtmVKTWA8zSllHPBztBzgjvjyo4UeipVlK4k1JWSTkk9cjjxjA9UtSEakTFGeTSTI+KpMypBd39YTgk8hjlFxo19JTozN2CqmKImKww34UHhlPWlTnxdvZ1WOfbEsyi6umVP8AvL6I5nQM3leCnh8W7PtVElz7Utl5ryMJuIJE1KEAAGmyJ+0yzcUErMvyc0zNyzhQ8w4lxtQ/NUDkGNh662PT7DuiQpVOnJmZaXTWCVP7cjYOrHIDmEA/WY1xG3DVY1qMZw4ZszXB1cBjamHrq0ovf5pMyfUSUYRcQq8mgJk69KtVZjby+FHwif5LqXE47NsYxGUzBNV05lnDlTtAn1S47SJeYG9I+oOIc9eMWjec5iK2iyTNQqbEm/u2OqIJTwIwCeHoiixnlF0tfhX5PPyz/NMZSuaq0nGm2ijEi4qnLqYUnq0TCZcp453FKlZ+rCTHk1zV+qYubfC0nvoqTX9C5FsZOSvj+YYgmmyxUgoKLXikzItM5eXm9QbdlZpht5l2osJW24kKSsFXEEHmPojOtVrimrN1Gu2mUOZdp8vU5JplTUqlKELWUJ4kAdynOP6RjDdLpd5GoFpza2yGX6s2htfYpSFJ3D7N6fTF56Qn+FernvSx/Rpiwr9u55jExjXzmNKe8e23blbSXPqYImpPhMigJaxILK2uBwSVb+P2j6I83ZhyanlzThG954uK28BlRycDuyY8ACeQMXygWTd9yMGfoFs1GoS7SwFOS8upYJ7QMfGI7QMkRXaSuz1EZuclqfijanSi4zdn/wCSl/vRGm5aRK5FypBzHUzLLOzv3hZzn6Or/GN29JenzU7WbKprDJMy7TXG0tq8k7wUeSc8jwPCLXZ9gyFx6CVCsU6mMO1g1LcmYcf6tKENqA3KKlBKQlK15J74p5MteFivK7+9nT/SJifsmb1ZNe/KEV8XCJ1RR9Dbc1eqtRnK6mZCqS1T2EFhLOUomH3EKWouDG1AGcDiftjGpTol12pVBMkxP22xJJZNQlVTZU24ZVT5ZQ4WdmUFSgBg944xidt9Ke37Ipc0xOvUy4KtPNSfhCPBFmSYfl1lxDiVJUC5haiQBhPfnlE83026vW1TXvgqci89UWRKTdRapihN+DiY68JQdwSML5cOXCPH5xQqYjFznGE7XfCdmfFKGXVcPThCpSnqi/BO3Ltv9DF+kTbp0/tJqUpUlLyQuF1U1MvhITNTCOuUClYxltG9BITnKuZ7hzPyjevSX10pmtlcmq5JhxsOLZbl2C3t6pltG0Z7Mk8TjtJjRcei6fp1qWGcat/edtXNj3WSKr2ZyqxablJq/Nv5GT03UOuUux6pp/LsyZplXdL0wtbai6FEIBCVBWAPIT2HthfWoVc1AekH641KNrpsv4M14O2pIKSQfKyo5PDsxGMQjtRhGF9Ktfn4nbxE5YuVKVd6nTTUb+CfgvQQhCJEQImd/KK+uJREzv5RX1wBLCEIAQhCAEIQgBCEIARIv4p+o/uieJV/FVw44iFT3GbaH9bD4o+idTSP61G2CRki/pjj/wBmrh0YwTrpaw7Ovd4f6FyLbQtTtJntH5DTK+W7rU9IV1ddamqCqnqSd8v1PVr8IeSeSlE4T3ceYiFk6naTad6mW/edsN3bNU+ll5yeZqiqcmZWpSNrYZDT2zHlK3b1Dsx2x82lTffp1otWjb47cn66hiWspx+W9uXcqus4u3stSjt7V/ErtIw3e+jV06XvnfUKfJs3bQQTn4eXQEzTaR3rl1KGPrP5sTyD67J6PVVqLHwVQ1Kn/E7TgA3eKZU7plQ/RcdIZIPNO/6IwHTC+JXT66LfufwiXeXR1t9c0h5B61otlt5AyQPLbUtPH5UXvVrU+2b/AK9IptWVco9s0CmM0mjSM6+yX220jc6451alJ3rcUc4UchKScEkCEaumm6tvbjeK+Df5K5uq4CpPGxwELfZ6rhVm7qylCKTg9/7UlCX/AMjdOr1t0qqTVnTc/rpTLSX7yqUgU15U4F4Be+F+BBSAonb3+R9UcqdIeTlKdb1blJS8GboQ2zLhNTaLxQ4CsK2p63y8JKiO7JOOcbkvTVDQO/nqLUbgY1ClKhSqBJ0JwU3xSZd0MdYd6etmN3Euq544AcI0lrvUdP5mz6g1YczX1SxZR1orhkw+p3rB8QSy1JKcY5nOcxdXtYmDil70d7u/guODg074TJsVSrSmn2quzpQUU3qa/pErv673OXickwiGCPtiMfQj8sLgnT+SP64/dEkTp/JH9cfuiSAEIQgBF1leFsVD+OS/812LVF0lv/ZeofxyX/muxrq8L4osYb3n8H+BaxF8pSk+ICjICjW5JWCeOOqf4/iPTFjBwciPanpAqEqe3r2x+0IzUjeJnCz7dVetl9WjePSXkRUtSaZJqc6sGkKXu25Pkl1X/wBOI0OCSMntjoLpDcNVqYf/AII6f2Xo59T8URz8qbeGgvT82el61ilnFeS5cv8A8xMnsOaknp+ZtmqvhqRuBjwEunky/kKYcP0B0JB/RJjHpuTmZCaekZtpTb8utTTqFD4qknBHpjyye+MsvFoV6Rkb6lMEzoEpU0g8Wp5A+MR3OJAWD2neOyOmeRMTPKM+su0pq570otJowlmXl0tE0vrCUpOEnccgHiciMBOU8x2ZjfslIUjQ/Um3ajcdcU9KPUJTKnG5ZQ2q+KOAJJzjn2Rspq734OLnWKnQpOnR3qOMnFW5aSNeOWYzLae1mdmLikUz9PrYljT08XHVoJaO3iCQdylcuSDFluq3KhbtXVJzVJmZJK5GXmEIcbIzmXb6xXHs6zfnuOYq56bZqCqnUJZRUzN3L4Q0SMEoX1qknHZwIjbPSIx77pfPDFpTHHt/KmOZ3ZU8VGle+pyfwStY939mp18kljtOmdKNJNc3cr3fpxxuWm7yaX0fbJrFMCJSdamUOImW0hLgXhflBQGc8B6B3Rrm52a9deoNUlGkTNRn3Z11tAGVK2pUQOPYABzPIDjG2a5QJy4uj3Z0rLOy7DbTiXZiYmXerZYaw4CtauePoAJPIAmNVVu6ZSVlJmg2k+8WJoYqNTeBTM1E5yQTxKGs8QjmeBVx4Dq1XwvgfPOnqeqNSrLlTqL197/QnLdrWaNsw3L3FXBzQF5kJMjvI4vr+gEIHH40WWrXNXbgm2Jmq1J1zqCAw2nyGmBnk2hOEoH1RacnAzwx3dkDyMaHuekT0tM6i1Hr1wuXjZFLtidcmWn6cp2aYYSl5KgAny1JweWeBjHXanWqt0Z6w9cTq1zrdTLC0rQEFG11vydoAAxx4YjW9t1iZkr1tyYo9ScYdTISsu45LulCuDXlIJTg8wMiKCXuy43tP6lRXqu+5Jvz7DrrSyFb1LS6pZUTxJKkJPPmIq4Ck8Ku23sl+Zb62qLPpwxMfZl3YtrwtFRXx8DF4hxiMItlIQhCMWS4HHAhCEZAhCEARERd/KK+uICIu/lFfXAEsIQgBCEIAQhCAI70fMD0q9sRC0HgGRx+k+2JYQB0LoZoHYOpOm0zd9Wm7mqM+1Vn5Cck7bbZmZiiSqWUrRPPyileETLSlKUCGUkpDaieIxGFaZaNyGoto6l3Uq+aNRhYFLbqTLU/1yDUN8wGgAAlRRnIAB49Y40k4CipNXpN0kbh0ipknJUyxLOrU5Rp16pUOp1STfM5S5l1AStSFsuth1GUhQQ6FpChkY5RjdkasVey0XjLuUSk1yVvqlu0yqsVFtzb5TyXkvNlpaChxDqErTx25GCMRBajO1tyotvR6vXLpTX9ZG63bFNolvVBFLdYqU+61OTc2pkOpalm0tqDiik8twPA8gMxfrb6L2qF0aTTOstNaoSKQ1LTk8xJPzbiZ+clZRSUzL7LYQUbEFY4LcSo4VtBwYwyX1GrTGlM3pCJWTNJnLgauNcwUq8JEy3LlgIBzt2bTnG3Oe2MupPSSvGnaPf1GZu36FU6dLtTbFPn5nwpE3ItTKgp1COpeQ2vygVJLiFbSpWOcNPBNVX5s89JujrfGs9EqNatGpWswuSW82xT6jUFtTc+tphT7iWG0NrHBCT5Tim0k4AJziKXSLQu4tY5esztJuK0LelKE5Jszs1cdQdlGguadLTKUlDTmSXMIxgcVDsyRkejXSyvnRK0VWfb1qWvUmUz79Rl5mpMzBel3HmOoex1TyEL3N5A3pVt3EpweIwO09Uq9Z9s3Fa1OkpB2VuWbps3NLeQsuNrkpoTDQQQoAArACsg8OWDxjGmW/BlVH5syLWPo7XzojTJGqXNUrVqkrN1Gbo7i6FUlzYkqhLBJelX9yEbXAlaT5O4YPMcoqanoPW6lrbR9FraYpsnVK7JU+YlvD6mt1hKn5BE0St8MpKQQScdWdpITlQG6LXqRrtdWp1vzNu1ymUuWl5q66jeClyiHErE5ONoQ43lSyOrAbTtGNw7SY9m+kFd7OsVG1sTSqQqtUSWlJViWLbvgq0y8kJRBWnfvyWxk4UPK5YHCMKL2uY7j4uy2ajaRXDpxVqDSpipW/caLokWqhR563p5c1Kzrbjy2QG1rS2dwdbWggpHEczGQaw9Gq9NE6E1cNzXFZlTaNYNvzcvRKs7NPyFRSwXly76S2hKVISkhWFHyuAJ4mMMr+o9xVuk2TTQiUlV2BS00ukvsJUHFJTNuzSXHColJWHHjyAGEjgeOd39KHpGaeau2HSrbs230y9XmLjdum4KgikeLkTc6uVLKlFvwl/ctSlKUpQKBw4JySTm8tkzGxzakoDR+CB8odp7vrjz3o+ZHpV7YjzbP1iJY2ECO9HzA9KvbDej5gelXtiEIAjvR8wPSr2x6Jmlpl1yyQQ04tK1IycFQzg8+zJjyhAym1wR3o+YHpV7Y9Jd9DL7TwYT8GtK+auwg98eUIw1dWMxk4tNHQklNSWuurEuqelnKYiWtwPAIX1hJcSk4PAcg+R9gjQM0huWmn5YNAhl1bYOTxCSRnn9Ebf6LDi3NS5tTiyo+JnhknsDrIA+wcI1JPoC6vNIzjfMuJ9KyI5eDXZxE6EfdjGNl5cnr87n+sMrw+Yz/rKs6l34u2lL6FPvR2Mj0n2xf7PrdOkZiYpFdQU0WrtiXnVIBUWeOUPJTniUK8rA4kZHbFlqEm5T56YkFuJWZZ1bJIHAlJxkeiPAZ7I6vJ5Bq0nGRlqtPysqdlLws96UTxXMmqKbCR2FTbiUu8ePAIMbb6RK7Sk6nQXK9Kz088mnEMsyziWmlp3c1OHiPqCePeI1nQbGmKhpLcd4onWUsy02wjqiglR6vOcHlx64erF46QF40K76pQJmhTLj6GaYneVMqRjcokc+fARuStTbPM16yxea0O0vcc1L09lP5cltp930luhBmX0/oCZQ1RhstOB5xzihZ3dcXN+7uIIA7o6Ku217Uuq8FNVykvvuSttqWlSZlSErbW6sFCkjjjKc5BB7I5Elp9hmimVJUXhUGpkIIIBQlCgePZxIjeMzrq4u6KjOqt1JDNtNo2iYPHKEv5zj/HY/k/THLVGTxtOo1stX3pHuswxkv9mcXhsNL+lk6WlfBu/3GA3dqy1dNh0qzm7cl6eae8HCZdRSztAISlKOY+MeZ7uca93pzksD0n2xLgYynkfphHQlLU2cDC4WlhIONJWu238W7sjvR8yPSr2w3o+ZHpV7YhCIlkvlkrb99dM+BH5Y9p+SfpixtrR1aPgRjA7T7YvVlEC66Zk/w/8A9JixtjDaAfkiNa/rLll/s8fi/wAifej5kelXthvR8wPSr2xCEbWViO9HzA9KvbDej5gelXtiEIwCO9HzA9KvbDej5gelXtiEIAjvR8wPSr2w3o+YHpV7YhCAJgtv5kelXtiZ5bfWK+BHPvV7Y8+wxM8cuqP0wBDej5gelXthvR8wPSr2xCEAR3o+YHpV7Yb0fMD0q9sQhAEd6PmB6Ve2EQhACEIQAhCEAIQhACEIQAhCEAIQhAEc/Bn9b/ZEsTYy2R+kP3RCAEIQgBCEIAQhCDBuPorDOpE3/kd/+lZjVE5/w0//ABxf88xtfoq/4SZv/I7/APSsxqufYeRVVvrbUGnJx0IXjgohfEfZkemOZT/bq3+Ffmeuxdl09gf8yp+MSa5CPfFVP469/PMW9CC4tLYJBWQnI+mL5VJNmarFzPOFW6TU683hXNXhKEHP2LVFkY/LN/rp/fFyU32npe6R5XGKUFOV7Xv9x1dZOmJm9IKvaNORNTPjBbsz5Kk7yEBJWRw5ANn0Rrae0rkJ4NrmGKi2mTYRLqUgcEhI4bsp4Hj+MdD6UXNRLfttFYrMvMzEjJiYTMNy6ti3NyTtAVngPLT9mY2hTdX9Obrr83TZF6ZMlc1aM9WWpphEu3LSBkuqcSFqVhSkrCVDHdwjxGY4/E9rDuNdxbhv67nxnBYzETq1JKu4Tcnt9N/uPnXf1nStpTEq1LOTJLyFFSX8ZTjBB5DmCOyLfcD7zNaf6p0p62nyTasdqTKMZEbM6UdzovG+n7gaHwEw+8mWTjGyXRtQ0MfqJEarrkzLzlUcmJZe9vwWUbCuXlIl2kKH2KSR9kekyWpVr4OnOq3J73b+J9S6fxE8Rll60m5N8vl2bLbwycAAdkIHnCO0dDgQhCAJ2H3ZZ5L7Di23EHKVoOCD9BjziMIxZcmbtq3gIQhGTAhCEAIQhACEIQBCJ3eDivriWJneLivrgCWEIQAhCEAIQhACETdc5+h92n2Q6935KPu0+yA2JYRHrnD8gf6NPsiPXODhhB/0afZAbEsIm6935KPu0+yHXudyPu0+yA2JYRN17nYEfdj2QDzh7Efdp9kBsSwibr3O5H3afZDr3Dwwj7tPsgNiWER65wfIP+jT7Ij17ncj7tPsgNiGfgj+t/siEenXr6o5CPjD+DT3fVEvXu/JR92n2QGxLCJuvc7kfdp9kR65z9D7tPsgNiSETF9wdiPu0+yHXu/JR92n2QGxLCJuvd+Sj7tPsh4Q73I+7T7ILcwzcPRV/wAJU1/kh/8ApWYv8zadtuWjpvNuUaVU9UbmS1NrKMl5C1u7kqPaDtT6BGGdHu7aRat9P1GvTCmWHaa+yhTbBUSvcheMJGfioV6PqjJXtSLXVaWnkuZ5wu0u4BNTQ8GXhLaFLKiOHE4cRy7z9Mc5Ql3sRJ+MFb478HczCtGWDyWnGV1HEyc15R23l6GO6wUyQo2o97yFKlGpWXTT5VYbbThO5S5ZSj9pJP2xqwcvrEbzuaiPaqXvqFXLVn5XwWUp7LazMoUhSlNBsrABT/iFgfZ2Ro5MwpSQoBGCPkD2RPATvSjGXvJK9/h4lvqig4YudWMUqcpzcWuGtT49DednT07/AFt11vicf61ubKUr6w7kj4HgD2RpbxzWCONXnT/8wv2xuSzXCejTdqjt4TqseQO9mNJdes8RsA5fkx7Iv1aFNwgnFbK3CPmuTUKXfxSlFWVR+Hoid+amppQVNTLrxAwC4sqIH2xI2SVKySfJ7/qh17vcj7tPsidt5Y3Z2DyT/Bp9kQjFQWmKsvQ9FGMYK0VY8e6IxN1zgzgI+7T7Ide53I+7HsiRLYlhE3XudyPu0+yHXu/JR92n2QGxLCJg+4exH3afZEeuc/Q+7T7IDYkhExfc7kfdp9kOuc/Q+7T7IDYlhE3Xu/JR92n2Q6935KPu0+yA2JYRMHnD2I+7T7Ide53I+7T7IDYlhE3Xu/JR92n2Q6935KPu0+yA2JInd/KK+uHXOE8Qj7tPsidx1fWK+Jz+bT7IDY8oRN17n6H3Y9kOvc7kfdp9kASwibr3OwI+7Hsh17vyUfdp9kBsSwibr3fko+7T7IQGxg3jKe88f9cw8ZT3nj/rmKaEUdTLFkVPjKe88f8AXMPGU954/wCuYpoQ1MWRU+Mp7zx/1zDxlPeeP+uYpoQ1MWRU+Mp7zx/1zDxlPeeP+uYpoQ1MWRU+Mp7zx/1zDxlPeeP+uYpoQ1MWRU+Mp7zx/wBcw8ZT3nj/AK5imhDUxZFV4zn8YE4965iHjKePEzj/AK5imhDUxZFT4ynvPH/XMPGU954/65imhDUxZFT4ynvPH/XMPGU954/65imhDUxZFT4ynvPH/XMRFSnfPH/XMUsIan5grmK1VZVwOy9RmG1gEbkuEHBGCPQTEfHdT6ttk1CY2NEqQnrDhJOMkD7B6IoIRi7Hl6GQU6/rypPhgpt0VOV8Ygib6qZUnrwc5C8HyvjHn3mLUKpPAjE49gfpmKSEYWzuic6k5xUZO6XHoX2Xve65SjP2/K3HUGqbMq3vSqZhQacVw4qTnB5Ds7ItvjOePOce5Y+OYpIRLVLzNMacI30pK/PqVXjKe88f9cw8aVDH9+PeuYpYQ1MmVPjKf7Zx/wBcw8ZT3nj/AK5imhDUxZFT4ynvPH/XMPGU954/65imhDUxZFT4ynvPH/XMPGU954/65imhDUxZFT4ynvPH/XMPGU954/65imhDUxZFT4ynvPH/AFzDxlPeeP8ArmKaENTFkVPjKe88f9cw8ZT3nj/rmKaENTFkVPjKe88f9cw8ZT3nj/rmKaENTFkVPjKeHKcf9cxE1OfUcqnX8n9MxSwhqYsip8ZT3nj/AK5h4ynvPH/XMU0IamLIqfGU954/65h4ynvPH/XMU0IamLIqfGU954/65hFNCGpiyEIQiIEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgD/2Q==" width="307px" alt="crypto trade calculator"/><br />
It&#8217;s essential to only invest what makes sense for your financial situation and risk tolerance level. Also, look for teams with good track records and strong backgrounds . If this was your only <a href="https://www.beaxy.com/exchange/btc-usd/">https://www.beaxy.com/exchange/btc-usd/</a> transaction during the year, then it&#8217;s easy enough to calculate your taxes using this number. Supported calculated data the appliance gives the approximate prediction for the while profit.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>A $1 2 Million Charles Schwab Bank Deposit Error Buys a House, and an Arrest, Officials Say</title>
		<link>https://latishahardy.com/2022/05/27/a-1-2-million-charles-schwab-bank-deposit-error/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Fri, 27 May 2022 16:46:48 +0000</pubDate>
				<category><![CDATA[Crypto Trading]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=2090</guid>

					<description><![CDATA[Content Transfer money by check CHARLES SCHWAB AND CO , INC. Branches&#8217; Swift Codes Youre our first priority Every time. Charles Schwab El Paso TX Mailing Address The American Bankers Association created the bank routing number, also known as an ABA number, in 1910 to help identify check processing, ensuring funds were being sent 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">Transfer money by check</a></li>
<li><a href="#toc-1">CHARLES SCHWAB AND CO , INC. Branches&#8217; Swift Codes</a></li>
<li><a href="#toc-2">Youre our first priority Every time.</a></li>
<li><a href="#toc-3">Charles Schwab El Paso TX Mailing Address</a></li>
</ul>
</div>
<p>The American Bankers Association created the bank routing number, also known as an ABA number, in 1910 to help identify check processing, ensuring funds were being sent to where they were supposed to go. Nowadays, the routing number also helps process wire and automated clearing house transfers. Banks use routing numbers to identify different branches involved in a transaction so the funds are properly placed. Read more about <a href="https://www.beaxy.com/exchange/eth-usd/">how much is ethereum worth in usd</a> here. If you’re transferring funds from one account to another, you’ll need your bank’s routing number. If you bank with Charles Schwab, you caninstantly find your routing numberin the table here. SWIFT Code Charles Schwab And Co Inc Wire Transfer Services Branch can be used in transferring money overseas. Swift codes of Charles Schwab And Co Inc UNITED STATES are provided by International Organization for Standardization . Swift Code identifies Charles Schwab And Co Inc branches which participate in Overseas fund transfers.<br />
To wire money to another person through a bank-to-bank transfer, you’ll need certain details, including your bank account number and the recipient’s name, bank account number and routing number. You’ll also need information about the recipient’s bank, such as its name and address. If you’re sending money internationally, you may need to ask the recipient for a SWIFT code. If you need assistance, you and your recipient may need to contact representatives from your respective banks. The company offer various investment services products such as mutual funds, ETFs, options, annuities, stocks, and much more. So, let’s see headquarters information of Charles Schwab include headquarters address, corporate office phone number, email address, and more. If you’re the recipient in a wire transfer, you’ll need to make sure the person sending you money has your bank account number and routing number. It’s also a good idea to contact someone who works at your bank or credit union or check online. You may need to follow a specific set of instructions or provide the payee with additional details. When you wire funds, you’re not transferring actual cash from one financial institution to another.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/reused/crypto-icons/bitcoin.webp" width="305px" alt="charles schwab address for wires"/><br />
If your portfolio or account has been open for less than one year, the one-year calculation cannot be determined, or if the calculated rate of return meets or exceeds a value of &#8220;+&#8221; or &#8220;-&#8221; 75% the return will show &#8220;NA&#8221;. Unless you are moving to or away from Ohio, there will be no changes to your BlackRock CollegeAdvantage account. Since BlackRock has partnered with the Ohio Tuition Trust Authority, you would gain a state tax advantage should you move into Ohio. Conversely, you could lose that tax advantage if you leave Ohio and are no longer considered a resident of the state. Additionally, you may not change the beneficiary if such a change would cause the aggregate account balances of all CollegeAdvantage Program accounts, for the new beneficiary, to exceed the Maximum Contribution Limit. Access firm-level/case study insights on leading players within retail wealth management.</p>
<h2 id="toc-0">Transfer money by check</h2>
<p>Basically, routing numbers are 9-digit numbers that banks use to identify themselves. Simply, it is like an address that banks and other financial institutions use to locate your money. If you consult or represent organizations, beneficiaries, or institutions and you have questions about a mutual fund, cash management, cash portal services or Gateway, please contact us. When a mutual fund realizes more gains than losses, mutual funds are generally required by law to distribute the net gains to shareholders by calendar year end. These distributions, which typically occur quarterly, semi-annually or annually, are made in order to satisfy such requirements. The inception date used to calculate your rate of return is based on the first purchase of the oldest fund currently reflected on this statement. If you withdraw all of your money from your original investment option, the inception date will switch to the next oldest investment and recalculate your performance based on the newer inception date. In addition to our “Comprehensive” and “Collaborative” service levels, we also offer some of our services in a “Do-It-Yourself” service level that has a lower annual fee and no minimum. Basic services include asset allocation design and portfolio management. Some additional bonus services are available for an additional charge.</p>
<div style='border: black dotted 1px;padding: 13px;'>
<h3>Where Is Charles Schwab Stock Headed? &#8211; Forbes</h3>
<p>Where Is Charles Schwab Stock Headed?.</p>
<p>Posted: Mon, 27 Jun 2022 07:00:00 GMT [<a href='https://www.forbes.com/sites/greatspeculations/2022/06/27/where-is-charles-schwab-stock-headed/' rel="nofollow">source</a>]</p>
</div>
<p>It is a unique identification code for both financial and non-financial institutions. Charles Schwab And Co Inc SWIFT Codes are used when transferring money between banks, particularly for international wire transfers, and also for the exchange of other messages between banks. To do Overseas funds transfer the SWIFT Code Charles Schwab And Co Inc is required. List of Charles Schwab And Co Inc SWIFT Codes provided are Charles Schwab And Co Inc Branches respectively. Whether you’re looking for how to make bank-to-bank transfers between your own accounts or how to transfer money to someone else’s bank account, wire transfers can be a common method. These bank transfers can usually be done online or you have the option to go to a branch and request the transfer in person. You also typically have the option to  transfer money by writing a check and depositing the money into the other bank account. And finally, another popular way of sending money is with money transfer apps that connect to your bank account and allow you to quickly transfer money to friends and family. The Charles Schwab Corporation provides a full range of securities, brokerage, banking, money management, and financial advisory services through its operating subsidiaries.</p>
<h2 id="toc-1">CHARLES SCHWAB AND CO , INC. Branches&#8217; Swift Codes</h2>
<p>U.S. expatriates looking for the best checking account will need to consider whether they prefer a bank with a physical location, an online-only bank, or one that offers the best of both. However, using these accounts while living in a foreign country can be expensive due to bank fees. For example, ATM transaction fees can be high—anywhere from $1 to $5 per transaction, if you choose the wrong bank. And without a strong mobile platform and 24-hour help centers, it may be difficult to access funds when overseas. Schwab Advisor Services™ serves independent investment advisors and includes the custody, trading, and support services of Schwab. Independent investment advisors are not owned, affiliated with, or supervised by Schwab. Schwab Retirement Plan Services, Inc. provides recordkeeping and related services with respect to retirement plans. On July 1, 2020, the company acquired Wasmer, Schroeder &#038; Company, an independent investment manager of fixed income in separately managed accounts with $10.7 billion in assets under management.</p>
<p>So next time the whole crew shows up for taco Tuesday, you’ll have ways to safely transfer the money you need. To pay others by check, put their full name or company name on the payee line. If you’re not sure about the payee, you can make a check payable to &#8220;Cash.&#8221; Just remember that anyone will be able to cash it, so keep it safe until you’re ready to hand it over. You find $40 in a bank account you haven’t used in ages&#8230;</p>
<p>After coming back into control, Mr. Schwab conceded that the company had &#8220;lost touch with our heritage&#8221;, and quickly refocused the business on providing financial advice to individual investors. The company rebounded, and earnings began to turn around in 2005, as did the stock. The share price was up as high as 151% since Pottruck&#8217;s removal, ten times since the return of Charles Schwab. The company&#8217;s net transfer assets, or assets that come from other firms, quadrupled from 2004 to 2008. Schwab&#8217;s YieldPlus fund drew controversy during the 2007 financial crisis because of its -31.7% return. Investors in the Schwab YieldPlus Fund, including Charles Schwab himself, lost $1.1 billion. Sending money overseas, especially when you take into account transfer and currency conversion fees, exchange rate mark-ups and intermediary bank fees.<br />
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='400px'/></a><br />
Please note that you may only withdraw money to accounts that are in your name. Fees, minimum deposit requirements, withdrawal, account opening, research tools and more. We use over 50,000 data points and a consistent, fact-based methodology. Follow these simple steps to find your TD Ameritrade login process, and use TD Ameritrade&#8217;s self-directed trading platforms. If you&#8217;re a TD Bank customer looking to access your account online, use this guide to easily and quickly sign in. I love to find out Fortune 500 companies headquarters address and contacts. I&#8217;ve created this website to help out other people in finding important contact information of Fortune 500 companies. Mr. Walt Bettinger is the current CEO of Charles Schwab and leading the company. Are you a frustrated customer and not happy with the customer support team at the company? Please send your query to this email address of Charles Schwab CEO, .</p>
<p>At Regions, many transactions can be handled via the bank&#8217;s online and mobile platforms. Here&#8217;s how to enroll in online banking and use your Regions Bank login. Do you want to send a  quick letter through an overnight mailing service? Please use this overnight mailing address of Charles Schwab for that purpose, Charles Schwab &#038; Co., Inc., Orlando Operations Center, 1958 Summit Park Drive, Suite 200, Orlando, FL 32810. The company has formed different mailing addresses for various customers. Please note down the mailing address of Charles Schwab, Charles Schwab &#038; Co., Inc., El Paso Operation Center, P.O. Box , El Paso, TX 79998. The company’s official headquarters was located in San Francisco but later on moved to Westlake at the corner of Highways 170 and 114. Please note down corporate headquarters address of Charles Schwab, 3000 Schwab Way, Westlake, Texas, United States. Schwab has a long-standing culture of strengthening its local communities through financial literacy, volunteerism and community support. Schwab is committed to providing financial, people and intellectual resources that support social causes that are responsive to community needs and reflective of employees’ interests.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the largest check a bank will cash?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Banks don&apos;t place restrictions on how large of a check you can cash. However, it&apos;s helpful to call ahead to ensure the bank will have enough cash on hand to endorse it. In addition, banks are required to report transactions over $10,000 to the Internal Revenue Service.</p>
</div></div>
</div>
<p>If you’re ready to find an advisor who can help you achieve your financial goals, get started now. If the bank sending the funds makes a mistake, a wire transfer may take longer than expected. Prepare for delays if you’re receiving money from a slow-to-pay country such as Afghanistan or Cuba. In 1983, Stephen McLin purchased the company for Bank of America for $55 million. In 1987, management, including Charles R. Schwab, bought the company from Bank of America for $280 million. In 1991, the company acquired Mayer &#038; Schweitzer, a market making firm, allowing Schwab to execute its customers&#8217; orders without sending them to an exchange. In 1997, it was fined $200,000 for failing to arrange the best trades for its customers. For example, you will need both your routing and account number if you set up direct deposit or automatic bill payment.</p>
<h2 id="toc-4">Multilingual and International Services</h2>
<p>So, if a deal closes late in the day or if the closing takes longer than anticipated, it is possible that a wire may not be ready to go out before the wire deadline resulting in a delay of one or more days. The material provided on this site is not intended to provide legal, investment, or financial advice or to indicate the availability or suitability of any Capital One product or service to your unique circumstances. For specific advice about your unique circumstances, you may wish to consult a qualified professional. You’ll be asked to provide the routing number and your account number for the other bank.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px" alt="charles schwab address for wires"/><br />
The beginnings of widespread customization of client portfolios was mainstreamed by the deployment of services from major online brokers such as TD Ameritrade. The information contained on this website is general information, necessarily brief, and may not be complete nor the most current. This web site is advertising material but is not intended to be solicitation or legal advice. Nothing on this site shall lead to the creation of an attorney client relationship absent a written engagement letter, signed by attorney and client. Suffice it to say that we don’t recommend that proceeds be wired. We much prefer that our own clients pickup or receive a Fedex of their proceeds. However, in the event that a seller really wants to take the risk , a seller should take caution to make sure the instruction sheet is filled out carefully and completely. Sequoia Capital, one of Schwab&#8217;s largest RIA customers, is working closely with CogniCor to test its latest AI-enabled solution, the Meeting Assistant, on a large scale. This system works with advisors and the firm&#8217;s current Salesforce-based CRM to automate the pre- and post-meeting paperwork, create dynamic agendas and help track life events and milestones for a customer in real-time. There’s an ever-growing list of money-transfer apps, includingZelleand many others.<br />
Note that as with other banks, you will need to maintain a U.S. mailing address in order to keep this account active. Expats can use the Capital One 360 interest-bearing checking solution offered by Capital One Financial Corp. without paying maintenance, foreign transaction, or ATM fees. Khadija Khartit is a strategy, investment, and funding expert, and an educator of fintech and strategic finance in top universities. She has been an investor, entrepreneur, and advisor for more than 25 years. A savings account is a place where you can store money securely while earning interest. You’ll need your recipient’s name, location and bank account information to start. This may influence which products we review and write about , but it in no way affects our recommendations or advice, which are grounded in thousands of hours of research. Our partners cannot pay us to guarantee favorable reviews of their products or services.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much money can you have in your bank account without being taxed?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The $10,000 threshold was created as part of the Bank Secrecy Act, passed by Congress in 1970, and adjusted with the Patriot Act in 2002.</p>
</div></div>
</div>
<p>If you manage investment decisions for your clients and you have a product question or inquiries about a mutual fund or 529 savings plan, please contact us. If you are planning on funding your Account with an Automatic Investment Plan, <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> you will need to complete that section of the New Account Application. Mutual funds homepage and then select a fund to review its profile and view its distributions. Withdrawals can be made online only for non-retirement accounts .</p>
<ul>
<li>You won&#8217;t use the regular Charles Schwab routing for wire transfers.</li>
<li>With the Citi International Personal Account Package and the Citigold interest checking account, customers receive wealth management and financial planning services in addition to banking services.</li>
<li>And if we&#8217;re not the cheapest option, we&#8217;ll let you know.</li>
<li>To make sure your request makes it to the right team, be sure to provide your full name, phone number, and details of your request.</li>
</ul>
<p>Keep reading to learn how to find the right Charles Schwab routing number for your transaction. This post may contain references to products from our partners. We may receive compensation if you apply through our links.<br />
A capital loss results from selling an asset at a lower price than the purchase price.  At this time, our database does not have the ability to track data for accounts opened prior to January 1, 2005. If your portfolio or account was opened prior to January 1, 2005, the software will use the value of your account as of January 1, 2005 for the initial purchase. At this time, our database does not have the ability to track data for accounts opened prior to January 1, 1993. If your portfolio or account was opened prior to January 1, 1993, the software will use the value of your account  as of January 1, 1993 for the initial purchase.</p>
<p>Finder monitors and updates our site to ensure that what we’re sharing is clear, honest and current. Our information is based on independent research and may differ from what you see from a financial institution or service provider. When comparing offers or services, verify relevant information with the institution or provider&#8217;s site. You&#8217;ll need the right routing number to transfer money in or out of your Charles Schwab bank account. Find yours and learn more about money transfers in our guide. In order to start wiring funds with your Charles Schwab bank account, you must visit a local branch and sign a Wire Transfer Agreement form. Once this process is complete, you will be able to start transfers through your phone. Yes, but there are several considerations you should be aware of before doing so. If you are in a custodial role for a minor with a UGMA/UTMA, you may move some or all of the UGMA/UTMA assets to a 529 plan, provided that the minor remains the beneficiary of the new account. However, prior to transferring the assets, you must liquidate funds from the UGMA/UTMA account and should discuss any resulting tax consequences with your financial professional.</p>
<div style='border: black solid 1px;padding: 10px;'>
<h3>Oklahoma Baseball: 11 Sooners selected in 2022 MLB draft &#8211; Sooners Wire</h3>
<p>Oklahoma Baseball: 11 Sooners selected in 2022 MLB draft.</p>
<p>Posted: Wed, 20 Jul 2022 10:00:00 GMT [<a href='https://soonerswire.usatoday.com/lists/oklahoma-sooners-baseball-2022-mlb-draft-cade-horton-peyton-graham-jake-bennett-chazz-martinez-tanner-tredaway-jimmy-crooks-trevin-michael-peyton-graham/' rel="nofollow">source</a>]</p>
</div>
<p>Please confirm with your bank before using the information. Use the information on your own risk, we are not responsible for financial or any kind of losses. To wire foreign currencies to your Schwab account, check out this guide. After you provide a few details to identify yourself, a representative will guide you to locate your account information. Consider those the bank&#8217;s address for the Federal Reserve. The final digit is a mathematical calculation of the first eight digits—it&#8217;s used to prevent check fraud. This form is used to make a contribution to any existing BlackRock 529 account.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Buy 0x ZRX with Sberbank QR RUB  where is the best exchange rate?</title>
		<link>https://latishahardy.com/2022/04/05/buy-0x-zrx-with-sberbank-qr-rub-where-is-the-best/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Tue, 05 Apr 2022 17:10:12 +0000</pubDate>
				<category><![CDATA[Crypto Trading]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=2150</guid>

					<description><![CDATA[Content How to Buy 0x ZRX in 2022: A Simple Guide Explore more popular cryptocurrencies on Guarda project ZRX Cryptocurrency Review Important Facts about 0x Protocol Select the cryptocurrency you want to purchase and the fiat currency you will be paying in. But we are not done yet, since ZRX is an altcoin we need [&#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 to Buy 0x ZRX in 2022: A Simple Guide</a></li>
<li><a href="#toc-1">Explore more popular cryptocurrencies on Guarda</a></li>
<li><a href="#toc-3">project ZRX Cryptocurrency Review</a></li>
<li><a href="#toc-4">Important Facts about 0x Protocol</a></li>
</ul>
</div>
<p>Select the cryptocurrency you want to purchase and the fiat currency you will be paying in. But we are not done yet, since ZRX is an altcoin we need to transfer our BTC to an exchange that ZRX can be traded, here we will use P2PB2B as our exchange. P2PB2B is a popular exchange to trade altcoins and it has a large number of tradable altcoins pairs. But we are not done yet, since ZRX is an altcoin we need to transfer our BTC to an exchange that ZRX can be traded, here we will use Bittrex as our exchange.<br />
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a><br />
Finder.com provides guides and information on a range of products and services. Because our content is not financial advice, we suggest talking with a professional before you make any decision. On holdings, pay with your crypto for cashback at stores, get loans and more with this complete crypto-finance platform. On easier-to-use exchanges, this is as simple as entering the amount you want to purchase and clicking buy. If you like, you can now withdraw your 0x to your personal wallet.</p>
<h2 id="toc-0">How to Buy 0x ZRX in 2022: A Simple Guide</h2>
<p>OKX makes it instant and convenient to buy, sell, and hold. The value of ZRX has remained surprisingly high for a crypto asset that has almost 500 million tokens in circulation. It started at around $0.11 USD and managed to reach over $1 USD in January 2018 with a market capitalization of more than $1 billion USD. ZRX shows a lot of promise for a digital asset with such a high volume.</p>
<div style='border: grey dotted 1px;padding: 14px;'>
<h3>Where to Buy 0x – 2022 Beginner&#8217;s Guide &#8211; Business 2 Community</h3>
<p>Where to Buy 0x – 2022 Beginner&#8217;s Guide.</p>
<p>Posted: Sat, 07 May 2022 07:00:00 GMT [<a href='https://www.business2community.com/cryptocurrency/buy-zrx' rel="nofollow">source</a>]</p>
</div>
<p>Never miss a trade or get caught out by the crypto market volatility. Set Buys and Sells to trigger at any price you want. I was informed of the appropriate KYC documentation that was required to enable this action. I submitted what I thought was adequate on two separate occasions. Verify online instantly without uploading documents  and deposit AUD to start 0x trading in less than 2 minutes.</p>
<h2 id="toc-1">Explore more popular cryptocurrencies on Guarda</h2>
<p>Create an account To create an account on an exchange, you will need to verify your email address and identity. 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. 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. Now that you bought your crypto, you can hold it in your MEXC Account Wallet or send it somewhere else via blockchain transfer.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="308px" alt="buy 0x"/><br />
The chat feature is very helpful and always someone onboard to discuss any problems. I love the learn feature and highly recommend anyone new&#8230; Great innovation for simple tax reporting in the mobile app, would be even better if I was able to easily find same feature on the web, I looked but couldn&#8217;t find equivalent functionality. Their servers spread out across the globe leading to a lower risk of server downtime.</p>
<p>Good news is that the whole so-called Know-Your-Customers process is now fully automated and it shouldn&#8217;t take more than 15 minutes to finish. Coinbase is also one of the largest crypto exchanges that accept fiat deposits. Use the link below to register at Coinbase and you will receive a free amount of $10 worth of BTC after buying $100 worth of cryptos. 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 0x or Bitcoin. Our clients can analyze statistical information in the graphical format, observe the real-time asset prices and create trading strategies. The hardware wallet manufacturer Ledger is the brand we recommend as for years their products have had a solid reputation for security and ease of use.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Bro shut yo dummm ass up&#8230; U buying that u did YOURSELF the favor buy making a smart investment. Not u some one else would of scooped it. Be classy bro . the matta wit ya??</p>
<p>&mdash; NFT 0x 🌏👊🏽 (@NftThugLIFE) <a href="https://twitter.com/NftThugLIFE/status/1551075732595642369?ref_src=twsrc%5Etfw">July 24, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Buy 0x with BuyUcoin in less than 10 minutes and kickstart your crypto portfolio. Check ZRX to INR price, choose one of the payment methods and buy 0x at the best rates. Hardware wallet here is definitely a better option of cold wallets. They are usually USB-enabled devices that store the key information of your wallet in a more durable way. They are built with military-level security and their firmware are constantly maintained by their manufacturers and thus extremely safe. Ledger Nano S and Ledger Nano X and are the most popular options in this category, these wallets cost around $50 to $100 depending on the features they are offering. If you are holding your assets these wallets are a good investment in our opinion. With Binance being more and more regulated in various countries, you can now buy Bitcoin or any other cryptos easily with your fiat money instantly with Binance! Just use the widget below or the button below to get your Bitcoin in less than five minutes!</p>
<h2 id="toc-3">project ZRX Cryptocurrency Review</h2>
<p>Bittrex is a popular exchange to trade altcoins and it has a large number of tradable altcoins pairs. But we are not done yet, since ZRX is an altcoin we need to transfer our BTC to an exchange that ZRX can be traded, here we will use Bitfinex as our exchange. Bitfinex is a popular exchange to trade altcoins and it has a large number of tradable altcoins pairs. But we are not done yet, since ZRX is an altcoin we need to transfer our BTC to an exchange that ZRX can be traded, here we will use Huobi as our exchange. Huobi is a popular exchange to trade altcoins and it has a large number of tradable altcoins pairs. But we are not done yet, since ZRX is an altcoin we need to transfer our BTC to an exchange that ZRX can be traded, here we will use BitMart as our exchange. BitMart is a popular exchange to trade altcoins and it has a large number of tradable altcoins pairs.</p>
<div style='border: black dotted 1px;padding: 10px;'>
<h3>0x (ZRX) Witnesses Profit Booking at 50 DMA Curve! &#8211; CryptoNewsZ</h3>
<p>0x (ZRX) Witnesses Profit Booking at 50 DMA Curve!.</p>
<p>Posted: Fri, 01 Jul 2022 07:00:00 GMT [<a href='https://www.cryptonewsz.com/ox-witnesses-profit-booking-at-50-dma-curve/' rel="nofollow">source</a>]</p>
</div>
<p>It allows users to control their cryptocurrencies fully. In x crew presented a unique token based on the blockchain of Ethereum — ZRX. Implementation of ETC trading rules will enable to trade assets and give an ability to manage this platform. Some parties are building on the ZRX platform, which will be known as Relayers. They will host the order lists and service fees for the entire blockchain. This change from traditional currencies to tokens is the main goal that leads thousands of assets.</p>
<h2 id="toc-4">Important Facts about 0x Protocol</h2>
<p>On the Binance dashboard select &#8216;security&#8217; and then &#8216;verify identity&#8217;. Enter the price you want to  pay for 0x in the &#8216;price&#8217; box. In the &#8216;exchange&#8217; section of the page select &#8216;limit&#8217;. A limit order lets you manually set the price at which you want to <a href="https://www.beaxy.com/exchange/btc-usd/">https://www.beaxy.com/exchange/btc-usd/</a> . Now click here to go to the Bitcoin/0x exchange on Binance. Once the details have been entered you will be given a summary of your purchase.</p>
<p>One of the easiest ways to get cryptocurrency is a purchase with a debit or credit card. Cryptocurrency platforms understand the importance of such tools and make a lot of effort to ensure that such purchase transactions are done in the shortest possible time. Sign up for an account in minutes to buy crypto using credit card or bank transfer. Read more about <a href="https://www.beaxy.com/market/aion/">aion coinmarketcap</a> here. Having so many well-known investors support the project helped 0x make a big splash right from the start.</p>
<p>Swyftx has ~4x lower spreads and ~2x cheaper trading fees when you buy 0x, than our closest competitors. Generally speaking, to only have to pay the network fees should be considered as below global industry average when it comes to fee levels for crypto withdrawals . As for 0x Protocol Exchange, on the date of first writing this review , the 24 hour trading volume was USD 36.8 million (according to information from coinmarketcap.com). On the date of last updating this review , the trading volume was USD 23 million. They normally do not require you to give out personal info. This makes it possible to create an account and right away be able to start trading. Your data remains private – no account setup or verification required. Easily exchange 0x for your favorite cryptos like Ethereum, Monero, Litecoin, and more right from your wallet, in seconds. Each individual altcoin is going to have its own, specific features, benefits, and shortcomings, and will also be used in some very different scenarios. I mean, if you were to buy 0x , you’d probably do so with a very specific intent in mind &#8211; purchasing any other cryptocurrency, though, you’d probably have different intents and reasons.</p>
<ul>
<li>Log in to Kucoin account, and click on the &#8220;Spot&#8221; tab.</li>
<li>Bitcoin is the cryptocurrency that started it all &#8211; the “flagship” of the cryptocurrency industry.</li>
<li>Whether it’s seeking independence of your assets, exiting the governmental economy, or wanting to invest in this very promising phenomenon, purchasing 0x is taking a step into the future.</li>
<li>Another example was when they sued Bitfinex and claimed that the stablecoin Tether was misleading investors.</li>
<li>Now that you bought your crypto, you can hold it in your MEXC Account Wallet or send it somewhere else via blockchain transfer.</li>
<li>It is undoubtedly the best-known crypto on the planet &#8211; even if you were to buy ZRX, you probably know perfectly well what Bitcoin is!</li>
</ul>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>BTC to USD price, sell Bitcoin in US dollars</title>
		<link>https://latishahardy.com/2022/02/08/btc-to-usd-price-sell-bitcoin-in-us-dollars/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Tue, 08 Feb 2022 08:59:18 +0000</pubDate>
				<category><![CDATA[Crypto Trading]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=2138</guid>

					<description><![CDATA[Content Convert 002 Bitcoin BTC to same region currencies The missing founders of bankrupt crypto fund Three Arrows are reportedly setting up shop in Dubai, and describe the high Q2 2022 Cryptocurrency Report The answer is simple — the higher the trading volume is, the more people are supporting the current trend. Theoretically, the price [&#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">Convert  002 Bitcoin BTC to same region currencies</a></li>
<li><a href="#toc-1">The missing founders of bankrupt crypto fund Three Arrows are reportedly setting up shop in Dubai, and describe the high</a></li>
<li><a href="#toc-3">Q2 2022 Cryptocurrency Report</a></li>
</ul>
</div>
<p>The answer is simple — the higher the trading volume is, the more people are supporting the current trend. Theoretically, the price will soon return to the previous level. Like all currencies, the conversion rate for bitcoins fluctuates regularly. Run a search through your preferred search engine to determine the current conversion rate. 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 &#8220;Sell your bitcoins&#8221; or some similar option to get the process started. The best day to change Bitcoin in US dollars was the Tuesday, 9 November 2021.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much money will I make if I invest $1000 in Bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>A $1,000 investment in bitcoin at the beginning of the year at a price of $29,290 would have bought you 0.034 tokens, which would be worth about $1,632 at Tuesday afternoon&apos;s price of $49,150 per coin. The world&apos;s largest cryptocurrency by market cap had a strong 2021, with its value increasing about 65% between Jan.</p>
</div></div>
</div>
<p>Convert money to all main currencies with currency converter. MoneyExchangeRate.org © is a free currency converter! Sell Bitcoin for USD at the world&#8217;s most trusted Bitcoin marketplace. Convert BTC to USD at LocalBitcoins &#8211; the world&#8217;s largest Bitcoin marketplace. Sign-up today and start trading / exchanging Bitcoin for USD with people like you. You can also use our Bitcoin price table above to check the latest Bitcoin price in major fiat and crypto currencies.</p>
<h2 id="toc-0">Convert  002 Bitcoin BTC to same region currencies</h2>
<p>Conversion from Bitcoin to United States dollar can be done at current rates as well as at historical rates – to do this, select the desired exchange rate date. Additionally, the currency calculator shows the closing rate of the previous day as well as the highest and lowest rates of the conversion Bitcoin &#8211; United States dollar. The results are displayed in a clearly arranged table. In addition to the Bitcoin &#8211; United States dollar rate, the Markets Insider currency calculator also offers other exchange rates for about 160 international currencies. When you’re looking for a place where to buy Bitcoin or other virtual currencies, a robust crypto exchange platform will come in handy.</p>
<ul>
<li>Meanwhile, crypto lending firms seek bailout to survive.</li>
<li>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.</li>
<li>Run a search through your preferred search engine to determine the current conversion rate.</li>
<li>This indicator visually reflects how many customers are willing to buy or sell Bitcoin for a particular price.</li>
<li>You have currently selected the base currency Bitcoin and the target currency United States dollar with an amount of 1 Bitcoin.</li>
</ul>
<p>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. Sell Bitcoin at the best price and with the lowest fees, convert BTC in USD in one click and withdraw funds on your bank account. Here you can also find a chart with the Bitcoin rate fluctuations since 2015. In the last week, the pound to dollar conversion rate has changed by USD or +6.4002%. Data may be intentionally delayed pursuant to supplier requirements. The U.S. securities regulator plans to hire another 20 people to police coin offerings, non-fungible tokens and decentralized finance. 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. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs.</p>
<h2 id="toc-1">The missing founders of bankrupt crypto fund Three Arrows are reportedly setting up shop in Dubai, and describe the high</h2>
<p>Click on the &#8220;Group converter&#8221; link to convert a group of numbers all at one time. Please kindly be advised that Bitcoin is very volatile. It can change a significant amount in a very short period of time. Enter the number of bitcoins you have, and watch their value fluctuate over time. Select a time frame for the chart; 1 month, 3 months, 6 months, year to day, 1 Year and all available time which varies from 7 to 13 <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> years according to the currency. You can also, download the chart as a png or jpeg image or as a pdf file or directly print the chart by clicking on the corresponding button in the top right of the chart. 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. Enter the amount to be converted in the box to the left of Bitcoin.</p>
<p>The euro could pull back further to fall between $0.95 to $0.97 against the dollar, a range of analysts said. BTC to USD rate today is $22,911 and has decreased -0.7% from $23,072.18 since yesterday. When the price hits the target price, an alert will be sent to you via browser notification. To receive alerts, please allow web browser notification permission.</p>
<p>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. The worst day to change Bitcoin in US dollars was the Saturday, 18 June 2022. 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. The exchange rates on this site are for information purposes only. They are not guaranteed to be accurate, and are subject to change without notice.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="305px" alt="convert btc to us dollars"/><br />
Also, the contact button with an assistant on the site is always available. Hit a button and we’ll give you a hand whenever you need it. 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. Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade.</p>
<h2 id="toc-3">Q2 2022 Cryptocurrency Report</h2>
<p>Read more about <a href="https://www.beaxy.com/market/btc/">0.0034 btc to usd</a> here. Finance analytics believe that there are a few main drivers that affect BTC and most altcoins. The strongest one is probably the global adoption and popularity. Because the more people know about the asset, the more they want to buy it. Other factors, like network operability and transaction security, are also important, but they rather contribute to the two first mentioned.<br />
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='406px'/></a><br />
So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services. CryptoExMart.com is currently the best exchange to buy or sell bitcoins all across America and Europe. 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 site.</p>
<p>The Bitcoin price page is just one in Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. This Bitcoin and United States Dollar convertor is up to date with exchange rates from July 21, 2022. The bitcoins will the be converted to dollars and transferred to the bank account you provided. The newly launched Convert and OTC Portal allows you to convert the BTC you have on your account into select fiat currencies that the portal supports. While this platform is available for large-scale transactions, you can get access to friendlier rates for your deal than what’s on the open market through this platform.</p>
<p>There are different pillows called ‘candlesticks’ that show the uptrend and downtrend . When you look at the right part of the graph, you can see the price indexes. On the downside of the chart, we can see the time metric. 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. Nowadays, cryptocurrencies are often called digital assets, because we can buy, sell, trade them just like traditional assets on the stock market.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Dash Mining Profitability Calculator Qtum Or Lisk</title>
		<link>https://latishahardy.com/2022/01/27/dash-mining-profitability-calculator-qtum-or-lisk/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Thu, 27 Jan 2022 17:38:22 +0000</pubDate>
				<category><![CDATA[Crypto Trading]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=1940</guid>

					<description><![CDATA[Content How Much is a 1943 Dime Worth? Price Chart Texas BTC Miners Power Back After Grid Strain Suspension In brief, with this cryptocurrency you can rest assured that your earnings are secure. The greatest way to profitably mine Dash and receives block rewards is by way of ASICs. It provides PPLNS reward system, with [&#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 Much is a 1943 Dime Worth? Price Chart</a></li>
<li><a href="#toc-1">Texas BTC Miners Power Back After Grid Strain Suspension</a></li>
</ul>
</div>
<p>In brief, with this cryptocurrency you can rest assured that your earnings are secure. The greatest way to profitably mine Dash and receives block rewards is by way of ASICs. It provides PPLNS reward system, with zero% mining fee and the servers positioned throughout the globe at key areas. Enter your Dash mining hashrate, energy consumption in watts, and costs. Dash is a decentralized open source challenge with a governance and funding mechanism that fosters the creation of unbiased entities serving  the network. Dash Core Group Inc. leads growth and maintenance of the project. This easy Dash mining calculator will let you determine how a lot you can profit from a sure Dash miner . Every aspect of our Dash mining calculator has been developed for miners by miners.</p>
<p>Digital asset technology company Marathon Digital Holdings has been around since 2010, when it started collecting encryption-related patents. The company already has a sizeable fleet of Bitcoin miners and aims to build North America’s largest mining operation while keeping energy costs low. The Dash mine profitableness results and mining rewards were calculated using the best daunt mining calculator with the following inputs . Along with the Dash mine profitableness, the list of top 5 Dash miners is updated frequently. A Dash miner is besides referred to as a Dash mine rig, or a Dash mining hardware device, or a Dash mine machine, but we simply call them miners, or more specifically, Dash miners . The Dash mining information is updated continually with the current block mine information. This information is used as the default inputs for the DASH mine calculator along with the default hashrate and electrical power spectacles from the best dash miner . The Markets Insider currency calculator offers a currency conversion from Bitcoin to Dash within seconds.</p>
<h2 id="toc-0">How Much is a 1943 Dime Worth? Price Chart</h2>
<p>Statistics about the bitcoin network (difficulty, block count, etc.) are obtained from blockexplorer.com. Poolin is a small mining pool working with 10 cryptos including Dash. It has several good features focused on mining efficiency making it attractive for many market players. These tools help miners to earn higher income in comparison to other dash mining pools. On the contrary, it has a limited payout of 0.005 Dash and a pool fee of 2%. Having decided to mine Dash you require the specific mining hardware and rig. This hardware is designed especially for the best mining results. The hash power of ASIC miners is from 8 to 16TH/s hashing power and their price growth with capacity starting from $1000. To calculate all incomes on WhatToMine, enter your video card and select from the list of popular GPUs. Specify the GPU number so that the calculator will show the hash rate.</p>
<div style='border: black dotted 1px;padding: 10px;'>
<h3>4 Best Cloud Mining Platforms in 2022 &#8211; Analytics Insight</h3>
<p>4 Best Cloud Mining Platforms in 2022.</p>
<p>Posted: Thu, 19 May 2022 07:00:00 GMT [<a href='https://www.analyticsinsight.net/4-best-cloud-mining-platforms-in-2022/' rel="nofollow">source</a>]</p>
</div>
<p>The currency was launched in January 2014 as &#8220;Xcoin&#8221; by Evan Duffield, as a fork of the Bitcoin protocol. It is an altcoin and in its early days it was subject to pump and dump speculation. It was rebranded as Darkcoin, which received press for being used in dark net markets. In March 2015, it rebranded again with the name Dash as a portmanteau of &#8216;digital cash&#8217;. As of August 2016, Dash is no longer used in any major dark net markets worth noting. Bitcoin calculator and estimate the value of the exact amount of Bitcoins and other cryptocurrencies.</p>
<h2 id="toc-1">Texas BTC Miners Power Back After Grid Strain Suspension</h2>
<p>Vacationers in Krypto can make conversions at the current exchange rate. The currency calculator provides an ideal tool for investors investing in international stock exchanges with different currencies. To find the exact profitability for Antminer D3, please enter 19.3 GH/s below and 1350w for power consumption. Also enter your power cost KW/h to properly calculate exact profitability at this time. But it has 10 times extra miners than the earlier two swimming pools. CryptoGround.com is an unbiased publishing home that provides Cryptocurrency &#038; Blockchain Technology News. It is a News Media Platform which serves its audience with correct News and Analytical Articles. Our group is dedicated to offering unbiased News &#038; Reports related to various Cryptocurrencies, Decentralized Apps, Initial Coin Offerings and Blockchain expertise. Generally, the necessities in Dash mining are connected to your choice of hardware and the following steps that it leads to.</p>
<p>This also helps us keep your account safe, fight fraud, and more. The process is called verification and is something everyone must go through before buying cryptocurrency anywhere. After submitting your details for verification, we’ll then quickly go over it and make sure everything looks good. Join StormGain — the most complete platform to invest in crypto. Buy, store, trade, exchange, learn and earn crypto with a single tap. Even though Antminer D3 mines the X11 algorithm, you can still use it to mine BTC.</p>
<p>However, compared to its predecessor, it has a limited number of supported coins. There are Bitcoin , Ethereum , Ethereum Classic , Monero , Zcash , Dash , Litecoin . Are you interested in buying Dash or other cryptocurrencies such as Bitcoin? CoinMarketCap has a simple, step-by-step guide to teach you all about crypto and how to buy your first coins. Approximately 45% of new DASH is awarded to miners, 45% to masternodes and 10% to fund future proposals. In August 2020, a proposal was approved that will, once in effect, change the ratio of coins awarded to miners and masternodes from 50/50 to 40/60, respectively. Dash is marketed to both individual users and institutions, including merchants, financial services, traders and those who need to send international remittances. Have a look at your pool dashboard – you will find a list of URLs, ending in port numbers like 6099, 25 and 443. It can sound difficult to get a Dash mining rig set up, but in truth it’s not hard at all – it is very simple to do. Below we list all the essential steps you need to take to get your rig ready and up and running to mine.<br />
On Friday, April 02, 2021, it would take a miner 119.2 days to mine a single Dash coin. This figure doesn’t account for mining difficulty fluctuations as well as block reward increases and decreases. The fixed supply of Dash and the block reward deductions increase the mining difficulty as more miners join the network. This increases the scarcity of this digital currency, which is vital to Dash investors. ViaBTC even presents sprint cloud mining for individuals who don’t wanna deploy their very own hardware. Dash mining is still worthwhile, however you’ll need to have entry to low-cost electricity so as to generate a profit. This information is used because the default inputs for the DASH mining calculator along with the default hashrate and wattage specs from one of the best Dash miner. Dash coin is an open supply peer-to-peer crypto enchancment, which strongly focuses on funds industry. Their coverage in the direction of cash sees it as quick, portable, inexpensive and divisible, thus can be spent securely both on-line and in person. The move can help reach the goal of 23.3 EH/s of computing power for mining in 2023.</p>
<p>Finally, there is a drawback in  not owning the mining equipment yourself. The pros of mining in the cloud include the fact that there’s no heat or noise to deal with and you don’t have to worry about your power bill. You don’t own the hardware so won’t suffer the losses when your hardware becomes obsolete. Furthermore, the cloud mining provider will do all the configuration for you – you don’t need to set anything up. You need to register with a Dash mining pool of choice and then log in so you can add your wallet address so rewards can be distributed. Look for the Setting page which should give you all the necessary options.</p>
<h2 id="toc-3">Before you start mining, consider STAKING with Crypto com, you could earn more!</h2>
<p>The company supports the development of blockchain technologies and advocates the use of renewable power sources to create a sustainable blockchain infrastructure. For instance it&#8217;s difficult to purchase a graphic card to the PC because averyone want to mine cryptocurrency. You need not worry about the electricity <a href="https://www.beaxy.com/market/btc/">https://www.beaxy.com/market/btc/</a> bill, hardware updates, cooling. The following ASIC miners are either no longer easily available or obsolete due to the increase in difficulty on the network. This guide will cover the process of downloading and configuring the mining software, followed by some suggestions for optimizations.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">J&#8217;aime une vidéo <a href="https://twitter.com/YouTube?ref_src=twsrc%5Etfw">@YouTube</a> de @ryanblue7s &#8211; Genesis Mining Update Day 80 25$ a Day! Earning Dash &amp; Bitcoin! Review and ROI Calculator!</p>
<p>&mdash; seb leb (@seb_invest) <a href="https://twitter.com/seb_invest/status/847398091766419460?ref_src=twsrc%5Etfw">March 30, 2017</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Typically in crypto, network issue tends to extend over time, that means a miner will generate less crypto with the same hardware. Accounting for this altering problem is crucial to generate long term profitability predictions. Returns might be primarily based on the present trade price of Dash. We’ve compiled an inventory of measures and tips, primarily based on our personal experience. Turning to cryptocurrencies, the most important factor is the safety of a coin. In that regard, selecting up Dash, you will make the right choice as this crypto coin makes use of the Proof-of-Work consensus mechanism and the X11 algorithm.</p>
<p>If none were ever allocated, only 17,742,696 DASH would ever be emitted. To start mining the digital currency, you should download a Dash wallet. Don’t use a cryptocurrency exchange’s wallet for this purpose. Get a more secure one and then download some mining software. If you are using NVIDIA cards, download the KlausT CCMiner Client. You can opt for the Nicehash SGMiner client if you have an AMD card. You have currently selected the base currency Bitcoin and the target currency Dash with an amount of 1 Bitcoin. In the menu, you can select the desired exchange rates of about 160 international currencies from the two lists. Additionally, the currency calculator allows you to calculate historical exchange rates in addition to the current rate. The results are displayed in a table with the closing rate of the previous day, the opening rate as well as the lowest and highest rates of the respective date.<br />
Dash was developed with a strong focus on the payments industry, but Dash is nonetheless an open-source, P2P cryptocurrency just like Bitcoin. It can be spent securely both offline and online thanks to the fact that it is a money-centric cryptocurrency – in other words it is portable, easy to acquire and easy to divide into smaller units. On top of all these achievements there is also the fact that the transaction fees for Dash is relatively low. You need to store your earned coins somewhere, so you need a Dash wallet.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAUDBAoKCgoKCgoNCgoKCAgICAgICggICAgICAgICAgICAgIChANCAgOCggIDRUNDhERExMTCA0WGBYSGBASExIBBQUFCAcIDwkJDxIQEhUVEhUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFf/AABEIAWgB4AMBIgACEQEDEQH/xAAdAAABAwUBAAAAAAAAAAAAAAAABAUGAQIDBwgJ/8QAWRAAAQMCAQUICQ4LBwMFAQAAAQACAwQRBQYSEyExBwhBUWFxkbEUIjJScoGj0tM1QlNUYnSSk6Gys7TB0RUWIyQzNENzlKLwCRdEZHWCgxglwmN2hMPhpP/EABwBAAEFAQEBAAAAAAAAAAAAAAACAwQFBgEHCP/EAEIRAAEDAgQBCAYHBwQDAQAAAAEAAgMEEQUSITFBBhNRYYGRscEiUnGSodEUFTJCU3KCJDNissLh8BYjNEMHg/Gi/9oADAMBAAIRAxEAPwDjJCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCVSUdiQXt1Ej9pwG3eK3sb3beiTzE6YX9CTmCToS2lw58hzY/yju9jZM93wWxkpZJkzVtFzBKBxmnqgOkwrogkIuGkpDp42mxICZkLOacbM9txqItJcHiIzEdjjv29EnmJvIU5mCwIWfQDv29EnmI0A79vRJ5iMhRdYELP2OO/b0SeYqaAd+3ok8xGUousKFm0I79vRJ5iNAO/b0SeYuWKLrChZtAO/b0SeYjQDv29EnmIsUXWFCzaAd+3ok8xGgHft6JPMRYousKFm0A79vRJ5iNAO/b0SeYixRdYULNoB37eiTzEaAd+3ok8xFii6woWbQDv29EnmI0I79vRJ5iLFF1hQs2gHft6JPMRoB37eiTzEWKLrChZtAO/b0SeYjQjv29EnmIsUXWFCzaEd+3ok8xGhHft6JPMRZF1hQs2hHft6JPMRoR37eiTzEWRdYULNoR37eiTzEaEd+3ok8xFii6woWbQjv29EnmI0I79vRJ5iLFF1hQs2hHft6JPMRoR37eiTzEWKLrChZtCO/b0SeYjQjv29EnmIsi6woWbQDv29EnmI0A79vRJ5iLFF1hQs2gHft6JPMRoB37eiTzEWKLrChZtAO/b0SeYq9jjv29EnmIsUXWBCz9jjv29EnmI7HHft6JPMRlK6sCFn7HHft6JPMR2OO/b0SeYjKULAhKOxvdt6JPMR2N7tvlPMXchQk6Eo7G923ok8xV7F923ok8xGUoSZCU9i+7b0SeYjsX3bfKeYjKV2xSZCVCj923ynmK4UB79vlPMXebd0LuU9BSNCW/g89+zynmI/B579vlPMRzbuhd5t3QUiQl34OPfs8r6NVZhhJA0jNZAH6Th1exo5t3Qjm3dBVaru3eG/5xWydzzc20zWVFYCGus6KmBLS5p2OnI1tadoYLHjI2Jl3MsAFXXEvF4qdxmkadj355ELDyZwLiOERkcK6Jw2lW4wrDWSDnpRccBwPWV5/wAquUL6QcxCbOIu48QDsB18b9FrJBheCsiYGRxtjYNjI2hjeho2pa7DluLckoMM0Ezq405eZg2JtS6MOEbWNOc1rjcAueR/sU37Dye4qL4cHnKVUY6IJDGI3kDS4GnYsrSYHJWxNqDURNza2c70t+K5DyqyPpqtpE0QLrWbK2zZmcrZAL+I3HItD5d5JS4fIATnwvJ0M4FrkazHIPWSgeIjWOED01xLc6wmrjvHE1gcDmT0b7WOy7c0mN/MQVzDuvZD6N9Th9RZwt2koba4c0PgqGA7HC4NtdiHNuVCc6lxcOEbckoF9dL9Rtv26jvWhpnV2BOYZ3CSFxtcEkC/Rfbp00PtsuRELNWUzopHxPFnxvfG8cTmOLXeK4WJZEi269GaQRcKhVhKq4q1NkoVUKiElCqhUQuIVUIAWeOjeRcNNuZONicdguEgLAhVewg2IsrUktIXVVCohJQqouqIQhVQqIQhVQqIQhVQqIQhCor2sJ2AlK6fCZX7GldshIUJ+hyXmPAehKmZIS8RSgxx4JBlYNyFF0KUPyRlHAflSSfJqVvAehBY4cECVh2ITEhLZ8Mkbtakj2EbQkJatVQqICEK5CohCFVCoqhdCEBXq0K5dXQhCAiyEpCqiyEoBCm24TkpHi2OYbh8wcYKiqtUCMljzTxRyTzAPGthLIyLjZddTYtvccn/AMZaHDYaeYUv4GrsSxCLsqdxcW1ENNR2kc7Pj7d8p1HXmDlvqz+z9wbT5RuqLXbR4bUyg8Uk7o6ZvjzZZV1jkF+c5U5RVW1tHSYNg0R4nCKbEKloPI6piukOOq4Vw3vj8iqPD8opsKwmNwjb2DCyKSV0x7Lqoonlgkk12Jlj1EmxvwLp7JPea4MynjFfU1dRVFjTO+CaOnpxIQM5kMeic7MBvYucSeTYuY8s8Z7Ny1lqAbh+VEDGHb+Tgr4qePxZkTV6cIdcALpNlzwd57k131d/Fs9Auct83uDx5PVVC6lnkmoK+bQM7IzDUU0zXMzo3Pja1sjSx+c12aD2pB4z1rvZt0etxtmLurREDQ4xPQU/Y7HR3gjF2mTOe7Ok5RbmWv8A+0C/VsC/1sfQrgJBQ1xunpu8/wAmwLZ1ceU1cdzym0Frrh7dBwdlFiWIUcRc6KlxCspYnSEGQxwTyRRl5AAL81ouQBr4AvWZeVm7V6u4z/rOJfW5U7CSU9Tkkrc+9J3DsKygoKuqxB1Rnw13Y0baaZkLAwQRS3cDG4lxMh4eALdY3omTfHW/xTPQJk/s7fUfEP8AVz9UplsTd43QqzCqzJ+ClEZZieKtoqvTMc9whL6dt4iHDMfaV2s34El5dmsEPc7OQCtc5db0HCjSTOw6epiq2RPfB2RLHPBK9jS5sUrdE1zQ4i2cDqvex2LiaBhDwCLEPAI4iHAEdK9c6juXeC7qK8l6gfnD/fDvpSnqcl17p6mcXg3Wx9wmAaOqfwurCwnkjY1zR0yO6V03uWZAOxCJ8zptDEx+ibZmkfI8Na51ruAa0BzNeu9zssuWdwvEAHVcBOsSioaOMG8bz4i2P4S6BycylqoWCOGpljZcu0cb3Nbc7Tmt4St5G2WShaIHBp6Tw1N+1eIY46nhxV76xjns09EG1/RFuI0HtW4WbkjB/i3fEt9IoNlhg7KSodAyTS5jWF7iA2z3tzs2wJ2NLelP0WG5Qka+yP4mL02pIWZC4nI/toCC4kullmhOs6y55Ehc48wJVZSzOjeXT1DHC2wIVbjNFHURhlDh80bri7i1506BuNek7WUl3BnP/PBc6MGnIbrzRI7TBxbylrW35mqBb45zXYjYbW0kDXeFeV/zXtW6MlMIjwujfpZBqzqipmOpgIaAQ2+vNDWgDhJvq12XNG6BjZq6qoqCLaWQua07WxtAjiaeURsYPEjB/wBoxGSdn2QLX6ToPIlX+JRuoMFp6GX94Tci97C7j8Lgd9lytupwBuJVVtWc6J/jfDG53y3PjUVcn7dArxPX1UjTdpmzGnjbC1sII5DmX8aj5Kztc5pneW7ZneJXpFA1zKWJrtwxt/bYKhVEIUFS0IQhCEK5oQxhOoKcZC5GSVD2lzdVxtCm0tK6UpmaZsYuUkyKyTkqnt7U2uPHrW5pNz2OGnziBfN18mpSbJvBoaKMEgAgaybKF7pe6KGtdHGeRXnMMiaqQVUlRJ6Gy09l1SMjlIbxkalGUuxaudM8vdwlIVnqlwLtFexghuqEIQoqcQhCEIQhCEIQhCd8BwOSdwsDZdAubBcc4NFym2ngc82aLqVYDkbJLYuC2DkpkS2MAubxKe0dJBCACBfiCsoMPc7Vyo6rGGtOWLUqAYHufAWJapZQ5IxsGsBP8lcLWaLeL5U11VY6/jVgynjZwVcZKmbUmysOEwt4lkZRwW2BNda5ztd+PkSWmldcXOq/KnbAbNShTgi5en9+Fw8nGkcuBxu2DVsVwdY7eDlS3CGEm1+ZdLQfuppoa3XOmKvyKa4XACiOMZC2v2vyLdLH2AHAB8qSVoFrkbU26hZINrJ6KuljOhuFzbi+Sb2XICjlTRvYe2HjXS9ZgzJdg169ShOVuSVge1VTU4fJGdNVdU2Jxy6O0K0shO2MYQ6Nx1cKanCygkW3VkRxVFVUQgLiuBVQrQrguhCqE6ZP4fppA3lTWnXJrENDK1x2XCk04GfVceTl0Ww3bnTnw5zW8F1D8HwYRYjSRzwyTw9m0+ngp2GWongbM100UMQ1ySOjDwG8PGF0PueZSQTwhhtcgDn1JVDB+DcRp8VggbUPpnSSNheSxrjJE+K+c0EtIDyQdesK5lpGvYS0KpixAskyyLpTcWrcJqY56jDcIfhea9tPL2RhrMKmmAaJBmtaLyxC417Lp9yexmkdS1VfDSSwNMtXLUsdSmCrqpKQvifNoR287niGzCdbxmW1EJjyV3Q5Jsn5MbqqdtOY6WuqzTNkc9ujpNNmflHNB7fRcWrOSLdB3UpMMyaZjstK0zvpMPm7B0jgwT1xh/IabMvZgldrzfWbAs25pBsemytwb6hc07umWGDVmIZPw4dg8uG1Ix2kqqmarw1mFzTROqYmNa0jtp2mQucSdV2jaSV3MvN3Lrdcmymx/A6mWmZSCmrMPp44YpHTA5+IRyPkc9zW6zdosB61ekSHi1kpy5v3jA/J5R/+5arqSL+0A/VsC/1sfRJdvGv0eUX/ALkqupId/wDj82wL/Wx9Ej7yG7rp1eVu7T6u4z/rOJfW5V6pLyu3aPV3Gf8AWcS+typyDcp+mGpXWv8AZ3+pGIf6sfqlMnffa+qWR/8A7gZ9LRJp/s8PUjEP9WP1SmTvvs/VLI//AF9v0tGun95/nQu/93+dC6AqO5d4LuoryanH5d3vh30pXrLP3LvBd1FeTk4/Lu98O+lKcpOKfoBcO7EjwHGH0dW2dmvNkeHs2CSJziHsPKRrHEQDwLpPI/KCKQQ1EZEsZcyQC9s7NcC6J/eO1FpHAuWaodu7w3fOKdMl8paihfnQP7UkGSF/bRSW75u0O90LHxalqqCv+j3Y/Vp36R1hYLHsCFe0PYQHt2vsRvY+Xx6vQSLdwlP+Dj+Of5ivk3a5raqSMHjMryOjNC5JwTdYpnACZkkDrayBpovE5nbfyp2k3TsPA1Tk8ghnv/MwBSm4fhThcZe1xHwJWYll5SNdlvIfYxpHeG2W5ct8vquuGbNIGxA3FPCCyK42OcLkyOGruibcFlpLdXyxbSwujjd+czNLYwCLwsNwZ3d7whvGeYqM5T7rBcC2kiLSQRpp827eVkLSQTyuPiWra6qfK90kji97znPe83c48p5rc1kxW4rBTxGGkHaNAOm3SetWGE8mamWcVOIEk72JuT0X6B1dlgsKtKqrSsc5egqiEISEpCyQRFxAAuSslHTOkcA0Xutq7nuQxcQ+QcR1qxoqB8xvwUSqrGQNu5N259kM6ZzXPbq1HWFu2ipoKKLgFht1bUnnqYaKLgFhyLTm6Bl0+UljHatY1LRuaylZ1rOtdLXP6Gp63SN0Em8cZ4xqK1DW1bpHFzjcnjWKeYuJJNyViWbq64yGw2Wjp6VsTbBVJVEIVcTdSkIQhcQhCEIQhCE9ZL4M6okGrVdKa0k2CS94YLlKMlMnX1DgSNV/6ut5ZIZLMiaCW7ANepVyMycbEwEiwAuTzJwxrF8ztWbNivaSiDRmcsnV1z6p/Nx7K7HKoMGbHwcITBTSSPdfXZVjnzzr2H+tSeMNhFrcasubc7QJpzoqVt9ys2HnVd3MrcQi13A1fJ/+rOY83Vt4kT6wn2wAKrkrnvdcbJqazaDwrA0AGyWvg1qraROiMFIdORxWGaQav/1KqGpsDrssfY6vbTJwQcVEfUi1iSltLUk8KdJ3ggC3BrTLDTW1pbEXX1pXMJo1mV1wUrw+iznEjxcSU12FB7S1wuUow8AC/DwhOtM0GwK5zNt9k0/FC43BsVpzLHIu9yG/ItQZQ4G6Jx1LsmvwsOaQQDfYtU7oGSIOdZqosQw4H02LY4Byi5w8zKuantsrVI8pMGdE4iyjrhZZwgg2K2ckeXXgUBXBWhXBdCaVUBCE4CuhSDJbKGSme0hxsCPEugsicr46qMNcRe1tfCuXgU9ZNY4+me0g6gQriircpyuUCtoWzC43Xo/uj4KRkuMOjFjVQUOH2Gr9cnhbMPG18vSta/2hOIinwPD6FmoT4hH2v/o0VO825g6SJRXJzdxrcQjgZNOwmGWKaPNihZ+Vh/RucA3trcR1Jp3d6qsxuOI1UolFOJNA1sccYZpc3PPaAZxOY3bxJDcJkeA4kbuJt17cFHGJxxyc24EbAXXN2Q1SyLEaCWQ5scWI0MsjjsbHHUxPe48gAJ8S9cWuBFwbg2II1gg6wRbaF5DY1hb4HlrhwngWyMkN8XlLh9PHSwYhnwxNDIW1UFPUvjY0ANY2WVheWACwDibKtqadzHWKuQRILtXoXuf5B0GECpFBEYhWVT62pzpJZc+ok7p40rjmD3IsFoTf/VbNHgMOcNI7FnTBlxnaNjY2Ofbvc6RovyrRI31eVXtyH+CpNX8i1rllltiGKVQra+qfUVDc3RvfmtbE1js5rIomAMiYDrs0DXrTLIje5TscRvcr1iWsMe3Csmp5J6qowuN8sr5amplMtU0vkeXSSyENmABJLjqttXHjN9PlT7chPKaKkueU2jtdYsS3zWU08UsL6yIMlifC8spKVj8yRpY7NeGXa6xOsawuCJyU2nfwK6G3g5jOHYsYRmxHHJjC25ObEaeDRtudZs2wueJbsyxyIocSlopqyIySYfUironCSSMRTgsOcQwgSC8bNTrjUvOvcv3X8XwOGWDDp2RRTSieRkkEE95cxsecHSNJb2rWi17alMhvocp/bcP8HS+YnXQPLrhPvpJHPLm2Xf2JTtjilke4NYyKSR7nGwaxjC5ziTsAAJXlEXh0xcNjpi4czpLjrWxMtN3bKDE6d9LU11qeQFs0VPDBTCVh2skfEwOcw8Lb2PCtdUre2b4TesKRTQll7qXSUro2m/FMNV3bvDf84rGGrNU907w3/OKxXVmWrNsVWhUe9Uc5YnFRpHKRnsLBUe5WoKFBekXVFSyuVCmSEK1LcLw58rgGjhSrAcEfO4ADVzLdeRGRrYmh7xy61c4bhLpnXcNFX1+JMp29aasgciA0B7xxHWptjGMRUcZAsCBsSLKnKSOlYWtIBA4wtIZV5TPqHHttV+NaSomioo7DdUFPTTVz88mycMt8sHzuIDtWxQl7iTcqjnXVFiausdM652WsggbE3K1CEIUK6eQhF0XQhCEIQhCEIQhKMPpjI8NHCRdb23OMmQxjTbXYa+JQPcvwHPeHuHEdi3ZpxTwkDUeBW+H01zmKzOMVhc7mWdquxarDLRtPBY26lHJ4c5x4v61IFVpHbbm/Rxp5ZSbLcWs8QV9Gy5VdI5tKyw3KRUNE0+L+ulOMTbahwK1jbahsV7ApQA4Kjklc43KzDWqOCywx3WXRaksBRjLZI2Ra0qjh5FRrEspoutPc3ZRJKq4STsVXtpU6in1LJT01062zVWSVRc0kJtjpkpjp06toVeylThsq41l+KbGQkFOuHutt2odBZZIYUhxBRz1xdOML7/Yk+L4cHssRfVtKzUjLbdvAlLzcWUKVqu8MqQSLbrQm6Pkx3RDeNaOxuhLHHVsK7KypwgSMJI12XO26LgJY5xA4eJZXEqbK7M1e14DVirg5t24WqkBZquLNcsCqk+9pabFXhVVoVyUElCqCqISwUoJ5yexp9O8EHVdb3yIytZUMDXnXa2tc4p0wHF3wPBBNr61cYfiJjcGuVZiGHtqG6breeXeSjJ2l7Br26lo/G8KfA8gjhOtbuyIysZOwNeddra1dlrksydhewa7X1LQVNFHVR5m7qmoMQkpJOam2XP7VkanHHMIfA4gjVdNoWQngdC7K5beCRr2gtWVqyNWNpV4TYUtizRlZ2lJ2LMxPsKmRlZmJTSjtm+G35wSVqU0h7Zvht+cE80qUDomCq7p3hv8AnFYCs9T3TvDf84rAVLeViG7K0q0q4q0qE9LCtVFVVjjJNgoxYXGwSrq0C6kuSuTMlQ4drq1J1yJyMfO4EtO0cC3ngGT0VJGHOABAV/h2EZiHPVHiWLtgGVmpTNk/g0dPCyMMbnNBznZrc4kuJ1utfVe3iTu0E6rm3Fc26FS9yTxknpKX08a2zWtjaAOheT1VW9zy8k6kndNz8Fhf3cMb/Dijd85qsGTFJ7Vg+Ih8xSKKJZhEmHhh3APYFBOJTN0D3DtKjH4sUntWD4iHzEfivSe1YPiIPMUn0SNEkc3H6re4I+taj13e8VGPxXpPasHxEHmI/Fek9qwfEQeYpPolXRI5uP1W9wXPrWo9d3vH5qLfivSe1YPiIPMVrslqQ/4WD4iHzFK9EjQoyR+q3uCPrWo9d3vFQmfIegdto4f9sTGfKwBM1duW4c++bC6Mm+uKWXVzCRzh8i2foFY6mTT6Smf9qNh/SPkpMOP1cZ9GV4/UfmtF4vuPbTT1JBsbMqWXBPBeWLZ8AqGYhkPW0726WEmPO1zRHSRW43Futg8IBdQS0iRz0qrZ+TtJLqy7D1G47j5ELRUXLarZpJZ46xY948wVE9zzCBHE3VwAlZMqZ845rdWuyfoyYw4NAsRstax5LbFH6qIl/EeG/wBiiuw99NYHUdPBXeHV0VU90nHe3FJcLpyLaudSiC7RylY8LpxfWNlkumjF9ScGiZqZOcdqsAjWZsGuyq0LIHWS2C6rJnKT5B5LurqhkDSG5wcc5181oY0uN7c1vGtk/wBzEns8fRJ9ySb3Klzp5pD+zgzfHK9tvkY5byCocTxCaCfIw2sBwG6u8BwSnrqYzTgm7nAWcRoNOHXdaU/uUk9ni+DJ9yzRbjUo/bxfBk+5blQoJxurP3h3D5K2/wBG4b6rvfd81pPHNzGWCCSUyscI25xa0PziLi9ri2q9/EoXDhZBXS2LU+khlj258T2W5S0gLTETWFW+G4hJM12c3IPisBytwiHC5oxTghr2nQknUHXU9RCjzaDUqdi8ilJpmlJp6OysxUlYoNuVGp6RZsPoCTs27OXkA405Sw2IC2TuaZPtZGKl4u936EH1jNYzx7p3HxW4yo9XXiGPMezrV5g2Ey4hOKdmnEnoaOPkB0qJ4dkBUygEtEYOwzOLT8FoLh4wE6t3M5OGWP8An81bOshZx+MVDuIHZ816lS8iqCAa53HpLrfAWWtJtzV7hYyx7LbH/corj24A2pBzpoxf3Lz9i3qhRn18zxYn4BXtLhUNMc0WYfqK5SxLeiNkNxVxDnZJ9iRf9HX+di+BKuukJjnndXcnpaJsjsznPv8AmK4B3dd7hJgtE2sE8czDO2AsjZI1zC+OWQPcXas38kRzuC5tkbYkcRsvU3fGYX2TgVey1yyNk7eTRSNc8/Az15e43FmTPHuinQczc3Wm6cmOd0NyRlBFzfe4PgkkbbkDlXR+4Jvd343RvrOyI4WsqHU+jkbI57i2KKUvBbqDbSgf7Suc6bum+EF6M7yf1Df7/f8AVqVd2aXexdqiXSxxagOzXsbbC615/wBHn+ci+LlVP+jz/ORfAlXXCE39Id1dwR9XR+s/3j81yrhu9QlhN2V0QPgTWURyloThtZNQTvbI6FzGmRlwx2fEyUEB2vY8DnBXbC4K34GIugx6qcD6+nv/AAsCusJxORklnHS3mFVYjhbLsDb3c62pJ4E8fYsOUeSTKnW0DX9qnWAb0x00EMxq4m6aGKYMLJSWCVgeGk8JGdbxKC7leVDZnMY469QXdWTH6pTe9YPomqdygnblY5ltb3TWFMm559PKXANAIsSOK5gG9D/zkXwJVcN6N/nIvgSrq5CzH0l/V3BX4pQPvP8AeK5HxrenOZDI9tZDeON8liyXtsxpda/Bey5Sxik0UhZxL1Zxz9Xn/cTfRuXlvl7+tP5ypNPIXgk9Sn4dI5k4juSC0nU32TM0pRS903w2/OCSNKUUh7ZvhN6wpIK0wOiZKrun+G75xWErPVd27w3/ADisBUx4WLGysKoVc5KsNoHzODWi9ymBE57rBKzAC5Semp3PIDRclbP3PMgHyua5zeI6wpBuZ7nBcWuc3iJJW4pmwUEXACByXV1SULY9TqVnMSxa3+3FumuhwuChiubAgcigOP5Waerhp2HU+ZoIHeN7d/8AK0ph3TMvy8ua13GAAVFtyPOqMR0jteiglkueBzy2IeO0juhWDqprZGQt3JAVcMPMdPJUzbhriPbbT4rdUZ1pyp3JrWaKay0Dm3XnMjMwT3E9Zs9NEdUsoqkwYyoDoCnLPVc9NnZaOylzmyk8wU556rnJs7K5VUVXKuc2VwwFOgcr2lNbapZ46hJLCkOhKcGq4MSWOZKYnpsghRnNIQ6JJ5oEvah7FwOsktlIUeqqZM9ZTaweEbD1g8iltRCmethUgWe3K7ZXFFWOjcHNNisVBHnMzhw7fckbQeUWWVzEkw6bMkzD3MmrmkAu0+MAjxBOxiWenjMUhYf8C9BgeKiEPHHxSeKHUiWA3TpTwf18pSunoruGrh/r5URyWN1CqYSGlbj3vNBmUs8hGt8zI/FEzO65StnqM7mNHoqCEcLs+Q/7nut/KGqTLF4hLztQ93X4aLe4BTcxQRM/hv73pHxQhCFDVwhaHxtpiqZo9gZNI0eDnHN+Sy3wtQbpVHm1klvXiOTpaGn5WlW+DyZZHN6R4f8A1YTl5S85TxSeq+3Y4HzASSgkvblSuUakhoGWsnCTZzq8Ll5W6Gz7BNMsd3W4Vu2ihDGMYNjGMYOZrQB1LTro+2B5Qtzt2KlxZ1wzt8l6byGhDXTO42YP5lVCEKmXoSEIQhCEIui6EJvyloBUUtTTkXE1NPDb97E5n2ryg3QaXR1Ug90etet915i76DChTYzWxAWDKycAcTHSOcz+VzelSIj6JHsVfMMtVG7pDmn4Eea1XTd03wh1r0a3k/qI/wB/yfVqVectN3TfCC9Gt5R6hv8Afz/q1Kln92ezxXKj/lQ/r/lW9EIQoisULz637vq3V+FT/VYF6Crz737g/wC91fhU/wBVgUmn+97PMKFU/vofz/0uWp9zLEXR1cdjqzh1r1HyNdehozx0VKemBhXlXkN+tR+EOteqOQ/qfQ+8KT6vGnqmVzomg8CUt7AK0keoPFPCEIUBSkjxz9Xn97zfRuXltl7+tP5yvUnG/wBBP+4m+jcvLfL4fnb+c9anUn2T7Qu0f/Mb+V3iExhZ6Tum+G3rCThKKTum+G3rClrUDYpnq+7d4bvnFYClFSLvd4bvnFSDJTJaSpeO1NiRwFWzYTIdFiS8MFymrAsEkqHANBsTtW/tzDc1tmue3VqJJCk25pubtia1722AsdYUnywylgooixhAIFtXAp0UQb6LVnq6vfKebiVmN4nBQRZrbAgcnAud90vL50rnNa7j5ki3Rsunzvc1rtpPCtaTylxJJTVZWtgGVupUrDcJDPTfqVWqqHPJJN7q+hrpYSTDK+IuADjC98ZcBrAJYRcXSdCyz5XOdmJ1V+WgixGicTlDW+3Kj+In89U/GGt9uVH8RP56bSqJszSese8pAp4vVb3BOf4xVvtyo/iJ/PR+Mdb7cqP4ifz01oXOfk9Z3eUr6NF6je4J1/GOt9uVH8RN56PxkrvblR/ETeempCOfk9Z3eVz6NF6je4J1/GSu9uVH8RN5yuGU9d7cqPj5vOTQhc+kS+s7vKPo0PqN7gpDT5b4kzZWSnw3CT6QFPmF7q+JR2z3Rzi+vSxhjiL6wHQFtjbhsfGoEhPR4hUs+zI4dpUaXCqOUWfEw/pHjut+ZKbr1LMQypaaV51ZzjpICeC8gALP9wsONbQo6oOAIIIcAWuBBBB1ggjaCFxothbkOXL6OZlNM+9JK8NGeT+bSPOqRhOyIuPbN2a87gN9DhvKFznCOpsQfvbW9vC3XwWKx7kVEYzLR3BGpZvf8p3v1G9105BIlIKaKSVOULlqXtsvJJo8pVZmprrI07vSCqausOq7A6xUWxZhAJHdDt2+Ewhw+UDpUnoCJGseNjmNcP8AcLpkxBiV5FVH5BjT+zc+H4t7m/YoOKt9Jruoju28SvRuTcuaJ7DwIPfofAKT00H9eNL6NozgOZN4qg0f1xlLMjDp6yCPaHzxNPgl4zv5bqrA0Ljw1VjXvAZlG50HtOi6Swan0cEMfeQxs8bWAH5UrVAqrEE3N16LGwMaGjgAO5CEIXEtCgG6hS/lIX27qNzCfAdnD6QqfqK7pTPzdj+8lbfme1zevNUzD3ZZ293es5ysh5zDJbbgB3ukE/C6gtNHZZ3tTcyvF040swK0z2rxOF5DruWAsN78y3G3YtVSsG0LarVSYp93t8l6jyIdmMx/J/UqoQhVC3yj+XuIvp6bPjOa4yNbcbbFribX2dyFr6lyvqXA3md0qb7qA/NP+VvzHrT9MSL+NX+GQNfFcgHVZ3ESDMfSIsBpchW5Xbo1dA1xZO8WvaxWjsrd8LjMLiG1crdfAR9y2HlwQY3+Ncu7ow7bxlFdG1n2QB2LT0NDBPh+ZwN+m5up3LvlscI1V0w5QR9y1ZlnlPUYjPJU1MjpppHB0kshu95DQ0Enka1o8SYkKrzXUCKjjiNxftJPislN3TecL0Z3lHqG/wB/P+rUy85qbum+EOtejO8o9RH+/wB/1alXXfu3dniman/kw/r/AJSt6IQhQ1YIXn5v2vVur8Kn+qwL0DXn7v2vVqr8Kn+qwKTTfe9nmFDqP30P5/6XLTOQ4/Oo/CHWvVDIf1PofeFJ9XjXlhkN+tR+EOtep+Q/qfQ+8KT6vGlT/YHtT0w/az+QeKeEIQoieSXFW3hlHHDIOljl5v7r+TT46l7wNVyvSPED+Tk/dv8AmlcxZeZMx1bXOaATbkV/gjWvD2u6vNVVTX/RKyNx2IcD3hcalllmpB2zfCb1qaZc5Hvge4hptc8Ch0LCHtv37esJ6ppDCepbilqGTR5mqWZOZE6SXWLjPPWujtzvIOKCMSPAAABWsMlcYjjkvq7o9amOUW6AI4S1rrDN+xbKvwp8IGXQdK8ikqpZSGFP26HlrFSxuZGQLAjVZcuZfZZyVD3AO1XKw5e5WPqHu7bVcqN4bgNXU64aeSRvfhtoz/yPs35VR1FRzY5uIXPVqrujpI4G55CB1nTxTXM8k3KxlSobnuJn/C9M1ID0GZH93WKe1fL0nplRyUdS43Mbz+l3yU36zox/3R++35qKIUr/ALucU9qeXpPTI/u5xT2p5ej9MoxoKn8J/uu+SPrSj/Gj99vzUTKtUtO5zivtXy9J6ZU/u4xX2r5ek9MkHD6r8J/uu+S79aUf40fvt+aiSFLP7ucU9q+XpPTI/u5xT2r5ek9Mk/V1V+E/3XfJK+tKP8aP32/NRNCln93OKe1fL0npky4/gdRRvaypj0b3Nz2tz4pCWXLbnRPdbWDt4k3JSTxjM9jmjpLSB3kJ2Kup5XZY5GOPQHAnuBTahCFGKlIQhC4hCEKoC6BdC6j3LMWNTh9LK43fotFITtL4HOhLjynMDv8AcpzTOWpdwCQ/g4A+tqZwObtHdZK2rSlenUby+ljc7fKPBfPnKKnbFWysbsHut3pcklSlISeoTzd1QR7pixEbU3ZKT5omHFVTfK8u+1OWIKO4BJqqD/m5x0PLfsUfEtWs9p8FvuTJtnPUPFSOrxHbr/q6nu95pzNiEbjrETZZT4oyxv8ANI3oWnq2Y38f/wCLoHer0P6zMR3MUUQPLI4vcOf8m3pVXXkRUjz1W79FcxMM9bCz+MH3fS8lvcIQhYNeloQqOdb5B0mwVQhCEyZc02koqgcIj0g54nCT/wAU9rFVxB7HsOxzHMPM4EfalxPyPDuggqNWwCeB8R+81ze8ELneMOBKe8Ok1ApDNHmuLeEGx5LGx+UJXSLZON14CcuTVPDXrbjVpOWsAIHMFuxuzxKlxhtsnb5Ld/8Ajp1/pH/r/qVUIQqRemKLbpv6qP3zfmPWopRa/jW4N0lt6UfvW/MetQ4gLMJWlwh4EVusrB8o2v8ApJyng1a2y+qrRv5iuZsvJ8555yug902U5hsDruubcrc4yHUdp4FGxKW5sF6XhjOYwlocdTZMaFbrVQVU5lCWWm7pvOOtejO8o9Q3+/5Pq1KvOan7pvhDrXozvJ/UN/v+T6tSpea8buzxVdVf8qH9f8q3ohCFGU9C8/d+36tVfhQfVYF6BLz837fq3V+FB9VgUinNs3s8wodR++h/P/S5abyG/Wo/CHWvU/If1PofeFJ9XjXldkMfzqPwm9a9Uch/U+h94Un1eNKlN2D2p6X/AJZ/IPFPCEIUVPJJjBtBMf8A0JT5Ny5HyZy1bpzG86r21rrfG/0E/wC4m+jcvM7HsXfBWuLTqzvtV1hEzWZgeNlAnoBVzBh9V3iF1DlRk1FWRF7ACSODmXP+V2Qr4pbtbseDa3ulsvcoy9Dg1jnXGoEFbXmwKGrAe2xJsdVloxK0Cz9Qq6nq58MeWPvZcYU+KmNztexzrdJSHHseLmkZ3ypkrqrtneG75xVMAojVVMEHBJMxr+SMHOkI5mNcfEtNjuNNnAji4+KW2nYwc47YC57FPNzXIpkjW1lW0PD+2p6d4uzMOyWVp7u/A06raze4ttKGG9hsA1ADUAOAAcCxwsAsALAAAAbAALADkATjTMSKenZTss3fiekryvFsUlq5DI86cBwA6Pn0qkVMs7aZKYmrOGpReVQOnKQilR2KnDNRmpOcpvnym/sZUNMnHNVrmozldExTVJTJHNFZPMwTfVBOscVKhkJSBaB3Xq7S4jMOCFsdO3h7huc8fDe9b8nlDGuc42a1rnuPE1oLiegFcvYlUmaWWU7ZZZJTzyPLz1rMcrJ7RMiHEk9w/uvQ+RVPmmklPAAd5/t8UmQsscJKXRUOpY6CkfLsF6E+QN3TaAszKZx4Ep7GsU/4XTNI1qZTYdmdZ5sm3ykD0VGuxHcSU0tGeJSZ9G1VZRgKezD42OuNU5EHP+1otp7itNmYfH7uWof5V0f/ANa2VSqKZFUmipaePhbCzO8JwznfzOKltKFsY2ZImt6AF4DygmEtZK8bF7rey+nwSoJNUpQUkqiut3VDGNUz4gVFsl33ic72SeeTxPlc77U/Y9UZkcjz6yN7/gtLvsUewFmZTwt4dG0nnIuVDxI+kwdTj4f3W9wBuWF7uktHj/ZOGhziP6511Rvd8P0WHOfbXLUOI5WxsYwfzZ65fwwXkbzrsfczo9Fh1I21rwiQ88xMv/mFnMamIgDekj4LT4HFnrw71WuPabDwJUjQhCyi3iZ8qazRMhPfVtLGeUGUE/NTuFBN2Gu0bKUX19kGUDj0TRb5XhTqN1wDxgHpF1Klhywsf05vhZUtHW87iFRB6gi//QcVcgoQVFV0tIZU0+jrKhvFO9wHJIdI35HhJ3SBrbp43XIzHWZ4GqSGN9/dNvGfkY1QqSszhtW6pAJImO6gvnjFYJIqyaK2ge8D2XJHwsrjUl0oHuh1rpFuzxLmSj/SA8o6100zZ4gqnlDvH2+S3n/jxmXn/wD1/wBauQhCza9LSXFKFk7DG8aib6tRBHCD4z0qO1GQdM/a6TmuzzFLEJ2OeRgs0kKJPQwTnNI0ErXWKbj2HTi0hl8To/RqK4nvZMFluS+oaeMOgI6DCt3oQZ3ncpb6WN7Q0g2HC5+a4o3ZN6pJTQyVNBJ2VHG1z3xZmjqWMAuXBgJEwA2ltj7nauTsVonQvLHCxBXsOQvOPfgZIMocXqhEzNidIJo2gWa1k7Gy5rQNjWl7mgcTUXzg33CYYx1PK1rSS12ljrY76E6233WjaY9s3nC9G95P6hye/wCT6tSrzmp2HObzhejO8n9RJPf8n1alQ37DuzxRVC1VD+v+UreiEITSnoWgd2bcAfjVbNVaeKMSOYWteJS6zIo4+2zW2v2h+Rb+QlskLNlGqKVk+XMSLG4sba2I81ylgu9OfBI2TsqE5pvbNmHy5q6gwCjMFNTwuIJhp4YXFt80mKNrCW3127VLULrpS4WK5DSNjeXguJItqSdEIQhNqUkeN/q8/wC4m+jcvLnL39afzleo2N/oJ/3E30bl5dZffrT+c9alQfZPtCdoB+2D8p8QsOTeMPgeCDquF0Xubbodmsu7i4Vy61SDJ7FHRloBt2zesK5pKr7r1aYnhbKlm2qh1We2d4bvnFTLcXoc+tfKRqhgcQeJ8pEbf5dKobVd07w3dZU93Kcbo6SKczzNjkllaA0tkcdHEztT2rSLZ0knQrWiLefaXkADW502/usLjJk+hPEYLiRawBJ1Njt1XW2mnWl9PIoT+PmG+2m/Am8xXs3QMNH+Lb8CbzFpnV1Mf+xnvD5ry6TCat3/AFSe675LYMcqyiVa+bujYb7ab8CbzFd/eRhvtpvwJvMTRq6b8RnvD5qIcCrPwpPdd8lP9Mq6YKAf3kYb7bb8CbzEf3k4b7bb8Cb0aT9MpvxGe8PmufUNZ+DJ7rvkp9pla+ZQL+8nDfbTfgTejVDuj4b7bb8CbzF0VdN+Iz3h810YFWfhSe675KayzJvqJVFpt0DD7X7IzuRkVQ4/JGmmty7MnaUdO57jqE1SNHE33QjBzn8xzUs11O3Z4PU30j8LqZT4FVE6sLet3ojvNlfutY1oqY0zDeeqaWZo1lkF7SvPECO0F9uceIrVeHYITa4WwqfAXFzp6h5lmfYvkdwAbGtGxrANgFgFjn0UZ1WVJUUhq5eem0GwHQPmdz3LcYXK2lh5iH0je7ndJ6uobDv4qLDAbK5lDbVZSTsph2K0wtKkxQRsFo1bNdIDeRRibDb8CvhpS1PcpA1BFLGHGygtoczySVYyVgY3QJvpIC4p2ocNzpI2d/Ixnic4AnxC58SUQ0wbrTxkPDparOt2sLC6/Bnvuxg6M8/7VNjoBG4dZVVWYyRBI+9gGnv4fFbJw9ieacJvoY05xBWshXh9S+5V7im+sclspTXWvXIxqm4G3KiG6DUZtNIBtkMcIHHpZGtd/JnnxIomXY33LQPksm7LWbPnpYeAOfUv5AwaOMHkJe/4KuirLHV/XIVU1sgdOR0ADz816ThtK5lEwgbkny8lJ8lYC+ZrRrJcGgcpNgOkrtuigEbGRjYxjGDmY0NHUuRdw+g0+I0vCNOx55ojpXfIwrsBZXG3+k1vtP8AnctPybj9OaT8re65PiEIQhUa1a07u+1tp6WO/cxPf8ZJmj6I9C2hktUaSkpn8LqaBx5zE3OHTdaJ3wGID8JBt+4igj5tRk8X6Rbi3LarSYbSu4mOZ8CR7R8gCu61oFFD1eeqxWDX+uap/rXHuENCkyEIVItqoJuuUQdHHJ3oewnnzXDqctGT1Ia4jiJXQW6ww9gSOH7NzHeInM/8wuWq3EO2cL8K1WCOJj14Gy865T0odUOAGpDT5eSe4cRAdrXTmROLtq6SGVpudG1koHrZWANeCODXr5nBcfGcm3Otj7m2Vs1Ge0N2utnxuuWPtxjgcOMKbitAaiMZdxsoPJ2c4fMXEXa4WcBvpsezXvXSiFryLdThAGkgcDw6N7H/ADs1YJd2OiabGKa//D6RZY4bUj7h+C245R4ef+z4O+S2Uhayfu04eNrJR8T6RSbInLelxLP7HzgWNDnB4b3JNrgtceG3SEzJSyxi7mkKdBiVPNbI699tCL94UnQhCjqchcb79zDQ+uzrbYIfkbb7F2QuVN+Ay9WP3MXUU9A3M6ytcFpm1FZGx3T5FcjDCe2GrhC773nlNmYM8cdbIf8A+emH2LjB9N2w5wu396wy2EH30/6GBOSQujaVacrMKjgfE9o4nwK2yhCFFWWQhCR1GKU7CWvnjY4d018sbXDVfWHOuNRHSiy45wbubJYhIBjdL7Zh+Oi85Lo3hwBBBBALXAggg6wQRtFl2xC417TsQVVCELiUkeN/oJ/3E30bl5d5fD86fznrXqJjX6Cf9xL9G5eYGXzfzp/OetS4Psn2hSMOF6wflPiFHmBKaTum+G3rCxsalNIztm+E3rCfaFrww2Uequ7f4bvnFYXLLVntneG75xWAlXLiF561UKsIVzirLqK8hLQQrSFmZC48CeMKwQv7pM83nOiRJOyMXcUxNjJ4FmZSHhUvkwHNGoJBNR5qWKI8VEGINf8AZTOyl5Eoo6cZwvxpU6Iq6CHWn4qMXC46YkbqaZP4fGWjUNifaemY06govgUzwAApdg0Jc4XWyo4mNbssdX5g43Kbco61zWmw4FrSvxV4cbnhW9Mewxjojqtq2rTWP4TZ551SYznv6BV9ydEL4ySNUkosVKeKfEibBMbaDNSzDY7PF+NU0FVIxwaVopYmll1KaenDwk7n6JyesOkYG6xwbU3YjSB97HaryZ7mtDm7qsonNkzNk0CTzYsCFtDIDCzFA0uFny2leDtFx2jTyhu0cZKhWQuRpklbPMPyMbg5jD+2kGy49jB18pFtl1t+liVjh7pXt5yUW6PmsFytroI/2aA34uPC/BvmezrSqmYlYVkTVc8qUTcrzh5zFYahyZq+RL6uRQvdAxvsWlllB7cjRwDjmku1mrhtrceRhSy9sTC92wBJ7Fa4ZRvnlbGwXLiAO1N+FZtRPVSnWA7saE+5huHW5DIZD40iq2GN1iOHVypoyJxgMjZGPWgA8ZPHfhKmmjbO0X28BWRZLzt38SST2r1t0BpHc04eiAB3LcG9Uos+r0ltUdPK+/unFsQ8dpHdBXTK0tvW8J0UFTKRtMMTTzZ73dbFulZ/EpM0x6gArbAogynLh95zj8beAQhCFAVyuRN3jEM7FKkg7J8z4oNi/wDBb03u9bpMMsdsdRI3xOZG/rcVzxuhYfNUVUsrRcSTSSgjie9zuHnW797PnMgqYX7QYJAORwka42/2NWirmfs1ujL8lg8IqozWRkOF3mT43d5Lb6EIWdW8TRlnS6WiqmbSaaUtHumtL2/zNC44xmAiU24125I24IOwgg8x1Lk7KbCNHUSM7yR7PgOLfsWm5POBztPUVhOVzjFNFIOIc09hBHiVFKOncpThrM1o41ihpeHZZZHVObqG3j4FpXPFrLJ3kcbtV1VVEc/9bUxYvUtaC4nXzoxjEAwEk69q1xlVlKNYvt4FX1VU2NqvMEwV1XKCduKxZU48QSGk6+IroXeXzl7qkk3/ADYfSsXL1HC2Y3cdpXV+8/omxmpzfYGjyjVQ1UrzE6+xXp9TRwRwsbHu1wuuikIQqJNoXIm/QrMytt/6EPzV12uKt/O8jEP/AI8HzSn6c2JPUpNDUmCpjePWt8CtI0eIBzmg98F3dvYCPwTq9sv+ihXnXRznObzheg+9GlzsGJPBVvHkKf70/NIXR69SvOUWI8+2Np3ufBbiQhCgrNIXFG+9xGaLFKgRuzReE6uEmCLau11w/vxpLYtUX44fq8SehcRe3QnqSlhqKmNkwBFzv7CtTZIY/VdksBeSM4cPKvSPIw/mNF7ypT5CNebeRDQ6pj8JvWvSfJIWoqT3nTfQsS5X3YPan8VwuGjq7xAAFvD2pzQhCjKEkeN/oJ/3E30bl5fZev8AzqTnPWvUHG/1ef3vN9G5eWuXz/zp/OetSoPsn2hO0D8tYPynxCbo3pVSu7ZvhN6wmtj0ppJO2b4TesKU1y1wm9FMlUe2d4b/AJxWBLn0r3PdYevd84p5yfwIud23IrTIXbLz58rY23KYIaF7uBONLhXItoYfk7HmXcALLDUUMTdQapEeHudqVn5ccu4taCoI2jATph1WxieZsPa7g8SW5P5MxzF+fdoaAQW21kk8Y5CpcVA/MA1RZ8QjyF0l7JhrMXDtVrJrlnaVsKoyBgd+1kHNo/MSdu5jB7PN5H0afdh9Vf7I7wo8WNUDG/aI7CoJSQh7gCdpUto8mw4ABPNLucRMNxNLq49F9jFI6TA9GLB7jykNv8gTsWHSj7QHeExPygpr+g49xURoMELHEWuBwpeWFmzVbbfapXBRFt+EkbSk1bguk1lxHggKwMUrW2b4qC3F6V8l5Dp7Co9imJkxhvJtUDxSYOdr4FtafJtrhYucNW0W+5NVRuewv2ySDwdH9rCquqoqqTYDvC0NHj+Dwj7RH6StVTyBVohZwd8i2pFua0mrOdK7kL2t+YwJ4w3Iqii7mnaTxyl82v8A5XEDxKGzBKguu4tHbfySqnlph7AQzO7sA8T5LW1CyeXtYonSHZ2gJA8J3ctHOQptkzke4WfUkOdt0LDdo8N3ruYauUqa01GGgAAADYAAAOYDYlkUCuYKBkZzPJcfh3LGYnyukmaWQtEY6tXd+luwdqwUlNa2qwGoACwFuIcCcYY1WNiyXUxzrrEyylxV10mqJFWaVN1XOhrboiiJKwVsy0zl9XurawQsN4KZxbcdzJUmwkOraGdxz56l+6RlN2NGIo3fnE4LYrbYmbHznitezeN3ICoThk0UbWNHBtJ1kk7SSdpVNjNS137MD0F3kPM9i9a5EYE/WrcLaEM83eQ7epSXA8m80A7Da6ecOqwyQMOo3tzpJFlKwMsOJR2hxIy1TRf1461UjLTjRemUAppKeX6RuASCu89wmkzMLjdb9LJLJ4gREPoyp6mHc8otDh1FGRYtpIS4e7ewPf8AzOKflmKh+eRzusqroohHAxo6AhCEJlSVj0DO9b8EfcrmxtGxoHMAFchF1zKEIQhC6grnTdhjENfUC3dPEg5dIxr+tzh4l0WtA76FwglimI/SQWvxuie4H5HtVvgswjn14g/NZflXSc9TsPqvHcQR4kLXDqy7duaL/wBa0y4tjTWDUdY4VCMYyvHch1uRO+CZAYziUDKimpJnwSh2jma3tHhrnMcWknXZzXDnCvJa9l9Cqemw3LbPt1AnwUeymyivfXc8S1vi1W57r7da3TJuA427bRy+MD70mk3u2NE37Cl6B96pKqXnDv8AFb7D6mipYwG3v+U/JaxwXFHRgXXX28sxHTGp5Kdp8q0LSrN7zjPtOXoH3roner7ntZhRqHVUTog+Fsbc+wJdpA7UL31Bp18oTcs14y3RFXVwOLGw5iS7XQ7W49C3yhCFVpSFxVv5yPwh/wDHg+au1VxBv8H/APcj73p/mlOwnf2JGfJLGf4vIrnCjtnN8Ida9Ct6G22DH32/6CnXnVRSds3wh1r0S3nsl8FPvx/0FOlF12HsU/FZGufF7XeC3OhCEwoaFw9vzR/3Sfnh+giXcK4h34pvis44bw/QRJ+Dj7FNwwXq4x1nwK07kJqqo/Cb1r0tyS/UqT3nTfQsXmvkdYVMfhDrXpPkj+pUfvOl+gYuy/ZCncoBlqWt/h806IQhR1SJHjn6vP8AuJvo3Lyy3QARVvvxnrXqfi4/IzfuZfo3LzN3R6C9VJq9cetSYT6JCmYZSOmqrt4NPiFBWlKKU9s3w29YV8tC4bArKdpD2379vWE8FfPjfHo4WU+bgTQ43Hrj1lZs1kWsbU814BJ18J60yT0ocdq2wpcguvIziDHjVWVOOOtYJGKyRx1a1nfhjdqVUMLW7di616bDY3atCKfPspTkqCWOceF+b4mtH2uKi2IVrWAgbVLMk2nsWIna9rpCf3jnOb/KW9Cl0Mmeaw4BVWOsEdNtuQPPyT5TxXS+GFJ6VOMKtHuWAmeUNgVdAFnarkzmUMyFJtAFXQJRdF0ZiuZyk+gVdClCLrlyjnCsLYVkbErwUZy5dJLiVVrFkAWIyKx0y5YlJykpQXLDLMk0lQkVRVJbY7p2OnJWepqFEMucqoqGIyPOc91xDCCA+V//AIsF7l3AOMkAtuXOXkNIDGy01Rs0LT2sZtcGd47ge57o34AbrSGMYhNVSumneXyO1X2NY0bGRt2NYLnUOMnaSVS4rjTaVpjh9J/Twb8z1d/QvQOTfJR9S4STjKzo4u9nQOvu6RXEsYlnmfPM7Okebm2prWjuWMHrWAagPtuVgOIPvtOpXR0d1dJSWWBc+RxzEnpXrzaZ0TLMFgBYexLYcYfbapbuNUj6vEqeLbpaiGL4yRrNXSoE2Jb+3meBabGaRxbcRyOnJtsMDHytPwmtT7JHuNzw1VHiDssJY3dxDfeNl6BxMAAA2AAAcgFgrkBCgq0Qi6FpnfQZWyUENKIZHxvfp3kxvdGSGiNrb5pF+6d0JyKPnHZVFrKn6PEX2vqBbbcgea3Mhef1Rux4lwVk45qifz0pyW3WcSknaHVk5bcanVE5HRnqU2iv974KuqMVlhaXGK4Gv2h8l3wELDQzCSNjxsexjxzPaHDrWZQVdA3FwhaE369I44XBO3bHUPiJ5JoXP6LwLfa15visJ7KwOtZa5Y2Odv8AxyNzj8AvTsLrPH+bqHiMeencOix90g+S8wZa15lGcTqf9q9Gt5ziYmwGOMf4eomjt7mTNnv8KV/QvPPGsPzJni2x32rs/eF4peGspidrKedo4tG58chHPpI/ghKtdrrpVVCYpYZBsbg9ouPiAupEICEwpaEWQhCEIQhCELiHf1tzsTPJT04/kv8Aau3lwHvyMfbNjFU1puI3sg5jDGyN4+G16di4+xMvI56IH1r9wK0NR0xLm84616F7zpmbgrh/nX/V6ZcA0NSM5vOF6B70N98Gd78f9BTpVrMPYpOIlhlit/F4LcqEITCQhcJ78qYjGKnkMH1aFd2Lg/foW/DFTzwfVoU/Bx9i7A8tqYiPWP8AKVqjImpvVR+EOtemeSH6lR+8qX6Bi8wsgX2q4vCb1r09yRP5lR+86X6BiVMPRHtU3FZTJUgk/d806IQhRlBSXFv0Mv7mX5jl53ZbUpNU++vWesr0RxY/kZf3MvzHLz4yurG9lP8ACPWulri3RbTkM2J1c4SG3o+aY2YQHBNVbhrQ8C3rm9YUrhlBGpNldCXOFhtc3rCk0pto5enY9hEboLxNukVXjOs+EespKMZsU0Vj+2d4TuspOHLZvq3HRfJsdFHbZP8ALjQI2JBUY0RsKRPOpIpmXUKaZ3BTIKdrVdXYk9+pvDqHKTqAW+KCDRxxxj1kbI/gNDfsWgqYaN7H5udmSMfmnY7McHZp5DaymZ3S6n2tF8ZL5qk4TXR05e6Ym5tawv0qrx/DZ6wMbCBYXJuQOi3mtsQS2S2KdaYdum1PtWL4yX7lQbqVT7Wi+Ml+5WzscpDxPulZd/JOtdwb7wW8G1Cr2QtJt3Uar2tF8ZL9yvZunVZNuxovjJfuXPril6T3FMf6PrehvvBbp7IR2QtRM3QKw/4eL4cv3IbugVh/w8Pw5fuR9b0vSe4pTeRdc7ZrfeC272Qjshagm3Qqtv7CH4yVJH7ptYP8LF8ZL9yQ7G6Ru5PulLPIfEBu1vvBbp7JVpqlpR+6dW8FLEOd8p+QWSd+6LiZ2R07eaOYn+aZNnlBRDi4/p+aW3kNXncNH6vkt3vq+VYJqwAE3sBrJ2Ac54FompyuxWT9uIxxRRRN/me1x+VRzE5KmY/l55Zdd7SyPc0HkaTYeIJiTlJEB/txuPtsPmrCm5CSlwEkjR7Lk+S3Xj26DRQXbpdNJr/JU1pTcarOffMZ43X5FB8dyzqqkFrXCliN+1idnTvGvuptWZq7wA8pUMGGkC4FliZngqulxqolNn+iOgeZ38B1LVRckqegs7LmPS7XuG3ietKpoWi4HKeU8pPGkoYAiaRwSV0xVPVTNcdle07yxOccgCutnbAmuNxK2BkFk8ZbOcOZIp2CR1kV2KPjj1TJRYEXayF1lvKcnxHUTzW/R0uaOR0sjAD8Fj+laoqMEbG0E6rKYblm6s7BRO1kDJRPobukc9paIdJYNzTsOlPQreehywHINSsU3EnTVDHPvka65sCdgbfGy7RCFzS3fNv9qxfCl+9UO+dd7Vi+HL96o/qyfoHeFov9QUu3p+475Lpdcmb93Eb1UEQOqOkaSOJ0kkhPyBieZd8+8DVSRH/fL960Duz5fvxirkqXtEeeI2iJhJYxscTI7NLtestLtfC4p+lpHxPzP6DxUTEK5lUxrIw77QJu0jQXPHrsoAXJxybmzZmH3Q601uVtPMWOB4ipmgXJSXsLekFenG5fW6bC6CS970cLSeWNoid8rCpIuLtzDfJPw6hhojTxyNh0ubI90geRJK+UghptqMhClg31x9qRfDlVVJSPLiRa1zxCl0+KxxxMZIHZg1oNmk6ga8F1Km7Kei09LUwWvpaaaK3K+NzR8pC5vbvqj7Vi+HL96zDfPyHuaSEngGfL96G0ExOgHeEqTG6Ygh2fXT7DvkuTt0OlzKl9u+K3fvIcU0WJtjJsJopoT42aVo+FE1a7ymwl1XM+YNAznudmt7lucS7Nbf1ovbxJVuf4hLhFXDUtbcwzRy5puGvzHBxY63rXAFp5Cpk9E6Mk9KsaGo+sKRrPvNynuK9Fwhc10u+bc4a6SMHiz5Erk3xzw24pYz/ukVc2lkdt4qS1sjnFoY82/hK6JQuW6/fWOiNjRxfDlSU77se04vhyrhp3je3eFHfUZDlcx4P5SurkLlI77ttv1SP4chUex/fa1TwWwsihvezo4y5w8crnC/LZc5h3SO9KZKXmzWu7reK6e3V8uoMHo5KiRw0pY4UsBIzpZbdqSNoiabFx5LbSAvMnL3GH1dTJK5xcXve9zjtc5ziXOPKSSfGpJl/uiVWJSOfNK6RztrnuLjbgFydQ5FBnkEpzKGiwU2PDzn52Qi4FgOi+/aVgpLhzdfrgvRTeZH/sj/f0n1emXngzUQeIrofcN3wj8Fo3UnY8czXzunz5HSNc0uiiiLAG6i38kDzuKALtICi18RbIySxIF72FzqLLvZC5Sj325P8Ag4vhyq477N3tOL4cqb5h3V3pgVV9mP8AcK6rXAe/WlIxqqHE6D6rCtov32ptqo4r8r5Vzdu15aPxmumrHMbGZnMJjjLixmjijiGaXazqjB5yU5GwsvfoT0Uck0zHNa4ZTc3BHAjzUZyJlPZUfhDrXqVkQb0FD7xpPoI15WYKTFI1/EQV1dktvqHwU1PA6kiOgp4YA7Plu8QxtjDiOAkNv40OaXNsFIroZGTc6QSC22gvrddeoXK//VifacXw5VlG+u/ykfw5Ej6O/q71HDnn7j/dK6Yxj9BN+4l+jcvNfLWUirfr9cetdD4rvp3PikY2kiu+N7Ll8va57S29uHauX8eqjLIX8d0/HA4NIWi5PNkjn54tIFraiye8NrBxp4palhc2/fN6wtbmtc1ZaXGyHN8NvWFAdTyB116pT8sIoo8jx3rLUR9u6/fO6yh0NhdKpm9s7V649ZWURE8y3jY7r5oAsmdxuhsfIn2HDbjYsE1EWnUmpISN0/E4FNr6NYH01k/iIjgWCrhuNiiyxgDRSo9Soy9hJtZYpWEbU9R0+vWsFXRkqEYzunDYaLBh8d05Npxa90no4iNRCVujNk80aJccBJusU05aLXWB1WeBUrIdV0htbhTDiVKILErMxJSyFgTW2QBK6SYFJaA7QqJJM4G6cGxtulkcTAkkWraUlqpi0pbmMjFylQzyv2UihgjzNmvamKvgGeNVhdUocUIFldJUh51pYnjIs0J6CJwlEjjxS/RtzbJrkoQLka1kM/AsjJgkyODzZX2IVjHxi42TBiMVkzvB4lMKunBSaXDm8HEm56Ehua6zkEnOvs0JowZoLhdbiyPrWRMC1MynzX2HGpfhQdmgXXKKQR7hOV+GNnjsSpflDj+kOaDqTLbPSSWJOOGAK5E3OKpbAynZzYHak8sGaE3ymxUirIgdiZq6mTkrLN0VTA5olKRueCdSR1UISqGGx8apihAaqmWQBaN1pWbWTVwrFOAsQl1lYKioTJk0VbzRzWCslKtbIVQOulMNISLpsXdspQZYaq2OfjTxgdV245wo/VtLSslFV5pBTsDyx/pJEtGZGmy6g3NqGGVgzyNn2LFugYHC0Ettw8S1Hkvl46AAZ2xZMo8vnzDU5Xl4pPtFVVDT1dJNdmyx1dmPNuNSvJqJkkd3WWo6jGXOdcnhT3g+U5jFgdSpoSyGU22XunJ2vgEX+6BmTjui4a0AloWsKpllN8VxkzmxKZ6rDw7YFBqRzjyWqvxmnjldmjUXLyqxlL6qkAukDdRVe4Fqy8kTozYpQAVmZBdY433snSACy4HFSIcrt0kbTWVrYdacGG/ArJI9dyndbKwMUYbcLJRwhKxACFiZqGpDZSlNKsqd8LRqEOYNiURUgKSh+tPuCBrnNBSmAk2UmJ8LiSQkYoCOBIpqWxWx+wGFhJ1atShWLWa4jlKlvpiG3TrXU8gsElpqTOsANaWvwkgbFnyembna9uwKXVAjEZva5H2JMDM2ikc0xtjbRQEQ2S6CEEa1gxJ4a6wVaKVOAGN2qkQ82XWCuq8LztYCa34WQ9vht6wpO2fjSR8zS8eE3rCmZY3hJraCEsJ2KVPphnHwj1lKY4Qm2tqCHO8J3WUidiJHCr4yFi8MuwhSmOZo1algksfsUb/CJ41c7EuVRpqi4T9O1gT0bBYKvNsmZ2I69qtnr7jaohk0UouaDYK2pmAKI6oHaU0Vk9ykZkPGoTqmxTT4rm4KkhrmghXPxFoUWfKeNYXyO40w6rIUqJzgn+arzkhlaUlpZeNLTOCm2+lrdSXzB26rS0znkBPLcHcxtwFhwSpDXC/GpNV4izN1cSuqemiLcxOqzdVUyNlAaNFF9LY2O1FU8EJFXy3eSONY2zEqtqTc5QtTQVMUcWu6tEZCrpLHWs7TqSOY3KZEWRtwmWzsc/VLhPqV8LikUaURSWSIw4vuU/U1LHtyhKZ5bBYo6opLUT3WJsqdqJXHQFcpXxxNuN0upzd1+VSaimACjVIE7wO1JLAWtVe6qDpCSVnq683SjDsQN01VDVnoWJ6Nz8wXKiWHISN1IuzrhIK2t2qyR4ATZWPvsVhU1DmtsqXDIY3SFzkOrbFJMQrLpJPLZIqiouqKSQl2q1BMeSzVQz61gllurbErPRUZe4BOxgv0CrXZWm5V1ETdSTDbEa0ppMniGZ1uBN8kmjcWlWkMIgcM6Zzc+wmNN+UMe0hMLJCpBi0ocEyujCg4i5vOXaVaUEbwyzljE5VeyCr3RKx8SrjKelT8hVBMqaYq4Rq5sKbL06A5ZKGoIcFJ4Zrt2a7KMRx2N07Qz2altlyhXuFPAuHrFiLdqYZtRT5UVAKZas3KjvfdQsWYy92qxklinCKrFk1WVQEkOVKHFuyk2GyAlLqiIEXUXoZSCnoVmrWpMb7bqxhnBbYrK0hZGsHAm2aoudSvhqSkufY6KYXsIss8wsUpo67MKb5pVgYSUvOdwlxzBoyqaOyiJZm3tqso3iFQXO2pJcrKyMlPsneRYroZd3opTQ1BaU8OxYltibpijjKzaBybbnBuFdwTnJlsrqmUuddKKWRYY4CUphpCpGV7lIp2ODrgJVpbhUp4bvb4besLPBSEJfRwDOb4TesJbIJArr6OZW+krsoqINLuRzusqKSjWkuKboNTPfOhgFyScxs42m/DOU0fjDJ7HH0S+kVtPjFO/a/cvD6+jYX3g27k+mNYnxlNP4ySexx9EvpVacoZPY4+iX0ihvxCA9PcoQpJh/8AU6OBWIkptdjrz+zj8r6RWfhh3sbPK+kUZ1bHwunRTScQnGQJHMbLCcXd7GzyvpFifiBPrGeV89RpKhh2T0cLxuFeXJxwykL00Cs9w3ynnpdQZQPi7mOM+EJT1SrsEsQd6d+5KmjeW+gE91WDEC9k3R0pvZZZctJnCxhh8TZ7/TJA3KB4N9HH0S+kUiWemJ9G/cnYo9BnTkYnAalcJHkbU2vyief2UfRN6VYxjr/Y4/K+kXPpcY2JRJTsLrgJfIwoYxN7sbef2cflfSKgxp3sbPK+kSPpMV76powHgnluxYZAm38OP9jZ5X0isOMO9jZ5X0icdWx2sPBIZTEbp0aVRzk2fhd3sbPK+kR+F3exs8r6RN/S2JX0cpbJdY4r3SV2LO9jZ5X0itGJn2NnlfSJp07CUvmTZSClkslcdQoyMaf7GzyvpFUY4/2NnlfSKQKyMD+yiSUTibhSkSXTvhVPna1A25QyD9nH0S+kS6jy1njFhFCfCE56plLir6cfav3KJLh8xFm+KlmKjN2JqfImWsyxmkFjFEPBEw65SkRx6TvGeV9IotTXRvPo3U2lojGyxGqWYjLtTY15urZMSLtrGeU89YxWe4b5Tz1XOeCbqa1hAtZPtCy4TthRDXgnjUVhxlzdkbPHpfSK/wDDz73zGeV9Ip0VYxhBVfNRyPutyHEmaIW4lrfKCozpCRxpq/Gia1s1lv8Al9Ikb8WcTcsZ5T0idrcRbPaydw2kNM0gpfJchYWgpP8AhZ3sbPK+kWP8JHvGeU89VbnNPFWzZiOCeaSlzkVVLbYkNNlC9myOPxiU/wD2Ks+UUjtscY5hL9sqfBhyW4+xNc/JnvwVc1XRpE7FCf2bPK+kVBiR7xnlfSKHoppqW8Lpe8pwo4i4JgOJnvGeV9IlNNlA9myOM8+m+yVBAUmjr2RyXfeyW4jTFqZ3gpZU5QPftijHNpvtlSF1bf1jfKeeuZQkYhVRSPvFeyyQRXKcIaG6bY8QI2Rs8r6RK4sfe3ZHH4xL6RS4TEPtKqe5x2ClGHYEM29taT4hhhabJFTZdTsFhDAeds/2TJNVZXTPNzFF4hNb5ZVLfPTlthfuS4HZT6ScOw9SKai1ppOU0nsUXRN6VViymkbsjj8Ym9KoXOMVmKmHTdPs9AAFlo6McSYZcrJXC2ii8Qm9KrYsqZW7I4/GJvSpYmYFLbX04cDr3KQT0gul0FOM3YohJlRKdscfiE3pVezK2YC2ji6JvSpxtQwFS48WpWvvY9ylUUQDk5djtI2KADKmW99HH0TelShuWc4FtFF0T+mUiOtibv4KbT4/SMJuHdymDYgFlsAoQcsZvYouif0yocsJvYouif0yUK+IH+ylDlNSDbN3LYDZVY2ft2+E3rCgYywm9ji6JvTIGWE1wdFFqIOyfg/5l12IsI4p5/KulLbDN3KNoQhUi84QhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIX//Z" width="301px" alt="dash mining calculator"/><br />
Once you’ve chosen a trustworthy dash mining pool you can expect stable profits with minimum risks. If you’re just a beginner in mining think about the pool the lowest fees and minimum payout. Read more about <a href="https://www.beaxy.com/exchange/ltc-btc/">bitcoin litecoin ratio</a> here. Imagine you’ve found your perfect dash mining pools, bought the required hardware, and got ready to earn, but how much can you expect to gain. Profit is an important question to consider with respect to the time and investment required for a mining start.<br />
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a><br />
Every expression of our Dash mining calculator has been developed for miners by miners . Here, you possibly can choose between two payout strategies- PPS or PPLNS. You don’t need to pay any transaction fees both means and the miners are responsible to pay a sure maintenance charge of 4% for PPS and a couple of% for PPLNS. The viaBTC servers are positioned throughout the globe at key areas so that its highly accessible for the miners. Important to notice here is that my calculations can&#8217;t foretell what the future mining difficulty multiplier is in the future.<br />
If you are interest in taking your crypto mine to the next level from here, sign up at Crypto Mining Academy. There, I will go into massive depth, and contingent every dance step of mining in a comprehensive course . For a more detailed description and extra buy options read my Dash buy guide . For WORKER, use the bitcoin address you want the BTC to be transferred to + any worker name with (.) between them.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px" alt="dash mining calculator"/><br />
If your mining pool supports both reward share systems, this might not be a big concern for you. Ensure you follow their instructions when choosing your preferred payment system. However, they consume more electricity than CPUs, GPUs, and FPGAs, and produce a lot of heat. So, miners who opt for ASIC miners end up spending a lot of money on cooling these rigs.</p>
<ul>
<li>DASH/Block reward – How many Dash are distributed each time a successful block is mined.</li>
<li>Along with the Dash mine profitableness, the list of top 5 Dash miners is updated frequently.</li>
<li>MiningPoolHub is one the largest mining pools available on the market supporting 50 coins simultaneously.</li>
</ul>
<p>Many of them understand that this is one of the best ways to mitigate inflation. Some economies still ignore this, but they have to pay the cost of hyperinflation. The rest of the network participants must verify the new block before it’s added to the blockchain. As we mentioned, Dash mining is the process of creating new coins. Shares for Riot Blockchain are listed on NASDAQ under the ticker symbol RIOT. If you want to invest in the company, you can easily and safely purchase RIOT shares on our top recommended platform. You can convert BTC to USD or XMR to EUR or RUB to EUR or XMR to ETH &#8230;</p>
]]></content:encoded>
					
		
		
			</item>
	</channel>
</rss>
