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	<title>Bitcoin Trading &#8211; Rafa &amp; Kiko</title>
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	<link>https://www.rafaekiko.pt</link>
	<description>Website oficial do Rafa &#38; Kiko. O Rafa é um menino de 8 anos, muito alegre, divertido e um pouco traquinas, que não gosta muito de estudar, mas que tem no seu fiel amigo Kiko um companheiro para viver grandes aventuras enquanto aprende.</description>
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	<title>Bitcoin Trading &#8211; Rafa &amp; Kiko</title>
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		<title>Iso 4217 Currency Codes</title>
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		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Wed, 06 Apr 2022 12:31:48 +0000</pubDate>
				<category><![CDATA[Bitcoin Trading]]></category>
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					<description><![CDATA[On the currency market, there is a larger trade volume than on the credit or the stock market. For decades,]]></description>
										<content:encoded><![CDATA[<p>On the currency market, there is a larger trade volume than on the credit or the stock market. For decades, the most important base currencies of the world have been the U.S. dollar, the euro, the British pound and the Japanese yen. Ethereum became a big player in the world of cryptocurrency by creating an infrastructure that allowed hundreds of other products, projects, applications, and digital assets to exist on the platform. Ethereum is the most popular blockchain for third part development.</p>
<p>Beaxy allows you to trade Ethereum with convenience and peace of mind. Our user interface is customizable and can be optimized for beginners and experts alike. Download the Beaxy Trading App to trade your ETH and access all Markets anytime and anywhere. Ether price jumped 11% between March 26 and March 29 to reach $3,480, which is the highest level in 82 days. U.S. Bitcoin mining firm Core Scientific has posted bullish 2021 fiscal year results compared to the year prior, with its revenue increasing by 803% to&#8230; Trezor Model T Wallet Review We got our hands at the Trezor Model T and wrote a review of this new hardware wallet by SatoshiLabs. Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes. Compare the price &amp; changes of Ethereum Classic in USD for the week. ETC to USD rate today is $27.37 and has decreased -2.5% from $28.07 since yesterday. 360 days have passed since then, and now the price is 16.35% of the maximum.</p>
<p>Relying on the table data, the Ethereum Classic to USD exchange volume is $14,226,028.27. Using the calculator/converter on this page, you can make the necessary calculations with a pair of Ethereum Classic to USD. Ethereum Classic May 6, 2021 had the highest price, at that time trading at its all-time high of $167.09. You can also use our Ethereum Classic price table above to check the latest Ethereum Classic price in major fiat and crypto currencies. Academy Learn more about the world of cryptocurrency and how to use 3Commas to your benefit. Enter the amount to be converted in the box to the left of Ethereum Classic. Use &#8220;Swap currencies&#8221; to make United States Dollar the default currency. Click on United States Dollars or Ethereum Classics to convert between that currency and all other currencies.</p>
<p>The forex is able to facilitate the receipt or payment of units of currency that are equal in value. Our ETC mining calculator makes it simple and easy to quickly see Ethereum Classic mining profitability based on hashrate, power consumption, and costs. Default inputs are preloaded with the latest Ethereum Classic difficulty target and Ethereum Classic mining hashrate for the best Ethereum Classic miner. Cryptocurrency Pairs Pick the cryptocurrency pair you wish to trade on. If you are using USD or other FIAT currency to trade you can onboard your money into a new asset through a bid order. If you already have the asset you wish to trade you can either place a bid order for more of that asset, or an ask order to sell some of that asset. Thus, picking your crypto trading pair is the first step to trading. The United States Dollar is also known as the American Dollar, and the US Dollar. The exchange rate for the Ethereum Classic was last updated on April 30, 2022 from coinmarketcap.com.</p>
<p><h2>Bayc Team Raises $285m With Otherside Nfts, Clogs Ethereum</h2>
</p>
<p>The value of cryptocurrencies fluctuates, just like a regular currency, and they can be traded in the same way as any other currency. While bitcoin is currently the most recognizable cryptocurrency with the largest market cap by far, there are many other notable cryptocurrencies such as Ethereum , Litecoin , and Ripple . Some experts say that there is a slight chance that cryptocurrencies become the currency of the future. For the purposes of this calculator, Bitcoin is the only cryptocurrency available for conversion at the moment. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. Today, almost every country has its own currency, with the exception of countries with a common currency or countries that have adopted a foreign currency . Thus, there are worldwide more than 160 official currencies that can be traded on the currency market at constantly changing exchange rates.</p>
<p>For example, the Canadian Dollar code is made up of Canada&#8217;s Internet code (&#8220;CA&#8221;) plus a currency designator (&#8220;D&#8221;). For a list of currency symbols like the dollar sign &#8220;$&#8221;, the Pound sign &#8220;£&#8221;, and the Euro sign &#8220;€&#8221;, refer to our Currency Symbols page. The percent change in trading volume for this asset compared to 7 days ago. The percent change in trading volume for this asset compared to 24 hours ago. Trade Deficits—If an economy is spending more than it is earning through foreign trade (goods, services, interest, dividends, etc.), it is operating at a deficit. In other words, it requires more foreign currency than it receives through the sale of exports, supplying more of its own currency than foreigners demand for its products. Major Currencies—This refers to a short list of the most traded currencies, which generally stay the same year-to-year. Most recently, this includes the U.S. dollar , Euro , Japanese yen , British pound , Australian dollar , Canadian dollar , and the Swiss franc .</p>
<p><h2>Etoros Beginner Guide To Ethereum Classic</h2>
</p>
<p>Otherwise, local banks and fee-friendly ATMs normally have better deals. When you return to goldprice.org the cookie will be retrieved from your machine and the values placed into the calculator. The spot price of Gold per Troy Ounce and the date and time of the price is shown below the calculator. Totals for Gold and Silver holdings including the ratio percent of gold versus silver will be calculated. The current price per unit of weight and currency will be displayed on the right. The three new wallets join an Ethereum address added to the sanctions list last week.</p>
<p>In this example, EUR is the base currency and USD is the quote currency, and what it means is that one euro is worth $1.366 USD. In other words, $1.366 is the purchase price in U.S. dollars of one euro. On the other hand, if the EUR/MXN rate is 17.70 instead, 17.70 Mexican pesos are required to purchase one euro. In the real world, most exchange rates are given in terms of how much a U.S. dollar is worth in a foreign currency. The euro is different in that it&#8217;s given in terms of how much a euro is worth in U.S. dollars.</p>
<p>The first currency in a currency pair is called the base currency, while the second is called the quote currency. Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms. But even though the two coins initially had the same future supply projections, differences came about over time as each coin evolved. That is supposed to make ETC a better store of value than Ethereum, because its tokens are scarcer. The Ethereum Classic mining information is updated continually with the current block mining information. This information is used as the default inputs for the ETC mining calculator along with the default hashrate and wattage specs from the best Ethereum Classic miner.</p>
<p>The Recent Trades section is displayed beneath the order book on the right side of the Trading Page. It lists all recently completed trades on the current trading pair in chronological order. If I wish to have my order executed immediately I can place a ‘market’ order, which will buy or sell at the best market price. If I wish to set a desired price to buy or sell I can place what is called a ‘limit’ order. At Beaxy we offer not only REST API but also FIX API, putting us in a category few exchanges inhabit.</p>
<p>The USD in a currency pair with any of the others is known as a major currency pair. Below is a short list of some of the important terms pertinent to foreign currency exchange. With the intervention by Ethereum’s team, the platform was able to return all of the stolen funds to their owners. ETC is the native cryptocurrency of Ethereum Classic, a blockchain project that was created in 2016 when Ethereum’s blockchain split into two separate chains following a disagreement among members of its community. The blockchain is constantly growing and the Ethereum Classic difficulty increases and decreases over time based on the total computing power currently mining blocks and generating hashes. Order books contain orders to buy or sell an asset that are determined by exchange users. Orders are matched by the exchange matching engine to produce completed traders. Please note that technical indicators don’t provide a full representation of what’s happening in the cryptocurrency market.</p>
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" width="301px" alt="etc to usd calculator" /></p>
<p>Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade. The functions that a currency took on were essential to the development of an efficient economy with division of labor. In the beginning, different items were used as currency, including metals, pearls, shells or agricultural products. Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years.</p>
<p><h2>Ethereum Classic Price</h2>
</p>
<p>Ethereum Classic has a global 24-hour trading volume of $479,470,489. Ethereum Classic can be traded across 208 different markets and is most actively traded in WOO Network. Also, you can select other currencies from the drop-down list. Simply enter the amount of Ethereum Classic you wish to convert to USD and the conversion amount automatically populates.</p>
<p><a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' /></a></p>
<p>You can also use our Prices Calculator Table to calculate how much your currency is worth in other denominations, i.e. .1 ETC, .5 ETC, 1 ETC, 5 ETC, or even 10 ETC. The International Organization for Standardization publishes a list of standard currency codes referred to as the ISO 4217 code list. Below, we list ISO 4217 codes for currencies in circulation, plus some that are not officially recognized <a href="https://www.beaxy.com/exchange/eth-usd/">usd to eth</a> by the ISO. For a list of global currency symbols like the dollar sign &#8220;$&#8221;, the Pound sign &#8220;£&#8221;, and the Euro sign &#8220;€&#8221;, refer to our Currency Symbols page. Listed below is every world currency along with their ISO 4217 Currency Code. The list includes some currencies that are not officially recognized by the ISO. However, obsolete and old Euro-zone currencies are not included in the list.</p>
<p>The exchange rate for the United States Dollar was last updated on April 28, 2022 from The International Monetary Fund. Economic performance—The performance of economies also dictates the exchange rate of their currencies. When global capital searches for the best place to make a return, strong economies are usually a good choice. As a result, an influx of capital into a certain economy will increase the buying power of that economy&#8217;s currency. Politics—Governments can enact policies or regulations that directly or indirectly impact exchange rates. Also, economies with stable politics generally make better foreign investments than economies that constantly suffer from political strife. Perceived instability causes a loss of confidence in currencies within economies and a movement of foreign funds into more stable economies.</p>
<p>CoinYEP Foreign exchange converter and cryptocurrency converter. The live price of ETC is $ 27.19 per (ETC / USD) today with a current market cap of $ 3.65B USD. Quickly and easily calculate foreign exchange rates with this free currency converter. Currency is a universal medium of exchange for goods and services in an economy, and it is believed to have been used as such dating back at least 3,000 years. Before this, it is assumed that bartering, which is the exchange of goods and services without the use of money, was likely used. Some examples include coins, barley, gold, silver, squirrel pelts, 8-ton carved limestone rocks, salt, knives, cowrie shells, stamps, potato mashers, peppercorn, tea bricks, and cheese. Forex—The foreign exchange market is a global, decentralized, over-the-counter market for the trading of currencies and is the largest market in the world . This market is a necessity because one unit of currency very rarely equals exactly one unit of another currency.</p>
<ul>
<li>There are approximately 110 million ETH tokens in the circulating supply.</li>
<li>In the U.S., some banks and credit unions provide exchange services that normally provide better exchange rates and lower fees than other methods.</li>
<li>The three new wallets join an Ethereum address added to the sanctions list last week.</li>
<li>The value of cryptocurrencies fluctuates, just like a regular currency, and they can be traded in the same way as any other currency.</li>
</ul>
<p>ETH serves as a means of payment for transactions and is used as ‘gas’ to power interactions on the Ethereum blockchain. Ethereum is programmable meaning developers can build and deploy decentralized applications on the Ethereum network. The Ethereum network has a native token, ETH, which serves as a means of payment for transactions. Known as the “decentralized platform for money”, decentralized financial applications, or DeFi, have been built on the Ethereum network enabling a user to borrow, lend or invest their digital assets. Additionally, Ethereum can be used to build Decentralized Autonomous Organisations, or DAO’s. The Ethereum network is also used as a platform to launch digital tokens. The project is seeking to expand its scalability by implementing a proof-of-stake consensus algorithm. Whether exchange rates are better abroad or domestically depends a lot on the destination, but generally, it is better to exchange domestically before traveling to a foreign destination.</p>
<div style="justify-content: center">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Look what I found! Depress Emotions collectible <a href="https://t.co/JltUbd303G">https://t.co/JltUbd303G</a> <a href="https://twitter.com/hashtag/rarible?src=hash&amp;ref_src=twsrc%5Etfw">#rarible</a> <a href="https://twitter.com/hashtag/ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#ethereum</a> <a href="https://twitter.com/hashtag/nonfungible?src=hash&amp;ref_src=twsrc%5Etfw">#nonfungible</a> <a href="https://twitter.com/hashtag/digitalasset?src=hash&amp;ref_src=twsrc%5Etfw">#digitalasset</a> <a href="https://twitter.com/hashtag/nft?src=hash&amp;ref_src=twsrc%5Etfw">#nft</a> via <a href="https://twitter.com/rarible?ref_src=twsrc%5Etfw">@rarible</a></p>
<p>&mdash; Kevin (@Kevin094026181) <a href="https://twitter.com/Kevin094026181/status/1520879456126218241?ref_src=twsrc%5Etfw">May 1, 2022</a></p></blockquote>
</div>
<p>Most Ethereum users moved on to the new hard fork, leaving Ethereum Classic with a significantly smaller community. Ethereum Classic differs from Ethereum in terms of its monetary policy, as described above, as well as in its commitment to the algorithm proof-of-work for securing its blockchain. EToro USA LLC; Investments are subject to market risk, including the possible loss of principal. After deducting mining power costs and mining fees, the final daily Ethereum Classic mining profit is $7.26 Ethereum Classic to USD. Fidelity Investments will introduce the bitcoin option later this year, becoming the largest 401 provider to offer crypto. The Beaxy Exchange (beaxy.com) is operated by Windy Inc in the United States and around the world. Crypto intelligence firm IntoTheBlock reports that the number of large transactions on the Cardano blockchain has increased by more than 50X this year. Solana NFT holders will soon have a new option for where to trade, with OpenSea teasing its integration of the Solana blockchain.A 16-second video&#8230;</p>
<div>
<div>
<h2>Should I buy ETC or ETH?</h2>
</div>
<div>
<div>
<p>Ethereum is by far the best choice when it comes to investing. Ethereum is also a better asset to trade because it experienced more natural market volatility due to it being regularly used and traded in crypto.</p>
</div></div>
</div>
<p>Theoretically, buyers want the smallest possible spreads, while sellers want the highest spreads. Real-world currency exchanges with brokers, banks, or businesses typically do not follow precise market rates. As financial middlemen, most will set exchange rates of their own at bid-ask spreads that return a percentage as profit for doing business. It is common for people to come back from foreign destinations with some foreign currency left over. There&#8217;s not much else to do with it aside from keeping it as memorabilia, but it is possible to sell it back to a bank or broker.</p>
<p>As a result, exchange rates exist to enable the equal exchange of currencies. Real-time exchange rates are supplied by the foreign exchange market , the same place where most currency transactions take place. The forex is a global, decentralized, over-the-counter market for the trading of currencies. The market functions at high speeds, with exchange rates changing every second. The most common forex transactions are exchanges between the U.S. dollar and European euro, the U.S. dollar and the Japanese yen, and the U.S. dollar to the British pound Sterling. The current technology behind cryptocurrencies is called blockchain, which is a decentralized ledger of all transactions across a peer-to-peer network. A prominent feature of blockchain is that participants can confirm transactions without the need for a central clearing authority, such as a central bank or government.</p>
<div>
<div>
<h2>Where will Dogecoin be in 5 years?</h2>
</div>
<div>
<div>
<p>These predictions take several variables into account, such as volume changes, price changes, market cycles, and similar currencies. The future price increase of DOGE/USD is predicted around $0.55 around 2026, according to our long-term Dogecoin price prediction. The maximum price estimated in next 5 years is $0.58.</p>
</div></div>
</div>
<p>Differences in interest rates—the interest rates may affect the demand of a currency as well as the inflation rate of an economy, which can drive the exchange rates up or down. Accurate Ethereum Classic mining calculator trusted by millions of crypto miners. Best Ethereum Classic mining profitability calculator with difficulty, hashrate, power consumption , and kWh preloaded for 2022. The mood across the cryptocurrency market has seen a notable improvement in the last week as prices are on the rise with Bitcoin now trading near&#8230; On Tuesday, centralized cryptocurrency exchange Binance announced the rollout of Binance Bridge 2.0. The price of Ethereum Classic in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to the US Dollar. Major currencies in the world today take on the physical form of paper bills or coins which are easily carried on a person, but most of a person&#8217;s currency is typically stored in digital accounts. The value of these currencies is backed by the promise of their issuing governments, which makes them fiat money . Before fiat money existed, currencies were usually backed by a commodity such as gold or silver. Calculate your Ethereum Classic mining profitability and estimated mining rewards by starting with the Ethereum Classic mining hashrate calculator inputs above; mining hardware, mining costs, and mining reward.</p>
<div>
<div>
<h2>Can you buy stock in Ethereum?</h2>
</div>
<div>
<div>
<p>If you want to invest in Ethereum directly, you can buy it through a crypto exchange, a stock broker, or even a payment app that carries it. Since Ethereum is one of the largest cryptocurrencies by market cap, it&#8217;s available on almost all platforms that sell crypto.</p>
</div></div>
</div>
<p>For practical reasons, Lydian currency took on the form of a round coin, which became the first ever standardized unit of currency. Paper currency, on the other hand, was invented in Asia and was brought back to Europe by Marco Polo after his travels to Asia. Interbank (bank-to-bank) Rate—This is the wholesale exchange rate that banks use between themselves. When the split first happened, everyone who held ether at the time received the exact same amount of ethereum classic in their wallets for free. It is important <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> to point out that the number of days calculated does not account for difficulty increases and decrease as well as block reward increases and decrease . The Ethereum Classic mining profitability results and mining rewards were calculated using the best ETC mining calculator with the following inputs. Along with the Ethereum Classic mining profitability, the list of top 5 Ethereum Classic miners is updated frequently. Enter your Ethereum Classic mining hashrate, power consumption in watts, and costs.</p>
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			</item>
		<item>
		<title>Bitcoin Price BTC Price, USD converter, Charts</title>
		<link>https://www.rafaekiko.pt/bitcoin-price-btc-price-usd-converter-charts/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Thu, 10 Feb 2022 11:14:01 +0000</pubDate>
				<category><![CDATA[Bitcoin Trading]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=3631</guid>

					<description><![CDATA[Once that level was passed, however, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='margin-left:auto;margin-right:auto' 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" width="307px" alt="btc to dollar" /></p>
<p><p>Once that level was passed, however, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. Bitcoin and blockchain technology introduce solutions for real-world issues, seeking to help the unbanked population, combat counterfeiting and improve cross-border transactions to name a few. Even if we disregard the notion of bitcoin as a speculative asset or store of value, it is likely here to stay and disrupt many sectors. If you’re a CEX.IO customer, you just need a debit card or credit card. With our Instant Buy service purchasing cryptocurrencies made super easy.</p>
</p>
<p><p>Bitcoin is at risk of Stage 3 Expansion Down invent in this 16-Day Time Fame . Yes, it&#8217;s possible to fall within proximity of the Aqua Lower B-Band at $11,911 at this writing. If approved, the UK&#8217;s Financial Conduct Authority will have new powers to oversee the crypto industry more broadly, the FT reported. Live tracking and notifications + flexible delivery and payment options.</p>
</p>
<p><h2>BTC = 16,928.49 USD</h2>
</p>
<p><p>That being said, there are still methods that can be used to trace a bitcoin transaction back to an actual person. Bitcoin should not be thought of as a fully anonymous platform such as Monero. Blockchain tracing software can utilize centralized exchange data and IP addresses, along with other data, in order to connect a bitcoin transaction back to a person’s identity.</p>
</p>
<div>
<div>
<h2>How many BTC is 5 dollars?</h2>
</div>
<div>
<div>
<p>The conversion value for 5 BTC to 85154.35 USD. BeInCrypto is currently using the following exchange rate 17030.87. You can convert BTC to other currencies like XRP, ETH or BTC. We updated our exchange rates on 2022/12/07 04:27.</p>
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<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. 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.</p>
</p>
<p><h2>What are the Different Types of Cryptocurrencies?</h2>
</p>
<p><p>There are over 13,000 cryptocurrencies, and these can be classified into stablecoins, exchange tokens, DeFi tokens, governance tokens and more. Bitcoin blocks a mined by computing power that attaches a hash to a nonce with the goal of getting a SHA256 output that begins with a predetermined amount of zeros. As more zeros are required at the beginning of the hash output, this lowers the odds of finding the right output which requires more hashes to mine the block. For example, the current mining difficulty level may require there to be 16 zeros at the beginning of the hashing output in order for the block to be mined.</p>
</p>
<div>
<div>
<h2>How much is $200 dollars in BTC?</h2>
</div>
<div>
<div>
<p>200 US Dollar = 0.011753 Bitcoin (BTC)</p>
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<p><p>Information provided on Forbes Advisor is for educational purposes only. Your financial situation is unique and the products and services we review may not be right for your circumstances. We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities. Performance information may have changed since the time of publication.</p>
</p>
<p><p>There is no incentive to do this as it would cost an immense amount of resources with a XRP guarantee that the attempt to change data would even be successful. The first $500 you exchange with us each year by bank transfer are completely free! Get MPS tokens to raise it up to $50,000 and enjoy discounted fees. At Academy, you can learn basic trading strategies and how to leverage our platform to trade more effectively for free.</p>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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Aa6tR85P7xFbX9SO6fOQ3LGvhof2Ld2O1B7QHA8eUg7x8yVVqADSNYiSOJ35RppP98JtuakztsOURvE7nzTNEH0JI3NaHKTFt1jgcAMuUbbyImSToD8AlLQKsNYA/iQOA0Go9/GOaj1NskmNogDaT+iP0LvTkcCD98DseX6EjoRXu7FqnxKb/Obod7zor3QQ14c6Y4jTUyBvAjUQmzE8NdTBbHGMw1HAxqND4FOdHpbUpw18HKQ4HZwIjbgdtjy9ydbGuysHHTLoSNt/uTM/T86g72tS3nui99ns7tYpPTLwIO1uw2+vP3Iq/Ebe5SLpJgeXWnJM6sPjrIP/lOuqYadm6CPH6dD4aEEeCuU6kakcoxLm1nby0SRypn66pXhepgRqdZGoE7jx8kndRjj9f7k49H6XeLtgCJbxg/U6p0nhEMFmSOeI4VBJEgkyOLRMkDmBpP9yQNpcDE/T5c1YtnXovkua6A3uwRI1MQSYiJ0I5+Ci2PW9NurDmkExBGWTtzmY8NSooVm3pZNVoRitSI/XpwsURPGdwV0vB+jU7H4pLSuMp00/b83xVlJ4KUprIobVO23GVyvjqCeUrBcN1zv607TsnKJDKZgVASJmF1ua2gjby/vSUN4zrO3109yHD6+HvT9IinhGGU9fBOdKqBB3P1+sppzngu9tUJP14JJxyiWlNRewtuquYbAjgkJoyCdvPinDtNTmEeH6Ujva8iBJ+hNhnkiSqk1liWmVzeVnMtSp0im3scyVqtisQnERgIWVhAjBYWUJUIzBWFstUoh0IWzAtmNXa2bzTGyaMMs4Bq6BqWXDx5LjmCZqyTd2l1An6/rXavW0+s680nedfBOXRfDDcV6VAb1azGeQc6D8BKa11Y+MmnhH0Q6L0uzt6I3DaNJrQdhlptA/SVw6R0+7J4zH7U52Vr3WtGzQBPg0R9A2TfjlMGCRIPstnXzPIKrzQ+PvEewykJnf3aAJbWoQlVkzw5aDyXS6b+pZ1RHRWr2ENELpUcuZfH0INZMwi8kNN4dT5b+Ca7qoY02Tlib9DGiZ31J0TS3CLwYuavc8WSPcSDHzH50qsSG1XDg5sx4AEfSD8U1CruPA/qXe4rZQDxHdPPK6D+kj3qzRZXr0+hpXaC+N5MO8zBB8wkbbBwe1zdiYc3n7uBj9C63tEy+NCXZG+Y1/wDLHmQn63aHBzvZPddpzaNwPfqPDxVyNMybhaeR3o0crQeDtNY2GkH4wu2D2JAaRoJE+WY/oKze1wWtGWJaYjb2uXDWUow7QCTpB/Z9Ct4RRTekQ9IqI+2skg5Q7+k0fPomO0bmYCCDxMDl9Dhv5jxT/wBJRLi4HcN89jKY+jpnNplLTMDeNjpxbBB/uUaWWNmtMSievu2Dbpvd7r6ebTQaGD8dPmCgVOmGk65SeY0geJ24nbgOavLrp6LPurigKQktpkPefYYC7d36hJMGEpwrqyoMyufNaoADJgNDo5A7SBEyfFZ15xGjbPEnv4ItWXCLi79qKxHxf97lN4bh7iQQwlpjUgNmTGjne4aclM8M6CPdL3OyAakNadWhv3OaMziOIEbanRWnedGKcCR3wSd5LeIHekxrsdDokfSPGKNq0DK/vhxgBo5S3U6TAjSN9ViT4vVrvRRW50tHgdpbR113lfchuwLq9tgxxeXPkyCKgAdoOBbpG3tcdfDtivQq1Y3NleQBl/hZMNB3neSCIHgOaguAdNpe6lkcGjOW5jIygyGkgEkkiNCPoXDpZ0ue1zpLi0mGs14iRqYJaMoGs6z4pnc3rqaXJk6fDI0+8ilj0FfSLorRMOLqjGAaS8Ek7AAFsgaTqdNOCiF50Zy5nMfmgezlJPOCRI003A+ASl3SMVyGkPLiQBJAAJMAabCI0Gy729yQcxcZbGXczBO5HCJbHgtCDuKS9plCpCxuX+TiseKG02PZtg0iP48AgbQcwMAHU68I80hDGAGXTuBEyOZHkpta35O/dY1pa3bWe7GmuogaTxjcldb/AKN0nvbS/g61Qtc14P2suDe81zTrJMH7knvQYAUkL7fE19xXr8EzHVRlnyexV1RubYcZ8d/27rhZ3bqTpYS3x+vA8lJL/AqlEkVMo1iRBbOuk8xoCJBCYK1lAOkwfqP08VqQnGa23RzlSFSjPDymvvQ70MW7UAOhrhwA3HAgj9K2xWiHtDmjv7ATv9AB8Sf2R99OCOHLmP0qSdGbkPOV5AOgBjTx8Z5+R8VXqUu79uH3Gpb3n2hdzV5vqRkPIdruNCJ4/r4JRRtnAdoDE+1tI10ClfSPBg6arQBBmBs5snbi5wj4A6aJmsnjKeJM6ROgH9/7VNTrKpHVEoXNnKhU0y+HocsDuHDMIJETttGnP6wkOIPLpI018+Xun9a7Eng5wGoO40meGk+CR1KkyAD+lSxW+SrUeFhiWqZGp14b6fX4Lg22PLZKX0ufl5J0t3ADLoRpLp0g8CJERzHjqpnJxK8YRlzGKo/hEHl5LVwH12T3its3MQx4eeQk90cZmPCOEBchhjI1fBMaGJ2kxrqhVENdF52Gy1YDOvu58ZGnBcaokn+9ObrZjXag5eJ12j59eCQUzl2cnxlndCShp5nE00op09tR9C5VqhJ3/V7lzzJcZBSSF9DWZ18Umu6IGxnVc2PWrymqOGLKonHkaOC1cFu5cyVIiFmFglZcsJwxmqEIKUaCxCysFKgMrVZWECCim87LejUiVxJRKZjJMpYO9SohhXMrZjkmB6ludR4q3/RLwDt8SFVw7ltSdVP4bu4z6SZ8FTzl6w9Ebo72eH1bqBnuK2QHj2VLTU8BmkqGo/ZJYbs9FWwlo5GdfDcn6Ao/j18D5aAaxsNp5fSnR9b7WI2IyDyEkn6FE79wc/KDOvxO3zDcqvN4RLRjqlgdujrMwJPu/Yl15R5rvhFtlak+K3IG5VF8ss6Kkt8IbqjdJ+b9KSVKUBdxftJiR9C43VcQUxIvQ5jFig0ITHWqx9eCfsVAjfQ/XdRzEjpyH6P70xp5L8ORwLuMxMD3cV1cS7aTJgDl9d1xFPnyS22HcniTHkOPx28vNOTwMmso1x+dY2k5T4jd3+1PzJ0w2qQwHidDyk6R794TPc1ttJA0A8Bp88T7052VZrmgGYmcvw2V6jNszbiilFZO9SpsNRy+vmnXDiSPePhEfoTfRMmIMcNProlVuRzggaEae73q2slGcI4DH2w0+CZujtMg5juCQT/FI4+B5pwxypMNmCRA8TyTthViAw8yAdx96Sf+8pqdPJlXlbGIjJfNZmMjduk+He11Gk+OqbadaIaIzv4NiN5nUzlAI47cEl6RY21hqEMDzSaYj/4QJcCTIExOv3w5JpwjrCp1XN/xYsdpoHgmZM/c8QNFwN5QqXFxUlBZWTvrS4pWVtShV2bjn6/UlV7QNQhwABa2M0k7aEEAg5oIMeXJQfrtkPoNcAAaT3NeM2rszQ4OHLXQAk97wUqsusCnJBt3NcJgdp7UkzH2vXQDUifBQnp30gNy9mWmaYaKm7g/cg8NAMo5AzyhP4dZ1qddSnHC3+RncS4jTrUXTi/7yVBhVwRc694DMC0yAWgHQkQYOv7Ep6e3vaZSQBGUSIAywSBHPX5vek+MuZTrFzs097SAZLhoZBG08RKRYliTK1MNghzTmJcNCNvOdZ1XUd1mrGeOhzkblRtp0tW7fIb8Mq94QcsOB+sypVa1B7RJJ4HaNjy31+lRG1eMzSDoCDB4ganyU3w/pFatAa+3qAwBOc85J0J4bAD9SS8jJ4cYt+g/hVSCTU5pb9RdhFaCHFoIkakwYcDOsg6gQRI/SnTEr8tyvBhxc1o1GYDYtG8gghsn59F1GNW1RgLA0OOkSQWEuO5yju5cup4SNCNWvEbcl7aTIqGWgGQDJOgbMaAH2jwM6cMRpuftJrnzOyoJd3iElLlyJW+aoNSs1ry/uPblIYKbT7RZl9ojWSZBdpwUB6Y4H2Lj2ZzUiRBIEgl2gIGsGNHxrPBWfRsXNJbxcGagtDM2UNLQ3TM4wTqInXQpuv8AD2OfFQ0wQHS0n2m6905ZLcuux3A4BQ2t26U/LwH8S4Wrinj9boylrm2ynvAHXXzOsg/q01SmxsBpqWu+54kkagAcJ2n9cLv0ooZK7mgZmgnK7WTBiCeJGxI0OkLpRxLL7NIzs0aH4kiPgd+S6dSc4prqefOHdzcZc0yeWmHsfQky1zSWlucEF0tIBBOeCCXacJ4qEdKrBlB4NMFrHDYn7qNYJHs8QdT8Nelljr2vBazuuBDtdWnvDQkiDE6kbF4HhLuhvVriWO9ubb1QU7eqyke3fUY8ONNpEENeT3QJk7zpuqlva1IVXh7Pc1b3iVGtbJSXtLbOPD+pX0iJMDnHx234jlwTHXcRrpvw+uyvTEPRZxljHPLrAimxzoFeoTDQXQ0GjE6QBoPiqg6FYPWxC4oWdvkNe5dlb2hLWSGucS4gEgANJkA7LTjScTnZV1IYM31+vinPDKvdI0AGpMSTvoddvIK7T6JGMffYd5dvV/8A0pJhXo2Yq+vWoMdhwq23Z9qO2qjSuwvpkRS9kgOE6atO8KSUMohjNJlS2NYUy5ze7LI1lx14xoDqPIfOkDXjWRMiJ1HenSADGu/EKy+tnqXxDCKLLm8baGg+u2jNBz3uY57HuaXBzG5WHIRMnUgcQmLqk6r7vGKtalYdj9oaypUdXeWNGdzgxrS1jjJhxgjg7XZNVPcf3qI3UaH90th0CS3bQaE68okjx0SNuHgctDqQdY/b9dlZ3Wl1J4jg1v63dusezdVZRa1lWo97qjw4gNa6m0Hute4idmnTRV3Sc2O8RHFrRLhw46DiVG4ygTxnCp6jVcNbOg8x+3kuFxl4SPDT6R791NegPV9c4vXNvh9A1CwA1ar3BtGk0kgOqvIgEkGGiXOh2VpymLhq+hdiGSfXLA1InJNcNmNs/Y89JyqeKK1Rx5Hmm0jfT9qzcHXcGfL9Hmn7rI6A3eFVvV76gaLyC5jpDqdRgMZ6T2y1w2MaOboHBp0SToH0RucRuG2tlRfWrOBMCA1rB7T6jyQymwSAXOIEkDUkAu0jFPbAz1am311/YuRevT1j6GGIlkvvLFjyPYms4DwLxSA+AKpzre6o77BnNF7RAp1DFO4pu7Sg9wElofALXRPcqNa4gEgECUqEcskClEpXg+GVLioyhRpuq1qrgynTYC57nO0AAHFeiOjXoa4lVph9evaWriAeyc99R7dNnmkw0weHdc4eKURs81LBVt9cXo+4jg7O3rMp17YEA3FBxexkmG9q1zW1KcmBmLcskDNJAVT0aRcQ1oLnEgBoEkkmAABqSToAEo1miwF6K6EeiDidzTFWu63sg4SKdZz3VoO2dlJrmskQcpdmEwQDITF1s+jLiWF0XXJFK7t6YzVKlu5znU28X1KT2NfkG5cwODQCXZQJRkTBSZWq2K1SiHaFkBbLAYmZJTLghoWditg1IOSNF609GPEJw2nSJd361VogkRleXGSNhDtfJeToXqj0THBtg57/ALm5qNpzzc1skeIhVrp4gn5mlwyKlVcWs5iy7hXhoaNMrXQB4xJjgP2pjwNpfVkaNG3ExP6d1k3wdIBGZ3CdgdOHFO3RizIl3A8diVUqzzHBat7dxqbokpdDeWigfSWu8v0GbwHsnzn67KbYi7uqDdI8fbRadA9w15Na3m90aeWpPAKu2uRp0luRG7xKrTMlpIHEHWPgkg6whOR7C3bf9oTT016Q3oaawtqYp5c3fzNdknR2XMCAeE6qCYX03q1x36NJw3iHNMA6wTMEacFP3UkstEavaalpUty6f3bY5ujh8fmTJjl6A3eYeD7p2TP0cqU6oEAsf91TcdQfA/dDXQp6xTo65whswY+dVG8G1Rqp7SFOKVMozcIn5l1oVR2LXcStunNqWUsrZJFP9CiZxaKTG8gPoQovBLqTQ/OuY+v6eCUWN9roP7lX950jLdml3DdNjOlFc+xRV+hsjNubiC25l52V43dxAOnFO8tcJHL5+CpCzxGu4d5mXjMqd9Cbx+rXOnkCD5q4pJmU5PO47YoZeGnYgnxB4EHgQfrqlVlih7Fzz9wHTHwn3k7KP9JCRVDgdWMBjmCTIPu+hb16p7MtByh799Nt+UFF1X7i3lU8Eylb2/2q9hT8Ws+nX8BsxDBH1KVTIA5z6TzlgAvJaQDrEku18CYURwnonc0iD2RLpygF7JGm4722uw03iOM9rl9Jwc2SIABEkgayTMADTWJmU42F52jYEEjQ5idj3gZOpGUaHx4Lz23v6tBPTh53PSeI8MjctSk9ksLBW1fBH0y0vzNdFMgGNhAaTEiPAEagyUYo0U2l5gmS4iOMzuTx5p56fPc19INcdO0c7u93K40xA4kieXDyiJU65quyyWsgmJzA6Nk6aAkbb6EcV0tpWdakps4u+oKhWlTTyRLHMD7dznNBfUc7MAwZiQQTsNdd+WhTTX6OdmSx7KkjcZDPIAkeyZO0fBWbhFtRbcscxmzHgOcY01mGkwXQTqSYmNdCnu5s6b6cFuY6FpzO1c4gGJdvrq4CJnlo244nKhNRxlYLVhwGnd0nU1YecFEVLFtOc0gc4Ig6wNtCN90nbcNLtQXAASQJ122+O/JXIMHpt2Y5jCQT3S5ziJ4PcWzBzEDf4JH066B0qUVqIDC50ObIbDgMxytJIgjMC3w5kqWjxSnOSi85fIr3vZ+pQpucWmlzRA8Fw0VXZR3RHtO7pbJO0d4kfoPJWd1Sspkvp1XNfWzQyrLQHZARlLuBIMtI9qImcqiFDD6jGk9m6IESIOvONBpBBPOAOK5Uw6k0VgIJc18ZNnNkjWddYgnfdPvKSrQcWyDhtzO2mnD4+hZXSapTaNK3ZjMQ2AAGOc3KTPCDmMxBk8YiJPs6jQKbaoqgOEEDMC52wccpJieYBgbEJwxvDnVBUrTmY4BxE95p2DQNnBrTHuTXaU3ilmYQJdqYADYgACQcxME93WfKViW8Eo7PPwOy4hVmpYlHpzz0+Q84v1fOeG6sL3l2mgdmA7gOYxDmsI4QYUKxS1fTYXZC0ZRr9yMxAkyB4mRIE+aW4hfVA7+EOrhALuRkEtEd0kz7+Gq7HBrmoGlzazqT3MLS0d1oqPyOIBEbhxMyO8OErYs3OG05JnH8U0VHqpxa6Mhdw6mwlznHvN9lpJBcQ8SCDprHjrtC9YfY9aua2xA87ulp/wDQHNeZOlHR00qhpvZDaZ174k6EFoBg7sPejSCvTn2PZoFviAbsLykB7qA1951WxRae6OcuNSWGeoHsBEESCII5g6EL53+h10dcOkdKk4g+pevF2m5p06tuNOHfqB3uX0SXk30a+jPZdKsbeZil6xG3/tl0yuzh940qwiqesV5+w7pV2HTG4tHOAZe4bQAHOvbtNWn/AP5duI8R7/QK8F+lf0kdYdKqV42Zt22NUhsS5jR9sYJ079PMz+khAepvSo6N+u4JfUgJeyj6yyBJzWrhXgeLmsczycVW32PPo52WGVrtwh15dEA86Ns3s2fCq6uvSJy1WcH06jfMOY8fQWn50wdVnRFuG2NvY0zmbb0gwuiMzyS+o+P4z3Od70gh5W+yMdKs1Wyw9rvYZUvKo4Znk0aHvAZWP9MLyW8wNxtwn67Kd+kx0p9fxm9rgksFc0KWsjs7YCg0t/ivLDU/pk8VXJKXBInhH0+9FzoYzDsItaYblq16LLu4JEPdWuGioQ/Tem0tojwpjzUlsusWyqXr8NZdU3X1MFz7cZswytDnAOLezc9rTJY1xcBMgQYd+iDYtrcf/L0fybV4g6orN9TpxWc0E9liGK1HnkwNuacn+k9jfeEYIz0h6YvQ1l9g1y4gdrZsN5RfGrTR71UDYw+iHtjacpg5QmX0F+hTLTCGXWUesX7nVqj473ZNe5lCnP3oaDUjnVcrL68LoU8JxB7thh957y6g9oHvJASD0bx+8uHfiND+oEnQUdukHWNY2t1SsK93SpXdxl7Ki7NLs7i1gLg0sYXuBa0Pc0uOglb9avQ+nidjcWVUAitScGEiSyqBNKq3+MyoGu8YI2JXi70qnH/lZR12qYXHh3qZ09+q99cUrWBDxl9jr6DtL7vEarPttF4s6MjWm4tz3Jg6B5aaTJ3ALxs4r1F0/wCsOywzs/X7qnbds4tpZsxLi2MxhjXENbmbmeYaMzZIkKqPQeZ/iuJaf+/Lz5qduqp+yU/w+H/yN1/XooxlinszELOnXpOpVGtq0a1NzHsMOY+nUbDmng5rmn3grxb6KnVMyl0jvm1W52YS+p2GbWalSqW2tV3AkUQ6oNNH5ToWhexuhdo6laW9N/t07agx/wCEykxrvnBXmvoL1rYfh2PY++9uW0BWuLOnSOSq/M62ZWp3A+1MfBa/LOaNfIwIQ9F9POmdrhtH1i+rst6Je2mHuDjme4EhjWsa57nQ1zoaDAa47AlO2H3jK9NtWm5tWjVY17HtIcx9Oo0Oa4HZzXNIPiCvFnpt9bWH4pZW1GwuhXfTuzVe0U6zIZ2L2hxNSm0HV0QDOq9MejQD+4mHZt/UqX+zHc/7sJMAfPf0k+iDMOxe8taTctEVRVotgANpV2NrNY2Puaefsx4MVclX16eDwcdrAbi3tQ78Lsgf6paqFKehWthfQE/XVL6lIZZI/YeZ/UmmlUI966PuifKIiVDKDbLcKsUtxSygJ25mfCNlzumRH10W1pdx7vp4LhWqyZRh5CUoaduZkDivQWC1HW2FWTaZjte0qnhLqlQgSfKAvP8ATdpGnPxXrXoD0UGIYNaBhipSpObPi17gQR5qpev2V6m32cqU4XWqfLD+gt6t2Pqk1Ce40tZ5yQJPiYgcgrrdQgafBVZ1ZtFO2q0njLUpVWZvESA0jwkFWm+fmVFvKNa7x9olgSVjII4cAmc9HmGc4BmTB2naU7VnQuT6kjgD4psEskTTXIqjrOwXtafYuzQ1pDSdSGmJpkj2m6AidQq3sME7Bpyt1ggaHTyG+p1kleg763DpLuXPgorjNuyYaJceG/1KsSqPGMhTtaTnq07kC6F4WXuaXtIe2CHTo9k6tJ4EaEeSuTCBLRPAJjwLAi1uuk8I2/UpJRbkZ5aKrUlkuOOqQyYzTD3kHlCqrrQrihDKbRJMc1ZVStNTSN1F+meDCoTprBg7/BaFrHVTKl+pQmsMp5mIVHNe5haOzEmADB5a/OkeGdIbntxRFWlqQM5aCzxkgaRMbbp/t8HyOdkaYIIInTkQUv6MYMynV7Tsi533Id3mjxjQnwlSU9K2aM24o3EnmEh5wbGqlOv6teU6YmAytTBDSDo067tLj4Qph0QYS4j71xafcSCl1n0ZF2A+oO8xujsoaABswRqZ3LieXJOmBYZkJJM+7WeZVju2ntyGRq4i4y5jNi1IuuHxqMgZ78unkZPvSmnh85ZHdAnadjv56LhcVsl4QdqmUbchmE8tt/EhSOzuSWxIa4E5ZGYls5joI3AImJHNYPaa600Y0o9Xv6I0uz1CUK8q+OSwviNOIWNN5aNcwbDRpG2fiNOGyQvsiY1LXEkcgdNoBM6GNec8lKrazHtO0gFsbgyTq0c9TPkPFNPSm2zmWOdTpsEw0e0RGkDvDjsOA12XExl0O2o3TctH4lddZTy2pSkubmbUGhlpd3IkHTQmeGkKMNYWtL6YzEuDZc0HUHva6AxMx46FPPWniDAaDXGYzOgyNO6I22MH6eGiF+JtILw6Gz3GwNDoNBAyu01EmZ8V2XDE/s8TiuNS/wDVz+HyO+A2OavTDjUa9tNzjlcBMCZ4694NPjOohTWlYkDKADDpbm3iSXTAA3gweI15KEW+LOaBVgtcBAmDM91xkggd0z5x5rncdOa1MHvklzRByUtuc5ecHdVb6xq16mYtYwaPCuLUbWi4yTbznYsnBMELhnAz/bDDQSRmpktcSJ0lxDgBtl9waOm9NuenTHZ5abs7nGCWvAhrQ4ydsxPhGmqgGB9LK7g5na1G92o5xZ3B3nDukUwDJkkxBM8YXe8v8jS0gxIdmjQyZlv4RPtbb+MMt+GypVNc3y5ILviyuIuEOT6ktvKLToXlszEDuOdwIGveDY18FFbLosLgiixxD8zS5oIIDWwXOd/GIkAnTbTnztrtz3gQezDDJyguYJyvDYMd6QJ2ho4K2eiPqTWzaEurVNKna5WVXOy+yQXQAAQYYTsT4mxd3E6NNtJt/L1KlvTpSmkyOXlKnTY5lZwIflg6iHAHs8sTrMjQHXyhQ+tRFVuVoGcNB3gdm1wkPaYLXlob7OaQYMcXzprh7nvcblzaeRuZmV0hrQQGOPsiXEGGjWSNBqU89V3R9tOvUq3JkAQ2oDLCC1rpAjWZHHedAVkxmqVPW3l8zqLqXeJvG2OnVDFhHRxtzUqOFJ9Cm0NPaT3XnvQRnghuu7dDG+idenmLmzp0HmpUDg7sO8Q4uY8B4dp3MwLHQ6N54FXBX6Piu5wEta4aF7dJDgRo7WYzCNgd0wdYHRqhWw1zHMDqltVyh/3YObLJkB/skbTw1gFR2nENdeGrllLHqc9fVqfcyjBe08Z8vD+h5mxG2ZUmqXZ8ziZI75jXYu7xGbc+7VemfQJ/gsS4/wCO09f/AKAVIdHsBFZoY1k5XEGsHFzBs7KcoBFXLHdDZcTxAV8+g/admMUZBblvqYAO8dgCJ5GNYXdW805OPkcZeUmoqXmejlV/Vx0a7HGcaueFycMy6RGS1cHxzlxk+KsD90f8Y7DTWh2w5mKmR3uEt+KV0rdoc5wEOfGY88oyt+AVszjqvnb6eg/f2p+K239Qr350UxX1im6p97c3lHaP8mu61v8A+lvxXgP08vl2p+K2v9QpUOjzPXvol9KfXsEs3kzUo0zaVNZOa2PZtzHeXUhTfr98pT1xdKP3Pw27vJAdRtqjqc7Gs4ZKI99VzB7150+xt4m40cQtz/B061tWaP49ZlVjz720KfwUn+yGYo+ng9Om0w2vfUadTxYynWrAf/cpsd/RR1EPAjHHfcncneTxW1ULth9vmPAef7V0vqEEtEH6eesFJnfBK4vAp/5SXAAAurkADbt6sDwHeXuH0Guql9lbvxS7a4Xd837WH6vZalwfmcT3s9w8NqEEnutpbEuCo30Lep1uKXJvLpmaxs3t7hHdr3Oj20nc6dMZaj2nfNTaQQ9y9xdZvTWhhdpVvbp0U6Q0aIz1Kh9ijTB3e86DgBJMBpIUibKN9P8A6fttsPbhzHfb75zXPaDq21pPD3OMajtKrWUwDo4CqOBVsejh8i4b+I2/9QL5rdaXTatit5Vvbg9+q7usBJbSpN0p0WTs1jdOEnM46uK+lPo4fIuG/iNv/UCHyBo8i+lV/nZR/lMM+mmvffFeBPSq/wA7KP8AKYZ/Wpr33xQxD5KdKsYrUrq6bSrVqbTd3BLWVHsBPauEkNcBMACfAK3PRD6uK2M37Lu6dVqWVg9tR7qjnvFSsDnpW7C4kRmDatQCe6ADHaNKrzB+hVXFMYfY0NH1ry4DnkS2nTbVe6pVft3WMBMSJMNGrgvpj1f9EqGG2tKztm5KNFsSYzOdu+rUOkve6XOPjwAAStjmc+s3pfTw2yr31Y9yhTLg2YL6h0pUm/xqlQtYPOdgvk9jOIvr1aleqc1StUfVqHm+o4vefe4kq9vTJ66v3VuRZ2r5w+1cYcNri4EtdWnY0mgllPmC98nOA2gqNBzvZa50bwCYnaYQhV4ns30M+qDDcQwv1m8s2XFf1uszO59Udxgp5W5WvDYEnhxXq26ey0tyWUndlb0SWUKFOXdnSZ3aVGkwanK0NaxvgF89+pb0ibrA7T1NllRq0+2fVD6vasdLw3M0QcumXeOK99dXHSduIWVvesaWNuaDKuQmSwuHeZmgZsrpbmgTEwEjGny261ulz8Sv7m+qNyOuKpcGfeU2gMpUyeJZTaxhPEglRUq5PTK6NNs8cum02htOv2d01oEAGswGr8awqO96pspyFfI6FARKxKQGdWoWrCstSAdqa9U+hZ0sBZWsnnvUiarBzp1D3h/Rf9K8r0lJOrvpU6wvKV00mGOAqD76k6BUb/s6+YCgr09ccdS3aV+6mm+XJ+jPbON2jWOqZW5TVhpcOMODgI23+CltSroPcoz67TrvpVGHtKb2l7S3VpDmgtPxOqecQqw2Y4LHisI6pyzNeiOV1dQSmu7xONt+PJJb6vtz5JFVo5tj+1Jq3LtOEXzEOI4kXHKCddBGg1+vFK+j9ll7z/aJ+bwXaxwwNMlKaoHOIj+5JksNLGEPlnS0SDFHjKQDz0S/D6wLSG8jr7lEMYDmknX48/oSy2Q2jDMmsiDC6ZdW5AHXy/ans2bXHWFGrO9LCSNSdFIbOrmaCdyNQtey0qGChxWEterpyIB0ow0Unmqwdwk5hy/YlOAFlQyAM0fp5JZe08z3Md7Ljp5qMU5t6hbyOnlKJ+y9QyENUMZ3xsW/g50yjujjO4SqrbxMeKhGC9ISIzGddvoUuo4yHAeP1+CtKonEzJ2s4zyQ23szWvnSYZTbBdsWvOm500ElO3aOZmD30yWyWZYnI05crmk7ugEEaEpttLsCpUMDK+sdXCJIjjyGgHv0T1h1pnqMquP8GXPayRFRzmgA6HvEAQA7TfTZcDx2vruNL5JHXWFu6VvqfJ748R3u67WODC8MhrC9pb7Li0DecpJHLf3La9NMiA4HMNw4eGn6N+HFLn4Q1z/WMpzvAIEvOUEBujTDWEHcQZ121XLpLg4l1IS3valoIzS3cGOIPAcDBXPao5IqVxDVGOXnr9SlenmANNQDK0/aQQ15OUw7uhusAuHH+KJhV/f4OaFQFxApVRnaA6CCdXNifZadPIxzVu9PsE7Ps3uqveXFzDIDsjWZMrXFolziS7UmYOvNQLFA17sg77GkDKSQdX5xBmYIGU77EiCu14ZP8jHwMfimmpXlJcxX0UwsXDuxc7LnDiIAdJyF8ESOBj3eCX1eq/tKrQKxa1+YeyJkSYGaoQfZLeJW3RKwFK8Z2TA0vpPcGycuZmXPkc7eQW6efBTTFXFrqFSpuamYNGacoPeEASTB9nnESqHELyrTqpQeFg0uF2NGrRbmk3lpfcROh1YGhmaytAdH3BMHQ6nOYBEDWVGMb6F3HeIio1ozZmkgwJ1ggABvJpPPQzF9YliYDH0y7K8AAAtIqawQI3IgiXa8VHMOtmlznvLsjoGUuJZm4gcdiTB334LOo8Wrp5lv8C3DhlCrTb06WuWOpQ9laOABc4gEZgT3RJ07MPBkOcNiDrHDc2RX6KmpZt7N2Su7vlrngMMlpa4PyktfrTcO8TDvKIz0ud2dxUpU/ZzkwREZiHANBAy5SC0AGTtpoFI7R1GgxlUuqS5hqBlRzs2gNIFgbTLQ6GmQZ1jWN+llNyjGS6mDTpqM5R8Bq6KmtcMdRuWkOp0nQ5riQ7KQZqZQZMBwcRpO5na0egFSk2owEMplrQxjXmGBo7pMQRI7oE+JGsKu+qS6psuR2eZrKjHPf2h9rvAjLHccQ2Wid85PFW7hdxaVK5JDRVpy5g7MQzMzXMdyx3d0A0j4c1xR6ajgltzwvH/9N+ncTlatSi28Y1LnsS26tRWcaoe7MKeUMzvLQS3U/ayQ7Wcp8HFVd01o3FO3r0wwAXL6cuzkuDs/eAzuGVuSnAiROsiYMk6cdZVO2phlG3ac0tLm9zuvnvtbo4iS4jXQjlJUeoYj61laZBIFYZy5wDWyJFOAc8kkEAzlLhMCa/DqVSNSMmts/IzqdCqqM1NYTxhPma4DhQt6LLanRLjmzvqEtAe+RmdxdBYMrQBwA8VM/REfNXFzlyk4hTlszB9XbOo3THi9263puykODGgF1QnWCMxLj3m5STDYgD5nL0MLvtXYtU179/Tdr40Au24Y3KpKXl9TC42lGlCK8foWJjeIZMes6ZMCtheItidC9lxY1AY4kNa/3FysMmNVRPXDiXY9JcAMwKjMRou21FWk1rRr/HLD7la3WZivq1heXH/U2dzV97KL3D5wFtHMkZ9GrEe3wmhX/wCuqXtb/wC7fXNTjr90vGvp3j9/an4ra/1CvW/offIFh/J1vzmsvI/p4/LtT8Vtv6hSjo8y0Psbu+KRzsPou1JPsjfyXa/ziz82uVGvsbT5OKHb/IPou1JfsjfyXa/ziz82uUnUHzPEvR+1zu10HEkwB5k6R4J46UUqbAYAcS0EOk6DhHxA13CY8HqGYEe/b59D79F3xNj8js2x18+A+ZRNe2i0pexjB9LvRm6NNssGsaTW5XPtqdxV59rctFZ+bxaX5PANA4Lx56dnWBUu8UdYhxFtYZWNYDo+u9jX1arhxcMwoiZgMcRGdy969EBFrbj/AOXofkmrpXwOg4lzqFFziZLnUqZJPMktknxKlyVEfILMvqZ6NzpwTDvxGgPgyD86aPSZwOg3BMQc2hRa4WryHNpUwQZbqCGyCoV6BfWBTusNGHuePWbEuGQ+0+2qPc+nUb98GOc6kYnLlZMZxK9BW8lL+lTQP/KygIMvqYXl/jd9jdOfeBHmF734poxDo1b1a1O5q21CpcUZFGu+kx1WmDP8HUILm7k6Hieaj3Xh09p4Th9e7qOaHhjmW7Cdaly9pFKm0bnvd50A5WNe7YI5jSh/QU6NNN1i2IEAu9bfaUnRq1vaPrVoP8aaG33p5qRenr1gvscOp2lB2SriD6lNzhuLak1prhp4F5qUqZP3jnjjIRfY5/kq5J1JxKrJ/wBWtV6QvsOp1Y7SlTqZZjOxr4mJjMDEwNuQQ3uKfHiV7I+xo/8AvT/+u/45etf+T1v/ANmt/wD7NP8A/FeOfR36cUsP6UYpaVSylRvb68oUzo1ja9K8rG3Zwa1rg6pTA++cwcUuRW8kv+yQ0v8AEbJ0aC8eCeAJoOIHvyn4K3vRXpFuBYeDv6sHe5z3ub/3SFO+keA0LumaN1QpXFIkONOrTbUZmb7LsrwRI4HdKQGUaf3FKlSZ4Mp06bG+5rGNaPAABNyNPn59kCd+/flZW301T+leeCrD9Irpo3FMVurymSaLqgp0TtNGixtJjoIBGcM7SDqM6rwp6HPkbLKwFuEgc0CzTKwsgIEFNFwC3rOlJ2OWznqNokTPSHoa3b3muw1HFtM08jSSQ0ODs0AmACQNtPir5urw5jI0mJO503jxPwXnX0M6o7a5aQT3KbvdJb9JGmy9JYnQBEunQE5eA8zwWdcRxJm9YT9lZIziT5JGs+fEp7wq00jjATNZGXjSRvx24aRv8FKcLZEk7n6FS6nQathBf90e5RirXL3AcNlJceB14D5ymKA1pdOw8+Ca92WadTEcklZiVG2a1tR7Q4gNkkNBc7Qak7k6KP8ATaqPIquusChTr1KdS4d9rESDOUnXz18wnrGb1rqTQx+ga1rZGpA0A+Gk+Cna2I4uEKiefU3w+5GYZzpMmN4Txj+Jtax1SkCGtLd9+X0mVV+P3dVjT2cZyQJ3yzxDTudOOieejbqj6BbUMzoSdCeMkD4q9b5gsY5la6qQrSynsiS4detqHMI4fONfcuuPYSH94xtE/pUe6P0zTdl1j6QdlM7xvc8NuPLQKxB6luV6zUGnEg1Jpa6AdBspTgdTSduEnh4qMVLPvNH8Yh3u1+HipU1zaQl8dmJzcu63MfDUAj4JkebIq1b2Rk6yL8Mcxgyw1gBa1uZxq6Ce64Og5txxaJnRPnRPGGVWUqpgwA3XUtIgaTw03Ouviqqw67bcs9cLnvy1HNNEGHNgkNAIAIEFrvInUQpB0TYAx1NpNMOPe74cQ7TvZS0e0AQQDw8o4riFJTlJvnk7Gzkp0YR6OOxZ56SVGvyA5qZGuYRlP3OXuwc2sg7acE/nHh2DW1CyqWyMhAcZBMGXHYDXyVb2r3NbkcWDMHtBBOXtMuZhDQBIOV7jsRoquw7Hrq3Bd2ze8TIDGHgBvk5ctjqqNDhkrjOlpY/Eo8T+zUHFTi889v72LD6z8ZptdRY9z6dM5ySAO8JaSHEEkEwQPdtCrWyrU2VSWZuzcO7n1dOm4aOBOkjWI0SHG8YdXg1Xdo4cTGaNAAMoAjXkBJPFcLejLg5+g4HMQZ0+60IdImeZXVWlt3FJQZy91cKrUcorb8S+OhmAesOpipTNMVGPLS0DtGPawmRJJDnBmoM6GDo4hWfhOD0mmm6pTLmNZmY8gGX6tLiRxDRO3GeCoHoX00r0Q1gy6OP257nl5p7jVmUjUkcQfKVP7TpU6ux8XPaODc+Rj6rXAGJIJaA/LBPGdobosPiPD6taepNIuxnKUdMZYXhunnyJF1he3SrUqDjVZnY7NoHMdlGhA2a7K/Vs7xyMYurNzGS54aS01GUnEDvZ++ajmuygHNoJGUcCYChHVV1ZX2MWNHEKmOXNN1XtQKZpGrl7OtUo6ONdoMhk+yImFKh6PF4G5Bj9aNNPVGxpEf8AtG2g+CxJXvC7So6Fe5WqDcZLRU2aeGs6XyfgR23HXTpKMIP1yn82NNHoHRqOdXqk1KhLjWc8HI55IcMoaQWhstGYCdtoK0xfo5R7OoxzuzaO6A0ktbDi5mYuZ2hDoIMiCZELTpf0FxrDmGsLinittTh9RjaYpXTWt1LmMDTmgAE95537sElRzoWKuO35o2mI1bSi2xbcaUQ8ip2rabmOaXtAeJb32uPs6byuio8QtqlvK5hWi6UVlyWXp8nHGpP4DHxOjpzpeeWNsvPXwa+Io6P4a0VXBmbIGhjSNZc6C57S0CHANgh3NnGQbHsLYMpiXNptcZJaDO2jTMak93MdfA8Gy29HK6YIbjtZoknS0bu4yT/lG5JlJ73qCxKl37fGWVnt9mncW2Vh5gvDqpEyRmDZE6EbrnbjjfC7iplXUfLMai+9uGEaNPtBShSVPu57c37L+psykGMDBT9ouOVzi4wCYc5xgmQ1sidJaPBV43pU71sGozs+yinq8vaHBxzuEeydXN0IAkbTpnpj07uLanc2V/SNpfU6RNPID2VQFpaytReCRlkaakaEbgtbJuiPo3Vbm1o3H7sVGC5oUa5Z6qHAGqxtWCTcDMQXHvECd+K2Kdza8Op9/eVFGMniD9qSltnKcU1jHUg4txqFaMI0Mvq+nlh56nQ9Im1mkPzgPDWDNm1dDyDnkBwiJJ45NBoRDsHxrE8Ofcuw+89WpVXsrOZ6tSqycpawZqrHkENaZGkRrrqrJPoz3GUM/duoWDUNNkwgHmB6xv48tFrU9GW4gzjlU8dbQf2jT3Io9sOEUn+TuFv/AKKn/gYleuq+FUg2l5r+p536cdaeJXNzb3VzeGrXs357aoKNBnZuD2uLg1lMMf3mN0eHDSOaXdJfSBxi7oVLavfF9Gsx1Oqz1e1bmY7RzczKIcJGmhCnPVR6O5xaypXr8RdSNR1ZvZ+rCpl7Ks+l7XbNnNkzeyN+O6lP+B7yxV3+5jf/AHla9ftpwm3qSo1qyUotxktE9mnh8o4Mh0HLeK2/vzKW6H9fGLWNvTtLW9NKhSBFOn2Fs/KHOc8jNUouce84nUndRPpz0wucRrm6vavbVy1rC/JTZ3WCGjLSa1ug8JVw9YPot31rTdWtqtO/awFzqbWOp3EDUllMlzakCTlD8x2DXEqqerXor+6F7b2XaGj29R1MvyZiwhrnHuZmye7EEhatpxyxu6ErijVUoRTcms5SSzusalsvDfoRum4vDQu6tese/wAL7U4fc+r9v2fa/aqNTN2Qfk/hmOyxnf7MTOswF26yOtrEcUpMoX9129JlQVWN7GhTioGuYHTSpMce69wgmNVfDPQ//wD5V2//AGMf2leZ7DAKlW49UoMdXrurOo02NEF5a4iTrDWgAuJJAaJJIAJUPDO0VhxBTdtUUlBJyeJRwnnduSXg/qLKk4+8hDhjCTG/mnrFpezLGXSDx1nfgvRfRD0RRkDr2/eKpAJp2zQGM5jtKgJf55G+9adNvRRqMpl+H3z6rwJ7C5AAf4Nqs0a6Ng5kE7uaNVj/APG/BpVu7VdZzjOmWnP7WMY8+XngmVOajyKxpekZjdJrWNxHusa1jR6rZ6BoAAk0CToBqVr/AITmOf6R/wDC2f8AZ1z6kupx+LV7q3rV3WVSzyB7DR7R2cvexzHA1GZS0sPOZVq/4HQ/0q7/AHMf2laF92t4XY1XRuKyUkk8aZvZrK3UWt0/EijRlJZiim+lHpAYveUKlrcXxqUKzCyoz1e1bmaYJGZlEOG24IKgHRzG61rVbXtq1ShWpmWVKbi1w5iRu07FpkESCCCvUf8AgdD/AEq7/cx/aUw9P/Ra9StatyMRNQ0gw5Dahs5qjGe125iM07HZV6Pbfg1apGnCvltpJaJ83sv1RXQmly+Qy2Xpb4yxgYalrUcBHavtm9ofE5HMpz/QVVdYnT+8xSqK1/cvrubIYDDadMHcU6TAKbJgSWiTAklejT6HQ/0q7/cx/aV5z6y+iJsL6vYtea5o1G02vDMrnlzWuEMDnQZdEAmVf4X2k4dxKo6drU1NLLWmS2yln2klzYyVJw3aHTq664cSwuk63sLrsKT6hrOZ2NCpNRzWMLpq0nuEtY0QDGnmpN/hO45/pH/wtn/Z1Oerb0TKtam2riNybYuAIt6TQ+q0EAjtXuORjxrLGtfHMGQJJj3ofUSw+rX9ZtTh21Nj2HwJp5HNn74B0cis6t264NSq91KtvnDajJx+9LD9VlDvs82s4Ki/wnsc/wBI/wDhbP8As6qfG8TfcVatxWdnrV6tStVfAbmqVXF73ZWgNEucTDQAJ0ATr1hdDbjDbh1rdsyVWgOBBllRhJDalN0DMx0GDAIIIIBBAv7oZ6KIurW3uv3SLPWLahcZPVQ7J21JlTJm9YGbLmiYExsFrX/aCwsaMK9eolCfuySck9s7aU+gyNNyeEiEdCvSdxizpikLllyxohvrNMVXtA4drLarv6bnQmbrO6+MTxVho3N1ltzGa3oNFGk6OFTL36jeOSo5zZAMSApD1+9QBwa1ZdNuzctdXbRc3sOzyZ2Pe15Iqv0lhbqBq5vNOvU56NoxSwo3xvzQ7Y1R2XqwqZeyrPpe327ZnJm2ETCgl2o4ZG0V66v5Ny0qWmXvb7Y056PoKqMtWnG556K1Ksj0gOrH9xbmnbC4Nz2lAVs5pdlE1KjMuXO+fYmZ47Ktlr2d3Su6Ma9F5jJZTw1lejwyOaaeGbhbBahZBVgRPY3hCwCgFAZNwtlgFbAprFRafouY6LfE2NcYbXY6jPDMe8yZ0IJEe8L13d0j3tTx5cuE6b+ZXz2sro03tqMMPY5r2n+M0yPoXujoP0pF5a0boAQ+mM4zey8aVJHg6fiqN1DkzX4fNbxHjCLQAnfz8vnMniu2G18ocSZIJI4DLw1O/L4rWtWkSATwho4D9vFJ8XcGtHdOo21cdT8JOnHRUWjdjU6Dde3QcS4z3TpqSD4aJmxm6YO8TqYyj2Y11MxIGmpKR9J8RFIEAzsT3pynaOU8J8+Sh2I402q0jM0yRrM+eiRJJj3KUtojni1RlYtaQPDkST3YJ4AQee/NRnp5iApsYxjj9w7jOSdNd9ZmPJF5ejusLwWiTpGYExqDwMDyUe6YWXbZXMfqGszaxIb7J/CAiVZptZ3K9W1ruLkkTG6+2sEEZi4Exq2GjQGfaBUhw94DMrImYHOdu8OGuw81BcMv8jA5ju+AAG8O6AAeR04RvCfcNxOG5T3X1Wglwb7LyXECBvIjXhpzWhCaxsZlSM6b3Q8se7tGzz8B7j5HT9amtdgLCDI209/11VbW90Qczv8AZPLUTPDUe6ApzUxExI2y6SeEc9c30pYrDJ3Vcoob31Q5zQBBEtjjO4/UPPxUe628YFGycNW1K0UmzxmS7wkNB+KfsEot7Rz3TlgEEGZJIynmIJA8VTvX5jPbXIoB3dt2k8walTUiBxAge9NkiGvVajgY+g+Oi2qhzmzScQKkchsW8MzTrHFXPhlzRrU+0hrnjug5jqdSNTpJAzcxrK8406kN14nzGm3v3Uh6JY12BIe3M1xBO8t2MiNSOBHImIJ1xOI8O7324+980avBeN9x+Sqe708meh7WkJDg9wJY77ouaAdzkOkzB5jbYqF3vQtpOT1ieYLBvw/6SQSNTrsOZCTdHsbe6HaluXuw6GnK12UEz7M+0AJXepiEZntM5i3M0OBbmMEdzSTOkO124LBpqtQbUWddUhbXcVKosroNVz0LDjBquYBs7s539k+3xIOsmIiBsmDpVY+rPaA9zgQSJAaDwB0JHnJkFTarjLYLi0P7vDZpDtJnVp+51O3moN07v21HMJlpyuadSYGmok6AEHQfDnpWdevOolPkYvFrK0pUHKkt9ur8R+6ADtagZma2MznADNmDROVuszqY1HvVj4ZYi3ZcPbV1cKdMPcwDI0h7iGw8w6QJmJ7vJVd1P5fWWOdE5XidBrkI12JkKb9bFz2dFjqZGjy1zXTkcDTJIIP3IIBj+LOqjuqk1dRpJ7MhsqNN2UqzXtJvD+4tf0PfkKz87r88uFL+sHrHssMNIX1fsO3z9l9rrPDuzyZ5NKm8NA7Rmro38DEQ9D75CtPO6/PLhVP9kL3w7yvv+EXlVPhVLifaata1m1GVWtlxwntrkuaa5rwOS1uFFNeCPV9ncNe1r2ODmPa17HNMtc1wBa5pGhBBBBVAdV/RNlj0ov2UgG0q1gLpjRs3tq9EvaBsGis2pAGgEDgrU6k/krD/AOb7P83pqNUv85n/AMw0/wA/qLM4e5W0r62i/Z7uafnonHD9f6sdL2tL8/oWPjuK07ajUuKzslKjTfVqOhzsrGNLnHK0FxgA6NBKaugXTe1xKma1lXbXptdkcQ17HNdEw5lRrXiQZBIg8Nim7r1+ScQ/Ebr8k5UP9j3PcxD8K0+i4SWXBKNbg1xfty105xSW2lp6U87Zzv4/AWVRqoo+JJvTr6Ntq4dTuwAKtrXa3NGpo15Y9k8u07Ijl3uZVv8AVP8AJtj+IWf5vTUF9Mh37x3Xi+1A8/WaR+gFTrqn+TbH8Qs/zemp7qtOp2doRk/dr1Ir00qXzkxIrFV+iGrp91u4fhtYW97cmlVNNtUNFGvU7jnOaDmpUnN1LHaTOijrvSRwb/tx/wB1u/8A9C89enWP33p/iFD8tcKiRSniPiF3HA/8PuHXljRuakquqUVJ4lHGX4Zg/mQTuJqTSx/fxPfvogunBLYjjUuz/wCLrKX9YXWLZ4Z2Xr1fsO3LxTPZVqgPZ5M89lTfljO32o302KhvodfIdr+FdfnVZVj9kI9nD/wrz6LZcnDhVLiXaara1m1GVWtlxwntraxlNc14EutwoprwR6jwu/ZWpsq0ntqU6jGvpvaZa5jhLXA8iDK8t9LeirbTphZvpNy07si6gABoqllenWgD757O1M8ahV0+jT8i2H4v/wCo9Qrrlb/zjwM8YuB8AY+kpnAdVlxG7tYNuPd3EH5qEZNN+fs/iwq+1CMvNF9NXlb0KOjTXXeI3zmgup1TbUjyz1H1Kx8DApCeRcOK9UtXn/0Kf8nxD+dKv9Rip8HrzpcIv9L59zH4OUs/eth1RZqR+Jb/AFgdMKGG27rq6eWUmlre60ue5zzDWtaNyd+QAJOy36B9LKGI2zLu1cX0amYAuaWuDmOLXNc06ghwPgdCCQQVTvp4H96af84UPyF0nT0Jx+8tP8Yuf64RLgdFcBXEMvvHV0eWnD6Y55XPId4+909MC/ph0gscGxOpeXdX1cYhaU2SKVWpnrWlRwc4iixxB7KrRbLo9hSvq76zrHFHVG2NwazqQa6oDSrU4DyQ0/babAZIO0qgPshjfk3/AF//AIJIPsff8PffyNv+UqLeq9nbe47PLitSU+9UEsZWnEJ92ttOfdS6kaqtVdC5Z+mT1Z0px6lZ0KlzcP7OhSbmqPyudAJDQcrA5x1IGgKpDrR69MLvLKrbW92alet2TKbPV7luZ3bUzGZ9FrRoCZJCnXpPfIl9/It/LU189ej38PR/lqX9dqn7C9lrXiFu72rKanTqeyk0o+yoyWU4t83vhrYS5rSi9K8D6puXlXof0YbddMbypUGZlp/jIBgtNXsqNKlIP3pqGoCNnU2+/wBVOVBdT4/5y43+BQ+imua7NXEqFC9nDn3DX8U4Rf4MlrLLivP6F3Y/i1O2o1Lis7JSo031ajoJhjAXOMAEuMDRoBJMAbqOdV3WVaYsyo+ze53ZODajHsLHtzAlrspJlroMEH7k8kg9I75Gv/xV30tVE/Y9faxH8Gy+m6S2HA6Ffgdxfyb105xUfDDcU8rH+rx6BKo1UUfH/wCyaenR0YbWw1t3A7W0rM73Hsq5FN7PLtDSd4Qeatfqa+S8P/m2x/NaSiPpfj94rz/Vfz22Uu6mvkrD/wCbbH81pIua86nZ6jGT92vUivTRGXzkwSxVfohj9JrAvWsGvaY9plH1hsCTNu5tYx5tY5vvTT6HfyFafhXX53XVs3Vu17XMeJa9rmOHNrgWuHvBKrb0YMKNthVK3eZdQuL+i4xEupX1wwmOGrVXp3urgdS2f6teE1/3QqJ/yr7xdP5VPy+qPOvp9fKVv+It/L115yK9G+n18pW/4i38vXXnMr3rsd+h7b9j6szbj336mVkFaysrpCE3WCiUSgDZAWJWzBOg3SDkbNC9ZeiVc58Oc1w0pXFRoI5Oa12vhJK8oXRju8l6a9DO5/xW6ZxbcU3x4Opx/wCVV7pYp5L9i13un1Lfu64pvEGY7xOsN8wN4315pB0p6RZgW05D40EQZ11I4DjPBLsesS4DJ7QMxMT79I5yZXV2Hy0loyiC1xkOknfgfieELNW6yjb1aZJMqCx6NPrVJrB+XQkAyCT48R+3UqbM6N0mtByNgaHafgBr8ZTtXtm0mw4udI00EknWBGwGvwTBiNzDS3WQNd5+Kic5ZLlJpchNjWBWxB/gwZjYA8PBRPFuilufumf7RGnuXetaPfJDXFgdExm2Ee/U8Nvcmy6sSBJ0ZtAMkmIzRE6OJ8FZpOTZLUvZRWNORTZ9XlMjNTfUaf4tQEQfB0j4JB0o6O17duYVG1GjTUQ9vvGh9y7Wt09jREtdmcCIiRoQZPDUiE/C4NRuWpBEDThMwZH11WgmsYa3MqrWlPkQfovjedxpv7xOmu4nUj5zqrVwmwPZd50tYJaCTmbEkd4b7ED4cVWpwdtKoKjRkIedjpt5aGJ0VlWGMjIQzvQYBH3p114mNdOEeKdSjllKdTSsGMYu20rXtCYAl0yAdDIEcp38l5h6Q3DqlV9UmXPcXOnnM8+G3uVk9fnSyMtkyMwPa1SCe6SZYwcPZgxrwVZ2l0HuAJh2x5HQ6/sUdZSi00MU4VU4sbmGTM8fFLzcS3WZkfAeKU3mGaDLo7bzPluN0yklu4I8D4fUpsZqfIgq0ZUef3krwXpC+3g09eMECDtwjfhpyEylFzjLq79XQXO132bt4E7DmmHBy0nvO01246ElbXlADUEcdJ2iZHh+lQVLenKWcblq34jWpx05zHwJrReHtGbMQd8sd2JBEEiTzAI0I8in6U4fJa4hrWxo1ol2XTWdp+cmVD6GJvb3WuOWZg7ee/6U5UMbcQMwkA789OAJ04gGVSdpOEtUTXjxOjWg4VEyUdDrBrX5w50iQ0ZY0cC2eUbzHIDirFx3oxTrW2V7yDSMsgS6MpERpoZkkchyVXYN0rpMcC7MWy2fbnQ7yDExp7x4qRX3WLR1EvILZ+7Di+NQSRAbqPZ5DXUzmXNC5lVjOKexv2lxYxtpU3JYfM9E+h98hWnndfnlwtvSE6m/3cNsfWvVhbdvP2ntS/tux/8Aisy5ey8ZzcI119D75CtPO6/PLhS7rE6ybLC+z9er9h22fsvtVapm7PJn/gab8sdoz2omdJgrx68r3tDtBXnYpuqqtXTpjqe7ln2cPO2em3M4WKi6S1csIfOjGENtbejbUySyhRpUGF3tFtJjWNLvEhslVP0dxhtbpVdsaZ9XwmlbuP8AG7enWcPd20HxBHBRrrL9Ky0pU3Nw1r7mu4EMqPpup0GH75wflq1CPvA1oMauHGv/AEGLx9XFburUcX1KlpUqVHndz33NFznHxLiStWy7N3tCwvL+8i4t02kpbSblKLlJrmuXXd5GSqxcoxj4nrvpZgjbu3rWtQubTuKNSi9zCA8NqNLSWlwIDgDIkEeBTD1U9W1rhFJ1G0a/7Y4PqVKjs9R7gMrZIDWgATDWgDU80/dLMbZaW9a6qBzqdvRqVnhgBeW02lxDQ4tBcQNJIHiFHeqLrNtsYovrWvat7N4ZUp1WtbUaSJaSGve0tcJghx2MxC5Ckr/7DUdPV3Gpa8e7q2xq/DHTOOpM9OrfmUb6eHTxgpUsLpmarntubiNm02tcKLCYgue4mpAOgY2faC9A9U/ybY/iFn+b01TXp29FGVbCnfBo7a2rNpl/E0K8tLTzir2bhMxmfHtFXL1T/Jtj+IWf5vTXScUnQl2ctO5WMVZqef8Anxu/isY8FheZFDPeyz4CXpl1YWF/VFe8tKdeqGCmHudUBDGlzg2GPaNC5x2nVUX6V/Vbh9jhnb2lnToVhc0GZ2uqE5XZ8whz3DWBwUv6+/SAdg1220FkLjNbsr9obg0ozvqMy5RRft2czPHbRUN12ekM7F7P1M2LbcdrTq9oLg1D9rzd3L2LN8288Fsdk+Ece762r6p9xmLx3q06P2NXLyx8BledPDXX0PSHod/Idr+HdfnVZVj9kJ9nD/wrz6LZWd6HXyHa/h3X51WVY/ZCfZw/8K8+i2UXBf8AOE/3tf5TCf5hei+hc/o0fIth+L/+o9Qzrl/ziwP/AFn6Cpp6NPyLYfi//qPUL65f84sD/wBZ+grLs/03d+l1/JUHy/Nx/wC36F8tXn/0Kf8AJ8Q/nSr+TYvQDV5/9Cn/ACfEP50q/k2LL4b+iL31ofzSHz9+PxD08fkml/OFD8hdLxTa4nVYMrKtVjd8rajmiTuYBAXtX08fkml/OFD8hdLzb1c9R9/iduLq1bQNEvewF9YMcSww7uwdJ0Xq3YS7t7bgcalxKMY95JZk0lnpzKdxFupheBXV5evqR2lR74mM73OiYmMxMTA25BemPsfn8PffyNv+UqKl+tPquu8I7H1xtIesdr2fZ1BU/gezzzAEfwrI5yeSun7H7/lF9/I2/wDXqLU7W3FG44BXqUJKUGlhx3T/ACiTxjzTG0Viok/72L29J75Evv5Bv5amvnr0e/h6X8tS/rtX0K9J75Evv5Bv5amvnr0e/h6P8tS/rtWL/hj+i637yX8kR937/wAD6puVBdT/APnLjf4FD6Kav1yoLqf/AM5cb/AofRTXl/Av/a3v7lf7tMt1Pej6/Rk89I75Gv8A8Wd9LVRP2PX2sR/Bsvpule3pHfI1/wDizvpaqJ+x6+1iP4Nl9N0ui4R/lS9/eR+dIjn+ej/fiW76X3yDe/6r+e2yl3U18lYf/Ntj+a0lEfS++Qb3/Vfz22Uu6mvkrD/5tsfzWkufqfoCn/1M/wDagSL86/T6sklrdteXhpk039m/wdkY+P8AZe0+9a4dYtpBwYIDqlSqfw6r3VHn3vcT71XnVxjubFsZsz/0dayuW+VWwt6b48jRZ/tKzFj31tK1mqednGnP11QUl92pkkHq39fmeKPT6+Urf8Rb+XrrzmV6M9Pr5St/xFv5euvOZX0h2O/Q9t+x9WZVx78gQEIXSlcyQhAWWtJ2CByRlOljQyN7Q7nRo/SjC8Ic4y7Ro+J8F3xmpJDRsNk17kiQ1MpF7oAkler/AEVsHFCjW++f2ZcfLN9Erzp0Rs+/J5SvUHUS6GvJ2gAe5Zl9Xe0VyNzhlqknUfMsW6PLfgtaWIZQRG47okDWNSSdNOAElc713HxTHd4lke07wZ/X8yqUammW5br03KOEdatq5wzlrgRMGO8CY0A5nc6DZR6phJc/K8EnNLjOs7wTtoPpVhUrltSnmaS7NOWInTeZ0aNOHBR67oFpM+3q50agAtygBxG8vgHn4KecCGhUwtxuuq+VkBrQZ1E92OHejedeG3mo2bcudMZzA0Al2eS1zAAdxB0nUAbJ0xvE3CW5DDmmG93Nn1yQd+AJ8z4JvpPcCxz/ALW/fMR3Ga6RlM6kjM/mAZT6MHkvSrqMRpx2kw0zJzVAWyYyw2QA7L82+8arnh1rB+2EtjSToZMb8I+iQltwxzgTFNxeHMkzBg5oIj6ddB5qQYDQztpgt7+UOJ++bqAWzrOkEe9acIatmYFeqk8xGPpVYZqbj920gwOJLdSDxEa8xMcUu6K4X2YGupDSYGzgIgHeCIJ8V0xAhr3M4NcIdO/dyweE8JHBOGHP0B4AEnhACe3jZDKVPX7TPJvWRfdpf3L5ma72+5hyD+rCbm8+I2K5dIHTWqO++qvd8XkoY5Me5V3UnnxH3DL8H+EJ5Bw3PEA+WwSurhwfvseM7fp1gnbko+18a8kptsQcw6Hu6EtJMToTxn5+Sp1KLzmLwadC8WnRVWULrvB3UjsXbHkQDJ246Rtv70mq1W5dAJBnxPMRwG/zLsMXBiNCZlpMCJ0APGOZ1WbpgdvG/LYeaZGcltMSdCnJ5pP4CCtUkaaHktKdQ8z4pc7CgRLSQPHXn9eKS1MOcDw+j6fJSqcHsV5W9SLzgSPqwdNFuHc9dP7vctK9u4fc/X3LdtF0bH9n1+lSbEeiXge7PQ++QrPzuvzy4VT/AGQrfDfK+/4RWx6H3yFaed1+eXCqj7IQNcN/17/hF4nwT/OE/wB5X+UySf5hfD6HlRrF6J9AkfvlcfiLvy9FUHaW4O5XoT0GaYGJ3AH/AGA/nFFel9sZp8IuV/o+qGU6LWJeZ6Z69fknEPxC6/JOVAfY9D8o/wCpf8Ur/wCvX5JxD8QuvyTl5/8Asem+I+Vj/wAWvKOD/wCV779uH81Mln+ej6f1LV9MUfvFd/hWv53RU46p/k2x/ELP83pqEemJ8hXf4Vr+d0FN+qf5NsfxCz/N6axa3+X6f/UT/wBuBIvzr9F82eQvTu+Vqf4hQ/LXCoNoX0s6a9VuH4hVFe8tGV6oY2mHufVacjS5zWwyo1uhe4zE6pjf1AYPHydT2/624/8A3LvOB/4h2FnZUbacKjlGKi2lHGV4ZkvkV520nJtYEHodfIdr+FdfnVZVj9kI9nD/AMK8+i2Vo+iC2MEtgOFS7H/i6ymvTnoFZ4j2frtu247HOaeZ1RuXPlz+w9szkbvO3muUjxWlwztNVuqqbjGrWyo4zvrj1aXN+JLoc6KS8EMPo0j95bD8X/8AO9Qrrld/zjwMcYuD8QY+gq8cNsmUWMpUmNp06bWsYxohrWNENa0DYAABeV+lfSxt50ws2UnZqdofVZBBaarWV6lYiPvXv7I+NMpvAdV7xG7uoLEe7uJvy1xkkn5+1+DCr7MIx80esWrz/wChT/k+IfzpV/qMXoBq8qehR0na28xGxe4B1Sq65ojmab3srCeJyupODd4a88DFPg1vOrwi/wBK5dzJ+ilLP3Lf0Q6o8VI/Elfp4D96af8AOFD8hdJ09Cj5Fp/jFz/XCs7p50SoYjbutbthqUXlroDi1wcwy1zXN1a4H4gkGQSFt0H6K0MPt2Wlqwso08xALi5xL3FznOc4kklxJ8NAIAASS45RfAVw7D1qrrz+rpw+vPOXjGPiHdvvdfkeafshZ+Tf9f8A+D/UkP2Pv+Hvv5G3/KVE0enh0lbWvqFqwh3qlFxqRrFW4LXFh8RTZTd/STv9j7/h77+Rt/ylRehujOl2L0zWHoz8JVdS/BorZzX+P0L39J75Evv5Bv5amvnr0e/h6X8tS/rtX0K9J75Evv5Bv5amvnr0e/h6X8tS/rtU/wDhj+i637yX8kRLv3/gfVMqgup8/wDOXG/wKH0U1fpXlPoj0oba9MbynUdlZd/4sCSA0VTToVKUk/fOZ2Qjd1Rvu827NW869C9hBZfcN/wzhJ/gi1WeHF+f0Lr9I75Gv/xV30tVE/Y9faxH8Gy+m6XqrGsMp3FKpQrMD6VWm6lUYZAcx7S1wkEESDuCCNxBCjvVl1c2mFU307OmWCq8PqOc9z3uIENBc77loJho5k6kkpbDjtChwS44fJPXUnFxe2MJxbzvn9Xw6hKm3UUvAinpfn94r3/Vfz22Uu6mvkrD/wCbbH81pKpvTq6UNo4cyzBHa3dZhyzqKNA9o58cu0FJo597krZ6mvkvD/5tsfzWkluaE6fZ6jKS96vOS9NEY/OLCLzVfoUXgWO9h01uqZMNuqLLfwzCytq7PfNHKPwvFen14O6/ccNp0oq3Qn7Rc2NUxuWstrUub/SaC33r3g1wOoMg6g8wdj8Fc7ZWXd0bG4XKdvTj8YRX0kvuG28t5LzPFPp9fKVv+It/L115zK9Gen18pW/4i38vXXnMr2Xsd+h7b9j6so3HvyHw4Fl9oz4D9a2o27B9yPepFiNUBsxrEqLOupMwukGbDkxreQHuWKlImAOKQisR5J3wvXVKxEzvXORscgo9SGZ0+9LsauOCS4WNT7kybwiWmsySJP0dp8vJeiOq/uUm+IE+9UV0cttGn3q8ehT4px7vJYF1LMjq7WOIk1u7qdOaYMS1OsJc2rwOsfTzSTEmBwmdZ+oUKLSgNFrVqUXTTdGoJaYLTrJHhm2MaqQf8p2va7tGEVCAJaJYYdInWfPio1WqiYJ1W1V424DZTwqyjyIKtvCXNHS8xLNAGk5ZMba7D3aT9KRYnftaXnvahxMh2rpEAEaDQESI3SrtGhuqY7m+ynUS06H+5WY3MlyRVlax6tjl0YrMlzs0sybEOPeLnakREhsN01id1m9x805p0WkgEZXnQAd4uy6zqTx8U34XfNax8Eakw3bik9mQCSduA8/FaEK70LxMyVrHW/BDnYSRJ2+M8yUuxm8DKLoOrhA8uKYrrEsrZmPI8FH6+Mdo46nK3fzOgHn+1Q3FfRTb6l21oa6i8Ck8bod48wT9K4UxonrpfbZa1Rv8Y/PqmG3ep6MtUEzJu4aarXmxZQYt7m1gTw+j9i4U6ie7B+YfMU+SIYMYHBArxsfLl8E4VbLVzSPEO+hNT2wYICTR4g5Y5DhZ4iRpAPlI+jTXZOTcSZsQ7w20k/PpCZrdo8kVWwZ3+vxUE6CfQtU7upFcx3uLlhG/kIOmvlC4uvW5csg8t9p5ackz1qs8VwzJFbolfEJeCL36o/SRdhVjSsf3PFcUTV+2+tdnm7WtUq+x2D4jPl9ozEqKekB1xHGzbE2otvVu32rdrn7bsv8A4VPLl7LxnNwjWsKhXMrOodnOH0bt3sKWKrcm5apc5Z1PDljfL6GfKcsac7CilXhT7qP60HYNdVLn1f1ntaBo5DV7KJqMfmzdm+fYiI47qumrdaV3Z0bqlKjWjmMlhrdZXqsMHUl4nozpz6VTry0uLT9zRT9YoVaHaetl2TtGFubL6u3NEzEiearjqD62n4JVrVG24uWV6bWOpmoaUOY7Mx4dkfsHPGWPut9Na3cFiFm0OzXDaNtO0p0sU57yjqk8tY6uWVyXJoa6km9Te56L6wvSh9fs69m/DA1txSdTz+tl2Rx1ZUy+rDNkeGvyyJiJEpX0U9LJ1tbULb9zGv7ChRoZ/Wy3N2VNtPNl9WOXNlmJMTuV5qhYhVf+DuEdz3Hc+xq1Y1z97GM+9nlsL3085z8j1T/hju/0U3/fT/ZVh3pju/0U3/fT/ZV5XhYLVAuwvBF/8dfx1P8AzF7+p4/Iv7qj9JR2F2VOy/c8V+zdVd2nrJpz2tV9WMnYPiM+X2jMSpZ/hju/0U3/AH0/2VeVYWSFNc9jOD3FWVapQzKTcm9U1lvdvaWPuBVppYT+RfHWF6Ul9d03UbenSsWPaWufTc99eDoQ2q6BTkfdMYHjcOCqfqz6UHD72hein2poPL+zLsmaWubGbK7L7UzBUehZhadpwWytaErejSUYSTUks7prDy+b289ugxzk3ls9Uj0yHf6Kb/vp/sq802eP1aVz63Qe6hWbWdWY9p1Y4uJiYhwglpBEOBIIIJCbCFqouGdn+H8OU1bUlHWkpbyllLOz1N+LFlOUveZ6v6H+l9DA2+sS6oBrVt3gNcefZVPZPOKhEzoNgl6d+l297CzD7PsXuBHb13h5ZPFlFgylw3Bc4id2leWisFZkew3BlW73uFnOcapaf4c4+HLyHd/PGMnfELx9V7qtRzn1Kj3Pe9xlznvJc5zidSSSSSrH6gOts4JUr1BbC57dlNkGt2WXs3OdM9m+ZzREBVggFdHeWNC7oSt60cwaSa3Wyaa5YfToRKTTyj0T1nek87EbKvZfue2j27AztPWi/LD2vnJ6u2fZj2huvP1hcZHtfE5HtdG05XAx74XBEqvwzg9pw6k6NrDTFvLWW92kv1m3ySFlNy3bPVn+GQ7/AEU3/fT/AGVeeesnpYb++rX2TsHVqjagYHl2Qta1oh+VpJ7szAUZQq3C+zfDuG1HUtaWltYb1Se2c49ptc0LOrKXvM9L9W3pY16FNtLELf1vKA0XFN/Z1iAIHatcCyo7+OCwnjJkqSdIfTBp5D6rYVDUI0Neq1rGngS2nmc8TwDmTzC8hoWdW7DcGq1u9lRWc5aUpKP8KePgsIcriaWMj9096XXGI3D7q7qGpVfoODGME5adNuzKbZMDmSSSXEm+uh3pXutLW3tf3NbU9XtqFvn9bLc/Y0m0s+X1Y5c2WcsmJ3K8zkolat/wCwvqUKNeknCHupNxS2xtpa6DI1JReUyVdbXTD9076tfGl2Jr9n9qD+0y9nRp0vbytmezzeyImOCvHov6W1Shb0aD8ObWfSo06TqvrZYahpsDM5b6u7KXRJEndeY5RKbe9nbC8oU7evT1QppKCzJYSWOaab2XVsI1ZReUyxevrrOONXNO5NuLbs6Ao5BV7WYqPfmzdmyPbiI4b6quiiVgrRs7OlaUY0KKxGKwlu8L1eWMlLO7JliDvtZncqMuKfcRrdxMD1ZFYqIkADipDZNys90JtwC1za+5PV8yGxyQC2I/iB1hdsJZ86TVdSfNPOF22o8woa7wi3aR1TJ5gFCIHkrW6NABsKtcKbsp30fuOB0XP1N2dZFYRJu0mQd+BWr3mI4jw3Wj6c68UppmRB0I0Hu5KPJImRjGmGZgfGD8DokLLnQaHxTt0ktiNR3hvuAf2qMUrsyWwQff/crUVmORJNDrdOEbwkBc3Ub+9Krc6az8EMpg7DTiY1SwlpGSpqQhNRscPekd1fxtEJTjtw1jTr5aKFXt2520+Z/QFLGfUhqUkjpi2KlxyMkuOnJL8GpjRg1gy4/fOOkfHbwTNhtpmdA/pO/bwUwwwtt29tUIa1okf/l+gBVruo2sIsWUFHMmV31rMDLip5tAH9ESoTatlO3TzF/WarqsRJEDkBoPeUyWRhbVpTcaSUueDk+IVo1K8nHlkc6dNOWHPga6cSeAA3Kbbap8PFIcTxHN3WyG8eZ/YrGlsq60hws8Vzyw+1rkdzE6NPjGxSasOaQikMuYHUFOlGrnE8fuvMcfeiXkEcvZmuHUuJ1Stm65MdwC3Zuom9yZLBtd4U12o0PzJkvbNzDqNOfAqUg6LAbOh1CFLArhkh4K1lSHEsD0mnvxbz8v1KPuCkK8k0bMehq1atyEgmTBKywLMLamjIpqQtS1dHkLWUCdTQIK2LVhAMwghBQlAwgLBQgDdarAKwQgGzBCwsrKUZg1KELCACUIQlEBCEIEyCJWCgpRAJWEIQAIQhAAhCEAPVy6UhAkxzS+qNEYLQzVPLVBISLDaGVoHh86TY1dtGhcJ5cUjxzGMssZvsXcvAfrUcJlLgTI6VKsAO3EqW9F3NqRBnj5KF2hGWHbEjzB5jw5rNnXdRfLSQRx5/rChuKOtbFu0ue5luti8bRse5STDHcvBV50M6WMrkMqQypw17rvLx8FY9jb8RzXO1acqbxI6+jVhWjqgyU4fV96dOz48PoTJYAjfRPNJ0BQpkmkbukluS2Y0VaXVctfxBB05K47wBzCPBVR0oti1+36FZoy5obNNoc8JqF8CNDupna2ADZIG3GP1KNdBaEwSpfjtzkp6Rt9Qo5S3Aq/pvciSI9wgfOodTpuqOytHkAJKlWJWRrPMZiN/D5lIugmDspk1H5Q1oJLjAaBxJJ096JVtEfMfo1SwNGE9HOzbmqQ1rRmM6AAakuJVUdPulHbuysnsmuOX+ORpmI5cgpH1w9YnrRNvbjLbMd7X3VYjQOPKnuQOOhVb0qeslaFjayX5Spz8PAwuJ8QT/JUuXV+JxNDNvuudKlBghOlJq1qgcVrRbMOUVjInc2Gny+dMjgnO9rJuepcYRBnJrKW4Y/XLzSOErw+kZlMk9hY8x3aI0XehTXO3pc0tpNhV2XUjoxqyQuZcstcjSGRS12gTD0kw7/pG8faHjzTxOnxWaVQHQ7HRTJEMt+ZCAutMJTjNl2TvA6jy5JEkZHyZ0c7yMLXMtVhAmTo56wAtCtqbkCpg9YhBctcyEIZWJRKwEogFZC1WQUAbErErCJQLkChYJRKBrYErCEJRoFCEIAwUAolYSiAhCEACEIQAIQhAAhCEAPGZb0a+RjiPacYHlxK1exJrlk+5ImSNCV2q629KTCywLtSdBBT0ID6UHXZb3Qls8RoUrxhzWgczqAmp9cnTZKIb0HKwuhfT6pQhlTv09BP3TR5/dD51Aregl1OkoKlKNRYkWaFedGWqDPUHRrpDTrtBY4EGPcf0KQ0qo2njMFeT8CxapbOz0nRzafZI8R+lXJ0O6csrjU5Xgd5p393MeSw7mylTeVujp7LiMK60y2l8/QtOi8Ex5qO9JcIzHxXeyxIbzulVzeA7HkqWWjTjlMaej7DTEEe9L8Q+2aTvwSRtWZShpgA6j3/AFKTOQksbjfiVEMadmgbnaI3JVJ9YHTN1cGhTP2hp1P/AFhHH8EcBx3Th1v9MzVc61pEFgP2x4PtEfciOA4/BV9SprZs7NJKc+fQ5ziHEHl0oPbq/oFNnxXXIsE5dSkVxcT5LVUcmG5YFNS45fFJqlVcTUXF71LyIm2+YVXSuULq2mTsl1pZKJyHqGRNa2s7p4tLaFtRpgLrnUbzImSUTpMIzLi0rMoURXM3JW7HrgSstSpCahaDouDSstdouVEp+MMa2b39uKjcp9x5FRO4olpII1+uyl+Zcr+xFQQd+B5J8o55Eb3IhKySut9aOpmCPI8Ck8qPA3JsSshaSiUCZN5WJWsolGBcmyFrKJRgTJsgFayiUYDJsSsLBKJRgMmULEolLgAlZWqECGShYQgAQhCABCEIAEIQgAQhCABCEIAkbmrjUpJq9cdz+YfqWfXXc/oQP1IVvoarkWLgbx3P6Fqbk80ojYoupMHwj4IoUZSXtjzWzblw4oYmR6axdWmdkxG9dz+hbevv+++YfqQO1D5kWaNUscHNJa4bEbphN8/74rHrrvvimtZBTxui5OiPS4u7riA/l995DnGsKf2OJZmxOvwK8vU8QeCCHEEag8QQn636d3Ldnt97Qsuvw/LzA6C042oxxVznxR6Np3UEAkcvr8VAet7ptANrQdDoiq8HUD/qwefM8NlWw6xLqZzMnXXJqJ4jXdRuvfvcS5zpJJJJiSTqSfGUttw9xlqn8BL7jMakNNPPmx1t6a63FcNHjyTIL53P6FyfWJ1JWokYGsW1q5O65OekucozJ+oady5b0aJdskoeV2p3jhoDHuCa2Kmh7t7eN913zqP+vv5/QsevO5/QmqKH954EgzIzKPi+dz+hHrzufzBPWEN1kgD1tKj3r7+fzBH7oP5/MP1IeBdZIS5ZzqPfug/n8w/UgYi/n8wRsJqJNPzrS3OqjgxJ+2b5giniLxrPzBGVnIOWxJHv1Sik9RR2JPPH5gtmYq8cfmCVy3BSJVd24eMrhpw8DzUTxLD3U99uBXY43U5j4Lhd4i54hxkb7Ik0+Q3IkQhCYICEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEAf/2Q==" width="303px" alt="btc to dollar" /></p>
<p><p>Margin Trading Trade digital assets with leverage on CEX.IO Broker. Deposit crypto to our exchange and trade with deep liquidity and low fees. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. In countries that accept it, you can buy groceries and clothes just as you would with the local currency.</p>
</p>
<p><p>Celsius has also asked the court to let it sell $18 million of user-deposited crypto to pay its bills, in a tussle over who the assets belong to. Monetary Policy and Tokenomics in Crypto Monetary policies in crypto refers to decisions and actions implemented by a project to control the amount of tokens in circulation. BitFlyer Wallet supports everything from account creation to trading. You can download it for free from the App Store and Google Play. Mt Pelerin Group SA is a company established in Switzerland since 2018, with offices in Neuchâtel and Geneva. We are an authorized financial intermediary, which means that our processes are regularly audited by an external and independent entity.</p>
</p>
<div style='border: grey dotted 1px;padding: 11px'>
<h3>Where Bitcoin&#8217;s Critics Are Wrong (BTC-USD) &#8211; Seeking Alpha</h3>
<p>Where Bitcoin&#8217;s Critics Are Wrong (BTC-USD).</p>
<p>Posted: Tue, 06 Dec 2022 23:54:00 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiSGh0dHBzOi8vc2Vla2luZ2FscGhhLmNvbS9hcnRpY2xlLzQ1NjI3ODgtd2hlcmUtYml0Y29pbi1jcml0aWNzLWFyZS13cm9uZ9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Many online stores accept Bitcoin , Ether , Litecoin as payment methods. So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services. Sign up for an account in minutes to buy crypto using credit card or bank transfer.</p>
</p>
<p><p>In fact, Bitcoin solves the issue of double-spending, a loophole in traditional digital cash that allows a user to spend the same amount of funds twice. There is no physical BTC token so you can think of bitcoin as digital money. Bitcoin transactions are fully transparent and can’t be censored.</p>
</p>
<div style="justify-content: center">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">This will not free Palestine man, and neither are guns and bombs..the enemy has economic power, <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> will make sure Palestine wins&#8230;.as long as the Zionist use US dollar with the rest of the world, we are going to have modern day slavery..<a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a>=Freedom</p>
<p>&mdash; RezT (@WrldCitizn46) <a href="https://twitter.com/WrldCitizn46/status/1600216965364097024?ref_src=twsrc%5Etfw">December 6, 2022</a></p></blockquote>
</div>
<p><p>There is no official ISO code for Bitcoins, although BTC is commonly used. Connect your wallet, choose the destination bank account and confirm the sale. We&#8217;ll convert your BTC in USD and transfer them to your bank account. Whoever successfully unlocks the next block is rewarded with a set number of <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin known as</a> “block rewards” and gets to add a number of transactions to the new block.</p>
</p>
<div style='border: grey dotted 1px;padding: 12px'>
<h3>FTX Pain Is Bitcoin&#8217;s Gain (BTC-USD) &#8211; Seeking Alpha</h3>
<p>FTX Pain Is Bitcoin&#8217;s Gain (BTC-USD).</p>
<p>Posted: Wed, 30 Nov 2022 20:03:00 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiQmh0dHBzOi8vc2Vla2luZ2FscGhhLmNvbS9hcnRpY2xlLzQ1NjE0ODMtZnR4LXBhaW4taXMtYml0Y29pbnMtZ2FpbtIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>It’s worth mentioning that crypto WAVES markets are highly volatile. By trading virtual currencies you can make profits more quickly than when you trade stocks. Besides, trading cryptocurrencies don’t require special finance education.</p>
</p>
<p><a href="stock order book"><img 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upj6lXsQbqY+pV7EFjdNBVyPcIS6uR9kRkS1MfUq9iE3Ux9Sr2IJdMurkfZEF1cj7Ih+6mPqu9NoN0/9UfwTeCXSa5QO2/AQ0lXI9wjJupi38lXswm6mPqj7EBqsswTLq5H2RGzTZCcqtQYpskhKn5heRsLUlIvx1J0GgMZZSjVaflZudlZQrakWw4+SAMoKraX4/oIxSku8qbYQtkgKcANhra+vq/PSMc1wcu6xLg0XKwOocacU04mykEpUAAdRxht1cj7IjemaLWmGDNrpM0iXBSN6tkpT0hcceNwI1d1MDi0r2INcHi4N1LjZY7q5H2RG7I05ydlpybE1LMpk0JcKXVhKnLqAsgdZjDLyc7NPtyzLN3HVhCcwAFybC5OgEb0zRJ6mvz8jPyyd7KgAKTqnMHUC6SOOhP/AHjFztcjTYpmAF1yrqGljp90QXVyPsiHhqY0O6Jvr5sLun/qlexGzQ7KMwJsDdY7q7e4Qqcxv6uQhxamOG5V7EAZmBezSuHowUgppJ5HuEHS/YEO3UwP9ir2ITczH1SvYghN026uR7hCkqy8vwEOLb44sq9iMrMlOzR3TMq6sjpKytE5EgaqNgTYX1MQ5wYMztliXtbq42Wvc+v8BFzbDp6emadWJSZeCpeWlpVMukNpBRecQVXIGup64qmo0d6Tqi6bJPN1DKoJbdlxmS4SBonnxtpFlbLnZ/DNCxjOTMkUTNPpyHA08m3ziZhKkgp06wIzp8ksjTpfceiqMfBfQvY3c2HchcfFuMjSKlivDshLB9M3WHXHluEgZ25t5wZcpBFlKA462iS4i2nihzFDlcOSkrMTHyLTluvM2ecZUll5Kmba2OR3W+uo67RWS5afr89UMRVdQlmX5hyZmHEI895xZVu2kniq54E6AXJ5yFFMn5tLJpsvOUuTdl2EpWw0qYn6gsMpORtCbFQSBrlypHWSSBHSyAyStldYDU6AXPK/0Xc6Vpw91FKM+jRqdspLrdyTZZdskpTWcRS/ijRZWulyBybuyLFhJve3nXvcRX/SGlu4Ax6U2t4aqddwFLtSTO+m5F+VVlXLrS+4BJt3SvNwXcm1tL2T52h837l9BKVMLBBsQUduukVVCHmDO6+5Hb9t16nxQyGDEnMjsLgHTTr930TBm/YEIvNbVI5cIyKl5lCyksrCkGygpFrEcY7FBNHZDhrOHpuoLLjamUtOFCQi5CgQONyQO7hG+R5jbcAnyCoQ4BwF91rVR2p1CWlqg/KNBiXYalw4wwEpAscuaw84/pHMurl7hEznanPyWERSXGFSxmkNOyzTzJClS67m4UQAoHTpdfVEODL403ZOp4Jv1xz0pkcHNkblANh6b/yrbE6aipo6aSjlzl8Yc/QWDiSCNCfqkClcj3CEurt7hGQMv6/NK9iE3Ux1tK9mOtVAKb0v2BCG/L3CMwk51TbjqGCUtjMrgLC/HthhYmAdWT7IN4KTputylMPEuTiQkhlDmiuu6FdXWLjX1iOhiQzFSDFTMzKb+bcUVU+VbKdx0UWUQBrcW468r627mzrB5q7js7U0tuSSpSfSlpL2RzeollKSSlJBsD+fIx0dotIGE8WVJdHpjspIIdUzKr3K3G1KSywcoWeVz1mNEli3jA7G3r5LClqGVVeaHb5MxPQBQqSNDlmUt1VNQDpSFfMLSjQ3tfNx0twgjuUTZ3ibEza5hxsyqmbNqW+wEocKVKRZBAAOXJY2vxEEb20rnjMCfqsn4rTxuLARpprupnsWor9RelcTzdYedVKT8vKoacTfoGXfsAq/AZuAHVEIxPVZTG1YXXXm3ZSl06UlpRbtwSvIjKkIuPPXlJCeoXJ0Biy8S1teGNmNJpMlMlivTUtTBKMtnK6opQtDik2GpBUB+IiMYWwUpbEqsatSa1Nsvpylvf6l55JV0VqAbWlF+glLKnV2SmyrOCnbwwLfKPsLyNFK6pqX10m5u1vkATcj15e6zYLrU1hRqqKm6BQ6QzOUp5EsxPTWSYIWptSVuIzF9SSEA6JAOhSALRLKvh2nbV8OTVRQclekmp2ZHye282zNKW/0AQ83ncGQjVJsDcDQARy5VmVpqpebp7CWXKq4TTiJ4ybc4FqKQtACF1GoFRsS42WUKPm2GkWPhB6o4emV03FFTkJSemUNBMhNpEk4kqcQAd3NThmVcdMyAdRa/mmsxGOGK84bcixt6f6eS+leHqueoczDJXgROGXXYE7HXW9/PbReT6lTZyjza5CpyL0rMNHpIc0/HtHaNO2NckHl+xHuubdwrOLRKVVVJmZqbzFiTfqUhZ+zhSd2062XHPvBKzY3FxDMQeD9s+xLTy5Xdnk5S0rb6NRpjC5ZbVylKbKLYYXYngodLqItHQ4UfBE8clgeRB01ty6ddFRMhr/8Rkw10V3M1uCLEWzC17bjYXPReFrphOjHoHaD4HO1GjszNfwPKN4vozKfOpo/i0hKdQpjio6E/Nld7GPP62y2pTbiyhaCUKSoEFKgbEEHUEEEW7I0uY5oBI3WZsHFvMG3n2QkpzD1wpIuoWEIEg2O9HdCqTc/zR3RioSXTBdMGUfWjugyj60d0ESoKb8ITSFCRw3o7oQJN7Jd17LwUoumC6Y3pGXkHpCZZXKzbtRdLZk9z0k6myrptcknQW6wRGgE3F84A6tOI5xiHakEWI+7+ii7dgU64CR64bdH0uEKQAAM1+leDLb/AGgMZIusVU96jpTLSL7EwzLrU+8HrpmDv0AXTbQJCuHO0aFPKPHZYBBuXk8SOcTDBFEM/Q63W2Z4S8xQ5FM2wCgLStXjLdgq/VdMYaBQqVifFdClm5iZbXPTjTdRcVkR88t03LKbWy8e7sMaQOC4NA+V3P8Av/C5mzNkZKW/kBJ9ACSewXMfNXrKUyT1SmpgBLCW2yolAGQkCw5C/eY4kw0wy7kZmA8khJCkiwvbUaiLwxPi2ibMFyTNCk211BVPkXkhGUDOhM004XDbRRS4nQC/R7I4sxg7DmPMLzeLsO0802bTOIlENZzuihmQaUUpSlPSUpy6rgXJURyjZNGKZzQBueX+i24E9+L080gaG5bObcm5aAS4gbaWtr7KpFWI0Fz1a2i69luyepbTa23RazWHKfRUS82qSfcSlQO7mE5k6a8UpuVcAePExHUbM0U+qSTkzVZNhhmYDilPBbe8SkMkIShwAkkqWLW1JEXJTRiCaxhLTkhenUiXqTyWAlJlCtLriFrbdC7lSjkuGwGyASbHq65MMkfG9zxYgHX25LkgxLNXUwhAcx7hmJ1Fg4XFuvqt/EXgISlHos7W28eqcl2WHJhgtobWHUpQpYyjjYhPWffHkQFJEW5tcru1nB2I5mQquJJyTlp9yYdlmmJonNKl5YRmGttOrkQIqMpANt5bsilw5tSI71Dr+W6954tnw51UIqCIsy3vpa97crn+EdGFBAvBlH1o7oLAA3XfSLFeSRcHjBdMGUHgsCDKPrR3QUpLjqGvZEnwpXJzC0vMVXDtdEpVJpmZkHmFMBf8Itu6yFEFIJy20FxEZy8nL9lom2CcLtzs78n1xhxgLkpqcRlOVZAk1ONm9uB0jGSkFWzK8XbcX6ehXHXvhbAROLtO43XEYnFUuoTzcpJsK3kqEZlpuWuik5kHqVpFr0WlUVjZdUnH6khqsYiZmZMrmJg55lTc4BcBR1ISLm3VHFwvghLePp2kYmlCy5S5BydLrTt0rW2ZfibEFIS4SR2jWO29NSe0zHPyTRZdExJSM7Otykw2s2f8ZXmdXlA6KUthaQeta2+BIEduH0zZZblupuPYKkxac1EkdPA4lrQ15I2sRoNepI7aKHUPD4qjzU54irxSWaBp8s6kqQhsq3aJl5CRdxTjl8jSRmdXa3zaTedN08JcWiXYTUJlCGZGbceU8veTORITLOiUJWtYtpJSqjrdbygAUibUzAS5ha2WHEtykuyp6YmSsI3gS2UlRWCN21ZDmZTdiGkbptSG0uTCoFi7a9hjCcj8hbPky9TnUM+LePOtWlZdBuVhttAQhYN02QEhoAXWZlRzjonmEbrN+/vkraCPM3UK3sC0uryNHSir4Zfp+R1ZS38lTsmkI8WQLlt4rKRmzJ0LeotqsKvE8beDbTMdTqqthmoKo1TdRaZadk3FyTq/TLrYUllZvqlRudDb6SqroG2zHFNmHZ6WnqatpLKiGfk5pplLglVqKsrYRZWZA69QLcNIuzF22d6hUOnVeRdoE7LKmZpPjD8gJtTiUBroNqQoZTdStTcAgXEUVHWSUlU6GYXY83APX+NF7jGKWnxHAxUwEiWnFjru0m2nXW3oq+nPBQx+9PPPSc1hqbUp1TqwKwhCgFLzi6VAW6AVx5RaOz7waXGZFSKo1RkTzTEql5BBmipxt5x4qSAACkocaGhAunsuaorfhYY4FYcThb5MkpITFkvrkG1uLaBsg5VpUEkJzA243v1CIbiHwhNtGIS4xN7Rak3LAqCGpVYl0pTfSwbSm2kXPHgY7M1l/U3XzQUNdXhoqH5W+W/lcj+FcvhD7HvIfZot+VmBWQyZFCHWpLdrkpZi7ZSfOKUXUi5KuVzrHlMWBNwb9senPBox/iaRolbn6jWXqrvJ3xV1mqqVOsvsLlnFuMuIdJuhWQXAIOg1B1itcdYZwNi6YTiTZbTnqMubRvZ2hOTAelmFmxzSbpsvdK1IbcBKOGZQ0FUyobNNKALG97D0C9xV4caHD6RzfwFmUdSWuO/caqr0lPKEuj6XDsh70s/JvLlpplxl5s5VocQUqSeRBh8qyl1S1KmA2UNlxN/pEa2/y9do3KtaM7rJilOMlTVnEZk5VJV+UZadT5uqTYkpCVW++pClJbSNSEpJPuEbSJWadYNQUW3XnnUttpSQpRVcaFOvG404x2sO4pbw7Ou4gpa5dc64hxCkvozWvlIKQCOOv4AxupeEZmipcWsO5AubI5he1wbuPqu/swpQlK8GUsvJmHqXUwUujKdZQFNgQNDmvftjtTm0rDlerGJnJ+bn26fO0+oIlZdZC071SZYXQkAhJUG1EKPbfqEdTAMvKzlGcxtU59tqrzM3PybSnH8jSi7IBSW0hRsBmtbW9hxiZbLvBc2hbRWJOoyWFUsthtbS6i6wrM4nLoW0KOVKRzWknrsL2HQzDnVEGXS19/IHkPNebo8b+BxmSsiYSQ3Jb1BBuOYBsoC1iUS1KlpJpXyTKNvTLkuqZn0tOPpcdUvNqE3HSBFhpmsdbwR6CVhXwY9lrzlC2gbWKLMV42E4GnF1B5padMjy2G1pQoX83o9dkpGkEWDIadjQ3iHRVU2FSVEjpjHfMSd+pvz1XneXpsztFxbIKkpOYZTT2E01o3uSlDiwqYuB0CrpJQLE3zK4IN7amMIUuXoYemHZOVoEgwA7MKCG5cs3QL3WVAtkpaCG9UKOVSlO5WkPTWTwhhPZVhd3EuNai1TqZnPjM263dc4u3SZZbB6ZKUgZRxAF7AXPlDbRtvrG1qrWYaepeHZN5SpCmF25J1Afftot4gnXUJzKSkm5KtNbMyFvAjN+pV1htJZoeRYcgpBibbxIU6bnG8AU5br82Smbq02t1szI4ZQhKw64m1uk+4oK6mWhZCYbJ7Zdpkmot0zFUxSpZRuWKY03JtJ6QJKUspSL6ceJuYg5XfUm/rMGfQDl2xTuJdur1hLCHN5KZ1bbDtUqiRLTO0bFJYQFIyoq8wkOAqJBUAsA6ED1ARoYVxnWcL4jlsQomnHnmlrWVzCluFRU0tHS6Vz556+oGI0Vq16Rhy3FCxzHQdRt1RiWgtLeRWyOeWKQSsPzCy9SSG0LHkzTF13Z9tWq1KqVNSwhCBPHxchqntvO523Li5dz3UBrre/GI1tUmG9r0jM1zEuHZah7TafkVOLkmQhmuNEDNvW0mzcyi6VBaeitKrKAVYxR8/PqY8ZZJKm3ZcAWNyF7gpHH+97ovDaf8jSSpHF9Cm1zE1V5syyy0+FtLLLCCkIA0CiCodptHBC6SkkbCTdp0HkvTYgyHGYJq+NmWVh+bXQgk3O297Kg3GXWXFNOsrQtCsqkqFikjqIhpFjFl1Jih4tZE1NO7mYKRacaGpBvbOk2zDTnfQjqiD1jDlVo5zvtoeZ6n2CVIPuuPxixXlFy9eoEwa9YtCZiDYGEz8zBE8BXHKYQi4PHh1CBK1c4VpV3EakdIagwRWo3i/5B8l5zBkt8l1mSYbTKTS1NOpUhxzKc6BfXMSdR9IxX9ap1T3qqxOvMzBn7TbjrS0kBTpKiCBwNybjquItvYrTWJWdqE5UJEIacnqY40683YW8bmUkoKtLWSjhpoIjq9mD2KE1OaoE0pFRFVDLdPecQA4kh1S3bhXRHCwyngdYV75ZpfjpQA4gNJDeQ2Gm33dcOCshr6+eCKP5w0bEXPkL72J236KsTpodDwtGSXWwiYbVMtlxpKwXEBVipN9RePQ/g2bCcH7SHq81tDVO0hMlLyjsqtxa2UlS2sywom1+r3cIlm2nwZtmGBNm1XxLhysCeqcqGww2xNqdTdSim+vHUWtbgscDpFfNiETJfhyDe9vvuvbUnhasq8POJscAwAu1vsL+VuR5qJYUmJKmbMpms0SkNSwapk68hmasoHJUjYOq0uLJ1BOg0ubRXdBxhQ5erSdRZoDU9iBicadklS6VtsoV4wt1y4zXUnKqw0FrX4RPjhbaA/gan4bpVAmh8oN1JFSUqXKnW5dU8paAhNxdasySBy1uBciQ7NvBmxJOzyZOpUp6XLyAlci2hTrriCb5XHL3XfrCUpb/+QDLHpYKNssbSbWHPn9+q+UYXUNjdUOBDuIXNtobtzH7CqzDeBahWp9dRlEOLdmnFvuzjbQcUvOVEIlkq0NyCN6riQQhKyk3sSkYBaek5tU1UpqeaZ3iZpCZ1+bbaUEFJDz5IbaPV0pcgcosjG2KNiuxmXfpuJ6w3WquEqQug0RSHlFZSEFM06Tu0iyQFBRJyhKN2oIGal634XuNphSPJHC9Ew8iWGWUcIVOzMsm3BDrlgkfdQ2hH3Yznq44/kjGiu6anltmJty9uiufDWy6alVKVSsMIk79Nx11AZLbWS2fKi++QbecVS401Ijn1HaFslwnPy0nN46bm5wrbl0tUVRcbbSCbJKm0qbLd1atXun61fEeU8U7SMfY3b3GK8Y1apy4OYSrs0oSyTe9wwmzST6kiOPSny3U5MlxSQmYaJN+ACheOKaskmaWE6LtpaVlNIJG7he267sz2WeEbhSWqLe0Gm0Cs5Uqo9Qn3Cwl5tXRDLqHSklJWkhNukCDYEdE+a9sXg27V9h6GZ/GlCS7R5tYblqzT3PGJFxZ4J3oAyk9QUAT1RM5SnvVTYMzS2JF2cdm6dS2EMNmy1qM9MgW6ievXSODhiqbQNjNIK6ZU1vYUrcpL/KNMmk7yRc8YClJbmJclTeuUC/EE5gQRFTQVTZIeG8fhOUffuvU+KKJ8NcyYEniszbaaDX6C/uqahQCb2F9Isadwzg7E89MzFHmFUR1xa3VSSAXWmespAUc9hrbpHTrMc6a2W1ZsqFOq0jNlKSSi6m3NOwiw/Ex1rzoIvYqE2Vr0TxgjYqFOqdJmTK1OWdlnL6BY87tB4H8DGtmB0sbwSxGjk9taWnUOraQ6lCgpSF+asA6g9hj0BSCvEq5bGHyhIOJS3P0q0tKuNjWmuOFSsyjfKQRYDr7LRR1CkKjUqn4nTpN6YfcYeyIbQVEndL6vwi9ZPCNdGE6RgPZ6+8/V6xPy00tDSEuPplnqed6oIAta6slzbzuIveLCikqHNdTxk5HbjTUjbsvO49M0tbTtIzOt21v981DsQ7S6zimSl5ekJImnzPNzk86lKAqWdRLhzogWbT80i51N7AcbH0H4NuymRwthKq7RcYuGl0Wlyzjr83NJyKbYAGdxQPmqWqyUt6kHID0gY5OF8E7Bdhkp8obZ8fSEzOyThdaw1QHxUZtbySModUlWTMkjisoSCSQLgE1Nt98J+v7ZpZjCtFoyMLYKkHg7LUZh4rU+4nRDsy4AA4tI81IASgk2uekelro8OY4MOZ57D0+9V1uY6veywsxoaNrXyiw7bLk7ZtulV2lzszR6MwujYUQ4EsU9KvnJkItkdmVDz1HKkhvzUWQAVFAUatN7DMq5sPyhpcUb9I69V4VarEAgXtz7BFO5xcblWwDWCyVKlJuEkgHjrG7O1ienZFmmuTDwlpd1x1tveEpSVhANk8B5l/WTGigLc/ltqX/d1jMmRnlcJJ//AA1fpGGl7lZCUMaWh2h3WEcYFAgmM4k5oKAUxY361pH5mFVKLB1mpdB7XRp3ExO618Ro1B7K2dg2JJKRamMNvsOqenqh4wlQyhASmSmLgm9wTkPAdcRVElVMKVD5MU3NtTKskzKBSbJ8XcAKM9upRKR91Wo677+xptKMWy6flBl07xzROf7FN8026z3RPdqWCpqsy1Oq1Im3V1J2Xk5ZhlCboCG5QPKvpf6F79VhzMVJlZS1pafzAd9V7yOimxXAY5mC5iLgAP0nL9blQ6aXSsSS+7rso6h5oFOe2R9qxsRrxAPEG46xHATs7M8+1LUetS8y8t8N7ty6Fi5ACSkBVjc21PWOEYZB6am0WE+07UWG7KQt3LvUJUroi40UnQA8iR2GwtmMg3U3ZidmXZgvSD8gphtaAktkzjSVC+e3BXUE+rqi3Z8xsvAYhMMNhMztuXvoEbOtlVNlJ2qO4tTKqbk5qVWjK8q7SUvKCr2A9Ed0arOwJcvWGvlCvy7VOm5cvJcSMq2Q4l4JQEqvmtZHS069NNe3tJx/WZczFLoqJNG4LkrMuLczAZFqdFgQCTlUCeriNYrGo44xFNyKpWZxKMrrDaUZCpASQNeCb21Vw5xM9muDWnbdVGETGppZ55755GtDbH8O2trW1Vq1XH9C2by0klqg0KqzEiJeZlZB5pYbM0JYMrdeSkgKQCgm2hVwPExWeP8Abptc2nFxrGWO6tNybmnye1MFiSSn0RLt5W7esRxpFL9abFPen2HXLFIcssq1Wk/SCQbevgTHIdTT2FrQqZm3VIJBTkS3w7bq/KNr6mSUZCdBy5Lpw+ngpQ5rW6333J89VphKUpCG0pSlOgAIsPdBGyJmTtpJTBH/ABAP5IgjTYKyEgHIrv7Rdp2NtquIFYlxxWnZ+aSgtsNJGSXlW/q2Gh0Wk6cANeJudYjBV0bbonW/H4w2w6j+UOVlyi5t3QvdZWypuYfU/vvguPqf33xkRLPOEbpla78k3jL8mzaBmcaQ2OveOIRb8CoQusS9o3K1ivT+TDlqGg3XV/kO2NnxGWRq7U5ZvsSVKP8A0pI98NKaek2VNzKv7jKQDoPvRF1HEH2FrhVySUAf3v8AvF3SNCka3sOafmS6hykKqFSlnGVAZXW0MgA9nSP4gRTJ+Sh9CbXfmUj8ouDZniKWnMD1PCjVKccQxT6o6DvRmdC1SwKRewB6eh7I4MQzCNsjNwR2XqfCj4pamSCUXD2EAHmbg/wq7lKxlQJw5UsuOWdUlKv4d4m9yBrkVYKFuBGliLHtSVUeaQEtpQhK0m7WZJbWOsgjolJ11A0J6SRqqOBUqW9hDEEzQ51iZRNsLLDjK0JUlxJIsCOu+nA6HtELTnqatbgkHptF7LMm4AS5b6TSriyx32uASLiO8OuLhedfE6N2V9gfVdCdodGqGZcp/BvWCigIJR6ym/R/DTkVcIjVSpU7S3CiaZTlPmOJuUKHUQf1APZEkam5Gbau0++taVkqbSwEOsnrVYKCgeslvQ/STG8XpYS6s80lxsi/TZzJUOZSgKFieJy6HVSQrWJ1Kxy9FBGkKVmyN5siSs+ocTCNlO8TdoAXGp4ROZDD2H51x0MTDYWtlSMsuVrQST6lEfiB+Edih4BZoe0ajtTL62ls1Zg7goWsdF8DKSUgDgesxk1uY2XLUTtgDs24BNvRSXEVal6VsmlmnJltE3PU9hEkhRJW4tM4+VFHakKSewkRBsEULFUhPeP0xx9iebdCwmWl9++k5Fp6WYhtu4cPnrB4aRYu0iq4Oo0xTqhPOb6epYmWpNooX/NL6lFQA0sLjpcxYaxT9WxnVaupSX69NtS6uEvKsBpAHKwWL+s3jrkkhHyytzDpy+/4VNgUc1NEZoiWOe7NfmNdPorxwVg5bWHnsMVx6kOStn5ltiZn2ZqYadEoWkKCSndpKRro5YHW/XELxBsVx9ScVyT632quwqaaK5sOoZAylBUVIUu4IHHj69YqxqYk2G1pROTllpWkgoFuknKT5/Gxid4g2vViqv8AjKqytK1pfSUy8k2AkuNNJJGYk3u2k3HWk6i+tbJYVXHEYsdxr5eq9w2vZUYMaCaV4c38JtcG+bcadRryXrep+Elsm2Dy6WKhKpxzieZUlxVLk1JbbpybXAmJhSTZdstmkAkfSy8T5+20+GdtT2nzVRpmGp5eDMLz6QlVLpBSy64iwCkvTKEpdcBtqm4SRoRaKQnag3UZ1+oVCZnZyZmFlbzzqwVLUeKieN4wb2QT0kyq1W9NZP5WjrlqHzOvfQLx+GYVT4bE1sbbu5nqVrlQFsrelhwhOja+VP8An+cbfj6EaMycs2eZZ3nuWVCENTnDomaWgf8ApoDf/wCNo0q2u47BYUS7zibtSq1+pJMZm6fOZ0/wttR52n5xicmn3v5s284RwKlEkd8Y0jpC5Kjccv1gRdPnGunZW5hvGs/TNnc/ITVTLE7KKpgpqW7BQQ3MurWAtOl+kT0iCYy7GpumT8pPYKxBThPCtVBL/wA64hbQyS7yxm6WYHMi+ginw4sthourCDqUdVxw6+0xN9jMyw1j2mtOqy5lvOZ1EAdGUmBz5rEVtTShkL3N3Ovb/ZeqwnFZ58QpmTkFrfk16Em97+RSYVwvimsVBynJpzDjctKzKwuZtZDYaV0UOA6CxFgDbXSLCrMphajVyZoFJq82zONhat2HVONpK2mVI85YTcqUoXsbXFuuOfjnaiiRnGaHhYyJZNHaW5MoAXqqQUlTduAJOU346iKho0wlmpyzpfKUlxAcNz5oUOPcI7Q8yU+a2pC8u6mmgxsl7v6bHACx0drvfl5K38QTK6ZVJvD9XMvNIlH1y5LrYU06UmxUlBzdw1B0NuJTCuBMLVrEsixM0bcBT6FEMuKGYXve2qRwGguI6+0CRplfapdQw8mlS6q9Wqgy/MLZStMyPlANIcN0nNpw69dIk+wnCEg5jat4ddqdLcqLZNRl0MlSjaWXMZwlKichOUCwtqdeqNVLUtdTiaXQDdbfGpbg080MRLi65bbU2JsDfyXMlMLYE2e1+Wq6H1MssMNZi5NFZzlt1FrG3UeHbFZYu2gz9Racp2G2m6fKuMtSrs0Hgy8+y23kS2TmuEZdLcSOPEiLs2zeB3PYMwRiLaM9ipx5uTtOOsKW26ou5iAm4Nwn5w9wjybYFHADXqtyjdBXMq2l1PsPULzmFU8crRM45niwuR0uf5WdMklA+cmpJocg4VgewFQuSmt+dNl3saZIHeoi3smNXKOr/L9YMo5/lGYV5Y8ytnxiTR/LkEKPVvHFH8rQ81J9sp3DTDBsCFNtjMNBwUekO+NOw/dv1hywLp/ujlyESgjA3WZdRn3L7ybmXb8czyj+ZjAXCo3LZJ9fxgyj92/WDKP3aCyDQNggKAOjNoFKur+Uf3+MASL8fyhSBz/KCld7B9fm8PTiahT1IROIfSUbxOYFJYfQrT1LHfEwwztEq1JclGaoXahTywroLdusLcpwbHSVcgAFRtw5RWku6Zd5LqbEjqNuRH+cZmqlMNPIfUreZEpAQrh0UBCTodDYDXj3mOWelZPfMN1aUmL1VAGfDu1ab25W0v3ICtHaTgOXn5ioYmwUyiYZZmFM7iUQVJDLMtLlx24OpC3SD6jyMWVso2V4qxnst3tFnJ2UrFUZXKOPlTqiwpubJQoJGqSGmTa1jfXTjFS4Pxs3SZLEVLnXJmbk52TqTEow2m6A88GxmJuDlISASCTyESfCfhC4/wBlNNmJDD78tJSjjrr0my02srbDynF2UpSxmSM6hxJsba310RPqYo3sb+IbFVvjSGGvp4ZsNdle9wLmcgRvblbNquVtl2IbQtkEo1V8TVnxqVq0ythKiXt64vJdSlhY1uDY6njbURVMxOLmW2W1soCZdBbSEggG5JuRz1iwdqHhBbStsVHp1Fx1UZWalqW8t+XKJfK7nULHMsqUVDs/GK3snnbujopWzCMfEWLudlw0UT2RDjfi7fslzDKLNkXPOG3H1MOsnKnXr7OyEyp5/lHSuxJmP1au/wCMELlTz/KCCLN/AI81L7nrUlI/Iw8zq0J/hmWGQSeCMyur6SrkfgRGlc8/fC3OUcO/sEFgGAb6rM4/NO+e+s35rJ/OMQQb3sn1w255++C55++FrKQ0DZKUHshy0m4ser/IQy55++HLJ04d/YILK90ZFc4tDYspO8qjedJUmmTpI6wC5J2/I90Vbc8/eI6dDq9Uo5n3qXOOS65iRcYcKCLqQSk2v6wDpyjnq4jPEWDmrbBK1uH10dQ8XAOqvDaJs2mqpjt2qMzAeamp1+edccWloySETDTVgfppUXASCNCNOJvFZnBeDMSMSmHcP4hZYrtNWmmlBZWW5yYXOOIzlYFrBASq4uLEdcQurYrqcxWpmYVVZmYDr7geKnireo3+e2pt9FMcui1dyjTAm5ZbrbyXW3UOtqyqbKF5rgiMIo5o4OHfXl6LGvkoanE21bGEMsczb7ki1+vn0upJN4RxPLTrNPrOGJubKwndzLTLm8KTmIUhaQd4nKgkFQVp1iEmErkpZKX1TDisralIcYVvUBTaVDeWINxewcSQTqNeA06tjGuzaKWKjUH3fFpZhLZz5CltAWlI6NrkBR1Opi0KdJVjaPg41Jx2W+V5SYSgzYaS24phFLvkum17FV/w52jGWV0LGOk3vrZdFNQsrZ6ltOL5RdgN72v5HfXT3XFwhhmaqlXmmi9ulSTDz7qZls6Ja3ajYvNki4WLdO1u+JJjja3QqPiCaRKU6UqE3TZh4yj6GQQhxT+9Cs50PAagHQ/jGntRxhi+XqdWw9SKVNy8huFJXOBkueMpdk5cLb1SQLC3mm+sUTcjQZQIseJHlyxm68JhzH1swrZ7fhIDRro7cn1HZdPEFbqOJaxNVmpPlx6ZcUvsQCScoHUBeOdkVzENuefvguefvjXe+6vWNDGhrdgnlJypFxx/SEyHmIS5sBpz4+qEuefvgsk7IrnAUKsRcaw255++AE34++CJ60qJ4jgITIrmIQ3vx98Jrz98ETsiuYhUJUHE6wy55++HNk5xw74IjKo9cZ5FZYmmnVKCUpOp5cdY1rnn74OlcHNw7RAi4sVmxxY4PG41WzOzHjUwl1PBLDDRvxJQ0hBPekmMbW8Sb3vbW1r9d4xXPP3iFTrcHXT0hEALG5JuN1Ztdrwe2UYZl6dU0NzbblSU+y08N41edC0ZwDcaEKF+wxA6dX8RUaeVUqVW5+SnCCDMS8ytp2xNyM6SDqe2Nd15PyfLy7a1ZkrczgHiCU2vz80xq8NB+caYYBG0tdqCV14jU/Hva+RouGhvZSOc2hbQKjJTFMqOOa/NSU0kJfl3qk8tp0A6BSCrKoesRHwF7vKbDW47oZc8/fDiTlHDjz7BG1jGxizBYLgYxsYswWRkVzgyK5w255++C55++MlmnZCOsQqkqJGo4D8hDLnn74csm44cB19ggiMiucGRXOG3PP3wXPP3wROCFXGsKpKs3EQwE3GvvhVE34++CJciuYhQkg3Jv2Qy55++C55++CLuStSmn0+LsbmXbk5Vaknd36QAJ/EkaacTreOXNzcxPO72YWlSrBIskJAAFhoNIwJUsAgLtftEJc8/eIgNAWtsbQb2/wBOqdkVzgyK5iG3PP3wXPP3xK2J5ScqdR536QmRXOC5yp4edz9UNuefvgidkVzghtzz98EES3MKokACE0/Z+ELcZRf/APLs9UETbmC5hdP2fhBp+z8IIkuYesmw/fUIabWP6/CFXbT/APbsHZBE25jYlF2TMfOWO4Vp3Rg0/Z+EGn7PwgdVLTlN0qVEEAHr5QKUodG5tACCoevn8IQ2zK/X4QUb7pVOuLtnWVZQEi/UOUWLsm2lzuDqpSGHnstLlKqalOJabzPONIYUFo42KSlNstuIGsVzp+z8I2actpEysuaAy8wLlXWWVgDhzIjTPAyoZkfsummqJIHExuIuLG29ui90NeGj4Oz0tMyr+Dqwh11twof3GZQXlsno3AIvf1X7BHhSdf385MPI8111bg0toVE2t+MYgRwF7W06XwhOiNLe/wCEaaShiowRHfXqqmjoIaK/C5/x7JLmC5hdP2fhBp+z8I7F2pSTb8P0htzDiRZPr9L1dkJpy9/wgiS5hQTeDT9n4QC1+Hv+EESqUoK4w255w42v8fhCdHr/AD+EESXMObJziE6HUD+KvhCpIB7vpfCCJtzBcwunL3/CDT9n4QRJcw5BNyb9X+YhOh1BX4q+EKLWP69vqgiS54X0veEuYUW/Z+EGn7PwgiS5hyico1/dhCafs/CFuMg//bsHZBE25guYXT9n4Qafs/CCJLmHLJ09Q/IQmn7PwhVEdH+6Ppdg7IIm3MFzC6fs/CDT9n4QRAJuPXCqJvCC1/j8IFEX+PwgiS5guYXT9n4Qafs/CCJUk2htzDhb9n4Qmn7PwgiS5guYXT9n4Qafs/CCJxJyp/vfpDLmHXGVP94/S9XZCafs/CCJLmCF0/Z+EEESW7R3wpGgOYa9sZiywCRb/qMO3DOW2Q6G3nQTRa1vvDvgt94d8bBl2RxQr8FQgYYNuiR61GCLAR94d8KoXIOYd/YIzbhgHhw+/CqYZBy5Sb2+lBFr2+8O+C33h3xn3DN7ZFcOpUG4Y60qHrVBFhA1HSHHnAR0lajvjOGGcw6PX6cBZYueidfvQRa9vvDvgt94d8bHi7Ot0K4X86EDLB/2ax+MEWED7w74S33h3xspl2beaR/zQ3cMa9E6fegiwW+8O+C33h3xseLsg2yK/BUJuGPq198EWEjojpDjzhLfeHfGxuWSlPQPH0vVCbhgnzT7UEWC33h3wW6sw74z7hnrSfagDLFirIo2twJgiwka+cO+Et94d8bBYYJ1Qu5t1wgYYP0Tx9KCLBb7w74UJuQAoXuOvtjMGGTfonT70ObYYzjoq/BUEWubE+cO+Et94d8Z9wx6C++AMMH6J9qCLBb7w74UDj0h39sZgwwb9Hh9+FSwzrZJ4D6UEWvbtHfBb7w74zlhm+ravwVeF3DF7ZTx61GCLXI+8O+Ft0RqO+M24Z9H/rhxZZtYoVofSgi1rfeHfBb7w742PF2bEhCtB6UJuWLgFJ1+9BFgI+8O+FUNRqPNA49gjMWGR9H/AKocthm46J4el2CCLWt94d8FvvDvjOGGCLlCvahCywL9BQtzUYIsQGvnDvgUOlxHfGcS7Oa2U8/OgLLJPmn2oIte33h3wW+8O+M+4YsCUnX7xhdwx6Cz6jBFgSNfOHfCW+8O+NhLDNvMPtwgYZP0CP8AmgiwW+8O+C33h3xnDDFiSk6C/nwu4YvYpV1cDBFgtok5h53P1QlvvDvjZ3DOVPQPnelDQwwfon2jBFgt94d8EbCZdlXVb/mJ/wAoIIp1grAGNsZTDclh6lTM2kKSlx8MITLtZQpIu5lUV2CliyQok9RIETWpbEX6Y2uQmsX0ZMwjMfFkvJceSEt5OkENqbTcCwSXSvrKQeF21/a3hVmnqwhgfBjcjh1KwVfxMwy/OGxBLhbdBSgdEJaHRA0toIhBruEN3byAk721CZ6dsDl7XvS92se0oPB8s0eavJB5BltPU7uPYeRXm4vFksE+ZkTCzo4X09dwVQtaoNdkXHnETDbxcUsLBaQhZzWzEC1iDYcNeyOJNP1yXBXMtrbDpIUVS6QDdYWdcvpJB+EeiavM4GqUu42rZ/KFVlBCjPzqSeFrkP6df7MVjVsR4WodQLU1s3p6W0leXJOTyUujMAnON/ZVk3JBvrpqIqsZ8PzYaeJCbsPXcepH9l6HDcYw7FRlkbwpPIktPsdfqq9+VJ0BCt6n5tQUn5pGhCyvl6Sj324Wh3yrOJCLLSMoSBdpB0SCB1cif3aJwjHeztlaVJ2X0pKlq+cLTs2hQGY8D4wbHLbhbWBzG+BJ5rxZ3Z3TEF1ISVvzs4spJBvlWX+jY2t7+cedtKdmjvr/AGVuKSltbjfN6KC/KU5lUneIssZVfNI1GXLy5E/nxgXUp1be6U8nL0tA0gcQkHq5IT3dpvLZetbOJNjc1PZeh59CRd75UnkJUSnjYPgWzW4aW7oV6q7Pky4nJbZnIutqzDWqVLoKATZKh4zofO7CALHjbEyEGz2lpWmSgc1pLCHW5C9x63H7XAUTNVn1vmYU8guKJJO5R1rznS1vO193DSE+U54AoDqLJUFD5lHEKKuXM3iTIxDs6L4y7MJIt5tCarUcxGYWNvGbebr69O2GIxFs6IurZjJ5rpv/AFpUbWub/wBp5W059kbVxqOfKc7ZtIcQA3bLZpHUCBfTXzjx7OQhDU543u8nVGQ/NI83Ju+Xo6X49fHWJJ5RbPbC+zCSvcZx8qVKwGt7fxPO3v8AxU4h2e3VfZfI6J0HyrUvOyX+08M+n93XjpBFGxUpwhwFxFl5s3zSdcwAPVySO7tMCqrPq1U8g2v/ALFHpZuXpa+7hpEkGItnYC7bMJP6WX+tKlroMt/4nTXNf1DnAcRbOSbJ2ZSnXqapUfS/4n0dfXBOajYqk8lxDyXUBaFBSTukGxCysaWsekSdfVw0hoqM4lGVLqbWT/s0nzQoDq5LV39gj0lsz2SbK6lg7+kzajgRVGw/Mr3NLlJWozwnak4FnMUBb5CW8tukRxzcBYlH9newyel5pNBwpJJecdC5ZFRrNQYcZbsrolReDStcupVeO6DDp6iPisBt1s63e1vqq2TF6CCXhSy2PobdwDqvOBqc6ptKC4gpAt/KR6GTl6It7+OsC6nPOHMt5F7KTfdIFgoAHq5Ad3ri38RYMlaNJtpa2T0KrsMlJU5Sq1MTLwARqVpamiuxVe6rEAa3B0iICo4BW8JZjZJvXj0UtJnqmVqVYWAHjN+PZHLIxsTnNLgCOq7oJ6epbxIZWlqjCJ6YS2ZibmC2HiSkIYbUVHOFk2sABmA5cLcLwm+ncqPF6hLOIQoKTmS2hSSFlYuFAX6SieJHVqLCLrwHgSk47xMcL4c2SUWo1WTlg/Vpibq88mn0qXCkhIeUJkAOJRfMEE2XdFjlUU9trZxsPkZ9ySrlGps2WnkpXN0ydqm5IK1BW7St0ZkpAT0jx1tfS6BlTVNMlNTuezYEc/P0/hc02LUsBLSLgAnexNhfT15deS89+PKYUN5WpcLCUdFuXCyLCwvdIB0J4Ew1TlQWFeKzcvMtuJykoQgaZSixCgCNDa9u3jrHqCq1zZ2VIk8OYDFOlGAEI8WqD7FwAdbNOI5DzioniTEH2hVLCM0sT0tseok2lpCbOF+cRMLIQCc62X0by6/SzKyk2PVFjNgeL07RK+mBb5O1HqD/AAuSmx+ln3aBtpcg69b3GnNUstdUcRunHpUJ6V7uMC2YJBvbXghPd2m+w3NzLrpdFQC157qdRKp3CVKWFG6rXF1AfRt+ETY7VcFy7e6Y2GYKQ42VBO9lplzWyct876s2ua+a44c9LhpuHpvyZaxhiqhU6gVCfcT8hYemJmeQmaYKwFOPSqXtyy0W72C0WUeqxuamFtZUOyQQXI1N3chvsFYPq2xFoLBqQNXH6W/cry2ahUpVZZU4ErbWLgsouFJUSOrqJP8A2hoqc8EpQHU2Rlt80jTKFBPVyWrv7BFi1uZ2fOTzol9mlPdmZd3xedYaqk/Zl1JKVlFphOZs26KracFEHU82YdwbJsJmHNl1LdSMu83Nbn3Sjzs1wmaPA5Bf13tGAmYRc6eu6tDh1WWZ2xnLve387ac+llCzUp0gAvDoo3Y+bT5u73duHoae/jrDvlSeVnKnUHNmvdpGua1+r7o7vXEmYrWBJpwNSuyqTdWU6hNUqRsrJ/xPDPpc/R17I3BO7N05mnMEURt45wlBq9TWL6ZQpaXylPX9K3DXjB0rGGzlqio5pRma3Tz2v0F7C/koYqpzqgpJcRZZKjZpAuSoK5c0jutwJhRVqgHG3Q+nM0pKkHdI0KVlY6vSJPu4WESWYreA2FmXOy2SD4UUhJqlR16Qy8JnrF/xtbTWNxmawO4tKn9lUrKywUN689UqmgJGY3teZuo5bWABJN+rWJMrWjdQ2jne7K1huN/L1vp3UMRUZxGiHEi4Sn+Ug6AEDq5KIjPLzVVmrSsuQsi+VKWUeiE8bejYXJ7eOsSxFQ2drTb+jFtZJTYJm6ikEa31M1oL24264trYps8wHjGl1bFeIcHMUjBFJcPjs41UZzfTbxQMspLL313FAg3UdBmHG+m6mgmrJBHC03PUW/39u63yU0NDGZ694awcgQSfIEaAnzVCLkcRuzCW3ZZJWu4z5G8gBAB6QGXqHX1d812f7LcQ7RJ+YYplfkm5WVO9qVQWylEnJpKwsqcdUALlQBCUgqPAJIvFqPNbDJacWqkbGWhJkOhqXnq/UXxrkyFX8QL2sq4vbXrjozmOMOzso3TPIWnsU+V/0eSk3pmWlm+kLHdNupTmy31sSTa5PGPT0PhKrkfer0aOlgT+/wDCoqzxRhlPcUMJc7TV5Nh7DLcjqdFTOJNllVoy5oULFtLriZFSC0ZZlTYeOZRujetpvlzqJvYHUC9hEQNMxYh1CVygbKEpTdSWQBZOUC50Oht235x6GFcwfZJVgCTB0zWn53QXN7fP8sveeQvxaxTdmVaIVNbOJYLFiFoqU+kg26wJgXF7fhHbW+DnWLqN59HAH6gj63Wmn8VYfKW/GQWI3LH2B88pBt3t6KgHpqpSjqmHvmnUjKpCmUAgZN3y9HT38dYxrqM642WlOpyEqNg2gecEg6gX+gn1W04m9hVyqYKk6kxI1/AEvuJdtSGSienbKGQ6KVvyvRdtLnom9tY03JnZnuS+zhGgBHTPzlXqoWLBOUFG/wA1z0uA6k8zHip4pKSQxzNNx9+f3svSCkjqmCahkD2HqQHD1uQPf6KFqqs+tzeKdQVFRUTuUDUqzHS1vO193DSA1afDgWHkX4/yUdSsw6ucS1yvbK0LUGtn0u8jOcpE7UU3F9OM1fh6tYxP4h2ZKG7Z2ZtNKBGZxVUnz166F89Xvjn4t9mk/fsoFDk/7SRo97/tdRZNUnkIDaHUhIy2G6R9EKA6uoKV+fECyfKU7dJ3qegnIn5tGgyBHL0QB7+OsSqSquz92nlz+jqUemmAFvIVUqgLoINynLMDzTl/Ak9UYfKLZ6cpGzGRIKLq/rWpDXIOH8T6enq7dI2McHjoVzz0zoSLkEHYhR1NUnTn+cR0yq/zSPpAA9XYIRVTnlpKVOoIUbkbpAv0grlzA/LhElRiHZ10/wDyxk7dLL/WlS14Wv8AxOnXCKxFs6yHJsxks19L1So2tcan+J06Nz6+yMlqUcFWqCXEOpfSFNkFJ3KOIWVj6PpKJ/G3C0NTUZxCMiXUgZQj+Ug6BKkjiOSlf9wLS1ioYKmXEBrZG2pBIzFNQqWgzG5B8Zt5uW19L3HbCJqGDxZt3ZE0l2w6AnqoellN/wC08M2UeokxhxG3sSt/wU5AIYbHnYqLInZ1xtKQtFkk8WkcMoTyudNPfxhZqaqYUpE0oIKgrzmUi9wAerklPqt649H7BtlmzXGjVVxljnBkrQcOYfbSuZcbqU+p591Sei0gKmCAokKFrZtRbmOniOc2GV2tTU5L7DKZIU51hUu1Lys9NNEebkdUEu5d5oQSkA68TFlRYZWYgwy08Zc0c9NfS+6p6zFKfDqj4aqDmuA1027ryy5MTdRUpx4lxWZSzlaA6SjcnojrPwgj0SrD+xUrKBs6nG2UABtLVYnATqblVnhqdOfrgjf/AIFif/Tv/wDh/wDpVz/E1AHWDX9h/dWVMeD9iGRYS9Py02kkC+6TvUg6cSkG3Xx/7857ZL4ssJmJqYaOg1bsfePV3dsebjt/23X02q4osDb/AFi4f842JnbxtncZbcc2m4hcyqCgFzqlC9uRMefjxvxc02mq2n0bb+CqGXwpU3+Wo38l6KTsxo1zmqk3dRNuinn2/h3dukaxpsQka3TlIlZwOOoF0FxWQgi2twk9o/HsjhYG8OPaRhxgyWLsP0bFTSUWbfcZRKTKT95aEFCx/wAgVzUYnGHv/qAU5x9xGLNljLDR/lLp7rbyrclJcQjvBirqvEfiyPMxwdIw8rsIPsbLopvCFZDI2VlWA4bXBVEDYhiJubUw/LSTaUkgqNTv1cbBq/HXWNmd2GVBpjeSMxLzLuT+UZkt3V0uCi3bhl424E9dhduMvDsw9i+nmmU/AT2GXG1AN1KSYk3nH0dYcbUgFHrQq/5Rl2YbY8bYkZmnMD1CmYkmZRtT79JqNLacmgyOLiEWC3Ejr3ayR1gROHYT4ixSEStmjjfyjO/udRf3VjVyYhSPs9/yj8wbcH23XlmoUasYcf8AF6ph2sSll3uXegpOnmqDeVXX0hcajlrhkqhTWgp2YlihbiMjqHFjdPAWvcJRpqDwt2EGPXc/4R20CbQEMUzCsgArpCXozd1W4g7wr91ofMeEHU5+nqlqts6wNOzWQpRNOUgXTfrKb2P4WEepZ4Z8TCMCenY8Hf8Aqbef+xXfQeKKeCQGV5t5X/blfnr7LyRKv4YdfDMrh5M06tQCG0TMw4onXQAAFR4dx56dKo0qdoqEzFf2b1uQk3blrx6lrlmlJvpZwthZsOsK149kXbI45xRSZh2ao9QRTXXjdapJhEv6hZsAAdkb6trO0haShzGdUWlWigXzYx1zeDMYa4cKOMj/AMbldReLcMcBeXL/AOn9/uvOUszRHnF+LYacmVJRcoaemnMvC5sE3tx69LjU21xJlcOzSnFhtcpYm6TNjIkW4ELTvAeB6wbdV9PSbO1bH8uCJfFlTZvx3b+X8o5z+MKvNzDs7OvNTU09bPMTEqy66SOBC1JKgQNL3vHL/lfGQXA09umV5/8AsrRuM4HI3+pUsI6ZXj6gX7FRPAfgsY/xzLMVaRwtMyFMdSC1M1mdEqH0k3BSylsvZbW1ITfiCb6WFgnwPdpTW0WSptcwZRvJlay4/XWQ2+zLtoykoShxNy8rUJzpUBnvqU66s3tl2gSUs5MLxjVQEXsDNED4RXFR8Kfau6+WGMZ17xVKiGgiprSD961jHlsR8P8AiXDpONUGMsOzdSfc3++iziqcGxVjqaGoDW8yGke17XP3cr1Xtn2S7U8VVA1uUpEtM02nseLSNNkJoXlmE8MrakjMo2BOUkngOAjz3MoblXlS03Tplh5slK2nVlC0EXukgpBB/CIFM+E3ttWsoY2gVlhI/wDeOLPvNvdGhL+EJtilqg5VPLeZmZl0WW5OyzEzcdWjqFD3R67APFOMUcJixCNrgPw5CW+xGo/ZeNxPwph41oZyT5g29jorGf8AEXEFK5d4a3TldspJ04HL6+/s1rrFU3iilrUyzVa9My8xZpLbdSWrpEWyZcpJBN7D1DjEnwt4VWNaY9kxdR6RiOVWbqWZNqUmkf3XGkZCOxbauwiOjiPwsZ2bS6xhjB0pTwpNm5mYLa32zzTlbSlJFuOsasc8Qx4vaKWgJcNn5mkDvr9F0YV4Vhi/qvqmg/pc1x19QCvTGEPBzxRgLwe2cL4aVLNYjxAE1TETaXwHnElJLcml3LYZU5QrgFKC+AUQKBnac/TKg7S5+jT8tONL3a5d4lLiVDqylF+H53iADwodsynit3GtWyKVmytTrjduduKR+AEZk+EXj2am2p6YxdXxONXDb5ms60DkFGxEcuBeJ8bwZr4quJsrPy5TlLeg8+1/VWE/g3CsRtK2tEb+dw+x620+9NFNHmRLFSZqRmmjyUrLp+KfXr2jlrgU5JFJG6dBsdd4OOutin1adkRGpeERjmofN1HFtfnEDSz8znH/AFXjelPCixPKSRlDTadMKtYPvyDRdA9Ysk/ikmPQx+P6rJeSidm8nj+bLlk/4d0IPy4lGR5tf/ZdpFPoZqMtUW6Uhc3LvIeZXmSVBSTcW6OutuqJxiXBu0KZlpnHGKMI1luVdst+ZmCG7A2CboUkKA6vNtrFKTHhEY7U4XpKc3DpIUlxLbSCgg3BTkQCLdhv2wkl4S+2VFUk5qsY5qtVkmn21zEhMPkszTYUCptY5KFx2Xv1Rpm8YVZmbNSUjW/qzO+Yga2FtL+vNccvguhjN31md2wLWusP/d/AXH2g0qmyUyqoIkHSHCEE78AA2NiRkPHTr6u2IzJ1SRlSrdNTLSFKJzJmBdOpsR0BqAQL9eumto+g2G9sngjT9Op6q9VKSTXkI3DEwApUi4eCZnKLMpB0JUbdYuNYgGJMT1rBVecYqWzTAb8m/mdkVCkJelX2Cei40+lQLibW1vx4gR57Dqyr8YzzVVBSOjA5PcBc7G3X9lYOdS+G2xtlqC5w5ta7b6LyO1OS084mSYkpuouu5UplZNywcVpxShoFROugF7ka6WPTncGY0pcsqZq+yzE8nLKTmzTNKcaQBb09wCNdbk9kX3M7SMVLqBqVIXJUJRTZLdHkm5RCRy6AzH1kkwv9Ke0VQAVjSqKAIulb+ZKrG+qToR2R6P8AybjAaHQGNotqCXX7hpHvdUtV4vdLJdjSQOp/vsvN6J+XaZDCX5sNhBQ2lK0l5BudAd1oBccFC9jwvYS7ZtsixvtQqBk8K4MqKGwsF+qz0yW2GEki4zluxVYEAJCla3taPQ+ItvmJ65RZWmytDodLm0j+KqMnJIQ++QdMpt83w1y8SNCkaRGHNrG0ZlBcXjmsJQjUgPnh2fvjHGzwfj89O50Qihk11Jc730HPfdbKvxg42YwEj1O/utOk+ArtHn8Qy9Pqk3It0tSgqcqDE+VltHWQ2ptJKuNhwNxqLG95Yw2DYlm5CnYRwhLylPwph9nc02T8cIW6u3TmHejZTqzqST6rXjyTi/wjdrK5xyn0raJXpdto/OKanVJKiD5tx1D844J28baTLf8A9pYmF1cflBy/q4x5BsXi3BahzYa2Fx2vwz9LriqaKrxhjZJZMoPJehqhsjq1PfXJPENvtKsppxxSVD/oPeNIfT9jWKKhdTUkpxKAMy2c7gvprbd+vr6+zXzcvbhthccDzu0vEK3QLBap1ZUB6+MbzW3nbSG0kbUsS/jUHP1i+k8R+Ko4g0Txl3UtP7DRVbvC1Sz8U+npqvQv9FjLSy3NTrja0mykW19WoB4xml9l9EF/GahNKv1NqQnr5lJ6vyjz3S/CS240OZfeltoc7MKdUCvx+XYnL24Ab5CinttaJDiLwwdttXEm2zUqLShL5Fr+TqQ0gvqFjdwuZyRfiE5UkXBFo4Zsc8VP+Tj6Hm2w17XWI8HVkgv8SB/5VYWONhtDr1PUZKffRMoKVJLyhluCOJSnS4uL200NjbWk57Y1jGTWqXZoaJsi6S41VWEi4HHK4EKGv5/jHpOgeHlgryeacxRgOZRXEJCXGpKXYVLuqA1WlS7FIJv0SNO3jG9WfDU2d49ws+3IUqTwJX2yUFyapCZxE00BoW3GkHdLN9boPDQiPO01d4mxesDJmW5F0hFrdbtN1c0uFV+DQG04kHQNdcfULzANjOMiN6MPosbfN/LEuVX168vaOvq7dOxSPBm2u11sTEps5n1y6lWS8aiyUqBI4ZUkn1gH8Ils/t3nKZSpKclcdTM0J0uBUrLqG8ZyED5xNhlCr6REK74Tm1ucUWKNjquSLSRYLTNqzkctDpHoazB8VgizMrISega8lKOsxKrJIbYbXI6HXQldnF3gx482eTrIIkJyaYl2Vu7ufAQl1SRnR0m8pF8w4gEHvhlawdUaexvp7Z4/LoH8x5qYW6lJsdbslaUi+U3KQNDwvp6V8Cfwjna7imc2X7YJ12uHESgukVKoJTMLl5hKCdyorBVlXYZbcFafSiU7T9vtZkMQT2HMKYSpVEFPeXLuvTVMacmVrSbHKCMiE9Y0VcEG8VGEUfiTEq51E2Frw2xLzdrdehBv7WJV0/FZ8FhY2WZrgd2kXN/LkNLLw+xT6QpspVTarmIOrT6H0XJ5oTyixNnWwvHGNwqYwhgybUzmRmqNRmUy7CRYBQQooJUTr/LClJ68vXYc3j3E87MuTb81KJfcJKnGafLNKJ9aGxG0jaxtIZSGm8b1RCG02AD1gkfkI97VeBMYfD/y8jGv/wC8XuHYAX9zZckvjWOM3pYAHHmbaegGg9lyWvA4231N5UspmkIIuEKbqmfPobEfNBVuBspQ4HheMlL8FfEMtXRSsVYgTLS7SgH26eUzM1oTdCTu8gURbpEmx1t1RE8beEltWlHTTKPtFrrLmX5xbc0pJSD1XHWYhA2+7bAvONquJwrhm+UF3tHipsI8QYbUmGaqiky/pYQAfcFQ2ux3EG/ENqCzN5X07le0Wdi1frtIksNS9MeouGaSg+J05D+UuufSddWtOZbqtbqIsLgCw48SobN8NUl006p4aUw+jQ55lzN6wQbEdo0jyext922En/zWxQbgjWorsP3eMlP8I7bnTn/GWtp1ZeXlKQmbUiaQL24JeSpPVxteMTL4pllJmrAGDZrMzbLzdT4Tqap5e6oJdzJ5r06vAGDlm6JCZSOoInVEDvvBHl2Y8ILbTNTDk05tKrKFuG6g04ltN+xKQAB2AQR3slx0NA+Nd3K5x4LrP+p+hWNnYvtGSLrwvO6qHRLRvYhR92UA/wB4dsZF7GNo5ZAOFZ+9swRuTe+S9vwN0+uIkMOVMcKI9/gH9IF4aqRTb5Cd6/7OeXqjEVMROrx3XsuM29y4dwpQdie0pLS74XnVFIURZk9K1rW9d9PUYxJ2J7SSh0nCtQ6F8p3JsqywnT1g5vUD1xFE4XqAZKRQHNQf7Of0hyMLTwaCVUNztHi55+qNwqYrfiHdWueI2+YbdVKE7FtpQKAMJz4ubfyT0ekRc92b1GNul7K9rtFqslWKRRKrTp6VW2+zMs5kOMrsTcKGoItY/wB7rF4ghwvUQf8AULlv+HP6QowpUP5goDg4cJc/pG34mFuucA+q0GSN/wApcO4XrGmTdex9LNyu0zAlQpOJApKfKOQlSqWmwU3vNy6dUrB0Lrd7k3KDGat7GdoFDfQ29QnX2nklyXflhvGZhAAOZtXBQ6VrcQQQbR5OOE5xeVS6C5cf+2P6Ra2zXbBW8A0NzAeMcJLxNhGYUp5unvulh6SdPF2VeKFZDqSUkFJv1amPVYP4wdTuENTIC3roSPqqSt8PRVN3UY+b9IO6sw7MsbpWUGgzOlxmyaaKA/I39UJ/RpjQgK+QZpIvrmQdBe1/8/UYiFOreGMQUzFtVpDUxINUSSamJFiqvMomJlxayMiUoBDmXLc2I84aRS1YqeIKy6rxoOZCT82lvKm3+cX03jfDml0dNIHuba4sQNRfcn9rqmpPD9VUzPhfG5pZa9/MX001XoubwZieSQlb1GmiVfQbbK1DQnW3q94jNRsDV2r0+Ymly7sjMS11mWm2FNqcQGwo5DqCq/Ry8b98eVvkdd7/ACWP+Vn4Q9qkWVZVNA0PFns9UUk3jSqe4GPK0L0EPhWNoc1zHE26HQ9fUK89oGz7aFNzsxSKXQ5qak2kE+MstqCHeglQCb9qik9qTEERsV2kh1P/AITniAq1w2fSty5dL1RCJekjp/1enVB/2PwjG1SQlxKvk9PR4fNcPdHnKzE5MRkMtS+5+nsOSsKXDHUMfCYwm3O26nR2L7SFu2OFZ5IKgFKLZsLrKfcOl6iPVDBsX2lqTm8kqgPN03RPEKPVyygf8w7Yhq6OUpdPiAOYgj5r4QxqgOvqIZpBctqcrF7e6OUTR2/EO66RFIxudzSANyRopuNi20oshZwvPXy3y7k38wK/M5fX2awi9iu0tB//AIlPLFiQQ2eQPLrvYdoMQldFfR0V0sJUDqFM2PV2Qgoiri9MQBf6mJ4se+YLaIZSMwYbehU5GxXaQQ5fCs+Ci9vmjZXTCdPWDmHYD16QjOxfaRvG1KwnPpClWN2T0RmIufwAPqI69Ih/yRkYXlkAAQb/ADXbGBmkkOpIkAD/APF2eqMRMx1/mC0thmcD8h7FThWxfaUpwJOF5xIOU33J0uCfda3rMMGxbaVYnyUnTYXFmjdXRvYdt+j64hDtIOdX8AnX/wBKG/JGlvk5H+CP0jMSR2vmC2CnlH5D2KnK9i+0pLZV5J1BRGbopZN9An87kD+6YenYptKDoSMLz6Rny5yybEBYF+7peoc4gYpFzYyCTc9bV/8AKMzFD+fINPTpYmzI5xBlYBo4Kfh5SbZT2U2TsT2kKSlS8LT6SrKCFMnQEka+q1/xEWJskb2r7PnE0Kv4Dn8QYQnFDxyjOpI3ZUFXell/7F1JGpGis1je900K/SVC2SnJt/8AFDWqR86L09OgOm5+EbYKw07xLG+zhzUT4e6cGKSMkHyK9V1fC8v8pu+T1OxMuQXKuTDJnKXkdac3YUlhWVags3OUrFgVDgL3irJvCm2ybnxOsUGflFS6y6yltq4ukgjiOle5FjobHSKrRheedTdqhuqBFwfF9CLw4YYqGqTQF3I+zfCLKr8S1VY0xyzi3lYKjp8LoqOYuB16E7HyuvYM9RpDF+GqfiJdIqeH8VlSJes09Ui67KvLzBBmWFJBygjplJtbXgRrV2NMKbR35lyjUDD08ZcO7vx3clIUM5TmSOIFgFHsI64pFeE6iBc0By//AA5/SMZwzUeugOf/AG3wjP8AzTVug+HbMAALaWv3usDhdIKo1T3XcbnUjcm91MRsZ2lLCs2E6gk2STmaJvcKJH4EAHtUIyjY1tI8VT/4VnyvMSUhk3HQv+enriFowrUVnKaC6b/+3P6RsM4YqK5XKqhOHpfZzy9UUMlTCNc47hWck8QFw4dwpS9sX2lMqKfJedXoo3SybaW/O9vw9V9pGxjaQlsg4WnTlUUghojNZYTcfgc3qB69IhTuEqi4biguX6z4uf0jI1hiopaSBQnRb/0Dz9Ua5KqFzfxjuFrmmjyj5h3Ck7uxnaXmCjhOeGdVtWzoMyhc9gABPYodtsj+xfaQVt/+F5wdBF7tHS6eB9VrHtMRCawtUnClRoTpsCdZcn/KEcwrUFrQE0BwHINfFuwdkZipit+IdwuiOZgjvcdwpavYttJSu4wlPebc2ZPoFVvdl9fZrGNWxfaUhpSvJOoKsVGwZOtgn87n2T2Xiz2FagpIUMPuFVwP9H+EInCU7vD/AFE4Mtj/AKNwPdEiqg/WO6ykljj+YuHcKWHYrtJQ7lVhWfVY2Kt0bEBVr93S9V4U7FNpAXbyWnNTbMGjbjb4+qIg5hWohzo0J21/s5/SGqwtUAoWoDgPDSW+EZCphI0eO4WHHiOocO4U6kNkO1WTWxPyGHKpKTTDjbzDiEFK23BdQII4FJSBcdZHVePRT2IK3tYpsl/SXguoUHGEuyhg1yWlFOSVQbSgEeMtjptOa2zJzC4OgFgPIiMLT6W8qqG6CRx8XP6RhVhOohZAoThSeJ8XP6R10ONOw6QvhkA8uX7rRWUlLiDAJCDbbUaL1dMbKMYMOBDEpLziSbIVLTKF5tRbo3zC97agcIiON8G7QKYh+lSGFpxybQpTS8qbpQQoC5PXxvbs/CPP7WGZ1biw1Slko0NpfzT/AJGHrwlU3VFxyjvuLUcxUpgkqPMm2segn8czvZkaWtvzB1/dUrMApqWYPe7Qcj1UtXsb2mzMyFO4Yn1qdUM692TYlRBJsOQzeoiMKdjG0tacwwnUB0Qq25N9QTb1iwHrUIiycLVBDLn9Qu3BH9nP6Ri8l6gT/qBz/wC3P6R5X4qJ2peO69AyeK2VpFh5hTdjYvtHSzvfJWoZulpujp0Afz6PrjAvYrtMQDbCU+u2axS2bGwBFtOu5A9R/GNMYaqIYCfkF22Y6eLns7I1l4TqCCMtBcKRwPi/wjW2phLj847hYRzxl5Fx3Clj+xjaYyopRg+qPgKUnM2xoQDYHU8DxEERHyXqH+4HTrf/AEf4QRl8TD+sdwthqYgbZh3C7QxhiK/+ul96YecXYkyC1aVy85MRPxtgah9vTmqJ5LY22XM1Izi8DJcYUV3YXMpUlIK1FIF+QI149ADgTGv4On/SOwWkUMQ1yjsuZ5YYj662v2kweWGIeuvPDsBERdc3KFxamltoQVEpTnvlF9BCeNMfXt+0In4Sn/SOwXXZmnyDspT5X4j/AN9L70w5eL8SAp/rlY6HpJiP0mp0uTnFP1CXZnGlS77YbUsaOqaUlty3A5FlKrHQ5Ykc/i3A8zh+fkJbB8tK1GaWFszaFoAY6QJCQOAIBFhoOIGpiPg6f9I7BaxFGH58o7BYfLHEX+/HR6imMEziKqzqkqmqmt1SUkBSlDT3RHvGWR/aEH1qEHjLH1zftCMhTQN1DR2C6YpBC/iRix6jRd5NVnysWnlanhmEMNTnU3UKgTcm/SEPwvX8JUxqeaxBQ2amqYybhe9AUzZDqVWubalbZ7CiMuKcSYSqsjT5eg4fapbssFeMO79Ki7cCwPWbcLnU8eJMZcCJbjX1Rfnzu7la3yrPed4+q4+8IVNVnh/b1a6+cI4njTH2hv2hCeNMfXt+0IngxdFHx1TcnO7XzK7yKnOkrPygrzT9IcoYajNpWCJ1QI10WI36PizBEpTpSVqeFZeamGChTsxvtXFBxwkkG4IyLbGXgcnbpy8U1vDtVrTs7h+lMUqSUlARLJWDlISAT+J/esRwIlqE9QDfiO7n+6zKqk8pJT8oK1+8IfLV6rSYPi1UW2VAAkKHARwPGmPr2/aEZJeblETLTjr6C2laSsApNxfUWOh/HSHAh2sOwUcaUtLHuLgd7kldpdVqTyVOvVJS1qXcqzDXSGqqc8VBSp9QI+8IkycebKkVPxr+jtlcvlWndb5ABusqBtewNiNR6OXgdK+VNSt+gtpI6hnvaAhi2st7ayoazIHm3qV3BVp61vHj+KhDE1GeDgIqCyOvpDSOL40x9e37QjpYfq1EkaguYrEq3PSxl3m9zZBBcUghCrkgiyrG4100gIIhyWls9Q2/zu7n+63HqlPAC9QULpFukOEMTU5nrnV+0I6UxirASsPz9Ol8KNtT8yvOxNF8Es6pOnXbQi17afeMRPxpj69v2hEiGICyzjq6mIEB7u5XZ+UJrMCmeULa+cIyJqk9nuJ9Vzb6QjgmZYt/Pa9oRIMN4gwpTpGbl63SkTzz7gLa0pbu2jIoEZiQrVRSeNhl5mI4ERN1iampcb8R3crH8qzywE/KCtfvCD5VnQLePq0+8I2MU4lwhVqfTJfD+G2aU/KpUJl3fBSnzlSBc8TwOp1PHiTEcEywBbft6feEODF0C3f4hU3vnPcqSs4prjCEoYrLiEp6ISCLAd0PRizEQKlJrrqrjgSmIt40wdA+37QiWU7FOB5aRp7M/hlucfl20CYWVNpDqwtZJNj0uitI6XHIL9mPwtOTctHYKvdA10hkcASfJNGLsR6j5aX3phqcWYizkrrz3HSxGkcvFNYoFVrb8/Qqa3SZJwICJUOBQSQkAn8SD+ccsTTA/tDftCHwtP8ApHYKJIGSG5aOwUqTiyv5hlrK7+sQqcYYj3X+u16H0kxFPGmDoH0e0IlC8V4QGC/kMYalV1haUg1NSwlTZDpUSmx1ughOo6hrYARj8HTH8o7BajRRO3aOwTjjDEgOtZX3phfLLEf++V96f0iKCalxwfb9oQeNMfXt+0IfB036R2CydSRu/KOwUr8rsR3/ANdL0+8mFOLsSa3rahw4qHIRx8NVjD1Mqapqt05qpS5aWlLJcAAWSLK7gpPZmuNQI7U3ivALmHp6myuEmmZ+YczszZfSSzqm4HWOB6/zMBRUw/KOyn4WINy5R2WPyuxEONddHqUIPLHEQOlbcPaSn9IiomZcXs+37YhfGmPr2/aET8JT7ZR2C2ujje0tLB2UqGLsRKUB8tL4j6Sf0gVi7EYVf5bXYG3nD9IwYbxFhCnUydlK9QkT8xME7mYC0XbSUgAC5uLEKOh1z6+aIMU4lwfVZCnS9AoLVLflgoTLodB39wkC/cePr6zEfB01rZR2XP8ABR32HYLKcYYjNr1x0eoj9IUYtxEo6Vtw+spiLCaY+vb9oQF+XOu/Rw4ZhAUlOPyjsF1RtjjFso7KSsYnrTG9W1V1pLt1qsoaq5xk8sMRBNxXXT2EpjLT8XYDYlKcxPYSafclNyXlbxPzxSCHLm9yFElVjca24ARx8U1zD9WrT09Qae1S5JaUBuVSsEIskA95iTSQO3aOwWM8bag3eAumcX4iUMprax25kwgxbiL/AH66LclCIt40x9e37QjLJztPanGHpsNzDDbqFOs7zLvWwoFSMw1FxcX7YCjphs0dlrZTRtFso7BSc4txGEj+u3CL2BJTrpCKxfiO5Hy89ccdRHTZxvswRP8AjbmAG1oUypC0GZSUqczkhzKeiDY+aBYWtwMQR2ak1POONLbbQpZUhGcHKL6C/Xbh+EBSU4N8o7BI6eOI3yjsFKBjDEX+/nu9MERXxpj7Q37Qgh8JT/pHYLB1JE43y/Qf2UGun0ffCXHL3wQRpVgi45QXHKCCF0RccoL8xBBC6Jbp9H3wXT6PvhIIm5RFxygvBBEIi45QXHL3wQQRLdPo++C6fR98JBBEXHL3wXHKCCCIv2Qt0+j74SCJuUS3T6PvhL8hBBEIluOsQlxygggiLjlBcdQgggiLjrELdPo++EghdEtxyhLwQQRLcdYgun0ffCQQRLccoS46xBBBEt0+j74Lp9H3wkEES3HL3wlxygggiLjlC3HL3wkELoi8LdPo++EggiW6fR98F0+j74SCF0ReDTke+CCJuUS3T6Pvgun0ffCQRCIvyguOUEEERccoIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggiIIIIIiCCCCIggggi//9k=' alt='https://www.beaxy.com/faq/how-do-i-read-the-order-book/' class='aligncenter' /></a></p>
<p><p>EToro USA LLC; Investments are subject to market risk, including the possible <a href="https://www.beaxy.com/exchange/btc-usd/">loss of</a> principal. When you’re using the Instant Buy option, you can see how much to pay for the exact amount of crypto according to the current market price. So, you don’t need to check the crypto prices every time you make a purchase.</p>
</p>
<ul>
<li>There is no single entity that can unilaterally change anything on the blockchain.</li>
<li>If we come in contact with this lower trendline we could possibly see price action at $9.5k.</li>
<li>Mt Pelerin does not offer services in relation to cryptocurrencies to US persons.</li>
<li>World currency prices are based on rates obtained via Open Exchange Rates.</li>
</ul>
<p><p>A client is a piece of software that enables a network participant to run a node and connect to the blockchain. Each new block has a value called a “target hash.” In order to win the right to fill the next block, miners need to produce a hash that is lower than or equal to the numeric value of the ‘target’ hash. Since hashes are completely random, it’s just a matter <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> of trial and error until one miner is successful. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. Cryptoassets are unregulated in some EU countries and the UK.</p>
</p>
<ul>
<li>With any Bitcoin price change making news and keeping investors guessing.</li>
<li>But with the infamous Mt Gox hack, China announcing its first ban on crypto and other situations, it took a further four years for the BTC price to return to above $1,000 again.</li>
<li>Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future.</li>
<li>Earn up to $1,000 when you fund a new account, and earn up to $100 in Bitcoinwith your first qualifying crypto trade .</li>
</ul>
<p><p>Aside from earning bitcoin through the process of mining, the digital asset can be acquired by purchasing it on the open markets on Beaxy Exchange. When you’re looking for a place where to buy Bitcoin or other virtual currencies, a robust crypto exchange platform will come in handy. To make your crypto purchases simple and convenient, many of them are supporting transfers from debit cards and credit cards, since it’s probably the most popular payment methods for now.</p>
</p>
<div style="justify-content: center">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> / <a href="https://twitter.com/search?q=%24SPX&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$SPX</a> &#8211; 3D</p>
<p>Who knew <a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> would hold up better than stonks?</p>
<p>This chart shows that it was probably going to hold up strong relative to stonks.</p>
<p>As the S&amp;P slides, this doesn&#8217;t mean that <a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> won&#8217;t slide vs the dollar, but this period is when <a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> begins to outperform <a href="https://t.co/TOeFTfkuwi">pic.twitter.com/TOeFTfkuwi</a></p>
<p>&mdash; EngineeringHere (@Engineeringhere) <a href="https://twitter.com/Engineeringhere/status/1600215947712741376?ref_src=twsrc%5Etfw">December 6, 2022</a></p></blockquote>
</div>
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