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	<title>Cryptocurrency exchange &#8211; Qualicar</title>
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	<item>
		<title>2402 19469 Humanoid Locomotion as Next Token Prediction</title>
		<link>https://qualicarprotecao.com.br/2023/06/06/2402-19469-humanoid-locomotion-as-next-token/</link>
		
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		<pubDate>Tue, 06 Jun 2023 16:06:37 +0000</pubDate>
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					<description><![CDATA[For example, on a proof-of-work blockchain, miners must solve complex mathematical equations which take an incredible amount of computational power. This requires specialized equipment and can consume a lot of increasingly expensive energy. On a proof-of-stake network validators must lock up huge amounts of funds as collateral in a process called crypto staking. Security tokens, [&#8230;]]]></description>
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" width="253px" alt="what is a token"/></p>
<p><p>For example, on a proof-of-work blockchain,  miners must solve complex mathematical equations which take an incredible amount of computational power. This requires specialized equipment and can consume a lot of increasingly expensive energy. On a proof-of-stake network validators must lock up huge amounts of funds as collateral in a process called crypto staking.</p>
</p>
<ul>
<li>Security tokens, on the other hand, use a physical or digital identifier unique to the user.</li>
<li>A great example of this is Uniswap, a completely decentralized and automated crypto exchange.</li>
<li>They can hold onto them to represent a stake in the cryptocurrency company or for an economic reason—to trade or make purchases of goods and services.</li>
<li>Tokens can be useful and fun, depending on what you want them for.</li>
<li>Then to benefit from interoperability, you’ll need to use tokens.</li>
</ul>
<p><p>Coins—for example, Bitcoin and Litecoin—are built on their own blockchain and are a store of value, intended as a form of currency. Generally, any blockchain-based cryptocurrency that is not Bitcoin is referred to as an altcoin. A security token is a physical device, such as a special smart card, that together with something that a user knows, such as a pin, will enable authorized access to a computer system or network. Crypto tokens generally facilitate transactions on a blockchain but can represent an investor&#8217;s stake in a company or serve an economic purpose, just like legal tender. This means token holders can use them to make purchases or trades just like other securities to make a profit.</p>
</p>
<p><h2>Company</h2>
</p>
<p><p>You cannot mine a crypto token while any cryptocurrency exists, thanks to mining. A popular example of a commodity token is converting company shares into digital assets. When you tokenize and trade a company share on the blockchain, you have a commodity token that you can buy or sell on the crypto market. They can represent a utility, like access to your favorite online game, or they can represent a right, such  as ownership over an investment fund or company.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="what is a token"/></p>
<p><p>However, Ethereum is the Blockchain on which these projects are most developed. ARB is the governance token of Arbitrum, a layer-two blockchain for Ethereum. Arbitrum was created by the Arbitrum Foundation and launched with one of the biggest airdrops in the history of cryptocurrency. Tokens are like digital currency for the protocol offering them. Tokens sit on top of an existing blockchain and depend on it for their operation. A token can represent various things, such as utility, governance rights, shares of ownership or others.</p>
</p>
<p><h2>Blockchain Apps Driven By Smart Contracts</h2>
</p>
<p><p>In all three of these scenarios, a user must do something to start the process. But even when they complete those preliminary steps perfectly, they can&#8217;t gain access without the help of an access token. All authentication tokens allow access, but each type works a little differently.</p>
</p>
<p><div style='text-align:center'><iframe width='563' height='316' src='https://www.youtube.com/embed/mczJD_I19IM' frameborder='0' alt='what is a token' allowfullscreen></iframe></div>
</p>
<p><p>If Ethereum is indeed the blockchain that hosts the most tokens to date, the idea of hosting an asset different from the native token on a Blockchain is older. From 2012, the “colored corners” on the Blockchain Bitcoin represent a primitive version of this concept, but will never find a real application. The tokens can be native to a blockchain, for example the Bitcoin one, or hosted on an existing blockchain <a href="https://www.tokenexus.com/what-is-a-token/">https://www.tokenexus.com/what-is-a-token/</a> via a smart contract, but many tokens on the Ethereum Blockchain have a questionable utility. That’s why tokens and cryptocurrencies are similar, but you should consider them an entirely different digital asset class. Payment tokens are great for buying or selling on digital platforms without involving a third party. Many prefer faster transactions without the involvement of any bank or financial institution.</p>
</p>
<p><h2>What Is the Purpose of Tokens?</h2>
</p>
<p><p>To solve that challenge, many developers turn to JSON Web Tokens (JWTs) when working on tokens for their applications. You could allow a one-use token that is immediately destroyed when the person logs out. Or you could set the token to self-destruct at the end of a specified time period. Most developers pick up the techniques quickly, but there is a learning curve.</p>
</p>
<p><p>Security Token Offering (STO) is short for a token that’s issued on a blockchain, representing a stake or shares in an external asset. The easiest way to understand utility tokens is to look at them as a coupon or voucher. A utility token can grant you access to a specific service, depending on who made it. Every token will have a different use, depending on who distributes it. In addition to allowing investors to diversify their portfolios, cryptocurrency tokens provide businesses with new ways of raising capital through ICOs (Initial Coin Offerings). Read this article and learn all about different types of tokens and where they fit into the larger cryptocurrency ecosystem.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Decentralized Community Investment Protocol Price Prediction Up to $0 0000000346 DCIP Forecast</title>
		<link>https://qualicarprotecao.com.br/2023/02/08/decentralized-community-investment-protocol-price/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Wed, 08 Feb 2023 12:22:31 +0000</pubDate>
				<category><![CDATA[Cryptocurrency exchange]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=589</guid>

					<description><![CDATA[This goal can be observed in the inbuilt features of the token, such as the community-led investment decisions. ⚠ Trading cryptocurrencies involves risk, and may not be suitable for all investors. Cryptocurrency prices can be volatile and unpredictable, and may be influenced by various factors, including market manipulation, regulatory changes, and technological developments. This chart [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>This goal can be observed in the inbuilt features of the token, such as the community-led investment decisions. ⚠ Trading cryptocurrencies involves risk, and may not be suitable for all investors. Cryptocurrency prices can be volatile and unpredictable, and may be influenced by various factors, including market manipulation, regulatory changes, and technological developments. This chart shows long-term DCIP crypto price prediction for the next several years 2025, 2030, and 2040.</p>
<p>In addition, DCIP&#8217;s investment horizon is not limited to cryptocurrency investments and offers the option for real-world investments. The community could choose to invest in real estate, for example. An individual&#8217;s DCIP token balance directly represents their share of the voting power and cut of the profits or rewards from investments paid in either BNB or BUSD, which acts as passive income for token holders. Decentralized Community Investment Protocol DCIP cryptocurrency token built on top of Binance Coin platform, launched in June 2021. Decentralized Community Investment Protocol DCIP Price today is $1.86E-9, for the last 24 hours 124,388,793,691 DCIP coins were exchanged with a trading volume of $231. Built-in voting in the smart contract ensures that all decisions regarding what DCIP is invested in are community-led decisions.</p>
<ol>
<li>Unlike competitor tokens on Binance Smart Chain, DCIP is unique because it holds real-world use cases.</li>
<li>We also use this data for Decentralized Community Investment Protocol price prediction.</li>
<li>An individual&#8217;s DCIP token balance directly represents their share of the voting power and cut of the profits or rewards from investments paid in either BNB or BUSD, which acts as passive income for token holders.</li>
<li>The initial supply of DCIP features a circulation of one quadrillion tokens on the BEP20 chain; of which 50% has been burned on launch, 5.5% reserved for development and marketing, and then 44.5% left for pre-sale and private sales.</li>
</ol>
<p>Benefits for Investors<br />
In addition to the unique features of the token, investing in DCIP rewards individual investors with passive income automatically rewarded as a percentage upon redistribution. As outlined above, these rewards come in the form of BNB/BUSD rewards, as direct results from community-led investment decisions derived from the inbuilt voting system. Furthermore, due to the safety precautions to deter whales and sales within 24 hours of holding, individuals may also benefit from holding DCIP due to the principle of profit on speculation. Unlike competitor tokens on Binance Smart Chain, DCIP is unique because it holds real-world use cases. DCIP has set out to turn investing on its head and invest as a community.</p>
<p>So if the price falls below $1.78E-9, we may see the price go even lower. On the other hand, if it will be able to close above the $1.89E-9 level, it can go up to the next resistance level at $1.99E-9. Coinlore provides independent cryptocurrency / coin prices calculated by its own algorithm, and other metrics such as markets, volumes, historical prices, charts, coin market caps, blockchain info, <a href="https://cryptolisting.org/coin/noah">dcip token price prediction</a> API, widgets, and more. We also gather additional information from different sources to ensure we cover all necessary data or events. We update Decentralized Community Investment Protocol forecast&nbsp;projection&nbsp;regularly with fresh values. We making a forecast of future prices for huge amounts of digital coins like Decentralized Community Investment Protocol with technical analysis methods.</p>
<h2>Decentralized Community Investment Protocol Price Prediction for 2028</h2>
<p>Going even further, considering all previous highs and lower time frame prognoses, the prediction for 2040 is $2.88E-8. The latest price <a href="https://cryptolisting.org/">https://cryptolisting.org/</a> for one Decentralized Community Investment Protocol/DCIP coin is $1.86E-9. 47.75% of days, the price of DCIP closed above the opening.</p>
<p>Monthly performance data shows the change in price of a cryptocurrency month over month. We also use this data for Decentralized Community Investment Protocol price prediction. Analyzing monthly performance data, can help to identify patterns, market cycles, and potential opportunities for buying or selling an asset. It is important to note, however, that past performance does not guarantee future results  and that cryptocurrency prices are notoriously volatile, making accurate predictions difficult. With an algorithm automated identifying historical data trends, this Decentralized Community Investment Protocol price prediction estimates and adjusts the forecast from time to time based on current market conditions.</p>
<h2>Decentralized Community Investment Protocol (DCIP)</h2>
<p>The maximum supply of the Decentralized Community Investment Protocol(DCIP) is around 1P. If you are planning to trade crypto, please consult a financial adviser. January is the best month, and November is the worst by analysing data of the last four years. The table below illustrates the percentage of profitability based on the timing of the investment.</p>
<h2>Decentralized Community Investment Protocol Price Prediction for 2035</h2>
<p>As DCIP is a low trade volume cryptocurrency, its price can experience higher volatility compared to more highly liquid coins. Therefore, while it has the potential to rally quickly, it can also drop  just as fast. As lower liquidity of an asset, the riskier it is considered to be. Look at this coin more cautiously please check the coin page and do more research.</p>
<p>Blockchains can be incredibly useful in banking and finance as well. By exchanging DCIP against fiat currencies (such as the U.S. dollar or Japanese yen) or using them as payment for goods and services, Decentralized Community Investment Protocol can be earned or received in various ways. DCIP considers as the most popular cryptocurrency, and on the other side, USD is the most demanding fiat currency globally. Today, almost every fiat currency has been paired with the DCIP, including DCIP to PHP, DCIP to INR, DCIP to NGN, DCIP to THB, DCIP to CAD, DCIP to PKR, DCIP to IDR , DCIP to EUR , DCIP to AUD , DCIP to BDT and many more in the queue. The given all are fiat currency and the most widespread pairs in the market. Using a crypto portfolio tracker has become more convenient than it was in the past.</p>
<h2>What is the highest price of Decentralized Community Investment Protocol price in history?</h2>
<p>Token holders have complete influence over the investments DCIP will make. The rewards from those investments will be distributed among token holders. The community investment wallet will invest the funds allocated to the wallet into new projects, NFTs, or anything the community decides to invest in. Its wallet will have a real-time audit on the dashboard.</p>
<h2>How much will be Decentralized Community Investment Protocol in 2029?</h2>
<p>Since 2017, DigitalCoinPrice has become one of the trusted brands within the crypto community. This success award goes to the combination of people, accurate crypto market analysis and data, the latest news, latest blogs, advertisement placements, and many more. Would you like to know how many cryptocurrencies 1 DCIP is equivalent to other cryptocurrencies or vice versa? With Digitalcoinprice&#8217;s Cryptocurrency Converter Calculator, you can easily convert cryptocurrency pairs. You can convert and check any crypto pairs like DCIP to MANTA, DCIP to ALT, DCIP to MEMEAI, DCIP to HONK, DCIP to ONDO, DCIP to BONK, DCIP to BTC, DCIP to SOL, DCIP to GTAI, DCIP to TIA .</p>
<p>I&#8217;ve already 5x my investment and have seen it at 10x and didn&#8217;t sell&#8230;im curious if I&#8217;m to hold, where this could actually go in a couple years? I have enough that if sub penny or even if .00 numbers are possible, it would be life changing. Just curious as I haven&#8217;t done much DD on it myself other than some digging here and there. You can find others listed on our crypto exchanges page. The daily chart indicates that the initial point of resistance on the upside is located at the $1.89E-9 level.</p>
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		<title>MaidSafeCoin price today, MAID to USD live price, marketcap and chart</title>
		<link>https://qualicarprotecao.com.br/2022/05/02/maidsafecoin-price-today-maid-to-usd-live-price/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Mon, 02 May 2022 15:23:08 +0000</pubDate>
				<category><![CDATA[Cryptocurrency exchange]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=583</guid>

					<description><![CDATA[The important thing for you to know is that more experienced traders spread their tokens out to prevent risking them all if something happens to one of their storage options. We also gather additional information from different sources to ensure we cover all necessary data or events. The project, like many others within the crypto [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>The important thing for you to know is that more experienced traders spread their tokens out to prevent risking them all if something happens to one of their storage options. We also gather additional information from different sources to ensure we cover all necessary data or events. The project, like many others within the crypto community, has security measures in place at all times. Know that both tokens are traded daily so they are seen as safe enough, however, we will have to wait and see what the SAFE Network mainnet is all about.</p>
<p>The team behind it is full with qualified people to lead the project forward, but their future performance is tied to the launch of their Mainnet and how well it is accepted. There will be a need for a healthy budget as well, so the partnerships the project makes in the future will also affect its value and potential. With all that being said, remember that the crypto world can be extremely volatile so it is no large surprise that experts are divided on the future of the platform. If you want to invest in MaidSafe and the SAFE Network, make sure you only invest an amount you are willing to risk. Even though you don&#8217;t have any Nurse NFT, you can still be a part of it by supporting it. With staking $MAID-WETH LP(SushiSwap) tokens, you can be a supporter and you&#8217;ll get distributed the newly generated $MAID coins per your share.</p>
<ol>
<li>By holding a Nurse NFT, you can earn $MAID coins for every block.</li>
<li>With all that being said, remember that the crypto world can be extremely volatile so it is no large surprise that experts are divided on the future of the platform.</li>
<li>To see more analysis and outlook, please check the MaidCoin price prediction page.</li>
<li>To get one, you need to assemble a set of NursePart NFTs that you can get by finishing raids.</li>
<li>MaidSafeCoin&#8217;s current circulating supply is 452.55M MAID out of max supply of 452.55M MAID.</li>
</ol>
<p>The builders however are developers who create applications that are needed by the network. As a builder, you would also receive rewards if the network uses your application for data storage. Vaults are available computing resources through which the farmers make a profit. Compared to other crypto coins which started <a href="https://cryptolisting.org/coin/maid">maid coin price</a> the same year as MaidCoin it has below-average trading volume, average volume for the other 3598 coins started in 2021 is $430K while $MAID has $105. If you would like to know where to buy MaidSafeCoin at the current rate, the top cryptocurrency exchange for trading in MaidSafeCoin stock is currently HitBTC.</p>
<h2>MaidCoin ($MAID)</h2>
<p>The mainnet of the MaidSafe network is not live yet, so the features the project provides are limited as of right now. You can however join the community and help the network grow by joining the SAFE Network forum and provide insightful information which can help all parties involved. If you are a developer looking to join the network and become one of the builders, there is a forum for you to visit to receive relatable information which can help you out. Again, the mainnet is not live yet, but it doesn’t mean you can’t jump the bandwagon early and draw profits from it later. Developers can also go on and read information about the SAFE API to have a better understanding of how they can read and write data inside the network.</p>
<h2>$MAID Price &#038; Market Stats</h2>
<p>The fastest way to obtain some MAID tokens is through a peer to peer transaction. This way you can buy the tokens directly from one of the holders by sending an agreed amount in fiat currency to their bank account. The other option is to utilize any of the exchange platforms which support the MAID token. Only thing to keep in mind is that it might not be possible on every one of those platforms to buy these tokens with fiat currency. This is not an issue as you can simply buy a token with better liquidity and easily swap it for MAID whenever you want.</p>
<h2>The CoinCodex Cryptocurrency Price Tracker</h2>
<p>MaidCoin $MAID cryptocurrency token built on top of Ethereum platform, launched in July 2021.  MaidCoin $MAID Price today is $1.08, for the last 24 hours 97 $MAID coins were exchanged with a trading volume of $105. You can store MAID on any appropriate software or hardware wallet as well as on any exchange platform which supports it. Keep in mind that when it comes to the wallet options, the hardware ones are usually safer, but also more expensive. Before using the exchange platforms as a storing option, know that this would mean your tokens are controlled by a third party, so some traders stay away from it.</p>
<h2>Track MaidSafeCoin Price Today, Live MAID Price Chart &#038; Market Cap</h2>
<p>The project is still headquartered in Scotland, but with a a global team of thinkers, inventors, tinkerers, PhDs, engineers and designers. There are currently MAID tokens on the market, with tokens available. The table above shows the number of days which MaidSafeCoin closed above a certain price level. MaidCoin is an upcoming blockchain project that brings together crypto, NFTs, and gaming..</p>
<h2>Where can you store MAID tokens?</h2>
<p>However, this doesn’t change the fact that their legal status varies from country to country. Click here to check the legality status of cryptocurrencies by country. The project utilizes two groups within the ecosystem to power it completely and those are farmers and builders. The farmers are node runners within the network and they are the ones who bring liquidity to the network by providing resources and consequently affect the production of more tokens. Know that these members of the ecosystem have their vaults and they are rewarded based on the data extracted from it. The more data is extracted from the vault, the higher the reward will be for the said farmer.</p>
<p>MaidSafeCoin price in US Dollar has increased by 101.40% in the last 1 month. MAID is up 98.12% against Ethereum and up 99.69% against Bitcoin in the last 1 month. MaidSafeCoin&#8217;s current circulating supply is 452.55M MAID out of max supply of 452.55M MAID. All the token offerings will happen in a fully decentralized manner in SushiSwap ecosystem.</p>
<p>Users are required to download the SAFE software and decide how much computing space they wish to assign to the network. These are intended to provide a variety of network services, with proof of resource the technology that underpins the SAFE network. The first alpha of the SAFE Network has already been released and <a href="https://cryptolisting.org/">https://cryptolisting.org/</a> a second version is in the works. This website is using a security service to protect itself from online attacks. The action you just performed triggered the security solution. There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data.</p>
<p>So not only will these power the economic incentives of the SAFE Network, they offer a platform for a new generation of digital currencies and monetary services. Rather than using blockchain, the SAFE Network extends peer-to-peer and distributed hash table technology, forming consensus from decisions amongst small self-governing groups of devices—or nodes. It&#8217;s designed to give people complete sovereignty over their personal data, yet still allowing rich and scalable software platforms, business solutions, and user experiences to be built on top.</p>
<p>The tokenomics of MaidCoin also include Nurse NFTs and Maid NFTs, which can be earned by completing passive raids and combining NurseParts, respectively. Finally, MaidCoin is also releasing a collectible card game on Polygon and a stats tracker app for Android and iOS. $MAID is only traded on one exchange Sushiswap and has only one pair of WETH, also trade volume is very low meaning buying or  selling $MAID instantly worth more than $105 at the current price can be challenging. For the last 30 days, the average daily trade volume is $388.86.</p>
<p>The network also promises that this will not be expensive to do, but we will have to wait and see. Both MAID and SAFE tokens can be traded on some exchange platforms that support them so expect to run into trading and withdrawal fees which tend to vary from one exchange to another and are not the same for both coins. MaidSafeCoin (MAID) is a blockchain network and cryptocurrency that is designed with security in mind. It uses the SAFE Network to grant access to apps that are highly secure. Eventually, the SAFE software will expand to include such services as social networks, email and messaging. The network utilizes P2P technology to create a crowd-sourced network.</p>
<p>After 1-3 days of period, you get a randomized NursePart NFT. With a predefined set of those, you can assemble a Nurse NFT.As long as you hold the NFT, you can earn $MAID coins every block. The plan the project has for its SAFE Network is definitely an ambitious one.</p>
<p>Holders can also cash out their tokens through the peer-to-peer exchange where they would send the tokens to another individual in exchange for a beforehand agreed amount in fiat currency. The project allows anyone to share their system resources and make a profit from it. For too long data has been centralized and there has been a monopoly of sorts over it. The project also doesn’t use mining, but instead it uses a process called farming, where “farmers” store data in their vaults and are rewarded in SAFE tokens for providing the data when needed. In today’s world, the support for crypto is growing steadily and some of them are even being used as payment options on some of the biggest e-commerce platforms. This is probably because some tokens had a huge spike in value.</p>
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		<title>How to Buy Fantom Where, How and Why</title>
		<link>https://qualicarprotecao.com.br/2021/10/13/how-to-buy-fantom-where-how-and-why/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Wed, 13 Oct 2021 09:03:17 +0000</pubDate>
				<category><![CDATA[Cryptocurrency exchange]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=320</guid>

					<description><![CDATA[Brickhouse Trading Ltd is a member of the Binance group of companies. We do our utmost best to offer reliable and unbiased information about crypto, finance, trading and stocks. However, we do not offer financial advice and users should always carry out their own research. A third option where to buy FTM is directly from [&#8230;]]]></description>
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" width="251px" alt="how to buy fantom"/></p>
<p><p>Brickhouse Trading Ltd is a member of the Binance group of companies. We do our utmost best to offer reliable and unbiased information about crypto, finance, trading and stocks. However, we do not offer financial advice and users should always carry out their own research. A third option where to buy FTM is directly from one peer to another i.e. (P2P) exchanges. In this place, users buy directly from other verified users who want to sell their Fantom tokens.</p>
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<p><div style='text-align:center'><iframe width='564' height='313' src='https://www.youtube.com/embed/49s3fVYQgEc' frameborder='0' alt='how to buy fantom' allowfullscreen></iframe></div>
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<p><p>Smaller holders may prefer software wallets as they are free, easy to use, and can be downloaded to your desktop or mobile. EToro is one of the best brokers to trade and invest in FTM cryptocurrency as it allows trading with zero commissions, provides robust security systems, and has a beginner-friendly interface. Cryptocurrencies are highly volatile, so you need to check whether you can manage the high risk of investing in this market. There are many types of cryptocurrencies that an individual can invest in, including Fantom tokens. Fantom is a cryptocurrency that you can invest in when you want to diversify your crypto portfolio from the basic currencies such a Bitcoin and Ethereum. To buy Fantom online, you will have to register with a regulated crypto exchange, such as BYDFi, that offers the token.</p>
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<p><h2>Where to Buy, Sell and Trade Fantom aka FTM</h2>
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<p><p>All you need to provide is your names, your contact details, and proof of address. In addition, you may be required to verify some details that you have provided through submitting documents such <a href="https://www.tokenexus.com/ftm/">how to buy fantom</a> as your government-issued ID and a proof of address document. Well, there are hundreds of crypto exchanges and brokers in the UK. This can make it hard to know which platform is right for you.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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dcCsmWzU2o/6KHRHEnXN6tQm2+FMttzRKcdjxFOR0OCPJQkkqZUlYwoZUk4zncV6MeHHq0yv69n6b8ejPR7Nz4OqShn+Gbula7bU/D434TdPbcm7rwk0Ld7yYSNYydKuW+OpV5szMN2eUraQCt1hxnKHE4ySXF8yCCCeleM8ROH7MqJoHSUGTqyxOci3mr9CKg7IbwQ+0lCgtlXIlXNlRSobKITuJdtHD/gg25KVrrUF41e4yiTE9khGLGjLUjKHCp0qU8kgg/CkKAwSN6uiyak1heNLu3fhbYNHW3UctxT7jMezJYlzGSAS9GW6tWHEkkrbQQACCnmTvXqilF/DSfdLd145r7ftffhtKoVGXdJanXjmrfdLZ9l2JrW+nuNWuXGbLo1rSEXQgCZUWVEREt1vZSFYKZCV4KXEKGFJWFKSRsao12sHDTUVxs2hNU3JubdLcW4oulgmNhDjalkdw/32MhJIKZABGFAHm2NfO22eXoG33HUXF27aeuT91KhKspmIcky2nFDvD3rRIaeByoE4IKQDkKwJd+Fws4Y6WRrjTXDe/wCoBLfciIn3mc2qPCXnIacYj4+JOClSl7g5AIOK3KpbzX1t3S9FX/nf1s/jblLlrdSbk0vRJOl9d0W/xBi2d67Q+FeieEF5s9ztcstF2Q4p+4OqUT8eByFB5s5AwRykKAAq07zZrvpe9vaa1LCXCuUdKVqaWMFSFDKVAddx4dQdjWa9Ian19dNBzZ+rdS6j0fbpbSIduvTuzbCwo90h1XKlbjCuYICgSUEAgkZAs638P9IJjznNVcRpWrbzJbUpi36ciOyltu9e8VIc5W0+Z2UCOpry5sKktS2b80tq2Vf9nl6npo5Epra/NRpdlXf0fcx7XuD5V9F2y52xplm8BkSFthZDbiVY+fKTg+nhUHSvnnyDwgU5aipQEOK8wfKvomhITgY60BCBjevMqJ6V9Qnm3qJLZz0qg+e5IqLGOtfdMcnqK+E2fabWCbjPZZI35VK978utKJZGhJVjFfUR+cYI+lWdeOK9jtqVC3QJE1wdCT3SPzIJ/SrEuHF7Vs2SgMusQ2QsHumW+o8iTkn86WgzLE6Em2H2hC0iOo+83kAo9UjxHoPp5VcOjtQaj0bfYOqtI3h+3XKC4l+NKjrwUkb/ACUD0IOQQSCCKtvR9/tmpbeJjCEokJATIazkpPz8R5VU8izuFwAiEvdY/wCgf4h/d8/Lr50oidnW/ssdp60cedPG33VUeDq62tJM6Ek8ofT079kHcpz1G/KSM7EE56riNo/V9/0NqGDqrS1yXDuMBwOsPNn8wfNJGxHiDXVfs3donT/HnSaJTfdwtQwUJRdLfzbpX071vzbUdx5dD0yeclW5ODMVKUrIFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKkbxfLNp6Eu5X67Q7dEb+N+W+lptPzUogCsNax7ZPBXS4W1AvD9+kJyAm3tFSCf/AHFYT9RkUFWZzqB15plBdecS2hIyVKOAB6mtDtf/AGh+o1odjaQsdrsiDkJkS1mS+PUJGEJPzChWtut+07r7WS1m/avu90Cj+7U93TI+TaMJH0FWmaUTp/rPtEcG9BhxF+11AMlGf6rEJkvE+XK2Dj5qwPWsB62+0FtUVLjWitHuKG4TJur6Wx8+7QT/APlXO2brW8TCQ2Ux0/3Bv+dUd6ZJkKKpD63Cf4lZrWktJGz+vu21xU1KXY6tavwmF5HcWhPs4x5d4Pf/AO6sF3XiPdrg84+kEuOqKluvKK1qJ8ST41Z+R5V5n1qqKRb8E/NvVznk+1THFDy5sD8qkTg75ya8yaiaUyHU+0BZbz73IQFY9M1SEAx4V9WI0qSQY7K3AehSNqum6WFhfC/Ud+0dZX5t3skVqe7JVKyluP3yUKWhpKeZWCoBW+E71bPDOVfVaDY1LqOQ2hqZLejxUlKUFSWUoCiEAAndXXfJB6YNdVik1qrbyeaXUwT0p/FdV9r/AELrtnC6+y4Yud0m261RFIU4hUqSgLcxn3UoByVEjA6D1AyasK+6l0tpm+vWS6zXI5jupCnwwtwqbKSedKMAFJyMbhWcbYq+p89iNa5F0dcKmI8db5KT1QlJVt9BVIi8VeF/Ea4wk614T2XVz1oiIjpnJXMgyCwkYbbe7h5tL/LgAKICsDcnpW4YoS2bo82Xq82NKUcbkuHVJr13a2+9+jK1oy72S52hq5Ihd4iUwpcRKlezpW4M8vOQCUc2PUDI3xkicv2pbRHCETLWxblFguNMMEqcGDupairlKeu4J6bVOS5Fv1El+42qDbLYmChEZVsjPthmM02nlQhvGNgkAJAKln4ipRJJxtx0sVu1kxptyJJlxLjAiOwrg5J5nkPkuqU0UAfBhvbl8eUkdDjWnU6g/pexj3jxxTzxp90rlT+yuvWi49d6lb0rpCPrXu/bUOS2rcvue9C0JU2440SsYR+FQAznGdiBivNN3KVrvh3cbmXWrZKlWaa7azKSpJfWwVtobZ5MJ5lFBSn8OQRUxrEc1gk6PtDbMjTrj8d5UB0l5lbjLRQl1Kj74PvOYIIOFYJNfOLGS7pe3WD2URmLdHXHbYSrKEczi3Fcox7uVLJOckkkknNdPdwju3fp/c4e/wA+RKMY0uU3224rynyrqu9lB4JHUluiTNT6zYXIXEucVhu2S2S2JLIS4t33k490YSgjqecY2BFW5ZWtBaU1ne7y+tptye3IaYgyykey964lQLZAypQA5U7AYJzV/wBnthtcZyKy4oNrXzlGdubGM488VRddae0nq7W9o1PLZjWBFoiQI8mG00XG562MBTuTnCnMZXkYySd84qqvlhS+u/8A0c5618eZuT//ADa9Uqv05vvvsVOcxcEqYTGlurZad79UVbiyy4vxUUgj3vXqcHcHZV3rYg3e3pl6hvUcyJLC3ExI0LmWsBRBK9kIG/jzKVVv3q/acNwdcs6nX0PuKWltDPIlBUokJQMk8oyAM71Kftyc6VwEAwJKVZQl7IycdDn4VdNzt5461xll20N7I9uHpo6veqFSfL2Tf1Zd9l1BHs06xWPWlvsV3sMPKLZcrzbjKXaULzyocRkc7AXg8qublGSNiDU7ftL8a9dagQjiDM05b9K2d1SW5bsuLGtaWSNlxUgjmChykKbRzdAroU1ZrLWi3WO5v2orou4rYWpTIQ3HaYcBA5VLczz7ndICTtVstvy7fIaUl1qO60CGVymQttAIwFBK0kcuNwceRG+K6Lqnp0zt/fn0fk+/i66fuvd5rlVd6tLs/K/B+pkS+r4M6m1Yt246avN2uUYll13T7qIkG78qRh8l1POyrAIVyoKVEcwxmvpK4kzLDdVOaeWzoaFEjpjGHakJnqmoB5kqUVHuFqbPRWxTzqwDkirI1Fb7k8DddSWp1iC+ghUllCnQskAJWoncDocYBx08KuW78P7zpa323WGpEm+aWundKXcoTiXlpZUchSFKyQM4ykFJOMZGDXJ9RO7jt9Nvz5MS6/JdwqLfhU/x5KfrHV0i+zUXi4T5WqJfdKQ1KvM16UlpXkj4Uo6/AnYeRqh3a/zrzlCG0wGFNhtTMXlbQrlVzJyltKU7Ek7g7mryVfOHvDzWSP2FPa19pl9rFwgJZdQuOF/CtCiMBY6YJIO4JBwU2xqliGq5yLjbYEO2RJDmWrei4olutDHVSmwUJ/w8xIzXGUnJ2zyOTm7luykPSJkt0PTpbr6wOVPMRhI8gBtXlMHNRBCjWTR5gDrTlz0r6oaKhsCao9x1lpe0Eok3ZpxxPVtg94rPkcbD6mgKslCiK+qGCRmrCk8VUOEos1sTnoFyFZ/7R/OrSvupdU3RKhKur4Qf7NohtGPknGfrUsGW7jqPTdmBNyu8dpQ/AFc6z/lTk/pVnXTjNbGlKas1rddIOzsghA/0jJ/UViNx9bLv3hJyd89ajmtBLYcbIVzD4Qd6amSi77rxL1ROyPb1Rmlfgjfd7f4hv+tSNuubE9ZaUv7w5Jz41QYRU7HLDjfMvPj4VkMdnzXsbQcTitAMK5ackKLcuVb3+/Ntc8G5SAOZknI3IxuN9xnLfkFuXCNHCCXHEp+ZqkRNNX67uLesdknz22QVrVHjrWEpHUkgVn7s4OcMNJawDvFzhzD1TCeUksSlvOLXEI6qDCldy8nB3SpPMMZSQa6o6Et3DHVOlo1w0BHtJtL47tswWUoQFAbtqSAClYyMpVuM1znNx4Kn2ZxP0a9crbObucF3kWn3VoJ2WnxSoVnG13Fi7xEyGsA9FoPVCvKtt+0V2CrNrNx/V/DJTNg1GMuOshGIk8/30j92v++nr4g9Ro/Mh6r4aaqe0rrWySbPd4uO8jSE4S82TstCui0HBwpORt6GtY8t8llHui6WD+yFpYX/AOSWeVtX/QPgk/3T4Hw6dOl/cN+ImqeFerYOstI3BUWdDVuOqH2z8TTg/ElQ6j5EYIBqyo78e5RQ62AttwYUk748wa8iOrt7qYUhwqZWeVhxR3ST0bUf0B8ehydz2ozydleBXG7THHLRbGpLG6hma0A1cYBVlyK9jcEeKT1SrxHqDWR6438HeLmqOC+s4urtNPn3CES4ilENS2M+82sf7HwODXV3hNxX0pxj0fG1fpSVzNOAIkx1kd7Fex7zax4EeB6EYIrm1Rl7F50pSsgUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKV83n2Y6C6+6htCdypagAPqaA+lKxbrbtNcFtCFbFz1pFmTEZ/qtt/rbmfIlGUoP+JQrAmt/tCY8ZDjejNIIbAyEyLo+B9e7R/tzVaKk2bmVaureKnDvQyFK1TrG129SOrTj4Lny5BlX6VzM4i9szihrMOR5+tZjMZWR7Jah7I1g+BKMKUPRSjWFLjxBusxalsp5VK/G4StX5mrpLp8nSnXPb24cWNtxnRtjuF/kJyA68REjfPmVlZ+XIPnWu2ve3txNvQcagXiBYWVZAbtzPM4P868n/atQJd2uM080qW4v05tqkyds1dJaSMi6r4zaj1TLVMutynXORvh6dJU4R8gScD0FWfN1Nd5oKXJakIP4UbVSMedM74rVFsiWta1FS1lRPiTRJAqHNfN6THjoLkh5tpI6lagkfrQh9iqvOY1bdx15YIJKGnlSljwaG35n/jNQWvWE2TLaemWJ6NBcPK2662sIdV1wFYAO3kaCy6kIcdX3bLalqO4CRk/pXzklURLipCFILQKlgjBGBk7VkzSWu9PWqK0+5YYDTLriUPTfZUyFRlHJyWlhTaTjZK0tlR3zkpNWlfZVk1DcZEeFIKm3CQzIkNJZQvmJ+7V0ARvhKlAYzg4SBiOSvT3OqwTeL322m65V39OfuWuJKZUTvEFzDrXM2WlAHJGQckHb/7tUaFPlvvFt8vMeg3AHlVuu2XUenlyIlnlp7oKPLGmoJ7lWdwDsofI180SOIb6CwZVtiJV1W2yVqHy5tv0pTOaaLpg6jmW6Q+1b7hKjLbwHVxXi24gLGCUkEEHGcjO42PpOa+0xqLVHDqy3bTer/brnBnPxpNvS8GnhHWlvunUZwp0KWkg9SkgZAzVvWazC1xVhbzj7z6u8decOVOK6ZzVZetUy2sR5Mptp+DIQl8mO+h4sk7AkoJDa98FCsHwUAQMdseTT8Mt14PH1HT+8fvcdKa4dX9voZCttuufDe1W6IgR7nIc097HNblthSVOvxS1JbyDuUqWsJWMEkZ67mhcN9M6S0zFudnskC5XZ26rYXIbDfIhKmSspShZBcUPfVn3Gz61cVncsTdkjqFsVcnHWl8zq5yWkN74SQgkKXtvsThSSkpyMGRXcrdaytbc3uFyGFNPBh5SFjP8CxhaTgDfHmk5Gc91lpNLj99zwvpfeU8jblte7V1urS254KlHtF1sl6amJlu2N5oe8pSlgcih8J5QVAkHyz61Kagk6aubynI6Xpch0hHeBsMNJwd8te8o7jqVIPjiqJ/StttTjNtjPvLkJDRU8rmUocwISABjPMBuAFeGao1xvdzAcDy1Rg2TzpQgpUCOoPjkeVcdaR7Vhk2X9ZJs+EVRLS7IZlLUhTbsVhLr6eXqjpkA5I5k8p6KwN0Cbulo1ExDWu7Nht9S+dtFynD2pxR/AhG7hyd8cuPXrWLYOuLjamno+n75ch7SnD/sDihz56pU4kgAHAylShnA2OBVRsy9UqQubY35agpX9aQy4TskA/fYPupPNsSQCQQCcGs+8s6e47MqUQXa6LcafuVus6UOhlaZSyl3nJxyhABWVemKjTM0xY7n+zJWlDqKcFNoRNckuJStSlZC+4KCQkdOXGTgnI6V9NK8PL9xPNxe06qM5crahLkqAoJadb3OFhBwcZHUc2+c42FfS16e4fytO3n+k+p1aR1PaHSFRH0qWJG2QWAgcx3B9zBI2OcHIzqZqoR2RSxqS7v396TpaTGiOyPgbZjIZSrJGWkA+94DG+d9qjasky5ahYs+oibTcbm+EtvysoZWtR3BKs5WpRG6lpHXJyRVZF4sut9BIsTnD9Kb/BWEKvzctFvhIQd21ku8qUKICvcTgnl2T4CT1NxA1VrvTMSx60vzD7trQGGCzbWlOyCjZLjsknJONspAJ6kqJJMNW+xW/wCgsPS+tmtIcZnDZY8qOv2S7o95KFjcd773w42zvjA6g5EnaNWaV0vLvGmZlhb15Y56e7tU5pSoy0vAgcpdUjlW2B44OMAjGcCzn3ITzKSu3d9NyhTk+VJdffUU9MBSuRI/yZ9ajmz7jdHu/uM1+U4BgKdWVco8hnoPQbULpb5KzbNcaytNll8OXr0mDpl99TvcJaaubkYKyS0ytSkp5STvhQ3ycZyKoUByPEhtRpNuauCmCosKluOLQyFdQhvmCE5OSTjJNfJ1caKjvZUhplA6rcWEgfU1bV24maXtfMhhx2a4PBlGE/6jgflmhVFIu5uXcE21NlRNeRb0LLqYqVkMhZ6q5Btn1618loQy33rq0toT1UtQAH1NYquHF29ywpFojR4Y8FKHeL/Xb9DVlXPUN3uL5dutwkSVZ/tFkgD0HQD5VLKZun670rbVFC5/tDg/BHHOfz2H61btx4mXJ5JFpt7MdPgtw94r542A+W9YteC+4Eho+6RmpmzXlSOdMlJWj8OOtTUyk9f9RajuJUm4XOQ42f7Pmwj/AEjaqTFWJRUznCkjPWss8Nez1xj47J77h9oV9+2l4sLucpaY8VteMkFxZAUR5J5j4YzV1cVuw5xZ4JW2NqLUojT7S6kCXMtgU8iG4TgBzIBCDtheOXJwcbZw5pOmFvwa6rfkQ5IDazkHffpV22Fq56qusGwWeHHMy4PJjsl+QlpsrVsOZa8JSM+JIFZi4KwOGli/aFg4paDt2obPekhP7SZCkXGCfBcdeeUEYyU4BPmRsa5xJ4BO6CtsfXOlJzGrtByVgR73FYy5BUejU1oDLKtwOYgDOPhJAJypjnguvTH2XfFbUFjlXbVWsrFZrn3Jch21pC5XMvwDrqcJbB/iR3vXO/SsJ3Xg5qjhPrBm1aptrltvVueS+lmbHbfZfCT8SMgodQfqD0PlW0HZ87X+ouHTUTS2ru9vWnW8Bgc4VIiJ/wDRcPxJH/TUcDwwM1uNf9K8Ge1Rw/R35iXiC8OaNNZHdyoL/mD8bLg8QdlDY8yTvycpRdvdBeGc+ZGluHfGiGqRZWLRovXgA5ouAxZryryA6Q3j4DdsnxTn3bX0vqLXfA7VEq3iJIs09tPcz7fJZBS80c+642fceaO+DuN8gmr+449nDXnAed7ZPC7tppxfJHvLDf7nJ91ElA+AnwV8JPiDtVEi67tupbFG0jxPgqu1tigm23RpQFxtfn3Lx+JrzZcJQcAjGMjSd7xK15IrjonRHFaN+2uFzcPTupyrnk6YekckGeepXAdV+6cz/YLIH8KvA0jh1xa4h8FdSvrtkmZb5UdYZnwpDZByk/A+0fiAycHqM5HWqdqnQt80XEt+rbZPZu+mLxk22/QwTGkKSopU06OrLyVJIKT4g8pUKvvg27au1Bqd7hJrs+xaggW9xWntQjBmBTW6oz6tvaGeXJSFkqRg8pGcUulsR8bm7nAftWaH4vRo1oua2rTqBYCTEW5zNPq82Fn4s/wH3h097rV5cYuz1w4446e/Y2sbQh4oClRJrJCJEVZ/E2vqOgyNwcbg1y/4k8B+O/CbXVptTekrxKntzEv22TZ47z7E1aVJ5FthAJC84BSQFDI6ggnrtoeber1pK0Xy9WiTaLpMhtOzIMpKUuNOlI5krCSQDnPr5+Vc5RXKG8WcruMfZx4o9mW6uTpzD2oNFOLwzeo7Z+6SeiZKB+7WP4vhPgeoFvNOQ7rCDzKkPR309R0I/nXYyVCt92hvW65QmZLDyC2/HkNhaFoI3SpJyFJP5VpLxy7CD2nJE3WfAGKpyE6VSJulVO/CeqlQ1LO3ie6UfRJ+FNdceWtmV78Gp8R5cdwQ5SyrP7l0/jH8J/vD9R9QMs8COOWqOBurmr9ZHDIt8gpRcretWG5LWf0WN+VXgfMZFYumwl5XEmxnmXEkpW26hTbjagehBwUqB8Dgg1BFkrSv2SScuAZSvGA4B4/PzFdzLO1fD7iBpnibpWFrDSc9EqDNTkb++0sfE2sfhUPEVclcnOzd2hb7wJ1X7UO+l6euCkoucAK+JI6OoB2DifDzGxrqZpXVdg1rp+DqfTNybn224NJeYfb6EHwI6pUOhB3BBBrk1RmqKvSlKgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFK8JA6mrQ1Txe4Z6LChqTWdtiuJBPch3vXjjybRlR+goC8KVqtrjt86ItAcZ0dp2VclJJSJM5YjNehCBzOEf4korXLXvby4q33vGoWoo1jYVkBq1sjvMeXeKyfqCDVplpnSK/6o05pWGZ+pL7AtkcZ+8lyEtA+g5jufQVhbWPbW4MaY52bXMm6gkI2CYLOEE/414H+9cwdR8Vr3qGe5crjMmXGW58Umc+p5w/MqJNWzM1LeJgKXJikoP4UbCrpNaUbv8Q/tCdazC4xpK3WrTkc5AcdPtcn5gkBA+XIfnWuGtu0drfWalm/6pu115s+47IKWvlyDbH0rDanCslSlZPmahyfKtJJFVIr8zWF3k57twMpPggb/nVHflyJKip95ayfNWa+AJJwa9yPOqLFObHSvCcDrVKn6nsdt5hJuDfMOqEe8r8hQjKrzelCdqs7+nM66P8AsmmrBKmuE4ThBWT9E5/3qsxOHPF7UQS5cuSxxnOgcXyrx/hRv+ZpzwS0idm3e220ZmzWmj4JUrf8utW/M4h2tC+4t0V+Y8dkpSMZ/wBz+lZI0x2ZLU4tuTebhJuale/3TZUO9I/DhsFQJ/vECsu6a4YaX0qtSLZbbZZQ0vCnZISh1YA3AQjncKsjwPl0zXRYpM5yyxRrNAsPFzVXKqFZTa4ruOV2R9yMZxnKsqP0FXVauzsy4US9ZazfmuKyVRoLZSEnyLi//wBRWwzWldTXiS9GskF56MTyGQWSz3oznmXzb7nfBJq5LVwdWG+9vdwcSrwZjoG/+ZW/0Ca7R6Zs5yzpcsxHo7hPoa0xy7AtVniKZA5pM3Lzyj/d5s+XgBVSvmj3NUWiTDk25+bbW0nLyGlBDf8AeSfwkelZtsmh9MQ0+y/sVT09sc5W+6nk5f4hzZ38xjaqm62ooUHS0pDOENsh3mSn65wB6Zz6V0WBNbnF5tDpGiL8W66Du/7NnuF6O8FJjvKT7khvqUqHTmAxkemR6XPAuDzTIi21q3G2zsNKdlYQYqlEk96sJJWnyPTA8DkDNvE/hpYLrZ5wMQyGnSHB7MSExXAfiGRnA8COh9Ca1sUm7aJuy7RdUpdZcBDThH3cpr1HgobZHUEAjwx5cmN43TPVjyLIrLlvthTDU1Bk3eFOdKECNPjFSWXSUk90ecA7D4V+QIOQQU0dT9tRFNqdsEhNyacUjvWyordUcgAgnlSEnYp5eY4zzb4FbsUqx2pnvG9Hxbsh9taEzHlqdeinGzfKpQQBjoTsMD1xLX+zzUWgSrpFkx3FkNR1kHnDQGEhxXwkgABJSVDAAzgDGDZQ3JF4jtKtT4ZQhClD7xj75sE5KAonAAVn8Od6lkIjsOtqfYU6x3oUtvJIAJ3VygjJB328am3pE6YtDk6a493aSltJASlAOMgAbeAr1mQmMhaZVnEtpwjunA6WylQB5gTg5G4OAKGj6w7gwwtcRv2pcFwDnKgEL5vFaBnbG2x69D4GpSc4u0uuNi1+3oktf1d/3gkbjKxhScKGMYVke8dicETlojW+XIDNyuiYKVEJSEslxbiifhSCUoHzWtI9Sdq9mLgMvyLSZAmQFL5vdI5kHwUD0SsbZwcfPahD63PQevLVZ4+otT6cu9hs8l5KGrgmKpaFpOcqSXEhCwRkgDY42V41U5vCe96QtsLWd5tUi62KWhKzMjSO8IaV+NB3TkDcbEelZw012xtex+E0vgxri3ac1TbpDK2WrvfVOu5iKSeRCm20qWpxKgAk7cpCdwBzDBLGoHYNoTpVOoL9crEwtTjUBUlUOKVKIKiWUKVn3uYjKvHOAc565YQh8krPLgyZp7ZY0/y+z/ql9CvantmjOHEyx6l05rGy6ptk0tuv2lS8OqZO5Ch1bcwSASAQT8JBIMxd9YWvTmsIHEjg3YJ1pjo2dauqmu5mJJwpPchZWUdQVbemCMmzYV8n2ht9uxlu2CQpfOuI2EPciurfffvSjG3KVYxmqehBUenyriejTfJcWoL9PuOpf6Vu6iSm6PEtyEWOGYDQZIwpCHSorOem6D/iOKpybimNNVOtMCNAWtsN5QVvKOCfeK3lLVzHO5BA8gKotwvdltKea43SOx6KXlX0SNz+VWtceK9qZym0wHZRHRx08iD8h1I+eKGqL8lSJdwfMqbJekOkYK3VlSseAyalZk+3WxvvbjNZjJIyO8WAT8h1P0rEsviXfZyygyxEQdsMDlP+rr+VSEhlc1Jkd4pxS9ysnJJ9T41HIpkG5cU9NwyW4Tb85wfwjkR/qP8AKrTu3FLUcrIi9zCZPQNJyrHqo/8AGKsy4xlRt1ZHlUcQqdiEONFSj0INS7BWI95Xd3gmZKcdePQuKJNeT7aFIKgQMedVqdwK4rac03a+IF40nKhWC77writSSyrPTJSSUZ8OYDO+M1kLgFpXhgrXLUbjxZLncLE+EpQ/BmlIjLz+8Wge8435hJCh1GelSyGAm0Oolp5d0g9R41e3D/hVe+LuqGdJ2GfaoE+Q2pTCbhLDCX3B0aQVDdavAeNddJHZZ7OWuuHbNg03o2wxbbJSHoF0szaUPc+MBwPjK1K8wsqz0OfDRvjP2dNYcCb/AMmoYCZ9keWE2+/NNZbX5NvDq04PXY/hJwQOayqTo1V8GvF04Tap0leHtOartqolygOBMiBJQpBxnrtjmSf4knfwNbCMcDOFfGCww7hwetMfTmtYsYJmaWlyy7HufKndcN9w8wc6+4o7/Mcyrgh8QtM8S7TE0dxzZkyVxUd1a9Uxjz3G3A9OcneSz5pVlXiMnarH1loHVnCq6R3ZEhmXbZaw9ab7b3CqFPSNwpCxu06NsoOFAjO4worb2ZKPnwk1/rTgBqqUvT/tVomR3e5udslIVyKI6tvsk7jyUN8YIPjXRngv2heHvHO2izONtw7u8yUyLPKWlfep5feLKjs6jGdscwHUYrR9OudIcaY0e08XXHLfqOM2GIOsGEc0loD4W5qB/wCYaz+P407kZyasLUGmta8KNQx491bEV/mEq23GE+VRJyAcpkRn0+oB8FJPxAEVJLVtIV4Nqu0P2HXIbkjXHA+OktOczs3ThOELPUriqPwK65bOx8CnGDrXoPiNq7hzdpJsb70daVKi3K1TWSULxkLZkML+IdQQRzD9a2y7J/bIka/1bF4P67c9ovUlhZh3Ep5e+WhOe6f8CspBwtPUjBznbJXaD7J2kuNKHdQWkiw6uabCUXBpsEPAfCh9A/eJ8Ac5A6HwrNuGz4Ld8mkt44baV4ptr1HwSiG2XtSFO3HRjy8tPKAypy3On6ksq3H4SMYNm6G4ya24MXSRe7BcJ8CVAX3UyG42QvmSrBZfZXjmGeoVgjeq3F4Ldo/hxx5sV0tnC2+zrzpuSzMKYLK3Y8lpDh5lIeA5e7cRlOTgjJBAIIrfbjL2OuG/H+GxqC6xZmmNRSY7YelxO6L3JgZZfSkqbdKd0hQUcY2URWr08cD0ZdHBDiVYu0Vwbtes3bYwtq6NORLpblgOJYkIUUOtkHqg7KAO/KtPnitZO0R2CLq6xO1BwLaRIiy21e0aecWE8iz+KKtRwBnq2rp1BHw1tJ2euzzpPs46bk6X01dbtObnviS+7NfCm1vcoSVpbAAbUUpSDjryp32wMrLZIUXGSEqPUH4VfP8AnWHzaJFtcmofYy7PfEPQ/DC98OuOuk7cbHc5HtcSI9IQ+oFaQlxDiACE/Cgg56/nWQdE9h7gHw91q3xA01Y7l+140n2qKJFycWzGOMciEDHu+XNzH1xtWfG3EvAtrRyrA95Cv/u4qFxYiILi1juU9eY45fr40bvci4oNKQvmaKeVWPeQfL/kUCVsH3QVt+Xin5eYq3L1xB0jAR71w9pdTulMYcxB/wAXQfnVh3Hjq+4wtUCNHjJStxrvHlcyjyKKScdPCsOaXJpIzCoNPN95zYA3CwcYq3rnr7TVmWWJtzaddSMhLHvk/PHQ/WtaNS8ckOSJyLtfnHkIcSA2F8qPgSeg28awnrbtN2a1y1CLKRlLRSAk5Oc+XWuett/Ci6fJfHbb1pwxXp9rVSdKpiXf2xmOq5ocCHHELVg94hIwsAb5JyPDxrVt92GqImU9JbQxgLS+VgJHkQrpVp8a+Imo+KtuEIoWzFafS+C+oICiM4wCfWsaQWLmuIzHmJ5zHBS2XnCpKBnPup8P0r24dUY/EST4oy2/xK01BQptUxUp5s8pTHRzc3qCcCt1Ps6uJutr7Y9awLUtTNshSILkePIPOG1OB8LKfLPdpyPSuaVtChcpocUFFIbSCBjwNdLPsroSXdOa/fKQeaTbk7jyTI/nXSznPijo3SlK5gUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSleUB7SqLqPWmktIRzK1PqO3WtsDIMqQlBI9ATk/QVh7VvbK4V2GM4uw+1391OUpLPKwxkfxOOkbeqUqoDPdfORIjxGVyJT7bLTYKlrcUEpSB1JJ2ArQ7iH27dSSGE/sO/2SwocGVsxWFTJCBndIdVhKlD/AAIHqa1x1t2m9Q6lmF+RLnXZSFJUhy4PLWjmGPeDJUUJJPlmtKLZaOketO1jwO0V3jT2sGbtKRkdxak+07+XOn7v/uzWBNb/AGiLzIW1ovR0aMncJk3V4rI9e6QRn/VWiN/4o6x1EtxUy5qbDo5VJaASCnyOOo9OlWq7JefJU88tZPmc1dJUl3Nidfdr3iTrJTjd11ncn2l5Hs0VYjMAeiGwkH/OVVim78V9TXILbbkCO2sklLSQgfknAz69asnIqEnetUik3JuU6WSqRKcXnwJ2qWK89ahJ8zU1AtVyujzbFvhOvrdWG0BKdlKPROemfSgsluavMmq+xoy5qWEzVJjAkpxgKWSOuASASPEc2fQ1V2rHo2LCSl6Wt24tqUpxtTwUlxHgpCeQYA2CgeZWVjA2JoRtFltNuvOpYYaW644eVCEJ5lKPkAOtTbtmuTMNU92PhlCuVR5gSk+RAOQemx39KuOFq5VudS/pSC8l5scwWwSlKc/3hupBBxkhBA8ao+otYT5SlSpshi2pfbUl5lT6cFfXlTgnbGdzjw3OdhbI0aWl/sBOo1XC2d2VHliGT/WVJGcq7sbhO2MnFSyIEF55iQiQWoLrgQ4tW5YUfwqx+isbj1BFSYjxn8z7DdFzoyQWpHdkIKgk7pUEqVlPjzA9CelVFxpqABcbaj2i2Sfu1tOEkoON2l46KHgodRgjfIBq1SLCWmSbV+glt6fQ2uOlbhe5PiQsLQFYzjI2V5HBHgd6h4a6c4ORtSvyuIuknrsZJSISTLU3HQ705XEjz2wfE7dTv6yzY7esy7hDmToroBjBmQlrBz7wcPIokpyMpTgnzGRVYkaSv2qIxl6b0XIatbcdcjvTHU33qAnPud4orXkDbc5JGOtTHHRvyazTWXhV9DLqdMaLtkIGyXSNAbd99q3wo3MpKSMhJIAyQdjnep2Dbbeh/ES0JcS5jL92USlsgg5CG8Eg4I3z1HTfOJ9F6suVquH9Hr629HnR1FtsvpKFrx1bWDuFj16/MVsrpaJpu8WZi5W23uOOAffl91PKyvpy75+fhn0rteSc0sdL6msP+Bw4nLqdTl2UaS+re/6FKsen27pKP7Rvc5FuSBkwIpjxg505cJGN/PY5J86vm3aRtliV3lvshaK/dDzuEq+qlZOfTINfN6Uw6lEMNtvAgJCVL2Axv47D0zX1eusK2pQ1dpcKK7ybOvqWpePJIODn9D5178anjVSdnyepyY807wx0rxdk4uOILvfJmuJClASEd6UKcHyxnI/Xz8a8fMJpSnSiMOdOQEOqccT/ALj8x9asa8cWdI2ZrvnJ6ZQyUoU6UR2/U5UCo/IIPzrG+pe0kpkuRtNylOurVyr9kYCGSB5POHmIOeoSPlWZZYxd2YjinNcGcXjFZaEpa2IsdHxOPpShKv8AMs7j0z9Kol61bY0xnJAnvPhttSiWGUssJQD4uKxzD1GcVq7qPizqvUSAh5uPCJworTzvPEHcArcJ26dEprGVw4hRLjfhY7o9c5VyD5YIfBcSCDsrc+7tk7A7Y9a88s6vVFHePTf7mbPX3j1YIzDsC2uIkNgcvNGSZGx64WrlbH5E1hjX+rbbqa2OwEWBmLGa++Ml5alyUlO/MnlISk/IehyNqtjWel9aHQLOu9GyvafZbmu3zYUVPeyGUKaCkvLQMkNk5SFYxnbIyM1fRUmPoZvS2oNbWuJqpEy3rl3K0qdLS0h1TzZZcJSQh1KQlxPuqAyjI6isyWSa1S489hHNghN4oNOfi99v3zwWvZr/AGKe97DabmZTiEF47EFKcgeQHiOnrVyRJMeSExtS6jnNQQ6CEpbSs5K+YFSzg8oP8RIG3gKtjRbGi9Kv6jYsEC43EXdhESLIurDTK4LSXkulSQ2tfM4eQIzzJASVbHIxV1ZUPSueSHu3Sd/Q7YMrzpvS4/Xa/wB8b+PFMmJbluVLcRbHVux0gcq1A7nxAOBn5gY6VU4d0S/bzAvtxkuMNEpjttMIW4hBG6UrWeVsZHgkmqKlG2AaiUOVBWtYShPVSjgCsHY9lJivOOBlpSGSTyocUFkD1OBn8hXxDQTgJAAHgKp03Vlht4IXNDy0/gYHOf5frVo3rilLQVItNrQ0OgcfPMr/AEjYfmallMhpaV4JO9U+dqKxWwqbk3Joujq02edWfIgdPrisQTNXXy9qLMy5unm27tKuVJ9MCqO8+/DVzb7VLBle4cRQyk/sy2lw+C3lYH5Dr+dWPe9b6nnqUl+4raaP9kwO7Tjy23P1JqC33aK9ECpR5FY6Yzmrh0twj4k8WJSYnD3Ql3uxUObvmo5DQGcZ5z7uPrWXLyCxhzTkKdSoqUPiyd6lYrq0Sw1gqT+IelZF1LwK4jcOb27pfWVkXarkEB1LTqxh5B/EhScpUN8bHY1mPhFwA4TcUtE/0bEp/TXExlxSoj9xl95brt/C1sAWVH4ce8c4UObPII5KrQNcrRorVut57lu0Tpa73qS02XnWoEJyQtDY6qIQCQPU7VMW2zXz2ZCO7fba5ghXKApQ3wRjz+dZy01B1pwA4jLWzHn6a1JbPceYKviQT4j4XWlY9Qcflm+8aY0H2n4i77pEW3SXFMgrkW5SuS3agP4ig/2byvXJ5tjzA8ycuffsC7ezJ2Ley9rTT7OtX71dNbyEpQJMO4O+yiA6R8Lsdo8/UKwVLUhQzgHBNWr2jewnI4drm614WWRV100oqflWlALkmAnqVM/idbHXl3UBn4hWKtIaz1/wW1k4uGudYr7al9zLivJwtHjyrQdnGzsfEHqCfDoTwB7T+kOMMJizXT2a06lKeVcErwzKP8cdR8/+mTkeBPWub1fNFjjk0N4LcYJnDmA7Y3IMXUGjboC3cLJMAcjPJVsSkKyEL9cYPQg7Yq2uOBdqnWWZxP7P8iRe9Lxz31y0+SVXKxE5J5U7qcaGFYO5wD8WDjZntK9i2JqRUviDwajRoF/UVPTbVkNxbl/Fjwae9dkqOysfENOtOar1Zw01M5cLU9OsN9tClNyorqSh1rG6kLQfiScD3TkHYjwqpqXHJa8Fz8Ce0hq7hBObftUtu5WKUoe1W59R7h4HxGP3TnkobZ6g9K6DaE4jcLe0Ro+VEZRFuDC2eS5WmclKno6VbYcbPxt+SxkfUGtG7ZoCw9qzS154jcHbbCsmubM8kXyyIBagXcKGe/aBH3DisK2xylQ3IzkYTs3EnXXBHijZLzDTcLXLss1Ht9tdR3bp5VjvWFg74Wg4HhvkUaUtnyKrdGyPaG7Hl+4YKl6s4axJV60mCp923JUp6VbUdSWycqdaHhuVgdebc1gmz8Zv6AQUW262tvU+lL0rkn2eQcsPoGMkHOWnQCSlxGCCM+ldfbPJgakskO+2hQft9xYRJZygp521pCkqAO6Tg9D+la+cUfs/OC3FTUiNSom3XTwceL0+Lau7S1JX/FyrSQ0rzKRv5Z3GYya2YtM1C44dl7UuhbCOIPDV6dqHRM+GmfEmtDmlwGHUc6FOcoypHKoe+BkD4sYKqyN2EdMt8bOEeo+E3FTSVzudkYle32u5SYzoZaLowtDMnbkWFJCwEqz7yz41vdw90DZOF+j7boayuS3rVa2u4jLlvF5xKMnCVKPgM4HhjarnXHSrlU2eRSUgJUkdB4D5elL2olmiukPs4b/ozi5B17buLvs1ttEpEqE6iBzzfcxhLgJDZyOZJUPnyjO29BjtuNpKT7wGUrT1qNtwkht0crnl4K9RXwlvsW1syHJDTLfVSXFhKT54J6H/AO+tG7W4Po24UKSy+AlSvhI+FXy9fSvVNKQouMYBPxJPRX8j61al14oaQiMlLby5yiPhaTtn/Edh9M1ju6ceJpEhmIqPBbZcKAVK7xzGAep+flXN5Ioqi2ZuXJjBpapLiGkoH3gdITyj1ztj1q1LrxN0tZFpYROM0rUUISyM4OCccx2I2Nav6v46RDccXG8OySllShzubA8w6DwrDOtu03boz7CIcpKlMvKUUoOT+7WOg36qFZ1yl8qLpo3K1fxzkx4i3YDEaFyqSEOOK53BlQG3gOvkaxZq7jbFQlx253x2SoAnC3Nvy6VpZq3jzqm9JU0yn2VsqSrnlOcp2II9wbnpWO7trG53MqVOu0uYVdUoPctfn8SvlgfOtLBOe8i2kbUX/tPWq129iM1KT3yWUDkScrzy+Q3rD994/aplx1JjNmMy6464l2SvkCgpalZSn4lYz4Vhw3B5GzCW44P/AEk4P5nJ/WvgpfMpS1KKlq3UpRyT8z412j08FzuTUXFdtX3W7POOz7xLfDh5lNsnuUE4A6nKjsPGqOqc6P3CG4482x759Ss5Vn5ED0qUKga8KvWu6SjwjPJ9uYrPMSSfMnJoa+aVeVelfhVsEhAx+0Z6sfjbH/b/APNdRfspYeeHutpeP3lzioz/AIW1n/8AauXVu3lTlDxfA/JCa6vfZSRVDg/qmQU7OXxKQfPDCf51DE+xvPSlKwBSlKAUpSgFKUoBSlKAUpSgFKVLzrhAtcVydcpseJGaHM48+6ltCB5lSiAKAmKVhzVnaz4K6W7xpvUwvD7eQUW1Pepz5d4cI/7qwVxC+0BmRUuR9JWW12wcqgH5rplvdDjDbZShJzjcrUN+h6VabLRuupSUJKlEADck+FWTq7jXwt0OFo1DrOA3IQkq9kjqMmSQBn900FLxgdcY9a5g667WnEbVy3U3fWVzmIXn7ltYaaHyQgJT+YPzrFN34maiunOhDqY7aySUtJCAc9dkgCqoijonrj7QXS1sU5G0ZpGZNUnpIuLiWG8/4ElSvzIPpWAtfdu7iBfo64yNSPW5C8gsWhKY+3gO995wH1SpOa1EkXCbLOZElxfzNS9XSWkZGv8Axqv93LvdICVPElx5wqdecJ6kurKnN/Ec2D5VZUvUF1mk99LWEn8KTgVTfrStJFIytSjlRJPnmvM7UbQ686lhhpbjizhKEJKlKPoBuaq1t0rd7k6ltDSWkqVylazkI8+bGcEeIOD6UFlIya8B3AG5PSrxlaHhWR3/AMXuaHEKAW06jKGXEnopJOO8SfIFCtqja1Fom0xXYQjMpcX77MlTYUlCxjKVHYqQU82MrKgrHXpVJZblusF3urzTMSJgvKCEKeWlpCj5BSyAT6ZzVaXoORAkOR7tOZSpokEMLDgWAd1N8uSsfIDIOQSK+MjUt4kKU21HTb21o5uaSCFKTtgHIAV1GPd5gD1xvVvah1ItiF7ZqK+yJbUflQVIZJyMhKOZRI2SOUDCT0G46VAXrG/oDboq4rqW13EK52nVqS8lxIAyjlJ5AOp3w4CMAVIJ1ZKkkps0DlHJhTq3N+TOPfdJzyg9DzjHnVm2TU9o1En/AMKbYaZbeDC3lMkq5uVJKvfJI+LwwDg1Z+udW3y3ayVarZLlrg962EsuhClFPu5woJAxkbeQJHnXJ5orIsXdq/wPXDoc0+ll1irRGSi91dtNrbnszJOptXSHkmbqS+xY7jqg3IVGThDrmMAuFISk7J65XnffJqmRrrZbjDTcbYwmS0FFHtLnOUlWBzADCQeuCCCD5GrU1lbpV7s6G0vKa94L5RuCQTv67Gp/hzYL1C0vIZE/v23ZZ54acqUPdyFhOMBPUZznNayScVqVet+Dzxn02KMp9TLSknT2q+121t5fb14KBP4n3X+kv7KRFY9mE1Mc93HCF8gPLhKU4SB1xt4+BNTmv4E66W1tqMpISh0OcpGc4BGP1qdRYoib21c1soJQ6leVNhXj5Hr8qujUbNkVJ7qySHpDPvFbi2u7TnIwEJyTjr19KupWom1ilkxyzJql6q9/C5a+iotzhpYr5ZLLHujygpsyllCUPJKgU8pUkoSeZI3G5AB3x0NX0w81BkB9KmnbXcld26hZ5UoyrcKI+BSMghXlg9CRVFg6gulgs0qDEmKYhvHvXg20krOBjZWOYDHgKltM6ot09hSmEuPQVqDT7SkltRA/EkkbEdQrBAPUEZBnxO1x4Jnhj90lhm9TW+y2fpu7+6X0KyiVDiOOQWpRmwngO/CUkJ5gTyqTnbmG+FDwKh0UQb2g65g27TMLTN4bfajQg45HmW4YMxpS+YJdSCnmUk5HNnmA9w9BWJdR3FvSk1U66OypNmcY7xgxG0pWpzmxyqUQrlGM52OCnHjmpzSmp7XqC1pXzLVCfJ227yM7548+mR0UOmDhQuNSjGpO35PH0+KeLEoZJubXd0m/wSX5F7cU9SWnU95izIk5cp4R2mO9VypeKG0Du1LCM4IAwFqcWo4AJ2Aq5OGfFZFhWtV+uMdtTCQVh9pS0zEjphKAcrHiNuvkSKsiNeZGmnG4kWxW3vEJ5kPtp995RI5VlxROE8pPwcvhkbGvlerLercBcb2Y3PMdWohh9LoQSchJUklJO+OudtwK6Rk4u0dXFNaWZW1R2jX5KFJsaJISpB5loQmClO3mnLih6KKelY5f4taplIchRdQRWBIQrm9lQ33ykHGcuKBcHxDcEHpg1TdLOaTb1JbzrxuYvT5eAuAh/vu6IOSnz3xkAgkZwQasrQWm9KaYvOpXLteG706u3Kh2dyEHGx7QZDS+/VzAYQG21pKTvlwY6ZHVa8icr49TzznjwNRcW7rhN9/Tiu99iLWmqpujZcQ3CwyXhdYplxZTxUC+nncaKgpWecBaSM77pI8KusaUbvtqvdlvN8Tpu9s2syrc1NWIoemJLaksKccKUtEoKyFKIBKQM5Iqlaq1RqK/Wmz6curNvuMKxhSLcuVDQ49FaUsuKaSsjJb51KVyqyAScdTS7zLhqJbs68SVyZcjBdcX1UQAB8tgB9Kz/lpKS39P7j/UTcoNJLs7t+m367khoSzrsmmZEy7XpD97XcR3cZuQiSgRkoHvlSVEA8+RynqN+lVe7azRceLTfFSJpKJA1AHA+66y6fZlyeTkLoYIwMjfkyRnPhtVPttvTEQUtjGa+kt2324d/PlssA9CtYBPyHU1VmcG3jVL8f17kfRrNBR6h6nvurjz22fHo2yWutuFwbQg5GOu9TUKEWIoYxkDbferfn8RrBD9yKHZah05U8qfzP8AKqRI11erikiEpuKg7ANjKvqo/wDAFcbPXS5L4DEWCkvPONsoG5UtQSB9TVHuXEHTFu5kMyVzXB4MJyn/AFHA/LNY0vJuEsl2TKdeVn8aiqqFHfUiSlpScpPX0qWUvu4cWLi6oot8NmKnwWv31D89v0q2rpfbxcFB6bPfkb5AUr3R8h0H0qlzmOdwNxAXVK6AA5qowrbcHY7UdTZbbcIT3rjRwATudqlgjtN2afcMd/CTjqelTNwEEju0uc7itkpQOYk/Ssx6y7HWptEaItfE626lt+qNLXFjvJNytKFrbhLzghwKwoJHQkgcqsggYycgdknWGiuEeo3o+vdE2O+2q4LSoT1wULnQVAjC21n42/4kEZBwQRulWHK+AarnQOtI0aNfZel7rFtspzu40x6I42w64N+VLigEk+gOav8A4RcLdLa413F09xV1LcNNWqQnkTOZjJcQh0kcocJOEIO/v7gbZ2yR2Zm6e4ecYdDJgzI9tv8Ap27sYaWkBbTiegxj4FpO3gQoeBGBz77QHZf1PwFuL16gJkXbRDjn3E/HM/bQTs3I80g7BzofHB3rmslumKswvxd7Ld74F31u26gWuZZ7gSq0XxjeNKT4IV4IcA/DnfqMjpth2Xu1g3p6327QHFSUXYUVKI8K9cn30ZI2Sl/lH3iANufGcdc7msf8LeN7VlsznDbihZm9VaCuSO6chve+uKPBxgnpjrybeaSk9be4s8DXuHVtTxC0Dd16o4azVlUe5te9ItRJ/cyh5JJA5yB1HMAdzp77SFWdDOKHB/h/x40kmzajjR5SHUiRbbnEUkraWR7rzDoz4dRnCgcHINc7eLvBLW/ArUSbXqhvv7bKWRbb2ykhmSB0bcH9m6PI9eqSdwLv7P8A2pdS8IX2rVdF/tfSr6svQ1r/AHXj3sdZ+BQ6lJ2Iz44UN9okrhn2gOHCZX9R1Fpm9Nqb5nAlQCgSFNuD8LiVDGRjfBHUE82njdot+Tn9A4iaY4nWGJw/46NuFcEclm1WynmnW0kYAcPV5k7cwOdgM5KQRjzXOgdW8Jr8zDu7jD0eWBItV4guc0K5NdQ40sfCsbZT1HqMKOVO0H2YNTcEpMi9WhEi8aJWsqRK3XItYPRL3ipA6Bzy+LHU03sP6otnFS56i7O/FtTNzt15YVKs7D+E91KayXQyoYKF8mVgpwfu1GtJ94h7Hlt4gaO4+OWXhrxcmtwtXrKYWndUoSPaw4okIjygP3zSlbAk9TnqcnGXEjSXEDgdfpdn1JBVCukRJkRJDSlezzUJ3DzKxg+G42UDsR0NZn4g/Zvca0a7iu8PrzbpdrinvolzlSgxIjhKwpCFpAyXEnJCk7HY7Hat87xwf0zxT0FD03xlsVov0ssI9uXGQ402mSE4Wtg5DjWT0wQQNqXVNDhmKewzx3unHXhEV6mlIe1Np2Uq3TlH4pLPKFMvKG5yUkoJ6ktEnrVw8fuyhorjtGF0SRY9Vw0FEa6so94p/wCk+kbOtnwzunflIyoHIfDPgxwx4LwlwOHuj4FmYeSEuvtJJedA6d64olS8eZPz86vhxkL94K5Vj4VDw/mKy6btEWxqT2Texbqfs4akm6rvHEJi5pucUx5lshQyGle9lCudR5iUnPQDOTtWyc3hzw+u18j6uuGi7DLvcVARGujtvZclspBJAQ8UlaQCT0PifM1cKHTz926kJcxsPBQ8xUrcZ0C0J9qkzWI6TuUOrCQv5evy/wD4b7g+6FlkpZewkdEqAwk+noajWyebvWiEuYwfJXzqxrnxg0uzHBgNuzw4kKSQORBBGRuf5Vje8cebm4ZTDc5mAyy73YS1uvHKDuo7/i9K5vJFF0sz2/c4MNtS58pmLyfF3qwkfmeoqy71xa0vZXUMwXHZverLaUpSUoCsFWyleGEnwx5VqzqbjlbI9ykLlXJUhaWWzlxzm35l5/2FYX1z2nIq5EZu2v8AeqZfKilr3vwLTjb1UKzrlP5UaUUuTc/WXHi4NQnPZnosFIKQkpHO4MqA6np+VYo1TxttrC1vz7suU4OqnXSo/rWmOrONmqrxzsF1MJJIOH15WMHP7tO46eNWBcdUTLgpSp06XOUfBS+6aB/wp3UPT3T61tYJy+YakuDZ289p+FEgNxY8jndCSORr3lZyfAf81iW+8cNVz1SFIWmE0+4XAqS5hRGANkJypXTwzWKFXCSQUtlLKT+FlPIPz6n6kmpYr3JO5JySepNdo4ILkmplfu2qJ11dU5NuEuUVAgp5u6bx5YGSR86parlJCS2wUR0f+inlV/r+L6Zx6VJ8xx1oD612S08GSLPkOvWvAo9K8JArznA8KoIs5oVedfMrA3xUPeU4B9eYU5hVx6E4X8RuJ8/9m8PtE3i+v5AV7HFU4hvP8a8cqPqRW13C/wCyt42ar7mZxCvtq0fDXgrb/wDOSsf4EEJB+a6WQ0uC/Crl0dw44gcQpyLbofRl5vslZwEQYa3sepKRgD1JxXXHhX9nD2bOHCGZV1sMvV9zbwVSb07zt8391hHK2B8wo+tbK2PTth0zBRbdPWaFbIjYwlmIwlpA+iQKy5Es42cIPs5u0rru8TWL/pX+h1vRLUl2beVpSSAACW2kkrc6HBwEn+KupvZu7P1h7OXDprQtluT9xdceVLmzHRyl59QAJCR8KQAABvWV6VLI9xSlKgFKUoBSlKAUrxSkpHMogAeJrH+r+PnCTRLzkO860gLmtAlcOI57Q8jH8aUZ7seqyketAZBpWomvftAbDaXVxNG6VMtQTn2mbJSltJ+TZOforHrWvOve3Br/AFM2pqVqqZFbVkKhWjlhs9fFxOXlAjYgrFXSy0dI9R680ZpFou6l1PbrdgE8r76UqO2dk9T+VYP1r25eFOnnFRNOR51+fGfveQxYqSPNawVn/K2qubF440ajmurcgKEVSwQXEk94rPXLhJWfkVGrLm366zlKVJmOK5jkgHFa0lSN4uIHb81JNaU1Y7m1aAcgoiQ0FePDDrilHz/sxnyFay69496l1xMXLvV1uN0Vn7v2yStxLf8AhBOE/wCUCsUFRUckkn1pVpCqKxL1ZeJeweDSfJAx+tUp1559RW64paj4k5qCvCcVSjO+K9qAkg5Apk0BEa85hjrvXmfWp+a0iawq6xUJSUkCU0gAd2o9FgfwKPlslRAOOZIIhMXCxNwLVFuSb5b5BlKSA20paeTJwOZbiUpJ5tjylQHia+9ktkD22Mxcwh9x/l91hxboPN4ISEBSlD1KUk5APQn4aJj6ORqJlWsoq3ICwr4Xi0hLm5SVkDmCSdjy4O+c19b3bWTPmXXScK4KsjCxyyy2vu2lkn3O8IGcADGcE5rDmtWlHpXTTeB53Wm65V3/AMeWq9PuXWq5w7G2bFNsiGGZgLhKWUOFtSRtzgYWpBGUjnSncg4JAItqbe7xOdWiVNaiMt45VOpUeh93AAVhW4IOAdxkiqfGckTbS9bo6lKktuh9hsKIU4kghaR/ErPIQOuArrsKwxfv6RHVaTDCh/W0OMoKipAII+JA38BkYrVb2cNUdCjW/nf/AM/IyjqLUMC1xFXC5SrhPaZWDzOciXDznG4ySojPivw9KldO6+iX0rVa0OW9EdaW1FCUh4+6OYhQPNvvtkA46CqdqO0Iu1tXGkoVkn4ehBB2+RBqa4acPFC1XKZGdShcd1CnVvqQhsIIO5WTnO3QDzrM5KMbk6R16bBl6jKoYYOb5pK9lu+O1cln6x1Nezq9xmwJmxoCpCO7YLquV0e7zFR8lEAkHpVxantq71Z1RneZOVBQ5TjcZwf1NTTkBsz0TUDKkLCkqSfEHwP/ADVzaqvVrvs1Ui3WtcUOLUt1x+Qp559xRyStROMk5P1rMV7vTBW1XP8AU65IrqFk6iUoxd/Kk1z/ALUlSS9Wuxa3C7h7cDbrlJgJU++l5ouJ5SPcwr3io+6nB8CQTzeleLtbP7VauCmULU04FYUgKGQfI7H5Haqk2qTFYeRGW7hYytpKykOYzgEdD49fOpKwTJt8YkPfseSx7IrDgCecNjIA5ykYQcnGDWkpW9T2OWT3EsUY41LX3tqvSlV/i3uVq9P264PrVb4zraFLUolaEoznfAQjKUj0G1SrU6Za4L7UZ59LKsOONNHBUUg4x45wTVKvLzlrWLy1bDc0NNFK4annEIWcjCvcUDkAHoQenlivvpjUsbWlvdmNsJiz2STIiAbcmcc6PTwPyya4SjDHGMMnxLy99+1nDo/ZEOqwSwN63Hep/E5d3V91yl4uuKdRhMOTYTc5pHKh5AdaQspC3GykK50pzzYwc9OlUDVMS9IbbudnuEhHsxClx2yMLH8WMZVj+Hx8KpF901dLXdm9U6flPJcjKC1tJOfdAxsPEY2KfLpV6QLtb9R2z9qwe7acGEyo4P7pZ6KGTkpV4fWtucsc0pL4Xw/D8P69vw8H0MfS4+o6Zyw7ZIbteY+Y/wDHuvG62Tr52yRIl29i4SIimQ8M9MoJ80nxSfOrbvV61How9/ZbdBkw1SjJeLsdK1pSSnKMndKMgnbHxHNF2PU0bUkO4W+8KMKLgJjOkqbSkJ5eQJ6Y5dqux1tL7i1ezhtsnZClBWB5E4Ga6tavha2PNCscVljL4k+K+9+P2ud6mIM2yX6yoeQC/a5gAfZWkFcN8jfHj0HyUBv0GLV/ofctJX3NpU0u3vgKUlSiUlGdikgEkY3ScZG4NV2LbocJPdR2Utt5B5EDlT6bDAP1qcySAOoAwPSpjg4R0t2a6vNj6jJ7yEdN8pcX3aXZPx27bUiZhy0SIhgzwpLaMlh1Qypo9cbZPIT1HgckAEnNOWgYbQ4844hgJS02pZKEBOycJ6DA6V98HBqj3PUVhtQImXJvnHVtv31fLA6fXFbPOT76i4kp86lItuQy53iEe8fEVac3idGyUWu3lZHRTysD8h/OrUvGttSTspdnraaP9kwORP6bn6k0LyZYm3O1W8c1wnsMnyKveP0G9USRry27otkZyQR+NfuJ+g6n64rF7bhnNqcSoqWn4s9al48+TGlpSgZ33HpUbIXvdtYajkoUliSIqD4MpwfzO9WRKnSRIU9LdW6tR95S1FSj8yavCw23Uesrkix6O0ndr5cXRlMWBEW+4R58qATj1xWZrJ9nn2kNVWZ3UMzTkCzBLReYhS5qBIeIGQjlTkIJ6e+U4PXFYckuSmuEltC4wkIWBkZwTXys06Uw8tQHMnGAk5/OslW3hrLsN/bRfrM1IftEwJuVouLbjRSpCveadCFJWAehKSNjkHG9bh3PgTwl7ROjWdUcBbHatJ63sUVLc3ToSlpiW2Og6YO+cO4zvhf4TUc0iUa08D+zLxX7RSZUvRyrJCtkF0NS5EqcguNZ/wDQTl07dCUhJ6A1nHXH2YN70ros6j0lrBeqr3FHeyYPs4ipkNY95LGVKPeDqAo4V02OM424dam1Xwe1gu6WBqRp+/Wd8szobrfKtBB95p1HRaD+RG4PQ10l4CdoPSvGu3lhhLVu1Iw1zzbUtzZ1I2LrJPxJ/UZGfA1zm5cx4LwczuCN+vHA/WytVabCVKAMO4W+awPeRn32nARzIII6jBHj5HMmvuCOkeJ+npHFjs8QUNuMjv79o4YD0RX4nIqRsQDk8oACk55cK+7Oy3aY7I9u4kd5xB4ctsW3VzKCH2z7jFzSP7N4dEuDoHOu+FZATy6Tabv+s+GurFzLT7fp/UVlfLUuE6nlcZWPiQpHRaCPDdKkkEZBFFLXv3HBU+DXGzUfCec6mE23cLLPPd3G0yv3EkY5VBSSDyOY93OD5EEe7V08ROCWm9QWB3i32e0Lm6fB7y86ZA/rtmWdyppAzzNjfKR0GCnIyE1m+aY0r2lWJGquHlviWLiS0wXbpYwoNw74lI3daJ91DvzxnbmzjmGFbHxO1XwUvDmpbUqdb7hanvZ5cR1BS4k8wSph5tXVPgQf5Gry/DBf3AftE6r4NXILt7qblYpqwqXbnVYZf8CpP/TcwMc3jgZB6DotoXiBoHjZo5Vwsz7Nxt8lvuJsOShKnY5UMKafbOQQRkZ3Ch5itJNQcGLf2guGkDtE8DrK1EuV2acVfNMoUEtuy21FLxaHRDhKeYDYLCkqOFKJONOxTrnXGhu061bGrXqKdbbn3truUJiG88qOhRHKtxpIJQG3AOYkDlAVnG9ZaUvqH5RljtI9kK6cMVSda8K7Y/ctKEl2fZmyXHrcnr3rAO62h4pGVJG4yAeXBvCntCzuEfEq0W911mTovUK2Wb6w/wC+05FcWptxSmz7pUhJJ6bjI6KIrr85BSGyh1vnZI95GMlPy9PSsE6k7B/Zq1jrR7XF60fJW5KSVO2+NPcjwXHSd3+RopUlZ2yErCDjJTkkmRdbMXsax9pTsO36xxJ2rOB1pXdLFMQoy7Ayed2KFDZyJ/GjPVvOQMFORkDJn2cPDvjZw30vqPTvEXRUyzWCdKTOgma6hDqZHKG3UlgnvEhSUoPMQAeUYzmtxrRbYNgt8OxQIbMSHDZRGiNtICG0NoGEoAGycADb8qnFtEqDjauVwePgR5GqntROeSSkW6MphcaXFbkw3ElC23UBYCSMEEHZScbEf7iqFo/hNww0ClStC6EsVjU8S4p+BCbadUTnq4BzEbkYJwAcdNquxp0OZQpPItPxJP8AuPMVRL3qSxaXSuTOukdltIK3GCrKgAMlSUjJH+1ZbUeQVhKilQbe6n4VeCv5GjrC+YvMKCXMbg/Cr5/zrHl64y2hlC2rdb1yMfjeIQn+dYwvfHi6TI6+/vSYrSXXWu7j+7shxSd1dT8PnXN5IrYqTNhJeo7Nbm1Kuc9mKpHxtuLHMD8vH6VZN54zWG1PIjWiM7L7zmCVL+7bBAztnfHpgVqZqLjraYF3mLVNDgEZg8y15353snP0FYc1j2m/apbLVpcXKW24rZkFXVJGMjbrU1Tn8qN6UuTcvXXHi6tQi4LmzDSJDACWAMgF1IPvHcbE1ivVHHW0RHFyJE/vXM5UtxzmUfqa001Xxe1Pe0qYky24iSpKigr7x0FJBGUp+E5A+LFWROvz81zvJb0mcrrmQ4Qj/Qn/AIIra6eUt5MlpGyN17TyG7ZEhQnXH3kRWkltkFRyEDPTb8zWKb7xi1XcXpKlS2oLchfeferK1/CB8Ccn8PrWNnZ0h1JQXQ2jwbbAQnHyHX5nJ9al/lXaOCESObKzctQv3FZVLflyyrAPfr5EHGfwJJz1OCT49Kp5uMvHIy73CSMFLI5MjyJG5HoTipUkivCfSuq24MnoCUgAAADoAKZFQk1CVVQR83rXmR518yuoe8zsKUD6c3rTnA6mr64a8A+M3GCQGOHXDq9Xhsq5VSW45bjIP955eG0/VVbbcMvsmOI157qXxR1zbdPsqwVxbeky3wPLmOEA/nRkNDlODwq7tC8IOKfE2UiHoHQV6va1nAVFiqLY+a8co+prr9wq+z27M3C/uZatGnVNzbwfbL+57ThXmlnAaHp7hPrWxVttVss8VEG026NCjtjCWo7SW0JHoEjFTVRLOVHCv7KTjDqgNT+KGprVpCIrClRGT7bNx5EJIaT8+dXyrbvhj9m92auHvdSbrp2Rq2c3gl28u940Vefcpwj6EGtp6VLYskLLYbJpu3M2jT1ohWyDHHK1GhsIZabHklCQAPyqfpSoQUpSgFKUoBSrY1rxM0Fw6iCZrXVUC0oUCpCH3fvHMfwNjK1/5QawDqj7QHhnbVvs6Y03ebx3Ywh9wIjNLPmOYlePmkH0oWrNpalbhdLbaYq510uEaHGRup6Q6ltA+ZUQK5068+0I4nXQOMWBVr06yrIBYa9ofA/xLyn/ALa101hxs1brKWqbqK/3W8PknlXNlLWE+iUk4SPQYFaUWKOoGtO2BwO0b3jP9JVXmS3kdxa2u+JPlzHCB+da78QftEtQvlyPofTNuszG4TJuDvtL5HgQgcqEn0PPWiUrUt1lZSX+7T5IGKpi3XHTzOOKUfMmtaUWkZx152oOIete8Rfta3ac2vOY7TpZYx5cicAj6ViqbrO5SNmEoZT4YGTVA3+leHfpVqikxJuEuUSX5K1k+ZqWBI8am7haLpafZxdLdJie1spkMd80pHetEkBac9Ukg7jyNSlAFelQjJ6ioqhOaA9JxUJJz0r0nNeUB4SPOg8d80wK9wKA86jehGa9xgUIxQHmMnNfeHKchvh5tKVDBStCh7q0nqk+hr45HWvOb50BOT4bLJRLhrK4j5y0pXxIPihX94dM+PUDfFVWHc3NQJ7nV+t3GGGypKE+zF+QpHxYCnFJbQkdBhSSMdD40mBMbZC4ktJXEfx3gT8SD4LT6j8iCR6j4ToioMgsPBDoGFpO/K4g7hQ9CKpD7Tmobz8h2zNyFQmSEd64vnGcfxBKRvvtj6nrUk/CTeVe28gNzijnJI3kNpGcnzWnG/mn1T71ocUtXXuZfj/Ri3Ks0FTTaBEgKcLfMMhWVKJUSQd8nxq64TzwDMlp1TTyOVaVoVgpUN8gjoQfEVGuxU6dom7/AH1N+mh5UOJCAJ+6aUSpSlEbrWo5Ucjr6mqa4w4204W2QpxIOEKPKCR4E4OPng1HqRq6Nsvau0nHipuaGCw+2WUHuSVpUHWxj3d0kBScchUoe7zJzLaK1JL1xbTGuaG277AbV3mSEqlISTknPVwdMdSMV55yXTpJr4e78f2/Q+nhhP2rkyS1f5vKSSWrylVJOuFW+6W9J07T+oXri/JhXSCmJJYXhKUrKk4/hJP4t/kQamL7DjtvR74q2+3LhhZLBUU957h5RkEEYXynI3wCAa+OoJF+sxkXjTTLJmrYDJUpsFaQFZ5kE7pV1GQQcEjocVO6cuyb5puLLnxjEnNpS0+hYKRIJzhxG2M9Mius56WlXJ4cOD30ZtSScVdN1fmu1rmu/bcaW1dbdZxHktW5VvukVagqMFcyHGR4gnfmGcEeWPHrRdXW7UuG5unbpIb9nc78x0KIClZyVJ/vf71VHNMMou7N7try4kltQWotnHModD8/D1FVxxZfeU84htBVvytpISD/APPWsQxyg3F7xf5en0PTn6jFmxwyRWnLGk6VJpcS9Jdn52fN3I2y9MajtSLk4wI0lICJSTslxZ6LR6HxHgap69Mqj3tm92eUYbqVczqUoBCz57kYz0PnVbDbaFcwQM+fjX1SoHwrWPEoQ0cr/rwY6jrJ9RmXUJaZ7W1tbX83o33rvv3PDzOOLcUy20FHIQgkgefWvkiHFaGENJSM5AAwB9KiflRoiS5KkNtIHUrUEgfnVuXPiDp+FlLDjkxY2w0nCc/4jj9M1tJRVI805vJJzly9y5wkZzRakNoLjq0oQnqpRwB9ax6viJPnqLcJtqMnwOOZX67fpVFujtwuOXJkt549RzrJA+Q6D6UsyZBn6205AJSqeH1j8DA5z+fT9ati68UpOSi2W9DKf+o8eZX5DYfrWPJvexVlW4NTQdZehhb4UlzHw8ppbKXEnU1wvSi3KuDiyfwc3KPyFS0yAHGzyjeqPCsN+ZlMvG2TGu+BVHKmVAOAdSMjcVnns0cAbTx91a/pXVPEk6YkIQFxYpiZXOx8SW3CQkLT1KDuRkjODjLdbg13kIeZkhps+/nbfarj0/pDUvEC9Q9K6Qsb1xvE4lDMdojmcIBJxk+QJ+ldSGPs2+ALGkZViZg3P9urbHLdn5alutODotDYw2U58CknGRkVp5rPgxfuDHEBNhvsH9n3mCsSLbPiczTU1tJyl9lQ+FQPUdUnY+BOFkTHJhC9cHNfaFvErTOqbE/bLpGAU4w6cKWg9FpxspPqCeh8RWxnBrstcH+MnDRy26eulwtXFOIDI9nuktK400Jzs0EJT92oEZ6rQRn3k9c22LU+ie1Tp6Nw74qvs2XXcBJTY9QoQlBfcxjkWOnMrA5kHAV1GFYrA1+0zrrg5rddivTb9p1Da3Q/GfjqUlMhAPuyI6/EHHTqDkHBqOTez2Y5Ld0jC1ZwM4iKm2xu4aa1PZHO7kxioggeIUno60sDPiD1Hp0r7PvaF0txotiIiu6t+qWG8zLcVYQ+AN3WCfiHjjqOhyMKOtkS86J7W1mjac1lKiac4n21optF7QgIauPiWnANjk7lG2+SjByKwNMg634V6zctlxZl6f1RZHw7ytLKTkH3X2FjHOhXUEdenXIrLWrZirN8O0r2UrPxehr1dpItWnWcNH3Enlw1MCf7CSB1B6BfxJODuMpOidumaz4aaxc9lRO05qmxO4fin3XGz5p8FtqHzSoVvZ2Ze1ZbOLTjGitWvx4esEtEtEYS1c0pSSrlA+FwJBJT5AkbAgXH2iuzZp3jhaUXCI4m06ptiFCBc0N5UjxLLoGOdonfGduqSPHKbhsx9TWmfH0H2wbM28l2HpTjDbGOWPIA5I92SkfAsfiB8viQd05TtWvLZ1jw41eqDOiTtN6osjwW4wFFDiFDo40obKQd8EbKGfUVQ+LyOIfCa/tW+cy9p/Ulol4fLYBS7tlqQyojCkHlJCgAdxnBBFb+N8NtGduDgVpjXwfFr1S1CSgXRhvDkO4ISBIZWk/GyXATynqkpIIJq/LuhwVbsk9qu28e2Z2kbottGr7Ewl2QtKShqewFchXjGy0kgKAyPeBHilNZ7RfZfsHGqAq+WRQs2sYLeIk9KdnMbhmQkfG2fMbpzkHqDhTsu9hfjNwc4yNcSdSaw09CjNKdQqNCLsgzWnOYLQchAbPwqHxdfMGt8lxU5DjJ5XUjAV1yPI+YrMlvaHBxxsug+P3DjtG2a+WvhjqSVd9Ny48udCiRXFtOtJJS6lDgHIUOtBQCs/iPiCBv/wAduxfoTtC29q8mfI0vf5LTfPPZipdLjex7t9nmSFkdAeYFJHUjIOyLDiXCpJTyOp2Wk9R8vMeR/wCa8KFMEuMpyk7qbH+49fSq3dMGH+zf2b9O9mvTMvSdm1Jd7w1cJRlKdnKSGw4Rj3G0jDZ5QkHc83KD6DK7Nlt0SRIm26BFiypJCn3mmUpU+RnHeEAFfU9emTU7ll9nJKVNqG+emPWqDc9aad06sMXK7sqKshtKFc7uQCeUgegO58t6y5LuSvBXWXg5lCk8jiR7yCf1HmPWvmttbKi7HTzJO6mx4+o9f96xTq3jhEgwX5dpt2FRkKcQ7IXg7DyHn5ZrHequNst5CxcL+oN+LTKuRHyOOv1zWHkRpRZsRdNWaZt7J9vurAB6tg8yvlgb5qxLrxsgxHXodniF7u0pUHpR5QASRjAOT0O5xWod07QVotcN4mUgFL7/ALxV4d4ojc+lYe1J2mJcudINpS/KLiEIHdAlOQVfiO3j4ZrKc58IulLk3N1jxwnmRFTMvvdIW6tJQwQgY7tZxt6gVh/XnHazQ7VPS3KQVLYcTzKVnJKT41qHqPirqW9OBcq6IjFCipLbR75wbEdfhB36Eg1Zsu7OTHS7I72Sv+KU6VY+SRgD5V0XTye8mTUlwbJaq7Ty5a3I9pL0lW+EspKv16ViC8cWdVXAONOXJqI2p11zCVF1Z51qVjbYfF/81YT8uTIT3brxLY/s0+63nz5U4GfXGa+OSBjwrtHBCIcmVOfeXJrhceU/KWdi5KcJBG+MNp2GMn8R69Kk3JslxJQp5SUKGClHuJI8iB1qXyK8KsV24MnuydgMegrwqJ8ahKq8KvWgI+evCoGvkXAKhLtKB9uaoSodTV+cN+AXGfi7LRF4ecOrzdkrIBkJjluMjPip5eG0j5qrcXhZ9kpq+4hmfxf1/CtLasKXAtCTIeHop1QCAf8ACFD1pwSzn2pYHTNZI4a9nDjhxdW3/QPhzeJ8d0gCWpgtRseferwnHyNdfeFPYX7NfCVTM21cP4t5ubOCLhe/644FD8SUr+7QfVKQfWs+NMMsNpaYaQ2hIwlKRgAegFTV4JZy/wCFP2SWsLmpqfxi4gQ7NHOFKt9nR7TII8i6vCEH5Bdbg8Muwj2Z+F/dP27h+xeJzWD7ZeVe1uEjx5VDkH0SK2CpUtks+MSJFgR24cGM1HYaTyttNICEIHkANgK+1KVAKUpQClKUApSlAKUpQClKUBxo7QXE7W104xazb1RIEmXEvUyGwVZ5WWGnlIQ2geCQlIx+fjWJZd/ucwnv5ayD4A4FZ/7cnDS7aI48X6dLjcsHUjpu1vfA91YXjvE58wvmz8x51reoEHfYjYjyrojUXsTaH+8HvHJqL5VIpXynI8Km0rCxkVSlQs9hveoZXsNjtcme+BkoYbKuUZxlR6JGSBk4GTV/QOz/AKx7tuZqKTCssFSVFbz7oV3ZAyEqx7qeY4SCSBk7kVZukLnqi2XppekDJ/aT6VMobjtd6twKG6eTB5hjwxV4I0DxV1/OkHVN2MZMOMmc6/epTgaaQp1DSTyoSsgqW6nGE9OZRwASBGIOnuC1jc9rvusp1/jPsOBLEKIph9kqQEpUcq5e8SsrUAVFGG055gvA9uvFPStqajR+GnD2DZlsSESFzZZMl97lSod2Q4VDkypJIyd0IICTzc0wxo3hRpIWj+neoZNyekvSI92j2iQytVvwnLLzXKVJkNqBSc94jG6eXIqnweLjenVWSXpLSVqt1xs70gvS0spUme2sFKQtCgpaCEqUDyuYPMNsgGqTk+k7SXGPiAiLcNR2yTEt7Km22JVyZTAiNe0O8qVJylI5VuHBWBy5O5FUPXvDe48PxGRcbvbJMpx9+JLhsvYkwn2lAKQ60rCwCCCleOVQOxr53PidrS4Wf+jbV4dg2Y97mBDUptlQcUFuBW5KgpQCiFEjOTjJNWqSSSonJO59aBJgnyrzc7Y2oPHNe9BUNHnL60IwK9FD0oDzw6V5XucCvDnxoQU+tBuM14TQoA9aEeQr0Dyr3GOtAQdaqMRxubG/ZUx1CMEqivLIAbUeqST+BXr0IB2yrMlyjyrxScjY70BTpGlZNzvBhlhtmU0pYcTJdQxyFGeYKLhSARg7E52x1qdkw3LQtUWSApTSQrLeSFJ807bjY/lU+5JZkssSJDi0TIamwlSdi62npvg4UnAAyMEfLBqE2+2Fy3IhW3SMZh8Nd25OkPrfkOHxOThA65GEjFUzwU+XJtkO7lennnZEYcww+OYFOwKVEBIUFb/CNh4+NUa6aZtgvEe/2p9xpZ99IQ4ErQoHovAySOgO3MPyE8OVPQV5nwqNJ7M1FuLUoumiBznfUpx9SVLUcnlTyj6CiW0IHupAPnjepC4aislsBMu4MpUPwpPMr8hVrzuKEbJbtUFTh/jePKP9I/mKiSiqRZSlOTnJ23yy+QSRympWZcoEAZmTGmidwlSvePyHU1iq6a41HKJCppYR/CyOX9etS1tuLU1RbWvLh3OTkmlkL7ufES1QgREivSlDofgT+Z3/AEq1JvEe+3BRajuNwkHYJZHvf6jv+WKl50RrkJWpKR5k1bDkdbkxLbBJydiB1qXYJq5S5zrhelyHHVHxWon/AHpDdbmsqSVBKk+Z61efDXhVqTjJrGHoGx3CzW6fMBDTl0kmO2pQ/ADgkrPgkAk4O1XNxB7M+tOFGontIasShExI7yK8hCvZ5rXitpZ646EEAg9R0rOpJ0DDQU+3MSGHPhV1HSso8KuHuuuNWqWNEaGi283R5tTiRLlpZSUp+Ijm3UQN8DJwCfCttOz5w34CcX+Gg4R6i0taNN64ZQFQrzFb+9muJB5XErWc8435ms8qhuBke7ifUHDXU/BniD+yr1bl2rUVrdEmHOi5QmUhKvckx1jB8sge8DkHcb5c09hRlPSP2V99u0F6ZxB4lNRpwQoIh22J3gQ5g8pU4sgcud8BJyPEVgHWHZ/vvCzWB0hqiO9AvMJQfjOpPMzOZB915lRG+4GQdwdiPPpB2Z+0zbeKUZjSWsJbMLV0dHKw8ocrdyQBvjwDn8SPHqn8QGRONvAjR/HPSqrJqCOuLcIhLsCexgSIL+NloV4pPik7KGx9OeuUXTKataMv3D/tU6EjcIuKQatesoLfLZ7wy0hsuOge6tAGAlzb329krGcYJwNdNWaC1rwe1srSermBDvEY9/CmsEpZntpPuvMq2III3HUHr4GqnrLQ2sOGWsXdHavYVBv0JXfQpjRKGbi0k+6+yrwOwyM5Sdj4Gs9aP4haL7SWlm+DfHhQj6gYV/4FqDAQ8JAGBlf4Xfn7rg2O+M3jeJTI3Zj7VcTWqIXD3iTMRFv6CGLfdFEJTMV0S25nYO+HkrYYB65t4u8G9I8Z9LP6W1ZBCX05diS2gA9EeAwHmVHcEbZHQjY5BrmbxC4eav4Vase0VreJ3U5GVQJ6ARHujI6LQfBWMBSTuk9dsVtl2H+1W/xWuM/g7rGTIdvVkimTbZ0jHeSGm1htxtSicqWnmQQTuU8+fh3zKN/EiM1g4mcLdXcJtVf0U1i2lEolS7ZdWgUsXFpJ+IH8Lg2yk7g+YwayXo/iVpLjnaofAXjdKSzqDm5NNah5k+1sPEYQhefi3GM9Fj3Vb4VW8PFPhLpXjFpeRpHV9tDoX94y82eV1h0fC8yvqlQ/mDkHfnNrvsO9pmDxdhNaL08q6/sotSIN+D7TEdaW3CppbilqAS6nYKRufdyMgirF6lTBZnFbRmuOC95m2jU8FLV0hNrlQ5TJUI89pBz3zSuoI6lPxA7HwNbHcD0WrtxcCX7XrN9uLr3RskxGLqwnmfbbWnmjuqCjlaFYW2tJPvd0TkEgjbLVHBPTHG7hxAsHF/T0U3JyK25KEJ9RVAmFsBzuHiArAJUNxhQ6g18uDvZm4Rdn16VO4eaccjvzWgzJmPyFvP8AIOX3ck45cpBIx13qN2txZzitXZo7UWi+0JZrnp/hvcH7jY5jEpE9r7u3yA2rJUiQvCPeT1R8Q3ynY11ojRpL8RiTJZEeUW0qW3zcwScboJHUA7ZqeLbbyMbKQrcEH8iKhQtTagy+c5+Bf8XofX/ejd8kLZ1Fw34e65lQ5urtFWa7yrWsrjLnQ0PLjqPXlKgdj+VVqFa4dijpjWi3sR4aSo+zR2whKCSSSlIwBkkkj61NykISPaC6llaBs4o4GPI+lW7P4kaVtyVh+eHJDSuRbLH3hCsA4z0xgg7noay5JbMvJcg7qQ1kYWhYyCPKoApUc8jyiUE+64fD0V/OsOX7jkuJNSzaYjMVqQlZKn1855hj3gnoM71ivX/G1arbLVcb869ytqUEBfKjIHkNq5vKuxVFmzV91ppa2ZD13bMlv4Qx94pJ8jjbHmCasW58d0LjFy1W9prdSC7IVndKik4SPUHqa1H1b2jbNagtKJbSSM494CsJXvtIXWTGUza2X3vvHTzn3GxzOKV8R+fgKieTJ8qLSXJubqTjjIcuE1q439ZbS20vu0KDackrB2GP4RWHdadoOz26RFdTLbQht1aioqAH7tYG5+dai3niPqG6SHZEu8lsupCSiIOdWBnHvE48T0OfSrXkXJbzheU2FuH+0eWXV/mcD9K6Lpm95MakuDYLV/aRm3uPJh2huRIC0FKlJBCUg7ZJPQetYuvnFTVF4Ue/vCWEH8Mc96r/AFH3fyqxnpD0gAPuqWEnKUn4QfMJGw+gr5c3rXeOGEexlyZPyLmp1RVyF1ZJJdkrLis+YT8I+vNUu5JfeHK68pQ6cpOE/kNqlyR514FV04IfTOK85vSoMmnN61QRlQNQk4qArSKhLgq0D6E+NQlYFXNofhZxI4mTEwdB6KvF8eUrl/qcVa0g+qsco+prbPhP9lPxl1YWrhxN1Ba9HQVYUqOg+2ziPLlQQ2n6rJHlU2RDSNTh8Ku7h5wf4pcWJ3sHDvQt4vrgUErXFjKU03n+Nw+4j6kV1z4W/Zx9mvhyWZVy04/qye1g9/enO8bKvPuk4R9CDWzFps1osMBq1WO1xLfCYTytR4rKWmmx5JSkAD6VNRLOV3Cz7J/irqMszeKGrbdpaKrBXGip9slY8tiEJP1PyNbn8J+wB2auFCWZLOjTqO6NYJuF9c9pWVeaW8BpP0Tn1NbHUqNtiz4QoMK2xkQ7fDYix2hyoaZbCEJHkANhX3pSoQUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoDVv7Q/REbVPBGPeG4qDcLHdWXmXuX3ktuIWhaM/wqJbyPNKfKuVk9gpJd5TkbLFdn+1PbP2rwI1Uzy5LMdqSPTu3UL/2Sa5J66sIhyxco6MMSf3gxslfj9D/ADrzrqdHUe5l3Vr6+D7WP2a8/sx9biW8JNS+jSp/Z8/2MfEYOKjadKFb9DX0lMFpfKAeU7pP/FS+R517T5BXbDfbxpm8wtQ2Ge7CuEB5L8Z9vGULScg4OQR5gggjIIINRXW+3i9z5lyulwcekXB5T8kgBCXFqUVE8iQEj3iTgAAeAFUiO/n7s/SpihDw4AJoW3Eo7xSSlPmrbPyz1qSu0NmZGCH1OhLbiHfulcqjyqBx9cY386r+odKP22FaNRBC1Wu8Ru/iycEpPKcKQT050+I61tQbi5LsZc0pKL7lBnyJbIZ9jZacU48htXeOBCQFHGcnby61NXuZG0+lMe7xVRHVAH7xXvHYHKfAjBBB8jUjPLEqO61Hd50464waufWd8tfFjROn7lcGyjVWlm1Wu6jl2mQ85jSk/wB4Erbc9e6PQ7IqLi/JJSkpLwUJpwPNJebUClaQpJHiDX0AwNzUrbmgGFMsErTGSkqAOShOQAT5DOB9RUyegrJuz058DTqRXhO3WgIO+ahT3A8q8PWoqUBCcY2ryoiQB1qAqoCPGOppkAbmvkp3avg/MZjI55LyG0+a1AD9aAnM+tQqX5VbszWloig90pyQoeDadvzOKtO8cR7uolMCOzGR4E++r8zt+lLBktTiUgqWQAOpJxVEuGtNPW8lCrgl9wfgY9/9Rt+tYpkXq4XrImT3nT/CVHH5dKpMlbkZXMM7VLBke58UHkgpt0BKB4LeVn9B/OqQNS3K9EiXcHFf3EnlT+Q2q2w4y/EDjiuRfkeua+NrjzVyi9GQ6op3ASkkEetSwi4ZcErSSKtmYl2PICGzhZOBWwnZy7NOp+0rOuMC16+sViVbEhbsaQla5TiCNlttgAKTnYnmGPLpncKL9l9wnY0bNiDUN8m6lcZw1cpK0oRHfG4IYRsUEgApUpRKScKBwRzc1F0wc1bZarvqiTHstisc+53OQeVqNCjqfdcV5JQgFR+gqs3bg1xI0VdkWrVulptluUiOJbDEod2440dspGeudiOoOxArNEnhhqDhFxADK2Jdg1Xp1xLwEZxSQsAnkkMK/G2rB9DuCMgity9P3LQPbO4dnResRHtuurW0Xo0plKUuB0D/AMyx5g7c7fTGfDGDnW/YGr3Y27PPBHjDcZVm4szb6jUSVKcgQTKDEWW0BuEqA5ytO5KQpORuM4Nb7XfsncErtoOXw8g6AtNkZcQCl23xktvocT8D6XDla1A+KiT1B678/r7pLWnC3WbumtSRnLZqS1LEhh5hRSiW2D7kmOvx3HzByDuN96ezF2l4HFSBH0VrSWiJq6KnEeQcJRcEgfEnyc/iR+LqPEDlO3umWjR3iLwb1Hwg10dM6ljNpnpHf2u6NI5G7iyk7LQr8DqdgpOcg48MGtgdC670j2ldII4L8ZHfZdRtACyXzZLqn0jCDk9HR0IOzgyDua2z4ucH9JcaNJSNLashcrzf3saSycPxHgPdeZX4H06EbKBG1c3df8O9V8NNWOaN1g0WLwxl2BcGwUMXNhJGHWz4LG3MnOUkjOxBonqW4RJa20BrLhHrNzTOoUmNdoh9ohzI/Mhuc0D7r7KuoUCMFPVJ28idhNJa10d2rNIMcKeKshFu1pETzWO+tpSlx15I2Izt3hAwpHwuDOMHGKZwy4i6P7UNrV2fuK00f0xt7Tj9hu4/80HG0ZUMnq4lIJI6LQlQVuN9b+Ndg15wYuL9qvEYQb3BebcZlISSzMZ5vdkMn5gZHVJ2PgTefhZeSu6u0hrHhZrN7TeoW1wb7AUH2H2CUIltg+5IYV16jfG4UCDuN91Oyj2qo3FqSnhrq64RxrK3RlOMvggGe0gDm50eDgBBOOuCoYwatbhHAsXbb7N1t/pTMbOsLFzRHbk0lPtMSUnIQ8R/C4gJKknZeD4jbCHDDse9qnRnaNh6xsenrdb1WK4IkG4SpoRBmN8gQ8EFOVqS4hSwQE8wCztkU5VMnob2cbuCOleOWkXtPX5gxpsdXfQpzIHfwZAHuuIPiD0I6KGQa5WdorQvEnhbqKHpfUsaRGukN1RjzYYUGbiwcd282fMEEKSd0nbyJ7UGEShDiCkPoGx6j1B8xXycttouchiXNtUV2XAUSyt5lK3I6iNyhRGU5wNx1qR+FizXPRuhrL2tOzXp1fEix3K3z5EFtJkvxlx5UeY0An2lgrA5kkjmChlKgSD4gY/4FfZ5yuEvFKNxNv8AxVlOyYUpT0UWqMGQ6VcwUl8r5sJWk4IAweYjI2rdRbao6i6ykqQo5cQP/wAh6/719vun2vwrbWPoRS+xCFyO24jl3SRulSeqT5ioWXffLDwCXQMjbZY8x/yPDbzFSzstq0D+vyUIiKIDbzigOQ/wqJ/Q/SrcvvErScNJabfcluoOUmOPhV5hR2/3rLkkKLtdaVzd8wQHAMEHooeR/nT2pgMqeddS0lHx85A5D65rB9z483GVGC4pjQEjmQo/GvmSSk7nYbg+FYh1JxrY/bU4XO8uSEoixlALd25it/mOPkE1zeVfymlF9zZ28cTdJ6ckNstTvaxIdKA0wOYIXylWyumDjp51Z2oeN0hba2obEaGg7c7p51/MDoD+daZ6/wC0haYiGkMzUJcakNOBIVvgK3269CaxJqftHX26BRtrLvIokJdeV3SPoTuflUSyZODVJcm5F544Cbbo0683x2Q48wh0hTmEgqSCcJGw61hnUfaPtVofuX9dbbDj6VpyrBP3SE7eJ+HwrUufrq/zmkMzL06pDaEthuKOUYAwMqPoPDPyqguTlKdU420hBP41HvHD81H/AIArpHpu8mTUuxnLVHaKvF4fS9amXlIaKsuuHumwCMbqV0+uKxnfuImoL5zom3lfIvZTcYHBHlzq6/NNWk6648oKdcUsjpzHOPl5VAVeBrvHFCPCI5Nk45PWVF1ttPeE5Lrx71ZP+b3fzB+dS7rzjyud5xbh81KJxXyJ8qZNdTJETnwqEq9KgUrFec/pSgRk52rwkDrXzKzUJWaUD6KXjoah5zjrV6cPeCXFnitITH4f6AvN5Cjyl5iKruUn1cOED862x4XfZPcW9RqZm8TdXWvSkNWFLjxk+2y8eWAUtpPrzHHlVtIho0XKunQnCriZxQuKbXw+0Ner/IUQD7FDW4hHqteOVA9VECuv3DD7OnszcNwzJk6WkapuDWCZV8e74FXmGkhLY/0mtkLPY7Lp6C3bLDaYduhtDCGIjCWm0/JKQBWXIlnKbhh9lLxl1L3MziTqG1aTjLwVR21e2SgPIhB5Af8AMa2+4U/ZudmvhupmdebBI1lc2sEP3tznYCvMR04bI9FhVbU0qWxZI2exWTT8Nu3WK0QrdFaAShmIwlpCQPAJSABU9SlQgpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQFn8X4KLlwu1VCXgB20yRknA+AmuU1wgR7pCdgyU5Q6nGfEHwI9Qa33+0Gkamh9ma9zNNXF6IpqdC9sLKsKcjKeCVIyN8FSkZ8wCOhrnBorWab1GDExYElGygfH1r4vtfHNaM8e35eD+h/wADdRgms3Q5nvPdJ91VP8uxZF2trsOS9b5KcLaVgHH5EfOqE62UKIIwU7EVljXdlE2ILtFTl6OnDgH4kef0/wBjWN5TQdTzhOVDqPMV9TouqXV4VPv3+p+X9u+yZ+x+slgfyveL8r+3DKXzFJBGxHjU+w8HUZ8fGpFaSk4oy8W183h0Ir1nxyfdGUGr54Wa4KrLduDGqJCVaf1Ahblvce6QLiBzNqST0StQCT6kHxVmx8haQoHORUo8xznJFajJxdoxOCmqZRNK99Pv82zvTWGCwxIVzvOBKFLZBUUBXTmUEqCR+JXKBuRVUYRLt0wzILndvci2zlAUClQwQQdiPT5VWLXe5tng/s+1sQooUFBx9uI2X3AonYukFQG+MJIGOualFkuKK3CSpRySfE1BTPpoi0WTSzEy4v6hmuzLnEXDdiMREqSGitKsLW4QEklCSCgKPqKiWGytXdJUlGfdCjkgeGTXxRhJ6VEV+QoaSojIxUJKR0O9fMrJ8a+C5rCMjnCiPBO9QE0XE+FQlZI61a2otXu2bkSxbi53gJStasJz4jA3/wD7VlTdc3qW4UvzC0g/gZHIP5n6mllMpyrpb4KSqZMaaA/iVv8Al1q2rnxItUQlEKO9JUPxEcif13/SrRaIlt94FlRV4k5qRuMJQQpY8qlkKzM19e56T7M4iMk+DackfU1bMq6ylP8AfS3nHV+KnFEn8zUlAdeRKUU+8hPUZ61k7Q3Z04xcZLc7edCaHlSbY0paFTnFoaZUtI3QkqI5j4bZxkZxWW65KWvbpLE9jvEqG3X0qUuaInIod6nn8huaqTPD++QFhubBeBjyVRZsZBLbzDqFYW0sKHuLBBG4OCOldSOy9wD7L140Zbdc8O9CxZFxYAbmi7umZKYfwCptznylJ8UqQlII3AwSKxKencHJWJYryiQp/wDZ8pHKjvAC0R7n8XyrPnZ47JTnaNtd4nx+I1ttlxtZUBaVRlrfVlIKHidh3ZUcHl5iMHIGU56S9oXsx2Di5phu46ajsWzU9nSTbZCWwhCwPiivpA3bV+aVAKBxlKtD9OytT8KNWuXzTrb1iv1gllifDWj3ozoxzNuJ/G2oEHyIUPAg1NepbBb7GLZHCC/cOtXIi3m3R03Owy0mZAuMZEhlSknKVFChyusrA64wQfy3pOjOHHa84WxndLxYGl9c6YZ5Go7LSUtRzj4QhIHNGcI6AZQfUAqqmoNP6N7Y2gBrDSSI1p4hafbAdZ5uoIOWHB1WwsglKjuhQ6/ElWrmndQaw4TawN9sS5VnvNklGPNiPJIUw4CApl1J+JtW3oQoEHBBrNuX1L6FNsH9KuEmtFXCBGdsGptPSiiUwAAplfifJbSx9CD5dOkXZ/452Ljfp32pjuYWpICEpuNuKtlf+ojO5QT0PVJ2PmcH6u05pHtfaFTxA0A3EtXEbT7SUyYqlcpdQc5ju/xsrOeRZ+BQ6/EDq3YtVak4YaiVquyOyrBdtPPrRNjujkciOI/eNOIPVB6FO4IO2QRUpT2fJfRnRDtB9n6zca9ONPRXUW7Udq53LVceTJYWfiacA3U2rA5k+gI3Arn09C1hw/1Y4vuH7DqvTsoKksNq95txJyHWlDZaFDcEbEH5iujPZ6466d7QegU6008ppM6I77FdYaCfu3wlKtubflIUClR9R4Gre7R/Z1t/F+zo1DpstwNW2tJMCaBgPJ/FGfH4m1f6kKAI25kqym06JwYogXHRHbV0ANO39bdk4h2BBkRJbKQVBeAO+bH4m1bBxonyx4Eak6xi6p4W3m5Q9QRHrZqbTihIcSyspDwSctyWF7EpVgEKH1wQRUtw+c4tcM+1VGvVh0LqKZcLBcGf2vZosVxbjcdaEtvoWAClKSlSylasIwUKzjBrpZx27L+le0PpBli7d7Y762zzwbiGUqfiFYHO04nPvoPRSM4yAQcgGt/K9hwW52NO0K92iuGTlwvOGdR2CT7FLWCMupKQUOkAAe8MhQAxlORjbF/cZOCWnOOek3dN35lUabHX38OY0B30KQAQl1s+IIJBHRQJBqyuy12NtL9mW4T7jE1ne73dbmyWHi7yMQlthQUkpYGT3g6ZUtXU4AzWxUiOV4dZIS838JPQ+h9DWGt7RGcyNA9hHtQ6a48M8QIv9HoDWnrk1JauT877q5IQAFFplsKcHOjIKXAgbqHMRud+OI/AjhdxmscW08Q9NMXaPHdS+0sLW04hY+IJWghQB6EZ3+YFZAjPpfSr3ShxB5VoPVJ/++NQrQthwvsJKgr942nx9R6/71W+4ss7h5wq4d8GYDto4faPttitsxYW8qKyA4pYzy964crcAyQCpRKc46Ha9HWG3EcqvmCOoPmPWvhOutqhRfaJ86O0ysbFxQAUPLB6/KrGm8XdOWeSu2wVPThyd4z+EJGcFPMeoHh+VZclHktNl/NOqSvuX/jG6T4LHp6+YqXub0SKkTHZrMVxsbLcWEpUP4VeY/2rBGtuOt0TCWuPJj29CFoP3Q5nAOYZ949DjPTFYu1PxrtzKlOzLiqQ5ucuOFRrm8q4RVE2dn8XtLRWOaIXZju6SloYSlQOCCo+o8Aax5feOs9qa7GiORre2413gx76sg4PXYHceFaZXztOW61x34qZqe99rlL7tByoBT61DYbjYjrWI9Ucf9R3OWmVFbLKC0tCFyF8gUFFJyEjdXw+HnRRyZC0kbkcQ+NEUR0vTbs7JdEuKolx0q91MhsqA9MA1irV/adtdvC225zaTvhKTlR+QG9aj3jWV6vRV+07tJfSr+yaPdI/Pc/nmqKqY7nLQQz58gyo/NRyc/IgeldI9N3kxqXYzLe+0JqKY06zb2FtNreeX3shYbThbilDbOeih5Vji8a2vV1kOPSrvIcU4kJUI+WkEDOBzH3vE+GPWraUsqVzqJJ8ycmvCQa7xxRjwjLk2TJlrSSplttsk5KuXmUfqrP59a+DjinFl11anFq6qWoqUfmTvUFCQPGuhCPmrzmFQc4rwr3pQPoT4ioSrJqDmNQlXrVoH0JqEqzWUeF/Zd4+cYu7f0Lw0u8qC6drhIZMeJjzDrmEq/y5Nbb8MPsj9SzyzM4t8RY1raOC5CszXfveo71eEp+fKqpaRLOepVvisgcOuz5xr4ryEMcP+Gt7uyVkDv0xy3HT6qec5UJHzNdi+F3Yb7NPChDLtl4eRbpcGsH9oXpRmPqV/FhXuJP+FKazrFiRYLCIsKM0wy2MJbaQEJSPQDYVHLwSzl3wv+yT19dUsz+LWvLbYm1YUuDa0mW+B5KcOG0n5cw9a244X/Z89mThmpmWrQ7epbg1giTfVe1Dm8w0R3f5pNbJUqWxZLwoEG2xm4VvhsRY7KQltplsIQhI6AJGwFTFKVCClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAUPWujrFr/Stz0dqWIJNtu0dUd9s+R6EeRBwQfAgVxf488HdV9nLinM0zcErVHSsv26WBhEyKT7qx642UPBQPoT28rB/az7Olu7QvDh62RkMs6ktYVJs8lYx95jdlR/gXjHocHwo4xmnGatM64M0+nyLLidSW6ZzI0zqKPeoKFZSeZPKpJ/UGrM1RZjZLmpDQPsz3vsnyHin6VR2l3nQWo5Npu8R6JIiPqjy47qSlTa0nBBHmDmsiym42rrIWm1p74DvGFg/ix0+R6V+fhq9kdVv/APOX7/L9D+oZp4v4y9lOUF/qMe9f09JfkzGEuPkFSOh3Hoap+CCcjeq0UKStbDySlSSUqBG4IqnTozjYLqRkD4v51+lP5a006YiuhJ7snY9KmFKBFUoKx419jPKEBIaKleeQBQnoTleKUlAypQA8yapy5kpfRSUA/wAIyf1r4FPMcrJUfNRyf1oOCoLuEdGySVn+6Kl3Jz68hKUoHhvk18PpXm/yoT1PVrcd2WtSh5E7VDy46VGE+tVeHo7Vlxt7t2g6aub8JgDnkNxVlvcgABWME5I2G/j0BNC2i2bvbUXSAuKoDm+JBPgrwrFFzhuKkqhx2lrfCigoSklWR1GKzldLTcLJNVbrrFVHktgFbSiCpORkZwdtiDitpew3dtA3KZdOH1703ZkXuUFS4c8xGxIloAHeMqcxzKKQOYAk7c3gKxN6VYW/Bzys7NxZDEYOiM3IUE98+hXIgEgFR5QSUjqcAnyB6Vv/AMKPs1NNXe2WvVWvuKC9RW+4MpfSiwju4pCsFJDy8qcQd9wlBBxt1xTu1B2Y4/DK6q1hp+3pXpO4yMvNBvP7JkrOxH/oLJ/yk46EYuXsp9ohzhTckcPtaOE6XmugNuk5FvcV+MebSvEeHXzFcZSclcTSVkHaL7BOlNH6ea1jwr026/GtjBbulsSpbzz0cZJkNE5UXE5yQOqRsMjBxh2ceI83s96iTLtz71w0veFJVOic+UPo6B1A6JdSPz6HbGOqLKGHGm0JdS9FfSCw6k8wwRkDPiCOhrRztU9nIcPp07iFpaBz6Tub/e3iG0ne1yFn/wA00B/YqUffA+EnPwlXLlStUyLZ7lW7SPAe18S7C3x84KNR7pKkR0uXKExgftWKkYJSPCS2BsDgkJ5fiCQdf+DnFm/8G9TR9YaWdVJt0rDcyItRQmS2Du05/CtJzgkZB+oq9+AHHW68CdRKsl/K52krotKpDaDzd1nYPtZ8QPiT44+Rq8u09wGt9takcdeF7aZ+m7u0mbfYEVPMgJUAfb2ANxtu4keXN1BFa42Zfl+huVoHXemeJmmY2tdGS/aYkpI75hYAdbUAOZtaQTyuJ+ZB8CQQqsN9qXs5niHAPETQERn+l1vj8vdHCEXaOnrGcJ258Z5FHofdOEnbTHgn2l53Z94rWyAy+uXpq/KYRcUhYLS2HF4DqR4LR1BHhkdDXVbLRb9uiEOxHwHF8m4wR+8T9Nzjr169cNaXsGjk1YNcXnhJfEcQ9MSnrYu2uKZmx5CFJUyebDkd5vqUkjBHmB4gGtlta6U072sOGMPjxwiaYTqVhpUWdCV7qZimtnIiyQPeAOWlqGCFICuUKJTc3a77GN44nRJ+suErEYaguDAYuNtW8hlm5J25HQpRCUPI294kBSRg7gGpzsNdmni72eoV3s/Em62ZdrvnJJZgw3VPKYlJGDlZASMo6gZyUjfatN2rF2aG6M4z6h4IceLPeIzj8O1MSGWrnFW2Qv2dSuSQ2tJ3ykhWx8UCt7O0v2XU8b9MnibwlciO32ZbgQhDiQxe4a0bI5+gcCFZbWdjsk4B5k5xv/Zc4Cao1k7r+/cMbNOvzyG0KlSG1OIJQcpWWSe6K+mVlHMQACcVki3tsRWEW1qM1GTGQlCGmkhLYQBhPKBsB4Y8KN72RuzSn7P3sx8c+B1xvN5129aLbZr2wht+0CQp2al9oq7twhKe7SMLX+MkhXQVuu5HEZRkMo5kq/eo8/7w9f8Aevq80vmD8cDvUjBB2C0+R/4NRtOoebDqMgdCDsUnxB9ay9+Q2QobYWkrbCSl0AkgfFtjfz2r4tqMFaWHN2FHDa/4D/CfTyP0PhmmXfU1g0wvvp90YZadcSlTXPzKStRCQQkZO5Iz6nPXObUvnGO0NIWzbreqQCCCp88iT9OtZc0uS0ZGeZQ8jkXnY5BHUHzFU2TqG12oKau9xjsOtjPvLGVp8wOvzH/xWvdy443WbBWmVexHbbefZCI55SUodWhOVdT7qR1O9Yl1RxttNvuaHFSwvEd5JKlcxKips/7JNYeXwjWk2m1ZxisFoYcuNpYflPRkkqWfu21oHVJzufTYY86snUfG66qC0m5swUb5SwMK/M71pVr/ALUEByLIt0OYXnHElPIz75+uNh9TWJ9T8ftVXda1M8sRC84L6iV4PiEJ3I9elFHJMbLk3Eu3G+3MGY5KuCn1okupC3HOY4z61hvWXactzFybXHnBakNOI5WveJJKcDA+tasXDUFzualrn3GVIC1FZQV923k9Tyjr9akDJdI5WyGk+TQ5f1+I/LOK6x6ZfzMOXgyzq/j5qa/NuxY6PZmnQU88heFf6B/P6Vj266uvV1J9tusqRzdUpV3Tf5DdXyIFUHI8Bivc7YzXeOOEeEZcmz7e0OIGGglr/wBtOD+fWviVZKlkkqV1JOSfmfGvCqoSratkIic14SMZzUClHzqEn61aBGVnwqHJqHm9KiQlbqg202palbAJGSabAFRNeE+dZo4UdjjtGcYy3I0pw4uEe3OY/wDErqPYo2PNKncFwf4Aqtv+GP2RsYd1M4u8SVudCuDZGuUeqe+cB/MJpaRLObCQpaghtJUpRwABkk1l7hp2SO0NxaU0rSPDS6GK6RibOR7JHA8+dzAI+Wa7EcK+yR2e+DjbatGcNbWJqMZuM9v2yWT5h13JT8kco9Ky8hCG0hCEJSkbAAYArLkSzmxwr+yNkKQzcOMvElCFbFdtsLXNj0Mh0D9G/rW3fDHsYdnHhR3L+nuG1ulzmcFM66J9seBHiC5kJPqAKzdSpbFkKEIbSENpCUpGAkDAA9BUVKVCClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQGg32inZc/aUVfHfQ8H+sx08moIrSP3iBsmUAPEdF+Y5T4HOhWkdSOWaWmLIWQwpWxP4D/Ku882FEuUN+3z4zciNJbUy804nmQ4hQwpJHiCCRXH3tndmiRwD4gLk2RhxzSl8UqRbHSM9wc5XHUfNOdj4px45rnnwQ6rG8WQ+j7L9pZvZXUx6nA91+DXdP0ZjvV9uacUi/Qx7j2EvpH4VeCvr/v86t0JS6koWkHNT2k9QIfZVYrqrmadTyJUT1Hl8x4VKzIrltmrjLOeU+6rwUnwNeb2dlnjvpM3zR49Ufc/iPpsHUqPtfol/l5PmX+2fdP68/j6Fvy4yozxaUDjqk+Yr4KAxiq/co3tcbvW05W3k/TxFUE48a+m0fk63IB543ocDJJxXpPjVe0drBzRNzXeGLLb7g93fdt+2Rw93B5gS4gHGFgA4OR1qFKIqO+0pDbjS0KcAUkLHLkHod/A+dXNF0FIwF3m+Wy3DqWw97S/jxPds82PqRUnrPiFqfiNdxeNRvyHVoQUpVIUgq3OdggYHU9STVIgW6XcJaY8SLKlpWtCnYzBXh3B2CuXfxI+tUjWxVLVdbFp68SXnbZEv0MZajuTm3G0J94YdU0hXMdgfc5up67b/bVF91Dre4u3C43B9tp1tJQX0iK0jlHIO6b5jsOXGd9wcmqi3pm+2aIZcl60aVaQgqZ750JlLPglCUBchJPnhKD4mrbjLtLkaUq6TBHkFSFNvOOE82c8w5AkqWr6gDzoCC4uvy3A9LuqH3g6s91Hjd20AQN+YkrUc5GDtsDk52mtNagumlb9A1JZJKo8+2voksOpOClaTkfTwI8ialbRe7pZn1TbRJfaU8y5HcCHlsFxtYwQSn3uUjqnxBqX53HFqcW203zHZDQISkY8Mkn9aj35NLY628OdT6T7QPCeNe3IcaXEu0ZUS5QnAFpQ9y4dZWD88j0KT4g1o1x14EzODupxZz3y9O3N1X7Anukq7pWCownVnqoAHlJ3UkeJSrPvY348NcJNdKseop/c6a1EpDUpS1fdxnxs2+fIb8qj5EE/Dt0S19w607xS0jM0vfoiJduubQBKSMgghSHEK8FJUEqSodCAa8jThKivZ2jUXsf9ppu3ahi9n7iDc0uKlqDFlU8vLjLhGRHJ8Uq/BvkEgDqMbqTrfFucR6y3ZhuSzIbU3h1IUl5sjBSoHYnGcjxH1rmLq3sPdptrjxFOj7Q2oW16NIgaodlIYiqLKuZl5R3WlxISgKQEqVzIJAKSknqVZbbdV2GC1qZUT9qpYbMtUJSlMJkAe8WisBXLzZxkA461JLe0G01ZzA7aXZ/vPByzXGZp1mS7o6bIbdtzuSpVreKxzxVr/wCmQVFsnwAQckAqz99nJfdaai4RS+HmutJ3uK1Y3lOW+4T4y0MyYb+FBpJWAVFKis+IKVAD4TW6DYbkJVFlsoLjZSVJIylWDlKxn1APoR6ZqN9lfP7THA75Ixucc4/hP/HkfrWrtURbbM0m4g/Zh6G1dxE/pTA1tNs2mlLDr1ihQ0d6kqUS4mO+pRS0nJ5gktrAOQMAjG4miNLWvRmk7VpezSpkqFbIqIzD0x/vn1oSMArWccxx6Cqww+iQ2HW8gHYpUMFJ8QR4EV8HSm3qVJzyxlHmeHgg+Kx5Dz/PzqN9x2o9yIK+VX/llnY/9JXl/hP6fXaYdZbeQWnUApV1B/3qh3nWulbShbc65NOqIILLX3ilDywNvzrHszjcGHZNttcIJTHShaHZS8q5Fc2AQOpHKfGsOcY7Fpsyuw8ttz2SSole5bcP9okf8jx/P5Uq+ap03bBmVd2W5DfwBs86wfIgeHmDWuOvuM89TDK51/X3Yktc7bSuRITzYOw6/WsZan472S1NrKZTacZ35h/zXP3jeyKo9zai48cIRiJds1u5ytOQ5IXhI/yjc/mKxdqLjXcXbpIjz72Gmlx0OBtg8iSQpQV067FHjWmt+7UbTUZUS3OuyloU4lKWRnCQogbnA6etYl1Jxo1Ze5olCSiHytraA5i6vCik9BsPhHXaqoZMhdkbj8QeN1ngWmU6zJSVxymTkqySW1hwfqmsSav7UsQrXHt0pUhwnASz7+T8xtWrlxvVwuyue5SpEs5yO/XsPkkbCpIvuFJRzlKVDBSn3QR646/XNdY9Mv5mTV4MlX3jdq24l5qM4iG244pf3iu8WM7n3RsDnPXPWrGuV+uF1WXLhNkS1eHerKUD/Knr+YqmZCQAMAeVeFXrXeMIx4RG2z6d+5jCV8g8kDlH6VACB4AVAVgVCV1urIfQnNeV8yo+dCo+JpQIysdBUJVkdahJx4VHGjS5z6IsOM7IecOENtIK1KPoBuatAhJ9ah5qz3ws7DHaW4srZetPD2TZ7c9g/tG9q9jYCT+IBX3ix/gQqtwuGH2R+lbf3UzizxFlXZ0YK4doa7hn5d4vK1fPCflTUiWcw0IcecS00hS1rPKlKRkknwArOPDDsUdpHisWn7Fw4nQIL2CJt2HsbWD4jnwoj5A12E4W9mPgVwa7t7QHDazwZrYx+0HGe/mH/wD7OZWPkCB6VlDArLkSznRwo+yNtMZTVx40cRn5p2Uq22FvuUZ8lPuAqI9EoT863A4adlbgDwlQ2rRfDW0sSW8YmSWvaZBPn3jmTn5VlilZslngASMAYFe0pQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCrC43cINN8b+Hdz0JqRkYlNlcOSB95Ekp/duoPmD1HiCQdjV+0oDgtxK4f6j4V63umiNTRVRrhapBaV4BQ6pWk+KVJIUD5GvI9w/btvDbqh7fETn1db8fqOtdO+3l2ZGuLui1a/0rbQvVmnmSSlpPvzogyVNnHVSd1J+o8a5QhT8KSl1tRbdaVkH1rnmw+9qcNpR4/p9GfV9ndf/hlLBl3xTVSX6SXrF7r8OGXDGc5V8pOxqkXeF7JI5kj7t3JTjp6ip5EtmUA+yAnm+JH8KvEfKppbIuMNTCvjT7ySfPwr0wlrimjwZ8XuZuF3Xfyuz+5a5GKelRLBSShQwpJwRUPUY8qHNFw2e9aIs0VDtx04/cp/KSoy3nDG5ubYJaY5VqwNyVOAEnpgb0xWoLg7NlXCEo20SyUlqIgR08g6DlQcAYA2yfXJ3qRxnwr5yXhFYXIUhaktp5iEDJI9KopEa1znkIZkTnVMNcvI0kBKfd6E43UdtyTvUaGi4vlTjmAKt/IDJ/QE1Y1y4hSMqbgQQ1jbmdOVfkNh+tVbSlu1zOUNTPqcSy0CthCgBzjqo8vljPXqM05BU7jfLVajyyZrZURkJR7xP5V9LPdGrzFcmRm1pbQvkHN1PrWO7I1abp34vUx2IhCQWHfwE+IJI38KuPTU16Gl23wJLEpMb3yEj96gndQIPX0qCy8UKx44rfvsG9pA3RtjgrrWeVSmUH9hSXVbuIAyYxJ8QMlPpt5VoCkggHBGd6qlivNw0/dol7tMlceZBeS+y4g4KVpOQQaxkjqW3JuLSdPg7iOMNvNlDicg/THqD4GoY7q+cxpCvvUjIP8A1E/xfPpn5jzFYb4NdpPTfELhVbdXzVL/AGmj+pz4zQBKZKRudyMA9frXx1hxzmsw3H7dGjQgyoKS44rnWNwCfLoT4V4/eR5LKDi6ZmmY1zIEhDiWnGfeS4rp6hX90+P5jBANW7N4laUhMlRnpfdSVIU0x7/KpJwRzDbr61rrqjjEw7zLut9ckeISXMI/LpWF7z2ibLZTc2zMabbbmK7slY3Cm21n/uWqsPI2/hQUfJttfuN7sO4NC1wGYyJfO0Vvq5iVhJUk4G2eVKv/ALisean4vOPhRu9+deT+JAXyox8htWk2s+089PlRnbUl6SYjy3fd91G7Tje6j/7meh6Vi2/8YtY31aw7cRFQrPuMe+v/AFHb/atLFknyNkbkXHtA2e12OG87MaQoRWi4tawAFcgzkn1rC2p+1Gl64ylWcvy1PNoT90DjKSrG52/Eela2SJ0mSsOSHFuqHRTzhWR8h0Hy3r4LcU4ClayQfw+H5dK6x6aK+YmrwZC1Rxm1ZqMKZMxuK2VBXuHvVjByN/hG46VZcy6y56+9mPvynD+KQ4VD8h/P6VIc3hmvOc13jCMeERtvk+xccIwtZI8ug/IYFQ5HhgV8+cmvCoitEPpz+VQlXmahBxXhPjVoEXN514TmoCoivtAgXC6y24FqgyJkl08rbMdpTi1nyCUgk02QPkVV5zZrYvhf9n/2m+KPcyGNFDTtvdwTMvrvsqQnzCMFw/RNbj8LPsluGthSzN4ra2uWppYwpyJAR7FEB8s5U4seuU/KpqSJZyxixpU2Q3EhR3ZD7qghtppBWtaj0AA3JrYjhf2AO03xODMtOhHtOW94BQlX4mJ7p8Q0od4f9IzXX7hxwF4PcJWEtcPuHtmtDiU8vtLUZKpCvm6rKz+dX9WW7JZz94W/ZJaEta2J/FvXtxvjiCFLt9rQIsc+inDlxQ/w8h9a2/4d9nrgrwnYQxw/4bWS0qQAO/TH7x9WPFTrnMtR+aqyHSoQ86bV7SlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQHhAOxGa5dfaCdmI8PNUK4s6PtvLpzUEhXtrTKPchTFZUdh8KHNyPAKyNsiuo1UPWujrDr/S1z0dqaEmVbbrHVHfbUPA9CPIg4IPgQKqdA4FtOrjPJdTnA+IeYq4IsgIKXUHIO/zFXZ2heCOoOBHEa4aMvTS1Rwov2+Vy4RKiqJ5HEnz2wR4KBFWFbHT3JQfwHb5V1Wxpu0TGoYKUqRcGR7joHNjz86otXbC7qYyuA9ulwHl9D6VbEuM5DkuR3RhSDj5+taJwfMdKEBQwRkHqPOoai6VgWWjJ0tHZuXt5ZMjuXUuJYIyFIz6dSPXPSp3Us7VV7WYUU+w2xBwltSgVObdVJG30NXAqvmtAV4ZoOCzoGjmZDocuzrknl/CpRCf0q74UKLBaDUSK0wgD4W0BI/SoFuRoiO8kPIaQPFagP96kH9VQEDERt2Sf7icJ/M0KitVEXW2k87riUJ6kqOBVnTNS3Nw8odYhIPQJ99w/U7fkKkFl+WrncQ9IV15n14H5H+VAZt4Wcbo+gJ9wixrqoxpjQUtCSS2HEnZWemcEjaqjqztLXe9R5EO2ofcS6hSO8PupGRjOTvWB2Y7ySFuvJ26IQjYfnnP6V91YO6sqPrvXCWGEpamb1OqLru/E3Vt3yh67KaSRghjc/wCs7flVsuvOOuKecWpx1W5cdUXFH86+Kj61CVb1uMIx4Rm2yJays5cUVkdM9B8h0H0qDmONq8pkCtUBnPjTNeFXgKhyKqBETtmnN6VAVeoqKOxJmyW4kNh1991QQ200kqUtR6AAbk+lZsAmhPma2E4W9gjtM8Uu5kxdCvWC3u4ImXtXsieU+IQfvD/prcbhL9kpoGylq48YdcT9RyE4Ubfax7HFB8Qpw5cWPlyUslnLuHEm3B9MW3xH5TyzhLbLZWpR8gBua2H4T9gDtM8V0tTkaKVpm1O4Pt1+X7LkeaWT96r58mPWuvnDrgJwd4TR0McP+HtmtCkDHftRwp8+pdVlZP1q/qlks0H4X/ZLcOLP3M3itrW5aheTgriW8eyRyfIq3WR8iDW3/DjgZwi4RwUwOHfD2y2VKQAp5iKkyHP8bysuL/zKNX1SoQ8r2lKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoDBPa77OsTtAcN3otvZaTqezJXJs7y8DnXj3mFK8ErwBnoDg1x8etc+x3GbarnFdjSorpZeadTyrbWkkKSR4EGu/Nc+vtD+zKtl1zj1oqCO6WUt6hjNJ3SeiZQA8OiV/Q+dbg+zHBoc06pCgpKsFJyCKmr5DTcoCbown7xsYdA8v/iqeCMDFVjTupRpuX7a9CRLZKShbSj5jqPCuobLQr5SJ8OGnmlSW2h/eVVr6rv0+Xdn0wX1xGHVkhCAE8o8tqorcRYV3vfqce8FOHIrJVuXXJ1ZFBKIEV2Sf4iORH5nf9KpMvUdxeyhc1qMD+BlOVfmcn9KkUwVLIMqS45/cT7if03P1NTjLTLIw0ylHyFRlokw2/Jc74RlrX/1pS9/oNz/tUyITiv30pR/utjlH86mObFe5rNlIGo8djJaZSlR6qxufmepr6Ek9ahKttq85jjehCIkDpUJJO1QFWac3zoUi5h4CoVKz5VCTmiQpaghCSpROAEjJNS6B6VVCVVnPhV2Ju0lxfSzMsHDmbbbW9gpuN4HsTBSfxJ7zC1j1SkitweFn2RlgjFmdxh4iypxGFLt9kbDKD/dLzgKsfJI+dSxsjmawzIlvojxGHHnnDyobbQVKUfIAdazrwq7DnaV4urZesvD+Rarc9g/tK9K9jYSk/iAUO8X/AJEKrsLwz7NPAvg+whrQHDWzW55AAMtbPfyl+qnneZZ/PFZMAAGAOlSyavBz54WfZH6MtQZncXOIEu9vjBXCtLfs0cHxHeKytQ9cJ+Vbg8L+zvwW4NNJHDrh3Z7VICeVU1LAclrHq8vK/pnFZGpQlnmBXtKUIKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUAqTu9pt19tkqzXeG3KhTWVsPsuDKXEKGCCPkanKUBxs7V/Z6uPZ+4kv2yOh17Td2UqVZpSh/Zk5LKj/Ggnl9Rg+OBhB/dhePKu2naH4HWDj5w3naNuwSzNSDItc0JyqLKSDyq/wAJ+FQ8QT44rjFrPSd+0LqO6aQ1NCXEuVrfXHkNKHRST1HmD1B8Qa7RlaIzDOoE93cCf71QtHcGpjVSeWUpX1qQYcykb1GjUSog5qMHNfELqJK8+lDR9UmiifA18yrAzmvowzIlPJjxWHHnVnCUNpKlE+gFZB4T5mvCc+NZ34U9h3tLcXS1IsvDyVaLY7g/tK+H2JjlPikLHeLH+BBrcDhh9kdpqH3Uzi3xFl3JwYK4Vna7hr5d6vKj8wBUsbI5kNIcfdSww2pxxZ5UoQklSj5ADrWb+GPYp7SfFctPaf4czYEJ3BE67f1NkDz9/wB4j5A12H4WdmLgTwZbR/8A5/w2s8GWgYM91n2iYr5vucyx8gQPSsoAADAAArNk1eDnZwo+yMscRLNw4z8Rn7g9sV22xN9yyPRT7gK1D5IR862/4Y9lzgNwgQ0vQ/Da0xpbWMTn2vaJOfPvHMqB+WKyrShLPAAOle0pQgpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUArTT7QLswo4gabXxf0Zbs6isbBFyZaTvOhpGebA6rb3IPikkeArcuvFJStJQtIUlQwQehFVOgfm61egpcJq34z2UD0rrL2ovs1+G+p7hI1pofVcnSJmPlb9vRATKjBSlbltPeILYyemSPICvpwf+yZ4H2mLGu+vdV33VbqgFlhITBjn05UFSsf5625Ikdjlbb48y5yGoNuiPypLxCG2WGy44tR8EpG5PyrYzhf2AO07xN7qQ3oN3T0F3BEq+q9k90+Pdn7z/trsRw34GcIeEccR+HPDyyWJXKEqfjRU9+sf3nTlavqavrArFmrOffCr7I/RFqUzcOMGv599dThSrfaUCJHz5KdVlxQ/whBrb3hz2cuCHCZlDeguG1ltjjYAEn2cOyDjxLq8rJ9c1kilQh4BgYFe0pQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAf/9k=" width="252px" alt="how to buy fantom"/></p>
<p><p>Navigate to “Buy Crypto”  on BYDFi’s main page to buy crypto with your preferred fiat currency. Note that fiat deposits are provided by third-party service providers and not processed by BYDFi. The platform also makes it easy for users to deposit and withdraw funds, providing swift and convenient alternatives for converting fiat currency into crypto and vice versa. For this, we recommend using a regulated cryptocurrency exchange BYDFi. The cheapest way is to use bank account to buy Bitcoins first or to buy the Fantom right away.</p>
</p>
<p><h2>Learn how to buy Fantom (FTM) on 5+ crypto exchanges in our step-by-step guide.</h2>
</p>
<p><p>If you want to buy FTM, you will need to start by finding a suitable crypto exchange. Consider aspects such as safety and how easy the platform is to  use when making your choice. Check the next section for recommendations or select from our top recommendations below. The other type of wallet is a cold wallet that will store your tokens offline. Cold wallets are highly secure because your tokens will not be available online and will be less susceptible to loss.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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hY2h2xtfDKoLbZrWOvz+cmwTB+JV3Q3QUwGI2J7v7H5S1xWEp1ly1EDDz5ehmcNhadJctNQo8ufr1lotzE+3KtV+mac43xj2cPH/AGK++PoZ59dx6z0HH/Yr74+hnn13HrOV7uaNL2O+IiZHqE5sVuJ0zmxW4lqeVLnCCIidWYiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIHbR8Im80o+ETecZa44JFiPDJZFiPDEcoq4ck9DwD2Le+foJ56eh4B7FvfP0E1Wu55uq+msXayk2JsCbDc+QlPU41VpgPVwzJSJtmzXYeoly7BQSTYAEk9AJ5mvxKliqoFWoKeHQ3CkHNUPnYaD/np1u1Y4lm01EVZzTmPv/S2xvEylRaVGmatQjNa+UAdSZpR4q9RHyUT21NgHplgLeYM5WrpQx5q1DalWpDI1jbZdPy/Ob8IPa4nE11v2bWVSRbNbn+X5yvVMzjLp4VFNOenyic+/oteDfahaWEqYhqRLNUWlTpqb5m1I1tpLjC/aKsMRTw+Nwpw7VgeyYVFqKxHI22/3E8p9nsNhqvC6v3qqaKLWUrUF7q+wIA33ktOgcVxHCrTxdTGmic9SqVyU6aqQQAOptqb66THVMzOZepbpimnEe60iJLh8M9U2Rb9TyHqZ6eYiN3z0RMziEU7MHw2pW1Ayp+I/oOctcFwZEsanfb/KPhzlnMtzUeVL0bOhmd7n4Q4TDCkgQFj6m/y6SecuLx9OiO8bnko1JkmFrdpTV7WzC9t7TLMT3S9GmqiJ6I8k05OIYEV1sWKkbdPiOc2x2L7FA5FxmANt5vhsUlUXRr9RzHqJMRVHzQiqaKpm3P4eYxeCqUT3xpyYagznntGUEWIuDuDKjG8EB71I5T+E7fDpNVvURO1Tzb2hmN7e6ik+B9tT99frI6tJkbK6lT0MkwPtqfvr9Zoq3pliojFcRPq9dPN8e9v/AED9Z6Seb497f+gfrMOn73r676X3V0RE9B4hERArOP8AsV98fQzz67j1noOP+xX3x9DPPruPWZL3c9TS9jviImR6hObFbidM5sVuJanlS5wgiInVmIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiB20fCJvNKPhE3nGWuOCRYjwyWRYjwxHKKuHJPQ8A9i3vn6CeenoeAexb3z9BNVruebqvprMiR9gn4E/wiSRNWHmxMxw1amrCxUEdCAR8pkAAWAAHQbTMQjMrb7PUEIqqUUqct1yix35S6pYdKalaaKg6KoUflKn7O71P6f1l3PPvd8vd0m9mFHguCE2asbf3Qdfif2lzSpqgCqAAOQmxNtTKrG8aVbrS7zdf5R+8ZruyRFrT05/7WVautNczsFHnKTG8bZu7S7o/Edz6dJW167VGzOxY/T0kc0UWIjerdgva2qvajaP7ZJJNybk7k6z1PDP7PS90Tys9Vwv+z0vdEjU9sJ0HfP8IOPew/qE89TqFSGUkEcxPQ8e9h/UJ5yW0/Yrrtrv2XeC43stYf1D9RLhHDAFSCDsRqJ4yT4XFvSN0a3Ubg/CVr08TvStZ11VO1e8PU18OlRcrqCPp6Sp/wCjtTqoyHMgcEg7gX/OdWC4ulSwbuN57H0MsZn6q7ezfNFq/EVQTzfHvb/0D9Z6Seb497f+gfrL6fvc9d9L7q6Iib3iERECs4/7FffH0M8+u49Z6Dj/ALFffH0M8+u49Zkvdz1NL2O+IiZHqE5sVuJ0zmxW4lqeVLnCCIidWYiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIHbR8Im80o+ETecZa44JFiPDJZFiPDEcoq4ck9DwD2Le+foJ56eh4B7FvfP0E1Wu55uq+ms4iJreWREQLr7O71P6f1l3KT7O71P6f1l0ToZ517vl7uk+jDWpTDAqwBB3BlNjeCfzUT/AEk/Q/vJcFxtWsKoyn8Q8J/aWwNxcaiImu1KZi1qafX/AFeNdCpIYEEbg6TWeuxWDSqLOt+h2I9DKHG8IqU7le+vluPUTVbv01bTs829o67e8bwr56rhf9npe6J5Weq4X/Z6XuiU1PbDp/4/vn+EHHvYf1iecno+Pew/qE84BfQby2n7FNd9X7E3o0WqNlRSx8pZYLgrNZqvdH4f5j+0u6FBKa5UUKP+bxXfinaN02dFVXvVtH9q3BcEUa1e8fwjw/HrLYC2gmKlRVBZiABuTpKtuMhqqJTGhYAsfXkJl+e5u9GPCsRjjP5W083x72/9A/Weknm+Pe3/AKB+stp+9z130vuroiJ6DxCIiBWcf9ivvj6GefXces9Bx/2K++PoZ59dx6zJe7nqaXsd8REyPUJzYrcTpnNitxLU8qXOEERE6sxERAREQEREBERAREQEREBERAREQEREBERAREQO2j4RN5pR8Im84y1xwSLEeGSyLEeGI5RVw5J6HgHsW98/QTz09DwD2Le+foJqtdzzdV9NZxETW8siIgXX2d3qf0/rLptj6Sl+zu9T+n9ZdNsfSede75e7pPow8XOnCY6pRPdN15qdv9pzRN8xExiXi01TTOaZenwXFKdWw8L/AITz9DzndPFSxwXGHp2D99f8w+PP4zLc0/nS9KzrvK5+VrjeFU6tyO4/Uc/Uc50YOiadJENiVFtIw2LSqLo1+o5j1EnmeaqsdMt1NFGeunzcnEcKa1MICB3gST0jB8Pp0fCLt+I7/wC065y4zH06I7xu3JRqf9oiapjphFVNumfEq/LqlbjeMJTuE77eXhHqZU43idSrp4U/COfqec4ppo0/nUwXtd5W/wApsTinqm7tfoNgPQTOB9tT99frIJPgfbU/fX6zRMRFMxDBTM1VxM+r1083x72/9A/Weknm+Pe3/oH6zHp+96+u+l91dERN7xCIiBWcf9ivvj6GefXces9Bx/2K++PoZ59dx6zJe7nqaXsd8REyPUJzYrcTpnNitxLU8qXOEERE6sxERAREQEREBERAREQEREBERAREQEREBERAREQO2j4RN5pR8Im84y1xwSLEeGSyOuO7Ecoq4cc9DwD2Le+foJ56eh4B7FvfP0E1Wu55uq+ms4iJreWREQLr7O71P6f1l02x9JS/Z3ep/T+sum2PpPOvd8vd0n0YeLiInoPDIiJKGyOVIZSQRzGhlxg+Ocqw/qA+o/aUsSldumvl2tXq7U5plbY3jTNdaXdH4j4j6dJUk3NzqeZMRFNEU8IuXa7k5qkiIl3Ik+B9tT99frIJPgfbU/fX6ytXbK9vuj+Xrp5vj3t/6B+s9JPN8e9v/QP1mLT972Nd9L7q6Iib3iERECs4/wCxX3x9DPPruPWeg4/7FffH0MoEGo9Zkvdz1NJ2O6IiZHqE5sVuJ0zmxW4lqeVLnCCIidWYiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIHbR8Im8ho1BYCTTjLVTOxERIWRVKIPkZb8DQrSYH8Z+glbLbhPsz7x+gmixPzMOupjw8u6IibnikREC6+zu9T+n9ZdNsfSUv2d3qf0/rLozzr3fL3dJ9GHi4ljjeEPTuU76+XiHqJXTfTVFUZh41y3VROKoIiJZzIiICIiAiIgJPgfbU/fX6yAC5sNTLjhvCHzLUqd2xBC8z69JzuVRTTu7WbdVdcdML2eb497f+gfrPSTzfHvb/ANA/WZNP3vV130vuroiJveIREQK/jSZqSj++PoZUogG0uOLezHvD6GVMwaifne3oYjwskRE4NpObFbidBM5a7gnSWp5c7k7IoiJ1ZyIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgJLTrkb6iRRImMpiZjh2pUB2m84AZNTxHWUml2puerpltwn2Z94/QSoVgdpa8LqKKZBYA5juQOQl7E4r3cNbGbWywiadsn41+Yjtk/EvzE3dUerxuir0bxNO2T8S/MR2yfiX5iOqPU6KvR04bFPSa6G3Ubg+svcHxhKlg/cbz8J9DPM9sv4l+YjtV/EvzE510UV8tFm7dtcRt6PcThxvC6dXXwv+Ic/Uc5ScP4lUTRD2iDdd7ehG0v8Nj0qC+qHmG0/+Zkmmq3OYl6VFyi/HTVH2l53F4GpRPeGnJhqP9pzT2BqoRYspHqJU43hdNrtSdVP4SwsfTpO9vURO1THe0Mxvb39lLEkag4Nip+AuPmJjsm/C3yM0dUerD0VejSJsyEbgj1FpJSwzuQAtvM90fMx1R6kUVTtEIZ2YLhlStrbKn4jz9BzlnguG0adi7K7eoyj4c50HjOEFwcVQFtD/FTS3XWZrmo8qXoWdDne5+EmD4fTojui7c2O/wDtOlmAFybCVeK4/h0uEqJUborggeplJjOKGr46i5RyBAUTjTRNc5mWq5epsx00x+FzjONqt1pDMfxHwj95SVqzVGzObmc33ule3aJfpnF4+90v/In+ITZRTRRw8u7cu3Z+ZNEgOOo2v21O3vr+8x9/of8Ampf41/eX6o9XHoq9HRE5xj6H/mpf/kX94OPof+al/wDkX946o9Toq9JQ8W9mPeH0MqZa8UdTTFiD3hsb8jKd6oExX969ns6P5bW7eRVK4G2sgesTI5zin1dqrno2eoTvNYiXcuSIiSgiIgIiICIiAiIgIiICJr2g6x2g6yuYW6ZbRNe0EZxGYOmW0TXOOsZx1k5g6ZbRNc4jOOsZg6ZbRNc46xnHWMwdMtomucRnEZg6ZbRMZxGcRmDplmJjOIziMwdMtlYjad2GfMtz1leGBnbg3AFidb3nK5jDrazEuwTImBMzO1PScC4XSq4Ymoga7tY7EWsNx6SOvwCkzstHELnU6o5Fx8Rr+Rlr9nUthKfmWP8AmM8pjqmetUbrUa3pc2nKnPVKqXFcJxFLxUyR1XvD8tvjOOd2F4tiKVstRiOjd4fnt8J2ni2Hrf2nDC/46eh/f8zO0TIpVJBuCQeo0MsMPxeqvis489D8xOn/AKTQrf2bEC/4Kmh/58JyYrhVej46Zt+Id4flt8ZeJVmIlbYfitJ9Cch/vbfOd4FxcbTx4k1Cu9PwMV8ht8tpaKlJoeryxaVGH44RpUS/muh+Rlnh8ZSqeFxfodD8pZGJhycSNiPQyDD48jfXqNiJa18OG3nBX4d0/wCfGRgy6aWIV9jr0nJxLg9DFD+ItmtbOujfPmPI3nI9J0/3/QyajjmXQ6+R3/3hKjxHBK2GDEA1qepzIO8NDuu/PcX+E4qxzaghl8tv5Z7eli1bnY9J5viP2dqqzVKLZ7m5Givve19mHrImFol52ib4k+j/AOmdVamAGKnTMR+Ws51LJUZXDKxZr90gjuWGm43Mkog9nm8S5m1Gp56nrKSs4GH8Nfeb6LIkFmFuZH1nVU9kvvP9FnMRYqf+byyGKAsTNa/iHpM0VNzMYgd4e7+8lD0WPNqS26j6GVctOJ6Ul94fQypzidKJjDhciZltE0NVd7zHbr1l8wp0ykiaGqo5wKy9YzB0y3iaGqvWYFdesZg6ZSRIzXXrH3hOsZg6ZSRI/vCdY7desZg6ZSRI/vCdfrHbr1jMHTKSJH269Y+8J1jMHTKSJotZTsZtnEZg6Zc8REztbMREBERAGdQwoIFjY2nNLNRoJEyOF8Mw5XkREtJqVVt7GREismZ2PgwdjaQPhmHnLZEUTJFpiSEREIJZYHBrUos2uZSbG/RQbStnoPs24ylCN2b/AEgSlc4jK1MZnCLDtdROmjQDhyauTIpcjsi91BA0Oca3YaWE46YyEr+EkfIzoSvlD2F89Mpva12U3218M41ZmNnTD0vB+Kmnhl7QXQI5VlWxsjsCSMxPIHS9r/GeeWjUIXuHvlACSLXfwltbqD1I9Ly2qYGtSwgqEU8qobd9rkVBUH4dCDVXS/IysOLAphKdIKA1FsuYBAabAmwCXOa2pJJnOJrjiFYZp0Har2IC9oHZTc93ui9/lbTz5a2LRqdmtQrdWVmNrdzKxVr97vWte4HOKNfLW7ULcdqzhSRezA3F7b3Y8uk1pOyqihRZKVSkLtqQ+ex0XlmH5y0zc2x+8/8AAy6kLnKnLoQdOfhNtwDyJFjOvC8SxNE5UNTR+zykZhn17tjtsflvIWqEhzlAqOiozXutly6hbXuci6X01tebVKhL5lQreuK5Pa6g5WBVSE0F23N/OOu56GFgeJ0qptiMKC5XNmpsq929s2bNlt55pFWwtEk9g9QkNkKOliG3y5tBf68rzkcAvn7Nc2TLnGQVM179p4Mt7d3a9ucVHdnZyii+ISvbOT4UVcvh8t5PXc9P38owJQdyAlrHN3zqBlW50uCdbA9CddRaRhiy3VCxy5rCwA6XJIA1NvPlJqVV1y9y5VqpAD2U9oXOvdJuM7bWvM4ur2qFWpqM1NEYochJQkqdQR/MwPw6S0VXN8x+5/wjDooYzE0nemCauRgp0sLkAgDMb38gb+UmHHahAbLTCmnWqahtBSNiDrub/DoZGmG7cls9LMa3bdn2hQhgqrlzMneBCDUAEed5zY3AYpA3aUhrTxKlwTlvXbNm0BsB0vKxVexH75f5RiF1Ux1E8m1Kqvd8Rbwi24JGvetOKs1MkgI4N7EFRva9rE6m2thqOk4BXKhBTpKqrVpVMocBRk3CgJz3ubma0ajKCGUODYlO5kawtlYFD/iGvyEt13scR+/c6Yd9M06RV3JK2DKQCVsTYHzuSPmJ2HiVPNls+bMUtlOjAXKnpprfa3OQJXRqdEIUNSmoUiqTTDCw/msf5lU/CZ/6bWIBcoWCFCQxHa5lys5OXutZUtodiOctVVdirFMbKxEeaLGvhq4y1UJIAa9tVBIAYMORJ3BI36Gedr8LKZzQdzaoqZGWzEupYc7HS3LnvPS1OH1SD4dVK2z2I7/aZr5beLlbQdZEMHXFQvlpD+LTqAdozeClky+Eb9eXQyszd8oTExHm8lj8C9GjSerYF3qDKLG1suuYEg/pIqnDK4QVTTIpgKxN10UkWJF7i/LTWesqcLWoq06tMGmoexz3a7ZADooAsFtOLF1RTpVazALWenQTRiwzI62umUZdF1ubdImq5ERt5/7/AOExMS87U4ZXogNUplATbcGxtfKbHum2tjYzjxI7wvbb95cYjidOqtUU6bIa1UVauZgwBF+6lgNLsTc+kqMZ4x7v7zrRNUx8yJX3GdKKe+P9JlAToZ6DjQ/gJ74/0mefI0MuMVPDIuckq7SMbwOhh9BIwJMPF8BNQIS0bnI13HrJDzka7/GED+I+s1Imz+I+s1kjE25GYMyNjIGgm4mom4kjBE0MkkcCfD7zonPh9zOgQNJmYmZVJERAREQNl3HrLOVtLxL6yzlZGJW5zckHnLCqbKfSVoiBOmKYb6ydMWp30nDEsLKyt0MifCDlpOIG0mTEsPOAfDMPORETsTFg76SXuv0MCtlvwV7c9nv8LTlfCDlpI0Qqcp9ZWreE08u2vUDVHYbF2I+cwW0kSzcTlh1e3+0VT/6FQneBKA5dbAC/L0nkVeRUajIbozKeqkqfynYOJVT4yKg/+4i1PzIv+ciIwjGGqtJFaZXF0z48OvrTdk/I3H5SRfu7bPVT3lVx8wQfykgrTLMbOb2CJmJymofEFCqtxcknqJsMMD4K1JvIt2Z/zgTZ8JWUE5HAIKkhVqKVO4NwVI0Eic42S0xIWiC3aFaY7EZirVSzPTB8JcWGhO/OwEmTD1izLen3WqKTlJAZSuVb31L51ttbXQzjrVnCs/aEk5cxZabDuju90rbTlpfzkHDqdVgzNXqAVay1BYLdnU3zkkHa35StNu7jaf38Oc1YnDtYsvjqKp7SlTIFIuVeouYDxi9uZ/8AiR08TTqVnoF2Vqa1s+Qa3pg2tcjTQnfkBzM85j+I1lrVVFbOO37UsVXWot7NtyudNvKctLiNVK7V1b+IxYsSqkNmvmupFrG50tL+HcxOZR1PXI5Kgllv937crl/ktfxZvFlBNstuWadmFrXLoHvUXKaaGq6LuAbEGwe5A16i3OeKPGMR2fZ5xly5LhFDZL3yBrXC35XtLPhX2hZE7N2ysWF6hGe4G2h8LD8Q+INgQqt3JpmM7/v7/uZXNWp29Fqtwa6q7VNaqZchIuEBCE2W5HPWZxtNafaWv/DrCm16rjtB2ZY63OViVPhA0a1tAZqveQKHJplSLWUgqTcjNbNYncXsZJdiQTUYlSGU90EMBYNcC7GwAu19NOZlOivOc/3P7/hLVQLIRs1NW0LlS1yGy5+8ALAWMmoYqpT8DEDpuPlIwDpck2FhoqgDoAoAG/ISelSQozNUysNlsTm+M7UZppxKMZdlHjQOlVLea6/kZ3U6qVBdGDeXMfDeecmMvPnOsSpNL0FRJR/aj+yf/wBifWTUsfVTc51/vfv+8r+P8Vo1qApq3f7RSQO8LDfUSc7KRTMS8xRIBMjxXjHu/vNqDC50v6zXEHvD0v8AWVdHoOOE/d0t+Mf6TPP5xYjnPRcapFsOgG+YH/KZ511I0YSRisNJGq6XmXGmhuILDKBAmdrX9BNaZ0iou/oJot/hCW55yNRr8ZJfeaJ4vjCGKm59ZpJKniPrNIGDMrsZgwDpA1vNxNJuJIzI5JI4HRh9zOic+G3M6IHMHkitDUek0AsbSqUsQIhJEwTF/I/KBNhh3xLGVmHqBXF7j4Swp1Q23KVlDTFmyGcE68ae6B5zkkwEzMQrA7SRmImucQNoBtMBrzMCVMSw85NSPaVBy0nJOzAMim7Oq76E2PLWRVwmHUKHnNhQMmR1bwsrehBktNb76Tmvu5RSPSTYeysC6Z15qSR+YnSKc3FKRsndx1QCxKrlHIXvb4zAE7exhaQBByg2Ox2PrCd3GJulU07sGK25gkfSWRai3ioZfOmxB+RuJSfaTJTp5aRdgfEStgnkSDv8pMU5RM4VvEuO1K1xckXsCxzGw9ZqePVezVFCrlXKGFy35yrmJ3cSIiAiIgdmA4lUoHQ3Xmp2+HSeswmKWqgdDofmD0M8PLDg2NNKqBuraEfrKzCYl628TdEBAI1BmDXRevwE5r4cr4uzFVRnZTY2sAD5k/pOTHYqutMsMibCwBc6+Z0/KSUsUi1K2YqLvexNj4VnPxTG06lIohu1xpbzl4w5znKqq1XqeN2b1Ony2myUGyFwO6rKCfMnT6TdMJU/AQLDVu4NurWmXpELbMpuRopzfTSMpw4qG5mcR4h7v6mSUqZudAPjaR4gd4en6nWWQ9PxL2K+o+hlSyg7y34l7FPeH0MqpMDjq4P8M5KtMjQi1pbTVlB3kGVYSQDrcTakRlt5yerg/wAPynMUI0IN/KEt3TciRruPWZzEX5/WYU6/GBip4j6zWbP4j6zEIYaYAmWgbGBrNhNRNhJG0ikgMjgdGG3M6Jz4bczpkBIKos06QNZDiRqJVZgTM1E2gZRipuLa9Z0rXPZF9Lzlkq/2c/8AOcpXHA1WozVEzW57DynRZg7WKgG2/pOWj409f0k1YXZzzBW3lE87Ia4mqSQpHe8ucx93b8S36TOLp5qqgG3nMrkWoFsWe+5MdWwjpUy1TKw8O46zNdMr8rNy6aTZv7SPSaVbdq3XT6SYmZkETM4XlufObYmlldSLWLKLTVR309YxNu2HW6/WJz1CbEUSXBBA0trIXBU2bpcEc5tjvH6L+s2xVr0ryKZmMDUUmIvcLfa8jqoQbNvJcbbP3traSWk75D3VYJTDHMgbnbn5XPwkxMphpws/x0t5/Qz0aiUfD69N6yGyo2oAVbA3B/OWmLxD08pCZlO56H0lanSnhAeOU1ZlKP3SRcWOxt1kqcew53Zh6qf0mn2dodpUr2rmlUZgUTKpNTViQL9JdcT4fVpNRp5qbmq+W70VFtvPXeX6ImMuPjTE4cC8Xw7f/uqPUEfUTuUXF+UrvtTwR8NQDt93N3C3p0ijbE9TpLCj4R6Cc646Xairqb5Jb8N4aiUFWwOYZnJ/mY6kmVgl3w+mEQMW3F7GXszymp57jX2Xwj3KK1J//t+H4qf0tPMVPsriNezs4H9JPz/efRKnEKWa1xe8VsYltGHpO6k0vltbguJTxUW+Fm+k5zg6o3pOP6DPpL4tCe8LjqJI+HA22Mqnw3y7sW/C3yMwabDdT8p9IqoOkrsQADcqJXqTNnEPDTq4fhmq1LIQGAzC/lLzFcIo1Llf4bdRqp+E4cDQqYWtndRk2LXFrHp+0TO2ytNHzR1cPUUqa06YVBYHU6k6/GUvG+IZB2ae0b8h+86+J8RFGnm3ZvCP+cp57h7Z6xdms1ixJGYdNtJWNozKKucQ68K1JQC6Fje5zG99B+t5NUxZK3CAL0plqdv8Jt+U4HXUgHNrobb/AAm4oVrWFOpb3WtI6c7oy3/hnUZlbzyvf46frM5cxUZgbnlczmq0XQjOLX1Gom1CplYMRmsdr2/OWwjLrw/C6puVpVGHUKbTh4hTK1QpBUhdQdCNTIzWsxIFrna50kdaoWa53tJiEZeo4u5FBLbllA+RlN2z5slgW8tvjOusKlwHZmQAG5tYG2m3xnHhWuXPMi49JWapgb9/+6eomorFmsoF7XN+U0o2zJl8Wubr8ZvSt94e3SRNUwYYFVjYAC5JHlpMU2JrAMBcX2mKJ74HMM31mU/tB+MVVeSUFSlmc5dyZLQwhWoDcHrN8N7Wp1mlG2dbeK7Zv95GZwOfGn+K3w+k0pIXNl3nRXoF6j25W+k34emVmB3tLZxTkRnAtfRgZCaBDFNzJcIG7bnzvOmnb7w/W2kiapgc33BvxC/SQlCCQdxNwT23O+aS4+3afDWWiZzgcxEjMlkJl0OjDbmdM5sNuZ1CQMI+sYkaXmg3ktXVJSV4cwm15oJmShteA7ZCmlpi8QJ8PSLara4POTHDsQ1yLsQflM4Ad0+s6WOkhCsqOxfNoCu02OJY6hVB6yMmIxCRmYvn0BE2qOXIJUC3PrNZkScQB5Ebg3EzVqM9u6AQQbzEzGBioS5JNtrTNQl7ZrWETMDYVWAsQGttebfemCsMwGcWOg26a+pkcjqb7626yMQhLRAV0bTu66c+c6W4peodCaRPhJzXNrbnaVyA300PTrN7Mu4v1BteRhETK24LjaudkpCmzOT/AAnRSHC94C5578xPTYridPF1+HOpAIqntFv4GspIM8NQxRBBU5WBuDoDpr8Z2V8WrmiRSPbXIqOpymqTsbDn8ry1Oys5l6//AP6FUBwlEAg3r8vcac6bCcf2nDjh+EDizdsbjW47p0N9bzqVrSl11s5xu6FM7RWJo9LXA/ecOHKuy6ixIFwfOWuMw9jlG1tPSRa85aOZUb4cubA6mWmHwoIGZRmHWcuJR6a51tpqOkucOe1pJUtYsoNvUTvBXCurYS52tMkEC0sKizkrSJgp3cVQSGvSDJ5yepNDOc5h2iMqmrTy30BIFwPOS0WzLkqd5XFiDteQcbYd0C4JFzbyOkkwxIw+epoAQ1/Jdf0iPUmI4U2KwtRcUGJzBfDfTQaWE6Bwh2ZialFMw2Zu8L2OthJXxDVKav8AzE3/ACkuFrU2UDs+0cG5tlJt8zpytK11TDJiIcPDqWSvWW98tGpqPIjUTgx75lXvBraeAA/E856IlWUlKIpDsaqnS2ug1PwM8/j6V2zXBDNyN7fCWpq6ocmlT2VH0b/UYKWuOekteG4OlUpWZirqjFTuAMxuSOcqE1B9RLRVEzMeiJa1Uyu6C5ysygnyNpBV0NvKddcfxa1hf+I3w7xnHWJza9JZC9xdOsafeK2NhoCOR8z1MgalsVNiBaT1cRUsM6qq8iCSb6/p9JoGB2MYhKGz9FB6zHYkWKnvefOTxHTCMoLPe4Cg8/OaCk4fPpfpOmYMdMGXOKTA5rjNf4ek2u97gKDz85LMR0wZRopuxNrnpNHBNQZSAfPn5SaaugO8TG2DIhqZxcALzPWcderaqzKdp1GkOp+crjz9ZSKMbpy6fv53yjN1kBYkkncyISQS0REcDMhMmkJlh0YbczqnLhtzOqQIpKx7hkCtMvU0tKytDSZmszJGYmIkCxwPg+MlrtZD6TmwtdVWxNjJaxDqQpEhDgibth3HKaEEbiSkmZiIG0TEzAzExMwMyKqt2UgE9dNJJPS/ZzA0qlBmemjEVCNVB0yrLUxmcKV1dMZeTUAWzX89514dgxKixvuCbCw2uTPUcT4bQ7JrUUBuouFAO/UTiw/CaA1yfNm/eKqcIpqzuqsBwoOuao1NbMRZqqobW3GvWSvwwqSBUpOhBsBUU205m/pOMYg3OVRa+gvJVxjG38MfAyk5Ww68XhK7U6IastSzXymvmyAabE2HwlzicciUsudLm/ezroeWhOspqlYZAc+QnTVTpNaTU7d6tm925uflKVZnl2oha4biNEAg1qY107w2sOnxl7g8TRxdAhmFUq1u63K19Z4tqdFvF2hHqDPR/Y9qamsqAmyAqDblvtJtzESvMVO3JlzJlAQnwgWEt8DXBXLtYaCV1SvWY9/DBRytUufllH1kuFIzgkFdes0InOHfWlfXnfVM4K0rUtQ42EhqGTOZzVJynhoiWjL38/LYyk+0XEdDRQWGhYnn5Dyl5TUayq45gS9iolaZjKLkTNOyhw2LINidCQD5CX/CwlCmK5KgFSCw3bvaXF+nLeeYej2bgP8AH0npcPgcI2R0ruyqbhGPdB6bSbsZjDFETlYU8UtSnkZy90Y6KbnXvc99vOQYXhSK38SzhhYbrlO/zsDNsHiKDG6AhqZYm/MFhm19cusjxFX7zTKmqlKw5Ekabb+dpkmmY2jMQnLg+0bU86LTQCym5FtTfaw00InDw5kFQGoLprfS/LTSdfC+DVcYKaUioyoxJckDxt0BnYfsdjU1y0292oP1tNtFPTThymd1bRxSdoxdQQWb+RTcG9idL32lbizeoxtYcha35S8/7Sxq2/hBr62FRLjyNz9JxcS4DiqKmrUolUGhOZWty2BOkuhLiMUz0whQgXBuQu9rbj6TkBttLTiS2pL7w+hlXCUi4gjfWTLWBnLMWkjumJyK5Gxkq4jqIQlmJlWB2MEQhqZibTWSMHYyrO59ZanY+kqjz9ZEphrabiaCbCEtpCZKDIoHRhdzOqcuF3nVIHIImFM2kJJmYmYSRESAmZiZgbrVYbEyQYpudj6yCZgdHbqd0Hwi1I8yJzxA6fu4PhcGanDMOV/SQzZahGxMDJQjcGYkq4pvWZ+8A+JRAhnr/sn/AGV//wCU/wClZ5f+GeonqvsuoGGexuO0P+lZ0t8uN7tddakKl1JI15dZXYym1FXDfhOU8jpLHMM+vw1tJsbhhWoshO40PQ8pNUZVonGz57RXUj+8f/8AU6FpnLfTQDn5GRpw9zXqJnUFNWJuBc8vzkj4a11OIQ9QLH9ZynLRGGuNJGh9QR1nPRaZxNN9AGLj0t9Y7BhlygHu63PMyuNl4qxLqD6S7+ylQjFaG38NgfynnBhnO7AfCeg+x2GIxgBa90aVpoxVG69V3bh6jE1ze15F2466iT4ilqQJX4mmFTPfUcppmFKatlomIDCc9d5WYLGjUXm9bFXlZXpqKlWQu0iz3mHaUmHWKk1N5riayqpLbAayEMRKHjmOLfw1OnPznOKN16rnTGVXjK/aVGfqdPTlIgSNpiJ3YJnKWliXS+V2FxY2O46GSNi2ZQra2N+hnNEIe7+wdagWsagWoqkKpOUtdiT6z2z+k+HT0/2f+2FXDEJXvVo+erp6Hn6GREYJ3fRW9DpPKfbGjk7SoTcVKOnkRYH/AJ5z1ODxVLEUhVpVAyNsdvgfOeM49i3xVU0srKaeYMptYAd4agkHSRXvCaNpVmPqq1NQCDqNjfkZXWnfXwCJQpYhRq+W4v1F9vhIXqqRtA5YmTMSQiIhDFputVh5zWLQJlrg76STfaclpm9udpKMOhhofSVR5+s7WxgAI3nFfeJIagTcSO82EJbSMmSCRQOjDbmdU5sLuZ0wOJZvNVGsltKpaTM2tGWBrE2tFoSxEzaJAREzA2WkSLgTBUjeb06zLsYqVC28COIiAmYiAnp/s1jUp4dlIJY1CdPdXnPMS64Il6Z94/QSYmY4VqpiqMStKNdu0Oa2uo3t8Jcp4dFHwlOaeksOHVL3HT0l6Zc6oUnGeDM+JLrkUMATe977Hl6SKlwE/wA1X5L/ALz0PEF8J9RIkE5Vcu1PCup8CpDdnb4gfpJKvBKJFlDKx2OYn5gnaWLGwva+o+u83Ua3+A/WUWy8bilag5R0seRuSCOok3CeLdhiadQ2Cg97T+U6GX3HaNJ8OzVTbILq3MHy9ek8VV0pi/iYX9BNFG8ONUbvp+Mx1JgGR1YEXuDeeZxvEle65goJ/mNtp49WIFwSCdBbSKzlja97afGWmSIeqo09O6c3um8mFNv5haeX4ZjWw1ZKy65W1HJl5qfhPouOwPaU1q0iCjKGHoRcGQ6UyqaNO8mbD23nTgsPl0kuKSyk7AbmRLtDzvFcQKak/wDPSeSqOWJJ3MseNcRFdwE8C3t5nrKyRhyrqzJETMKMRMzEBERA7OHY40XBu2Q+IBip9QRznouG4pMz1KlRbspAzMATfnr5CeRnqvsrif4NRLBrNfKeYI/2kdOZT1Ygxda/DcMtjpl15aBpUS04lRanhsOhFspbNY6Xv3fyvKqMIiSIJmjVlHOEpIkBrE+ETGVju1vSEJmcDcyNsSOQvOeoljMSRI1dj5SM3O5iIACOsyBeY6yBpNxNZsJI2EikokUDpwu86ZzYXedUDjQayW00QaySVSREQEQJtaBiLTNpmBraLTa0WhLW0Wm1pm0DS0xab2i0DSZtNrSWlVyjaBBLvgbAUzf8Z+gld2yncSz4XYIWUaXO3oIRPC2J06eU0VyugAN/Mj8xMUWzabD0kjUDuNfSSqmLZgL30/vFvrOavxKnTYqdWAJIHLTn0kt7b6esp8SRUrOQmb+XMPS2tpSYyTPTDoPFEN8zgjfKCdulzMDjGoCsRpsfD6Xld/0ut4sigW/mcD11J0kWFINXKCbKMx1JFzsBJptTMufu6PtLjjVyUxopYX8zKTEm7EDqFHwEl4hVzWPRjImGpbzM7YxtC0T5yidtdNl0Ezhkub9BNCNhOukuW46DX4xEZlMziHN/Lb4z0PBvtRWw9IU7CpTGysbFeoB6eUoHHeI/uxQOlpHmZw99g/tRhGGapmpHmCpYfMSm+032nSsppYa+U6M5FrjoB+882/rIDErRVMsTYDSazYbSIGIAiZWIQNNZs81iSCIiQkljwPGGjXHRhlP6SumVNiCNxA9PxjFB1RQNyW+Wn6yqtJHOcLUvuLWmsiZIjCKuO6ZpSQWGk3rnumYpHuiCW1otM3EzJQ46/imkkxHikcJZiIgTYdgL3HKQnn6zYTSQNZsJi82EkZEi5yUSKB04XedU5cLvOqByfePKbduOkxErhLbtlm+8xEJZAm0xEgZmZiIGZm0xEDNotEQkiIgLRaYiEM2nouA4fPhm69o1j/SuhmIhaIy7kpZTroed/wBp2UV6ftETo5SlqUzbUAiVNXgaF81PuNckg3IP7TESVZjKmx7fxRh7iy61CDcEdLzi4fUs9S+5b8oidY5UxiMOGtqHHR7zIOYRE5+a/kxh1zVLnbeTVT3GP4j+UxEmOETygqmzA+U2c21ERI9VvRATeZtraIlUsQIiQlnlNl2iJaES03mDESEkREgIiIFhhKw7Bk/mFQEehBv+doJiJEiOp4TNUqi1oiEsmqJp2piIGCrE7Gbdibch8ZiJGRsKajdvlM3QciZiIAv5WkYGkxEkYAHWbi0RJQWvIiYiB0YXedURA//Z" width="251px" alt="how to buy fantom"/></p>
<p><p>This is why Fantom refers to its platform as a network of networks. I used to buy a crypto such as DOT or ADA on Coinbase using fiat, move it to CoinEx, convert to USDT, buy FTM with USDT and send it to my Metamask on fantom network. However, for the last two days FTM withdrawals from CoinEx <a href="https://www.tokenexus.com/">https://www.tokenexus.com/</a> are suspended. In the past decade, no other asset class has experienced magnificent gains and rewarded investors better than cryptocurrencies. Although, investing in these assets has the potential to generate huge returns, investors need to keep their investing knowledge and skills current.</p>
</p>
<p><h2>Step 2: Upload ID</h2>
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<p><p>Similarly, going by technical indicators, the Fear &amp; Greed Index for FTM shows 29 (Fear) – an extremely high level of fear. EToro accounts are completely free&nbsp;and take only a few moments to create. Some of the standard exchanges to buy Fantom are Kraken, Binance, Bitstamp, Nexo, KuCoin, and Huobi Global. This allows it to operate faster and in a more scalable manner than Ethereum, whose near-instant finality is between 12 to 14 seconds. The Fantom mainnet is called the Opera, and it can conduct more complicated operations faster than the EVM. The Opera is the home of Fantom’s blockchain DeFi network and it is fully supported by the Ethereum Virtual Machine.</p></p>
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