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	<title>Crypto News &#8211; Solvay Park</title>
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		<title>Beam Price BEAM Price Index, Live Chart and USD Converter</title>
		<link>https://solvaypark.pl/2022/09/28/beam-price-beam-price-index-live-chart-and-usd/</link>
		
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		<pubDate>Wed, 28 Sep 2022 12:10:36 +0000</pubDate>
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					<description><![CDATA[It is difficult to imagine a cryptocurrency organization without a native asset. The Beam cryptocurrency, often known as Beam’s, has the practical market symbol of BEAM. This cryptocurrency may be found on the Beam blockchain, which powers the system. Market cap is measured by multiplying token price with the circulating supply of beam tokens . ... <br/><a class="read-more" href="https://solvaypark.pl/2022/09/28/beam-price-beam-price-index-live-chart-and-usd/">Read More</a>]]></description>
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width="305px" alt="beam token"/></p>
<p>It is difficult to imagine a cryptocurrency organization without a native asset. The Beam cryptocurrency, often known as Beam’s, has the practical market symbol of BEAM. This cryptocurrency may be found on the Beam blockchain, which powers the system. Market cap is measured by multiplying token price with the circulating supply of <a href="https://www.beaxy.com/beam/">beam token</a>s . Earn protocol-level MOVR and GLMR rewards by providing block production and supporting the liveness of the network. There are two types of exchange rates aggregated by Swapzone – fixed rates and floating rates.</p>
<p>Ghana-based remittances service Beam has launched a bitcoin donations service for charities fighting against ebola in Sierra Leone. ICO Drops receives a fee for advertising certain token sales, in which case such listing will be designated accordingly. To check Beam&#8217;s price live in the fiat currency of your choice, you can use Crypto.com&#8217;s converter feature in the top-right corner of this page. You will receive an email with instructions for how to confirm your email address in a few minutes. When the price hits the target price, an alert will be sent to you via notification.</p>
<h2>How Does Beam Work?</h2>
<p>Please also note that data relating to the above-mentioned cryptocurrency presented here are based on third party sources. They are presented to you on an “as is” basis and for informational purposes only, without representation or warranty of any kind. Links provided to third-party sites are also not under Binance’s control. Binance is not responsible for the reliability and accuracy of such third-party sites and their contents. How to Complete Identity Verification Identity Verification or Know Your Customer standards are designed to protect your account against fraud, corruption, money laundering, and terrorist financing.</p>
<p>The graph is broken up into segments of “candles” that provide us with knowledge about beam price prediction every hour. Every candlestick will show the incoming and outgoing prices for BEAM and the minimum price and maximum price it experienced during the preceding hour. Concrete evidence and smart contracts are used to maintain confidentiality. Mining must solve progressively more challenging mathematical problems to upload transactions to the system and earn Beam credit. BEAM can also be purchased, sold, and traded on cryptocurrency exchanges. Evaluating basic technical analysis is crucial for beam price prediction.</p>
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" width="306px" alt="beam token"/></p>
<p>Beam does it using Cut-Through which means the blockchain only monitors unspent transaction outputs that’s relevant to current transaction processing needs. By doing so, it ensures that the Beam blockchain doesn’t get bloated, therefore reducing computational overhead demands. Beam’s aim is to allow users to have complete control over their money. Therefore, Beam has placed a lot of emphasis on having stronger privacy controls within their features.</p>
<h2>What will the Beam price be in 2026?</h2>
<p>Beam gains from sending and forgetting transactions, like those in Bitcoin, and transactions in which the wallets communicate with each other. An oscillator creates varying bands between the maximum price and the minimum price value to generate a movement indicator that swings within specific parameters. Many traders use the movement indicator to identify short-term elevated or underpriced positions. Circulating supply shows the number of coins or tokens that have been issued so far.</p>
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<h2>Is beam token a good investment?</h2>
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<p>Based on the rising popularity of cryptocurrency and Beam, a long term investment in BEAM could see the price rise to &#x24;0.231087 within the next 5 years.</p>
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<p>To receive the exact amount of crypto that is displayed at the beginning of the exchange and shield yourself against the market&#8217;s volatility, opt for fixed-rate offers. If you&#8217;re ready to take a risk and receive less or more than the sum displayed, go with floating-rate offers but bear in mind that floating rates may drastically change any <a href="https://www.beaxy.com/beam/">beam token</a> second. You can refresh your memory on how to get the best exchange rate here. Mimblewimble helps conceal the metadata and value of the transactions, therefore reducing bloating on the blockchain, which improves scalability. From the convenience of your digital wallet, you may build, trade assets, and transact on the Beam cryptocurrency.</p>
<p>It&#8217;s based on the highly-regarded &#8222;mimblewimble&#8221; white paper outlining support for confidential transactions and network anonymity on a blockchain. CoinGecko provides a fundamental analysis of the crypto market. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. As a decentralized  smart contract platform, Moonbeam requires a utility token to function.</p>
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<h3>Freefall Alert: Beam (BEAM) Crashes After Binance Says Goodbye &#8211; U.Today</h3>
<p>Freefall Alert: Beam (BEAM) Crashes After Binance Says Goodbye.</p>
<p>Posted: Thu, 19 Jan 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiS2h0dHBzOi8vdS50b2RheS9mcmVlZmFsbC1hbGVydC1iZWFtLWJlYW0tY3Jhc2hlcy1hZnRlci1iaW5hbmNlLXNheXMtZ29vZGJ5ZdIBT2h0dHBzOi8vdS50b2RheS9mcmVlZmFsbC1hbGVydC1iZWFtLWJlYW0tY3Jhc2hlcy1hZnRlci1iaW5hbmNlLXNheXMtZ29vZGJ5ZT9hbXA?oc=5' rel="nofollow">source</a>]</p>
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<p>Re-deploy your existing smart contracts to a Polkadot environment without the need to refactor or rewrite. Powered by Moonbeam, an Ethereum-compatible smart contract parachain on Polkadot. If you are unsure about a certain exchange, simply click on it and you will get more information on the exchange partner such as pros and cons along with user reviews.</p>
<p> Stress &#038; Ion Doppelseitige Token – X-Wing</h2>
<p>Beam has announced it will no longer focus on using bitcoin in an attempt to disrupt the Ghanaian remittance market. Mimblewimble is about to go live – not in one, but in two new cryptocurrency implementations. The Beam privacy coin’s development team announced a “critical” vulnerability discovered in its wallet software Wednesday, telling users to remove old versions immediately. ICO Drops is an independent ICO database and is not affiliated with any ICO project or company. Beam is a cryptocurrency developed based on the MimbleWimble protocol, with strong privacy, substitutability and scalability.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Join the <a href="https://twitter.com/hashtag/airdrop?src=hash&amp;ref_src=twsrc%5Etfw">#airdrop</a> campaign now and seize the chance to win $250K worth of <a href="https://twitter.com/search?q=%24Beam&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$Beam</a> tokens in honor of <a href="https://twitter.com/hashtag/Beampad?src=hash&amp;ref_src=twsrc%5Etfw">#Beampad</a>&#8217;s launch! Be a part of the thrilling future of real estate investment and celebrate with us 🎉🚀💰 <a href="https://twitter.com/hashtag/crypto?src=hash&amp;ref_src=twsrc%5Etfw">#crypto</a> <a href="https://twitter.com/hashtag/giveaway?src=hash&amp;ref_src=twsrc%5Etfw">#giveaway</a>.<br />Visit <a href="https://t.co/NHCiTUbIuA">https://t.co/NHCiTUbIuA</a> <a href="https://t.co/pGaP4eR7qv">https://t.co/pGaP4eR7qv</a></p>
<p>&mdash; Moulay ali louzi/Web3camp (@LouziMoulay) <a href="https://twitter.com/LouziMoulay/status/1639053129122566145?ref_src=twsrc%5Etfw">March 23, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Privacy coins have found a way to work around Bitcoin security problems through a number of anonymizing features. One of the coins making this possible is the Beam coin, a scalable-privacy coin that has been silently building a robust privacy coin. Ever since its launch, Beam has slowly gathered a great deal of attention from the wider crypto market.</p>
<h2>Security policy</h2>
<p>Furthermore, after you register on MEXC, you will be able to start trading crypto derivatives based on Beam to gain higher income. You can join perpetual futures contracts with up to 200x leverage and margin trading. Teams and developers that want to build on — or integrate with — Moonbeam can take advantage <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> of exclusive partnerships, grants, support, and other programs. Nominate collators using the Glimmer token and help support the liveness of the network. Gain immediate access to resources on other blockchains, both in the Polkadot ecosystem and outside of it via Axelar, Wormhole and LayerZero.</p>
<p>Just by clicking buttons below you will find detailed instructions on how to buy Beam or access MEXC BEAM and other crypto markets &#038; trading terminals. Moonbeam helps projects expand their reach to new users and markets with a multi-chain approach. After your deposit is received, the exchange partner will then convert your Bitcoin deposit to BEAM crypto. One moment may have the highest price, while another has a significant price drop. Ensure that you hire a proper financial advisor who can guide you in investing in cryptocurrencies that will guarantee a good return.</p>
<ul>
<li>The percent change in trading volume for this asset compared to 7 days ago.</li>
<li>In the first five years of existence, Beam coin emission is split between Miner Rewards and the Treasury.</li>
<li>ICO Drops receives a fee for advertising certain token sales, in which case such listing will be designated accordingly.</li>
<li>Moving averages are known as indicators that are frequently used in the cryptocurrency market.</li>
</ul>
<p>Market cap is calculated by multiplying the asset&#8217;s circulating supply with its current price. A token is a representation of an on-chain or off-chain asset. The token page shows information such LINK as price, total supply, holders, transfers and social links.</p>
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" width="300px" alt="beam token"/></p>
<p>I am a cryptocurrency advocate and I have been following the crypto space since early 2012. I have written extensively about Bitcoin and my work has appeared in some of the most respected publications. Beam proved to be one of the most talked about coins in the crypto space this past year. With this in mind, it is wise to say that BEAM is a good choice of investment. Superior scalability through compact blockchain size &#8211; using the “cut-through” feature of Mimblewimble makes the BEAM blockchain orders of magnitude smaller than any other blockchain implementation. The Beam privacy coin&#8217;s development team announced a &#8222;critical&#8221; vulnerability discovered in its wallet software Wednesday, telling users to remove old versions immediately.</p>
<ul>
<li>If you are looking to buy, trade or hold Beam – consider MEXC Exchange as your first stop!</li>
<li>There are currently approx 130.1 M BEAM coins left that aren’t in circulation yet from the maximum supply of 262.8 M.</li>
<li>Ensure that you hire a proper financial advisor who can guide you in investing in cryptocurrencies that will guarantee a good return.</li>
</ul>
<p>The percent change in trading volume for this asset compared to 1 hour ago. Beam has a maximum supply of 262,800,000 tokens, of which 81,970,000 are in circulation as of February 2021. Beam supports custom transactions of different types, such as escrow, atomic swaps and time-locked ones. User addresses are kept confidential at all times and are never disclosed to any third parties. Users have total access and control over their privacy, deciding who can access their information and what they are allowed to see. You won’t have to tally your clicks because the Beam cryptocurrency will.</p>
<p>Select maximum invisibility for setting transactions of 64k confirmed anonymity or periodic private transactions for excellent confidentiality. In the first year, the 20 Beams per block are emitted to the Treasury, and in years 2–5 the Treasury will receive 10 coins per block. During the first year of Beam existence, miner reward will be 80 coins per block. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum, and other cryptocurrencies. Mimblewimble is a blockchain protocol providing greater privacy and scalability than Bitcoin, inspired by a spell in Harry Potter.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="beam token"/></p>
<p>If this attack hits, the defender receives 1 tractor beam token. Create your account below to receive exclusive access to a wide range of trading tools such as premium Beam price predictions, advanced BEAM buy/sell signals and much more. Regarding potential increases or decreases in the price of Beam, there is no general agreement. A variety of elements, including announcements, new technology advancements made by BEAM programs, the overall crypto world, legal status, and others, will influence the potential future growth.</p>
<p><a href="https://www.beaxy.com/market/btc/"><img 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QHO4DHNaL6O20uXTN2Dpt/wCqc2CviOR1eDhs4aeT2Hn5s9y2B07bnDVV1jfA8SRmgqHte0gtc2SWFzHNI5gjj61VUctTwMEMIqeKjF6xd7en8G2Ohlrm5Xq2V4udS6rkoquOOKaQDrDFLF1mJHNA3yHBwyeOMLfJUX/APw/P/I3v/fKX+4epQLBWVps08bFRrSS2IW9KParf6LUtVRUNzqKOmo2Uwjig6toL3xNlc9+WkyE74GDkYHLmt0dGHbGNR0rqWtLGXakaOtxhoqouQqI29hzwc0cj5iFGHpdfrhdfRR/4OFYHofUtXZa+muVIS2aBwe0HLWzRE4kjd3xuAI9I8y2+yUoLyOmsFGrho2XxWv5+BOzpWarrrPpyaqt05p6l9TTU7Zmta50bZnEPLN8EB2ARnHDK030P9p98uF8kt1wr5a2mlo56gCo3XPjkhdGB1bmtBAIe7IPDgr/ANJfXFHfdDQV1I7LZ62jLmZG9DKxzhLDIB5L2k/y71qroTOA1ZFn4VvrQPTiI/5FY4QtTd1rqa1ClH3Wo5LVP5rYz3pj7S73bbzTUFuuE9FAKGOoeKfcY6SSWWVuXPLS7AEYwARzK0c3bFqrIAv9zJ7hOST6sLYXTq/WaD+yqb+/qV7+iPtM0/Yqavgu8gp556oTRzmlkmBhEMbBHvxMc5uHh53Tw8ZXikoJ2ubdGMYYaM1BSflrv5GubXth1h18bYLzcppy9oZC4ibrHFwwwxuYd4HljzqWvSk1ncrRpmKroZTTVlRUUlM+UNaXRiaGWSXcDwQ1+Y8ZxwyVdNPbb9IV1XFS01xgNRM9scXWUs8AfI44axsk0TW7xPADPErE+nb+rMH9rUn9xVrE2pTistjTnNVK0Iunl1WnXXyREyj2majZLvx3q59a49lTI7J5nDOLfoCvds226qpZN6S51Mpzncqh/wDQOFk3QnoYZtTkzsa9sduqXRhwBAmMsDWnB/c6xSa217H7beqKoIgEdW1rpKeWFrWuZIB2ADi09re1Z5VIxlZo2cXWo06nZypprS75r6GN9HTb9Dfn/o64NbTXMDMLs+51jRzDD8GYfs9vYsm6U2rK6zabqKu3y9RUunpqdswa1zomzSBr3MDgQH7oIBIOMqBVvkmtlyicXdXNR1TcuaT4ro3jJHmwph9KqvfVaEjnkBD5ai2PdkEE7z8549+crHUopTT8djVr4aFOvDL3ZW+6/JhPQ82nXq4XyW3XCvmraeWjnqGifdc5ksLouLHAAgEPORy4BU+mDtMvlvvzLfb7jUUVNFQ0825TOEZfLM6Xec94G87AY0AZwsQ6EP61t/s2t+9AnTe/Wx/9m0X851ZxXa7cjbVGCxmWytbblsYlQbStZVIeae7XuoEYzIYHzyhg/wD5OraQ0elXnR/SF1Jb5WumqjXMY4CSOp8pwBw5riBwPPs5qQPQenpf9GpI9+DrxX1TqhmWb4YRH1ZlHPd3eWexR/6V8lmdfZDad3fAIrXQ46kzZ4Yxw6znnHmVouLk42ClSq1nRlTXPVb6E1dlevKLUNvir6NxAd4s0LvLglHlRu7+PI9qo7Y6XrbVUDHIZWhOgXHUblwdx8H3xju3scc+tSS13T9Zb6luM5jd/JcviVFdnOC/6v7Gpg2sPjoW/tmvuQ4p877A04O+0A8sZOFLiksDKqzR0byWCSnDQ5vNji0YcPOCop22m3q2CJ2cmpY3h2kPz9HBTOtUe5BE0djGj+AXlfZ6kpObfRL1Pov/ACFiXD3fI7O7l9rGnD0ercaR8RqanwogmOoywhknMOLS3DhnmP5LQ92hrrHVOl6zcr7ZKSyWI4EzGkb0eBzjkZ4pb3nvCl1tQ1fDZbfLVSePI73KmhHlTTv4MYPN2k9gBKjZs00/V6mvO/PxpaaVtVcZsHcfNvb8NHETwOCAT3BozzW5jMLCNWnGgrSvd+Xj5j2c4xi6uExGJ4hPNRtb4v8At0j4dV1sSwsdU6enhlc3ddJG15b3EgEg+de1dIYwxoa0Ya0AAdwC7rvx0Wp8qm05Nra7CoXD3mX5t/3Sq6oXH3mX5uT7pUlRb/eYvm2fcC150oP1Rvn+6D++iWfWWYSU1O8cnwxOHrY0rBekxC6TSd8awEu8DJAHEndkjcceoFZKffXmWpv4l5ogJs607+l7rQWzrep8NqGwmXd39xpDnOcG54uw04W/tqfRZbQUL6u1V1RUyQt35IaoQjfAGXdW6Nrd088Zyo46Zvk1urKaupnNbUUsrZYi4bw3hwwR2ggketbS2h9Ii+Xqk8A3YKSN4DZTS75kmHa3LjloPcF0ZKV1b5no8XHEuonSenyt8y19HraXU6cujOJfRVMjYaymJwOLt0Ss7GytP0raPT3qWzSadlYcskpq57T3h7qUhay2D7JbhfrhCTC+CggeyWpqJWFrd1rsiOPPlvOFtHp627qBp4MB6mGGsgBPZjwbdye8hpVZZe0XXU1pun75Bxavz87Go9g+yubVVXU08dWyjjpIo5ZZXROmJ61zmsaxoc0Z8R3EnsW54Oh2esb1l+3ocjfayg3HlueIaTO4A+pR62cbQLnp+okqbXUNhfKxrJmvY2WOVrSSwPY7ngudgjHMrYEnSh1YR/5mh9VEwf8A+0n2l/hZsYmGLc32b0+ROeGOOhomMBPVUlMyNrnHJ3IYwxpce04aF84ds+oXXS9V1SSS3rXRx8fgMJHBS71/tDqP9BoLnOzqayvomEsaCBvyM4loPFrTnPFRD2R6HqNR3SKii3gwu62rnaM9VDnxnZPDfJyBn/JUoQyptnP4bFRlKrPaK+v79zMqDbpJFYjZP0VTlpjMYl694bukEbxj3CS7j+0tf7N7663XWirGndEc7d7H7Djgj0cVN6Lo26REAiNuc525umY1dV1hOOL8iTGc8eSh9t12cT6buT6ch7qSVzn0U7uO8zOdxzuRkbn181enUjJtI2cNUw03KnBNZk9+f1ZODa5WtqdH3udhy2Sw3B4I89HKVB/o80QqtR0FG9ofHVtrKeRp7WOop3O+4FJDQepH3PZ1eY8OfPBZbjFugFznf0SUDdA4nPDl3rQfRJYX6xsxaC4MNa95Azut/R9W3ePcN5zRn94LHTjkzGHBRth6sZeK+jLNe4azSmoXiAuZJRz70fZ1kBIO67zEcPUu9I+q1bqKPrsufVzDeaDwZA05LR3DHD1rd3Ti0HJmG9wRFzG+5VTmgndDvJe/HJuccfOqPQe0JI5817miIi4w0znDAfjynMzzGe3zLMqqyZ/D9XqW7ePu/bf32y3/AJ9NTTvSNt4pNQVVIGhjaaCjiaAMeL4NG8ff/gp2bEP1asX9k0P+HjUMOmXEWavuDiMCSChc0/tYo4WHHrapp7GYTHp2yMcMOba6JpB7CKeNa9dt003+6GHFJLDUl4fg52v0b6iyXKFgyZKWZhGAchzHA8+XNfOXR9a2gudJPLkNpatjpP3erfgk+jGfUvqJLGHNLXAFrgQQeRB4EFQf6TmxGrtlZLc7dC+ottS8ySNjaXPo5XHLmva3i6Ink7s5FMLNL4SvDqsVKUJuykrff8k0tPXKOspYKmF7ZI5omPa9hDmuBAOQRwKw/bDtatWmYWOrXPlqJiRBR0+4+aQDynkOcGsjH7TiB2c1CfZntov2nYJaSjlifA4O3YKyN8gp3u+HEA5pbxOd08Fj0dNedTXIvayouNfVyAF+6S0ZPAb3kxQtz6BxRYb4tdjJDhjjL+o1lXPr+CcGz3azQ6rt9eKOCpgmjikjfDUMZx3mcHNfGXMI48s5UCq+A0dc+ORpzTVR3mjniOXPDz4C+g2wDZjHpq1spnObNWS+6VcoHimR3Exx5/2beWe3C0V0sNh9QKiW+2iJ00UvGupIxl8T/wD14mjy4z2gcRjKtRnCMnGJXBVqdOvKN/hei/gkzs11BDc7XR1kEjZWSQs8Zpz4wGHA9zgRgg8Rha86X+o6ak05U00zx1ldiGKIOAe8hwd4o54GMk9wUQ9mG1K96YfK2ie3q5cmSkq43viL+XWNbvNcx/LiDxxxyrVqnUN31JXeEVJmrap3iRxwxuLYgT73CxuQwE+s+pI4e07l4cLlGd21lXMvvRvt0lRqS27gyYZetdjuHD/NZ708v1jov7Gg/wAZWrcHRS2MyWOF1yuTQLlVNG5Bz8Eh5hrj2zHme7ktSdPaIjUFBIQQ19ojY1x5F0dXVFwHnAkb/wAwVs6lUSXJGanWVXG3W1rL6mzugX+r1w/tWb/C0qhpfHEVFURwIqJyD3ESvIUzegdE5unq4uaQH3SZzCRjeb4LTNyO8ZBHqUM77G7wqqj3XF5qahu5g7xd1rxuhvPOexKffl8jNhWveKpI3pU7InRUkGoqKMHMEAuscYwM9W0NrABy7A76e9R2uN4qaiGmgmlMkVGx8dMHYJjY9285gdzLMgYHZhfT6noY56FlPOwPjlpWRSxuGQ5rog1zSD618/ukFssqNNXGQBjnW2oe59FUYJa1pJPg8juTZG8hnmBnvUUaubR7mDhuJi2qc+Xd/BvT/wAPz/yN7/3yl/uHqUCjF/4f0bhb7y/B3X1tMGu7CWQO3sejeH0qTq1a/fZoY9/15fvI+fHS5/XC6+ij/wAHCthWrZEL9oO3VtM1v6UpI6l9ORznhbUS79M89ud0lvccd5Wvel60jV9zJBAc2kIJBAcBSxDIzzGR2dyll0TY3N0haA5padyoOHAg4NVMQePYQQtqc3GCa8DcrVHDDUpR3VvsyA1PeKqClqbeHubT1Ekb56d4OBNASGvDT5Eo4tJ8wB5DG4eg+xp1V4wBLbZWOZn4LusphvDz4Lh61kXTD2QSUlRJf7dCXUk53rhHGM+DzdtRgconfCPYePaVj3QghkdqgyRt3mR2+pbKcjxRI6EN7ePFv8FeUlKDa6G1UrQq4WU489/PQ9HTr/WaD+yqb+/qVY9guwyfVVNU1YuEdDDTVHguDTuqHySdVHM4gCRga0NlZ2ntWQdO6It1HTSEYa+1wtB7MsnqMj0+MFrfZntavWnY5obZVRRwzyCWSGaGOZnWhrWdY3e4tcWtaDx+CFEc3Zq3Qmh2jwkeyev+SQ2keiaaK4UlZLexNHS1EVR1TKHq3PdE8Pa3eM7g0ZaOwrJOnb+rMH9rUn9xVrRNH0odViVjjNRTjebmE0bGiTj5ALHBzSeWVvPpr782kqeUtwf0hQzSNGTu78FQHeoF6xNTzxzGjOFZV6brPmrbdfA050FZGjU07XAZNpqXMJ7HtqKQcP8Ahe9TN1dfoLbRVFbUSMjigjc9znu3RwHDPrwvmjobVtZZaxlfb5Wx1DWOjy5oe10b8bzHtPMZa08x5IV61rtEvuot2KsnkqGBwcKenjLWF3wS5rc72OzPJXnQzyubGMwM6tbMrJaXZYdRVf6RuVTOwY8Mq3vaMYx1snA47OecKWfSQnPsfUsUj96RktriJIwXdUWtyR2HACwboxbBqqrqorveIXU9FTuD6ameMSVUoPB7x8CFv0uPm57U6aNpP+jMkkLSGx1NKXxs8nd6xuH4A4YDf4q05pzjHxNfFVoutShB3UWvuv4RofoTH/8AVkQ77fWj0EdU7P8ABd+m7+tj/wCzaH+c6o9C1r/9KoHtHiNpKoPdxxh7WNAzy3skHHmK9XThZjVO/wDBdbqRuf3mOn3h9Dm/Soa/qryNy69+/wDH+DV1h0xepaKpudDS1hoafLKqqp3OY1u6A5wduuDpGtBBOAQM8VY7fT9dNFFvtj66RrOskJ3W75xvuI444qcXQspA/SIZIzLJq2uyCOD2OLWE8eY4FRh6RWzqXT92lYIi2hqnvlo5ADuYJJdEDyDm54Du9CtCpeTiXo4zNWlSdk9bPyJw7GNIUlltFLR0gBAYHyzEDenlfxfK8jvJ4DsGFld0g62GWMc3sc0esLSnQ91+braBRzuzVUGI9485IR5D/OccD6Fui+XGKjppqqYkRQRvlkIGSGsBJwO3kufXi02pHBy1FVtvK/q7/wAkS9I22ol1NBQ9RIHw1s76kmN2I4oCd1+cYDXlzMHtBKl9E3DQO4AfQo06d281pucU9XT0rLTWTMhZFHGfCaVspDaeaSXeIncSRvtAGN/gTunMlYpA5ocORAI9B4rlcNo0acWqTvrqes9sa2Nq1aTxVPJaCsk7+evny5EcOlHWVRr4oeomexlK6Wl3WucJZCXNdHHu591yG8OeHDHaty7JdMx2q1UtOwYcY2yTOIw58r2hz3P7d7JWoNqO2mvbcpqSzx0ogtsvV1ElXEZTV1LcOkgjw4eDxNB3TJxO8eAwOO5dmOr4b5bKa5QNdG2ZpD43c4pWEsljyODt17XDI54UYelS94nNSu9Pl4E8Xq42PCcPRnTyU97p958m1y36mToiLpnjAqFw95l+bf8AdKrqhcPeZfm3/dKkFKyMDaana0ktEEQaSckgRtAJ869UsbXtLXNDmuGC1wBBB5gg8CFQtMYZBC1vBrYo2geYMAC9KEIxk7PrES5xs9tLnElxNFTkknmTli6U+zqxxvL2WqgYTz3KaJv3WrKUVs8upa72PPQUUMDBHDFHEwcmxtDB9DQqV4tFLWR9VV08NTHnO5PGyVufQ8EL2oou73IMZGz6xAY/Q9sx/uNP/wBi5OgLHw/1RbfFOR/Qqfgf+RZDUzsjY573NYxjS5znEANa0ZJJPIABWrSN4/SFOyujx4LUtElJwO8+HLtyZ3YGyN3XAdxHHjgTml1LXla576q3wSxGCWGKSEt3DE9jXM3eW7ukYwvJYNOUFAHCio6alDzl/g8McW8f3twDKuqKLsqFbNQaforhGIq2lgqowchk8TJACORG8OBVzRE7bA8dttdNTRCCngihhAwIo42sZjtG60YwvNaNNW6jkfLSUNJTSye+SQU8UTn54necxoJV1RLsXKVXTRzMdHLGySN4w5kjQ9rgexzXcCFxRUkUDGxQxsijYMMjjY1jWjua1owAqyKLgtl10/QVbmvqqKlqHs8h08EUrm45bpe0kK5MaGgAAAAYAAwAByAA5BcopuAuk0TXtLXtDmuGHNcAQR3EHmu6KAYHftj+m654kqbTSvkachwa5vHzhpAcPMeCyLTWlrfbm7tHSwwDGMxsa047sgcvMr0is5yatclttWC4c0EYPEHgQVyiqQYXqXZXp+48ay10spJ3t7dLDnvBYQR6l79L6DtNsx4FQ08G6MN3I2jd9B5586yVY9rbWVus8Dqi4VUVPGP23gFx7GtbzcT3BXUpvS7F21b6GQqx6qs9rqms/SVNR1DYjvR+FxRS7h729YDhRi2i9K57i+KzUpA4gVFR4o/rNYPGPrwtBao2iXu5Oc6ruNQ4O/2bHmJg8wazHD1rPDDS3bsb1Hh1epra3n+N/sTzue03TNoZ1PhlHTsZnEUHVta30NZj+S1tctvGhI6nr/AW1FRvb3hMNsjc/e/a6x7QSfPlQscckk8SeZPEn0k8VwsyoRXX1N+nweK70m/JW/JOVnSu0xy6u5jzmlZg/RKSuT0itG3Nhp6xrzC4jMdfRh0bu44dvN+lQZRFh4Lr6mWXCKT2b+n4PpLoXWmmnwtitdRQQQ5y2GARQtye5seBvLN4J2SDLHNeO9pB/kvlLDI5h3mOcw97CWn6Qs00htWv1rLfBrhK5jce5Tnrm4HZ43jD6VSWGT1T9TSqcIqLWMk/PT8o+il401bqx7ZKuhpKl7ODXz08UrmjuBe0kBXOCJrGhjGtYxow1rQGhoHIADgAovbMOlVTylkF7hNO44HhMfjxZ73jG8z1gjzqSWnr7SV8LKijninieA5r43teCD/VK16lOUdznVKU6btNNHvnia9rmPa17HAhzXAODgeBBB4EK22PTdvoS91FQ0lIZPfDT08UJf8A1jG0Eq6osd2Yy33eyUdYAKukpqkN8kTwxy49HWNOF4BoqzfFNt+o034av6JmZKbWxYYtGWhj2yMtdubI05a9tHTtc0jkQQzIKvFXSRTMMcsbJY3DDmSMa9pHcWuGCqyJdhtsx4aGsuMfoi24P/8ARpv+xdqPRdohdvQ22iiOc5ipomce/wAVoV/RTmfUN33OGtAAAAAHAADAAXSpp2SsLJGNexww5j2hzSO4g8CqiKpBjFr0dQ2+R81vpIaYyHMrIY2MD/PgDgVc7tYaGua3wyjpqrd4tFRBHLunzdY04V0XWQkA4AJxwBOMnuz2Kcz3uClQ0cUEbYoIo4YmDDY4mNjY0dzWtAACo3i0UlYzq6umgqY853KiJkzc94EgIyqltrGzxtkALSQN6N2A+J2AXRyAcng8CvSl+ZOzPDaLPSUbOrpKaCmZ+xBEyJv0MAC9NbTsmjfFI0PjkaWPa4ZDmuGCCO5VUUPXcJtO6NJ6b6PtDSXRtW+qkqKCnk66htz2DEEucgySZzOxnwAQN3tJwFuprQBgDAHADzBdkWOFOMO6jbxnEK+LadeTlZWV+hpzaVsKprrXmupqyS3+ElouUUUbXipDRuiSIk/0epLRul+CCMcMjK2fpexU1tpIKKjiEVPTsEcbB3AcyebnHmSeJJKuiJGlGLcktWK/EMRWpRpVJtxjsugREWQ0wqFw95l+bf8AdKrqhcPeZfm3/dKAW/3mL5tn3Qq5VC3+8xfNs+6FXQHDRhcoiALrLIGguPIJI8NGScALzRyiUubu5ZjId2Oz/NAY5qiyPvDm0szmi0+I+piDcvrXskDhTSFxwKQ7o324y8HdyATnK4Y2saGtAa1oDWtaAA1oGAABwAAXLGBowBgdwXZTcs5aWCIigqEREAREQBERAEREAREQBERAFwVySox9KTb0aLrbNZpR4YRu1dW0g+CtP+zj7DOR/wAvM9ivTpubsjJSpSqSUY7mTbfekDR2PfoqDcrLnjBaD7lTZHB0zh2/ujifNzULtYapr7vUuqrhUyVEricbxO5GD8GJmd2Nvo495Ks73uc4ucXOc4lznOJc5ziclzieLnE9pXC6MKagtD0mEwMKKvu+v46BERWN4IiKQEREsLhMohQHCyrZxtBulgqBPb6hzW7wMtM8uMMw7Q9mcNd+8MH08liy4wp0ehjnTjNWkro+hmw/bTbtSRCMOFNcGNBlpJCN7u34jykZntHrwtqAr5UWq4T0k0dRTSvgnhcHxSxndcxw7R3jvB4HtU5OjPtuiv8AEKCuLIrrCwZGd1tUxowZYge3vb2Z7sLRrULaxPPY3AOj8UdY/b/Hib0RAUWqc4IiIAiIgCIiAIiIDx+BBsrpo/FdJu9cOyXcbutJHY8DhkdgAOcBetjsjkR5iuV1eTwxjnxzw4IS3c7IqdPOyRu9G5r25I3mkOGWktcMjuII9SqIQERFUBERTcBERAFQuHvMvzb/ALpVdULh7zL82/7pUgW/3mL5tn3Aq6oW/wB5i+bZ9wKugCEovLWRyl8Bjc1rGykzgjO/EYZQGt7ndaYTnua7vQFKshdM7cIxGCCT+0O70L3MYAAAMADAHmC5ARAEREAREQBERAEREAREQBERAEREARFZdbaggtdDU11Q4Mip4nyOJ/dBPDvPBSlfQGp+lRteFho/AaNwNzrGODO3waLk6d47xyA7T6CoJzyuke6R7nPe9znve45c97iXOc4nm4kk586vWvdT1F5uNVcakkyVDyWtJz1UQ4RRDzNb/Ek9qsa6dKCgrHqMDhFRhr3nv+AiIrm8ERFABXaJjnFrGguc4hrWjiXOJw0Dz5K6rZ+wXSvhNSbhM33CmJbFkeXORxI7w0H6XeZZqFJ1ZqC5nO4rxGnw/DTxFTaK9XyXzZ49Q7OnU1uZON51UwdZM3mHNIyWtHZu9h7ePetet4ceB8yk7q+XFZTRY8SaCfeHHBa10YPLgCC5vE95Wg9odi8BrHNZ7zL7pF5snxmegHH0rtY7h6owVWmtFo/yeW9lPaCpjVkxD+KV5R8ru8flbTwMdREXnz3QXC5RSgML1Wi4z0c8NVTSuhqIHtlhlYcFj28j5xzBHaCR2ryrtCQCC4ZGeIUrUrJaH0S6Pe06HUtsbKd1ldBiOshB8mQDy297HDiD5/MVsxfNzYXrySwXqnrA4tppXtgq2DyTC93BxHewnPo3u9fRu21bJ4o5oyHMkaHtI4ghwyMLn4illd1seWxmG7Gdls9V+PkehERa5qBERAEREAREQBCERAeAQNpusfGx7usk35GhznbuQAXRsOQBwzut5kkr0UVZFMCYpGSBrnMfuODtx7fKY/HkvGRkHjxVdYNqKKps81VdKOHwqlqpYZrpRta7ro+rjbBJXUZb5bhEyLfhIO8IstIOQZSLr4vMzlF57bWw1EMc8EjJYZmNkiljcHNkY4Za5pHMEL0KCgREUAIiIAqFw95l+bf90quqFw95l+bf90oBb/eYvm2fcCrqhb/eYvm2fcCrqQEREAREQBERAEREAREQBERAEREAREQBERACopdOfW5aynssL8daevqQDjMbD4jDjsL8cP3VKirlDGOeeTWkn1DK+bW3PUDrnf7jUF++xszoIj3MiO7w/wCLeW1hYXlfobnD6XaV1fZa+m31MJRFXoaYyu3AQCeQPae5bqV3ZHqZSUVdlBFd6zTVbE3fMBczmTH7pgd5A4gK0KZRcdylKtCorwafkwuCucooMh67LbZauohpoRmSZ7WN7cZ8px/daMk+hSp0/aoqCkhpYQA2Jgae9zvhPd3uJyT6VrnYBpUxRPuczfHmaWUoPMRfCk82+QPU0d62lESSc+ten4RhMkO1lu/sfBv+S/aJ4jELAUX8Me9bnP8A+dvO5rrbTVVETrU6nc5khlmZIW44xONO4tPA4GW9nHgVS1lZ47jSOAA61jd+N2Mlru4H+H0qje9Y0dZdRROAdFEXRRyEHDqgHDmg54N4EZ7SPQr+0RwBjBhoc4MYDk5cckN4+grt4SEKyqK94vRq+2hlw8q/D8LhYyg41IrMnbWSbvr5LkRye0tJa4Yc0kOB5gg4IPrXRZvtW094NUeExj3God437svb6AR/EedYSQvDYrDSw9WVOXL7cj7Nw/HQxlCNaHNej5oIu9PC+R4Yxpc9xw1rRkn/AOvOsvs+inHDql4b27jDn/mP+QVKWHnV7qM9bE06KvJ/kw0Ism1PF4NvRx7gAO7xAyQR2DvWMpXo9lLLcUK3axzW0O7A0tdng7s8/eFOToZa2Nxs3gUzt6e3u6jJOS6IAGI+fxeH/CoMYW5OiJqo2/UEcDnYirmGEjsMrMuj/hvj6Fr1o542NTiVDNRcua1+XP6E/EXDTwXK5R5sIiIAiIgCIiAIiIAhREBjVs042hr56qnc9lNVxQQvoWYZTQTxSTvdWRRN8VksvWhryAM7jCcrJQhXV7sd/qGUuTKVzsi6QyteN5pyDnj6DgjzEHI9S7oQEREAVC4+8zfNSfcKrqhcPeZfm3/dKWAt/vMXzbPuBV1Qt/vMXzbPuBV0AREQBERAEREAREQBERAEREAREQBERAEREBjO1G4+CWiunzjq6aVw9TCV8x5ZC9znu8p7i939ZxLj/Er6E9LGZ0ekrq5u8CY42Zb2NkmjY7PmLXEetfPRb2F0j8zt8Hh35eS/fUBeu0SbszHZxjt7vP6F5Fy1xByP5A/z5rai7O52KkM0XHqbt07WxUTAJHF7ZZWtDyRgPnfw4k8GZOPWs1q9l9su0PWvj6idxIE0OGuyO044O9eVpKya0haxsVZStljG5kNALTuEFp3DyIIB4dy3LobataCwRSVAhO8C3rAWc8cMuAH8VuVJqUfhPA18FisNV7RRknd3cduVtv5MD1p0f7zRNM1IG18AG9hnizAedvJ59GPQsE0bpOorrhFRywzRN3z4SXRvYY42cXglw8VxxujzuCnpo7U1HWsY6CojeBgODXNd/LmFkF50dbavedJTs33twZI8xuIP7zCCudGuoyXaJnQfGcT2Eoxs5WaTejT66b28jRLYmxMZFE0NZG0Ma1o4BrRgDHYFhm1rVAttC9sbsVVSDHCAeLQR40nmDRx9OO9bmu2zGopnGSlqXz04ADYJsF8eBwxIBvPHLyvpUctRaEu121IKerge2mYRvSeTG2lad5zQ79tx4cOPHPYvSz4rTlQtS328vE+U8G9m5LibrcQkuzinNu/etrl13b6Gr59OV8NJHcXQvZTveNyUnxs58WQjyg0uxh3nC29pe5RXWjiecddEW74B4smZjxh24P8AJy2vrLT9LNRGg6v3IxmEgAjHi4bg9hBHD0BaH0Fpe50FwniLd2maS18rsYlA4McwA53sc1bhEpUKqtdxlo/B9T2WG43S9o6FS1o1KUnl8YvS3i+v+zKNYQ01REKKfIdUgiEtaXFsjBvB3DiMFYPZtldVJL/SZWRwg82cXvA5YBGG/wAVnd3vtpt8hfPNH4QRghuZpQAOXi56sfQrSzXVXUeNRW+oljc47rzGd3d7wTgOcfTgLq8Qp4atO82m1yW9vGx6z2f4fUwlDWVk9bePVdC5TWC32yAthYBI4YyTl7j+04njhYdfdQtgJjYN+bA8XjhueIJXvfbr1U1D5JY+qjdkgHqS4d3HJA9CtsmkyJnPmlkfIfK3sZHYOI7FhnD+mlSjbXnpp4I26ssPmvJ3+dzBLxWSTSF0nlZPD09q8Su2qbf4PUOYHOeMBwc7z9me3CtK8pik1VakdjDuLppx2CvGjLi2kuNvqcuAhqoHyHOMNEoDiCP3CfoVnXWTkfQf5LCmXqQzxafRr1PqxaJxLBFIDkOY0gjuIXqVg2dB36Jt5c7ecaSFzncsksblX9ciSs2eMCIigBERAEREAREQBERAEREBbW0fUOJh3tySV8kkflDfkOXubvcWZOTgcOJ4K5BFbr5cTSRiYxulj62GN7YwS9vXTMhD2tA8cB0gJHA4BPHkhOrLiiBEICoXD3mX5t/3Sq6oXH3mX5qT7pQFKyzCSmp3jk+GJw9bGlexea1t3YIQM4EUYGTk8GDme0r0oAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDUfS8cf9E7iBvcepzujIwJWO8fubwXz7X0X6TVG+o0tdomDLjTOcAO3q8Px/8AFfOgFb+G7h3uDv4ZLxX2CIiznYCIq9vo5KiWOCJu9LK8MY3vcT29wHMnuClK+hEpKKu9jZnR0t9Sa2Srjlkip4GFrw0kNmkeODSOTt0cf+Jq3m3UF6iqGPpLo9sQd49NURtmiI7mny2+ohWLR9ijtdDFSM4uA3pX9r5XcXuPr+gYHYvRd6+OjppqqU+LExz8dpIHADznl616mhw2mqH9Van5z9ovavE4zi7WCel1FK17ra78X+C9626QrLZUQUc0XXPkaHTmLAETScAuBdnJwTjzLY1qvVNV08dSIyOtYHNL27rgHDODkZCgvp6sguN6jqrrO2GGScTTFxJGGEGOAHsbwa3JxwBUtZ9b2KGOJgu1vaC1oYPCYyeXaGnh6159UKcpNx0Vz1ntFRxeBw9KlCMp1HG89Lq/RWXLX6dS3bV6ytdLQwWsM8aZ5rpt3ebTRCMubvO8kPLiMMOSe7HFYDqjSBeOvqbpVFjculZFIKaNzTxdv9X2fQs5rtbWgTN/1pRuJY6MNbM17SHOY7ieWRu//Iqw6nv9oeyVr6qlbC+NzXs66M75IxkNDuC6uHkqas39TyHD+PcQwtanTp4aUU+81Td3du7u1bRdLGG6MotPdYX0sFNVPYd5we50z+fle6lx59oWby7QKGP3JlDLlowSKc7jf+Lc5KNFkuYt1wE8J62KKV7QRwMkBJH07uD6Qt6x1JqIWTU0rQJGB7C5u83xhkZAIK6nDHTxSask09l9+R9N47iMRgpQbk3CS0b0s+j0ZaNca+io5N3qHl8g3mhoAZg9oOcFa/rdeucS5tOcnjl7/wCQA/zWa7QdPeGUOQ1pqadu+zcy0HA8ZjQfgkZGD5lpQk8j2dnd/wBFp8YrV8PUyp2i1pp6nR9nqeFxlFy1ck7PX0fky53e9y1JO8AAewfyHcrWiLzlSrKo7yZ66lRhSjlgrILh/I+g/wAlyu8MLpHNjYMvkc1jB3ueQ1o+khYzIz6f7O//ANpt3+50/wDdtV+Vl0NTGG20URGDHTxM5Y8lgCvS5c+8zxN7hERVAREQBERAEREAREQBERAEREAREQBULh7zL82/7pVdULh7zL82/wC6VAFv95i+bZ90KuvPbXAwxEHIMUeCOR8QL0KQEREAREQBERAEREAREQBERAEREAREQBERAWnWFF4TQ1UGAeshkbgjI4tIXzBvtvfSVNRSyDD4JpInD+o4gerGCvqm9uQQeRGF8/8ApbaVdbtQSyhuIa5vXsPZvt8WQenyT61uYSW6OlwqrlrZeq+q1+1zT4C5QIts9IgFuDYJpbyrrMOW9FStI58g+Xj6C0eg961ZY6IVNTT07niNssrGOeeG60nxj6cZx58KWNFRww08MMIa2OONrI2ggANaMDH0LqcLoKdXNLZfc+ef8icZqYTA+70O/UTu+kefzf2ucdfkEFoJ5545HmXhvNrgroHU9Q0mN3MA4P8ABXDwYrsynK9bLI1Y/OmEWJoVVVhdSTvfncwJuyO0DjuynzGWT/Jypu2UWfPkSgdwkk/nv5WxOqOFT8HOcrTWBw3/AFR6qp7X8dusteZqXU2ze0Uz4Iy+WJ1QXiIb7nbxjAc7gSeABHFecbMKH9ub6Vn2vqCGqNGTKGSUkxla4EcnBoew57CB/JUWSsPJ7T6HA/5rYw/DcPO+aC8D2uH9ose8NTarTctc1+TvpbToYOdmNFn3yUDuz/1KzC1UEdNCyCIYYwYAK9Iew8A9pPdvD/qu4BXSw+EoUXenFIw4viWLxUVGvNyS5M6haW2m6d8CqTMzjBUuc5oAx1ch4uZ3YPEj1rdLnAc3AekhWjWttiqqGaOQtHil0bz8F7eLT9K1eLYSOJoNc1qvP/Jvez/EpYHEp65XpJeHX5bkfVyiL522fZkFl+xmzOr79bIGjI8JZK/hkBkJ6wk+bLQPWsQUj+g3pU1Fwqrk9vudMwQRkj4bsPfj1bgVW7Js1MfV7OhJ+FvXQmbTM3WNb3NA+gKogRck8qEREAREQBERAEREAREQBERAEREAREQBULh7zL82/wC6VXVC4e8y/Nv+6UB49LU7oqKkjd5TKeJruOeIYM8e1XNULf7zF82z7oVdGQlYIiISEREAREQBERAEREAREQBERAEREAREQBaU6XGgjd7M+eGPeq6HM8WB4zmtHujB6W5/gt1qnURNe1zHAOa4EEHtBV6c8srkxk4tSW61PlE1crbfSd2ZSafur5Ymf6ur5HyUzhyildl8lOe7tc3zZHwVqRdNO+qPYUKsasFOPP8AbHGV6hcajAAqKjA5DrpcD0De4LzI45V81loTOlGfeSfmj2i71nLwuqx3eEzf96fpes/95V/WZ/8AvW0dnmkaCotscs8DJZJt4ukc477eJADMHxAPMtX3+jFPVVMDc7sM8kbcnJLGuIbk9p3cLPUp1IRUm9H4nFwWOwWLxFTDwgs0N7xjZ620+Zx+l6v/AN3VfWZv+9P0vV/+7qvrM3/esq2R2CmrZqk1LGyNgjjcxjnEBznl444PHg3+ax7V8DIqyaOOFsDWO3dxri4ekFVcZqGe5mhXws8XLCqms0Um/hjbX68+h4Jp5n8XyyP/AK0j3fzKpRzPb5L3t/qvcP5FV7ZRyVE0cEQJkme2NoHe48z5gMk+YFZ5tG2fst9JHVU5eQzdbUb7s72/hokaOzxiBgdh8yQU5JyXLxMuIxuFw1WnQqWTn3Vb79LvReJgAq5hyllHokeP81yayY85pj6ZXn/NUFtPSezukrbXFM6V8dXMHOD94lrW8dzxfJcOXnU0lVqO0W/UjiOMwuBgqlZJJtLSNzVxldnO8/PfvO/6ru+pkcMGSRw7i95H0E4Wc7SNHUtupaeSB0rpDII5nPPB+WOOQOQ4t5BYCoqqdN5W/qZMDiqGNp9rSWl2tVbYIiLAdAqU0D5XsijaXySPbHGwc3PeQ1oHrIX0Z6P+im2Oy0tMQBM5gknOOcrxvP8A4kqNPQ32XuuNb+mquP8AoNG4im3h7/VA4c4fuM4jPeT3KbDRgYWriammVHneK4jPNU1svv8A4OURFpHLCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAqFw95l+bf90quqFw95l+bf90oBb/eYvm2fdCrqhb/eYvm2fcCroAiIgCpcGcyAPOVVXV7A4YIyCgOwReKtrWwFge0iNxDesHEMcThocOYB717QgsEREAREQBERAEREAREQBERAEREBi20/RVJf7dPb6tviytPVyADehlHGOVhPJwdgr53bS9E11gr5aCuYQWkmCYAiOphzhssZPbyy3sPmwT9OlhG1/ZtQakoXUtWzdkb41PUNA6yCXGA9h/mORGQVsUa2XR7G7gsY6EvB7r+T5rIFl+1LZ1ctO1Rpq6ImMuIgqmNPVTjmMH4EmObDx54yOKxBb62uemhUjUWaLujM9K6+loKXwUU7Jd0vMbzIW7u+S7DgGneAJPasTuFU+eWSaTG/K9z3Y5Zcc8PMqCLJOtOUVFvRGrQ4dh6FWdanG0pbvXX9fQyDRGqX2uSV7YhMyZjWvYXFnFhJa4HB5bzuztVuv9yNXUSVBjbGZHbxa0k/STzK8CKO0lly8i8cFRjXeIS+Nqzd3qvsXLTV3fQ1DaljGPexrg0PzgFwxvDHaOKvdz1/W1ME9PUCKSOZpaOBb1YPLGD4xHn7liSJGrKKsmUr8Nw1aoqtSCclaz5qzurdNQr+dXVgo4aJj+qZDwbJGXMkLckhpIPDGexWBcJCTjszLXw1KvZVIp2d1fqXm66jqaqmipZnb7YZDIJHEl7iQQA7J44yVZ1wqkIac7xwMdiNym9WTRo06EctONlduy6s6LYOw7ZfV6lr2xMa6OhicDWVWCA1vMxRnGDK7h6Ac9wNXYrsjuGpahvVNdBQMeOvrHN4boPjMgzwkk5jPIdvcp86A0hRWSiioaGIRxRNAJ+E93wnvJ4ucTk5PetatVUNOZo47H9mskO99v8AJ79MWSmt1JBRUkbYoKeNscbGjAAbw+lXJEXPbvqzzwREUAIiIAiIgCIiAIiIAiIgCIiAIiKGAgK6kLloVbsHKoXD3mX5t/3Sq6oXD3mX5t/3SrgW/wB5i+bZ9wKuqFv95i+bZ9wKugCIiAIiICnPC17S1wBaeYP/AOc153VAhw2RxwScSEYABPAOPLK9io1tM2WN8bvJe0tOOfHu86E3KwKK3UPWxOET8vbjxX4x6irihAREQBERAEREAREQBERAEREARFwTwQFm1hpiiu1NJSV0DJ4ZGlpa9oOPODzBHmUO9snRpr7c6Sps+9XUfF3g5Pu8Q7mnlK0DvweHapAXbbnRNrpbRSUdbPeG1Ap4qOSB0TXd9Q6XiG04HHPPlw4rNNaVlxbQH9H+CivxG50c7ss3cgygHtwM8TwWzBzp2T59TNSxFTDu8fO3J/vU+Z1VTyRPMcrHxSN4OjkY5jmnuLXAEKkvo3ftnNm1DSRyVtLTSSvZ400GCBJjDureOOA7K0hrXolkbz7VWnHZDOA4DzB3NbMa0Hpex2aPF6cu+mvqvyRTyi2fqLYJqai3iaHr2t+FA8En/hdjj61htZpa6xHqpLZWNd/ukzifWxpBWZWfM3oYunPuyXqWLKK5P09XtO66grQ79k0lQD9BYvfQaGvM5Aitdc4nlmnkYPpeAAhldaC1cl6ox5Ft3S/R31HWkb0EdMw8zK/Lh6hw/itwaK6JlMzdfdKuSY8CYovEb6CW8SPWqSnGO7NOpxOhHZ38tfrt9SJ1mtNVWytgpKeWplcQAyFjnnj2nAw0ec4UlNjPRelldHV3925EMObQxuOX9oE7x2fut+k8lvWhGldLTUdu3qSiqawgU7HNw+U726HF2OALuGSeazXVWoqO10klbXTNgpohl0js448gAOZPctepiJPSKOXX4lUqaRWVfX1/Hqemy2qno4WU9NEyGGNoayONoaABwAwF7VZNEaoo7xQw3Cgl66lnDureWuYcscWOa5rwHNcHAgg9yvQcOWeXPzLTd76nOatucouMrq2VpJAIJHPHZ6VBB3RdJJmtwHOALjhoJAye4d66zy4Dt3BeG5DSQMnsB7hlAVUWOaBudwqoJH3KjbRTNnlYyNkolDomvLWPyOWQAVhWrNssNDqah04KRz31JaJqh0jWCESNc5hDT5Qw0lXVOTdkTFOWxthFbbVfKSqfNFBPFLJA7dmYyRrnRuPEB4actOMc1T1TqSgtcBqbhVwUkIIHWTyNjBJ5Abx4nzBVsyC7IvDZ7vTVkDKmmninp3t3myxvDmEd+QrdDrS0vkETLjRvkMvUBjJ43u63OOrIaTh2ewplYL+iw/Xu0uyWMxi5V0dO+UgMZh73kE43i2NpIb5zwWS225QVMDKmCVksEjBIyVrgWlhGd7PdhHFpXJtzPWi1pBtx02+6fogV/wDSi/qw8xvEBl5dWJj4m+sL287VbnZtQWSipXxNo6p8YqGujD3SiSZkXlE5b5QwQrxpSbsWVOTdrcr/AMm/0WBbWNqls03SsnrXudLL7zSxAOlkOM8ASA1vnJAVXZ3tQtV7tz7jTTYZC1xqYnjEsBaN4h7BnsHAjmqdnK17aEZXlzW06mcItP2zpEafq3QQUrqmarqasUkVKIHdaXHPuhHIRYGc5Xm2m9Imz2S4R257JqqQEeFvh3NylDuQeScvf2lrQSMK3YzvaxKpTbypO/kbnMgBDc8T2LsotdGraJWXfVV7kqq2WejdFI6jje7EcMLag9UWNwAMRcC7GTwyr7tD6TVPb68wUdvmr6OnlbHW1zHFjI3E43YjuFr3+ZxblXeHleyLuhNTyJXdk/pckQqFx95l+ak+6VbtHakpLtRw11FK2WCZoc1w5jva4djgrjcfeZfmpPulYGmnYwi3+8xfNs+4FXVC3+8xfNs+4FXUgIiIAiIgCIiA4IVGSZsW6HuPjuDWk95zgE9nJV1SqYGyNLXgEEcj9PDuPnCErxKoKKy2BtVFJPDUvZJH1xNG5ud4U3Vx4ZMcAGQP60Z7W7mSTlXpCGEREARF0dIBkkgY58eSA7ovBeLxTUdPJV1MzIaeJpe+V7g1oaPSsC0ttYtOoWV9Pa6w+EU8biBh8Ujm8R1sW+Bvsz2tVlBvUWdmzY7ahheWBwLmjLgOzPLKqqKvR11zUw3i8U9yqZpuq6x5fM9z3Fke87tPYFhO03pA3yuq557XXC10FHJuwxZZ1tW5rvhtLXF4IB4cBx5rYeFlmsvUzU6Epyyrw8tdvUm+SsbtmvLPU10ltguNJLWxAl9OyZheMcxgHiR2gKNm0Dbtc63SrjFDJQ17xHFVydW+PMLxh81M5wHA8OXEZXk2X7MNNR2e26mqL3U080TjLUyxzNZvTk8aZrcF/WB3DhxPHKe7WV5EqksrlJ7O219d/Q31tt2u0OmYGdYDVV0/CmooiN9/ZvP/AGI89vb2ZWObGdv1He4qiKshNBcaYOc+lL94SsaCcwucGkuHItIBC0N0q6KpdcaLUVM6Q22up4m09WGl3VOa3dcHhwyyQjJ855K47BNP2mqr4qejhqbvUcJK26EyQRQA8SGCTjnjjjx4lZY4eGS7LypQWHzq7b6cn0fK316I8dPqzU+pdRV9xsQjgdRRSCNjmxjMTA5oY5zmkvnfhxxnHLKtmj9S3G6Ud3iraid9WHPL3OcWOY4AgsLW4DWhwI3cYV619oy8aV1BNLZq+KlpriyQmaWWJohjfkSCVknNzclzXAK09GGxTVd/rII811I5srKms3XBjwS73Ul3HecTkdq2YtJZuVtC9WFOVGThlulFrre+qb67+Zvboa6gdU2h1O9xLqeRzcH4PHjhb5WvtkmzCksAmfBJM6SocXyB7huNyTgNaBw4LYK5teUZTbiacmm20rK5xhdHQMJyWNJ7y0FVEWEgpGnZ+wz/AJR/0XdkbRyaB6AB/JdkS4sMIiICHXTpkMF7slTu8Y4DI05PjiCojeQOxuCf/krDtc28119s7qFtmfBRSsjZLVyGZ432Fpa5jmt6vOWg8SVt/pR7Mrlf7nY5aOKKWKmL46gSODWiKSWKR7ng53hiMjHblZ/tK2fNrdN1dppYoY5zRGKnwAxgmABaOA8VpcMZ863o1IqMb/6N6FamoU01dq/O1tbmp+jneKyDQ8r6J9PFNFNUsbJVP3I4vdHb0pIB4jOcduFpe0bVblYLz4XFeZbwx783CN/WdS8l3jtgEjiOAPilobyxhblpNh96OijZzKymr2VMlaIWTb0dTnJ8Hme3gAc8COAIC1vaOjnqqrgpWzw0VJCx5DoHysEgGeMsnVNc2Rx5eVyKyxcPiu1uZKXYupOUpKzb08Nddr+lvFmT7Ztd6ik1VT26018kInpqV8TPE3Im1kW+4yADiWA5ycnIC8eyW+X/AE3rF1kr6qSsbXvxK+eSSRj99jpIquMyHLOAILRw7OxbKbsSuLtUWq9OqKfqaOCmZUjxnGR1Mwx7sbSOLXNPb3K4622RVdz1jSXxtSyGjpIIWubukyPfEJB1bQMNDDvg5z3rHnh3dLWMEatNQy2WsXfTXNrbX9Ro241171pq2WnZcDQC3yyeCASOYKdsD90PjYHAySucMk9x7uCuewrUF2bqC/QV9fNV1NNQV43us32vnp8tD29jWDn5sBW/pEadpLbqhs1PXTWl046yacRTtDX4w99O+IcS5vZyzhejon6QnrLvcK6nbO62dRU0oqpxuum64EEntc88z6ePHKy2WS/Kxmk4SoXsrZVb4f7r668768zZHQVv9RV2+5R1VRNUSR1TXtMshk4SN3nnecSSS8k+tau6WNPJJranMc7aN80VDCypLy0Qua98fXOc3BAAcOHmIUi+j1shGloqwGrNS+slD8CPq2RRtGGMwSS9+ObuHoXg2vbB6XUdxirJ6qWCNjCx7Ims3nf8TgeGeK11Uh2rlysY414QruS7rvy6rp5kdaigm0Vq6jit1zNWKowioOQXSNneA8VAb4rsuJc08+fru+rGP1XrY2q81zqejpjIyCPIjyGsDsRg+KJHDjnnhpW0Nk3RpitlzfcLlWfpLqX/ANCY6NzcY4Nkn33HfeG4GBw4fRf9vGwWk1A5lZSSCguTMN65jMslYOQla0g7wzwcDlZO3he3huWdeHap3/ttmtz628Fp16GgNmFwqKC5XzT1DWmttfV1Ya4HxcMaQ6RhHBruJBI4EtV56EOgqWtrq261Di91skZFTRch1srXkzyftYaMAd5K31sf2I22wUU8OTU1dXG6Opq3ANcWuBG5EB72wZ5fTlX/AGT7MrfpuKeOiMr3VEnWTSSuyXHJwMDgAMlVqYiOVpb/AHKTxCvPL/coq/W27+ZFfpHaLqqS+zXNskN6jcesmpJXCWSCL9h8TDvsjHY4Dgtj7L9pmnxperZ4NLS08ERbPSMllcd5wxuRvLt4A94PBZntj2A26/1TK1k0tBVeRPJTBmJ4zzDw4cHef+BWWaW2U2S3279GR0cUkDmFkplaHvlyMOc5xGd4qrrwlBJ35GGpNSpRjzXyVvs30dvMgDra5sq2iempKWgo2zO8GijINQ4jypHyHMrzw5uOM4WytqFykqJtATTEySi3Uhmkfk9ZMyqj33Fx8vgGHh3qQFF0YNKxRysNPUzGSTeD5al29EzsijLQMM85y7zrNbnsqsdT+jhNQRPjtTcUTPGDYxgDdIB8dvAHBzxAKySxMLp6m3LFU1lUU7LN56q3X1I4dJbXsP6XFBSUVLHXinjiludY3IjZLHnMG+dwDBI38c/OsK6K87477WU7Zd6Ge2XBrwzIZO5sZ6t+6RndB3iDjuUwdebJLDe5Kaa4UQlfSkdWWPfDvMHERSmMgyRZ+CV6tObMrJb6marpLdTwVEzBEXsafFiAxuRgnEbT27uMrH7xBQyq+xip14RouFtWtfO+/wDgjd0GdMwTG81pYx9XShlLBI8cWCVjySzPklxbgnnyWD6dr7fp7VF2GpKF8we2pEW9GZNx8pcWuDD5bXg7od2YU5NN6cobcx8dFSw0zZHF8ghjazfefhPI4uPE81bdVbPrNdKiCqr7fT1NRTH3KWRmXNAOQD+2AeIDs4KhYlZm+TI95UqkpSTs1bR68vwQ76KNeGajuE9PA5kZoqqWGiBy4gSb8UIJ7Rjd/wCJYTtJ1vW3qqqhUOfSsZLI2K20sO4N/eO/1zWABxG7xLsngvodbNO0FLI+Wno6aCWRobJJFBHG97W+S17mjLgPP3ryUui7VFVTVrLdRtq6j3+oFNF1kn9Z27kq3vUb3sWWLj2vaOPJW12a5+Pnuaj6Djz/AKNvjc0tcyuqDgtLSWv3XAgnm3j/ADW773F1lNUM3izeglbvN5tyxwyPOq1HSxQtDIo2RMHJkbQxo9AbwXFw95l+bf8AdK1aks0m0atSeeTl1bYt/vMXzbPuBV1Qt/vMXzbPuBV1QoEREARFwXAIDlFTdMwNLi4BozlxOAAOeSsU1BtHs9FE+aeup2hpwAZWAuP7rSckefClRb2Bl6KP8vSpsLK0072VJgaxxdVxsD4zIOIY1ud93dvYxlW3Zp0mf0hfH0FfRCio6h2KCU74laPgeFB3Ah44gt4Dlx5rL7vPoZvd6lr5Xa1/kSQe3II5efkvLXXCKmifNUyxxRM4mSRwa0N73E8AsH6QFLdZbHUyWepfDUwsMu7GGkzxtGXMBcCQ7HLCiZrXafUXrTtroZZ3irgr2QVEe84Onj3HBriPhYOAc8lalh86vcrTpSnt1t5ePkTB2ibT7TZKEV1TUNex4zTxwlr31BIyBEM4I5ceStWxjbJbNTtkbTiSmq4j49HUFgk3OyRhaSHt9HJRW6R9lrKCotFS4OfSOpIPB3zBz4WShjTIwtHAFrgTjHEDtWRbBbPa4bxSSOr6q6XiciR36Jc3qKZrhnM8mAC3GMjmO4clneGhkuZFSj2CqPd7W+z/ADfpuSA6Sm0mXTdoM9NGH1VQ7qIHO4she4H3V45kDu71F7UNz1xT2CC51lxmlt1xlErsSgzRsLstL9xo6uF5Od0Hhw5clLfbboOC/wBpnpJnCOVrHPgm/wDTlaMtLu9ueag1d3XGO11Fsr7qxtHbpXCmomytlM0+9hrWhvjdSMEjPBuR3JhUnHTfmZsI4Ws7XzK91e68LeO5m+3TV1fX2azmZ8r6LDesaHFrJ3tHi77mjnjI9Ktey7TphrKW7VNWy09bjwCmo92SadrgGjLBnejIPHPNbz6POgxdNJmivFIRTVId1DZBuyNHwJojzjcDxBWUbIuj/abBP4XvS1tS3IhfU7hEIP8A6bWtDQ7zrJKvCN0Y1U7OlKknreSvvdX8/rZ6bGkmWiSDWj6d0cr2V8WHmNjs+M3JeQ0eLwKsOqdlN007ey6KzPvdNUFz6CRrJNyORx3m9fuAhrmdofgHhghTlZb4GymYRRiYtDDIGNDy0cm72M44leggdywPGPTQxUqzh/6qL31S221NU7O9AVU9qlh1G6OodWsAdRtjY2OkYQcMiIG8HjPPPYtf6a6KNNBcOtqrlJVWyOcz09BuOYcnkJ3b5a4gADLQCQOKkuiw9vO7aK06kqaai7XLVddO0NVRuoJ6WGWjdGIzTvYDHuAYADezCpaR0rb7TB4Pb6WGli5lsTA3ePe483H0q9IsWZ7FPAwXalsqs+oxF+kYHOfC7McsUjopAO1hc3ymnuKveh9H2+zUwpbfTsgiHF26PGeeWXu5uV/RTnla19CW3a3IIiKpAREQBERAEREBxujOe1c4REAwuMLlEATCIgMf1loy2XiNsdxo4KtrHBzOuYHbpHcVc7LaaaihZT0sMcEMYwyOJoY1o8wC9qKcztYBFQr62KBhkmkZEwc3PcGj0ZKpVNzp4ofCJJo2QYDutc8BmDyO8eCiwuexFYL5rG20VE641FZAyja3e64PDmu7gwtzvHzBeHZ3tEtN+gfUW2qZK2J27K1wdE+I8x1jJAHNBHaQrZXa9ibO1zLV1e4AZJAHeVhF02tafp5HxSXKnMjHtjcyN3WOD3uDWjDOfE4WPdJa4ywWnr4pHsj3mB24S3eDyAN7zcRz71gxU5Uabnlb6LqbvDMF77iYYdStmaV3yNrNlaW7wIx354fSqFvuVPUb5gmimDHFjzFI2TceObXbpOHeZa02QUZu2nGNqJZ42VReQ6GV0bxCSWtaHA8AW9g71p3T+nH6b15TW7T9TLNTVURkuNG97niGHjl0ruTnZw5pPjDeI5OVKNZzgpSVrq/5X7ub0+ERjVq0VO8oNrbSy53/AHqS4RAi2DhhERRYBERSAiIgCoXD3mX5t/3Sq6oXD3mX5t/3SgOtI/dgY45IbC0kAEngwHgBxJ8y19ojbPZbtcqu2QzPiqabewypjdB13V5EvVdZglzCOLSAe1bDt/vMXzbPuhRd6X+ykxO/0ntIdDURuDrhHD4pdjgKuPd5SAcHj4Q9ectKMZOzM1GEZyyydr7Plfx8DPLdtdnuepxaraIzQUgcauZzc9a7iA1h+C0HJyO5UdfdJix2q4Cgayet6uTcqqim3DHAQcOA3nZlcO0NzyWpujLp6pq7LfqumeTX1EM8cTmuw8PLSAR3Fa/2f3Gw01pv1tvtK6O5eM+CUxl0zqiM4bE1xGYntfknPAhxK23Rhfyt/sz08NHPJO7y2Vlu3zfkn/BKDbNtwitdspq62xNrY6wDqqgSAMYHDPEYJL88MHC1u3Wesqiw1F+fIyngkjJpWBgc9sWcF7N5uOIz43P0LA9IaDulbo+oqOplMTJt+CIhxMkec9bE3zHtHMFSa2O2SWt0xDQXWmliD4OrLJW7jg0twHNB4jvUyjClG6s9TXqKMLx3ak9fBbaePM1UdTzXnQk1QKt7Z6QOErxMWOJB8mQgjn5+9aV1JL4dY6aod4zoXMbIRz3c4cM/QfWt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alt='1btc to dollar' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a></p>
<p>Support, grants, and partnership programs for providers of developer tooling, infrastructure, implementation, and other necessary ecosystem services. In the “get up to” section, choose Beam and see the exchange rate. It&#8217;s important to note that the content on the BitcoinWisdom website shouldn&#8217;t be considered investment advice. Investing is speculative and when you invest money, your entire capital is at risk. You should do your own research before investing in any company or product.</p>
<p>The coins are distributed from the treasury on a monthly basis. In the first five years of existence, Beam coin emission is split between Miner Rewards and the Treasury. Full node with both transaction and block validation and full UTXO state management. Beam Wallet Java API &#8211; A Java library for the Beam cryptocurrency Wallet API.</p>
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