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	<title>FinTech &#8211; Celeste &amp; Ryan are getting married</title>
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		<title>5 Top Metaverse Stocks in 2023 The Motley Fool</title>
		<link>https://www.ryanandceleste.com/5-top-metaverse-stocks-in-2023-the-motley-fool/</link>
				<pubDate>Fri, 02 Sep 2022 19:16:42 +0000</pubDate>
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				<category><![CDATA[FinTech]]></category>

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				<description><![CDATA[Content How to Invest in Metaverse? &#124; Top 5 Metaverse Stocks &#124; Beginner’s Guide How to invest in the metaverse Best metaverse ETFs at a glance How We Make Money Investing in Metaverse Stocks Metacade Presale Investment Rockets Past $5 Million as GameFi Investors Hurry&#8230; What is metaverse land? Get your daily dose of crypto and trading info Tech companies [&#8230;]]]></description>
								<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How to Invest in Metaverse? | Top 5 Metaverse Stocks | Beginner’s Guide</a></li>
<li><a href="#toc-1">How to invest in the metaverse</a></li>
<li><a href="#toc-2">Best metaverse ETFs at a glance</a></li>
<li><a href="#toc-3">How We Make Money</a></li>
<li><a href="#toc-4">Investing in Metaverse Stocks</a></li>
<li><a href="#toc-5">Metacade Presale Investment Rockets Past $5 Million as GameFi Investors Hurry&#8230;</a></li>
<li><a href="#toc-6">What is metaverse land?</a></li>
<li><a href="#toc-7">Get your daily dose of crypto and trading info</a></li>
</ul>
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<p>Tech companies can develop virtual environments thanks to greater computing power, faster internet connectivity, and other technological advancements like artificial intelligence and machine learning. These spaces aim to give participants a sense of being present without leaving where they are. You can purchase shares in metaverse companies by opening a brokerage account — most simply by signing up with an online broker or an investing app. Once your account is active and you&#8217;ve funded it with money from a bank account or credit or debit card, you can select and purchase stocks. The acquisition is Microsoft’s latest metaverse play, following its Mesh for Teams mixed-reality space and Hololens, its augmented reality headset and platform. Metaverse investors can also find indirect methods for investments such as exchange-traded funds and metaverse company stocks.</p>
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" width="300px" alt="What is the best investment for metaverse"/></p>
<p>MESH distinguishes itself by being the first metaverse ETF to launch in Canada, in addition to being actively managed. Out of the 25 stocks it holds, 74% belong to the US, while the remaining 24% is made up of companies in China, Japan, Taiwan and Singapore. Unlike METV, MESH’s holdings are almost equally weighted at around 4%. Investing in metaverse through ETF is Roundhill Ball Metaverse ETF. You can use your brokerage account to invest in the ETF.</p>
<h2 id="toc-0">How to Invest in Metaverse? | Top 5 Metaverse Stocks | Beginner’s Guide</h2>
<p>The metaverse as the platform envisioned by Mark Zuckerberg and others is not going to simply arrive one day. Instead of a launch, expect the metaverse to evolve from existing and future services. The real world is still there, but many people prefer to spend as much time as possible in the metaverse. &#8220;The next platform will be even more immersive – an embodied internet where you&#8217;re in the experience, not just looking at it. We call this the metaverse, and it will touch every product we build.&#8221; Jamie Redman is the News Lead at Bitcoin.com News and a financial tech journalist living in Florida.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/03/a5b0e80f-9c4e-4b37-a54e-2bbb0e62be98.jpg" width="303px" alt="What is the best investment for metaverse"/></p>
<p>Investors are unhappy about a lot of things like macroeconomic conditions, but over 90% of investors are bullish on the metaverse, according to a survey by accounting and consulting firm KPMG. Another important aspect of ETFs is that they are passively managed, meaning they aim to track the performance of a specific market index or sector rather than  actively trying to beat the market. ETFs are created and managed by professional fund managers who make decisions on what assets to include in the fund and how to allocate the fund’s assets. Everyone has heard that Decentraland’s native token Mana hit all time highs shortly after Facebook’s announcement. Let’s look at some of the primary supporting sectors for the future development of metaverse.</p>
<h2 id="toc-1">How to invest in the metaverse</h2>
<p>Most metaverse companies have their own digital currency or are using an existing cryptocurrency, so buying metaverse crypto is another way to profit. Metaverse games like Minecraft, Fortnite, or Roblox are some of the first and largest in the industry. Whereas the latter are all centralized companies, Decentraland is the first successful metaverse game by a decentralized autonomous organization . Most people still use more traditional devices like a computer, mobile phone, or a gaming console, but the social aspect is already there.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2020/12/perevod-kriptovalyuty-na-druguyu-birzhu.jpg" width="300px" alt="What is the best investment for metaverse"/></p>
<p>The fund has about $900 million in assets under management and carries an expense ratio of 0.75 percent. Other public companies such as NVIDIA , a semiconductor company that powers computer graphics, could benefit from the growth of the metaverse. Similarly, Autodesk and Unity Software , software makers that allow architects and designers to create 3D models, and cloud-technology provider Fastly are also top names in the space. Although the metaverse is still evolving, the technology can revolutionize everything from e-commerce to social media and even real estate.</p>
<h2 id="toc-2">Best metaverse ETFs at a glance</h2>
<p>The best metaverse stocks to buy are from companies already thriving and spearheading the innovations in the virtual reality space. These companies are likely to grow exponentially as the metaverse universe develops. For a decentralized metaverse to function, several users would have to have a stake in it by investing in its cryptocurrency linked to each platform.</p>
<p>The Chinese government has been cracking down on tech companies, making their regulatory risk high. Bankrate is compensated in exchange for featured placement of sponsored products and services, or your clicking on links posted on this website. This compensation may impact how, where and in what order products appear. Bankrate.com does not include all companies or all available products. Gio Moreano is a contributing writer, covering investment topics that help you make smart money decisions.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">A metaverse reality check: What role for brands?</p>
<p>Many companies are eager to explore investments in the metaverse, but what is the best way to go about it?</p>
<p>From <a href="https://twitter.com/Econsultancy?ref_src=twsrc%5Etfw">@Econsultancy</a> <a href="https://t.co/Ethz6kzJ9O">https://t.co/Ethz6kzJ9O</a></p>
<p>&mdash; Marketing Week (@MarketingWeekEd) <a href="https://twitter.com/MarketingWeekEd/status/1569967193965867008?ref_src=twsrc%5Etfw">September 14, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>She specializes in generating engaging and creative concepts and texts for advertising, e-commerce, blogs, podcasts and social media. With Meta Platforms in the spotlight, many companies wanted to partake in the metaverse craze. It’s estimated that the global metaverse market could reach $800 billion by the end of 2024. Here are some favorable suggestions you would like to try out for investments in the metaverse. Randi Zuckerberg, a former director of market development and spokeswoman for Facebook and sister to Meta Platforms CEO Mark Zuckerberg, is a member of The Motley Fool&#8217;s board of directors. The Motley Fool owns shares of and recommends Meta Platforms, Inc., Nvidia, Roblox Corporation, and Unity Software Inc.</p>
<p>As audiences for these virtual environments grow, so does the interest from corporations trying to capitalize on this trend. Facebook, for example, has rebranded its name as “Meta” and <a href="https://xcritical.com/blog/how-to-invest-in-metaverse-stocks-cryptocurrencies-and-more/">how to invest in metaverse</a> plans to invest billions in its ambition to build the metaverse. The future of the internet includes virtual worlds where humans can interact without the confines of physical space.</p>
<h2 id="toc-3">How We Make Money</h2>
<p>The term metaverse is a combination of the prefix â€˜meta,â€™ which means beyond, and â€˜verse,â€™ such as in the â€˜universeâ€™. Volatility profiles based on trailing-three-year calculations of the standard deviation of service investment returns. Investors need to be just as vigilant when weighing up the prospects of a business involved in a cutting-edge sector as they do when considering the merits of adding an ‘old economy’ stock into their portfolio. The latter figure might sound like a lot of money but is a drop in the ocean when compared  with the likes of, say, tech giant Apple valued at around $2 trillion.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2020/09/ThinkstockPhotos-882340742.jpg" width="307px" alt="What is the best investment for metaverse"/></p>
<p>The ETF fund is currently the biggest fund and emphasizes computer hardware solutions, gaming, and IaaS solutions. Still, as long as hours spent on the platform continue to increase, this top IPO stock should continue to hit new highs for years to come. On Friday, February 10, the free concert will open to Roblox users in Rhythm City—a music-themed social roleplay experience built on Roblox by Warner Music Group—home to Saweetie’s label, Warner Records. The concert will then replay 31 times, every hour on the hour, until Super Bowl Sunday.</p>
<h2 id="toc-4">Investing in Metaverse Stocks</h2>
<p>Web 3.0, meanwhile, involves the metaverse, where people are connected digitally to virtual places and things. In terms of internet evolution, Web 1.0 can be said to have connected people <a href="https://xcritical.com/">https://xcritical.com/</a> to information, while Web 2.0 connected them to the social media revolution. Reports and Data expect the metaverse industry to be worth north of $500 billion to $800 billion by 2028.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">What is the best <a href="https://twitter.com/hashtag/metaverse?src=hash&amp;ref_src=twsrc%5Etfw">#metaverse</a> investment right now? </p>
<p>Stocks or Crypto <a href="https://twitter.com/search?q=%24RBLX&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$RBLX</a> <a href="https://twitter.com/search?q=%24META&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$META</a> <a href="https://twitter.com/search?q=%24NVDA&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$NVDA</a> &#8230;<a href="https://twitter.com/search?q=%24MANA&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$MANA</a> <a href="https://twitter.com/search?q=%24THETA&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$THETA</a> <a href="https://twitter.com/search?q=%24SAND&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$SAND</a> <a href="https://twitter.com/search?q=%24AXS&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$AXS</a> &#8230;</p>
<p>Retweet for <a href="https://twitter.com/hashtag/stocks?src=hash&amp;ref_src=twsrc%5Etfw">#stocks</a> like for <a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a><br />                       ?                     ?</p>
<p>&mdash; MoneyAdx (@MoneyAdx) <a href="https://twitter.com/MoneyAdx/status/1588330514859032576?ref_src=twsrc%5Etfw">November 4, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>But before the Facebook founder&#8217;s dreams become a reality, Meta has to spend many billions of dollars developing the VR and augmented-reality technologies that underpin the metaverse concept. Mark Zuckerberg&#8217;s dream of a future in the metaverse is costing investors a boatload of money. We&#8217;ve created a list of top early stock picks in the metaverse space, but if you want to know broadly where to keep your eyes peeled, consider these possibilities.</p>
<h2 id="toc-5">Metacade Presale Investment Rockets Past $5 Million as GameFi Investors Hurry&#8230;</h2>
<p>Metaverse-related industries or technology companies are an excellent way to profit early, investing options range from easy to more complicated processes. Users can see clothing in “real life,” wander through the shop, dress in a virtual fitting room to get a 360-degree view of the outfit or interact with virtual shop assistants. Brands can benefit from tracking customer activity, purchase history, and demographics to offer a more personalized shopping experience. What is more, Meta Horizon Venues offers the ability to attend events via a 3D avatar with a Quest 3D headset and allows attendees to chat together while at the virtual event. The MBA, for example, has already hosted several virtual live events on the platform.</p>
<ul>
<li>Unity Software, founded in 2004, is firmly poised to profit from metaverse technology.</li>
<li>Bloomberg Intelligence recently estimated that the metaverseâ€™s market size will reach USD 800bn by 2024, suggesting this could be a lucrative area to invest in.</li>
<li>However, it is still often a more stable investment than, for example, investing in cryptocurrencies.</li>
<li>For example, you could buy metaverse stocks or invest in native cryptocurrencies, as there is no minimum spend.</li>
<li>For starters, they designed the Ball Metaverse Index, which is the first global index that tracks the performance of the Metaverse.</li>
<li>I have no business relationship with any company whose stock is mentioned in this article.</li>
</ul>
<p>The app company hopes to empower people to express themselves in new ways while expanding friendships within the metaverse. Snap’s stock price has been on a downward trend, resting 55% lower than last year. Even better, Microsoft’s current price-to-earnings ratio of 27.6 is far lower than the 34.6 multiple it has averaged over the last five years. Investors should consider taking advantage of opportunities to purchase shares in best-in-class IT companies at a reduced price. At Ignite 2021, Microsoft stated that it wanted to be the firm powering the metaverse.</p>
<h2 id="toc-6">What is metaverse land?</h2>
<p>When an investor buys an ETF, they are effectively buying a piece of the underlying assets in the fund. When the price of the underlying assets increases, so does the value of the ETF. Myobu started as a community token in June 2021 and is just starting to work on making a game for the metaverse. They plan to roll it out in stages on the blockchain, starting with a fairly simple trading card game, and moving into a full-blown immersive role-playing game in the later stages. Serious investors can buy the Grayscale Decentraland Trust as a metaverse play in that very same MANA token. But there’s a catch, you have to be an accredited investor – which requires a $25,000 minimum investment.</p>
<p>Another growing and innovative use case of the metaverse is in manufacturing—a digital twin is a digital copy of an actual building in the physical world, either existing or new. Zoom video calls and online conferencing became essential during the pandemic in 2020. They enabled the workforce to keep in touch with each and attend business-crucial meetings. However, 2D calls have limitations, excluding aspects like seeing each others’ body language. In 2021, Facebook changed its name to Meta and announced plans to focus on developing the idea of the metaverse. The CEO, Mark Zuckerberg, has estimated it will take up to 15 years to build and is expected to lose large sums of money to do so.</p>
<p>Many well-established names looking to commercialize the metaverse have plenty of potential to provide investors with a great way to profit from the trend. In a sense, the Metaverse Index token acts like a metaverse ETF for the crypto markets. Patience is needed because the metaverse could take a decade or more to develop.</p>
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		<title>Best Bitcoin Exchanges in Europe</title>
		<link>https://www.ryanandceleste.com/best-bitcoin-exchanges-in-europe/</link>
				<pubDate>Tue, 05 Jul 2022 22:41:04 +0000</pubDate>
		<dc:creator><![CDATA[pinstripes]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://www.ryanandceleste.com/?p=1738</guid>
				<description><![CDATA[Decentralized crypto exchanges distribute responsibility for facilitating and verifying crypto trades. Anyone willing to join a DEX network can certify transactions, much like the way cryptocurrency blockchains work. This may help increase accountability and transparency as well as ensure an exchange can keep running, regardless of the state of the company that created it. Hybrid exchanges are part of a [&#8230;]]]></description>
								<content:encoded><![CDATA[<p>Decentralized crypto exchanges distribute responsibility for facilitating and verifying crypto trades. Anyone willing to join a DEX network can certify transactions, much like the way cryptocurrency blockchains work. This may help increase accountability and transparency  as well as ensure an exchange can keep running, regardless of the state of the company that created it. Hybrid exchanges are part of a new generation of crypto trading platforms whose goal is to provide the best of both worlds.</p>
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" width="304px" alt="Licensed Crypto Exchanges in Europe"/></p>
<p>Coinbase is one of the biggest cryptocurrency exchanges in the world, with more than 80 million users. The platform combines a user-friendly interface with a large offer of cryptocurrencies for the user to buy and sell. It also provides a massive library of information about cryptocurrencies, focusing on beginner education. Any user with limited knowledge of computers can use both the online website and the apps for Android or iOS. As cryptocurrency investing is legal and regulated in Europe, these exchanges enable investors to confidently navigate the world of digital assets and capitalize on opportunities within this expanding market.</p>
<h2>p2pb2b – Our Partners of Crypto Exchanges in Europe</h2>
<p>Bitpanda is an Austrian multi-asset trading platform that offers cryptocurrency, stock, ETF, and commodities trading to users in Europe exclusively. The company was founded in 2014 and has become one of the fastest-growing exchanges in Europe with over 2,000,000 users. According to Bloomberg News and Meduza, the Federal Security Service convinced the Central Bank to ban cryptocurrencies in Russia, as they are used to finance the opposition and independent media.</p>
<ul>
<li>When dealing with cryptocurrencies one must declare them and pay taxes to the Dutch Tax and Customs Administration.</li>
<li>Cryptocurrency exchanges rely on government regulation to establish trust in their services and must meet stringent criteria to gain approval.</li>
<li>Binance offers a wide range (600+) of cryptos, including Bitcoin, Ethereum, Litecoin, Ripple, Dash, EOS, Stellar Lumens, Monero, Zcash, Tron, IOTA, and others.</li>
<li>Most importantly, it will remove the need for banks to act as an intermediary, allowing for P2P transactions.</li>
<li>These changes provide a high level of transparency and minimize risks, but complicate the licensing process, which has caused a large outflow of investors from Estonia to more loyal jurisdictions.</li>
</ul>
<p>One of the easiest ways to buy bitcoin in Europe is through a cryptocurrency exchange, and you can easily deposit and exchange Euros for the digital asset of your choice. Gemini is a good starting point if you’re a new investor and don’t like Coinbase. Gemini supports around 40 coins, from large ones to small altcoin tokens.</p>
<h2>How much does a crypto-exchange license cost?</h2>
<p>EToro stands apart from its competition due to its copytrading features, which allow new users to copy successful trading strategies from top-notched traders. New users will appreciate an easy-to-navigate trading interface, while seasoned traders may prefer eToroX. You may also create an institutional account, but you’ll need extra documentation to prove your firm. The platform provides reduced transaction costs, promotions, and trading fee savings to skilled traders.</p>
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width="308px" alt="Licensed Crypto Exchanges in Europe"/></p>
<p>As of 2017, FSA says that doing business with bitcoin does not fall under its regulatory authority and therefore FSA does not prevent anyone from opening such businesses. FSA&#8217;s chief legal adviser says that Denmark might consider amending existing financial legislation to cover virtual currencies. <a href="https://1investing.in/leading-cryptocurrency-and-bitcoin-exchange/">leading crypto exchange</a> In the bill, bitcoins are classified as property and are not considered legal tender. The exchange of cryptocurrency for roubles and foreign currency is allowed but only through licensed operators. Bitcoin and cryptocurrency is not legal tender in Brunei Darussalam and are not regulated by AMBD .</p>
<h2>Binance</h2>
<p>You may fund your account with EUR through SEPA transfer, ideal/Sofort, credit card, and debit card. You may utilize many Bitcoin pairings, including BTC/EUR and BTC/ETH. Phemex supports a limited number of currencies, including Bitcoin, Ethereum, Ripple, and LINK, which may be exchanged against the USDT – Tether. Contracts are offered in USDT because there are no real Bitcoin transactions throughout the buying/selling procedure. Another impressive feature is that FTX supports margin trading, meaning that you can borrow money against the value of your holdings to increase your potential profits. This is  particularly useful for those interested in shorting popular cryptos.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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U7la5vk2rmPzVG2658XZKNwOD/6BL4rm3W4GDJZh2YntW4eEPacj5eCLhTUdbiEzACjB+5UMfFEqdZoBKRt2Ca46ySLH6jdLjyeQAkUbhRrnuUrmXiLiGXfIPglhZmJQAAYqRBIhVo0CIFWpLdJH2McCRyF1mj5FqOYcCvJyPOcQRII01Xpde2o/Qv8AR8aZJriQUI0GaVQvp/msqt6uNOmi1og860XXWkRU9P3I7ZVcsfBde2k9C/5y69tR+hf8k7qmNvs3XtqP0L4GIVSzDz/iEgDJ7yCu8gpGVxlejXBFzw13JxXdn/kt2I4Vkpr0LknufpB6F8Cu4t5uYN/VCVWkaMMZnLSJwtON3im/5L4Qyk6jpde2l/bFW5bT5+nxaWRilnDZSq6mNWmuATjvZPZDcTFgrSzTB5MPdT4p7ybXyX0jP3PiP/mNQBDtuVUQ18L9D9WgjaXkPboRiuFMEDtY/wAV20PnXAn4rt4c5qNFjGE8LTTAMKgldp0B8N2zJbuUE0usVcjiCQMkk6zFJbJmeI79b15kkTieaTlcC1Z2gQydLt2R00kluVQgdH/FIcn7Lu0DnKz43E0cCvGGkRQi6rT28TnLW7a7Rv0dwi7NrJOSWhhSJcJ0uvbUf7a+CSBJJEkMECQLhP4boHUq36fHX6elQxLCmqeEK/ISZIWOdZInYrSwH5swhguG+9jzz9/FY+08aP6/BJDHJ61kFsTG+9y/oWKVnHP4Lr21H6F/zl17aT0L/nLr21H6F/xxuo1cq/dx+dCWSJh3BdQQC07scQRSiQeXgkmji9cLvJlj0uvbSftio3VxlektwsblTBKz5WQXERfSnuI0OKMqDypHVxlPv3MvFCWCXNy5+U3NyF2qynMyHbrNE5vUcG2l0XWJWid8m3lMXlFHJHMTJDbH6W9rHxx+fhN1HlwEuY3cIvhlkWJC7tcomNknV0LL3kWFNRuJF2HWR1jQu3dR+VRuJEDr0e4jjbV+8ixnrLKkQzJ3MO2td1DQnjY4HiwOhAYYItYQCKUBRgSwK/zCIyQAoy3MZOKM0Y/MspJCQxQhCT4Lr20ozGBUUYiGF6S25ebkFski5MjWKEyELZ6HK9gnnUEAhzr9+8jMkBCx8sZ8iJCMV8PiaOM7eHlTl46aRg5FNNhQa5W+bEbbrnxdiArKi2gE/L4pU3QrS2igAUlpojRgwLtmreHhUjwTxCaIo0dqE0NQx8USxjpLbcshY9gNcdZ4+WPWmtNmND4foqKi2QWdZfvPGsnruIY1tpdbVFSFdfBde2o/Qv8AR8a7Fq4krUUqhfT/AF8i7xstINVA8N17aT0L/nLr21H6F/xyurEgfduvbUfoXwTTxw/uRSpKMx/wyQBk95BXeQUjq67L1F0S8q13ZVQz8543NG7xiu4PFtQvF5dat5eZNv6g/JdZNc03K2mrwASs8/z6Rd2g8m8IcGQoOl17aT9sVBtp8/RnPfTclq3/AOR+m00/PKKW4nyqnvJwq011Omd7Z2khDP8Ae+I/+Y1AIztyMEENfC/Q/g7WHZjRgjLlyLdB5Dhh1xXBGPKhbwio40jBCeEyy6MUjeXuYw3hmZliJjSW41jzBLKySBxJcGrNi0XzeB5rjMubQs1uhfq7zpt1uJeJ4s93MMZs5jISDHdvjZ1upzKKvJymur3s4MlW3LoebpLHyLijOYg6zQJpEq0yhlKmGMRJquBUEiR5hbrNLr8qQx8a463XtpJU0FcyVzJXMlTxW85yYEgg9PMlcyVzJRkjP55krmSuZK5krmSuZK5krmSuZK5krmSuZK5krmSuZKd4nUq3a29drb1CYYU1TmSuZK5krmSuZKR8bbafLin+bFfKd8wyBVw3MlcyVzJXMlcyVzJXMlcyVzJXMlcyVzJXMlcyVyx1zJXMlcyVzJXMlcyVzJXMlcyVzJXMlcyVzJXMlc0dcyVyRZBrljrlShJGBgcyVzJXMlcyVzJXLHXMlcyVzJXMlPwSesTmL6Q2lY+a3EpOlRaISz8yVzJXMlXEinGP/8QAPRAAAQMCBAQDBgQEBQUBAAAAAQACESExAxJBURAgImEycZETQEJggaEwUFLRYrHB8CMzQ3LxBGOSwuGi/9oACAEBAAk/AmiyaPRNHog30WVZEGrKsqDVlCj0QHog0aLKsqDVlp2WUSor2QEBZVlosuyyoNA8llostOyyzdZbSsvoor2WWfJNHost4WWqy1WUG6yqKdllp2WVZaXWWiAH0WVZUGoNWWfJZa9llWWtllhRPkssLLHksqaKdkAI3Cy+iy7LKsqy+iy0Qag1NHomj0TR6Jo9E0eiaPRNHomj0TR6Jo9EBXssqyrKU0eiAr2WXL5LLeFlMdk0eiFXmGgC6aPRNHomj0QC240iqOsnuiZRPCUStE4yaSteBNFN5RRKJ6aBStUXKUSIMhOKKJTjWiJOicYjLVOMBGgUyODnEzMqYmVKJoibZUZJujeqcdE49V+6MyjEGVKlEq6mU42hEgonpRMEyuymE4msonZaiETUQptCltZRdwcTBlEwpohX8MxlMpwzHcJ53Tj1pznRq41RhzUZzXT6h2aYTpplCc5/dxkrE9niYRlrkcx35Nvl3ZEAC5KLg39eQ5fX5b2X+T1Pd9FhifHlI8LEZwWv6D2WMAwZv8KNv6phYROZt56ZusDqziWbgiVg/F0MNKRNVhxDGvzHusFxzfymiLcEvL+u9tEPaxlDsQUqeyw8ubNlM7ccOWsMOMrMJqJCDu8i1JQfm2y1CzEutA/vZZqibIPnbKrxNArHg2wlZnTsEHNsSIWbtS6n0Vjwbtrug+TpCw3gZQRuZVtO9v34t1v23THZoBypj3DNFl4f+P3TT0xU8GzmnWEH/wDj6oGP1fWEHuyiTAUyBNeAnM4NUy1Zz9FY8GUbr9JUzMW/vdM8Os9pTXzJFvuv5af2FNDBn3RmcvVnCeGnGefZUIMg7FH/AKcf9ys+irCwmZ94WEwDyTGz5LDa6amQsNseSwmSDIMLCZDjmNNVgs6bUsm9Ru7XizqVMrCxvZMn+4TLd0yCmWGX6JiZGl0IF+AOa10yIWHpCEd0JgRKEC/AVIgpkQmfdYY/v/hCAODAcwynyTPFdM1lMj6/3smxSOAq2yZrKZdM0hNrEcBOqZe9UzuhA4Mkm6pkOaO6ZJN0zWbpiETU+6MBI1TcrRYcgCA59vl3b5d2+Xdvl3bgCMniCMAakKadk6g1U9PJ8Sn0WvHpmo4SUVbiIEwtK8adWVSY7KfkHbhZ10zYX2QNe6bfuhHIE2ytxamhMTe6EcW3Qrxb3TAm3+Qdvl3b5d2WGQGWAFSmubOjhB4YfQC6CsAx5phZB/HGaX5YGiw+nWtRZYJgd/L91gm8XQBA/uqwZNNfL91hluRacrPBc9jZYZ/h+ywD6+X7rK2oADvJYVAbGlIP7LR0cGZm/F9bLCyh2pK0y5e8rD+6Z5rDhzhNOF1h0tHcXWH0xO237phhwnyTc3ksLLXzWCYaCT5LAcKxVNgjgzo1Kw6Cc39Fg9MwfRYNM0GT5oRwwqYfh7qMWfiaIWD91rwu9+VYcv6vtP7IAtyzAuVhyB38/wBlgn6G/ksH9MQd0zKGj63/AABLQepYPW3xLBzDeVgmcMSJQzgSc4oFg9VLr/DzB8zWITG5w0uPpPJt7w0Nn8S/K0Eix4CpvwHVafemiog9/cBU3WiE8m3y7t78QB3T22m6e3LvKcK1unty7ynil6pwy7ynCdpRBHb8q/yx4nd0RkZb+NdDP1G6IY4UvzR7MU8+TZAisV4nzOyv/NN8Mp/hvRYndPq73C6xHeqxjeIlVy8ImZqYQwyMsUpWEM1cw6rdk4GILu6Deib2MrIafEfEU0dBzVNHGqLRDYn6LU8zZDe4TDGIMwPKCIbmzaLDdXQ0hAgR/SU3XLcIHw5j6SmlpbcHkw39EIECsHeECM2h4tPXQFMIymLjj8RqbUTK+zyz3qmOYCAIvXUq2LpNoNPsmEkE69N106yaeSYRmcHzmtSybkGUCCddTxmPjWaNDF1Vz6u4i4hOJES2eRwj4nIQBybLz4+m6qVNa3U+qBgd1mzDc39wumJiueZpbG6c2n3W0lRTnzN8jZD4cv05WzSEXDD2BUupFSnO/VfXdCm0qa6k8nxiCmzOh0XhHGaaTRZ53zVVhwqmeUlMJpMqBLoIWHQJlu6pm3/CkEWIXiYYKHtDqm+y/Uf2Qgcu35GAh+YyD2MIQOfb5d2+TjUX4uBI04Gea8Tybch6tgjbQ+6WCa5NdyZAR4Vlk6f0XsxDZP8AD5pvW42TRGWWxrRFoLTBlMFBXziVdpg/lH+13DFLM2l6Lxsr/uVMGfCRdFzPI0Ti7K7Xk0TcrnaduTZSK6meJDcQ+BzrJwd+otsmPL5OR2bpiFPmQJ0/+oONto1QPi2Fv7leOKaJ00Jj+lVeaTt+Lvw8S344beq9LpjT9FhsreiY2Fk2lNZWwWSlEAB25g49QMAzNFmtU/T9+ZuIG23zLDxIPh8/VZ8z8IAVnrqhiBoxBQu0iqkZjOWbck5opBhDFH/ur8brMeom/b+Uq/CYD+qNl7Wun1WeC0eP9a9pTE7+GV7QNmnbq2Wf2dZyfZe1mP8A19Lo3sJmONioa19HdlYcmU5vEDxq5xgBEGLNFuXbkYCmBvulQm/dN+6EDmcTm3ThKcKKNgjP5ezMMT7FS89yp7Dbm2+Xdvl3b3ohHk1oneESUTB7FGjbmE/4c9tE7xI27LX34iixG0vVEZd09p+qeCRpKcMx0lYrI8+Rhdhu8MaIRFCO61qIH2WHkYbGV/hAW7oMyWkKx/Biy14aBY5Bd4QNE7P7OoPZYdyGxrMIXOX9kx5rA7qzhPuFir7Iyr8XR9JTploYZ+qxKZpIy0KI6r0hOth+zT4EZfMJ8mQfCjOURytzOFgssZsru1U3I4VjtytBnTdNBb90zqdXW0SgC2GuP1OiYJdBbFaH/hfEJ5GtIDS66aM+eIJim/IJJcGhBpD7xxLYe0NdPmvZwHSB9fso6wa6SUWTkLDJ3XXenmUW5XEOM3ongZYt9VZogck7xpwE8Qf4TvyVxD9lJ3J5NuTFhux0RzudcpjaWosJvomN3QgD3AwQnD1TgtOUSUMru1VPkiY8tE517RzCQVht6bUTA2bxysDstk2XDUrCbF7JgJBkSsNtTJohAHIxuY3KY2L25BIWG0EUniyU2BNaXQE6Qm0jZMQhy3p+FceE7FOA3ndNe+NWiUfZsGupUnUk68u3yqxuZCBz7fLu3ydG7eRuYkxCwgxovP4WyMwY4iXIATZEyOyfmnZPbAvVEe4m3ZOpayuOLC6O9E1xHtM8TdqFQyKGpKw6/CtoBnSFhOvLRsE0teMOM86whFacxJOH4oFlPUJFOYwFPRQ0Ux5I3EilCjLeSfRZ5H8JVQeJ6iJT+nNk+vGcknNAnRe1LslotROfBAy57zqs9MTqvaqz5ZHpJ0RfkLT4N9F7Wa0+iM1pWYHES5plQCzZGMN/h7Jhax3hJRMhxAVij4HarK/NW6ADrgix4+BtPPk25MPO47q6eeqdE7fTcynWj+v7o3GWPcL3TDXsmHL/ALVTNzHqTfLum/FCZUac73w+4+qf4bCOZzmxsn37fz3WLDPL7eSeYy5aUTi6pNeR+UA1ETKfV5rTTZEnKI4k0BFO6xH3kcgKBLgJQNRNFNUDAQgjlflzUdRaKxVhwkbwbrVUcKtKcBIXS39RH8uXb8jbdNTboR78AUxvpwaE0ICEPxeradObb5d2+UjEmPw9uSgHutk9P+yMjizS5MSsOpcWit4WFmGUOohObumdNge6bd2W6wzl/rEr4TBrP5Uept0/pYYybp7hq0bItDg7L58zhPJspnffj4sa57L/AEumd02QMUj6QsOmlDW1EJ6rxEVRfmGaGgUiKFCIInpNK6plS06edfxt1CjN5rfiOrzU5RYTZCJ2UxpVMupjzTfvzvJ6vFprS1E93glwIjTm8Se/NmtuJT3nEDjli5rRPdQRIHa6M9Rg9uT6DvKe/wBnIkx4arxRxc6ZFAO6zmMTxZdJtyAj8EOe19o0KAYRWJ0Q6j1UQgDgwZt0+odqeNAEX4TNAhybcniZY+62Ke5Pdzv6doQuZ+y0p+VtDvPlYCs0fBSUwMjR2qLSG2jfm2+Xdvl3b5O6CN9VmnQRdEZX/wD5ThJsmTB8RsqHUbcroTcrNJvybcgrFO6blcE6ooUZ8hMJwoYPZODh29wunJ1LK45GSNZNEAOrOWzGqYcrvWVhlpM9M0agXB0if5Jn+WPXshBcZI25pJYYMBG9qc1gswzdlmMaQs0OEg5VP15LBZqgnwlWcJHGR3hT6W4mAn1T77J4nNl+v4NQmTO6oF04mjkx+IJnMFLT/EIWI2vdVcddkS9x1PLtyOggdKhuzBonEHE8SxngnxGlap57LWP5R7he6Y70WGbzZUnmPUmg0m6b8OZNmOfFe0OidU6vlzU+kpxo0tHadU+GPvAhfoyAbIzJnk1Tj0Zvuq5RHHEMFuWNk8iZBgaHiYqD90/oLs8RqsSjDIkdk+ocXHv+M0GN0wCiaBIE8235GKlNCCEfmGohac23y7t8nfDf8fbkeAnB3ulk/wCyf9kZHIwD2e5WFALc16rD6mGMoqmSC2RB7rDqHZSFaJzT2lNy1iPyizxH14Yedk5Qnl36wUz2jteyDgdf4ebS/JsprvxMUgVhWI6lnIBNI9FWSR4e6ZmOSvQbwmt2nKdwP6oQfx91CjN5rfkb4r1QqRBqpjaU0QBCmNpTBTTRNArNObEflzaiv8kXVb1iLGOZuZ2gRxM2kt8XVWfonODyKedaJzw6P00jLf1U3iTryh7atilhO68UVnke8w8wI8VBxMMJOY/ROqWTEdk/OKQe+oT/APUh3YVR6JGlIJKflaWk5omTsjaaR2W9PLictZleMeE/qV9VrwF0+CHQAeSuI6wVSak78h0RRRRIduEa7lORTl/JFFFFFFFFFFFFFFFGhWI5YjkUUUUUVizPayI/dRaP/qgTZEIoooopyKKKKKKKcinIooooooooopyKKKKuOyKKNB2RRRRRR+yKKKKg/Rdf6SVjBsWgXWSnxHVPzPdeiKKKK//EACsQAAICAQIFBAEFAQEAAAAAAAERACExQVEQYXGh8CCBkcHRMEBQYLHh8f/aAAgBAQABPyHldacXOUwEANgYzgRY7HpNPByE5HbKGvgIEfQIsIAOKhwESLhsVIswoLgoxrETaiQcaQOgLvUAWOgEPAgchGI6BjMHgZwg9HgZKxKAMhaDXEDtc7EN5V6BnaAox2zYgHBFgDRqEQLChMMduotIdAe0VpKQcTBGYBGLhAWFLgdS8djWaAuBQuBqDaoXMHhRaQj1xBxvBAiQZlQIpqjmlgYhQEFcMONABHKpWCagAw0udIAZQHwE/wDIEB8fAIuYI1FMwMQbAAgM1FjbumZ/vqgLXyo5rlNCXsQowRASIyFFYgMw+xBJ0FCNNGGHphhJIoWrXaAlgfEQRAiAJQoQWYJoCGIhsqhB+Cf+UP0/Oc5znOc4wgishuMSkquaFQnAYlGhBGSIQVQHBwQdMADExe0WTomWN9DVOHCGcuByaLJqS9DnOomtpOycRADJEhGhie2qOaKPJQZQ5ae0wwx7bQoAul9/mAZYIUtJt4LdOHtIG2YpgEG20A4MnKWaTdQbZsql3UTrG9aaDaGGKQoVDfwh7G0OgkRDzzyYDHARiQgC3mEmo0BppANDAMFTmt/lqAOZAbgCUxVRu7FAwrEBAtjEJY8I5KgAAClSGtYLBYVShCnkzAr3mZNN72+BuAGRNiIpGQYGsQrhEEhrN04qxjwRHch8NOkAgVG3WJqCWD0WITukpWL6meqqIWGoRPYbVLW/wuBJBK9aiBJPQILOgJfP5hGqEIboKFbgjW41gBYMP9mg8dE1WcviKc4YVasSBmXyVR5j4KEhOQE+UYBlAftMQZMGtKU36ralBBI0Ea5GMESLFMxOdYDxbg8BZDfWABiD6/pr5ydZoj7h7GCTit/mD8RYZYsxXFJEiiLJfee/ZQoQxJtPBg8vLjnE86iUNACtqECZJbUUg3ENdviWwU4PtFE0Wiftx+6ds/rn2TskFTZkICDMd9B7ChAASYNgj+nkoTonROidE6J0TonRAJn3Tska8DI4KsA/7D7hQNdevMy3SwLFAUOhJEf37CLFqecI5GYyAQIOMKEQIuBJ2h3qHnoJAEAxnEdVpCUhNGafC11gaupYOCIEva9oPbv0zpNH+IlK2WAGoKHoY4iW6LGnElSMRhMPHxA+UAC0gu+0oEhEkhRYfaC4XLdo2R7iYxUEN1/lCNKq9Oh91CQKGdZgVfSxD0DOQwrP4jeeZwaC6TLNt4C5TpGW4w/mHVwCGAIb6QtZGt20h7wkADcPOs/gwDbzOA3nzJyscDkrhYkx5SE30UDbimsZAD2MFDykM1RD4QOcjVhEHUcGu0pbCPuqI1GBDNkD7ismFoO843xBcApg6mIpVCRRYfDR280g/mUkkSbtS+jguDeFolae8Rql0FOu0IRiIQBLx8PxxjjDE9obad4HY0jGLKA+RGi6bC4LtHIL7aUKDKadRYH0gzNDI6XKh/ZIHoJ9Fw5gSs2VobHygWAqARB/aZFrDVDMwccfeYQooGM4kKb7Sk2a5QtEAkHiBcO/oE+6dkmJpLtWsZnSEQBeHWWNQmgHzqX7zK2YrFsoDqEe0AhFREHQgh2mcdCEsjBgCYhIAEJYGPia/MhYO8OrKhG90fcRRr8ICKrGizLzxQ0dzN+0wwCA0Gph6akm6+mkoNjYLP33wIpPcZ5/kz4bIn2Qm1A1BOwH0IUeJgQ8zM8d7jwvkAxBhj26yn+iiR5iCkJAMzhJfBi9z0yVv6gbEWQzn8mWjxbmeGL1ibgf+wMALAs1SmHQUMqTXTJlK+D2/CCOkQ4G1rQ6s1CVa9w7v/RD8bbho3+TAS2FENvwjhDhTYY4OeObZzHxtqycwkJq87O7ra7lSEDCzYv8mCVKkkkoeAcAhYClkI+0JLsqsv8A7QuD0AWMjkFjuYJoOBw3HhEo0sYxAsoQMrBNmbixidk10hJqNxnwCZq3zPP8mFMx6hx+0NYF0tPEFQpgwJhCdiBEDW8JHJ0gABQXoE+6dk/qfInInInInInInInIgAGk+6dsl7y95e8veXvL3l7y95e8veXvL3l7y95e8veXvL3l7y95e8veXvL3l7y95e8veXvL3l7y95e8veXvL3l7y5e8veXvLly95e8veXvL3l7y95e8veXvL3l7y95e8veXvL3l7y95e8veXvL3l7y95e8veXvL3l7y95e8veXvL3l7y95e8veXLly5cuXLlz7p2z/P659k7JGBrGN4xvGN4xvGN+OI+cfOPn/UPunZJzyqhkxqQDTYmRzSDQyu8N9MASQ7yomyibCobAicAsEaP74ExMoITJPQQG13cnPvBAgQBaPBpE0lI1GDMzYGhWc/iERIFBINY8cvA11iDZ2XE5BmBO5EN0SQBVvjiWOAF1KGkM0DLP4iND26/iWjWLH8/wDdOyQDijtABUl1jvMQLVBYBDtAJAjIOjbma+TtrAJQlU9guACHApsWIBAPVAkaDAmHACCA1YnsyPwWIA6Muaq0T8sykI3xJBESbGHooKid+JO3kWvWB78P/YdIHJ7/AJMB2Ib/AM/907Z/WzPunZIoooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooouBn3TtUy12v4PiJ5G6h1HCr0wQbAXxZgYAyufTlzmkkrP66xz0j1nP1G47JHcB83iOnSWdjCqjNoQ5L++Uxn3ABrFlpnaGyiEB1nkxu5QZiKInMSIUBY9I6xBOwCh38vpGlTITB5O8QnUEu9UDM4+Vlgc6ZzBLtwCRYzB2DOPMZ++FLEujWFtLgXiLQS3vsYSmKmIFuuGBjCrVaaxmNKlnLJ6DaNLA5UACQe6+eGagJTnO0PCjUdHAmM8GWxSCZEJ4c0KbSEgdHGRDCDehiFcYWnoWK5zWXyta/IhxQrIwWHwDbSDSecbr2SN8v3Cc+CWm7I/A3jiKhLpBfU1T3XBixSQRdz+InBFhFAcYBybltsUdWH/ALE9oB4DMARCYaCJ3G0B5cFdCAXjH6SRE/FZuCc4hLFyNQCxGEub1AnRcJ8JBBsibPspoaYDqYXtj9CojggWjhe6l5xUI930xXKEyS0fJeeXKGgNGLPtB04qAmAIFZ3j0KwAmsZG3OGcAPDH/pgyKbYN4K7ZzCScMQz7p2D9w1sDKGfQAQAdP0AIgAbJ34AUIGtcc/4wY4BoDI34LNTDBa/dFzMzQw2gAAQoD9cGgWkBmEwEATYEjEWkGxHAhyvynZIoooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooovSoooovR907J++IhXkkhLVZgTG8/wAMSgMAPBBqG8IAIBYQjCAhosNEInj9lOX96inPTRP+KO6FXsFiJ9MROFYBKLh7BABb2GrnAWGPSCCFIjUt+P3TtEAcECTk4nAhBSIAg2cm8N1MwZI0XxmA5Aw3HT6lxCULIrTXXIg37IEEeYP7DkyQdoathzTuyEGpMSe/BdSFDO6MACd2QkJKHtAQxwyDSEJs83DQYIh5gEbc4jH+G1P+QFVlUQhARI0xFjHLOYW05uKzDrbLXH3tFO5QAWh119RPdxqYu81iInOwKCdjt6QggrtAX5mv0NRI29sSxs5lN4FnEWZEAKsBazgTHABgkVyNagF0ahqGMegSElxSsF3nlKH8GXeRXvAjBQeqOI73LAz0zDyZsYKeWvaIwJh3w2aQdTX+IaYxAFEEJlmtICnD5wg9CJ7b7M+zEHw56zq2K67RoQkkyMCPyv2lhWhFhPyjcfOox/4cab+IAut1CNlczo9hMZ1FuYEUgAaDhVtsFWoDoIDrrX0EoYRWGuQ5xNAIDj907JHipluvEsUMZ0Q4F9Mf7co6BOSINAIqFXMT9mU9kWqgPoR/SyFnu+f2BD9ZCFS4fEHoqF6TVptbek4jD06nzh1sOitnWCNUQ+TEUxcH0vEza2iNvVcJjQJaNocrhIFCAWcB6cK2k4TB+hCVTwEaxk++Zk/0UYT6zReHzOt2iK6DKhpM80YCHEmWiaXoLkBqv0GP9jDpzBGGLK97g51hDfEnhuCNQNVDYIj1lRJfECihoDgBwZJQpQQokqNfxAuiTINOUGLNRS8wo5IkIYObUJIrjUKZXxCwH+KGGETxIYRiG2PS8GXyUFJmoU9jMS+7ICEp4Bjt8igYEDAHo+6dk/g61VnE5SrxALAF3ADAX8IAQMc4Agh+k1yyJMw2g+IAIL1fdOyf1z7p2T+nBaHCeOJlnkBsQCzAG5gliDceqtc/EHH7p2T0FXyWncLjblQR+0LwskMXxRHcYx04mkwrLD3d9KhKt1M7NhBu4QnIcElY5a6xR9MJpZa6CPrepOhNvntLGP4FD21PvCJWxh7Jyn4VAFz+/wCIBDTPWBx3iI8o5JDogg0+86/d3A9ZdTUGcI1l46wBUO6lhhLzx6MD4uFvici0GBx+6dgg1LqDiDOh+tPBNHMHVAoRhMzoACHvyjvUNVEN6xGbkGBsAt0OJfr5iw0yYThZBAy1RGkYWIBCw2KZYZhlnuoD2Na/qsVbIKSLxTlIRDUDnmCW6JxuK3bfKMaSqLALYaQmtpablRbAARFVy947a4dBjaGkQEQVnaBCocboUNouKnAIektULhdljVLAgiCACo/kgDqNefwXP1FhfrYESL5cveVSThWWELrLS3BpJ7qCN00uHERMi4KWveCqKsTLgD79/Rm2ucekLS0DmLAnXGi6zVsmjoHQ+OKjVpQMoZhqdkilYVkxdJd68AABhERZKnT4gtibVIQJ64wqMFZrpUvcnFGycArpxoa2hnMrZBO5WkP4R2u2tlpytAVoWdfhmFZOakjKbnnxKRPMIOjB8zmEGygIeguCH4LaDGk8g6HaMBAmzFEBeLMEVrh0O/P0fdOyegSHowdRFWBytf2h2MEogxmv5TnPnFIA0HqeIZ67UYFYeqwpVIS1dQotIEI2DcXMhrp/ALjgfqZARgv5onZfJq3W0b80EY0PL0/dOyf1z7p2T+oqLgv0PunZPQSBk/tcT/1IDYA+/oATkMgAZMvQCrNCEZwMZOLfpCwyvsKv9hGym490QqIMVpudoRXMFAnZeFvgwIcYMfvmqSMs4htQ4011g2uO1KD2MTYDEIczgAkQLF4CsZsgKawEEMFg8CAQQcGW+ytye3SPVM9SeSDDiraB+cA861sesTBAT133h0cFmk9VDkMDH6H3QFcSJyu0jXCnmwxrXckuU5obspZ6oHmCb0hXTXvisNLg6BwBu/BmBKA/2B6EwmPRJ6HOa1Wuxhw2ifEiwXbMg/F6RZIGXW4AgAq+mCCdYc08MGkydMnnAhvbjur7QzpAwBhLHvEHlAdKeRrmKQsgdfStlOqYgZbuGp7QVKgXcUeePSQ1kmNlsIKAWDIeOp6D7gPTxAqaqJZZl2QoRfVozZGmp5JhEJQFr0DPmYAhk7B1CatJtCwBQ3rj0FSfDmYBhk2FjLPR1xPgmuwIjXzCMigR0o5f+LjxUkgMGUBsJUWWyUEvHaPMFKuki/jMBtkwKbIXx+JuaAUxWcT/AD3h6GCcxbluonkQahBmxxOUZZ2hz6LGjuXOYJckyQyTx+6CHAEEKMAAIBAcCGJqxmjmQcTyv/IFAIgJgBj/AGBiCTUGwIvRrAhAEANP2HKU3AIIDHVHBXxklQJ4wOfSRB2oYccRNrSviPShu5qth8if64D1IVrLnKMIY1z6S4QZEHWf+C1uGjNG0Z9JUyGQjESHhXHLm8M03QM0iEsuk0vdYQJGAQA09BmYKIMjFxH3abvQVAn0MH2NACQ240i1lRBRJhgRvlpNZZcrXvKjmy2tH8D5gOa3mx1r/LhxZnQaS+xAsOv6QCjFwMwNLXDgFqhTBMkXzA00rTb0OBDoCUnUC4gufdOyf1VjOcURjtAL1fdOyS5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXLly5cuXL4/dOyf04POA8ajUejHd7dvCThi5u9P0funZIALMHXjz6t4EDWFl2mpzIysjIfvKPE6zwUZyhpLUaCOwP7BRhnAj4E6qQcwbJmandFa8RwipdHPcGG7aFdZhn5UE2gtrBSfIQr8rYBAEplU8mD9JDFbJB5dR8ION5WqN2o8bXgupZx9xC/cTlc16gXREIbQhLWJgGn/nqy94G8IckNrJ7dbhCLGZIQMljNexhEGYZCdHoZYVEgFbFehwQFmiKAyahCkk1mDVQgqbB42vMARwOcp5qijbLiPlfUwqHOZOTgRmvCP+x+crFEvbiCJjNVFnoXTEKTX2dCzJsukLDbAI2faNZmzqgDFVosvEFzhMh7A9eK/tiGnvF18vYE4Hqc4KmH1E0nrqjz2gykQi6AxAkMCMQvogZ6ZjwBBNqKY3HiKnwARTqWvH7oDHyw6aiXZa4k1Ft2A9obZsNsTkgGq11FTmdIpSfpCqBgiArY5QU2SMkCQx+wu/AgBvCT3RnCJSZgAqgjWJgH1dBmpo4tZUMvMbxac+UQRTDzAor59QHRsAxdMT8uXLKhCAzo9vUNlAEAnvCpAqodwexN+p1lZJ5MKgGMxBxIsMacoMwkXec+gVrxQcpjQQpiRAjRTaCHg2DxN4AR0aKE2VBkeGQV24jQWRKqMyWQGlpvBtUOq+YBsx1YctAR6KzvAfFgiFCH6ZCRMUWYgStAhPbiNJ7iRweBwQoHXAioiloOkHlwRoZq34SVceESLPgOchuWTx+6dk/gkITEATQwAIAv8ArhQgG6DyAMX++S0uGITiyKCAWxGZoCFQGIM7qABAI9FABCHn9XUf1Dt9P3TtkccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccfofH7p2T+pACFQdf0vunZPQVBJk7QgAILB/aEREGSZ4wZ4yiTzajiNhkw+IbwHEhhDiiy/aHIYgrWiQmF4oiUWxQIf8jukbGQVd4VXOhiDzMZ9xbvRKAKAANMjej7/v3+nVSGEwnmAaczW0ksLlMoOOTq9RSQHIBscfuj15X/IaVwHILiCXR0YaSQgHy5lHyW5AyAlh6wlOR7HS0c7PxC/BqQLJCO9QbOgULlH3KYZ0YqjqYuovC7gHlIHwI5Pkr/VYK1CX7yMwxdZGGcMp0TiFHEMWXVbwjTCAAiFar5gGslbEYx0hKGBBg1b/ADrLSSiIZQx8YEWC77T5bby4AIAIKiQpfK1izUSyyyT19TerLEP+BvGv6J5nAc9fUasgBRAauOdlSmzeLrpvABx8AADTRiEeQbZAOK3cPJEETXRs/Q+psUjKM1tASNufY9K033jm2swnz43zO5BlpfyJairETQMOb4mmAfIawlnWq/0Wu883I6Q5AXWxwdkDliRD0gZogBwM3AJcwZvDgMxGRxNywDAIAkAndz3FCcn34/dOweh5wejY5ENR5LJOT+0F08k8kTzBEArJJ19QjqWNKVkWq6IhAAQDPF5lONEIB88xLQCDS1/XTAHh/rloAH6QEBJhGvTfmUnrHDGaEw2hdON/6vaEW9wFPcfT907J/XPunbP65907J/TjbnYeyFaUZDHthgFwLVsYGrwCcx2YWZCyBNLmi5L0qAMjgamENguXmeP3QkU7I1rHTiVIUEBqOk1AeRkEdYUBeNGFv8x/kWS7IrWIWLRAAEfKE2AGT/YGFngIh25wIBlcUoTU7oka+iuvoqA5ag9jM8oR6iiHQCDskpDpiJORot5epkQWAAEXyz1qFMCUdWdl4gKgAISWyVr4Q5lHhMcnx6gSC1nNpwlEkWTI089L9RGErA5qVGPAk1gn/BA1gJFr+PeJNUwwkQA/8EEQgDsXoOys0tEkCJBwDMP69ocTkiA7Fhp9BEuI5YdqmTyscR92KaJmgOVHZ/K0mAWOCEunpyjrjF5A18eskIJAKxy4HIwTIMUgHUXIQJGAUANIZxmHI/MByBUjR5R/nYkg2ACcKXEh39g7wrVh+h+6CLCiIPxD1l7/ABxqm0FsfxBCAawYKd8kgr2+CIZucqGVvbMJCyWUQplnrcu4n6g+n7Cz4KDeAeXsWcr+GgeYYRY2AfV0EagEqF/0hA4FtvAEOEgINHzSBR/3HqwNCHQHXu4LvIaJsvjl6rMtqnYY9uNGWWEMtwfaBW1A/MKJ0qIIdfr4gB7HygA+QGPQfZBD7gsQk4JF11wR4QEBOvEwbmAIGeSDvAFapGAqYA0xAEFw6tQtgP1D4cnXhVnaaYGDmyh194KpKwCnH0/1hQAkmEjGsmaELpAogM+n7p2T+CUSh1DvCUIqErIREs8zARAGL/kL5Tmmq6L0/dO2f1z7p2T+nHVskCx+t907J6AYLnA1MT+ctP2h0VBZJnnKeQopMmo9Bu5LGxvjEJSTSXBB47e8vRqETUuXOX1qJlKBd4REJFWElc6GPaW0AXMG50j16mzNfxBLArfk/wCcDyywUiMxrMwCGEdukSyEcSh7o8s8V3QFivSN0kiy0HLj907HAuIiTAyA0HFxZZnsQpHLHYx+YCAkQBUK2fcFHgz5BsYD2WsT9eqZD/oUx9ApQGZ8dkaCSdCHdFHD/XYK2S4ORmUwnSxZu/ZR06J6NRzrF19o5znREbLEDlE8ts1by6hVNkz3NxTCeGi228uE6TubFjGKggSWDd6jj+CJJ0fYGqhzY2chy31fqNtGKJoSQAS7DkRffaWMwAjNc4kDvE0X6cyfliMO9DA9NHsp4OA0emsb++Aj6DBEUekQoAIHWDgc4QwbSy7xI8cDdsbGfcQctJrAZD3FFYKGjzhpY0zNZRZWhM64AUJ0cQDYWqKZTQtipFdXGah7p9SrjmcgABoYXIJxeXGZgH1azE4CMD3VknJhMCwOqsw2KJFNNPRV8hM8oM7OEjVx+6Ch0hoZ4wZ4wZ4wYIY6vBgsuJ5cTPEDPGDPEDA6IEZuPGDPGDPGDPGDPGDPGDPGDPGDPGDPGDPGDPGDPGDPGDPGDHNuQZ4P/J5f/IAIDODc8YM8YM8YM8YM8YM9gfGAgYWR0J4lQsyL7rEIydgcsmA0gbnjBnjBnjBnjBnjBniBnjBnjBnjBnjBnjBnjBnjBniBhazYYo1PEDPGDPGDPGDPGDPGDPGDPGDPGDPGDPGDPEDPGDPGDPCDPGDCYgg4DonlBhOL7TA4QAQAKp4wZ4wZ4wZ4wZ4wYS5A+6eMGeMGeMGeMGGApSmbRq0ne0561AYJutsc5EJQvmI9gh6jQoByE8YM8YM8YM63dJ//xAApEQACAQEHAwUBAQEAAAAAAAABEQACAxASIDAxQCFBUAQiMmCAcBNh/9oACAECAQE/AdJRGLKjADEcwD2iMRiMRiMRiOUA7xGKIzCYjEcyMRiMRiMRiMRiOYAxGI+BdzjjgJG0xQm53iojpBWRtDUTc47nKSi4KzMZmM9pjmIzGd5iN7uFSCmMzFBWpimPtCbnHHcKiApigrKUxnaYzvBWYayS4K4amFcS7nfigrIhtSY9QaI/sSyLOtEc9fuEQUsTAYQir1csqzL6UICRtMZzP8D9uMsghGY51etM3DN2/FDveta1naiWVZ2r34vWPxgyHI+Fa0VJ0SyoIHu3+gK9RQCH7Ov6NZenrtetMtbGuy+X05QZRoDrYUrbvPU4R6dX9sh1u0MHJP8AzgdrhkORcKi1rs/iZXaVWnWo85eTX4hHUqVV/wCXsoEtwEKxxV4w3O58en1NK91MtbT/AEPGXjukOo/ri/oxqUFfXCeUPDG4TtoPg2jHxEsbMj3VXvm9vAK5RRQjSUX19fhJa9AG5lpQaN8w1+1w8utYGV1mvfiqLzfX8HuPhL6Etd6jhjvfnXwR+ISQOavIuPWfWD5cXtDB4sQag1TTAFxVFoLyW06zrm//xAAwEQACAgECAgoBAwUBAAAAAAABAgARAxIhIDEEEBMUIjBAQVBRMjNhcCNSYHGAkP/aAAgBAwEBPwHzL47474L8i+q5fk351+jfIuMbxHDix6upXHUqVKlSpXFXVXVXHXVUqVKlSusbcNSpXoc2HtKI9phx9kK/8+zL/wAdr/hG/TjjvjPUfIPl+/8AxQuO1v3gVF2eAJj/AChx3unEwCj9/IUfcYD29J0hzjxkiY2zZOTTXk06tU6HlbIni4x1D4I8A608Y0QYWjtvt1hiOUfxDVwABBqaE2bPkKR7xjfL0mfH2iFRF6PnTkIej5zzE6LhOJd+JH1e01neHIdoMjG4jWPjkcrHA5iDFtb7TwJvzhJO5+IoSh8iuQrtCSef8ZUevSQLPVXFW1+Q2QJziuG5ekZggszv2Od+xzHkXILX5JN1K9RZV8BEGTUaPIyxi/3BlPvMlbEcCizUyV+I8jk5uYr1+k6Z+kZgKC9UZk7OvedA/A8eoSwJqHxKkqbE7UEeKE3vwKUIpoy6TXUiapqAFL5JUNzgULy9IQCKM7pi+p3TF9RVCCl4lTTe87ImFCRUGL7igj48aWHiPKHMfaNkLCv5asSx8nQyC73hx+KhCgb9OdkD+JuHs025wIjfjCCDR9EPQdPcgARcZKarmXGcfvOjMXxgn4oeT2hquodbi/GOBU21NyjNqPkV6XpGDthB0LKBQM7lkPMzGgxrpHCbraAnT4oC0JbVLarEHL4QeUraTCh1UJ2R95Qx89zGYt/jWtqq4STz/jLT4bHAihucCJ9+dm6SMew5zDkZvz9JmydmmqL0nO/Kd5z1qnRcxyrv1+3ww6z+3EhA2MZRtphxiqXnDi22MZtI0CA0bEybkERUG+qMorUvWVoeQcI1aqiKeZ9J0lC+MgTH2mPkITl06dM6HjKJ4uLtF1aZr3qdp4bnaHfaKbHxKuANxLinSbEJs2epcpUUIchYUYjaTCh1Us0hPzjMWNn4appF3NCzSIABy+ROUkV/GoBPL4Qmp3rD9zvWH7isGFj5QoQNUAQDSfeaxjNAQp7rxUefkGYsoyWBD6Ppn6RmAIb1QhQn7zoH4H5JVDiHH/bGyUaWEkmz1LkZdgY4vxAdYFmhLVOW8Zy5s+RUx4lxil9IyhxRncE+53BPuY8Yxil4gG1XcbGd6jIxqDEd7iAgb/EhiOXCrsvIwr2niEC4xzMLKB4P+DhiYixOxaFVYeCaTBjUfmYyleFULcowC7eQ2YKamNy2x9JmydmhaL0nO52MPSc4FkzouY5V3+UBrlDlf7hMTIV29o2nJuNp2TVc0N9RU92jPe3kvhLNqExBh+XpOkIXxkCIMuM7CEZCK0zoeMoni4tY1aYWINQ5KFzWfqKbHx4YjlMbtrFmZWJY38TpF3NC/UoQADl8gpo3CbN/xiVI9GzqnOKwbl6QmtzO94fud7w/cVg4sfJc0/11BE07neWr+ECDHtbGp2Lcxxadr8gn+qbmI/1tvSdM/SMwBN9cYIEnQPxPxI8lG0mDGG3WObNwGjcdi5sy46lvEBwIt7nlGbUfIfEr7xMSpy9IyhhRncEncEmPGMYpeJVYXZnZNUZGM7M72IgIFH44My8pSt4jLxj2hXHzjvew4f/EACsQAQEBAAIBAgUDBQEBAQAAAAERACExUUFhECBx8PGBkaEwQFCx0cFg4f/aAAgBAQABPxBiqKiz434xvxjJitCo7cZfAo6Ny8KqJ0GX99zvL7HIY6z9rEaTFPcMsJNh0ar9xJi403UPp/bnvMveADp6eunFlhoJVwGaJCQOCo/s4Xx7UcY8lpSi45HCgvM9uezPo3UmICv7GuWufXOzrszy8OIAySCkhQi/uMWIVBw4OVmC0icO+HrgCMMDjkvRlAinAa+CGU3EKFi8h1kuUnKg/tlFgFo8eWuolIx73dqAqKAhkTdGBf4x0Uk8Lf29zfjWGNhRpLNnXjWYhqSACv8ABqSh/wB4w0rdDwPXrdsM5BBInp7mkDUvQ89dZmwYVKXr09nfSCk8r1uk+CV9K8esdfVQAeMRrgChromyAMiPTrm3iep/3CwHtk5Jo1dBIlNIQ9As59vZyA8oAE/b2cKqRTlQkUJY84eVlCSlej+dKxsKlr12aY6geBV4MOM5qjvxJqFvgVMbm6AWYZ3kxEKL4wjAM0BHr1hvzrqnf0dzDUhkfJ1jP6Zkr0YJV0FNJ7e5ki/Ukm4RuoQK8s/3jpOZmvwrfjG/GN+Mb8Y34xvxjfjG/GN+MYFPH5vZAC9C7mBEcg5dXxnbS3ERqT63M1glERib8Swvao9PsTMIUoBJ3fEywEQJKqAOvCOO/qABCp45KJvxjcQPGF/QMf8A5LfjG/GNxz30H232/wAfFBGMah9eM87tjinUycUHFSiCTFPYmPC+WJSChKlaPrlcf9LkPo929du+EP7nfv3oEaJ5OHvMuOKcT0niZeOOEIWwc8PrkmIin0AgE6MfYkmo06wXlohKFtfT1e8tdYqSJVX09jX1sCMGReDvU3maoKPSN69dePhD2pQ0eHC6QF+qv1GGp3fLuO4xiVwbOvT0ODXJYsFCGHEzLflEYROonLrWtshKROGcPPeaikeQ7vibvC2gUih9rckpEDt7uOX3ecmWCBh9B569+c7qAEB4uBFMhD2I6SWSUM7zkAaqjrgeOCZXnyVFb2cefHpx8JKAmA18wj0GUZUBUCIB49Qj9XDaSQiAqzrnt57yFF8QA+WX9MvwIIPQJ7fZcicdogIrB6J7N4lm6vQ/QPTBnNiZW9HXVzocnVSFXhvDcHPIKQj0CBwYTzCaol8ieuemzEErsj6VwbIr1yc4accdYbmdaCfxuK2gr7PpIdZqkCEnAPF9WMcCUkMC8bv3ojiU6exx1rVwiZyX2edxXjyojG8EnL3pdmLHALc/3gMpwqUiPj21g26F/jzDjCowpUAIXzMNgJIVByZefsdprPuNw6b6e274QjK2gcdJv0WVU/US5fwgIDkE9vTBbVbClHlC+mvDdRgu0+r/AAuQ3QFCqV3MfF2f+vFf6Yi9dFC4DEf0OGOnlHVKHadMXEUgNYnH74cJzzZwieu9AzFTfK5+RllQexmb6uETkRmLrFJSLweXA+a01jGgLd9h7r3uZ13X9S7rvSpH1HAZmBkvz4fH7f6YvGz/AJ6Pn+NHz/Gj5/jR8/xo+dHzo+dHz/Gj50fOj50fP8aPnR8/xo+f40fOj50fOj50fP8AGj50fP8AGj50fOj50fOj50fOj50fOj5/jR86Pn+NHzo+dHzo+dHzo+dHzo+dHzo+dHz/ABo+dHzo+dHzo+dHzo+dHzo+f40fP8aPnR86Pn+NHz/Gj5/jR86PnR8/xo+dHzo+f40fOj5/jR8/xo+f40fP8aPn+NHz/Gj5/jR8/wAaPn+NHz/Gj5/jR86PnR86PnR86PnR86PnR86Pn+NHzo+f40fP8aPn+MX1/eb7f4y5nEAnqruF6ffuwwZQ4hRP/jyo6PLR5aPLR5aPLR5aPLR5ZiRN9v8ATfb/ABuevi7/AL6FeGKM++OfTz0ky3+3pvGAk4WvNAu+S5O7Ws+CblZ5Sn32uEysyavULlg6/czGeuoYZTnKrSD3od4V+oCxELP+GuP3Z6lo33mMP5dfszn469y9DGx9gPqzOR9g4YDxFhGNr0cYO49Mtq0Xg/QjVTmnioJf2xy5MKZHae1JudTANOrPZuZtKA+gdWo3reGhR8GLOxMOkEKeabozCpQBpeA4fUd3q+AtAeYHANY4T6vvWjXk3fZPRO667HdIj8C4jOAyCx5OVXJ/QmzgH1ujh9Bw2nCezZhCtBFdUQ7Uw7l9zDAKIeiInwXEyEY8n7Z5+WcgOKfZNwUrGdxt9pZqz5qYoxjJx07caL4oDJPgMFRZx/SHDV0Gh1LqkgU+0rklzjRxz5Fd654s6IKnoWt2ufEgM/YfAhTgYyvVpFguaKBQ+QGMnFW7T/WqGcNBaERiJ5H4MkN+3gbw8Mg3AdjFPTR5mARDNLsOvojOFfbU85LWqOD0o05ztonO++YZ9o3kD19Ef7Rvp+TBLLhgu9gLuv656cA2xfWH6edF2fdAe+SThUUo3J+XYH2x3K8KiCI/J2Pqb7f6b7f4wJ5LhdKHhPJk7PTsHkfH7o3aeaaH6wAL3wZplNFa3Dzh7qI4H+YUceg5IqT9hIezjSfwqNEvqHGJ+bSE0/T0anAsgLah8rzmecWjz/fLHPc6I0MQ75gzWUHxIC8sAggtRT0XUe9EoIm9rCGgF6qi+a88jw9GbUkWa67Wj0GmDiLSqcCFeCcW9EAABECCLzBZcTZGECeAHDyQp0zEyIfCk57jz2zQSNFVTtVqr8HpRYbLBEDKzyrlJB16DEoZ1ecZbAQkKPB6oZgH2RVlpXyM6+zbE3tEH0PGUHRCqp2q1V+APMMnNTD+WvqbmEdHK8TgOjBTYlBQ1LbHpZfjyAUkgeI8Ifs4zNkK9tfdV+Avu94cP3c5R8mILsOc8cDxhJDXePUBYX0NE8yFoIexvWXFVMbHhE+Aq+Su5R/c3C+ZYvq48jCnWcviHj+t6JwmBBhoTQESx4CunyuKRCFWX4Cpx5NDpFDixIAKkTnv+Q0eG7kVbVfRHAkaoela/wAvwKja0kbvLl0szq79NXHR6xQUrwat+SD0oXXcFrB5S9PTyHTiRJtU9gQ54PTIc5INcZ4Cv2D+0kfwYIFdvRxTMhwPbHj7OsLqR5SmHnPTtuWNWvHrmStBDj00kAVWefkHIHnfb/Tfb/H+Lv8Ah/Z3sN7Dew3sN7Dew3sN7DcoA32/0zeP7zX8Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1/Br+DX8G+r+Nfwa/g1/Bvq/jfV/Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1/Br+DX8Gv4Nfwa/g1y5cuXy/jXL5fxrt1s+/wBP8V9PhNNNNNNNNNNNNNNNNPhNPhNNNNNNNNNNNNNNNNNNNNNNNNNNM7p9/pvs/jPAQb2m9pvab2mG4B8VO3GnJyf7tPkmmmmmmmmmmmmmmmmnyzTTTTTTTTTTTTTTTTT5Jppp8nX6/wDzvs/jct4gCKnRx5z3NwJe08PGvmesCTfp2HBEZCQB+MKjB7yl81ZOl+tOutUwLEVJl74HwQV+CmdHNxPr5fQ9ZgKDwIUIZF4GMLfJGIO6ZZXjFR8ZTkuePEaYJTOFGVQT63MXbIBgif7jDndcc/b/AKGUxSCkfiK1VY8bie91eV4wAX93xnLI4qv/AMC7nwiMGeSexXO5A1LeacPC+W8UhSxBEY8fU/rzTTTTTTTTTTTTTT55pppppppppppppp/QnyO6/X/532fxpiZjSPd7zt4dOqCPPfWXuHnnbSt8kw5M0M+VyLzFZvTi8gt5ZL8dunAO/YDdbivFw5u4G+c9OTp4xVV4789GgasDkDCfAXBGcipOg9vbrcIcCL2U/YVd1Y+44NAKdPKv7nRdVIOavr8WNCor3Tk8PByYdvgOx8X2D64nu74cwGVr+6/+s9piLwRf9sdz3RVVWv8AP+ed1+v/AM77/wCP/nPX6/8AzgP3/GjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNA+Hr9f/nOL4/1Z/sch7WC7Y4M8Cl7FOn4EV4IAsi81kt/kLHS+PDXW6FJX/j5P69FbSjNZyKeVMApWTrhnp076o+F/4Qjs+OmlXQdQxocbknNhRNPi/wBKdO6GUXCkq9H09VZ67wJe3Z2JOtxR4HDn0+XjIflcE5BFt41UnuxQSl5S3X6tOSC1yiAHMIdXyrtDBgh01N6xolWjAHL0JwA/U4PufBcxhvWkY4oc3GRfpEUIJ6NsBV7qFBnmZ8PUS1kP0Y3WQm+0+h7rj3vSXvyLQDTXJqrFB9KaTw7JWlv0A4aHZjMqPFPdh9bVAe1GL9t5hcc2St880E9TNdkSkrB6CPeK9b83tjks66eKugIP5PNg/iLVcVKESxPgbYNfBw+Hr0NNDfMzu357Bzv/AN45A8HEK4r2Zk1Ak8K+vGCrhasRncL8HzqOtAD+PRlON8e5Eog0g9GLqhfDsSknH78IhA0SIJfh3p+hrmfyHOjLmgVFA6TsLmz83XOj6CYAecRNzAJH6gLmTjqP1S/u9THIvN4B9QDji98mwOoU2z0qFn9CNm0jMi/V0UoEVahAPWtdrlvfQ43pp4Ov/ryB+55PPualP8qijvXvcu5wkUm2BxymDjkWvxQBPd9DL+wScWZ+1tZcxgY9nw9fr/8AO+7+NPkn9jNMaTuDivLppppp/cEPlnwmA6EAIg6rpnAVVAlVq/Cb1+Zg/TpojZiAyQr7GmBAwqFeF8fGaaaaaaafCaaaYPhNNPjNNMwDsivLy8nLjfAAA4A00/ozTTTMX0ACwgr68AZrtohXJTxxkbrLUOet6D0xR9/ph9/6b6nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nfU76nT3dPd0+v76e7vqd9Tvqd9TvqdPd/fSefh9v9N9r8f33RFVA/V382Efvde+FQQsf9jZne5UF8L2zfhig3s2YPmwAT5S8GFsvSA/16ws/CT6k8bkdUhF+p/gb8Lr8t3G3R5xzhfQnrryAF5x310ehnZVAqO1b9sDX7KONB7OIkolE+S59jfFH3XoG9Ph9v8ATcftuNc8QAIqfEie0V6/9yjl2xwBJoSxea8qOMUylIWHQrQTkqKby71yBFxEUaGGUSulqA04XgH+w4GUnvD3p+o28y9daMVAKFv+nNlND7D8J6+4QS8gGP1Ey7+7FuEdEYiQrg00zIqhKSNDcx3TmOx8AWnua4MPECHUBTmYiopRXUxI8e8Ltd6gjyD7WH1n6lL4ftXGLRaPzIJQPIX5pPLCNULvAV3gP6VUEJpTlPqcfIrHmRSBDm3h6bh10UWqNZGPI8OC9zf1Ork94q4QU3DFyaCKVRyvB6Y5nxUkASpOR+RP+WiXib0KzDiZyEzA20B5wK88Y9tlL8XSSBgws5UAcs4prGq+Cvn2IT1XCqAgCIPn4e5Pb6pU55nTSjcppuaWhVByJboSvLFA8HfLm5YryzyhQiKMX82hi8wkzqj5DDq2aI8Ic8x4TOeUwSw9m2fQmdSrisT0KF4fEox9eg9BXhxQVDQCeplqKEz36E8BDFeiwQNMBbUWPYveTlxEx0A+yfI/h4gnZbrhcSaMN6fD7f6b7X4xxif3E1fjxUMqB9F3O3K2ce09sDjvuHgD0UMblxVev/bryfXvJuvkNHYcCqZY13K/sCwUL9KZjTeFF/thL6ICQXvpw/AdBsHyqJ19U0jw9MG4pkhDTDp/Nm5UMEtUEcjS+7heKVpxzHqbjSUIBL8fNfjAJJr2VLjP/VqPMQL7tcfIaE1oqXR81tE9J0har3T0eODJRRWp9R7I3BcXTTKR+YB4TTo5hYuKb1oLnONKJgBX0AD5Gs2MZVWPHK0FFGaxY+lJjlyIyXd7fixCos5U9wusdlmOTzeKTTlz4wED4d7KAYvC7rs3hB6+O14m4orJRE6dq5BR6SjjSx4O4PO5ms0sLpPOAbgRKpUEZ4d4P7lWE42b+CXH3+IIAjwiUcsAhEITpx8jAdImm57GrCD3H0pgEtwk047TtesTJzwAfT3B64PPwEPib7f6b7X4/wAGerh4TLlkV1Q+h1COqh24FCC1hK/380+MOtF9vQUwEEDgD+kJ51XPOnpg1iASB8pvt/plOJ//AD19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZ19nX2dfZxvt/pvt/j/AOOYXwDS/cxnE6igvoc5yVypA3a4AWmPlQJQnDjqK+/wN9v9N9v8a/BwUXUsBlcs03wV/sph9VhsP2T/ALvx3/WIvqoSKPR+L7urjxxQQ33KoY+n1CuUBcqAd8bme9snQ6ElwDow9qrKskLGoMXjLMDLh5O5CK7HBlq+g0XwVSkDEs6tyl/r/adeuaS0ZQw8n08v6t+F/oHynxuPhddfkHjO4M8h9MRSjFZkXNBXiR6erAaWiJH+cx4l7EnKKvJzDJeTx+ejPW4ihSqoQ/J3ZRHn20kPwi4nB8ft/pvs/jLPKx8Hm15e34OMBu3uUnYh6Rwmuec/SAO91bPWeL98D1c3cPP4fXaj9HjozclKQGBd8vjxq0/EoKOfQAvoMBacMjnCOcjlFgbIRKkFe9XgxoDts8CO5/VHgSv74BTIVxHN9H28YRvxEl5WkvJDvAdal+3xA58i+6fyy2kQGhIU44L1kGhHI0+/HPRkBUgKkSk6HbBhghzpjt7TAxBKLCide3vB4wkbdX6NedHCB9eD5WG2AwWDmr7qb2goINPX52lJbwe3rXtj5X8NL4Pd0B0AIU5UrpRotPKLyEKjOMpzXdivpolQGaPk/snmo661aKX1S8oV7/Ib4NAiEYomJnk7fYZkCBGOX+Coirtaq8QdvxSJElkF9BccJ7XnXAhY6yjkoI559fgrSkUgeHKVUMYpVEFiKLwdTh1i9xoqhTKyCvphpGAiI2AkvHk6r4L2cF4dbbnGW3sgsI6HsVDUfHN9w5ASR4rKJ07lkRIW0z0+PA5nIlw9WA+j351ONMEReA+Q1hCmKjivKZaHMdomK9xywA6BeXMK+XFer9A3PyBnuy9tPgb7f6b7f4+QWBZ1l7Jn7mH1F7vbp/ZkpGBRMuWHsfCsP9FvmL8SoAr2z97cAI+tfeWZr1ezQiPcfo8ZWFUClnRe+chGJxJP6qf2cfECBwH9QDj00k4vsYO5tYKwv1esLlJRLJDU+V9v9N9v8f4KfCaY/wAfPn+3+mB/7ftoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaBiPJyaGho0aGjQ0NDQ0ME+H2/032vx8kSBWFZX+1Uz8MyUWeg+QXsFW32AVx+UQQuKPJ7OHPikuE5cccjl41eNDGFIgzonpmcIKa85Onucd6VoOcgkBA4KhXTTyjGpEJQoUz2UiIin0ef75wvgYkLwvgc0HmCgvqcuMiD9GfrXqZebprAO3vow/ooQe4OMVlMD9jt3L4sXHHxbjZgCI0T4G1QieTCtHOkPM+XY+mY//AGgBkzuufSkOaSYM11Ueqzxcpy19fa8PBq005ezj6mh0ZEjPkvyfb/TH4jM4em4eMkGg/AVEGQ7YLkaVPSsD/TnenxPKZ5+P2VTCJPT6mMvp9CpVBY9zrYyziHeqoarZw2jEv9gvdvvZJq4ysFUAfX1xmdUIJCdZqbJLtinxBwJldP2R9xMJ62KH9BSe892AoKABEHJ5dzD6UG0L5LDOHqU+oxF0gq+dyPVWvh3BpQtvE25yfTGe4V1j5eaStp4jHw4CjuP0jy4XBlIRBTqvD5eTRnywhh28teAM3ZRnwCmSAB32xl8H0Kd6JlK880nvJ3u4L+NXigonTOFUbgJOr8hjfwsNU44gk7cV3piNxwHjMPjw9+RSsrMxnYR4BxCAEPKvxc/cXOxJFRd522KqhflFr1CLocUKjLe4YK9Zu1KWFSYFPnmnxTPBh1Id5ZpIiIyjRHTqqhcvKf0TiUQwLUHxm5kNolHp+pyeAPrzhw8gCY6aOgzXU7vA9wfjci8AfAfN7eMNUOQ+SVx8Pt/prX+wo8YyYEAIB8AQSiRNbTqCPoJprw88CA9gzy2YBIgPoIMJKSiepJlpspD5F/l/dx5fHQB0B/YLKvViiPZud6WH/LId44LIy7oFdr6vywkgteT64K9EDo9zWiyqgn12eh5jMpRsoU9qnOH7KSzh64HJupkM/wB3yuPgPQYDhyl4Ob/6c63QQBfyu05bTfczUveki5virxuf3anGJf24w1BKpre3R4MRBmIBfS4bTBoA6A+SM1uVkx5E06xPCTlb9aGPjMBtOmEqUWhs+gr8TqHtbQefUfYzuCCMCNV7HDBAXCUibZwt40sEKomlOE9QyDMAYUiEXebP1Mr+saCX3Hm6zZw8R/SF9qYgOkcGLklA4Gsdc92WB9M+n4HVPAcDkhnWqe1x8PQU+pvt/pvt/j/DB/j1FJ9srhpoqCBp8v2/0yer8evga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Br4Gvga+Bi/D7f6b7f4/wx/iPRbZJ6ae5j4ts2CxHLH6Gnddz5QVmP6H2/032vxjQlmOgdnxQBMGk3Cm6RR+syBXRkiGCIpGYi5joOY+i4U7ocAfu3jdgL4K8S/tT9/wCwYHOD7ug3CwJkMCT0+IYAydB6PxehggB1vY9wW4jDGEPPXavI4fl+/Ojknp14rjulkMtFnCcBnCWdeAnXIoaTm4qaq1D8DogHl6cpPcAm0N5A9jnEh3QTjOiQbevmYVJ4tFOjwc+MMWZi2IFJRDMfK6j6YpVgAcus3jtYWEs5oEMdgpHaQgpOTU76cIHIIwHHuaiiqLv3PkIoAjNFSGAerm6wposgwci6DN5ko/Fopxmns6TDjLE/FgT+evjdeMUUeSCzEXqVXlNNc8vIHcvjpQGgoMTLf4UxNwyT6+Zt8DC59RSXkdfOe88KFEEKOJe90+kVQ15e3VW6pFAp6Ckr4n+XKg6A+5pXIPoL/o05OblZr1epnqOe/wDEPL03X9ZC0calxgzTPl1SQVfZ0OITJH1EuCkrk0PWXpPjeeKOj/odY+H2/wBMTXSDGemk949OgIX04+DuVKPCfbOcbhBahi5z4aJoewcgytHphBH8CxnqsiYrKPW3kRxggYT/AGARfRAPWtP4A9349Odx1hQu/Tm1mhRAPlhvSM9H/wB854HV01QOmT1w5w8D49HYX16zMnKUCFHck3GAKkAp9ff5u6ZGYBXvtHKUgTwAijy+qecfLO1C+RFjR13IkL2ogIUkfRdFcTcNSojpKAehjhIM6CHYdKZewABTknAcHyNuEmw9A+g85lomHQi3DN/dcYcQ70PivXYlAlz2O4mwaSUok9OPg74iRZjc/wCcf/lzkfvKhHjjDO74qgAw7PDlzhaM4ktfQnO4yzHtE/Tk3E26g0j8s3xvBKlPDHGYyAlgajHkUUNE9x1sIwqr9XO406TEOvfpXYjx549L64BEn1o8FggkB6Myb5MoqvQfBqu7tZC1V8r8ft/pvt/j/Bclhcf61X1NKzQzynJ9aDgBFD+6/wC8EEZB6v8Afd4zYmOJBEShkwgBEjfUzFTChYHRuso8CPj/AFu3CBAOEHaqqv8AVbASklCtT6l+X7f6Zh9vxo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo1NTU0YR+H2/032/x/wDI3DhSv6ro/pfb/Tfa/HyHpSd0DtwlgCJ0n9obstRAMgyf0/5b2n2+2N9akp8e5bmwvFn6vX20zbyZIjHXI60vOi9jCHBavF4Wsjpk0RSy3p13jxbSq80j05whFU1Bl5U4OPUtQxlPIAX1f0eufv4iVhXqEH98oYD0j/TtBNBwDmLDBaH1H95gd2nUecQaGFYthw4Ig8835uWxor9Q+P2/00vaD64G8B1dByCCFp8Ze365Dd6YEfyHPa/61oEDtr8+EHXZ8Ced4018tsYvRoDTB9FBTN5OVfU7cTMnsdZZPoDPgNf9s0yu30bRPXPtAWicz+qgaALhpiB1Z3z2e3nJHCQ3Gt9fTjIcsMft8Tt3ykHo5JB66c4rEB5BHkQ+d2d5KEhKNgCTQetBLneKN7PJbmnGklQ6FiewjieagJvMualeW5f11g9Tlh0eqZegQy+YUqvzFMUTE6+taJzCsXyx/MoE9dTYdY+Uy0OaUBf29YzKoO3Zaiz9a8em9GMwhiIEoWZzUoa2O6NkR9pp3+71PIZD3h8huoI4CQ1VLeBMDalywRnj6B1wzsOZ0C8I9FI/ExGE2Dgfag9OArrL50jifYpzOjHwRUsFIVeCw3WE6v8A0L/RnXSBfU+1dm4wp0UrT0U6QztZ7Tu8yMkMDk06AaZ1wS4D4R9HIDfJLz4gTxVXTpgCH6osvRzuDKq8qzeez8ft/pvs/j5CZeCeyi+RMq8LJU/tJe9Bn0vsfT4WvIUoVXl+Yfh5wv33PG+g93kp3n9cHOADFLuCc3qrbaHMvrzm7Y0qjy/PP6Hs16OZ4/oB85d87Sv9GYkU7DTBCHyK+ppID2e8JZW6T8y+R4zBwh86nsIyDSb66HjHx6fL9v8ATfb/AB/8rMHzfb/TF42f89Hzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzo+dHzgfPw+3+m+3+P8BSz1+Y/xCw94qA8r1w5mXI3h00r/k4ee9b5w4Hoon2PXU/SSh9hbXodSWlXhuxMfIiRqvz9AOdWgcCTyB6Htj4fb/TE8gMr6cZE82VR/v4mz/NqxAmZYEAanSZw2nFA4qugoBe3CT8RmyjJi47LgZb4XjCXzQyP6f2BJggvVcmMgomB16mmKel2neYiTAQD8iuznj6uKfuMAeukx9IIh5PVw0bFO5iSeaE3eftUqb1nL11WSvztQfCoCrevTIRq0qi3cEuV16uq9H6APmL6lBjUEOYDcNPkBYyRLZh8r1kBUVUAD3UMlOS+ugqdRXD/ANmhUE8ug5kt5tC/2TdJ36pPp8kVfFBXwAequjePBdPo79s14REUj7PJ8be+S5o3wRaMyZz4tM4jOB3e+GlPgiEAxK9HA6FzBVBHpWT1PVkUiwCun0x9WKKUDsse1OWPmdGc0lfgKWMBRN4r863pToMEsQKA3Ew5P0efD2cKnY1OTs3A3oVaAfXjD+SlKM6Z9FvXv/wwb7CxQOggT5Pt/prMhDyYtTELw9AHQHQfBz83jgVtPVDuCgICfq31Vxt85XOJb7wzVpNEE8YhQJne0pBKlZeT13DWJRACR15P7AedR7A9a+0BdGN9Nfr6TciOX+X2QHzHGcfQ/i9XRnESUDp4cDn9DCyCFDy84/O1MZeY07OW4wAqQp9j7/Mrd5SFdPPmdmZ/agFZm98SnUcfLCy5iAI3oRydUgRNmQ4fQ8Ge2QiQpxTiqHtaxMZQyP7AiKwc+mPxY51APQDj5ErKBAYBI8PIcOLnUiAleB0HoG7odUA+I16soCdkLNo6y/orOtpgAcAQ+FnvTK/7OEHmxMfq/VJmHxhQ9RhYuCoxO0gH3pHH9WFBBQHPrw0ew0QXwlz1+X7f6b7f4/wUdznBqfH63ox5BBBPaf6MCfid7nbjwiIPVf8AICjHiFlNLWDL5hPl+3+mYfb8ampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqampqamphH4fb/Tfb/H/xzHG2IV+vo+fhdf6f2/032/x8nq0Gc/QDnPwFirle52f2gPSqEAyDP4f8N777/bAOk3yEjOe/Htle4S5nWUACu+HVKcjTa3/1LESoFvGIdsFA+zBOTVDPB+eGLbRcMPDu2Dm6f9e2pSqaMKCzqkZ81/oX+rf6pwxx6bqD9Vx8LflsR94r6XXr0OKS+FObh0gQ/d8X2wbS5z+0rPRveEFUSicj8lwxBh7Hr6pz8ft/pjTqXkOzjAv1k+WQOZ8HQ5GO+HFRzGwk9kbzCz1Z8CsgEtZh3yJcbONNRcNCIWnHLzTv/hoFYKCkooWCtqIGFtI8AIgeQAGP9dA0CLhJCAcad89ntjUKd0rROojKssN/HyFLHgQS0BYFBQ7yBefeFpVcOX00oYYdpDrgkG8GU3mhbAmm9qDe7jkcaHelzU7y3UgIFJD3reXqSzIzcJBfb8rufK6mHOcrGEdGcXqeLrwA5cFyzHyl4AeoVl7ODvRywKD0wICXUL78TQzwB4Z+Y4tVek5H/ia+swFB7wnp18jkpVhJ1tOwFAzcZN1UfM+QzTwd4cQikuVB6+HWt+nkc/SjIZAA8O5gjgaIdJuevo1BCccA8ec2c4GzkiD0TcWrjITLI8LcM/lOiaSfUFffcQ7DtNZ7nLkqZJhOonrnfXfXxnA2eKHXe5SshAHqHu4TPzmg8vn+S4wa/wCk6/45Lq+quPThC1HvjQbrFfM+0fkYTcSVDz4hg6wXAq8rMfD7f6ZTcwP0Pj732/8Alpl/2Qe/Ec0noFSeLN9j/lvt/wDLfe/5aPeQCII0evR32/8Al/X973ve973ve96WHRML9EeM/B4kVVSory8fL73vfb/5Ynx/I3+j7azIIfVVquPbYmQxI/AMVBPZwEOkvEFa8VeV/jIhkUyPLx2/L73vfb/5b73/AC32/wDlvt/8vl973vt/8t97/lkALWm38Pgr7f8Ay+X3ve+3/wAt9v8A5fJ73vvf8vj732f+W+3/AMtanNktHM433f8AlkgCJE9L9sapAQA6DjH27/zfb/5fJ73p/GNKk/jH27/z4+8/bv8AzHiy7MD7zc5fV4H5uI70v+Uzk9i5/wBHCp4JhzpguAdBOD5Pe94vcuXt7b//xAAmEQADAAICAgIDAQADAQAAAAAAAREhMRAgMEFAUVBhcGBxgKGx/9oACAECAQE/EPEmeEJyqQ2WX1TlRqxDUuI10Y05UnDVeJObg1LiMj4bULArxCd6P18KhUNG+uROVRMTlUjcNTkJKwk4z1QaleHgj5YwhqWUSVhGZ+Kt+GsbDdpQ6UKHrYUPCGNQTaLRWNiQJmvY3vFiZFpQ2QQICUoKtnujdkSnBia4sKpWOZIkO/uiZaHRNooqL0WiiEUUii44QbMQDE/sZkm0Ia/Y5vsYnV9Qaxvu8NFtGzKxOOooe1cFUnjSjo0EeoUao1iFG6oWjNOj/mkIQhCEIT4NUo01eJB4cI8k2Qk49UaaGo5xGNThKqkcJKacpUqwo1OVl8VkjsJLz6vRKJEwQjRJ8S5Go4IglSMpDU+NulK+jbfPqFb5bb59Tisr5WDKNqGeiwVlZX3WCv5GneEWGisr/hU6Qny4QhCEIQhCcziEIQhCfnNfjJSMjI/8klR4IWceudB7mvQmlJh7GURsTEZJzROYRor/AASwPKPdITo2DahtbyNtuse+KxNlIrLeayvXNaKysbr/AL28UNThLAlinpPzrI8cEqLIlahExCVXVZQkwNRwSzOi9iqiy4TFMBK8OwihEPFJgUdGoqNRCJcZUiJog1Hx9iCVV5WyN8PCo8cJY8HsWTVHhMZC7/4o9kz+MXzvX9DcMreitmG+yfVqcvJsSm39Eil9P2vs0qQhH8DSFhUyt0TvGneG6UWEUcyi5bG720qyR9fseDbiHg2SdFlnqjUfKyLlbPuDaIURRYdMJQZO8vDpAlgWOILc6b14XqM/XplVn/8ABtQbrrK7Sz4KTkpGxKKdtFG42XAsq+bXdY433SrFTJsgq4IbdESbnhaTEy/Rlk/x6fjaMn81q+AraMfbGsX4tRV09DUfHuDiGoQan4h74jZJkyyFo+nRudjak5VSm00Wx1ETWons9GBOjA9FTpHryvQpSIhp2peL3mD77LCIaNfYxT10fZY5WzKYcyaViSQjEIvLVMMLq6tCdXDcEvvtOXjshllP4sRF4TVYlgWF+PymJRJL+tTqsuGleJi8TP4LRrvouCzZWtmWVrYnfE1HwkPsJeFzbY2jl2hpJwSotDUcfwHhQcDwxa5Tjo2Ji1GLA2nRYL1ZIz12blGoSNpjGo+noSrnWR84kYnDNRDj2OhYUI6xXqsY6NiU8C0WY2iUS0uL8JqkHXdityK5MrtPBrjXfPgUZFBQSWSJCVCJeJqoTUIMsSn+ai/zO5nRuDb8cnK8ULfubJ8RNsrSonVzBufobVHnLKMcvgkvZbhR8evFG+iROHohLP0KLL9kacElYP8AXLFc0oolXRiGxN2PlOvpBu8u/Y37Hr3MuIeoOm2X4HorSg6xKLvahZhdhd12WGLhDd6+ukL0tMmKVWisipwhnq1xKJJcNGJE6NCeKyt6Ep+Hi4iQtT59fVtvypF/Nb51lz41RV0St/RhE4lcGoSOEi/FXI7TLYn4mOcoX1ER+wohLLQtC0JJtiJtXzPQpVGkkacrBea1xb39Dw34PRjqtwUg8crYpjlD14W4X7EkxcNGLmkbEkvA1JpDa/FwR4I1oarbJiC18++JpPq0mLGDIj9/9DoRCK08lRXpCfVtIXVqcqhqEF8NNsrlFldFpiZiTirSE53sV8GhqGu330o+dshRH4ouGkKrDEhUNiU7N8qFCPQmRYaQ2fwU2hpsSi7txMo3KLusd/UG739PrbysOlwbCcs80o0kmJF+JiIiCwp+Q2hYX8xvw9oJp6+LUirqtU2hBKkhMMan4jT4rpGsvhHa5nV8uHo/oej0yJsUY8ed6FKpENOmlOLzS9swwr3QtI+x9fQ+mmufscVg0Ior9f8AomMitgkm4PpYJRThKKEGWn0bEp4FMXp8WPAeU+EdPQtfjmky6EH0Epnr/8QAKxEBAAIBBAIBAwQCAwEAAAAAAQARIRAgMUEwUWFAUHFwgaHRYJGAsfDx/9oACAEDAQE/EPEtSwgFxtUJYQGl7FolIIyyCMpLKlml6qEpLCUlJYQR3WEpLCWMsqWXLKlkvQ20lks+hvDlm8bODxBDEACtKiCSoFaVpUQZRgCGIFStUsqVgSAhSFJSqiXSpUqJbcpKuNrlaAzpUqVKjZlRN3oQ2SiQAVG8qoYggKgVKiWVoQ3Ank60qBTcIiRTB0nN3AohjR4qH6aXLly5cuXL+i4a0vS44ZZOGGy5c4Zejpexl6Xt5LJWal6cE4djh0cS8M7qCP0lYuDZHW5ZBv6aoFaV4DEAPHXhrwVHMrSvpn/hZZLJf+JcQFZ1Mt7WKpSDZDjSyo4ncuDety9lkuH+AsMTFVCXzsYlwBAqGN2PBicQK/XvtIaOGckl5rz3OpcWmo40WriXaxxcLS9L0YtRURauKmXqqNQbagy4qhlhzB0WLTL5+NDT00M3DTpnFwzUMtQlYnfg6Y4uVDLUC44hKg2X+nZ9lPtoOPwJU3W/tUWvN9FVHXIO4SJlnQ1HUxs/g9wSvHW/oecOIomIi/fVRAZJsCp1O2CuYYgogVuqmp1v6hnS9jjQb8BiiZJZuo8JHIkLgorUXdup8L5LLJZ6jBFVt0fy4zECQvN1srDnoiNoG4zXGCqwNCVOfoH51GFkbUKvzdq1KLkV7lRkYhGnq2IA55+OYF27vzpe80cEvS4ui0Q2W7RUAp5IKuFIhYp1KwX4H9x1TP2jFVT4JRAD7eWiv3Liir9Mki051awaYCtEUOdw/j48GK5Qn6Qx4yPzz4mXuxr3UONDhhBu4QftC/3JKYXk138yx/pPVSlXNeR4g8AfyRpAFnWxSEQpbDvwPJZ6viBv+YzIMfUzTDluFw8odJXBYKfk2VrjsY8yVjmCO7udbmMOZkGVl2FDCG8rNzuF9x7jemMQvXtBAJNpkiJWzM8rhIiKUyw3gOWLwvyvh45CKH0joMRfT67Ubr6E37ixVgC3EqVXVENRft9bgf5Es0QJYH7/AD+mL9oWp8xBu9psvH2Gw8BMkAOfmIBrvI/Er/TD/cQpcOT+oBV+XVVBUbfQx1yHlq4c1HCkWp7is+gDbhuOyr9SppM5TtnUc3owKI5htIcMxe4LhmckINmw5qcDsDmXjW8SrIqbYYJU9xywK2Acf57gsSZNQNnq/h2epf8AaJY+EY0r6KtppJQDFpXCPVtYSLY9pp+MykL/APcw2N1Br3fHdR2HyufBfhZ3O4WaN1LeJvg7hkP4hWKC/bUeP+Dojlv+NV5VRG1f6ZIf2TscbUBcWUXax5kKrgvCr4+kZwS6Xx8EHd8DXERvM1eWn4IYhCGIbq8HHhG/B0uE9zKLKhzC9XFaEqH5W42lhzKlkTkjUhVF+4/cTGHIce5UVypn3Hd8mpHfLnbWpUbLALyTu5WdK+g5U4rhc+xiFdX4j5FK7uxzLDZ+Isw91OByP5IN27vz9Qww2VssTQcXpcG9posrJFKrFCDtoYsf1CvVPwDhJcEsr3k+hiD7MUu4ukZgRVQNUJe0+vo215SQx7rv9Nb2n2QBbHS2xdm+yrnuXO6+1BUYYQPPb1MVn2+490NVe5IsY8CqKdTU4WPMPOklTGcYj26yxTzmNfyaudmCWEsIAb+DcTgYcytrxehq4J71Yc+HB0E5+SA0uxxEZMGMxkmdBuB6mPhV171eolUALt6PDQQxl9IOTwzPhT5+/wDDaw9Rz7G4CDqXBwiQ+vV4rm1bedogKb7mDZ/EXAReb/4Hcpz4hZ1Xu4oLWfyQUUGE30cHMUrrp6dtnWYw291xtvVuzNY+ZaDSTh+jYwzKtLgUuuoheY1s7jkZw6v0BvMwb2da8GnV+AUwaIrhDcItvMyDPpClxhxEEMnxBjCgA4w/ljEBQdG6q1sNSGIMv+hwTvUPoOfOOFf9R0lzeBj6lK7u9zFFOrjjTq/2Jz1wDuHcec3jUCteNiWQw2QwJEvzXa6irTmWo7ftFFzOpmKFMBGCXtPuFP6S49v0xAF7+jEt1B7d/SAVMRDGmnHs2XmtLly+dO37QF4cq/2dBjHS4sSHph8E6lxgTr53KC+/A8buXFZneh9Ckkvg4xcw2rjf3tjlt1slhLDeVc63E4v953Hdi4bHBszq9DNx4smKhzmGuQq+oiFjv4lvDEIpkIgxiVlNg+g5j3cdB4HbYfZMyM+/pHfGz5WfOyv2NyWXf8Tjf+fmAFhxX/WYI0viJvtKLt53USjV7KlQpN+4Uzc9HUohUG3/2Q==" width="301px" alt="Licensed Crypto Exchanges in Europe"/></p>
<p>&#8220;From ban to regulation, cryptocurrency&#8217;s journey so far in India&#8221;. &#8220;El Salvador bought $21 million of bitcoin as it becomes first country to make it a legal currency&#8221;. The use of cryptocurrencies in Samoa is legal but discouraged by the Central Bank of Samoa. When dealing with cryptocurrencies one must declare them and pay taxes to the Dutch Tax and Customs Administration.</p>
<p>Left traditional finance to pursue my interest in digital assets and decentralized finance. Most of the exchanges on the list above offer mobile apps for both iOS and Android. These are great for keeping up with the markets and doing trades on the go. Like Coinbase, Kraken has never been hacked and offers some of the best overall safety features for investors.</p>
<p>Users should feel that their crypto is secure on their trade platform, so security breach prevention measures and safe account management methods are essential elements. We looked at each platform’s history of keeping their users’ funds and information safe and considered whether they offered insurance to users in case they lost their money due to a mistake on their part. Based on our research, we found that the best cryptocurrency trading platform for low trading fees is Bitstamp. Its maker and taker fees start at a very generous 0.30% / 0.40%, and users with a monthly trade volume of under $1000 get to trade for free.</p>
]]></content:encoded>
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		<item>
		<title>How to Choose a Forex Broker: What You Need to Know</title>
		<link>https://www.ryanandceleste.com/how-to-choose-a-forex-broker-what-you-need-to-know/</link>
				<pubDate>Thu, 16 Jun 2022 04:01:57 +0000</pubDate>
		<dc:creator><![CDATA[pinstripes]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://www.ryanandceleste.com/?p=1544</guid>
				<description><![CDATA[Content Currency Pairs Offered Tips For Choosing Forex Brokers Tips for Choosing the Best Forex Broker Check the Reliability of the Broker What Are the Benefits of Working with A Forex Broker? Account Features When you do not have this option is always nice to be able to pick up the phone, call a toll-free number, and place your order. [&#8230;]]]></description>
								<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Currency Pairs Offered</a></li>
<li><a href="#toc-1">Tips For Choosing Forex Brokers</a></li>
<li><a href="#toc-2">Tips for Choosing the Best Forex Broker</a></li>
<li><a href="#toc-3">Check the Reliability of the Broker</a></li>
<li><a href="#toc-4">What Are the Benefits of Working with A Forex Broker?</a></li>
<li><a href="#toc-5">Account Features</a></li>
</ul>
</div>
<p>When you do not have this option is always nice to be able to pick up the phone, call a toll-free number, and place your order. Trading platform — your trading platform is going to be your workhorse in Forex trading. Your broker supplies you with trading platform typically and downloadable format. Once you install the brokers trading software and fund your account you can begin trading online. In addition, considering the slippage offer on a platform can make it easier to preserve your account balance. Therefore, spreads can vary from one broker to another, ranging from fixed spreads to variable spreads.</p>
<p>When you choose a forex broker, check if a broker has an amount limit when it comes to the minimum deposit or withdrawal you can make. Licensing and compliance with regulatory authorities is the first and most important thing to look for when finding the right platform to trade forex online. A reliable online trading platform, like forex MetaTrader 4, should be licensed and regulated by the forex regulatory commission. Forex trading occurs 24 hours a day, so a broker&#8217;s customer support should be available at any time.</p>
<p>The first thing to check when selecting a forex broker is their reputation. In the United States, a reputable forex broker will be a member of the National Futures Association , a self-regulatory organization for the futures industry. Alan Farley is a writer and contributor for TheStreet and the editor of Hard Right Edge, one of the first stock trading websites. He is an expert in trading and technical analysis with more than 25 years of experience in the markets. Alan received his bachelor&#8217;s in psychology from the University of Pittsburgh and is the author of The Master Swing Trader.</p>
<p>The first step is simply to go to the broker website and look for their contact information. From here you want to find a forum or an e-mail address and simply send them a simple and easy to answer question. Your objective here is not necessarily to get an answer to your question but to see how quickly the broker response to your question. This can sometimes tell you a lot about how quickly they may respond to you once you become a customer.</p>
<p>As an example, Dukascopy, a large bank and brokerage based in Switzerland, has a world of helpful platforms and education available. Until recently, a $50,000 deposit was the minimum for live trading so you only found recommendations for it from big players. Even though they offer Meta Trader, there are several other platforms, <a href="https://xcritical.com/">https://xcritical.com/</a> many of them for advanced trading, that are there to entice you. Jumping into a complicated platform or trading system can be devastating to the growth of a new trader. What you do need is education and a simple platform, like Meta Trader. The MT4 platform is in the same standard form at almost every brokerage.</p>
<h2 id="toc-0">Currency Pairs Offered</h2>
<p>It develops rules, programs, and services to protect the integrity of the market, traders, and investors, and to help members meet regulatory responsibilities. The best brokers usually have a team that advises the rooky traders. Thus, the new traders will receive a phone call from an experienced trader who will advise them according to their needs and objectives.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/08/open-finance-vs-decentralized-finance.webp" width="359px" alt="Tips on Picking a Forex Broker"/></p>
<p>Web-based trading provides an alternative to stand-alone software but often has fewer features, requiring account holders to access other resources to complete their trading strategies. Mobile apps provide the greatest convenience but fewest bells and whistles in a slimmed-down design that usually allows one or two-click trading. It’s best to use the full-featured stand-alone software whenever possible, saving the mobile experience for those times you’re away from your trading desk. Of course, the sword cuts both ways because a long or short trade with a large unit size moving against you will generate losses more quickly than a trade with a small unit size. Free pip calculators, which are widely available on the Internet, can help tremendously with this task.</p>
<p>A broker that takes commissions may charge a specified percentage of the spread, which is the difference between the bid and ask of a forex pair. Many brokers that charge no commission instead make their money with wider spreads. A flashy website does not guarantee that a broker is an NFA member or under CFTC regulation. A broker will typically provide its NFA member number in the &#8220;About Us&#8221;  section of its website. In addition, each country outside of the U.S. has its own regulatory body. Due to potential concerns regarding the safety of deposits and the integrity of the broker, accounts should only be opened with brokers that are duly regulated.</p>
<h2 id="toc-1">Tips For Choosing Forex Brokers</h2>
<p>The bells and whistles offered for your education, however, differ among brokers and are important for the new trader. Find a broker that offers a direct feed for the latest economic news and the forex calendar. Many brokers send messages with commentary on the latest news as it happens. It’s also helpful to choose a forex broker with a no-requote policy. Requoting occurs when the broker is unwilling to fill a client’s order at the prevalent rate due to market volatility. Subsequently, they offer a new price for the order; this makes is harder for you to avoid losses and benefit from potential profits.</p>
<p>One of the most important things to look for when choosing a forex broker is regulation. Regulation is necessary because it provides protection for your investments. Spreads can vary significantly from one broker to another, so it’s essential to compare rates before you open an account. Remember, the lower the spread, the less you have to pay in order to make a trade. Now that you know what a forex broker is and why you need one, let’s look at 5 tips to help you choose the right broker for you. 5) To Get Customer Support- When you trade with a broker, you should have access to customer support in case you have any questions or problems.</p>
<h2 id="toc-2">Tips for Choosing the Best Forex Broker</h2>
<p>That obviously will take another catalyst, but right now exhaustion is probably more likely than not going to be the issue. This means that when you sign up to use their services you will have protection and insurance against any internal fraud. Also, your funds will remain separate from the broker&#8217;s operating funds. 1) To Get Access to the Currency Market- Without a broker, you won’t be able to trade in the forex market.</p>
<ul>
<li>However, trading in forex is not easy, and you need to partner with the right broker to help you maximize your earnings.</li>
<li>Other considerations include customization options, order entry types, automated trading options, strategy builders, backtesting, and trading alerts.</li>
<li>Ensure that the forex broker you are working with is regulated, and their financial records are available for public scrutiny.</li>
<li>Unlike stocks, a trader doesn’t borrow money or securities from a broker to open a short sale position, but she may have to pay a rollover fee.</li>
<li>They are termed the jack of all trades because they provide users with access to all the major currency pairs like GBP/USD, USD/CHF, EUR/USD, and many others.</li>
</ul>
<p>First, open a demo account and take note of the trading conditions. Spreads should be tight and the platform stable, not crashing all the time. Make sure your broker is regulated in a country with a well established financial system. A forex broker regulated in Cyprus, for example, is better than no regulation, but you could still have problems. Pick brokers regulated by U.S., U.K., Canadian, Japanese, New Zealand or Australian authorities, as examples. Don&#8217;t open a standard lot account unless you have at least $50,000.</p>
<p>Although finding good brokerage services is helpful, it is not easy to identify one that meets your trading needs. Your choice of forex broker should reflect your trading aspirations. This is primarily one of the most significant differences between trading as a newbie and doing so as an experienced trader.</p>
<h2 id="toc-3">Check the Reliability of the Broker</h2>
<p>Customer service should provide easy access to the help and trading desks through chat, phone and email. Look for 24/6 coverage, meaning you can reach the broker any time between Sunday afternoon and Friday afternoon in the United States. Not all brokers are regulated, however, and traders should be wary of unregulated  firms. Each broker that features forex investments has advantages and disadvantages.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/08/81ec0ad0-7b0f-45b8-ba01-ac4c2cf420c9-1024x765.webp" width="352px" alt="Tips on Picking a Forex Broker"/></p>
<p>In this article, we&#8217;ll look at five considerations when choosing a forex broker in today&#8217;s competitive forex marketplace. There is a large and growing number of forex brokers, and choosing the right one requires cautiously sifting through an overwhelming number of magazine and Internet advertisements. Strategies, choice of currencies and wise risk management <a href="https://xcritical.com/blog/how-to-start-a-forex-brokerage/">starting a forex brokerage</a> are at the core of the trading success. As a forex user, there’s need for you to know the kind of currency pair your broker offers because not all of them all as they focus mainly on the major ones like EUR/ USD. No matter how wonderful the customer service sounds in a broker’s promotions, test it with an email or phone call to see how fast they respond.</p>
<h2 id="toc-4">What Are the Benefits of Working with A Forex Broker?</h2>
<p>Full BioJean Folger has 15+ years of experience as a financial writer covering real estate, investing, active trading, the economy, and retirement planning. She is the co-founder of PowerZone Trading, a company that has provided programming, consulting, and strategy development services to active traders and investors since 2004. Another vital thing to consider when choosing a forex broker is the payment methods that they offer. Most brokers will allow you to deposit and withdraw funds using a credit/debit card or bank transfer. However, some brokers also provide additional methods like PayPal or Skrill.</p>
<h2 id="toc-5">Account Features</h2>
<p>Some social hubs have taken this concept one step further, offering a copy trading interface that lets you mimic the buy and sell decisions of other clients. Before you give a broker any money, review its funding and withdrawal procedures. Some require long waiting periods until you can trade when you fund through checks or wire transfers, while others will charge hefty fees when you withdraw funds or close the account. Account closure in particular can be stressful when a broker forces you to fill out long forms, take surveys or speak with a representative trying to change your mind.</p>
<p>Ensure the forex broker is fast enough to facilitate easy and quick filling up of orders. You need a broker who is always available to help you out when a problem arises. Read online reviews about the brokerage to learn their customer care competence. Choose a broker that is efficient in the performance and executing trades as well as handling technical and account issues of their clients. From trading basics to advanced strategies and high-probability set-ups, the insights you need from our all-star lineup of trading pros is delivered straight to your inbox. The NFA is an industry-wide regulatory organization for the futures industry in the United States.</p>
<p>Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy.</p>
<p>However, this accessibility of forex trading can be a double-edged sword. With so many choices available, it can be difficult to know how to choose a forex broker that is right for you. You can check the experience of your broker by looking at the number of years they have been offering the services or their previous projects. You may also seek recommendations from experts or those who have traded with the firm before. Notably, it’ll be good to choose a reputable brokerage firm with more years in the industry among the available options. Of course, everyone is tempted by the lure of bonuses and huge profits, 30%, 50%, or even double in a short time.</p>
<p>A long position opens a trade that makes money when the exchange rate moves higher; short sale profits when it moves lower. Unlike stocks, a trader doesn’t borrow money or securities from a broker to open a short sale position, but she may have to pay a rollover fee. Another thing to consider when choosing a forex broker is whether or not they offer demo accounts. Demo accounts are important because they allow you to test out the broker’s platform and see if it’s a good fit for you. As we mentioned earlier, the trading platform is the software you use to trade currencies.</p>
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		<title>3 Successful Forex Trading Strategies EU</title>
		<link>https://www.ryanandceleste.com/3-successful-forex-trading-strategies-eu/</link>
				<pubDate>Fri, 18 Mar 2022 19:30:42 +0000</pubDate>
		<dc:creator><![CDATA[pinstripes]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://www.ryanandceleste.com/?p=1759</guid>
				<description><![CDATA[You could be a noise trader, a sentiment trader, an arbitrage trader, and a market timer, but the most common ones are technical traders and fundamental traders. Why is it so important to figure out your trader personality profile? The power of knowing which kind of trader you are will allow you to focus your time, energy and attention on [&#8230;]]]></description>
								<content:encoded><![CDATA[<p>You could be a noise trader, a sentiment trader, an arbitrage trader, and a market timer, but the most common ones are technical traders and fundamental traders. Why is it so important to figure out your trader personality profile? The power of knowing which kind of trader you are will allow you to focus your time, energy and attention on developing Forex trading strategies that work with your trading style. This is because the price difference from when you enter the trade and when you leave it will be your profit/loss. Here are some of the most common active trading strategies that you can use when trading CFDs with Plus500. Use them, together with our Stock Trading Tips, to craft your own strategies.</p>
<p>Perhaps you&#8217;ve been tempted to venture into this style yourself. If you&#8217;re not familiar with it, read on for a brief explanation. To keep a strategy robust and dynamic, it needs constant refinement to help you better adapt to current market conditions.</p>
<h2>The ‘Weekend’ Forex Traders Lifestyle (How &#038; Why It Works)</h2>
<p>Swing trading can be more suitable for people with limited time in comparison to other trading strategies. However, it does require some research to understand how oscillation patterns work. Depending on the type of news, trading positions may be open over several days. Any positions that are left open overnight incur overnight risk. Technical analysis of stocks and trends is the study of historical market data, including price and volume, to predict future market behavior.</p>
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" width="309px" alt="trading strategy"/></p>
<p>Trading expectancy and Profit factor are among the most important statistics to determine what needs to be changed in your strategy. Risk a maximum of 1% of your available trading capital per position. Are available to be in front of the market and quickly react to potential opportunities. Tastytrade has <a href="https://forexanalytics.info/what-is-the-forex-grid-trading-strategy/">what is the forex grid trading strategy</a> entered into a Marketing Agreement with tastylive (“Marketing Agent”) whereby tastytrade pays compensation to Marketing Agent to recommend tastytrade’s brokerage services. The existence of this Marketing Agreement should not be deemed as an endorsement or recommendation of Marketing Agent by tastytrade.</p>
<h2>Why You Should Use Wide Stop Losses</h2>
<p>Open an account with us to trade on live markets or practise trading first with a demo account. If you’re a gap trader, you are likely a day trader that watches these price gaps from a previous day and seek opportunities between this and the opening range of trading for the next day. The reversal trading strategy is based on identifying when a current trend is going to change direction. Once the reversal has happened, the strategy will take on a lot of the characteristics of a trend trading strategy – as it can last for varying amounts of time. Trend traders will use indicators throughout the trend to identify potential retracements, which are temporary moves against the prevailing trend. Trend traders will often take little notice of retracements, but it’s important to confirm it’s a temporary move rather than a complete reversal – which is often a signal to close a trade.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="trading strategy"/></p>
<p>This is a measure of the number of times a stock is bought and sold in a given time period. An increase in a stock&#8217;s volume is often a harbinger of a price jump, either up or down. Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology.</p>
<p>However, it was only possible through trading strategy and indicators. Hypothetical performance results have many inherent limitations, some of which are described below. One of the limitations of hypothetical performance results is that they are generally prepared with the benefit of hindsight. In addition, hypothetical trading does not involve financial risk, and no hypothetical trading record can completely account for the impact of financial risk of actual trading.</p>
<h2>What Is A Trading Strategy?</h2>
<p>Finally, remember that all traders—no matter how knowledgeable—experience loss. When  you lose money on a trade, it doesn’t necessarily mean that you did something wrong or that your approach was flawed. Although technical analysis can help you manage risk and reward and inform your trading decisions, no analysis can predict the future with 100 percent certainty. Rather than scrapping your strategy each time the market moves against you, practice smart money management and be consistent. The more time you take to learn and practice a certain strategy, the more adept you’ll become at its execution.</p>
<ul>
<li>Scalpers aim to ‘scalp’ a small profit from each trade in the hope that all the small profits accumulate.</li>
<li>This trading style is a medium-term approach based on taking advantage of changes in the momentum of a currency pair within the primary trend.</li>
<li>Explore trading strategies to use when trading in the US with our partner, tastyworks.</li>
<li>In addition to the limit set on each position, day traders tend to set a daily risk limit.</li>
</ul>
<p>That&#8217;s because it can help a trader to identify the short-term trading patterns and trends that are essential for day trading. If your strategy works, proceed to trading in ademo account in real time. If you take profits over the course of two months or more in a simulated environment, proceed with day trading with real capital. And remember, the shorter your time horizon and the more trades you make, the more you&#8217;ll rack up in transaction costs. This can water down your overall return, even if your swing trading strategy is otherwise profitable.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="trading strategy"/></p>
<p>Unlike other breakout trading strategies, however, grid trading eliminates the need to know what direction the trend will take. A clear downside to scalping is that you cannot afford to stay in the trade too long. Additionally, scalping requires a lot of time and attention,  as you have to constantly analyze charts to find new trading opportunities. Scalping is very popular in Forex due to its liquidity and volatility.</p>
]]></content:encoded>
										</item>
		<item>
		<title>Is xcritical Safe and Legitimate for Storing Crypto?</title>
		<link>https://www.ryanandceleste.com/is-xcritical-safe-and-legitimate-for-storing/</link>
				<pubDate>Tue, 07 Apr 2020 16:26:12 +0000</pubDate>
		<dc:creator><![CDATA[pinstripes]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://www.ryanandceleste.com/?p=1732</guid>
				<description><![CDATA[Contents: Pinnacle Bank Review: A Full-Service Regional Bank NFT Marketplace on xcritical How much is xcritical trading fee? Customer Support at xcritical But the same protections have not yet been extended to investors on crypto trading platforms. And, in some cases, address verification to use the platform’s BUY and SELL features. The fact that you cannot use the platform anonymously [&#8230;]]]></description>
								<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Pinnacle Bank Review: A Full-Service Regional Bank</a></li>
<li><a href="#toc-1">NFT Marketplace on xcritical</a></li>
<li><a href="#toc-2">How much is xcritical trading fee?</a></li>
<li><a href="#toc-3">Customer Support at xcritical</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbox.info/wp-content/uploads/2020/09/platform_slide_1.png" width="300px" alt="is xcritical safe"/><br />
<img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="is xcritical safe"/></p>
<p>But the same protections have not yet been extended to investors on crypto trading platforms. And, in some cases, address verification to use the platform’s BUY and SELL features. The fact that you cannot use the platform anonymously adds additional safety. It legitimizes its use for honest customers while deterring dishonest users away from the exchange. Rigid KYC policies allow transactions to be monitored and prevent anonymity. However, there are limits put in place on how much you can spend or withdraw, which may be considered a positive for some users.</p>
<p>The final output produces star ratings from poor to excellent . The platform also has a strong library of educational content, and xcritical Earn is a creative way to incentivize users to understand what they’re doing. The minimum amount needed to buy cryptocurrency on xcritical is $2. Traders who want to easily convert one cryptocurrency to another. Many or all of the products featured here are from our partners who compensate us.</p>
<p>You can enable both the security key and the TOTP from the account’s security settings. Very glad I chose this platform from the get go, the recommendations and positive feedback enticed me. All of it still holds up after years of trading, I only have hard time catching up to all the new updates and improvements, so reading acticles like this binance review makes the process easier. Overall though, the basic funtions and options are often more than enough for majority of users. A reliable, well-known and respected cryptocurrency exchange platform. xcritical is a broker exchange that allows you to buy crypto with your fiat currency, as mentioned throughout this xcritical review.</p>
<p>xcritical can  be used in many countries to do transactions like sending, receiving or storing funds. However, the platform&#8217;s buy and sell features are only available in 32 developed countries around the world. The xcritical Wallet is a noncustodial wallet in either tangible, hard-disk form, or in a software format. This means that the investor is the actual custodian of the wallet and the cryptocurrency itself, and thus in charge of the wallet’s security measures, including the PIN number and keys to the crypto. Across the board it seems that the xcritical Wallet may be one of the safest, if not the safest, crypto wallet in the world. While other providers such as Electrum, Ledger Nano X, Exodus, and Mycelium exist, the xcritical Wallet offers a bit of an edge and some added user-friendly features.</p>
<p>It provides a user-friendly interface, a straightforward ordering procedure, charting tools, trade histories, and real-time order books. It is accessible in a few different nations in addition to the US and UK. Thus, you can trade one cryptocurrency for another without exchanging it for US dollars or another fiat currency.</p>
<p>Furthermore, if using a debit or credit card, these costs are further amplified to a somewhat staggering 4.99% per buy order. From the perspective of the user, xcritical offers a number of notable security features to ensure that you mitigate the risks of unauthorized account access. First and foremost, you will be required to install two-factor authentication via your mobile device. This means that every time you login, you will need to enter a unique code that can only be obtained from your phone.</p>
<h2 id="toc-0">Pinnacle Bank Review: A Full-Service Regional Bank</h2>
<p>In addition, the exchange has a partnership with TurboTax that allows you to e-file your crypto gains and losses. The exchange is great for those new to crypto because of the xcritical Earn program. This program teaches you about cryptocurrencies and rewards you with up to $28 worth of crypto.</p>
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<h3>How xcritical is protecting customers and the crypto economy &#8211; xcritical</h3>
<p>How xcritical is protecting customers and the crypto economy.</p>
<p>Posted: Tue, 07 Mar 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiWWh0dHBzOi8vd3d3LmNvaW5iYXNlLmNvbS9ibG9nL2hvdy1jb2luYmFzZS1pcy1wcm90ZWN0aW5nLWN1c3RvbWVycy1hbmQtdGhlLWNyeXB0by1lY29ub2150gEA?oc=5' rel="nofollow">source</a>]</p>
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<p>Yet, without the benefit of years of experience, it’s hard to know what’s safe when it comes to proper storage of the cryptocurrency. Providers such as the xcritical Wallet offer a storage service within the digital currency landscape. xcritical’s basic platform has an extremely complex fee structure for beginners. With fees based on a mix of trader location, payment method, order size and market conditions, it’s difficult for users on the barebones platform to calculate what they might pay before they trade. However, it must be noted that in terms of trading fees, xcritical is a little more expensive that other players in the cryptocurrency exchange arena. At an average fee of 1.49% for all orders over $200, this can quickly eat into your profits.</p>
<p>As I mentioned earlier, it has over 40 licenses to operate in just the U.S. alone and is licensed to legally operate in the other 31 countries that make its list. In fact, on GDAX, you will be able to find a bigger selection of cryptos <a href="https://forex-trend.net/xcritical-overview/">xcritical official site</a> to trade between. xcritical has a really easy-to-use interface that makes it a great tool for those just beginning in the crypto industry. Its clean design makes it easy to navigate and the tools you need are right at your fingertips.</p>
<h2 id="toc-1">NFT Marketplace on xcritical</h2>
<p>All transactions are faster compared to other platforms – The process of transferring digital currency between users is considered to be more efficient and faster in this platform than most others. The corporation has, of late, been tapping into its security mechanisms for additional business revenues as well. The company has been offering custody services for many players in the business.</p>
<p>This can be a big help for users who want to use cryptocurrency in decentralized apps and other external services. xcritical is generally a safe investment and is a secure platform for buying, trading, and storing cryptocurrencies like Bitcoin and Ethereum. It’s one of the most trusted ways to exchange cash, and it employs strong security measures to protect users, including AES-256 encryption, 2FA, and cold asset storage. As for the rules and regulations that xcritical abides by, it depends on the jurisdiction, according to the company. But in the US, xcritical complies with the Bank Secrecy Act, the USA Patriot Act, and local state laws and regulations. &#8220;Aside from security protocols, cryptocurrency exchanges in the US and the UK must abide by anti-money laundering and know your customer policies,&#8221; says Faithfull.</p>
<p>The platform claims that 98% of consumer funds are stored offline in various locations around the world, which helps provide even greater security for digital assets. xcritical holds your crypto in its free wallet service, though you can choose to hold your crypto in a third-party wallet. Beyond the higher-than-average fees, there is a lot to like about xcritical. It’s got a solid reputation for security and stores the vast majority of customer assets offline to decrease the risk of hacks. It also offers a unique educational platform called Learn and Earn that rewards users with crypto as they progress through lessons. There are dozens of secure cryptocurrency wallets and exchange platforms that provide similar access to crypto services.</p>
<p>These offers do not represent all available deposit, investment, loan or credit products. Shop Pay is an innovative payment solution developed by Shopify. It’s an app  that people can use just like a regular wallet to store their card details and information. Check if your email address has ever been exposed to a third-party data breach. If that’s the case, reset any passwords connected to that email address. Your email account should also have two-step verification enabled.</p>
<h2 id="toc-2">How much is xcritical trading fee?</h2>
<p>Make sure to use unique, complex passwords for all your accounts. Whenever you send sensitive personal data online, use a browser built for security and privacy. With integrated antivirus and VPN capabilities along with built-in anti-tracking and ad-blocking, AVG Secure Browser will keep your private information private. Protect your personal information today — whether you’re trading on xcritical or logging into your other online accounts — with AVG Secure Browser. xcritical is one of the biggest and most popular crypto-trading platforms out there, and in terms of safety, using it puts users at no more risk than using most, if not any, other platforms.</p>
<p>The platform boasts an industry-leading API that gives developers access to real-time market data and a trading API that lets you automate trading bots. xcritical really shines for active traders because of the world-class xcritical Pro platform. Traders have access to real-time order books, charting tools, trade history and an intuitive order process. The next best choice is Time-based One Time Password with mobile authenticator software like Duo or Google Authenticator if you’re not ready to invest in it or don’t want to utilize a security key. Anyone who meets the requirements for a xcritical account can use xcritical Pro.</p>
<p>Instead, transfer it to a hardware wallet if you are holding it long term. So far in this xcritical review, I’ve covered a lot of positive stuff about xcritical. It’s important you know that there are also a few downsides for some people, though.</p>
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" width="304px" alt="is xcritical safe"/></p>
<p>This is actually very expensive, especially when you look at the fees employed by other leading cryptocurrency exchanges. For example, the likes of Binance charge just 0.1% every time you want to buy or sell a coin, which is considerably cheaper. However, deposits <a href="https://xcritical.pro/">https://xcritical.pro/</a> and withdrawals in fiat currency are much more limited at Binance in comparison to xcritical, so you need to take this into account. The purchase will be executed immediately, meaning that the digital coins will be stored safely in your xcritical account.</p>
<h2 id="toc-3">Customer Support at xcritical</h2>
<p>And like other types of investments there are risks involved but by taking the proper precautions, using xcritical as your crypto exchange of choice should not be one of them. Dealing with volatility is one of the realities of trading in cryptocurrency. This combination of circumstances would seemingly make trading in crypto a very high-risk activity, particularly on heavily trafficked platforms like xcritical. xcritical is the easiest place to buy and sell cryptocurrency. However, many people are still skeptical about cryptocurrencies and Bitcoin, often associating the space with scams, money laundering, and other illicit activities.</p>
<ul>
<li>HODLing for more extended periods has been proven beneficial.</li>
<li>I think half the posts are from people being paid by a competitor, and many are from people who made their own silly mistakes and are trying to blame the exchange.</li>
<li>You’ll need to complete a two-factor authentication to sign into your account.</li>
<li>Alternatively, if you’re from the UK, Eurozone, Iceland, Liechtenstein, Norway, Switzerland or the US, you can also make Paypal deposits and withdrawals for free.</li>
</ul>
<p>As you would be notified by email when the withdrawal request was made, this would give you sufficient time to act. In the UK, a bank wire deposit is also free, and the withdrawal costs just £1. If you’re from the <a href="https://forexhero.info/xcritical-platform-review/">xcritical rezension</a> US, ACH deposits and withdrawals a free, while a more traditional wire transfer will cost $10 and $25 for deposits and withdrawals, respectively. The amount that you pay will vary depending on your location.</p>
<p>This base rate is specific to the U.S. and it varies based on your country and region. Using a crypto cold wallet is a first line of defense with cryptocurrency, in that unlike a “hot” wallet, a cold wallet is not connected to the internet. However, the xcritical Wallet is a digital hot wallet, so users should take some crucial steps to ensure the safety of their crypto. Additionally, for anyone familiar with cryptocurrency, it’s no secret that the unique nature of crypto security requires PIN numbers and security keys to convey or purchase cryptocurrency.</p>
<p>xcritical uses extensive security measures to protect your privacy and your crypto assets. Ninety-eight percent of customer funds are stored in offline cold storage, and the company maintains insurance to protect against loss. 98 percent of customers’ cryptocurrency funds are stored in secure offline cold storage. These cryptocurrencies are held on multiple hardware wallets and paper wallets. The physical cryptocurrency wallets are then stored in vaults and safety deposit boxes around the world. These measures protect customers’ funds from being lost or stolen by hackers.</p>
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