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	<title>Solar Lighting Manufacturers &#38; Suppliers in China &#187; FinTech</title>
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		<title>Non-deliverable Ahead Ndf Meaning, Structure, And Currencies</title>
		<link>http://www.cn-solargardenlights.com/non-deliverable-ahead-ndf-meaning-structure-and.html</link>
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		<pubDate>Thu, 29 May 2025 05:15:56 +0000</pubDate>
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				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[NDF buying and selling in INR, TWD, and KRW experienced the quickest development since 2016, rising 204%, 168%, and 100%, respectively. There are additionally active markets using the euro, the Japanese yen, and, to a lesser extent, the British pound, &#8230;]]></description>
				<content:encoded><![CDATA[<p>NDF buying and selling in INR, TWD, and KRW experienced the quickest development since 2016, rising 204%, 168%, and 100%, respectively. There are additionally active markets using the euro, the Japanese yen, and, to a lesser extent, the British pound, and the Swiss franc. This will determine whether or not the contract has resulted in a profit or loss, and it serves as a hedge in opposition to the spot fee on that future date. By understanding the tax implications of NDF buying and selling, institutional traders could make knowledgeable choices while managing their foreign money danger effectively and complying with applicable laws. One Other danger is counterparty threat which is the danger that the other celebration within the NDF contract will not fulfill their financial obligations.</p>
<h2>Accounting Treatment</h2>
<p>This formulation is used to estimate equivalent rate of interest returns for the 2 currencies concerned over a given time-frame, in reference to the spot rate on the time the NDF contract is initiated. Other factors that may be significant in determining the pricing of NDFs include liquidity, counterparty danger, and buying and selling flows between the two nations concerned. In addition, speculative positions in one foreign money or the other, onshore rate of interest markets, and any differential between onshore and offshore currency ahead charges can even have an effect on pricing. NDF prices may bypass consideration of interest rate elements and simply be primarily based on the projected spot exchange <a href="https://www.youtube.com/results?search_query=Fintech">Fintech</a> rate for the contract settlement date. As said, an NDF is a forward contract whereby two parties agree on a forex rate for a set future date, culminating in a money settlement. The settlement quantity differs between the agreed-upon ahead rate and the prevailing spot price on the contract’s maturity date.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="356px" alt="NDF Structure" src="https://www.xcritical.com/wp-content/uploads/2023/11/mainnmin-768x513.webp"/></p>
<p>With a background in greater education and a private interest in crypto investing, she specializes in breaking down advanced concepts into easy-to-understand information for new crypto investors. Tamta&#8217;s writing is each skilled and relatable, making certain her readers gain valuable insight and knowledge. Suppose a US-based firm <a href="https://www.xcritical.com/">https://www.xcritical.com/</a>, DEF Company, has a business transaction with a Chinese company. One cannot convert Chinese Language Yuan to dollars, so it makes it troublesome for American companies to settle the transaction. In most cases, income or positive aspects earned through NDF contracts are handled as capital gains for tax functions.</p>
<p>Some of the first currencies involved in NDF buying and selling include the Chinese yuan (CNY), Indian rupee (INR), South Korean received (KRW), New Taiwan dollar (TWD), Brazilian actual (BRL), and Russian ruble (RUB). NDFs are traded over-the-counter (OTC) and commonly quoted for time durations from one month as much as one 12 months. They are&nbsp;most regularly quoted and settled in U.S. dollars&nbsp;and have turn into a popular instrument because the 1990&#8217;s for firms in search of to hedge exposure to illiquid currencies. NDFs let you trade currencies that aren&#8217;t obtainable within the spot market, hedge your foreign money risks and avoid delivery risk. NDFs hedge towards foreign money risks in markets with non-convertible or restricted currencies, settling fee variations in cash.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="357px" alt="NDF Structure" src="https://www.xcritical.com/wp-content/uploads/2023/11/1zn-1-768x509.webp"/></p>
<h2>Ndfs Vs Ndss: Understanding Useful Variations</h2>
<p>Non Deliverable Forwards&nbsp; are derivative contracts that allow parties to lock in a future change rate for a particular currency pair without physically exchanging the underlying currencies at maturity. In sure conditions, the charges derived from synthetic foreign currency loans via NDFs could be extra favourable than immediately borrowing in overseas foreign money. While this mechanism mirrors a secondary foreign money mortgage settled in dollars, it introduces foundation danger for the borrower. This risk stems from potential discrepancies between the swap market’s exchange fee and the house market’s price. Whereas borrowers might theoretically have interaction instantly in NDF contracts and borrow dollars individually, NDF counterparties often opt to transact with particular entities, usually those maintaining a selected credit rating.</p>
<p>For the latter, there&#8217;s a directional spillover interpretation within the sense of Granger causality. A variable X is said to Granger cause another variable Y if lagged values of X help in predicting Y beyond the information contained within the lagged worth Y. Whereas the USD dominates the NDF trading field, other currencies play an essential role as properly. The British pound and Swiss franc are additionally utilised on the NDF market, albeit to a lesser extent.</p>
<p>Forex swaps assist businesses with cross-border operations safe better borrowing charges whereas hedging towards exchange price fluctuations over a longer period. The operational mechanism of NDFs in India is much like that of the worldwide NDF market. Indian entities enter into NDF contracts with offshore counterparties, agreeing to purchase or promote a certain quantity of INR at a predetermined trade fee on a future date.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="NDF Structure" src="https://www.xcritical.com/wp-content/uploads/feed_images/defi-yield-farming-platform-development-basics-768x512.webp"/></p>
<p>The construction of an NDF contract consists of specifying the currency pair, notional amount, fixing date, settlement date, and agreed-upon NDF price. The fixing date is the date on which the difference between the prevailing spot market fee and the agreed-upon rate is calculated. The settlement date refers back to the date by which cost for the calculated difference is because of the counterparty receiving fee. An NDF transaction typically happens offshore – exterior the home market of the illiquid foreign money. For occasion, when a country restricts its forex from moving offshore, settling an NDF becomes inconceivable utilizing that restricted forex. Nevertheless, the 2 parties can still settle by changing all profits and losses on the contract to a freely traded forex.</p>
<p>Since NDFs are traded over the counter, they don&#8217;t undergo a centralized clearinghouse that guarantees the transaction. This makes participants vulnerable to the possibility that their counterparty may default. If one celebration agrees to purchase Chinese yuan&nbsp;(sell dollars), and the opposite agrees to buy U.S. dollars (sell yuan), then there is potential for a non-deliverable forward between the 2 events. They can be used by events seeking to hedge or expose themselves to a selected asset, however who are&nbsp;not thinking about delivering or receiving the underlying product.</p>
<p>This means each events must ship and obtain the actual currencies on the agreed-upon rate and date. As A Substitute, the difference between the agreed NDF rate and the prevailing spot price at maturity is settled in cash, typically in a significant foreign money like the USD. This money settlement characteristic makes NDFs significantly helpful for hedging exposure to currencies that face trading restrictions or aren&#8217;t easily accessible in international markets.</p>
<p>The time period “non-deliverable” refers to the absence of an obligation for the underlying currency to be physically delivered or obtained by either party involved within the transaction. As An Alternative, each counterparties settle the difference between the NDF’s agreed-upon price and the prevailing spot price when the contract reaches its settlement date. By using NDFs, corporations can hedge in opposition to the uncertainty of trade fee movements, particularly when dealing with currencies subject to restrictions or controls.</p>
<p><a href="https://www.xcritical.com/blog/non-deliverable-forward-what-is-ndf-and-its-functionality/"><br />
<figure><img src='https://www.xcritical.com/wp-content/uploads/2023/11/2nmin-768x512.webp' alt='what are ndfs' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='402px'/></figure>
<p></a></p>
<p>Popular Currencies in NDF MarketsSeveral currencies are commonly traded in NDF markets, with the Chinese Language yuan, Indian rupee, South Korean won, New Taiwan dollar, and Brazilian real being probably the most distinguished. As of April 2021, these currencies accounted for around 75% of whole NDF turnover, based on data from the BIS. The Chinese yuan stands out as the single largest currency in non-deliverable forward markets, with an estimated every day buying and selling volume of approximately $890 billion in April 2021. In a forex swap, the principal amounts are exchanged firstly of the contract and re-exchanged at maturity, whereas the interest funds are made periodically all through the lifetime of the swap.</p>
<ul>
<li>In distinction, an NDF includes cash settlement of the difference between the agreed and prevailing market charges, with none physical trade of currencies.</li>
<li>Liquidity refers again to the ease with which NDF contracts could be purchased or offered available in the market.</li>
<li>Popular Currencies in NDF MarketsSeveral currencies are generally traded in NDF markets, with the Chinese yuan, Indian rupee, South Korean gained, New Taiwan dollar, and Brazilian real being essentially the most outstanding.</li>
<li>The Financial Institution for Worldwide Settlements (BIS) performs a crucial position in sustaining orderly situations in the overseas trade market.</li>
</ul>
<p>The Financial Institution for Worldwide Settlements (BIS) performs a crucial function in sustaining orderly conditions within the international change market. With its headquarters in Basel, Switzerland, it acts as a discussion board for cooperation between central banks and serves as a financial institution for international central banks. Investors can decrease this risk by implementing proper threat management techniques like cease losses, hedging, and setting appropriate position sizes. By understanding the benefits and risks of buying and selling Non-Deliverable Forwards, institutional traders could make knowledgeable decisions on whether to include NDFs into their investment methods. Consequently, since NDF is a &#8220;non-cash&#8221;, off-balance-sheet item and because the principal sums don&#8217;t transfer, NDF bears a lot lower counter-party risk. NDFs are committed short-term instruments; both counterparties are committed and are obliged to honor the deal.</p>
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		<title>Fuel Ethereum: How Gasoline Charges Work On The Ethereum Blockchain</title>
		<link>http://www.cn-solargardenlights.com/fuel-ethereum-how-gasoline-charges-work-on-the.html</link>
		<comments>http://www.cn-solargardenlights.com/fuel-ethereum-how-gasoline-charges-work-on-the.html#comments</comments>
		<pubDate>Wed, 28 May 2025 12:32:08 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[It is a decentralized, Turing-complete virtual machine that permits builders to create and deploy smart contracts. The EVM runs the code for these good contracts and executes transactions while maintaining safety and consensus across the network. For example, in case &#8230;]]></description>
				<content:encoded><![CDATA[<p>It is a decentralized, Turing-complete virtual machine that permits builders to create and deploy smart contracts. The EVM runs the code for these good contracts and executes transactions while maintaining safety and consensus across the network. For example, in case your gas limit is 20,000 models and the gasoline value is 200 gwei (a small fraction of ETH), your total charge could be 4,000,000 gwei, or zero.004 ETH. In Distinction To Ethereum, Polygon makes use of ‘rollups’ to bundle collectively 1000&#8217;s of transactions. This helps to extend the number of transactions stored in a block, and subsequently reduces charges. Polygon’s network charges are paid in MATIC, the blockchains naive token.</p>
<h2>Widespread Red Flags To Look Out For In Crypto Scams</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="351px" alt="what are ethereum gas fees" 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"/></p>
<p>Learn what Ethereum gas charges are, how they work, and why they are necessary. Find out how you can calculate fuel fees, the elements influencing them, and techniques to manage and reduce these costs successfully. Additionally, gas fees value so much now because Ethereum’s whole charge method is dynamic. Remember, base charges are the minimum amount of gasoline required to include a transaction on the Ethereum blockchain and are adjusted by the demand for transaction inclusion. As a outcome, base charges have constantly elevated as a result of rising demand for the Ethereum blockchain.</p>
<h2>Crypto Outlook: Growth, Bust, Next?</h2>
<p>Before executing trades or interacting with DeFi platforms, analysis whether or not they supply gas incentives. Some initiatives can also cover fuel costs for model spanking new users to encourage take-up. Cryptocurrency transactions include a value, also identified as transaction charges or, within the case of Ethereum, “gas” charges. Quickest – the very best estimate is a median of the lowest gas worth accepted by prime miners within the pool. Anything higher than this might be unlikely to increase transaction times more so than already.</p>
<p>If your transaction isn’t time-sensitive and you are willing to be patient, lowering your tip may be an additional way to spend less on fuel. The first main cause why fuel charges are costing more is just that ETH prices extra. Recall that fuel fees are denominated in gwei, which is a unique way to symbolize an amount of ETH. The main catalyst for this rising demand is the booming decentralized finance (DeFi) and NFT sectors, which proceed to attract new users to Ethereum’s ecosystem.</p>
<p><a href="https://www.xcritical.com/blog/gas-fees-eth-fees-explained/"><br />
<figure><img 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' alt='what is gas fees and ethereumswap crypto' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='400px'/></figure>
<p></a></p>
<p>Sure, our extension is rated 4.7 out of 5 with over forty,000 users on the Chrome Net Retailer. There is no such thing as a free lunch and there’s definitely no such thing as a free transaction. If spending $5 to obtain $20 at an ATM could be irritating, think about spending $100 to ship $500 or receive a PNG of a penguin. It is the fuel that enables it to operate, in the identical way that a car needs gasoline to run.</p>
<ul>
<li>An ongoing concern for any cryptocurrency that requires transaction charges is the value users pay for the transactions.</li>
<li>Congestion builds within the mempool as extra individuals try to mint the NFT, causing base fees to rise as a result of blocks being more than 50% full.</li>
<li>Let’s say a specific transaction consists of a quantity of sensible contract requests amounting to 80 units of gasoline value of computational power wanted to finish the executions.</li>
<li>Use Layer-2 solutions like Optimistic Rollups or zkSync to course of transactions off-chain at decrease costs.</li>
<li>With instruments like payment calculators, Layer-2solutions, and strategic timing, you can save well.</li>
<li>That is as a end result of the miner has already accomplished the equivalent amount of work to course of your transaction and so they obtain the fees for doing so even if the transaction doesn’t go through.</li>
</ul>
<p>They accomplish this by contributing computing energy in change for token rewards. And these token rewards, as already explained, are generated through <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> fuel charges. Paying the right amount of gas for various activities on Ethereum involves setting a gas restrict. This is an approximation of the total quantity of gasoline it&#8217;s going to take to gas your transaction.</p>
<p>Signal up for a free Blocknative account to be instantly alerted any time gasoline falls below a specified worth directly through your extension. Blocknative’s ETH Fuel API Platform leverages real-time mempool data that can help you maximize predictability, and avoid overpaying when gas fees are excessive. Examples of in style Layer-2 solutions embrace Optimistic Rollups like Optimism and Arbitrum and ZK-Rollups like zkSync and Loopring. These solutions have been successful in significantly decreasing transaction prices <a href="https://www.youtube.com/results?search_query=Cryptocurrency">Cryptocurrency</a>. For instance, transactions on Loopring can value lower than $0.01, compared to a quantity of dollars on the Ethereum mainnet. The adoption of these Layer-2 solutions continues to grow, providing scalable and cost-effective alternate options for Ethereum users​.</p>
<p>The EVM is the place all sensible contracts perform on the Ethereum community. Understanding Ethereum gas charges and how they work is key to avoiding what might be a significant unexpected expense. For instance, you don’t wish to be the one paying excessive Ethereum gas charges simply because a classy memecoin is creating network congestion. Ethereum&#8217;s swap to Proof-of-Stake guarantees to drive transaction prices down considerably. But till this shift is full, developers and users alike have been figuring out different methods of making the Ethereum ecosystem more reasonably priced for users.</p>
<p>A transaction charge is similar to the fee you pay for a cash wire switch. Ethereum may have 64 shard chains that can help considerably enhance its scalability and transaction pace. You may be considering, for a blockchain where users transact billions value of value daily, that is an alarmingly sluggish transaction velocity.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="354px" alt="what are ethereum gas fees" 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<p>Though miners don&#8217;t earn as much ETH as they did earlier than London, they nonetheless have the choice to choose on transactions which might be more profitable for them. And whereas &#8220;gas wars&#8221; do not happen in exactly the same way they used to, users are still attempting to outbid each other&#8217;s priority fees. In addition to figuring out the quantity of gwei contained in each unit of gasoline, determining the worth of an Ethereum transaction also depends on what the transaction is for. Importantly, the ETH paid in gas charges does not profit any centralized entity.</p>
<p>With the same level of safety, L2s like Arbitrum and Base can have a fraction of the fee Ethereum does. The EIP-1559 launched an computerized base payment adjustment primarily based on community congestion. This update makes Ethereum transactions more environment friendly and transparent. It ensures smoother transactions whereas giving customers higher control over costs.</p>
]]></content:encoded>
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		<title>What&#8217;s A Paper Wallet? Is It Nonetheless Protected To Use?</title>
		<link>http://www.cn-solargardenlights.com/what-s-a-paper-wallet-is-it-nonetheless-protected.html</link>
		<comments>http://www.cn-solargardenlights.com/what-s-a-paper-wallet-is-it-nonetheless-protected.html#comments</comments>
		<pubDate>Tue, 20 May 2025 17:39:08 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cn-solargardenlights.com/?p=34869</guid>
		<description><![CDATA[Software Program evangelist for blockchain technologies; decreasing friction in on-line transactions, bridging gaps between advertising, sales and customer success. Over 20 years experience in SaaS enterprise improvement paper wallet for all cryptocurrency and digital advertising. Backing up your hardware wallet’s &#8230;]]></description>
				<content:encoded><![CDATA[<p>Software Program evangelist for blockchain technologies; decreasing friction in on-line transactions, bridging gaps between advertising, sales and customer success. Over 20 years experience in SaaS enterprise improvement <a href="https://www.xcritical.in/blog/all-about-paper-wallets/">paper wallet for all cryptocurrency</a> and digital advertising. Backing up your hardware wallet’s deterministic seed words in a single handy and incorruptible system has by no means been simpler.</p>
<p>However, they demand meticulous handling and safe physical storage. For important investments, think about combining paper wallets with different security measures to maximise protection towards potential dangers. Transferring funds from a paper pockets is an identical course of to withdrawing them. You’ll need a digital wallet <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> that may scan the QR code or allow you to input the non-public key manually.</p>
<p>Zero-Knowledge (ZK) hardware refers to processors specially designed to speed up Zero-Knowledge proofs, w&#8230; A ZK Coprocessor capabilities as an auxiliary processing unit that operates alongside a blockchain&#8217;s primary netw&#8230; Jonalyn Dionio is a skilled web developer with over a decade of experience in creating dynamic, user-friendly web sites and purposes. Use code BITKEYBLOCKDYOR at checkout for an unique 10% discount.</p>
<h2>Are Paper Wallet More In Style Than Other Wallets?</h2>
<p>By taking these precautions, you&#8217;ll find a way to benefit from the peace of thoughts of safe offline storage. When you pair a hardware pockets with the Billfodl, securing your bitcoin in a robust and offline style has never been extra straightforward. Be Taught more about Billfold or use the cart button to make a buy order. Paper wallets are, however, helpful for particular purposes corresponding to gifting small sums of bitcoin to new users. With a mnemonic, you presumably can retailer the seed words extra easily by removing the printer from the method totally.</p>
<p>Paper wallets perform by leveraging the rules of private and non-private key cryptography. When you generate a paper pockets, it creates a novel set of keys—one public and one private. The public key, generally represented as a QR code, allows you to receive cryptocurrency by sharing it with others. In The Meantime, the paper wallet non-public key, which should stay confidential, is the necessary thing to accessing and managing your funds.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="356px" alt="What Is a Paper Wallet" src="https://www.xcritical.com/wp-content/uploads/feed_images/how-to-create-an-automated-forex-trading-system-img-2-768x512.webp"/></p>
<h2>Your Trusted Source For All Issues Crypto</h2>
<p>Because of this, when creating a paper pockets, we have to devise a technique that mitigates these risks. It is essential to underline the significance of executing these steps in a safe and offline surroundings to safeguard against potential vulnerabilities. Retailer these copies in numerous safe areas to stop a single level of failure. Both of those keys are generated on the point of buy for your crypto tokens. An trade or platform will generate keys for you and possibly even a QR code you scan to entry your tokens on-line. Over the years we now have seen brands like Ledger and Trezor lead the way for asset management on the blockchain.</p>
<p>All you want is a printer, paper, and a safe way to retailer the printed doc. Paper wallets are proof against cyber threats similar to malware, phishing, or hacking makes an attempt because they exist completely offline. This is certainly one of their most vital benefits, as no digital file is weak to exploitation. The first step in creating paper wallets securely starts with the installation of Ubuntu on the flash drive.</p>
<div style='text-align:center'><iframe width='567' height='315' src='https://www.youtube.com/embed/D8ea0TDXO4E' frameborder='0' alt='What Is a Paper Wallet' allowfullscreen></iframe></div>
<p>Other than working offline when producing a paper pockets, printing the doc from a tool linked to a printer through a wired and not wi-fi connection can be a good idea. After printing, ensure you get rid of something that can digitally store the keys during or after the era course of. Paper wallets hold a significant definition in crypto by offering a physical approach to manage digital currencies. Not just a single medium of storage, they kind part of a broader security technique.</p>
<ul>
<li>Paper wallets, in distinction, are weak to physical injury or theft.</li>
<li>Despite their simplicity, paper wallets demand meticulous dealing with and deep crypto information to mitigate inherent risks.</li>
<li>Storing assets like this might be seen additionally with stocks and shares before it turned digital within the 2010s.</li>
<li>By following these steps, you can create and retailer a paper wallet safely, ensuring the security of your cryptocurrency belongings.</li>
</ul>
<p>Disconnect from the web, clear your RAM, and generate a new pockets address by transferring your mouse randomly to extend entropy. Confirm the keys, then print them on high-quality acid-free paper utilizing a printer without internal storage. The historical past of paper wallets traces back to the early days of Bitcoin, when safety was a major concern for cryptocurrency holders.</p>
<h2>What&#8217;s A Paper Wallet – Your Safe Crypto Chilly Storage</h2>
<p>Like paper wallets, they&#8217;re very safe however do not undergo from dangers like potential paper document destruction. Using a paper wallet includes importing or sweeping the keys again into a digital pockets if you need to make a transaction. The capacity to present keys in printed format permits customers to keep their holdings secure offline whereas sustaining the convenience of quick access by way of digital scanning applied sciences. While paper wallets supply robust offline security, they do not seem to be <a href="https://en.wikipedia.org/wiki/Fintech">Fintech</a> impervious to risks. Bodily harm, human error in key era, and lack of built-in redundancy pose important threats. Technological obsolescence may complicate future transactions, and the irreversible nature of crypto transfers amplifies mistake penalties.</p>
<p>When it involves security, paper wallets can be more secure than on-line wallets or exchanges which are susceptible to hacking. However, they aren&#8217;t as safe as hardware wallets, that are considered the gold normal when it comes to security for storing cryptocurrencies. Hardware wallets store non-public keys offline and require physical entry to the gadget to make transactions, making them extraordinarily safe. A paper wallet is a physical doc that securely stores the public and private keys necessary to handle cryptocurrency transactions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="357px" alt="What Is a Paper Wallet" src="https://www.xcritical.com/wp-content/uploads/feed_images/chatbots-in-the-online-trading-industry-img-2-768x510.webp"/></p>
<p>With the former you generally only want to write down your recovery seed so as to regain access your pockets and your public secret is easily accessible. Hardware wallets quickly gained favor in the crypto group due to their mixture of safety, practicality, and user-friendliness. These bodily devices securely retailer non-public keys for cryptocurrencies offline, making them less susceptible to hacking attacks or malware that might infect your computer. Hardware wallets additionally provide added comfort by supporting a number of cryptocurrencies and providing quick access with a PIN code. In the ever-growing realm of cryptocurrencies, the crypto pockets stands out as an enigmatic but indispensable cornerstone.</p>
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		<title>Ats Trading All To Find Out About Alternative Buying And Selling Techniques</title>
		<link>http://www.cn-solargardenlights.com/ats-trading-all-to-find-out-about-alternative.html</link>
		<comments>http://www.cn-solargardenlights.com/ats-trading-all-to-find-out-about-alternative.html#comments</comments>
		<pubDate>Mon, 12 May 2025 17:42:40 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cn-solargardenlights.com/?p=1279</guid>
		<description><![CDATA[ATSs deal with conflicts of curiosity and ensure fair trading by following strict guidelines set by the SEC. This helps the SEC examine that the ATS is treating everyone fairly and not letting any conflicts of interest affect the trading. &#8230;]]></description>
				<content:encoded><![CDATA[<p>ATSs deal with conflicts of curiosity and ensure fair trading by following strict guidelines set by the SEC. This helps the SEC examine that the ATS is treating everyone fairly and not letting any conflicts of interest affect the trading. In Contrast to the united states, international laws could be stricter in some ways and more relaxed in others. For example, the EU&#8217;s MiFID has very detailed rules about how MTFs need to indicate information to the general public, which could be more strict than U.S. guidelines. On the opposite hand, some international locations may not require ATSs to report as a lot info to regulators as the U.S. does.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="Regulation of Alternative Trading Systems" 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<p>&#8220;Alternative trading system (ATS)&#8221; is the terminology used in the us and Canada.</p>
<h2>What&#8217;s Ats Trading?</h2>
<p>This could make it simpler for ATSs to operate in those countries, but it may also imply much less oversight and protection for investors. Overall, while the aim of making markets truthful and secure is identical all over the place, the means in which international locations go about it can be fairly completely different. One Other key part of Regulation ATS is ensuring that everybody who makes use of an ATS is treated the same. ATSs can&#8217;t let some individuals see trade info earlier than others as a end result of that may be unfair. The SEC also needs ATSs to keep good data of all trades and report them appropriately.</p>
<p>By addressing these challenges proactively, ATS operators can higher position themselves to reach a regulated surroundings while persevering with to offer progressive trading options. Working an ATS involves addressing challenges requiring strategic compliance and market operations approaches. Another problem is ensuring the ATS has sufficient cash and good techniques to keep operating smoothly. This means spending plenty of money and time on issues like computer techniques and safety to verify every little thing works properly and stays secure.</p>
<p>By reporting their actions and disclosing this information, ATSs assist the SEC keep the market secure and sincere for everybody. Currently, solely copy buying and selling providers in relation to financial devices require an authorization within the UK. Whether Or Not the FCA will prolong its approachto the categorisation of copy trading providers to cryptoassets stays to be seen, but we&#8217;d expect this to be the case. These embody the risk of system failures, the potential for market manipulation, and the lack of transparency compared to conventional exchanges.</p>
<p>They may additionally <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> need to know more about how ATSs use things like artificial intelligence and algorithms to match trades. This could imply more checks and guidelines for ATSs to follow, which could sluggish issues down but would make the market safer. General, these developments would aim to maintain the market trustworthy and shield everyone who makes use of ATSs.</p>
<p><a href="https://www.xcritical.com/blog/alternative-trading-system-ats-definition-and-regulation/"><br />
<figure><img 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alt='ats broker' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='403px'/></figure>
<p></a></p>
<p>It&#8217;s also exhausting to maintain up with all the new rules and adjustments that the SEC might make. ATS operators have to remain on prime of those changes and make sure they&#8217;re at all times following the latest rules. All these items could make working an ATS lots of work and may be annoying for the individuals in cost. FINRA Knowledge supplies non-commercial use of information, specifically the power to save knowledge views and create and handle a Bond Watchlist. A hedge fund thinking about constructing a large place in a company might use an ATS to forestall different traders from buying in advance.</p>
<ul>
<li>Different trading methods generate income by charging charges and commissions for transactions.</li>
<li>A strong compliance program is important for an ATS to successfully handle regulatory demands and keep operational integrity.</li>
<li>This article explores the complexities of ATS regulation and necessities, offering insights into the regulatory framework, key compliance duties, and up to date industry developments.</li>
<li>Alternative Trading Methods (ATSs) play a vital function within the monetary markets by offering platforms for trading securities outside of conventional inventory exchanges.</li>
<li>By having these rules, the SEC helps ensure that ATSs work in a means that retains the market safe and fair for everyone who makes use of them.</li>
</ul>
<p>Expertise plays a vital position in enhancing compliance efforts in the complex regulatory setting of Alternative Buying And Selling Techniques. Integrating advanced technological options enables ATS operators to streamline compliance processes, scale back dangers, and keep a aggressive edge. The regulatory environment for ATS is intricate and continuously changing, with variations throughout jurisdictions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="354px" alt="Regulation of Alternative Trading Systems" 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"/></p>
<p>These regulatory bodies collaborate to create a coherent and constant framework that upholds market integrity while allowing ATS to innovate and compete successfully inside the monetary ecosystem. Nonetheless, navigating the regulatory surroundings surrounding ATSs can be complicated and challenging. As fintech innovations <a href="https://en.wikipedia.org/wiki/Proof_of_work">Proof of work</a> continue to develop, grasping ATS regulation is essential for upholding compliance and preserving the integrity of monetary transactions. In the longer term, regulators would possibly focus more on ensuring ATSs are even more transparent and truthful.</p>
<h2>A Beginner’s Guide To Effective Whatsapp Marketing In 2024</h2>
<p>MiFID has rules to ensure MTFs are fair and open, type of like the SEC rules in the U.S. But, the EU guidelines may focus more on protecting buyers and making sure the markets are transparent. Institutional traders&nbsp;could use an ATS to find counterparties for transactions, as an alternative of trading massive blocks of shares on nationwide stock exchanges. These actions could additionally be designed to conceal trading from public view since ATS transactions do not seem on nationwide exchange order books. The advantage of utilizing an ATS to execute such orders is that it reduces the domino impact that giant trades might have on the worth of an fairness.</p>
<h2>Definition Of Copy Buying And Selling</h2>
<p>ATS platforms supply several advantages, such as decrease fees and quicker trades. Nevertheless, in addition they come with their share of criticisms, primarily centered round transparency and market manipulation. The lack of public notices and the exemption from some traditional change laws could be a double-edged sword.</p>
<p>This memorandum is provided by Skadden, Arps, Slate, Meagher &amp; Flom LLP and its affiliates for educational and informational purposes solely and is not meant and should not be construed as authorized recommendation. There are a number of forms of ATSs, each with its own distinctive characteristics and benefits. The commonest types include Digital Communication Networks (ECNs), Darkish Pools, and Crossing Networks. We are particularly effective at launching and scaling fintechs with progressive compliance strategies and delivering cost-effective managed services, assisted by proprietary regtech solutions.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>6 Finest Crypto Futures Buying And Selling Platforms &amp; Exchanges In 2025</title>
		<link>http://www.cn-solargardenlights.com/6-finest-crypto-futures-buying-and-selling.html</link>
		<comments>http://www.cn-solargardenlights.com/6-finest-crypto-futures-buying-and-selling.html#comments</comments>
		<pubDate>Mon, 12 May 2025 17:33:54 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cn-solargardenlights.com/?p=1371</guid>
		<description><![CDATA[Futures trading entails leverage, which lets you commerce with more cash than you deposit. For example, if you use 10x leverage, a $100 deposit permits you to commerce $1,000 value of crypto. Since you trade contracts, you keep away from &#8230;]]></description>
				<content:encoded><![CDATA[<p>Futures trading entails leverage, which lets you commerce with more cash than you deposit. For example, if you use 10x leverage, a $100 deposit permits you to commerce $1,000 value of crypto. Since you trade contracts, you keep away from dangers like hacks, pockets mismanagement, and private key loss. In terms of security, MEXC employs multiple measures to protect person belongings, including identification verification, two-factor authentication, and anti-phishing codes. The exchange’s servers are hosted independently throughout multiple countries to ensure data integrity and security.</p>
<p>Amplification, as an increase of leverage, leads to bigger income from brief term market actions. For instance, if a information pushed market swing is on, a trader may leverage on going long on the up aspect, or quick for a decline. Perpetual futures are designed for extremely fast-acting markets due to the fact that you presumably can enter and exit positions very quickly. The key isn&#8217;t getting sucked in by the hype before you understand proper threat administration. &#8220;This structural parity allows traders to integrate Bitnomial seamlessly into their current trading systems—bringing familiar mechanics to a totally regulated U.S. marketplace.&#8221;</p>
<h2>Execs And Cons Of Perpetual Contracts</h2>
<p><a href="https://www.xcritical.com/blog/perpetual-futures-how-they-work-pros-and-cons/"><br />
<figure><img 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' alt='perpetual futures trading platform' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='408px'/></figure>
<p></a></p>
<p>Gemini is a distinguished cryptocurrency exchange established in 2014 by Cameron and Tyler Winklevoss with its headquarters in Big Apple. It caters to both novice and skilled merchants, providing a secure and user-friendly platform for buying, promoting, and storing digital assets. Buying And Selling crypto futures, especially with leverage, carries the chance of position liquidation due to market volatility. It may additionally be challenging for inexperienced traders as they familiarize themselves with the exchange’s interface and buying and selling tools.</p>
<p>It allows them to measure methods with out contract expiry constraints. Since there were three charges totaling $15 paid over the 24 hour interval, the online profit for the investor on the commerce was $4,485, a pleasant return on the $5,000 funding. This example reveals how a lot leverage of perpetual futures trading permits you to multiply the potential profit from a comparatively small market motion. Sometimes perpetual futures even have larger leverage, which suggests merchants can increase exposure for much less capital spent. This resonates with those in it for the brief term, but additionally places extra danger, which is why perpetual futures might be better suited to experienced merchants that know the way to handle leverage. With their distinctive construction and chopping edge mechanisms, this type of&nbsp; futures are the versatile instruments for modern merchants.</p>
<h2>Hypothesis: Betting On Price Swings</h2>
<p>To protect your funds and reduce losses, you should follow these threat management strategies. You can manually shut your place to secure profits or minimize losses. If you maintain a fixed-term contract till expiry, it&#8217;s going to settle mechanically. Some exchanges require stablecoins like USDT or BUSD, while others permit direct deposits in Bitcoin or Ethereum.</p>
<p>Bybit additionally supports leverage as a lot as 100x, allowing merchants to amplify their positions. The trade features an built-in TradingView chart with a full suite of technical evaluation instruments. Moreover, it provides advanced order types, enabling effective danger management.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="359px" alt="perpetual futures trading platform" 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"/></p>
<p>One of some great advantages of perpetual futures is the flexibility to make use of leverage. This allows you to management bigger positions with a smaller quantity of capital. Conventional futures expire monthly, forcing merchants to “roll” contracts (close and reopen), incurring fees and slippage. They can brief Bitcoin perpetuals to lock in present prices, offsetting potential losses from their mined BTC. At Present, perpetuals are frequent in crypto buying and selling, accounting for over 70% of derivatives quantity on platforms like Binance and Bybit.</p>
<p>Exchanges might offer leverage up to 125x, letting merchants amplify gains (or losses). Bitcoin’s XBTUSD contract grew to become the blueprint, combining leverage, no expiry, and a funding system to take care of worth alignment. Perpetual futures do not expire like other futures, eliminating the necessity for contract rollovers.</p>
<p>Grid trading entails inserting purchase and promote orders at fixed value intervals. If the value moves up and down inside a spread, the orders execute mechanically, generating profits. This strategy involves trading within the direction of the market pattern. Traders use shifting averages, trendlines, and technical indicators just like the Transferring Common Convergence Divergence (MACD) and Relative Power Index (RSI) to verify trends. If the worth moves above a key transferring average, it indicators a buying alternative.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="358px" alt="perpetual futures trading platform" 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QSce62WONw8IC84k0YZI5jBwB6fZQH5IpdbLfJsZ27TFogxk6WkwZhCoJ8z3a5xOfJWAEaupqcEOkZx9G5zGHQ7rjoQJk2nkScoIbc2O+5x4yq6/d7aakpqWnhJ8EbmyEe7KA0+ItkecvIvZkYZtNXecmcxKLGD4dZG2m4Uwt9W9v1kcu+6F7u723NA8fADrqvVlu2HbpVWO/WurttxoZn09VSVcLoZoJWHRzHscA5rgQQQeI0QHxNaXHQdKmtbeSH2vblbaS5CmwfTCqgjn5movDmyxbzQdx4ERAcNdCNTxB4q+8nfsD4/zUx9hfPDHVhfZ8vbLWxXWmFa3cmvUkREkTYY3Al0G/wA3vSOAa5oc1hcdS3dcWHmwAOI0/GgPLRdbdPZ7nV2mqcwz0U8lPLuElu+xxadCQOGoXyLbLiPkTTiC+197dtLcx5tqZajmvObv7m+9z93e83DXTe010HR3OhRX2Stgu07UuJcfYRfnQ3CtzwNVRxCE4f8ANpr4HSSxmZv90x7m66Iat7bTnG8eOiAiEi2XZl8jBcMBZd4mxxas/wA32rw/aKu6Q2wYS8zmsdBE6QQiTza/cLt3dB3TxPQtfOWuArlmXmThnLe0vEdbie8UlngkeN5sb55mxh7gNO1bvano4AoDq6LameQ1DiSNp8D/ALFf/wC+o5ba/J3XHY+wdh/G0eZnnvoLzcn2uc9g/MHmWTmnSMP8Il395rJPrdNzu6oCHKKR2xRseVu2Ljm/YSixocKUlhtQuM1xNs83b0jpmRxw83zsWm8DI7e3uHN6aHXhLPEnIq23CeHrpii8bUhZQ2ejmr6pwwT6GKKMvef4f9a0oDV8i+g0ssk7aenhc+RxDWsaNXOJPAADXUnwKe+QXJAZx5nWWjxVmjiely7t9axk8NvlozWXMxOAcOciD2NgJB9C5xe067zGkaICACLcRNyJeTBoSynzexmytLdBK+GldCHdfNhgdp4N9RZ2kuSizqyOw/W42wZe6TMLD9uifPWeY6U0tfTRNGpkdTF799oHTzb3EaElugJAEHUXJ8b4zuvaQehZGyK2fc0tonGsOBsr8NPuda9gmqZ3vEdNRQ68ZZ5Twjb06dLnHQNa4kAgY3RbXsAciPaRSsqM0c7auWoe0b9Lh+3MjZGdOOk85cX8f/htX2Y45EbCU1G6TLfO+7UVUwEiK+W2KpjlPUXwmMs8e47xIDUqiy5tFbL2bezFi6PCeZljZE2sD32650jzJRXCNrtC6KQgcRw1Y4Ne3eaS0BzSbXs65PHPzOvC2T3nh7BHEtVJS9kfMnmrzPuxPk3ua32b/oNNN8dOqAxui2gYn5EO9WvDV1umGtoOO83akop56C2yYVFM2sqGsJjgMxrXCMPcA3fLSG666HTRYf2UuS1zR2hMOUmYmML/AE+BsKVzt+iM9I6prq6MEgvZDvsEcbtCGve7U6hwaW6FwEH0W3y98iRldNZzFhvOjFVJdA3hUV1FTVFOXeGJnNuA/wBda9NqjZHzO2TcXQYcx5BBWW+5NdJar1RbzqSua3TeALgCyRuo3o3cRqCC5pDiBg5ERAEREAREQBERAEREAREQBERAEREAREQE5eR0+m6n/qlcfytOt4A6Fo/5HT6bqf8AqlcfytOt4A6EB5udr36aXNz+vV//ANozKR/I64vudo2pazDEM7xQ4hwzWxVEQJ3XSQvjljkI6NWhsjQeqR3Wo4bXv00ubn9er/8A7RmUquRmy1ud7z/xHmUYXdi8K2CSkMu6QDWVcjBGwdw/vUU5PdGjeHFAbm9BuADo0XnJ21cP02GtqvNK2UbAyHz03CZjW9DedmMuniHOaewvRs46M1PsrzYbUmMIMe7QeYeL6WYS011xRc6imeDrrTmpeIvH2gagPRblr9DrC3rLRfkGLWDy3RIxNlboP+Trp+Wp1s+y1+h1hb1lovyDFrA5bz0yZXett1/K06AzXyde3LhbNumwfs027Atyt9xwng+CGW5TVUb4Z/McUULixjRvDeJBGvR+Oe510OnStH/I6/Tdyf1UuX5WnW8FAa88yOV8y7wbi3E+X1XlDf5qmyXGusz6htxgayR8Mr4S8NI1AJbrp3FZuTd258K32ly62R6XA1zju1Nb6yE3l1XGaZ/NMnqiRGBvDVrS0Dr4rWRtK/TCZlf1uvP57Ms1cld9PDgL7nvH+zKlAb8N47m9pxUCc2eVvy+ymzLxPlpcspL9XVOGLrU2qWqiuEDGTvhkLC9rXDUA6d1T2HofYXnM22Pprc1v633b84cgJJclrkhZ87tpHEGbuIbU2qsmBQLlTwS7rm9k6mWTzKHA+iDGsnfw6HsjPgW5C+3e3YYslfiO61DaehttNLWVcrz2sUMbC97j1ANaT7C1xciEyn/c8zRmbpzzr1QNf17ggk3fwly2SXaa3U9tqZrvLTR0LInuqX1JaIWxbp3i8u7Xd01114adKA1TVfLW4xjx/rT5Q2M4MNUA2CSomF0NNr6Iy7/NNk047vNkA8NT6JbTsL3+04zw5asX2SpbU229UUFwoZmjQS08rBJG/wBlrgV08Yg2fXDV99y818NTQ/2q8U2Z+VFJAymp8xcJRxRNDI2Mu9M1rGgaBoAfoAANNAgNG3KXZG2jI/agvFJhmjp6Ox4ppYsR0VLA0tbT8+57JWAdAHPxTEAcA1zQOhbbuTz+kwyp9Z3/AJxKtcXLGYhw7iTPjCtdh29W66QswhBFJNRVTJ2teK2qO6SwkAgEHTwjrWx3k8/pMMqvWd/5xKgM3XuPB9innx9fxaLfPbqF8E14q+bidT0m8JHsdO7Qti3mhxBO7q3VR/r+Uj2NKGono3Z10Es8Jewc1bK58b3D62RsJYQfrgdD0g6HVYu5YjE18sWzLaLVarjNTUt/xVS0dxZGdBUU7KeomEbutvORRP062BaSpJpJXF73Hj0aFATA5OfJW37Q21dS1GNaQXC0YapZsU3KKWIPiq5mSsbFFJrwIdNK15aQQ4RuGmhK3uOaIY3Ss1BA10PED2Fqu5DmKjfW5yVL2xmrZFYGRuOm8Iya8uA8BLWa+Jq2pzvZFC+SRwaxo1cSdAAO6gNVOYXLQ4qtOY9XR4GyusFZg6krDDE6vmnFfWQscQZA9jgyHe01ALH6AjXVbK8qsxbDnHlxh3MzDgkFrxHbobhTtk034w9uro3aajeY7VjtOGrT0hWZuIdn1w1dfcu+r+E0PR7au1FmVlHb6dlJRZhYQggjGjIortTMY0dQaH6BAabeVryPsmVu0TDjLDFF5koMfUHZaohYxrY217JHR1BYAOAdpHI7XjvyvPdC2Hclb9JDgT7pu/8AtGoUS+WjxRhXE9RlRLhvEFquroKe9tnNDWRzmLV1FuB+4Tpr22mvToVLTkreOxDgT7pu/wDtGoQEkcxMc4ZyywZecwMY3BtFZrDRvrayctLi2NnHQNHFzidAGjiSQBxUSsh+VOyozyzeoMpYcEXzD017kdBaK+tmiljnmAJbHIxh1ic4DRvFwJIGo11XYuVPvNVadjPFlNTHTsrXWuikcDoQzzZHIdPHzQHiJWnPZCnkbtZZRSNc4OfjizMJ17hrIgR7RIQHpAe0TRgOBbvaHgeI9kLz+cpBl7bcvtsLH1vstLHBR3OqprrHFE3QB9VTxzS6AcB++ul4dWi9AzRoAOoLRVysxI2yMREHQ9jLV+aNQE9eSj2c7Blls90Oa9bb43YpzDaa2WpcwiSC3NeW09O3U+hdu88dAN4vZrruNIk5n5ntgXZ0y2uGZuP6t7LfRuZDDTQbpqK2of6CCFriA57tCeJADWucSA0lfjsywUlNs45WU9AGimjwXZBFu9G55hh0/AoTctVU3CPK3Lmmj3vMcl9q5ZNBq3nm0wEfs7rpdPZQFww9y02TNZdxR4oytxRaaJ0m62rpqmnq3NbroHPj1YR1kAuI0PSoV8pFtQWHaSzqgrcC3g3HB2HbXDQWicQSQiaSUNmqZtyQB7TvubEQQP8AAN8ZiE46uJ6yg6Rp1ocYN5nJT7Ptoyv2b7fmNXWtrMT5hf3zqKl41kZbw4ikhae4wtHPaDiTN22u6AMu7Zm1PQ7J+Ufn8NkZebxca5lrtFBJKY45J3Me8ySOHERsZG5x04uJa3Vu9vDsuyayKPZdyjbCAG+cexnh1+YYdfw6ruWKbngGhbTtx1cLBTMlLjTC7TQsa4jTe3Od4EjUa6dY8CHJBvYm5T7EG0VnDT5OZlYGs1orr1TzyWestD5RG6WCJ8z4pWSveeMcbyHBw4t00O9qJjZ+ZPYbz7ymxJlbiamhkpr5QyRQSyAnzLVAb0FQ3Q6h0cga8dehB1BIPOjxZkNb6llZQYowFTTx6lksNbRMe3UaHQg6jgSrp+6vlaAR+6VhT45pvLQHmRu9sqrLdKq0V0ZjqaOZ8EzD9S9p0cPYIK+Nd1zodBJmvjCalex8Ml+uDo3McC1zDUyEEEcNCOjwLpSAyVszfTH5U/13sf5/CvS31rzSbM30x+VP9d7H+fwr0t9aAjXn5yf2Qe0lj5uY2ZEmJXXNtJDQmOguTYIXRRFxaC3my7Xt3akO18Sy7lJk3ltkNgunwDlXhqCyWWmlfPzTHvlfJK/TfllkeS+R50aN5xJDWtHBrQBCjbo5RXNnZbztblrg/CGErnazZ6S4Ga509S+o5yV0gLQ6OdjdO0Gnak9PSsz7B22vT7YWGL8654XZYcS4Wlp23CCmkdJSzQ1Ak5qaJzu2bq6GVpYddN0HeO9wAi/yoe2wKnDlfs34Pw7f7cy5OY6+3S622ptpmgjeHNgpmTNa97XPYN6Qjcc0bo3g4kQS2M8lqPaG2k8H5b3kSdiKqsfXXXcBO9R07HTSRkg8OcDBFvdwyA8dFvF2w9nvCe0TkdiTC1+tUdRdaK31NdYKsNaJ6OvjjLoyx5BIa9zWse0eiaSOkAjWRyM1NSHapxGaljDPDgatdTl2mu8a6hBLfDuOI8RcgNzdvt1DZaCntlrpIaWkpYmQU8ETAyOKNjQ1rGtboGtAAAA4ABa19pflb8UZY5w3vL3K3L2wXK1YZrpbXWVt4fOZaqphcWzc02N7BGwPa5ocd7Xd3uGui2YS9AJOgC6FWX/IfzVM25XzAQqhI4TiepoucEmvbb28dd7XXXXjqgLds1Z82PaUyXsWbtjtsttbdWSxVVBJJzjqSpieWSx7wA3hvN1a7QEtc0kAnQa2eWbyOtFgxhhDPCx0BgnxNHPab0Y2BrJainDHQSu0GpkdG97CT9TAzq47RLfmLk7aaYUdsx5g2kgaSRFBdKWNgJ6To1wCgvyxGMcF4n2esKU2HsVWW61MOMIXvZQ18U8kcZoasFxawkhuu7x69EB3nk5dtPDGd1psez7asF3O23DAOB6FtRcZ6mN8NV5kZTUjixjRvN3nODhr0DgeKnE4kAkdK0x8il9MjjH+o9R/tCjW5w9CA10XrlnstrLd660TZMYie+iqJadzuydOA4scW6jh0HRRQ5N/OZmGtuWCWNsbbbmQy42ibnH8YDK51VBp1u52COPq0kPgURcyPT3fvXKr/LPX5YAxXX4DxvYMcWouFdh66Ut0pi06HnIJWyN4+NoQ4wen6tpIa+imoapnOQ1EbopGn6prhoR7RK0kbA+QlRQ8omcD3h7aluV9VeaqqdpoJXUbnUsbx1fv0sTx4At1WF8R2rGGG7VimxTie23mhguFHKBpzkEsbXsdp4WuB9lRk2e8mrXhDbX2jMexW7ddcBYxQ1BHECrpzUVjR1708cbvBoOtDkkpiDFlrwzX2G33KTcfiK5diqMkjQ1Bp5pw0+NtO8Dw6KNnKgYEkxxsd4skpqTzRU4cqKO+RN04tbFM1kz/AAbsEsxPgBXSeUazvpsqMzdnGC43IUtpgxu3EV2LXdtHTUzooXPI6d3mquo4d3RS2zYwazMvK7FuADIIhiWx11qbIeIYZ4Hxh3sFwPsICB3IpZfQ2nKfHmZcsMjaq/32K0sLhwMFHCH6t8b6t4P2g6lnblMMzf3NtknFsdNcXUtxxUYMOUQb0yeaHa1DPEaZlRqf/wDCvvJ6YSODNj7Le1y0gp56ignuErdzRznVNVLOC7rOkgHHuADoAUMOWszMldf8AZSU8u7FSUdRiOraOO++Vxp4CR3N0Q1Hu/AgMWckhkNaM1s9Lxmbim3tq7Vl1Tw1NJFIAY33OcubTuc0g7wjZHNINNNHtjPcW5vEl9t2FLDccSXaYQ0FrpZq2qlPoY4Yo3Pe4+ANaVrp5EmGmblbmTNGW8+6/wBI2U6cSwU2rR7bn/hWx67zW6nttRPdpaeKijie6pfUOa2JsW6d4vLuAbprrrw06eCA1TSctbjCLMAF+UNjGCzVgGDzRKboKUu9FzgfzJk3eO7uaa8NdO2W1DDl+teLcOW3FVkq46q33iiirqOeM9rLBKwPjeNe4WuBHgK6d54Nnwjtr9l4T3daqh/tV3p8z8p6WnZS02YmEo4YmhkcbLvTNaxoGgaAH6AAcAAgNGHKT5IWbI/aivlvwzSw0llxLBFiOhpIWBrKVtQXtkjaBwa0TRTFrRwDS0DTTRbYuT22f7RkTs2YYpjbWQ4hxTRQ3+/VGn75JUTsD2QuJ6BFG9se6O13mvPS4la7OWGv9hxJtE4cr8OXmgulOzBdJG6eiqWTxh4rq0lpc0kagFp06iFucw1FBDh61xUunMMooGxADgGhg009hARv26ts9myDg6yzWjDtPfcTYnqJorbTVUjmU8MUIYZppd3RzgOdjaGgjUu117Ug492DOUVum1Zi675aY7wjabJiKkoH3SiqLZJIKaqgY9jJI9yV7niRvONcNHEFof6Hd4y8xbdcuaGpp4sc3PDdNKWudTtu00DHbnDe3OdOumoGuitNFjDIu2VAqrZi3AlHMBpzkFdRxu06tWuB0QHRNtbIuzZ7bOeLsJ1NtiqLpQ0E13skrh20Nwp43Pi3T3N/to3H62Ry0ycna3c22Mrm666XWfj/ANUnW9jEmamWEtiuMTcxcLP36SZugvFOddWHh6PurRbyfAA23crNO7c5vzSdAegxzQ6MtI1BGhHWoqbWfKE5Z7KGIKHBNfhy44oxHV0ra6aio5mQx0kDnbrDLK/XtnaOIaGng3Ukat1laPQrz88pNdKq57ZOZUlRI5xhr6amaCdQ1kVFAxoHg0b7ZKA3cbOWf+DtpfK6gzSwS2WGjqpZaWopJy0z0dTGdHxSbpI10LXDjxa9p4a6DDPKjYBsuMtjnF9yuNCyetw1NQ3a3Sn0VPL5qjie5p8MM0rdDw7bXpA0xlyLEjnbNGK2E8G42qdB/wBRo1njlDPpMs0PWyD87gQHnle3deW69C4rnN/hX/bH8a4IAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAnLyOn03U/9Urj+Vp1vAIJboDxXnq2B9o7A2y3npLmbmDbL7X2x9jq7Y2GzQQyz87K+JzSWzSxt3dI3ane1104dWx4cs9suNABwVmdrpx/vZbv15Afvjjki8n8yM1sS5m4tzLxcRie81t6qaChZTQhklTO6Z0bZHxvO6C/QHTXTqUtcnMl8ucgsEU2XuWOHIrRZ6eR85Ywl8k87tN+aV7u2fI7Ro1PQGtaNGtAEObjy0ezdHA51qy+zEqJtO1ZUUtBCwnwubVPI9orAmbXLP5j4gtstsyky5tOEpZA5vZG4VfZOoYOOhjj3I42u6D24kHc0KAmJyhW11Z9nbKa44Yw9d4/P/iukko7TTRyETUMDwWSVzt0gsDBvCM/VSAaAhr9NDFVK2WclnoRwCvuOMe4qzDxJccV4vv8AX3m7XSXnauvrpjJPOQAG7zj3A0AADgAABoAF10dIGuiA9QOWv0OsLestF+QYtYHLeemTK71tuv5WnWUsG8sZsx2PClnsdXgzMx01uoKekkc222/dLo42tJbrWgkag6agex0KG/KK7YWWm1vc8HXLLm04jt8WHKStgqm3ump4XvdNJE5hZzM8oI0Y7XXTudKAvHI6/Tdyf1UuX5WnW8FeevYK2jsCbLWeL80Mf2y+XC2OslXbRBZ4IZajnZXxFp3ZZY27ukZ1O9rxHArY58+f2W9PSTmd8WW79eQGpvaV+mEzK/rdefz2ZZq5K76eHAX3PeP9mVKj7nDiq3Y6zRxZja0RTRUWIL5X3Snjn3RKyKeofIxrw0kBwDwCASNdeJXf9izPDCezntGYazdxvQXats9mir2TwWqKKWpcZ6SWFu42WSNp7aQE6uHDXp6EB6Mx6H2F5zNtn6azNbX/AN77t+cOWzscs9subgBwTmcDp3st3D/xq1O7RmYNkzWzrxtmThyGshtmJb7XXOkirGMZOyKaUva2RrHOaHAHiA5w8KAl3yPGe9ry+ziv+Ud/roqWjx/Swut8kgPbXKlLzHED0N5yOWUcel0bGjieO4rFGHbRjTDF1wjf6JtXa71RTW+ugedBLTzMMcjCfCxzh7K8u9FW1luq4a+gqZaapp5GywzROLXxvaQWuaRxBBAII6CFsk2ceWNxNhCz0GFdoPCdTimKlDIOz9skYy4OiaNNZoZNI5366dtvx693U8XAfBmLyNOfFFiqtZlfjzCF1w66TeopbrUTUlYyPT0MrGQvYXDo3mu0dpvaN10H35c8i5m/cLiDmrmzhiyW1oDtLHFNcKmQ68W6SshYwafVav8AtVJql5X/AGTZ4RLLHjaJ+gPNus8W97JExH4V1DMDln8lLTb/APi5y5xVf68nTS6Ogt1M1vXvtfM8nwbg8aA1V5+YKoMsc48cZbWioqp7dhnEdxtFNNVPa6aaKnqHxMe8tDW7xa0a6ADXXuaab2uTz+kwyp9Z3/nEq0JZsY9q80cxMR5jXKnpqetxPd6y71MNMHCKKSomdI5jd4k7oLtBqddNNeOq2S7KfKl7P2Sez/gvKnFeFMf1N1w1b3U1XNQW+hfTveZXvHNufVscRo4dLRx1QGUOWg+l1wj/AFyi/MataW1sM5QXb9ya2rcqrFgbLyw4ut1ba78y6zPvNJSxROiFNPFutMNRK4u3pWniANAePcOvPulATL5KzPK15QbTcFjxFcjRWXHlAbC9737sTK0yMfSvf43NdED3DPr0Leq4NqITGWbzXt0IcOkd3ULywse5jt5p0I7q2GbMnK9ZhZa2eiwdnnYJ8dWyk3IorzFUiO7RQjgRIX6sqiBpoXGN3A7z3a6gDsmc/I35sNxtXVuR+NcMVOGKqV0tLTXueWmq6MFxIicWQyNlDQQA/VpIHFoVtwHyL2edyurG5kZpYQsdr6ZJLUJ7hUnwNY+OFg148d/h1HoUo6Hlgtk6qhEs0GN6ZxGojks8Jd7JbO4fhXXMccs1kLabXI/AmA8X3+5f4uKtbT2+mPXvSiSR48QjOvWEBrF2tco7XkFnzivKOwXSvuNusEtLDFVVxZz0xfSQyvJDAGgb8jtABwGg1OhJ3E8lb9JDgT7pu/8AtGoWlzaJzluGf+bWIc2rtbaS3VeIalkzqSlc50cDWQsiY0Odxd2sbdTw1OpAAIAnXsT8pjkVs7bO+G8osb4XxzV3eyzV0k89roaOSmc2arlmbuulqo3ahsgB7Xp60BKXlZvpPrp6+Wz8oVqB2Q/psMn/AOvNk/PYlNLbf5SHIvaWyHrcrsDYcxrQ3SouNHWMmu1FSRU4ZE8ucC6KpkdqQeHa6eEKBeRWObRlhnZgbMm/QVU9uwtiO3XiqhpWNdPJDBUMkeIw5zWlxDCAC4DUjigPTSOhaKuVmOm2PiI/9GWr80apus5aHZaewOGCMzwD12y3D/8AvlrZ25M/MHbSWfV2zVwLQXSitVdSUVPFDdY4o6nehgDHFzI5JGgbwOmjjwI10QG2zkys7LRmvspYXs7a7fvWBYW4buVOSN+NkI0pXADjuOg5sAnTtmPH1KyntS7NOD9qfK2fLbFVXNbpGVDa623OnYHS0NUxrmtkDSQHtLXOa5hI1a46EODXDQbs87SOaGzPjUY4yzvEcEz4xBW0NSwyUlwg115qaMEajXiHAhzT0ELaBlvy0OSV5tTf3TsAYow5dQdHstrYbhSuGg7YSOfE8EnXtdw6cO2KAx/aOQ+k7JSOv+0TG6ga/VraPDG7NK3wl1TuxnxBwWCOUk2T8qdlZ+W+G8sqWvJuVBcJrlX3CqM1RWyskga1z9A1jQA52gY1o49BPFTbvvLE7MNtt8s1nsuN7tVhhMULLbBCxztOAc983ajXpIDiOo9C1ubaO2Vfdr7FNpvNzwvQYet+H6eamt1DTzOqJQJXNc90sxDQ8ksbpusaBppx11QG1Dkwc+LTmrsu2LDNRWw9n8v422G4U7To5tMzXzHLp9a6ENZvd18UnUdO/wC2bsmWbazywZhR91is2IbRUGusl0fDzrYpt0tdFKOkxSAgO04gtY4A7u6dD+SGfGZGz5jumzEy1vrqC6QMMEsb279PV07iC+CePokjcWtJHAgtaQQ4AjZ9lXy02V11t7KfODLe/wBiubQGumsZiraWU6cXaSPjkj1Oujf3zh9Vw4gR4fyN+1h5rdGzFGXhh3tGym61I4a9OnmXX8Cu2ZPJV3PI/Z4xlm/mTmpDcb9h+2+aaW02OlIpOdMrGAvqJgHyN0edQImHgOKltUcr9smxwmSCPGsz9ODWWePX8MwH4VGHa95VfD2c+WmIcoststqyltOIadlLPd73UsbUNYJA94ZTQlzQTut0cZT3dWoDW1M+R79ZXavBIK/Nc5SHSOc08CSVwQGStmb6Y/Kn+u9j/P4V6W+teYjJ/F1uwBm1grHd4hqJqDDeIrbd6qOma10r4aepjle1gcQC4tYQASBrpqQtv7OWg2XC3U4JzOGvHQ2y3fryAv8Atd8mrTbV2awzOqc4ZsMkWymt3mNljFZ/gi87++Z4+nf6N3hp0rLGx/sb4G2QMLXSzYZu1Xe7tfpo5rtd6qNsTqgRBwhjZE3URxsD5CAXOO895LiCA3BPz5/Za/8AcrM74st368unY25bDLikBbl1k9f7oS06PvVfBQbp7naw8/r7YQE2tpTN2w5JZI4xzBvtfHS9j7VOyhEgJ80V0jCynhaBxJfK5g6gCSdACRoy2Gc7bfkLtTYUxxf6t9PY55ZLReJA8BsdLUs5vnHk/URyc3K7wRnTjorbtMbYucG1JeYLhmFeII7dQPL7fZbfGYaGkJ17YMLi579CQXvJdoSBoOCwTvvBJ3uOuvsoD1OxVEFZEyWmlbJHI0PY9p1a5p4ggjpGmhWr7ar5JPH2OM0rzmFkRi+wR0GJaye51tsvc8tO+kqpX78nMvjjkEkbnueQCGFmoHbaarAWyhypOaez/YqLL/HNrbjrCVugbT0DJ6p0Nfb426BsUc5Dg+JreDY3t4ANa1zWgNU3LTyxGyjcKZktXQY6oZSNXRTWmBxB6tWTuBQEVMJcjHtFXC7U8WMsx8D2W17390VFHJU11Q1vWyExRtefAZG+NR424NnO07LGbtLlfh/EVfeqfsFSV9TW1kbI3SzyvlD9xjB2jAGN0aS4jj2xWyHFfLJbOFrttRJhbCeNr1cA0+Z4ZaSnpIXu/wCfKZXOaPCI3HwLWHtdbS1ftT5qzZnXLDlJYnmjht9PQU07pxHBEXFpfI4N3nkvdqQ1o004d0gSF5GjENDadqa92urmDJL1g2tpqUHQF8rKqlm3R/qRyH/VW65wL4yGu0K8xWU+aGLsmMw7JmdgS4+Y75YKkVNK92pY/gWvikAILo3sc5jm6jVriNRrqttuW3LM5D3mwU5zKwZinDt7YN2pit8MVdSOP10chex+h48Czh0anpQHSsU8iw7EuYd4vsWfLKCwV9XNWQQdgTPVRiSQv5onn2sIbvab/d013RroNYma2D6fL7MzFeBaSplqYMO3yvtMU8rQ18rKeofE17gOAJDNTp1rb9jTlktnq0WqaXBmD8X4guWn9zwVEEFDTu+3lMj3t9iN3sLUDmljCPMHMLEmOxRCjfiK71t2fTCTnBAaid8u4HaDe039NdB0IDeXyYOaEuZ2yBhLzdWtqbhhV8+GqojgWimdrTtI6xTSU48OmvdUnqKyUVuuVzu1NGBPdZY5qh2nFxZE2No16g1v4StJnJz7duAdki14yw3mbZsTXO2YhqKOtt4skMExgqGNkZMZGzTRABzTDoWk/wCD49xTMdyzuy2QW+cnM3jw/i23fryAhbytmYjMY7VlfY6epfJBhCz0NmAD9WCVzTVSEacNdagNJ62eBbetmXMF2bOz9l/mDK9jqm84fo5avdHaiqbGGTgeASsePYXnnz0zHfm3m3i7Ml0LoRiW9Vl0jhc4OMMcsrnRxkjXUtZutPiU69hflNMqtnbIeiyjzUsGMrlWWi4Vklums1FSywMo5n86I3OmqI3bwlknPBumjhxQG2fDOHbfhDDVswvaYyyitFHDQ07e7zcbAxuvh0AXn95QDM5mae1ZmDiCkqpZqGkuhstHvP3miKia2nLmdTXPie8AfX9a2IYj5ZzZ3fh+5MwxgrMIXk0kwt/my3UApxU7h5rnC2sc4M393eIBOmugK033ivqLjcJaypndPNM4ySSudvF73HVzie6SSUBPzkdM9LTgTNzEOT+I6+Olpse00EtrfLvaG5UvOFsQI4N5yKSU6nQExMaOJAO4TFmHLPjfC93wdfqIVdrvlBPbq6B/AS080bo5GHu8WuIXl6oLhXWqsguFtq5aWqppWzQTRPLXxSNIc17XDiHAgEEcRotk2zpyxuIsIWujwrtA4QnxRBSgRDEFqkZHcHRAcDNC8iOaTUcXh8euupBOpIFszB5GfPihxPWx5Z4+wld8PGTeoZrrUz0lY2M/UzMZC9hcOjea4g6a6N13RccuORbzcr7nzmbGbmGrJbmAO3bFFNX1EjteLf31kLIxp9Vq/wC1UmoOWA2S54RLzeN4iRqWPs8W8PczEfhXTMwuWfyXtNvd+5xlxiq/15OgF0fT26mDevfY6Z5Pg3B4wgNVmfODaPLPOXHWXFoq6ue24ZxHcrPRyVTmOmkgp6h8THSFrWt3i1gJ0AGuvBb5thrPW1Z9bNmEMTxXGKa8Wugis1+hae3grqdjWOLh3OcaGSjuaSDjwK0C5q48rc0MxMR5j3SmpqeuxPdqy8VMNNvc1HLUTOlc1gcSd0F2g1JK7hs37T+a2y9jR+MMtbtE1lWxkVztlY0yUdxiaSWtlYCDvN1Ja9pDm6nQ6Eggbodu7Yoi2u8J2qaw3+lsmL8NOmNsqqpjjTzxShvOU8xYC5oLmMc14Di0hw3TvnTX5HyOG1nJOIn4ny6jj105w3aqI8egpSVJnLflo8kbza2DMzL3FOG7o3g5ttENwpXDrD3PieNfrdw6da7nVcsBsmwRF8FPjipIGoZFZ4QT7udo/CgIb7Q/JmybM+zXd83MXZnG/YmpJ6Cnbb7bRCKhgM1QyOTWSTV8wDXHQ7sXHQkHTQ4U5PCR0m2zla5xJPZWfp+5J1nLbX5Ta2bSOXlflDgrLmW02Ctq6eoluV1q2vrJGwv5xrWwRdpGS9rdTzkg01HA8RFXZUzaw1kZtD4NzZxVR3Oqs+Ha2WpqIbfHHJVPY6CSMBjZHsYTq8dLgNNUB6Sh6FeezlFPpx8zvXdv5tCtjTeWe2XdwB2Cszt7TjrbLdw/8ctWW1jmthzO/PvGGamEqavp7TiGvFTTQ18cbKhjRDGzSRsb3tB1Yehx4aIDaHyK30tWLf671P5jRrPXKGfSZZoetkH53AtdnJ58oDkxso5SXrL7MPDuMbhcbpiKa7xS2ajpZYGxOpqeINc6apjcHawuOgaRoRxWT9qflSNnzPHZ/wAZZU4Twtj6ku2IqOOnpZrhQ0UdOx7Z45P3xzKt7gNGEahrvEgNVU3+Ff8AbH8a4L9J93nnlh1BPSvzQBERAEREAREQBERAEREAREQBERAEREAVQSOAVEQFd49ap0IiAIiICoJCE69KoiAKoOg0VEQBERAVBIGgQ8elURAEREATu6jgiIAg4IiAqSSNFTwIiAIiIAn4ERAE6ERAV3j1qnc0REBXUpqVRV0KAoiIgHR1e0qkk8SqIgCIiAf/AH0IiIAiIgHsKupVEQFd49aE6qiIAiIgCd3VEQBERAE4dQREBXVUREBUHRN4qiICpOqA6KiICupVERAEREAVdSqIgCIiArromp7vFURAV1J6VREQFQSOhUPHiURAVTUqiICupPSVREQBERAEREAREQBERAEVN4JvBAVVQ0u107i47wX6wEb/ALIQDzPPu73NO0PgQQTH/FP9yVtBy6wBgSfLzDE9RgywzSyWeie977dC5znGFhJJLdSSV2EZdYA6RgXD3xXB5Kqia2rSUrGfBdAcqtVU1TkpSU7tsp8lMvl3SzlVqqmcpyXBqcMbwQHN0J6+CoWOHcW0++ZJ5S4hpTSXPL2x7pJ7aGkbA/X7eMB34VE3aR2VYcv7fJjXAj55rNGR5spZNXPpd49q4O+qZqQOPEHTp6VmKFtEpdbjpLYWG9dN7RfZkz9t7VaNcMw2UwsOI7RHYwq+GU5kYEVXdJ7U9Kpx013T7Sn5ZwRNHfWn2lXR31jvaQZKInH60+0nH60+0gCJx+tPtJx+tPtIAiro4/UO9pNHA6FjvaQFEVdHfWO4eBN12um472kBREOo7hTj1FAEQhw6Wn2lXR31p9pAUROP1p9pOPUUBXQlV3Haa6cOtd3ybyyrs2Mc0OEKabzMyoJfPOWkiKJoJe7x6DgO6SB3VnvMjYss2B8D3fFtNjesqn22n59sD6NrGv7YDQnnDp09Sws9cNPp00yTmImIj9E9+CO1K6qVSZyHT5uLiLExhPHK4QiYWkcSqL9JGlhLS08PAuGjvrHe0s2SJSiKoDj0McdfAmjvrXe0uAURDqOBaR7CDU9DSfYQBE4/Wn2k0d9a72kAROPUU4/Wn2kBUAnoWU8KbM+cGM7BR4msGGW1FvrmufBKayBm8A4tPBzgRxaekLFo10PBbNdmUf8AEXhTXX+DS/l5FDr0uKYtuRbNS7UVVdjjnwXwIFtDuuZtGmsnZRqOcrkbh2caKvIgdj7IHNDLWytxDi/D7aOgdM2nEoqopP3xwJA0Y4noafaWOiCOlbCNtYNOTLA4agXinI97lWvh7hovTaFcjXDTUnI6IjsqnDTgeuxLjmLppCVCZajXK5UwmnDqcUVN4JvBSgmRVE49RTXwFAEQ6jpaR4wqa69woCqITp0ghNHaa7p9pAEQ6g6Fp18ScfrT7SAIqbwVddegFAFkvJLZwzl2iq+6WzJ3Bxv9TZoY565grqam5qN7i1p1nkYDqQejXoWNDqOlp9pbMeRC0OYGaTTwPYe3cP8A58iAjfWcmZttW+lmravJZ7IYI3SyO7O207rWgknQVGvQCovlpaSDpwOnA6r1H4saDhe7k9ygqPybl5dq0NZUENaANB0BAfguQjc7oH4VxDhqvttWj7jTMcAWmQAg9BXDl3UVTtgw1jRGw05qifE+XmpNNdwqvMS/WFSt879hHAWWg+Ds/sTzv2HvJQfBmf2KKOuyC1cLDUv+D+j/AFCLDR6TbOKJyX/kilzMv1hXAgjpGilh537ADqbJQD/qzP7FGrGdNHTYkr44I91nmiQNa1ugADj3Fk6XWYdUc5rG4wQW+tm81Y8GFGjxkfvqqcEVNCxomh+tPtJo7613tLMlahE4/Wn2k4/Wn2kwAqgE9CAEnTdPtLv2XmWvnyo566pq30sUTxGxwZvFx6T3RwAXTMTEOVhrFirhEMrRaLO1+cbIyDN6I7OE6HQS0jpCLveYmXdPgyKklp7i6pFQXg7zN3d008PhXRXAgcWkFIExDmYaRIa5RT5rFImqFNukZ1u7EbqmpxROP1p9pNHAalp08S7tDGBEGp4BpPsJr4CgCJx013T7Sruu4do7j0cEBRE4jhun2k466bp16tEAROP1p9pOP1p9pAETj9afaQgjpafaQBE18BQanoafaQBE0P1p9pV0d9a72kBRE49O6faVN4ICqKm8E3ggKoqbwRAURXPzt3n1K336Pyk87d59St9+j8pAWxfpB/hGjwhff527z6lb79H5S5w4du7XjepW9I/xrD/vXC8DhdDadlmP+LfCp/6EofyDFjLapzUxdlZh2y3DCNbHTTVdVLHKXwskBaGgjg4HwrJ+WvDLnCwPT2Fofb5hi61ndkpRZ1We3WuuvcltFDM+XfZCJN7eGmmhcNOhasUyZkZW5HRajjske/OUymq8jSykTVNlLtfGqyJ2KRH72UynPl1OsbLmdl/zhsl388tPD5ts80TTPFHuNlZI12moHAEbvc06fGsq44ttJecH3q11sbXw1dvnieHAHgWHjx7o6dVYspspMNZQYcdYcNtlmkneJaqpm035njgOjoAHQOP9nLOTF9JgrLi93iedjZ5KSSlpQXAF80jS1gGvTprveJpPcXzORJao3G19HbhivbuoidMrjknM+J6JKVS62voDFbDV7d1ETHhlcck5mr7sZNVXc2uijdLNJKY4mNGpcSeACmDlHsR2tlup7xmjWTyVUrA822mcGNhB6BI/pLusDo610PY9y/Zfc2X4hu8DXR2OmdWQN1aQZiWtafBulxcPC0KeBO6C5o001IAGqsraFeE5S47KXIO3XYRXO58dETw6lvbUb+n6PHZRqW/deqIr3c+OiezxyYoZsr5DxxGEYFiOv1Rq5975ax9mJsQ4Ju1DNUZe1c1ouDRrFT1Ehlp5HdRJ7Zvj4+LuqyY0xrtaVeMqi54bwldqe1RVDvM1OyiBY6LXtd7eHbcOnXVSdwlc7vecL2253+1Pt1ynhaaqmeCDHIPRDQ9A14jwFRScn7httkOe+mpER2Mt3kdjnhUIRUKndVow4NSWoJFR2Mt30djnhUNU2JMOXjCl8qsO36hfSV9DIYpon9IcPx+PuqWWzPs75VZh5ZQ4kxVYpqqvfVyxGRtVJGC1oaQNGnTpJVv26cCg4ksWLbdBEJbjTPp5g3Rpe+Jw7ZxOmp3XtHib4Fl3Y3p5qXJiCKZu64XCp1AIP1vdCnNzXJMTFrQqrJvVj3K3OF65T+hZN4XfNTFlwqzIPWG96tzurprlPiYnzr2QqZuJ8NUGVdrfTUt0L6esM073shc3tjI5ztSBuE8OPofCFljCGx5k7YLayC9WmW+1Zb++1FTO9gLu7utjcN0eyfGs03O40dqoKi7XKpZT0lLG6WaV50axjRqSVgm57ZeX1JV+ZqCw3qsgaSHSgQxg6d1rS/Ujx6KDydeuq45VkvJbyoz1nIvFVzzUreQuW9rsk4cpTt5Uh+u9F4uXPNfYhHery0wPW7UYy7itbosPPuBpTSsnfrutZ2w39dRq7U9Kk67Y8yJI7XC9VrpoCK+bh4u2Ubcvbo/F21PQ4upKaSKiuV7mqoRK5nONY8uLQ4NceOhGuhKn2SDvj64rMX3W6rRnSkKDGc1dxN7C6rouSQbS7irdvvkYMvHcxyw03kRdXaLkiRlpsSULb1ca7MepfNQU9W+GhpKeQtNRG08JHu6Q0joHSeOundyvctkvIyvoH0UOE3UTi0tbUU9XLzjT1jfc5v4F1jP3aRxDl3itmFMH2yiqp4I2TVk1SeIc4bzWAajhu6HXj0+BZZyqx6zMrA9vxT5nZT1E4dHUwsdvCKZp0cAeo8COPd7qxFbqN2MlIVajRVZDdjCNXzT2mBuKsXuySg3BHjKyE/GEaungqp7TXzn1kfdcl8RtoZZzWWutaZKGr3dN9uvFrh3HDujxHuroWHMO3XFN4pLFY6R9TW1krYoomDUuJOi2B7YOEocR5N1laWg1FoqIaqE8Ne2cI3N1PQNHg+MBYk2Fsvm9mr3jK60jHTUETKOlJLX7jpNS94I6CGt016n+FWNSLzWLbTqtMcYkPKL7V5fEtihbQO3tF9bmsLEhorV9ruXxO1ZbbEGELZb4K3Maslutwe0OfS00hjgjJ6Wlw7Z+nDiCB09KyO7ZYyIdBzBwJEOHohVzh3y1lG5VUlDb6qshp5KiWCF744Y/RSEAkNHhJAUSZMc7YbcVi9HCF0fR8/xom0QEAi16NOnXThr0+FVrIVK4LofEmGzqQkboiu3U8cIhUVLq103nEizTagkFG6IrkaniiIn/ACfZmzsR2We21N2yurJ4a2JpeLbUyb7JdPqWPPFp6gdQT0kKItBhS83DE1PhCCieLpU1baFkD+0PPF27unXgOPDitsdBVS1tBTV0tNJBJNCyV8MvB7HFoJY7wjoUINp2zVOX+0BRY3wzSwuqHimvHNyaBjp2PIOvEahxj1PhcVLrCu6fqEWLS512+9qKrVXxTkq8+pONmV9VKpx41Gn378RqKrHLqqpyVeae0z9s7bO9LkvST3a5VzK3EFwhbFUPjH71CzUOLGE8XcQNXcOjh1nK+JsPWvFdiq8OXqF0tDXx83Oxri0ubqDoCOI6F0LZ8zKv+aWCZ8QYko6Slq4a59KY6YdpuhrSD0n6491dnzMxNX4NwHecT2uKKSqt9PzsbJQSxx3gNDoR3CVWVbdVZqvrCmn/ANvvIiKmiLlMYKguJ1bnLoWFOxP7yj0RFTRFzwx4ImTCGbuy/k/hfLfEWI7LYKiG4UFE6WCR1bK4NeCOJBdoVgnZPytwfmdjS8WjGtA+sp6K3GeNjJnR6P5xjddWkE8CVfsZbUmaGNMM3HC9fYLLHS3OEwSvj1EgaSNdCZNNeHdCu2w1b6qhzFv76mMMElpeG6Pa7/HR9RVvJDrlEtybiVCMqxUTLVzlU05l7shXJb1pzsSrR1WOiZa5FyqJw5/Eze/ZAyI3DrhmqHAnhcJtddPtlr0u9O2kutVTQntY5XBoPE6Albc3eg/++pansRWS5VN7rZoYGlhmfoTKwfVHrK8Wy+sT9VWYSdiq/d3cZXPiY3Y3cFTrazSVCM6Ju7uN5c4zkmVlDswZO4tyzw5iS9WConr7hQsnqJG1srA55J6Gg6BdI2psg8t8s8A0d8wZaJaWrluLIJHSVUkgMZjeSNHE6cQFJDZ/Y6PJrCMbxo5ttjB/Csb7bsMk+V9tjiaC43dnS4D/ABUnWo7S7hqkW7Poj47lh9o5N3PDHHgRaiXVWY18fQYkw5YXauTdzwwirhMEI8CYbpsW4wtWGKy6x22G41LKc1Ujd4R7xAB04d3TqU5MMbFGUdjhHZsXG91GmjnTTc1Hr1hjeI90VBGjsd7p6mOoipgHxuDmkTM4Eeypd0W0LtDYrw/Q0WBstJufp6dkVVc3RuqjNK1oDng6Bjd46nQ69PSrCvWXrMZsJKZMJCaud7Ko3oudS0toctX47YKUeaSCxco/Lkb0XOvuQy43ZXyH3CzzhUw4ei81T73y1jPNTYmwtX2qpueWUs9DcoWF8dBNIZIpyPqWuPFrj0DXUa6dA4q65WYo2qn40oIsxcPTPsM+rKl76WCLmgR2ru00PT3OIUje5oqmna3XbWnmb052qLheDt5MZ4opR1QuK5LMqMPfn0jIuF4O3mqmeKKahLjRVNur6igrYXRVFPKYpY3DQtc06EH2Vsu2ZvoG4V+55vy8ihvtU4Vkp88cQttdO0tqHRVLu3a3t5IWPcdCR9U4qZOzVC+DI7CkMg0c2llBGuv+PkU32kTST1uy8yiY31avxapY21qeSpWnKziJjtHNXHVqqdO21/oNM9eKb8nKtezv962HbZ8Uk2TrI4m6udd6fTiB/i5e6eCgGcO3gjQUrffmf2rM7MP4C37TiQ7HF/7Zb9t3mWtd6yRy4oM2818J5bXLFcGG4MS3OK3G6TwmVlO550Z2gc3eLnFrQN5o1cNSBxHWPO3efUrffo/KX60lkv8ARVUNbSs5qeCRskb2TsDmPadQ4aHgQQCrELVN0eXnI87LWGqNrca1eKcZVug519TcDRQb3/Mjp91zR4HSO8a7/wDOtdhrmjGMmJdSNN/zy3be/OtPwKKlJt77f2b2EbZT5J7PszJaekiguV9pbVLchVVTWDfmjJa2ngDnEu5stfu66bxAWQ9lLM3lMZ857NQbQWB73X4FubpIbhUVtnoKPzATG4sma6BrHaB4YC0hwLXO4A8UB1bai5H/AAj526/FGzRcbjR3ajidMMN3GpNRBWtYNSyCZw5yOUgHQPL2uOg1ZrqNTlVSz0NU+lqoZIpoXFkkcjS1zXA6FpHSCDwXqe0Lot13AkaLz37fOAIrBte5nUOHrfHFSy3k1pY17WjnKiKOeQ6EjTV8rygJ2bIHJybK+cWzXgPMrHOErtVX2+299RWyw3qohY94mkZqGNcA3g1vQumZj8kLFeNpGjs+XFfNh3KWa1R1tdXTzuqqmnqWudG+kgDyS+R+jZA9+jWNe/0RY1r5p8ntBLS7GmVsEzd17LRJqAQdP7pl7oXbtqTPi37OGTF6zRq6CO41dG6KmttvfOIvNtXK7dZHvdwAbz3acdyNxHFAYbw9yUuxNabZDR3DLW53udjA19ZXYhr2SykcN5wgljjBPToGAeALCu0/yQuW1bhGtxBs2PuNmxFb4HTQ2GsrXVVJcS3iYmSTEyRSEahpL3MJDWkN132/vsUcpBmnndnnRZWZuYYw1BTYjin7F1dnhfE6nqY4ny828PmfvRuYx4B9EHaDiCdNkKA8r1ZRzUM76WojfHLE9zJI3t3XNcDoQR3D4FMvYD5Piv2p5ajH+PLlW2PL62z+ZmyUhaKu61LdC+KEuBDI2AjelIPFwa0E7xZjvbnwXJatrfNKntNO0RTYhnrdA9jRv1AbM46E68XSFb0NnDLKlydyMwNlvSRxNFislNBO6MaCSpc3fnk0/wCfK+R58LkBhIclfsQMt5pxlNWc9uaeavPHcud106dOf5vX/V0Vp2TtiqTZH2gMW3HCd4qbrgbFWH2tpZazcFTQ1cNU13maUt0EoLHlzJA1voXtLRuBz+z7eG19X7J+EbPUYWw9QXrFOJ55YbdBcJHNpaeKFrTLPKGuDngOkiaGAs1Lid7tdD1bYM26MQbVFZe8GZh4UtdlxPZaRtxjltL3eZK2l5wRvIje9743Mc+MaFzg7f1GmmiAl1iv0r3j7gqPybl5dbh/CD4gvUVivjhi7tHSaGoA97cvMNV2C6zTF8VO1wIB151g/GUBZR0r7rR/GdN/StX6+du8+pW+/R+UvstlhusVwppZKdoayQE/vrD+Ir4ieovRfI9ch+9Q0/1N80JRrG2aONr5ha501PbKlscclOJHDm2uOu8R3fEskqy3zB2HsSTNnvFEZnsbujR5bw9hVbT5iXlppXzKZab33bSarWaE2Wo8Xs43oqi5xw58TDBzixcOHm8fB4/7FZLU9uKcWUjLkHPbWVQ58eh3t53Ho6OlZpqsq8FMp5nRWjRwjdp+/O6dFiPClkrqfFtumMLeZbVx9tzrTwLhpw11U3kJuUmYUSJJt3VRPDBq9ddu3DRp+Tlrhj9q17kwm8rk1RFMvfuSYF11NpcT4Zn/ANqxJmfh62YbxEaS0QOhg5pjtwvLu2I8KkaelYMzjtlbXYpc6liDhzMY4va3uHrIWFt6fmJmbVkV6qmFLL2w2rRqNb0OYkJZsN6ubxamF4ofplJg2wYnoq+e80bpnQSMbGRI5ugIdr0eILuN5yswVS2atqYba9kkFPJIwiZ/BwaSO6rdkfQ1VDb7nFVRhjjJEQN8O7juorv9/BdYri1o1JpJgPcFddTqMzCqfZseqNynA91k2nRJ6yUnJiWa6KrHrvKnHKZwR3wdgqtxfdZKGme2KOAB80jvqWk6eypDYesVHhy0QWehB5uEHtj0uceklYMwld8RYRr6mpt9DBIKkNa7nHsOgBHEdspAUsrpqWGZzQHSRteQOgEjVdl0vmEVqOX+zXTqePYPLUZzYsWGxVm2+sq6I1V4InzLbf8AC9nxMyKO707pWwklmjy3p016PEFiPNfBVhwzS0EtlpDC6cyc4TI52obu9Z4dKyNjzFF2w22kNqpqeV0+/v8AOnoA3dNOI61izF99xHi+GGOuoaaPzPvFoikaNS7TXXVx6guy3pedyyJvf2fhn5Hl2vVi2HNmJHsU+nJj0t3p/i6Hacu8vcLXzC9Lc7nQulqJHPDnCVzRoDw4ArlmFl3hazYaqK+10L4ahrmBp51xHE6HgSuzZV08tLg6lhnaGvDn6gOB7vgXLNCKSbCNTHGNSXx6akD6pef6fM/W3Zb67u9jBmG2lRP1B+nLLM7Xsd7exxzjUwJha3U9xxJb7dVjfhnqGRPAPcJAKzt+5JgXvU7T+nf/AGrD+C7LcqfFdrqJqdrWNqoyTzjD9UO4DqpIr2XLOx5WJDSC5UynIjWxC26VW5KafUYDYitcmN5M44EcMzcP23D2I30FqgMVM2NhDS4u4lup4ld9y/y6wresKUdyuVE+Weff33c64a6OIA0BXX83bXXV2LJXU0TXARx9MjW/UeErJOWMEtNgq3wzN3Xt5wEa66du7qXbUpuPCpUKK1y7y4yvuU8dl2/S52/p2QmIDXQm7+GqnBOKImEOkYryhjdfaCnw5G6GlqGnnS528IyNNTqe5oQu22jKfB9upWx1NE6sl3e2kle4anrABGi7dV1UFFTSVdS8MiiaXPcegBdPnzUtMcu5DbquSPoLi6NuviBcsPBnarUYaMg5w3VfEsSdtqxLNnIk1UtxHReLWu0ansQwvjK2U1FiutoLVT7sMdQ6KOMEnTQ6acVkLB2S0ElJFWYofJvyDebTxkAtB+uPX4Pwr48F2k4gzClvNZTgQtfLVta5zSdS7tdQD1ke0szrJVurRpRrJWEuHYTK8yE7Mdn9MuKJMVyeZvQt9yMb/hwi6qnQ6vHljgdjCzsFG4nuukf/AGqxYgyWsFfA59je+inAPal29Gf94Xz4gumaU13mfZ7ZVMo45CImNjGjmjhqdRx1WQLJU11Vaqaa50jqaqcwc9ER0O/s/tWLixp+QY2Osbezyzn4k8kKZad2R41J+rVh7ucOVm6i4XGWqmPd4kW7zZq6yXCa2V8JjmhcWuB/Guz5fZd1WMJnTTS+Z6GHTnJOkuP1rfCu5Z24efVy0Fzo4WmZwdE/iG66aEcSR3D+Bdlykpm0mEI6fcDZWzP50ag9sdCOjwaKRzNXiJTEm4XrLw6FOUHZ5Kfry+gz65hMy7w3k5J7+Z+lHlTgqkjDHWszuA9FLI7U+0QlZlRgmrjLGWkwOI4OilcCPb1XYb1S3Kst0kFprRS1J4seejxeBY5ffM1MLSk3KjFdTjhzh3SD/rDQj2VGpOLPTiK9kf0vBVwXNcUra9tK2BNUregqnF7WZROvM6PmNgqhwfXRU9FXunbOwybj26OjGug1PdXSV3TFsl9xPc57nJRMjMxGjBMzRjQNANSV17zt3n1K336PylYEq2K2C1sZcuxxNR7gjSMepxolNZuQd5d1PYWxFcnYdu7GlzqZgAGp/fmf2q2kaHQrvMOEREA1PWU1PWURANT1lfrATvtOv1QX5L9acayNA+uC4XQ4XQ2v5aanLnCvrJQfkGL4cy82MJ5UUNJccVeazBWSOiZ5niD3bwGvdI619+WY0y4wrqD/ABJQj/6DFgLbzDW4Nw6deJrJtPewtW6TS4NXuV0nM8WOe/OF6mmNEo8tXbwdITedx735xwXgqqXO/bcOXVHATh6wXe4zDXhUNZAzo4dsHOPT4FFnOPPXFGbdybU3iZsNJT6+ZaKLXmofD4XeE8fY0Cxa57utcd4q/wCjWhSaE/tZWH6Xiq5U2et+w6HbcTtpKF6f+ZVypLjYFqIjfcUwud++vpIXjxB+hP4QpnucIwXuHQNVrU2aM0oMrcyqS63JxbbK9hoa12mu5G4g73+q4Nd4gVsoo6qlr6WKso5WTwVEYkikjdq1zSNQWkdzwqndqNNiy9XbOORVhvROPTVOpQe2WkxZavNnntVYURqcU8W8FTPiYtqdqHI+jqJKWoxo1ksR3XtNJPwI8TNFwbtUZEkHTGrCB1UdR5C6tmPsa4Fxve5sQ2e+Vtgnq5C+eKOESwlx6d1mrSzU6npI48AFbsN7DOXttlE2IsR3e7FrgQ1hbTxuHUR2xPsOC6mSlkOgJEiR4m9ji3nn4HVDkdnb5VsaLMRkdhMt555/4cGNdrvNzAGZVrw9S4LvouL6CSqfUDzPJHuB7Yw3i8DXUtd0dSzNsXE/uJUvH/lCo/8AKojbS2GLTg7Nu72TDdBHRW2AQCCnY5xDdYWk+iJJJOp4npJUuti5umSdMOP8YVB+SpXd0lLydnQoUnns1VqpnXC5XiTW+qfKU6woMCQVVh7zFTe1wuV46HYtp+WWHIvFEkLy13NU7dR06GojB/AtaFRNJJI5znHgToOoLZdtSdrkTijU6DcpuJ+6Y1rNk9G7xn8ayeyhP+jPX/WvkhmtiSJ+r71T/wBxfJDKWzESM8cJkeqz8krZroO346aHh4FrK2Y+GeGE/uv/AMpWzU675061Etrq/wB+l/sr5kF26r/1GVX/AEL5mu7bEpKqnzrusk8bwyeKnkicRoHt5lvR16EaewpMbFVLUU+S0UlRE9gmuVRJEXNI3maMGo6xq0j2Cu85mZHZf5sTU1XiuinFVR6Bk9NKI3lmuoY7gQRxJHDXiu34dsFpwtY6TD9ipRT0NEzmoYgddBqSePdJJJJ6yVjq9eEpU7dg0uG1UiJu58PR/wCTFXLfklVrUl6LCYqRW7m9lOCbqcup0HaYlihyOxS+Q+ihiaOHd5+NYw2DZ6d+BsR07XjnYro0uA6Q1zO1+SfaX17a2YNLZ8FUuBKWob5tu8zZ6mMHUtpozqC7q3ngafaFYR2Pc1rdl9jeqs1/q209sxA1kZle/dZHO12sbneDQub3NN7XXQFZujUKaj2VHY1q7z1V6J4omPPBIbftqcmNncwxrV34i77U8UbjzwT5uFxpbTbam73CR0dJRQvnmkDS4sY0ak6Dj0LF52p8io3FjsaNae6PMc/kLKsscNTTvhkjD4pmljweLXNI008IIKjdi/YewVf7pJcLBiius0Uz3PfA6ETtaSddGneaQ3qB18agluS9Cib8OtPexU0VNPai8F4la2nK21GWJCuGI+G5F4K3TovBeOTvh2qcimkOONm8eg+Y6g/+RRQ2usxcH5kYutt0wZdRX0lLbW08kgiezSQSyEt0eATwcOPQs/4U2JMsbJIyov8AdLpepY3Aua6QQQuHcBa3V3tPChznJabfYs0cVWe1UzKahpbvVw00LCd2ONsrg1o1PcA0Vp2TTre+sXRqTEe5zE4q7Tj7kUunZ1SLV+tnx6HEiPfDbxV2nH3IpMTYZc52UVZqdQLxMP8A6cayTtA8MnMV6D/Iu59u1Yg2DsQ0VRgm+4YDwKujuAqy3XpikY1oI8RYdfGFJO92S3YktNZYrxBztHXQvgmZqQXMcNOBHQe6PCq+up/1ddr5iMnotejvdwXgVbekX6qvmJNTCKjWva7qnBeBqNnc4yv01IBIUm9gk65g39uvTZ3cP/nRrLGJ9kbKPDOEsS32morlVVVPaayeDzRV6sjkbC9zXaMDddHAHidOsFYN2MsVW3C2b0lruUvNi90b6CF5cA0S7zXtB8e5ujwkK2ahXJa67fnPq5FXdaqcU4+JeNTuOTvW15/6qRV3WYXKcfEn69pdGS3pOoA9halcVQSxYhr4JIi2QTvaWngQd4rbYQ1oADiFiO87LmU9/wAavxtXUFW6qnlE8tM2o0gkk11JLdNRqe4He0qusC6JS2nR/piL6SJjCc0zwKY2YXnI2i6ZSfR3pomMJnimeC/E7Jklb5rVlJhKhqIzHLHaYC5p6RvN3h+BwWKtuMa5V2/Uf8rM/JSKRFO6mc10VK+PSnPNuYwjtCADukDoOjgfZHWo87cYAyst4HfZn5KReK15hZq64cw9Mbz1XC+3KmOs6ZdO3tCmnNxvxFdhfblfmYt2MslMO4vNdj7FdDDX01vlFPR00o3ozNpq57m90NGmgPDj4FNG4V1usFrnuFXNHSUFFCZZHEaMjjaNTwHUBwA8ACjbsHX63VGALxhsTtFbR3HzU6P6oxyMaAR18WH8HWpEYtw9RYtw5ccM3B0jaa4U7oHujOjm690eEHivZfc5MTNwul51ypCaqImP8vDiiczIbSqjNTN1vlqg9zYDVRETlu8MqieJiiwbWmXWKcZUODLDRXaWevqW0sdRLExkZcTpqDvF2nEdwFZrWCMrdlTCGVmITja4YiqLrUUe8+ldNE2GKnaQdXO4neIHd1AGmvFZ4buvYHtIc1w1a4dBCwd0Q6O2ND+pd5YaJxVc8V95GrxhUFseH+ryOWGiek5c8Xe8117ZP0dbz/RUf5tGpi7Mv0C8Kfc0v5eRQ82yGn93O9EcdIqPTT7mjUw9mX6BeFNT/k0v5eRWLe3dGT+7+EtjaF3Ep/8A9f4DqG2uSMm4x/0xTfk5Vr2dw6FsK21h/wATbNR/yvT6e9yrXtIAAFJ9l/8AAU+07zJnsc7st+27zOGp6ytkvJMbH2Bc14bznzmlh6C/W+yXLsRZbbWMElK+qbGySaeWN3CUNbLG1odq3UvJBIG7raW5zkX8dWy7bPeJcBRysFzw9ieSqmi+qNPVQxmJ/suhnb/qDxKxC1SdWNsXYWy1whdMZ4qr4LXYrFRyVtbUOb2sMMY1JDWgknTgGgEk6ADUhRRy65UfI3NjNvD2UuCMIYzkqcQ17bfBcK2npoIGudr25Amc8t0HdaD4FJjOrK+yZ15YYhyrxDVVNNbsSUTqSaelIEsR1DmvbvAjVrmtOhGh007qibsy8m5lVsmYsqM8cdZnyYluOH6eoqKStrKOO20FrhMREs8kZkkJe1hf27pA1oJ7XUByAnQPQa+BefnlKeG2fmUB6vpPzGnXoEje18Qc1wII7h1Xn75Sr6dDMv7vpPzCnQG3zk7+OxdlWf8AoiQf+JmWCuWdlkZs44SjBO47GsDi3XgSKCs0/Gs68neR8xdlYNeItMmvwmZYI5aAj5nPCA1//WcP5hVoDXZydD3HbVysJceN0qD0/wCiTr0LLz0cnP8ATqZVn/pSf80mXoWQHnv5RI7u2TmWBwaLuwkf9WhXoGtEjJrVRSxHVj6eNzT4C0aLz78ou7/8Y+ZmhB/vsz82hW4vYKzyos9tmLBmIBXCou9moY7DfA7XfZXUrGsLn+GRnNy+KUICDPLbW66x45y4vRD+x81mraSJ31LZ2TsdIPASySNY95GOhuM21LfaunJFPBgqu80nuOa6row1vsu0P+qepbWtojZsyq2nMFNwTmjb6mSCCcVNFWUc4hqqKbTQuieQQN4dq5rmuaR0jUAjq+zXslZEbJvm6y5cCqffcQxGeorLrWsmr6qmgcwENAawCJjpo9dxg7aRm8SS1AZpxX6V7x9wVH5Ny8utw/hBPgC9RWKiDhe8aH/IKj8m5eXW4fwg+IID5wTr0lfbaCRc6Yg/41q+EdK++0D++VNx/wAa1fET1F6KeuR/eYf2k8yWa6Nj7MOqwfXw0cNHDM2WES7z9RpxI7h8C7ysLZ6/xvSHqpG/lHKt6JLQpqeWHGTKcTdTabWZ2g2u2ckIiseisTKe05TZ418sT4uxtG0PaW66v1Go0610vCcvO42tcrXA61cXEeMLrTnHXuK44cr22+9Udc86CCZjz7BU8ZIQJWE9sBuMopqdHuup12flotWjK9Ibk1xw4pklgddeKwRnWwtxRvPBDXQR6dXQf7FnOnqIKymjq6WQSQytD2PHdBGoKseJsFWLFT4pLpHIJIRutfG7QlvUeB8PtlV/SJ1lNm1fGThxQ272i21MXnb7JenORXZa5MrwVMeJ1HImklistdVPjIjlnawHTpLQfKC77iH+IbkO55km+QVztNrt1jooLVboxFGwEsbvaucR0u8PSFxxB/ENyJ6PMk3yCviamfplQSM1OCqmPieuiUN1uWitNiuRXw4bkdjTKoqqRYcSK/QHoeP9yldbSTbaQk6/3PH8kKKEzt2sc8dxwP4lKTC9dFc8PW+tgcHNfTsB07jgNCPYIKkd2sVYENyaZKV/R/jw2VObhOXirUX4O4nQM9P4HbePD9+/8qwodWnjw61KXEuFbViqmZTXRr9InbzHRu0cNekfgCxdmjgTD+F7FSS2qmkEr5yHyPeSSN0nTqX1QKrASCyU47x07W7Bqr6hM3Cm72GEXXjyQ7xlLxwTR+B0nylzzTjkfg+qLGk7roydO52ytmSt1p6vDDrc1wE1HK7eb/zXcQfb1Xeq6hpblRzUNZHvwzsLXjwdYWAm3rJVV0SImjs+4t63JZtx2FDk5ZyZfC3Oi4xx95G3L+mmqsZWuKJhO7VMe7Tj2oOp/EpMrreHcAYewrUSV1DFIZXAgPleDuA9OnAacO6uyNc143muBB0IIOo49C5rtSh1KI18JPRQ6tlVnTNmyMWXnnNWLEdnCLoiJhDAWdPptl+0i+Qso5V+kW2+KT5bljDOca4sm1H1EXyFk/KsEYGtwPVJ8srL1Vc0aD7vIr2wf/JM/wDf/EhwzVe+PB1QWEgukY0+Ea66fgCjlJK97y5xPSpF5sek+Yf/ABo/96jj06rIWsn9y95Edu7t65Gp/wDG35mU8hpGi917XOGrqUjif+c1ZsUaMu8SMwziOnrpj+8vPNzfaHp9rpUlKeogqoGVVPM2SGRu8x7TwcOsLBXRLvZNdtjgqIWlsLrMCYoL6c1yJFhuVcexeZ16fMfB9NK+Ga7lkjDo4GKTUfgX5/unYH1/joan/wCDJ/YrdibKez3+vfcIa2aillOsjWjeYT1gajT2yvituSNip3c5XXSsqi06gN0jHi6SupkKjLC3nPdnmhkZme2jw5x0KBLQVZng7ljkq+lksea+K7BiK2UsNorTM6J0jnjmnN0G74QupYEx5XYNqnNEYmo5iOdiJ6fCOor9c0LVR2PE81FbYRBTtZGGsDiRrugnp6V3rL7BGHMRYJpZLpbmmd7pG88ztXgAnTx+ypIrpKRprd9FWGvx4lJsh3Hc16RXSz2w5yHnimUau7wx7zuGH8eYZxG1ooq9sUzuiGfRjvY16Vf3sY9ro5A0h40IcNQR4ljmbJOyNqQ+ivFXTjXUgtDz7fD8SyBQUYoaOGjbLJMIWBgfIdXO06yoZPw5KGqRJN6r7PA2VtSYuSaY+VuWXaiInrIqKjuqGD84sIUVgroblbI+agrQ7WMDtWvB46eDiFjTU9ZWac87jTSx0VpbIDLCJJnt+t1AA19orCysGjRIkSSY6LqagbSZOTkblmYMiiIxF0TRFVOI1PWiIsoQUIiIAizHTbG+1ZWU0NXS7PGYEsM7GyRubYKnQtIBB9B3QQv0+Yv2tP5OWYXxBUeSgMMLlHIYyHDpB1CzL8xftafycswviCo8lBsX7Wfd2cswviCo8lAd4wxtw4tw/h22WAYTs8jbZRw0bZHvl3pBGwMDjodNSGjVdMzr2j7vnRZ6C1XSzW+gZb5JJmmmLy57nADQ7xPDgvz+Yw2swOGzlmF8QVHkqh2MNrQ/5uWYPxBUeSsHL23SpWZ+mQYKNiZVc88rqRyVtGiyU39Pl5drYuVXeTXK6mGCizP8xftafyc8wviCo8lPmL9rT+TlmF8QVHkrOEjMNtk3dAQSAetZcyr2nMyMroI7Zb62O4WthJFDWgvY3Xp3SCHN8QIHXqvo+Yv2tP5OWYXxBUeSqjYw2sx/m5ZhfEFR5K8s5JS9QhLBmmI5q8lTJ4p+mylUgrLzkNHsXkqZMx0G365sLeyOXMEs/dMNyMbfaMbj+FWu+bemJpmPZh/CNqoXOBAdUySVBb4eG6CfGFjEbGO1n/JyzC+IKjyUOxhtZn/NyzC+IKjyVHIdi0CE/tElkz78fDJE4Wza14UXtWyjc+3OPhkx3jfGt4x5fqrEmIKt1XcKtwdLLuhg4ANaAAOAAACytlBtW4iynwizCNDh231kEc8k7Zp3yB2rtOHanTTh+Eq2fMYbWenDZyzC+IKjyUGxhtaD/NyzC+IKjyVnpulyc9LpKzENHQ0xw5cNCST1EkKnKpJTUJHQkxhq6JjQ7PmNtg4gzHwZccGXDDlrpYbiIw+aF0he3cka8abxI4lunsqOUmm8SDqCTosz/MZbWn8nHMH4gqPJXH5i/a0/k55hfEFR5KU+mSlKhdjJsRrdcIfVKo0jRIKy8hDRjFXOE8S2bMf0b8Jn/TNP+6Vs0I3j9soR7PuybtNYbzcw3eL/AJC46t9DS1YfNU1FjqGRxjdPFzi3QBT/ABlzjzXXzpXTQdP9zO/sVO7VJCZm52A6BDV2GroirzKE21UycnqhLOloTnojVzhFXn7CD2Z+0hjHJjObEFoo2QXOzySRSijqgdI3OjaXFjgdQT3e4erVfNeNvi61VC6KxYIo6OqLS3nqmsM4adOkNDWdHTxJ8Oo4JtObK+0lizNy8XjDGRuNrpQzcxzdRSWWeSN+kLQSHBuh46j2Fib5jHazP+bnmF8QVHkqd020qTNysCYmpdFiI1ueXJNULKpVjUSfkpaZnZVqxUY3OUxxwmqcP6mPMa43veNrxU3y/wBfLW11WdZZnn2mtHcA7g7g4LrrZnNIc0kEHUEHurMh2L9rQn6XPML4gqPJT5i/a0/k55hfEFR5KmcOGyExIbEwicMFgQoLIENIUJMNTgiJoiH2ZY7W+ZmXdHFZ5JILzbIRux09dvOdE3qa8EO0HQASR4Flqn2/WczrU5cxukI4llz3G6/amIn8Kw2NjDayHTs5ZhfEFR5KfMY7Wfc2cswviCo8lR2es+i1GJ2sxLtVy804eWCKVKw7eqsVY81KtVy6qmUz1wqGQ8RbduMayCWGwYctNt5waCV7nzvZ4W9DdfG0qNOIr9W4lvFXfLlM6errpn1E8pABfI92852g6zqspfMYbWeuvzOeYXxBUeSqHYw2tO5s55hfEFR5KyFMolPo6KkjCRmdcar1MpR7cpdAaqU+CjM641Xqp0PLnMrFOWOIYsRYWrTBUM7V7HDeZKzuse3ug/8A3xUmrTt91TaUNvOX9NPUADV9PcHQt1+1cx/41iEbGG1oP83LML4gqPJXL5jHa0/k5ZhfEFR5K6apblMrLkfOwkcqc+fxQ6KzadGuB6RKhAR7k56L8Uwd1x/tq4rxXY6/D9qsFstNLcYJKaaQOfPMI3tLXBpOjRqCRru+LRRujuU9FXMr6KR8csTxJG8HRzSOgrLfzGG1n/JyzC+IKjyVT5i/a0/k55hfEFR5K9NOo8lSISwZOGjWrqnieuk0Gn0OCsvIQkY1dUTn1O+YE258aWS3RW3F1io77zI3RU86YJnN7m8QHNJ8O7r16q44r27sT3CikpsK4bt9nfI3TzRNOaqVnhbwa3XxtKxn8xjtafycswviCo8lVOxjtafyc8wviCo8lYp9m0N8f6Qsu3e6cPhp/Qwr9n9txJn6Wsq3fzn2Z6Zx/Q+vLLarxtl3UXhz4or4y8TtqZDXyPJZLx3nt0I9FqNftQuWcW05es4MNwYculjt1BFT1QqhJTGQuJDHN3e2JGnbePgvhGxjtaAafM55hfEFR5KodjDa0P8Am5ZhfEFR5K9/6v01JtJ5ISJETRTJJa1HSdSotgNSKmjsezHTQ6Jl3mXinLHEUeI8K1pgqWt5uRjuMc0ZPFj29BB0/wB446KTVs2+6oUYFzy+pZKnd9HFcHRRk/aljj/3liAbGG1oP83PML4gqPJXL5jLa0A0+ZyzC+IKjyV11W3KZWnI+dgo5U58c/0wfFatOjXA9IlRgI9yc+OfiioXLNXawx1mPQGzMdTWe2u05ynoS7em06N95OpHgGg8HQVfcGbbWNcM4at+HKjD9rr+x0Ip2VE7pA+SNvBu9ukDUN0GoHHQd1dP+Yx2tP5OeYXxBUeSnzGO1n/JyzC+IKjyVw62KQ6WbKLAbuIuUTHM632bQoko2RdLN7Nq5RMc/HxOo5uZj1OaeMazGdbSQUlRWiJjoIN4sYI4msBBdxOu7rx61lHLfbExNl9gy2YNpcMWmogtkTo45ZnSh79XucddHafVFdb+Yv2tNfpc8wviCo8lV+Yx2swNTs5ZhfEFT5K9M1RZCelmycxDR0NuMIuiY4HsnLeplQk2SEzBR0JmMNXRMJhP6F1zc2pr3m3hNmFLlYbZQwtq2VfO05kLyWtcA3idNO24+ILAb3bx6NF9V1tlwstxqbRd6Cooq6jlfT1NNUROjlhlY4tex7HaFrmuBBBGoIIK+QkdwLvkKdLUuD9HlGI1ngh6qZSpSjwElpJiMZrhPaFkXInP3MnZzx3S5hZYXcUVyhaYaiGZvOU1bTlwc6CePUbzHFo7ocCAWlpAIx0i9pkDaHZOW5xEyzNhv2QNoqrru9tUU2IJKaAnwQugkcB4Oc9lRu2nuURzs2lLUcJ3Wpt2G8LF+/LZrK14bWEO3mGple4uk3dB2o3WEgEs1AIiaiAnllpyvOfWAsC2TBE+EcIXkWKhhoIrjcY6t9VURxt3Wulc2YBzt0NBOnHTU8SSoqZ/Zx3jPvNS+ZtX+hoaK54gminqKaha8QRFkMcQDA8udoRGDxJ4krHGp6EQE3sjOVWzhyQytw/lPY8AYMrbbhumNLTVNdHVunkaXufq/cma3XVxHADhouqbU/KC5hbV+BrdgTGeFMMWmktd0bdopbXHUCR0rYZYt13OyPG7pMTwAOoCiYiA73kfm7e8iM1MPZsYctlDcLlhyofU09NXB5gkc6N8ZDwxzXaaPPQRxU32ctVnoWguyzy+BI4/vNb+nWuVEBkHPfNu6555nX3NS/UVFR3LENV5qqaeia8QRuEbGaMDy52naa8SelX3Zw2pc19l3Fr8VZZXOFrKtjYrlbKxrpKK4xt13WysBB1aXEte1zXjUgO0JBxCiA2fy8triuXDvmalyKscV7MehrJr5K+l39PReZxC1+mvc572VFCv27s+a7aBtW0XXYjircQ2Z7mUtE6Mtt8VE4uD6NsQOoic15aTvb5Ojt/eAco3ogNiNfyz2eV1t89BPltgGNlTC6J+7DW66OaQemfTurXrWyMlmLmOBHDoX4IgC/ekqTS1EdQGBxjcHAa91fg3TUa9GqkfswbO2ReddmvNyzW2psPZW1duqmQUlBcaRj5KuMs3jMHyzRM3dSW6Audq067oI14VM8FPprlYqObqh01mfNxLdHWeiafCX/2rp+OMaSYxqGVs8MUL4omwhke9oQHE68fGpnDYJ2MR08o9gn4JSfrqodgjYyJ//MgwVp9yUn66vHAp0tLP7SExEUk9UvOuVmVSSnZhXw+HBcctORAUnVVa7dOumqnz8wPsY/zkGCvglJ+up8wPsY/zkGCvglJ+ur2kWyQ/wdmte8MU7aB8cdXSM9AyXXVniI6F2yXPhz4tKayQRv003pKguHtAA/hUlPmB9jEdHKP4J9mkpP11V+YJ2M/5x/BPwSk/XVjo1Jk47+0iMypNKdtDuSlyqSctNORicETXCezKKQ+/dRvIxFFiGWVtRLFq0RHVsQYfqQB41fa7O6ur6Goon2ujYKiF0TiN/Vu8NOtSk+YI2Mj08pBgn4JSfrqp8wRsZfzj+CfglJ+ursfTpV6o5WJlNDzy983BLMiQmTTsRFVXZXOVXVVz4kC6mVrp3uYdQSNCu3YNzMvWEo/MsTGVFITrzMmugPWCOIUxvmB9jH+cgwV8EpP11PmCNjEf+sfwT8EpP11d8aXhzDOziplDCUyrTtHmUm5GIrIic0I3fu8xuiAFgjDwOl1Ud3Xxbuv4V0/GeY1fi6FlNVthihicXtjhaT2xBGpcePdUwvmCdjP+cfwT8EpP11PmCNjH+cgwV8EpP11eSBSpOVf2kJiIpIqvf9w1yXWUnplXQ11TgiL1whBvD2Jrphu4Mr7VMYpAePdDh1Ed0LJtHnzJzYFZY4nS91zJywH2CD+NSW+YH2MR/wCsgwV8EpP11PmCNjL+cfwT8EpP11dk1T5acXMZuVPLQrzrduMWHTphWNXlqnwXKIRNxPm3dr5Tvo4uao4HDQtgJLneAuPcX1WjOy6W+3QUEltpZjTsEYkkLt5wHRrp4FKn5gnYz00HKQYK+CUn66qfME7Gf84/gn4JSfrq+VpcorEh9mmDvbf1xMm3TqTTu0cmFXPLpoQrxlil+Krg+6SRRxSODWlkeugAbp3V2DCmbtdhyzQWaO2UsrIN7SSQv1OpJ7njUtPmB9jE9PKQYK+CUn66q/MEbGI4fPH8En/qlJ+urtiSUCNCSC9uWpyMdJXPVafPvqcvGVsZ+cu5rnUibibNipxNaX2meipYWPe15fGX68PGVjkv4k7vSp8O2CNjI9HKP4JH/VKT9dVPmB9jHu8pBgr4JSfrq+5eWhSrNyCmEPLWK3P16P8ASahEV78ImV8EIDh+h10Xa8KZk4hwsOYpZRPS66mCUbzR4u6PYKmb8wPsY/zkGCvglJ+up8wPsY/zkGCvglJ+ur7iwYcdu5ERFT2nTT6nOUmOkzJRFY9OaLgjZT58tLNKmxRuPW2oLPwFp/GvwrM9K14Io7XSREjgZJC8j8Sk38wTsZfzj+CfglJ+up8wTsZfzj+CfglJ+urGtoVPRcpD8yaRNql1xGdms2uOif8ABB7EWIarENc+vrpTLO8jeduho0A0AAHgXYcIZq3fCtC21R00E1K17ngSA7wJ6eIUv/mB9jE8fnj+CvglJ+uqo2CNjH+cgwV8EpP11e6LKQY0PsXtRW+BFJKv1KnTq1GWjK2MucuzxXOuSN0WfMRbpLYWF3dLaktGviLSvhueeFznifHb6OkpCeiQuMjx4uge2FJ8bBWxmOjlH8E/BaT9dQ7BOxkenlH8E/BKT9dXhbQ5Bjt5GcfeSmZ2pXXNQlgvm1wvgiIvxRCC12vNRdJ3z1Ej5ZJTvPke7UuKtqn18wPsY/zkGCvglJ+up8wPsY/zkGCvglJ+urKo1GphCBRYr4z1iRFyq8VVSAqKfXzA+xj/ADkGCvglJ+up8wPsY/zkGCvglJ+urk6yAqKfXzA+xj/OQYK+CUn66iAwjRcolto2+lho6bPq883BG2JhkpKSR+60aDV7oS5x6ySSTxJJX7/PH9tn7Pd2+L6H9Ao2IgJJ/PH9tn7Pd2+L6H9Anzx/bZ+z3dvi+h/QKNiICSfzx/bZ+z3dvi+h/QJ88f22fs93b4vof0CjYiAkn88f22fs93b4vof0CfPH9tn7Pd2+L6H9Ao2IgJJ/PH9tn7Pd2+L6H9Anzx/bZ+z3dvi+h/QKNiICSfzx/bZ+z3dvi+h/QJ88f22fs93b4vof0CjYiAkn88f22fs93b4vof0CfPH9tn7Pd2+L6H9Ao2IgJJ/PH9tn7Pd2+L6H9Anzx/bZ+z3dvi+h/QKNiICSrOUf21muDznzc3EcdHW6hcPaMGi+9vKX7aAaAc7qwnu/3ntuh/8ADqLaLjCKuVOFRFJN1PKS7aMx3o89LnET07ttoGj2hBoF8/zx/bZ+z3dvi+h/QKNiLlExocomOBJP54/ts/Z7u3xfQ/oE+eP7bP2e7t8X0P6BRsRAST+eP7bP2e7t8X0P6BPnj+2z9nu7fF9D+gUbEQEk/nj+2z9nu7fF9D+gT54/ts/Z7u3xfQ/oFGxEBJP54/ts/Z7u3xfQ/oE+eP7bP2e7t8X0P6BRsRAST+eP7bP2e7t8X0P6BPnj+2z9nu7fF9D+gUbEQEk/nj+2z9nu7fF9D+gT54/ts/Z7u3xfQ/oFGxcoopZ5BFDE+R7uhrWkk+wEBJH54/ts/Z7u3xfQ/oE+eP7bP2e7t8X0P6BR37D3fvVWe8O/sTsPd+9VZ7w7+xASI+eP7bP2e7t8X0P6BPnj+2z9nu7fF9D+gUd+w9371VnvDv7FxltlygjMs1vqY2N6XOicAPZIQEivnj+2z9nu7fF9D+gT54/ts/Z7u3xfQ/oFGxEBJP54/ts/Z7u3xfQ/oFR3KO7bD2ljs+7sQ4aH+4KH9Co2ogPtvl7u+JbzX4ixBcZ7hc7nUy1lZV1Dy+WeeR5fJI9x4lznOJJ7pJXxIiAIiIAiIgCL67RbZrzdaO0UzmNmrZ2U8ZedGh73Bo18GpGqnOORl2rDx88mXIHd1u1Vr+aoCBqLMG01su5h7KWMrbgfMitslVX3W2NusD7TUyTRCF0skQDi+NhDt6J3DTo04rIWyDsBZlbXdHccSWLEFsw3hi01jaCqudcx8z5KjcD3Rwws03y1r4y7ecwaSN0J46ARdRTc2pOSyzN2dcCV+ZtlxzbMaYes7WPuXNUr6Ksp2OcG85zJdI17Gkt10k3hqTu6AkQkcADwQFEREAREQBERAAdDqFyEjwNN5cUQDU9ZTU9ZREA1PWU1PWURANT1lNT1lEQDU9ZTU9ZREA1PWU1PWURANT1lNT1lEQDU9ZTU9ZREA1PWU1PWURANT1lNT1lEQDU9ZTU9ZREA1PWU1PWURANT1lNT1lEQDU9ZTU9ZREA1PWU1PWURANT1lNT1lEQDU9ZTU9ZREA1PWUREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAUl+TZ+ncyuB7tbWj/wDj6lRoV5wbjLFWX2JaLGOCb/W2W921zn0lfRymOaBzmOY4tcOI1a5w8RKA9Roa3ToHtKu6360e0vOizbo2sw0NO0BjjUDTe7Lye2vQPlfX111y2wpdblVSVNVW2OgqJ5pDq+SR8DHOcT1kklAdn3W/Wj2lHPlEImP2L80WOaNDbIOj7rgUfOVxzszayZo8r6jLDMC+YY7KvvQrhbax0BqOaFHze9u9O7zkmn2xWsvFm15tF46w9W4SxlnFi28Wa5MEdXQ1dzfJDM0ODgHNPAjeaD7C5wDD07Q2VzRroCRx8a4LZXySmQGS2d+G8yq3NXLezYnmtdwtzKJ1wh33QNkZOXhp1HSWt9pZw25uTewFifLvD0mzRlRaLFiiDENNT1RoWmKJ9vnBjkkmB11ET+ZfvdLWCTgdVwDTIi365BcmrszZPYYpqPEeALPj7EDo2muu2IaJlUyWTdG8IqaQOjij110GjnaEbz3LW5yq+BMusvtpelw9ltg6wYYt0GGqF9RQ2i3xUkBqXzTuLzHE0DeLDHqdOgBAQtRbXuT22Dtk3OfJWy5wYtpbjjC+SzVNJdbbVV7oKK31cUh0j5qDcef3sxP7eRwcHg6DXQTituxtsmWeJsVLs35dSNbwHmrDtLUu9kyscT7aA836L0Q492BNkbMK0VFsrsisLWh07CGVdhomWyeInoc0wBo1HTo4OHWCtOO3DseXnZEzIhsLLjJdsLX+OassFxkYGyuiY4B8E2nDnY9+PeIAa4Oa4Buu6AI2Iso7NmQ2KNpLNqz5U4ULYJbg8zVtdJGXxW+iZpz1Q8DTUNBAA1G89zG6je1G8TKnk89k3Kuw09mjyesOKKiNmk9yxPRQ3OpqX917udaY2eKNjW+DXiQNAmCHsjxpYHyO3WtudKXHqHOt4r1GN4jT2FDTaY5M/IrNTCVbV5T4Ns+AMc0LHVFnrLTA2lopp26FsNRBGNzm3Eab7Wh7CQRvAFjpjURmNOx1QzclcA57dddCQOHsIDTjy1J1z+wgdBwwZAOj/TqtXrkwdufJzIfL28ZP5x3SosMdReZLvbLqyilqKd4lhiY+GURNc9rgYg4O3SCHnUjQa2TlqPo+4R/qZB+f1SyPyUezZkPnPkDiPEuaGVlixLc6PF9TQw1VfCXyMgbRUb2xggjtQ6R58bigO97bnKKbPGIcicVZaZVYnkxZfcW0DrWHU9DPFTUkUmgkkfJMxocdze3QzeO8W66DidN9SWmd+7ppqehbudt3ZB2bMB7K+YmLcFZNYcs17ttujlo66mgIkgeaiJpLTr06Ej2Vq92HsFYUx/tXZe4IxtZKS82W5XGeGsoqpm/FOwU0rgCPtmg+wEBgRF6FcW8nnskYhwxdrDbslMN2aquNDPSwXGjpiJ6OR7C1s0ZJ03mEhw17oCwtsqclLlJlzhymv2flhosa4vqNZJaSaRz7bQDhuxsiGgmd07z36jUgNaANSBpTRej+4bGmyhdbc63VOzjlw2J7S0upsOUtPLp4JYmNeD4d7VatuUc5P+zbN0VHmvlLHVHBN1qvMdZb53unfaKl285m7Ie2MDgC0F5LmuGhcd5ugECUXbspMs8U5x5i2LLHBVFHVXrENUKSlZI7dY3gXOkeeOjGMa57joSGtdwK3ZZHcltsw5UWKmfjDCcWYGIebYau4XtpfTmTTthDSA821mvQHh79OG8UBofReimn2fthy9X+swDRZO5MVF/t0TZay1U1lthr6aN2m6+SNjedY06jiQOkdYX6O2Dtj2Rxe7Z4wdqTqdKPdHsAHQIDzpItrvKiZA7L+UORtpOWmA8JYYxfXYgptyOj3WVs1CIpxK5sZdvGMP5sFwGgO6NdSFqjdpvHRAUREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQFz7BP75W74U1OwT++Vu+FNVt3im8UBcuwT++Vu+FNTsE/vlbvhTVbd4pvFAXLsE/vlbvhTU7BP75W74U1W3eKbxQFyFifr/ABlbvhTVlfJjZlv2cMFbXUV5oaOkontjdKXmQFxGoA3ePQsLaqdWwKScC4h+74vkFRe8arMUakRJyVXD0xjnqpC7/rc1b1Ciz8mqI9uMZTOq4OjV+wFieCklmosY2+pmYwuZFzb2756tSNAo0V+F6mgrp6GeuoGSU8jontdUtBDmnQrboeAK1H49OmNb4P8ApCf5ZUZ2d3TULiWO2eVF3MYwmNSHbKLzql1rMtqTkXcxjCY1yfH2Cf3yt3wpqdgn98rd8KarbvFN4qzi5S5dgn98rd8KanYJ/fK3fCmq27xTeKAuXYJ/fK3fCmp2Cf3yt3wpqtu8U3igLl2Cf3yt3wpqdgn98rd8KarbvFN4oC5dgn98rd8KanYJ/fK3fCmq27xTeKAuXYJ/fK3fCmp2Cf3yt3wpqtu8U3igLl2Cf3yt3wpqdgn98rd8KarbvFN4oC5dgn98rd8KanYJ/fK3fCmq27xTeKAuXYJ/fK3fCmp2Cf3yt3wpqtu8U3igLl2Cf3yt3wpqdgn98rd8KarbvFN4oC5dgn98rd8KanYJ/fK3fCmq27xTeKAuYsLyQOyVu4n1U1embKJpZlTgxhIO7h62jgdf8mYvMNvFenjJ8aZS4JH/APTtt/No0Brw5belNXbcoWNmgjIkv3GWQMHRQ9a1UdgpO7crdr91NW1DlwDpasoeH+Mv/wCKgWp3UoDbnyJNCaLCOa2tRTy71ytPGGQP0/eqjp06FspudVS0NHNXVszIaemifNLK9wa1jGjVxJ7gAGp8S1m8h4dcI5s+uVp/JVCnXtUySQ7MWbs0MjmSR4FvzmOadC1wt82hHhBQEIcxOWWtdqv1TbcsspqW6WimldHDcrtfPMr6pg4B7adsTjGDoSN5+ummoaeC1+bVWdddtPZyXfNqpoLdYjc4aOGO3NuYqW07YKdkRAkLGb285rn+hGm/px01OEq5zjUOBOu7wGqytsm5MwbQO0LgnKeskdHRXq4F9wc1267zFBE+eoDT3HGKJ7WnrIXIM57D+ONtrBVhxPg3Zcwm2/UmJaiLnq59H5oprXVMYRzkc0jm00UjmuYHc7qCGx8OCzTdNnXlfMV3Rl6ueY2IaGoBDxHDjmKkiaf6KleI/Bpu6aag8FtRwfg7DOBsOUOEsIWWks9ntcLKako6OJscUUbQNAAB3eJJ6SSSeJUM9qjlTMLbPGZNyypw/ljV4rvFmETbjUz3IUNLDK+NsgjYRHI6Qhr268GgHUcdNVwCVmRbM1YMpsMUudrKIY2pqFtPeH0colilmYS0S7wABc9jWPdoAA5zgAAAogcstYaO57OeGa+SKAVdJi6COGaQgFjX0dVvNBPQCWMJA6d0dSlPsw5z3HaByPwtm7c8Nx2KbEcdVKaGOYytibHVSxM0eQC7ebGHa6D0XiUYeWT+lhsHgxpRn/wdYgMVcillrb6SDM7MmqpKOpr9+hsdFWRSB7ootJJqiMEdAefMxP8ARtWynH2MrVl3gi/49vhk7HYcttTdKsRgF5igidI4NB0G8Q0gcenRa+eRIvNLLlHmLYWOaKmlxHT1b293clpWsafbhcpo7VVgu2KdmvM7D1ho5qy41+FLpFTU8Ld6SaTzM/djaO65xAAHdJCA1X2XlYNpikzTZiu+3XDlbhOWrDpsKtpqeOOOkLuLYqjQTiUM10c97m7x1LSO1W5m1V9PdbdTXOjfv09XEyeF31zHNDmn2ivLZO2WWvMQY5z3PDQ0A6k9QH+5envLe2Vdly9wzZq8OFVQWeipZw4aESMgY12vsgoDUvyz9AarP7CG7UU8X/A2H/Cyhv8Al1V1qR3IwUhotmnFcJngl1xxVO1hkDx/AKHuhRo5al2ufuEOHRgyH8/qlJDkU/pZMW/17q/9n0CAz9ygbDLsc5oRhzW62uEauOg/hUPdWn/k9rVJDto5Y1RraN2l1qO0ZOHO40k/cW37lCPpNc0fWqH86hWnTk8Pp3MsB/0tUfmc6A9CWmq1h8ont6Zx5a5xy5N5K4uosNQ4ep4JLtXGmglqZ6qaMStiBma5jY2xyRHtQHFxcCdBotnq89vKLzSSbYuZxe4k9l2DXwNpoQPaAAXKHCm3zk/tofFG0fs/0uKsbyUtRiOzXGeyXOrpgxsdZJGyORk4YztWExzMDgABvNcQGggCvKOWqG77GWZFPKWNMdJRzsLyAA5ldTuHT4tPZWD+RX47M+Kv67VX5jRrPHKI/SY5nad76b88gXBya0+SGsmHYdreWov1Vb5KuDC1xdZgJ2ukFWZIA4tHTr5mNSD4C5bsq3nfMUxgaDLzZLAeje04fhXmZydzSxVkrmzYc0cFbhvGH64VEEb27zJ2uBZJC4DjuyRvfGdOIDyQQdCvRrlRmDdMycs7NjvEGA7xguqulIypms94MYqaXXj224To09I3g1+h7ZjDq0AaOdj6XMF229l9dKi6TuxDU4t/vwZZz5rl33u82iUHtidznS8Hw6rf6SB0lYlpLDszYUxlWZt09LlzasSV7XOqsQN8wwVMwdqXkz8Hdtr2x3u20GuqwptN8pZkXk5h642vL7FFuxzjYxFlFR2mTzTRQSOBDZZ6ln70WtIGsbHmQnQENBLgBqs24LZDS7WGaMFnuVIKcYjqngTVI1Y9x3pGgHo0eXjToAGnAcFgM2KTX+Mrd8KavpxjiW6YsxBcMR3yukrbndKuauraqQ6unnleXyPPhLiT7Ksm8UBcuwT++Vu+FNTsE/vlbvhTVbd4pvFAXLsE/vlbvhTU7BP75W74U1W3eKbxQFy7BP75W74U1OwT++Vu+FNVt3im8UBcuwT++Vu+FNTsE/vlbvhTVbd4pvFAXLsE/vlbvhTU7BP75W74U1W3eKbxQFy7BP75W74U1OwT++Vu+FNVt3im8UBcuwT++Vu+FNTsE/vlbvhTVbd4pvFAXLsE/vlbvhTU7BP75W74U1W3eKbxQFy7BP75W74U1OwT++Vu+FNVt3im8UBcuwT++Vu+FNTsE/vlbvhTVbd4pvFAXLsE/vlbvhTU7BP75W74U1W3eKbxQFy7BP75W74U1OwT++Vu+FNVt3im8UBcuwT++Vu+FNTsE/vlbvhTVbd4pvFAXLsE/vlbvhTU7BP75W74U1W3eKbxQFxdY5A0u7IW86AnQVLVbSNDoDqmpQoAiIgCIiAIiIAiIgA6VOzYG9I+IvXCL5BUEx0qdmwN6R8ReuEXyCoLtH7vRuqeZWm1zurH6t/EhKM+hPiWo/H3p1vnrhP8srbgfQnxLUfj7063z1wn+WVB9j/7Sa6N+ZXOwP15zo35lgREV5GyIRACeAVd12umiAoiruuHcVEAREQBERAEREAREQBERAEREAREQBERAF6ecn/oTYK/q7bfzaNeYYaajUahTAsHKobXeHLNQ2C340s7aO200VJTNNhpnFsUbAxoJLNTwaOKAlFy4P8AFWUP9Jf/AMVAtTp6VnHaG2vc39p6mstPm1e6S4jD/mk2/wAzW6Km5sziLnNdwDe15lnT0aHTpWDjprwQG2rkPPSjmz65Wn8lUKdW1b9K9m//AFDv/wDs+ZaGNnja/wA69mGhvVuynv1FboL/ACwzVwnt0NSXvia5sehkB3dA93R1rJeMeU82qcfYRvmBsT4wtc1oxDbam1V8cdjpmOkp543RSNDmtBaSx7tCOIQ4UidW/wAJk8azlsMZqWfJfary8x/iKohp7TT3F9BX1EzwyOngq4JKZ0z3dxrBPvknuMWCqiQSyue3oPgX5g6HpQ5PVJDNHURiWF7XscAWuadQQe6D3VFXObk3NnLO3NmbN/GjcSx3G4SRSXKgobk2GjuD2NawOkBjMrdWMaDzUjOjXpJJ1bZF8phtO5FYco8HWzEVtxJY7ezmqOjxFRuqvM0Y4BjZWPjl3ANA1peQ0DQADguxZjcrDtV5g2ios9LfrDhKGpidDI/D1sdFPuuBBLJZ5JXxu0PomOaR3CEBufy5xFlkfNuWeXFwtZbgFtNZ6u2UJ7W2DmQYYSBwGkYA8GhB4ggRC5ZT6WCwf1zo/wAzrFqvyN2rs4tnbEN4xXldiZtFX3+EQXLzZTtq21IEhkD3NkBBeHF2j+nt3DXQldkz226M+do7CVPgbNPEdBX2ilro7lFHT2uGmc2oYyRjSXMaCRuyvGmvd8CHBl3kltoa3ZQ56V+XuKLlHR2HMWmiomzSbobHc4XE0m84+hDxLNH4XSR68BqN3j/34bjfb1P+5eV5r3sIcxxaQdQQdNFMXKXlUdqfKnD9Nhl99s2LqOiiEFM7ElDJUVDIxroHTRSxySEa6ave46aDXQBDk2qXjZA2OMucU3HaEu2V+H7TcbK+S91Nymln8yUj2avdOKXf5hrm+iG6zUO0LRvaLP8AYrpbr5aKS82euirKCvhjqqWoidvMmhkaHMe0jgWlpBBHcK8+m0Jt4Z+7SltbYMwMT08FgEonNktVL5mo3yAjdMg1L5dCAQJHuDSNQAem55W8o7tSZQYFteW+EMa0LLHZY3w0MdVaoKiSKNz3P3Oce0uIBeQNSdAABwACAzjy1H0fcI/1Mg/P6pSS5FP6WPFv9e6v/Z9AtWW0BtJZk7S2IqPFmal1pq+6W+hbbaaSnoo6ZogbI+QAtYANd6R/HpXaMgdt/PzZpwnV4JypxFb6C0V9wfdKiKe1w1L3VLoo4i4OkaSBuwxjTo4E91AboeUI+k1zR9aofzqFadOTv+ncyv8AXap/NJ1c8y+Ug2mM3MCXfLnHGK7dVWS+xNgrYYbNTxPcwPa8APaARxYOhYGyyzQxTk/mBaszcCVkNLfrJO+ehmmgbMxj3McwkscCHdq93AoD08rz1cop9OJmd68t/N4l3tnK07Y4aA/G1nJ04/3gpPJUYs18zsR5xY5u2Y2MqtlTfL5OKmtljhbEx8ga1uoY3QNGjRwA7nhQG3LkVvpZ8U/12qvzGjWeOUS+kxzO9b6b88gWmLZ+23s/NmnClZgrK3EdBQWmur33OaKe2Q1DnVDo44y7ee0kDdiZw8B612rM7lHtpXOLAl3y3x5iu3VNivcTYqyGCzU8T3tbI2RoD2gFvbMaeHVp3UBjPZbxpgnLvaSwHjbMaibU4cs98gqa7ej5wQtB0bOW/VCJ5bLoASeb0A10Xowpa7DePsLiS31lHd7Le6NzRNTTtlgqaeRuh3ZGHRzS06atPd4LVLyUGx9lrmxab7nzmdh6mxBFarw+z2a11rBJSCZkMcks80R7WbhNG1rXgtBDjoXBpbOLbC2pLRsY5Z2a92zAXZie41YtVst9O4UdHThkZcS97WkNaGjRrGt1cddNACQB0G6ckjsjXGslq6ahxbbGSHUU9Jey6Jni55j3+24rrOJeRr2bbrROjw/jTHtmqtDuSebqaoi17m8x0ALh4A9vjWDG8tljtrtH5IYddx7l4mGviO4p/bIO0bNtS5PQZpT4JqsMPfXT0DqWWo5+OUxbussMm63fjO9prujRzXt47upA0gbX+yJjrZIx3T4bxJWR3ayXdkk9lvUELooquNjtHscwk83KzeZvM1doHsIJDlgMrcby0zLHJkxgOKYxi6DEsxpeHbcx5lk5/Twb/mfX2Fpy8aAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAOlTs2BvSPiL1wi+QVBMdKnZsDekfEXrhF8gqC7R+70bqnmVptc7qx+rfxISjPoT4lqPx96db564T/LK24H0J8S1H4+9Ot89cJ/llQfY/wDtJro35lc7A/XnOjfmWBERXkbIn60sElTUMghaXPkIa1o6ST3FmWh2SM7bhSQ1sOF91kzQ9oknYxwB6wTqFizCGnnntZI10qoz/wB4LbuwaRsHU0fiVd35d03a6QforUXfznOeRVG0y+56zEgJJMa7tN7O9nljwVPE1VZhZO49ywMJxjZzSNnP728PD2u8GoPSujKee3qAcurI48SLkdPcKBikFp1qLX6WydjIiOXOmnAlNj3BGuejQ6jMNRHOVUXGnBQiIpIS4IiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDYzyVm2nl7kjTXrJPNe8xWO0X65dlrXeKh2lNBVOiZFLDO7/Ftc2KItedGgh28RqCtsd/wtlpnLhNluxRZbBjDD1e2OpbDUxw11JLw1ZI3XeaeB1Dh18CvMI1xb0K+4fx3jDCc/mnDGJbpaZegPoa2Wndp1bzHAoD0LWnYb2QLNUurKLZ6wU+R53j5qt7aloPgbLvNHsBXXNXaO2fdm3D0ceMsbWKyR0VMGUdlo3MfVOiY0BkcFLF2270NHAMHDUgBee6953ZsYlpTQ4izHxVdadw3XQ117qZ43N6t17yNF1KW51EpLjpqSTqeJ9soCSG2/tfXzauzGbfBSTWvCtlZLSYetUsgc+ON7gZKiXQkCaTdZvAHdaGMaC7dL3RkKq97nnecSSe6SqLnICIi4AREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAHSp2bA3pHxF64RfIKgmOlTs2BvSPiL1wi+QVBdo/d6N1TzK02ud1Y/Vv4kJRn0J8S1H4+9Ot89cJ/llbcD6E+Jaj8fenW+euE/yyoPsf/aTXRvzK52B+vOdG/MsCIivI2RLxg/00Wz7qj+UFt3b6Bv2o/EtRGD/TRbPuqP5QW3dvoG/aj8So/bDrLfe+Rrft89aS+/8AlIx7e30OLL65n8mVAxTz29vocWX1zP5MqBimezXu9C6u8ywtkPdSB1d5hERT0s4IiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCK49i6Hv8A0fuJfITsXQ9/6P3EvkIC3Irj2Loe/wDR+4l8hOxdD3/o/cS+QgLciuPYuh7/ANH7iXyE7F0Pf+j9xL5CAtw6VOzYG9I2Ivu+L5BUJRa6HUf3/o/cS+QpvbBsMcGCcRMiqo5x5vi7ZgcB6A/XAFQXaP3ejdU8ytNrndWP1b+JCT7vQnxLUdj7063z1wn+WVtxd0ada1O44t9JLjG9PdeaWMmvnJa5kmo7c9TVB9j3rzXRvzK52B+vOdG/M6kiuPYuh7/0fuJfITsXQ9/6P3EvkK8jZE/fB/potn3VH8oLbu30DftR+Jal8J26jZiW2ObeqR581R6NDJNT2w62rbQ30DftR+JUfth9aWT7XyNb9vnF0n0f8iMe3t9Diy+uZ/JlQMU+Nu2GOfLyyMlqWQN7Jnt3hxH+DPUCVBjsXQ9/6P3EvkKZ7Ne70Lq7zLC2Q91YHV3mW5FcexdD3/o/cS+QnYuh7/0fuJfIU9LOLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuPYuh7/0fuJfITsXQ9/6P3EvkIC3Irj2Loe/9H7iXyE7F0Pf+j9xL5CAtyK49i6Hv/R+4l8hOxdD3/o/cS+QgLciuJtdFoSL9RkgagBkvH/uq3OG6SOpAEREAREQBERAEREAHSp2bApHnFxCB6vi+QVBMdKnXsDDTA2Ivu+L5BUF2j93o3VPMrTa53Vj9W/iQlI7oK1H4+9Ot89cJ/llbcHehPiWo7H3p1vnrhP8ALKg+x715ro35lc7A/XnOjfmWFERXkbIl4wdwxRaz/pUfygtu7fQN+1H4lqIwf6aLZ91R/KC27t9A37UfiVH7YfWlvvfI1w2+cHSfR/yIybeZDcuLNqOm5Ef/AEyoFqee3t9Diy+uZ/JlQMUz2a93oXV3mWDsh7qwervMIiKelnBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAERV3Xa6aFAURVDHnoafaTcd9aUOcLqURNNEQ4CIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiADpU7Ngb0j4i9cIvkFQTHSp2bA3pHxF64RfIKgu0fu9G6p5labXO6sfq38SEoz6E+Jaj8fenW+euE/yytuB9CfEtR+PvTrfPXCf5ZUH2P/ALSa6N+ZXOwP15zo35lgREV5GyJeMH+mi2fdUfygtu7fQN+1H4lqIwf6aLZ91R/KC27t9A37UfiVH7YdZb73yNb9vvrSX3/ykY9vb6HFl9cz+TKgYp57e30OLL65n8mVAxTPZr3ehdXeZYWyHupA6u8wiIp6WcEREAREQBERAEREAREQBERAERdrwfl9esZRySW4xsji0DnyO0GvUuuLGhwGLEirhEPdTqbN1aYSVkoaviLoianVEWTKnIzFVPA+Vk1LLuN3t1snbHwBY5q6eSlmdBK3R7CWkeFdcvNwJrPYuRcHtrFt1Wgbv1lAdD3tMpjJ+K5Nje70LSdfAkZ0dqpzbF+XmC71llU3y9YboLhWTXCSEvq4GTAMa1hAAcDp0lYu4a7Ct2RWdjNVyIqJhPaQC6rkgWrTlqMdiuRFRMJrxINGGQdLHD2CuC2q4pyhyyuWHbjRzYHs0bX08hD4aOON7SGkghzQCFq2uLBFWTRDoa8geJeC1rrgXTDiPgsVu4qZz7TF2VfEtekOLEl4as3FRFzjjnofGiHpKKVk4CIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIOkK4UNnuVyLjQUcs4b0820lfLnNYmXLhDtgwYkw9IcJquXwRMqW9FdqjDN+poXVFRaqmONvEudGRorU8EOIKNe16ZauT6jyseVVGx2K1V8UVPMoiIvo6AiIgCIiAIiIAiIgCIiAL94QHvY09G8NfFqvwX6w/4Zn2wRdD7h+uie0k1YMCYUZZqJ0lkp5HyQMkc57dSSWgnius5s4Ow7Q4VkuVBbYqaaGRrRzY01B16faWRbL/ABNQfcsXyAuq5xekap/po/8AeqwkZ6YfUmtV643vE3num2qRBsiNGhyzEekFFRUamc4TjkjY7uKi5SdK4qzzRUIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAOlTs2BvSPiL1wi+QVBMdKnZsDekfEXrhF8gqC7R+70bqnmVptc7qx+rfxISjPoT4lqPx96db564T/ACytuB9CfEtR+PvTrfPXCf5ZUH2P/tJro35lc7A/XnOjfmWBERXkbIl4wf6aLZ91R/KC27t9A37UfiWojB/potn3VH8oLbu30DftR+JUfth1lvvfI1v2++tJff8AykY9vb6HFl9cz+TKgYp57e30OLL65n8mVAxTPZr3ehdXeZYWyHupA6u8wiIp6WcEREAREQBERAEREAREQBERAFnfIEnsJXjXhzzPxFYIWd8gf4lr/wCmZ+IrAXL/AA5/uLc2H98pfo7yMp691RIxKf7+1v8ATP8AxqXAGp0UR8Tfx9Xf07/xrB2d60X3FofpH/u8ivtd5IW1nSfEthew/wAcm369y6z/ACI1r0Z0nxLYXsPfQbk9dZ/kRrybUv4A77TT8/Ns3dh322+Zni8/xPXfc0vyStRV2/jKp/pHfjK263n+J677ml+SVqLu38ZVP9K78ZUe2OrmFM9W/MiOwT93nOrPJS3npKIek+NFc5sKEREAREQBERAFVo1VFzj6fZQ5TUvFDhDEVyhFTRWipmiPQ5sZIXG4YVv1piNRcLRUQR9G9JGQFJXAwDcI2kNAGtM08PZXy5lRxvwTdHPaHFsbS0kdB32qHtud6zn0bc4b2DZCNsOlIdufXX0l2/2faYwmPVzgi+5o3ddAvzX6HTQgrju69xTFeBrecUX7illI3hA8jr3SuD4XRnt43N6tRouMofO8irhD80QjQohyEREAHSFInJCJjcHGYMaHuqXtJA46Brf7VHYdIUjMkfSUPuuT5LVHboduyC48ULn2EMbEu1iOTPoOO7XKGKa31UU8bXsdC/VpGuvalRErxpWzjqefxqXtf/BJx1xP+SVEO4fw6f8ApHfjWNs9yqyJn2E1/SOgshx5FWoiZR3yPnREU0NYwiIgCIiAIiIAiIgCIiAL9Yf8Mz7YL8l+sP8AhmfbBcLofcP10Jc2X+JqD7li+QF1XOL0jVP9NH/vXarL/E1B9yxfIC6rnF6Rqn+mj/3qpqf/ABRn2vmfoHdvcOP/ACU8kI2ydK4rlJ0riraPz5CIOlXG0WO4XypFJbaR88p7jQuHORibzlwh2wIESZiJCgtVzl0RNS3Iu3Oytxq0E9gqjhx6F1qroaihnfTVMJZJGdHtdwIK6oUeFG4Q3Ip7Z6j1CmtR85BcxF03mqnmfMiHpRdxjQiIgCIiAIiIAiIgCrugqiuNgtFXfrzRWahAM9bMyCME6AucdB+NcOcjGq52iHy97YbVe/ROKnwbo61Rw0Us4NgTFskLJKjF9phlLQXRhsh3T1a7qxLnhs/4gyVkt5ulxp62nr98RTQahpc3TeGhAPdCwUldNIqMdJWVjo6IvIjNOvShVeaSTk5hroi6InsMSoquaW90KizxKAOlTs2BvSPiL1wi+QVBMcSAp17AmvnFxDqP8vi+QVBdo3d6N1TzK02ud1Y/Vv4kJSH0J8S1HY+9Ot89cJ/llbcT0Eda1HY+9Ot88NfOf++VCNjyenNdG/MrnYJwiTiexvzLCiIrxNkS8YP9NFs+6o/lBbd2+gb9qPxLURg4a4otYHqqP5QW3ZnFjftR+JUfth1lvvfI1w2+Jl0l9/5EZNvb6HFl9cz+TKgYp6beYJy6sunfI/kyoFqZ7Ne70Lq7zLB2Q91IHV3mERFPSzggGqKrOn2EB2DDuBcQ4oifNaKMysYdHO1AGvsq5VuUmNKCmfVT23tIxvO0cDoPbWUsivSjOB6pd+JqyDU/waX7R34lDJ645iVnVl2tTCLg2btXYxR67bUKrxor0iPYrsJjHkQ+dDuEtcSC3UEHrX5HpX3XMBtfUAdyRy+IjiVMWrvIimtMeH2UV0NOSqnwKIq7pTcOi+jqKIhBHFEAREQBZ3yB/iWv/pmfiKwQs75A/wAS1/8ASs/EVgLl/hz/AHFubEOF5S/R3kZUHSPGoj4l436u/p3/AI1LgdKiPiYaX2t/p3/jWEs5PSie4tH9JD93kervJC2s6T4lsL2HvoNyeus/yI1r0Z0+wthew+P+JuTiD/fWf5Ea8e1FM0B32mn59bZ+67vtt8zPF5P9564f6NL8krUXdv4yqf6V/wCMrbpeP4orj/o0vyStRd1OtyqSP/au/GVHdj3CFNdW/MiewNF7Cc6t+Zbz0nxoh6T40V0GwiBEQDVAEVd09xNxyAoirunuqiALnH0rgv0iaSN7UaaocpqhKvBHpRtP3K3/AHr5cyfSPdf6Jvy2r6sE+lK0nX/JW/718uZI1wRdv6Jvy2qpWfxT7/zP0HmlT9Ql/wBv+Qi6e741esG0kFdia10lSwPimq4mPae6C4aqzFp/Cr/gPhjCzA+rYflK05pVSA9U8F8j8755VbLxFTwXyU2l0WXuBaKkipIcH2Xm4mBjQ6hicdAOstJKi/t0YMwtY7DYb7Z7HR0VVPUSQSGnhbGHMa1pGoaAO6pgt6Pa/Eos7fo1wThviB/d0/yGLW2yKhNxbkhNfEcqKrs8V8DUTZxVZ6Ld0GHEiuVqq7gqrjmQXd6Iqiq/0RVFsybhhERAB0jxqRmSPpKH3W/5LVHMdIUjMkQRgocP8qf8lqjd0/uHvQunYN3uZ9hx3iv/AIJP/RP+SVEO4/w6f+kP41Lyu/gc5/8AhP8AklRDuP8AD6j+kP41jbO9WL7icfpI8Ysj0d8j50RFNjV4AarkGAjpVxw1b47rfaO3SkhlRK2MkdwEqQbMoMEMAa6gkcRw3jIdSsVUaxL0xWtjZyvgT6zdnVWveHEi07dwxURd5ca+BGvcHWuKybm5ga0YVFHVWkPZHU7wLCddC3T+1YyXslJpk5CSND0Ujlw0GatqoRKbO47RmuNAiJovSYQIq7p8CbjkwCiKpaQqIAv1h/wzPtgvyX7wxkTM4jTeHFcLofcL10Jb2X+JqD7li+QF1XOL0jVP9NH/AL12qycbNQfcsXyAuq5x8MDVOp/xsf8AvVT0/wDijPtH6B3av/Ycf+SnkhG2TpXFcpOkHrXFWyfnyB0rLGQejr3W6tB0g1HugsTjiQFljIIf37rv6D/zBYqt5SnxVTwLA2WtR13SSL/n+Smc+jiFGrNtrW45r2taBxb8kKSqjXm6P+HVcest+SFEbRX+8vz4GxP6Q7WpQYDsf+onkp0l/Byoqv8ARKisM02AGq5bnDXVIxvOAWT7DkrdLxbILi6408LZ2B7GuJJ3T0dAXmmZuDKN3oy4QztCtup3LFdApkJYjmplUTkhjDcGmuq4rIuLcobphi0yXc10FRFH6MM11GvDXiPCsd6HXRcy01Cm2dpBdlDqrdAqFuzH0SpQlhvxnC+BRERegw4REQGTxhjZz7ucGNT/ANiIP2irthWn2dsL4ituIos1MZVT7bVR1TYHYNhjEhY4ODS4V53ddOnQrDSAkcQviJDSKxWO0VMfE640JsaG6G7RUwvvNhh25slXHe5jEPH/AEOP9IsU58525D550Nroq7E+KbELXJLI10NgirOd3w0aEGqj3dN3w669xRK3yqE6qI0uxaRR5ts7LNVHp4rnUglG2a0KgzzajJtckRucZdnUyecM7Op6c4MafeRB+0VTzr7On2Yca/eRB+0VjFFMSfmTxhjZ0BB/dgxof+xEH7RWcMis9shsjrLcLLRYlxRfG187agyzWKKj5sgEboaKmTe6enUKICa6rG1alS9ZlXSc0iqx2uFwYiuUSUuGSdITqKsN2M4XC8DYYNuTJPpMOIeHH+Bx/pFFG/2zZ1vd6rrw7NjGcDq2d85ibgyB4YXHXdB7IDXTXp0CxF7KoeJ6dVj6Fa9Pt1XrIoqb+uVyYq2bLpdpq9aaipv4zlc6GTvOvs6fZhxr95EH7RTzr7On2Yca/eRB+0VjFFIiWGW7PZ9nS1XSluQzaxpMaaVsojOC4GBxB1017IHT2lLBu3Jkm1oHNYh4D1FH+kWvQHToT2FHa9a1PuNWLPIq7ucYXGpFLlsyl3ZufWSKu5nGFxqTCzzz9yHzuw/RYfrMRYpsbKOp80iaGxRVhed0jd3TUx6dOuupWDPOvs5/Zhxr95EH7RWMEXvpNJlqLKpJyiKjEzqudTJ0KhyluyTZCSRUhtyqZXOpk7zr7On2Yca/eRB+0U86+zp9mHGv3kQftFYxRZMzBk7zr7On2Yca/eRB+0VVuGdnQHUZwY0+8iD9orGCIDO+HseZT4DojZ8O4ivt7p5Hc86oqrOyie1x4bu4KiUEaAHXeHT0K5yZ3YEkjMbuyTQ4FpIgaSAe7pvDVR26O6FXXwn21hZigSczGWO9F3l9paFJ2u3HRqaylyzm9k1u6no8cdTKdRYNnapmdO/N7GTXSEucBgqEgE9zXsgFwZhfZ0J45wY04nh/wIg/aKxav0Z9T4wsyibqYQrKLEdEc57tVypMbDGwbg/FmHrdiW2Z1XJlJc6dlTC2bCzWvDXDUBwFYQD7K+fHGw9gXL7CVfi6+Z1XV9HbmiSUU+FWPkLS4N4NNYAeJHdCkxkn9CPCPrTT/JCsW0+NcisVfc8f5ViouBf9XiVxJBVTc7Td05b2DWaX2o12LciUtXN7NYu56vHG9jXJBI4Y2c/swY1+8mD9orj519nT7MONfvIg/aKxk5UV6qbLGTvOvs6fZhxr95EH7RTzr7On2Yca/eRB+0VjFEBk8YY2c+7nBjU/9iIP2iuzYcxhlFgCldRYbxRiG9x1B35ZKuyR0JjI4Boa2ol3hoenULBSqCesLzTcpDnYSwYuimdty4Zy159tRkFRIjcomUynEkUc8cC/W3H3lvlLpdws2z1cql9dUZs4yhlnJkfGzBkDwwniQHdkBrp16BYq16z+FUPcXnkaXL05V7BNTM3Zf9YvRkNlUc1UZnGExqZOGGNnMdGcGNPvIg/aKz9krtGZE5NYRdhGhvuJ71Gap9V5plskVI7VwaN3cFRJ0bvTvd3oUMk1PtLrrFGla7LLKTiKrM54LjQq+v0CTuSTWRnkVWKqLwXGhsGrdtzJOqop6UtxEzn43RlwoY3FoI01050aqJ9XYdnWpqJJxm9jNpe4uIGCYT0//uCxVvFUXkoVtSFuo9siipv65XOh4bZtCm2mkRtORUR+M5XOhk84Y2cz/wCmDGv3kQftFU86+zp9mHGv3kQftFYxRSAlBk7zr7On2Yca/eRB+0VybhfZ17mcGNPvIg/aKxeuTOlBqZswplRkXjGskoLVnFixskcfOOM2C4WjTh1XA9a7T8zBlTr9GjEH3oR/ryx5kJ6Yqz7mPymrO4Gp0UMrlcmpCa7KCqYwnI2a2W7LKDdtASo1BHdpvKnB2E4ewwziTLfIXC90ktFyzhxc6eIAkxYLhc3iNek3AK0edfZ0+zDjX7yIP2irbnLxxxVk/WR/IC6GelSuUiujy7Ij9VQoG5ZCFS6vMycD1GPc1M8eCLgyd519nT7MONfvIg/aK5tw3s6tAH7sGNDoddPOTB+0Fi5F6DBouCQlvzcy5sdFFaLdXXaupqRvNRVEtCyB8jR9U6MSP3Tx6N4+Nfncs1ctsSUUtju9xvFto6sbktVDb2VL4wDrqIzKze4gfVBYABQnX/8A6sGlvyaR+3wu9nOpaT9sFyvpn1S5zey3dz1eOMY16GUHYb2dSSRm/jMD+pMH7QX3WK37O9lu9JdW5s4ymdSTMmaw4LhaHFpB0183nTo6dCsQIszEYkRisdovAqqKxIzHMdouU+JsLG3LknujWHEOv3FH+kWMc989chc8bNb7PXYmxRY226Z87ZIbBFWGQuAG7oamPd9DrrqelRD3iqanoUQptiUelTbZ2Xa5HtVVT0s6kDpOzWhUWebUJRrkiNVVTLspxMnnDGzoTr+7BjT7yIP2gqedfZ0+zDjX7yIP2isYopkT8yd519nT7MONfvIg/aKedfZ0+zDjX7yIP2isYogMntwxs5hwP7sGNOn/ANyIP2iu2WHMHKrA9CLJYMQX29UuvPGpqrRHRP3zwLebE8vAaDjvd3oWBFyB07q8k5JQp+F2MXQkNs3NPWnPJUKcqJEwqcUymF9hIiTOzAc7HQvNzY2QFrnCnY4gHgSBvDX2wukVGHNnSaZ8rs3caNc87xAwVAdD4+yHFYu18J9tcTxK6ZCmQKcipATUyN23zVb0WG6qKirDzjCY1MnedfZ0+zDjX7yIP2innX2dPsw41+8iD9orGKLIkNMtWu27PtjrYrtQ5pYwrKmkIliglwfDEyRw4hpeK926D17p8S7kc8cDjpbcPeW+Uo6NOhVdf/vVYyfpMtUXI6OmhObT2hVizIMSDTFaiPXK5TJnHEeLMnswo4oMSYtxFYm0ZLojR2KOv53e9ECHVMW7poOvXXuaLrXnX2dPsw41+8iD9orGeo61xXqlJWHJwkgwtEMBcFem7ln31Kex2j9cJhOHsMnedfZ0+zDjX7yIP2iuTcL7Op00zgxp95MH7QWL1zZ0hekwyGecK5HZK4xopK61ZyYoZHE/mzz2DYmknTXuV5V7OzFlQ3j+7PiD70Y/11WbIf0t1f3QPkrJT/QlQap1+clZ1YEPG6i+BtXZOyO3q7bMGqzTXdq9qquHYTKZ5GDKvCGzxTTPglzgxmHRuLXbuCYCNR/+4L8POvs6fZhxr95EH7RXQb5p2TqtP/alW9TaGquYirzQ1bm4bYMw+G3RFVPgpk7zr7On2Yca/eRB+0V+seHdnWNzX/uwY0dukHQ4Jg4//wAgsWIvv2HS1ytXKEiKfOjAFFDHR08lznhp2CKOV1KyMva0aBxbvndJA101PjXyXvMbK3GVA6x3293u0Ukh33VFNa46x4I6BzZmjGh16d7hp0FYDB4dJ9tNTrqCsJCoEnBjJHai5Rc6loT21+5KhTHUmM5vZObur6PHGMamT3YY2dD/AOmDGo/7EwftFcfOvs6fZhxr95EH7RWMdEWbTgVavEyeMMbOgOv7sGNfvIg/aKvmGr3knl/LJX4dxxia9zzjm3xVeHIqJrG9O9vNq5deI6NAsKJrw0XTMQGTUJ0GJoplKLV5mgz0OoyaokRi5TKZT4EiznjgbuMuPvLfKXVb4ciMX1z79ecycV2yrqNDJS0+FIapkZHDQSGtjLuA19COlYg18J9tcT0rwSNGlqc9YkHOVTGpLLr2lVy8pVspU1arWrlMNxx//KZPOGNnQ/8Apgxp95EH7RVPOvs6fZhxr95EH7RWMUWVK/MoxYZ2dGvBGb+NDp14Jg/aC7rR5w5d2ekitNDVXWrp6Rohinlo2Qula3gHFgkduk9W8dOtR5HjVeA7q8M9ToFRajI6cEJZal5VOzY75imKiOemFymeGpn68Zn5Z4roJcP3m63m2UdSP3yrprcyqfHpxGkRljDtSAPRDTVdQ87OzmTr+7BjX7yYP2isYajwqi5kZCFT4fZQdDquq7aheM22dqSor0Td4Jjhr8zJc2GdnlkMjqfNzGUsoYTGx+C4GNc7TgCeyB0Hh0KxvMIhK8QOc6MHRrnDQkdZHcXBF7SMBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBc2dI8YXBc2dI8YQLobV8k/oSYS9aaf5IVj2nvoE4r+5o/yrFfMk/oSYS9aaf5IVj2nvoE4r+5o/yrFqnLd6k/nfmNIZTvs3/cfnNYTu4qKru4qLaw3eCIiAIiIAiIgCIiAIiIAiIgC5R+iXFco/RLlAmplLIX0x1n3M75QWdx0jxrBGQvpjrPuZ3ygs7jpHjVY3V+/+5DeLYJ3Sb9txG/OT08Vf9HH8gLoi73nJ6eKv+jj+QF0RWBTv3SH9lDUa9+8U7/Mf5hERe0iwREQBERAEREAREQBERAEREAREQBERAEREAREQBc2dIXBc2OAA1Q5Qz5kP6XKw/wCkf+VZJk9AfEsLZQ45w/h621NuvNZ5nc97XsJYSDw0I4Bd8qM18ExU8r4rs2V7WnRjY3ak+yFW9Yp01Gn3PYxVRV1N2NnV30KRs6BKzM0xr2sVFRXJnnyI53r+Mqn+lcvgX13KdlTWTzsGgkkLh7a+RWLDRUYiL4GmE65r5mI5q5RVXzCIi+zyhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAXNnSPGFwXNnSPGEC6G1fJP6EmEvWmn+SFY9p76BOK/uaP8qxXzJP6EmEvWmn+SFY9p76BOK/uaP8qxapy3epP535jSGU77N/3H5zWE7uKiq7uKi2sN3giIgCIiAIiIAiIgCIiAIiIAuTOlcVVnSgMp5CemKs+5nfKas7jpCjTlnjChwfeZK6vikfDNEY3BnFw6Oj2Qsqfu44MAH73Xg9Rib5SgNxUybmpztILFVMIbbbGr4t+hW2knUplsOIjnLhfBdDGWcg/4bVZ7u5H8gLoa7JjnEMWJ8Q1F1giMccmgaD06AABdbU0kYboUtDY5OKIa1XXOQahW5qal1yx73Ki+KKoREXqI8EREAREQBERAEREAREQBERAEREAREQBERAEREAQEhEQFd53Wm+7rKoiAEkoiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAubOkeMLgubOkeMIF0Nq+Sf0JMJetNP8kKx7T30CcV/c0f5VivmSf0JMJetNP8kKx7T30CsVfc8f5Vi1Tlu9SfzvzGkMp32b/P/OawndxUVXKi2sN3giIgCIiAIiIAiIgCIiAIiIAgOiIgOQfpw0Tf49C4ogOXOcNNFxREOVXIREQ4CIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIBoepND1K57+HfUtw9+Z5Kb+HfUtw9+Z5KAtmh6k0PUrnv4d9S3D35nkpv4d9S3D35nkoC2aHqTQ9Sue/h31LcPfmeSm/h31LcPfmeSgLZoepND1K57+HfUtw9+Z5Kb+HfUtw9+Z5KAtmh6k0PUrnv4d9S3D35nkpv4d9S3D35nkoC2aHqTQ9Sue/h31LcPfmeSm/h31LcPfmeSgLZoepND1K57+HfUtw9+Z5Kb+HfUtw9+Z5KAtmh6k0PUrnv4d9S3D35nkpv4d9S3D35nkoC2aHqTQ9Sue/h31LcPfmeSm/h31LcPfmeSgLZoepND1K57+HfUtw9+Z5Kb+HfUtw9+Z5KAtmh6k0PUrnv4d9S3D35nkpv4d9S3D35nkoC2aHqX6MadWnQ6ajuL79/DvqW4e/M8lfoJbCAAKW4exMzyUBtEyVBGUuEgekWmn19wFYtp7X9wvFQHqePT31iwDl5tuWPCOELXheuwZWVLrZTMp2zMqWt3mtGg1G70r4M29smy5h4IrsI0GEqyjbX7rJZH1LXaNDg7h2vgWv0Cya0y4UnHQvQ7TezlNM5NWpXZzcLLpbUHQf7Ltd7OU03skUHA9S46HqV2e/D3dpLgP/AJzPJXDfw76luHvzPJWwJtKWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1JoepXPfw76luHvzPJTfw76luHvzPJQFs0PUmh6lc9/DvqW4e/M8lN/DvqW4e/M8lAWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1JoepXPfw76luHvzPJTfw76luHvzPJQFs0PUmh6lc9/DvqW4e/M8lN/DvqW4e/M8lAWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1JoepXPfw76luHvzPJTfw76luHvzPJQFs0PUmh6lc9/DvqW4e/M8lN/DvqW4e/M8lAWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1JoepXPfw76luHvzPJTfw76luHvzPJQFs0PUmh6lc9/DvqW4e/M8lN/DvqW4e/M8lAWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1JoepXPfw76luHvzPJTfw76luHvzPJQFs0PUmh6lc9/DvqW4e/M8lN/DvqW4e/M8lAWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1JoepXPfw76luHvzPJTfw76luHvzPJQFs0PUmh6lc9/DvqW4e/M8lN/DvqW4e/M8lAWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1JoepXPfw76luHvzPJTfw76luHvzPJQFs0PUmh6lc9/DvqW4e/M8lN/DvqW4e/M8lAWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1JoepXPfw76luHvzPJTfw76luHvzPJQFs0PUmh6lc9/DvqW4e/M8lN/DvqW4e/M8lAWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1JoepXPfw76luHvzPJTfw76luHvzPJQFs0PUmh6lc9/DvqW4e/M8lN/DvqW4e/M8lAWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1JoepXPfw76luHvzPJTfw76luHvzPJQFs0PUmh6lc9/DvqW4e/M8lN/DvqW4e/M8lAWzQ9SaHqVz38O+pbh78zyU38O+pbh78zyUBbND1Irk5+H907lLcNdOGsrPJVucNHHRAUREQH/2Q=="/></p>
<p>Relying on which side of the trade you’re on (long or short), you’ll both <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> pay a small charge or obtain one. It modifications each few hours and is ready by the market, not the platform. In our High Picks, we have fastidiously reviewed and selected the best crypto futures exchanges for 2025, serving to you discover platforms that present the necessary features for efficient trading. To sum up, the most effective crypto futures buying and selling platforms are MEXC, BYDFi, Binance, Bybit, Bitget, KuCoin, and Deribit as a end result of a number of perpetual contracts, low charges, and excessive leverage.</p>
<ul>
<li>It’s also necessary to choose a platform that&#8217;s accessible in your country and aligns along with your trading style preferences.</li>
<li>If the contract worth is decrease than the spot price, the funding fee will be adverse, which signifies that the quantity of shorts exceeds the longs and the shorts pay the longs.</li>
<li>But they’re also one of many easiest methods for newbies to blow up an account if you’re not cautious.</li>
<li>Like most trading instruments, perpetual contracts have their upsides and disadvantages.</li>
</ul>
<p>The platform additionally has a clear and intuitive interface, which makes it straightforward <a href="https://en.wikipedia.org/wiki/Proof_of_personhood">Proof of personhood</a> to navigate, handle accounts, and execute trades. Futures buying and selling, like any other form of buying and selling, may be worthwhile however carries excessive danger, particularly when utilizing leverage. Income depend upon market situations, strategy, and efficient risk management.</p>
<p>It should offer you peace of thoughts knowing that every little thing is aligned with world standards. Most centralized platforms require KYC for full access, however some, like BloFin, enable trading with certain limits with out KYC. It’s part of the contract, and the charge is settled straight out of your account. Examine market developments, information, and technical indicators to decide when to exit.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Unlocking The Facility Of Automated Buying And Selling With Ibkr: A Comprehensive Guide</title>
		<link>http://www.cn-solargardenlights.com/unlocking-the-facility-of-automated-buying-and.html</link>
		<comments>http://www.cn-solargardenlights.com/unlocking-the-facility-of-automated-buying-and.html#comments</comments>
		<pubDate>Mon, 12 May 2025 15:09:36 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cn-solargardenlights.com/?p=1051</guid>
		<description><![CDATA[Integrating Interactive Brokers API with Python unlocks a world of prospects for merchants and builders. From automating trades to constructing custom analytics tools, the IBKR API is a robust asset. Following this information is just the beginning of your journey &#8230;]]></description>
				<content:encoded><![CDATA[<p>Integrating Interactive Brokers API with Python unlocks a world of prospects for merchants and builders. From automating trades to constructing custom analytics tools, the IBKR API is a robust asset. Following this information is just the beginning of your journey towards mastering automated trading with Python. The evaluation on this material is provided for data solely and is not and should not be construed as a proposal to sell or the solicitation of a proposal to purchase any safety.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="358px" alt="programming interactive brokers" src="https://www.xcritical.com/wp-content/uploads/2023/11/1zn-1-768x509.webp"/></p>
<h2>Subscribing To Market Information</h2>
<p>VS Code, Sublime Text, and Atom additionally work great with Python and can be used with other programming languages as properly. The benefit that IB brings with its API is assist for a quantity of languages and the choice to code in your favorite IDE. Supported languages presently embrace Python, Java, C++, and .NET.</p>
<p>Subsequently, the information is not as correct as reqTickByTickData. As a substitute for the tick information used on this instance, we could have used the reqMktData function. In Any Other Case, the script will ship several consecutive orders as quickly as the situations are met since it is running in an infinite loop.</p>
<p>It shouldn&#8217;t be construed as research or investment recommendation or a advice to buy, sell or maintain any security or commodity. Automating your buying and selling is a versatile endeavor that might be undertaken in numerous coding languages and unlimited strategies. Whether you’re using Python, C++, C#, Java, or another language, the principles of threat administration, thorough testing, and continuous enchancment stay universal. By following these steps, you can build and deploy a sturdy automated trading system, adapting to changing market situations and guaranteeing sustained success. To ensure success, always keep informed about market developments and be ready to refine your technique for optimal performance.</p>
<p>This will copy the required Python source recordsdata to your exhausting drive. As Quickly As completed, navigate over to the directory that you specified in the installer and drill right down to this listing – /TWS API/source/pythonclient. In this folder, run the python3 setup.py set up file to put in the API as a package deal. Possibilities are that if you’re studying this information, you’ve already carried out your research and concluded that Interactive Brokers (IB) has nice online critiques. The dealer is well-known for aggressive commission rates and breadth of markets.</p>
<p>From trend-following algorithms to mean-reversion strategies, customers can choose and customise algorithms that align with their preferences and danger tolerance. Algorithmic buying and selling is most frequently utilized in day- and swing-trading, but may also be employed by long-term traders. It&#8217;s used in a number of financial markets together with shares, options, futures, foreign exchange, and crypto. It additionally provides versatile APIs and intensive market data, an ideal combination for programmers seeking to create their very own algo-based methods.</p>
<ul>
<li>At this level, the order is sitting on IB’s server and will most likely be managed from there.</li>
<li>What we&#8217;re after, is a worth change that occurred in the last 5 minutes.</li>
<li>Log essential occasions, errors and anomalies for straightforward debugging and steady enchancment.</li>
</ul>
<p>There are 4 basic steps to establishing a connection to the IB API in Python.</p>
<h2>Download The Total Codebase</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="359px" alt="programming interactive brokers" src="https://www.xcritical.com/wp-content/uploads/2023/11/2nmin-768x512.webp"/></p>
<p>To create price conditions, we&#8217;d like the contract id, or ConID, of the belongings we are attempting to trade. Then, so as to export the information using Pandas, we created a dataframe. The pandas.to_datetime operate is called to transform the incoming knowledge to a DateTime object so that it goes to be simpler to manipulate later on.</p>
<p>What we are after, is a value change that occurred in the final 5 minutes. This strategy has some similarities to the final one, though we have to take a wholly completely different method and code this manually. At this point, the order is sitting on IB’s server and it will be managed from there. Even if we shut down our script, that order will stay energetic and IB will execute it when the situations are met.</p>
<div style='text-align:center'><iframe width='564' height='319' src='https://www.youtube.com/embed/ZOohpUDdqKQ' frameborder='0' alt='programming interactive brokers' allowfullscreen></iframe></div>
<p>Regardless of the programming language you select, step one involves establishing an API connection and/or getting authenticated into your trading platform. These credentials function the gateway on your code to connect with the platform’s API, enabling access to real-time market information and order execution capabilities and account data. This materials is from AlgoTrading101 and is being posted with its permission. In the dynamic world of monetary markets, staying forward of the curve is crucial for success. Traders and investors are continuously looking for revolutionary instruments and platforms to reinforce their strategies and maximize income. One such cutting-edge solution is Interactive Brokers (IBKR) Automated Buying And Selling <a href="https://en.wikipedia.org/wiki/Ethereum">Ethereum</a>, a game-changer that empowers customers to execute trades with precision and efficiency.</p>
<p>Utilize the capabilities of your chosen coding language to construct a program to execute, purchase and sell orders based in your buying and selling technique. Learn and incorporate the required order sorts, such as market orders or limit orders or different advanced orders, to align with your <a href="https://www.xcritical.in/">turnkey forex solutions in India</a> particular technique. We’ve discovered an answer created by Thane Booker and have uploaded the code on to&nbsp;GitHub. It’s particular to the reader.py file and it basically wraps the affected portion of the code in a try/except block to catch the error and permit a correct disconnect.</p>
<p>Now that you’re able to get market knowledge and create orders, you might need to implement some kind of an alert system. Maybe when an order will get triggered, or a sure price level is reached. When utilizing reqTickByTickData, there is the chance of a quantity of trades coming in quickly with the identical timestamp. This could cause knowledge loss since we&#8217;re storing our data <a href="https://www.xcritical.in/blog/trading-api-meaning-and-benefits-of-api-for-trading/">api trading platform</a> primarily based on the time worth.</p>
<p>There are a selection of issues concerned in this custom perform. It makes the request for knowledge and it creates the variable where the information is saved. Also, it has some error checking to make sure the information is in reality returned and that there are no problems. Lastly, it waits for the info, so other instructions usually are not executed before the data is obtainable in. Set it to 1 if you want the response knowledge to contain readable time and set it to 2 for Epcoh (Unix) time.</p>
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