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	<title>FinTech archivos - Festiland</title>
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		<title>Non-deliverable Forward Ndf: Meaning, Construction, And Currencies</title>
		<link>https://regalos.paradigma-digital.com/2025/05/29/non-deliverable-forward-ndf-meaning-construction/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Thu, 29 May 2025 11:32:29 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=24254</guid>

					<description><![CDATA[<p>NDFs are primarily utilized in markets where the forex is not freely tradable or faces sure restrictions. Tamta is a content writer based mostly in Georgia with five years of expertise masking global financial and crypto markets for news outlets, blockchain corporations, and crypto companies. With a background in higher training and a personal curiosity &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2025/05/29/non-deliverable-forward-ndf-meaning-construction/"> <span class="screen-reader-text">Non-deliverable Forward Ndf: Meaning, Construction, And Currencies</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/05/29/non-deliverable-forward-ndf-meaning-construction/">Non-deliverable Forward Ndf: Meaning, Construction, And Currencies</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>NDFs are primarily utilized in markets where the forex is not freely tradable or faces sure restrictions. Tamta is a content writer based mostly in Georgia with five years of expertise masking global financial and crypto markets for news outlets, blockchain corporations, and crypto companies. With a background in higher training and a personal curiosity in crypto investing, she focuses on breaking down complex ideas into easy-to-understand info for new crypto buyers. Tamta&#8217;s writing is both professional and relatable, ensuring her readers gain useful insight and knowledge. In fact, to grasp the basics of non-deliverable ahead vs. forward-deliverable contracts, you have to know what forward contracts are. So, this information will first elaborate on what forward contracts as properly as the differences between deliverable and non-deliverable ahead contracts.</p>
<p>NDFs enable financial improvement and integration in nations with non-convertible or restricted currencies. They encourage trade and funding flows by allowing market members to entry these currencies in a forward market. Moreover, NDFs promote financial innovation and inclusion by offering new merchandise and alternatives for monetary intermediaries and end-users.</p>
<h2>Main Members In Ndf Market</h2>
<p>Instead, the only financial transaction includes the distinction between the prevailing spot price and the rate initially agreed upon in the NDF contract. NDFs gained massive popularity through the 1990s among businesses looking for a hedging mechanism against low-liquidity currencies. For occasion, a company importing items from a rustic with foreign money restrictions may use NDFs to lock in a favourable change rate, mitigating potential foreign change danger. The article will spotlight the key characteristics of a Non-Deliverable Forward (NDF) and focus on its advantages as an investment automobile.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="353px" alt="What Is a Non-Deliverable Forward" src="https://www.xcritical.com/wp-content/uploads/2022/09/what-is-solana-crypto-1-768x512.webp"/></p>
<p>It’s essential for institutional investors to assume about tax implications not simply when making income but additionally when incurring losses by way of NDF contracts. In many jurisdictions, losses incurred from foreign forex transactions can be used to offset future capital features or earnings, providing a priceless tax planning alternative. Nevertheless, the rules concerning loss deductions might differ between nations and jurisdictions. The construction of an NDF contract consists of specifying the forex pair, notional quantity, fixing date, settlement date, and agreed-upon NDF fee.</p>
<p><a href="https://www.xcritical.com/blog/non-deliverable-forward-what-is-ndf-and-its-functionality/"></p>
<figure><img src='https://www.xcritical.com/wp-content/uploads/2022/09/best-way-to-earn-crypto-rewards-1-768x512.webp' alt='what is ndf' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='403px'/></figure>
<p></a></p>
<h2>How Ndfs Contribute To International Currency Markets</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="353px" alt="What Is a Non-Deliverable Forward" src="https://www.xcritical.com/wp-content/uploads/2022/09/what-is-solana-crypto-768x512.webp"/></p>
<p>Non-deliverable forwards (NDFs) are forward contracts that permit you to commerce currencies that aren&#8217;t <a href="https://www.youtube.com/results?search_query=Proof+of+work">Proof of work</a> freely out there in the spot market. They are in style for emerging market currencies, such because the Chinese Language yuan (CNY), Indian rupee (INR) or Brazilian actual (BRL). Unlike common forward contracts, NDFs do not require the supply of the underlying currency at maturity.</p>
<p>While this mechanism mirrors a secondary foreign money loan settled in dollars, it introduces foundation danger for the borrower. This risk stems from potential discrepancies between the swap market’s change price and the house market’s price. While borrowers may theoretically have interaction directly in NDF contracts and borrow dollars individually, NDF counterparties typically opt to transact with specific entities, usually those maintaining a particular credit rating. Consider a state of affairs the place a borrower seeks a loan in dollars however wishes to repay in euros. The borrower acquires the mortgage in dollars, and while the compensation quantity is set in dollars, the precise payment is made in euros based mostly on the prevailing exchange rate during repayment. Concurrently, the lender, aiming to disburse and obtain repayments in dollars, enters into an NDF agreement with a counterparty, similar to one within the Chicago market.</p>
<p>Forex swaps are better used for long-term financing or for managing rate of interest threat. Foreign Money swaps assist companies with cross-border operations secure better borrowing charges while hedging against exchange fee fluctuations over an extended interval. A non-deliverable forward (NDF)&nbsp;is usually executed offshore, meaning exterior the house market of the illiquid or untraded foreign money. For example, if a rustic&#8217;s forex is restricted from moving offshore, it won&#8217;t be attainable to settle the transaction in that currency with somebody <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> exterior the restricted country. However, the two events can settle the NDF by changing all income and losses on the contract to a freely traded forex. They can then pay each other the profits/losses in that freely traded currency.</p>
<p>The fixing date is the date at which the distinction between the prevailing spot market&nbsp;fee and the agreed-upon&nbsp;fee is calculated. The settlement date is the date by which the fee of the distinction is due to the get together receiving payment. The settlement of an NDF is nearer to that of a forward price agreement (FRA) than to a traditional forward contract. The risk that this firm faces is that in the time between them agreeing to the sale and really receiving cost, change rates could change adversely causing them to lose money. A Non-Deliverable Forward (NDF) contract is a type of by-product instrument used in international change buying and selling. It is a financial contract between two parties, usually a financial institution and a client, that permits for the exchange of 1 forex for another at a future date at a pre-determined exchange rate.</p>
<p>Like other financial devices, non-deliverable forward contracts even have setbacks. The borrower might, in principle, enter into NDF contracts directly and borrow in dollars individually and achieve the same outcome. NDF counterparties, however, could favor to work with a limited vary of entities (such as those with a minimal credit score rating). Rohan Malhotra is an avid dealer and technical evaluation fanatic who’s enthusiastic about decoding market actions through charts and indicators. Armed with years of hands-on trading expertise, he specializes in spotting intraday alternatives, reading candlestick patterns, and identifying breakout setups.</p>
<ul>
<li>Moreover, they do not require the underlying forex of the NDF in physical type.</li>
<li>In some instances, an investor might find a way to deduct the commissions and charges incurred whereas executing NDF transactions as a business expense.</li>
<li>In the methods talked about beneath, trading platforms can get a possibility to create a diverse portfolio of products and services that add to their profits, with a major diploma of control on threat and losses.</li>
</ul>
<h2>Understanding The Functioning Of Ndf Contracts</h2>
<p>The NDF market offers with forward contracts around currencies, the place merchants wouldn&#8217;t have to bodily change currencies, but settle the speed variations in cash. When the time comes, they simply trade at the spot rate instead and benefit by doing so. With a ahead trade, once one has been agreed to, each parties are contractually obliged to complete the agreed change of currencies. Whereas there is a premium to be paid for taking out an option commerce, the advantages provided by their optionally available nature are important. With an choice trade, a company that is exposed to trade rate risk can depend on a similar settlement to a forward commerce.</p>
<p>The largest section of NDF buying and selling takes place in London, with energetic markets also in New York, Singapore, and Hong Kong. If in a single month the speed is 6.three, the yuan&nbsp;has elevated in worth relative to the united states greenback. If the rate increased to six.5, the yuan&nbsp;has decreased in value (U.S. dollar increase), so the celebration who purchased U.S. dollars is owed cash. That mentioned, non-deliverable forwards usually are not restricted to illiquid markets or currencies.</p>
<p>For instance, the borrower needs dollars however wants to make repayments in euros. So, the borrower receives a dollar sum and repayments will still be calculated in dollars, but payment might be made in euros, using the present exchange fee at time of reimbursement. One Other threat is counterparty threat which is the risk that the opposite party within the NDF contract is not going to fulfill their monetary obligations. Since NDFs are traded over-the-counter, they don&#8217;t go through a centralized clearinghouse that guarantees the transaction. This makes participants weak to the likelihood that their counterparty could default. Often, the foreign foreign money is distributed to the ahead trade provider who converts it into the original company’s home currency and transfers it to them.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/05/29/non-deliverable-forward-ndf-meaning-construction/">Non-deliverable Forward Ndf: Meaning, Construction, And Currencies</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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			</item>
		<item>
		<title>8+ Best Fiat To Crypto Exchanges In 2025</title>
		<link>https://regalos.paradigma-digital.com/2025/05/28/8-best-fiat-to-crypto-exchanges-in-2025/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Wed, 28 May 2025 16:26:08 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=24224</guid>

					<description><![CDATA[<p>Liquidity within the markets is also essential, as it could affect the convenience of executing trades and the prices you get. A few exchanges companion with third-party payment processors like PayPal or Skrill to facilitate fiat deposits. Whether Or Not you’re trading, investing, or just storing cryptocurrencies, it’s crucial to ensure that the exchange you &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2025/05/28/8-best-fiat-to-crypto-exchanges-in-2025/"> <span class="screen-reader-text">8+ Best Fiat To Crypto Exchanges In 2025</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/05/28/8-best-fiat-to-crypto-exchanges-in-2025/">8+ Best Fiat To Crypto Exchanges In 2025</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Liquidity within the markets is also essential, as it could affect the convenience of executing trades and the prices you get. A few exchanges companion with third-party payment processors like PayPal or Skrill to facilitate fiat deposits. Whether Or Not you’re trading, investing, or just storing cryptocurrencies, it’s crucial to ensure that the exchange you choose prioritizes security above all else. Additionally, Bybit has an in depth NFT marketplace that gives early entry to metaverse products and zero transaction fees. These currencies are accepted via numerous payment strategies, including wire transfers, bank cards, and third-party payment channels like Lvl and Banxa.</p>
<ul>
<li>Moreover, the platform’s robust safety measures and aggressive rates ensure a protected and cost-effective trading expertise.</li>
<li>With its user-friendliness and strategic partnerships, Bitstamp is a superb alternative for both novices and experienced merchants looking to exchange fiat foreign money for cryptocurrencies.</li>
<li>Liquidity ensures you should purchase or sell cryptocurrencies quickly without value fluctuations.</li>
<li>Uphold is a leading world platform that empowers people to commerce, trade, and hold a diverse vary of assets, together with cryptocurrencies and conventional currencies.</li>
<li>It caters to both novice and skilled merchants, offering a secure and user-friendly platform for getting, selling, and storing digital property.</li>
</ul>
<p>On common, card payments incurred a 3% to 4% charge, making it one of the costly platforms we have reviewed. Nevertheless, trading on OKX will incur zero.08% (maker) and zero.1% (taker) on spot purchases. There&#8217;s all the time the chance of hyperinflation when a rustic prints its own foreign money however most developed countries have experienced only moderate bouts of inflation. Cryptocurrencies similar to Bitcoin have emerged as a challenge to the inflationary nature of fiat currencies. These digital property don&#8217;t <a href="https://en.wikipedia.org/wiki/Financial_instrument">Financial instrument</a> appear to strategy being «money» in the traditional sense, nevertheless, regardless of elevated curiosity and adoption. Fiat cash is not a scarce or mounted resource like gold so central banks have a lot larger management over its supply.</p>
<h2>How Can I Convert Fiat To Crypto?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="fiat exchange" 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"/></p>
<p>A broad array of supported cryptocurrencies provides merchants with more choices for funding, diversification and might impact liquidity. Exchanges that support a extensive range of assets sometimes attract more merchants, main to raised liquidity and tighter spreads, which may enhance buying and selling effectivity. Robinhood is nice for new buyers who need to begin buying and selling cryptocurrencies without paying any fees.</p>
<p>For instance, it has partnered with Canada Post, to permit Canadian merchants to make in-person money and debit card deposits. Fiat deposits are normally free, however there are some fee methods that do cost a deposit fee (like the Financial Institution Frick deposit, for example). Withdrawal charges, however, vary from free to 35 worth of the fiat foreign money in question. For instance, Coinbase has partnered with Visa, allowing users to spend their cryptocurrencies with a Coinbase Visa debit card. This partnership provides users with the comfort of utilizing cryptocurrencies for on an everyday basis transactions, making it simpler to make use of their digital property in real-world eventualities.</p>
<h2>Discover The Most Effective Crypto Exchanges For Withdrawing Fiat Foreign Money May, 2025</h2>
<p>At FXEmpire, we try to offer unbiased, thorough, and accurate change critiques by business specialists to help our users make smarter financial decisions. Leverage does not change the maker or taker charge <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> percentages, but bigger position sizes increase the absolute fee paid. Moreover, leveraged trades incur curiosity or funding charges on borrowed funds, which should be factored into general value calculations. They are normally charged hourly or daily and range by asset and market situations.</p>
<p>The platform supports over 50 fiat currencies by way of P2P and card channels, enabling customers to trade their preferred fiat currencies for cryptocurrencies and vice versa. Not solely do these crypto platforms support direct fiat-crypto buying and selling, however in addition they allow fiat funds, deposits, and withdrawals with cards or bank accounts. The fiat-to-crypto change platforms covered on this guide had been chosen through rigorous testing, analysis, and evaluations. We paid consideration to safety, transparency, reputation, funding charges, deposit and withdrawing fiat forex strategies, and coin selection. It continues to be by no means too late and hop on the profitable bandwagon of Bitcoin and different cryptocurrencies or Altcoins. However,&nbsp; you&#8217;ll need to find the best place to swap your fiat money for valuable cryptocurrencies.</p>
<p><a href="https://www.xcritical.com/blog/fiat-to-crypto-exchange-a-guide-to-digitalized-currencies/"></p>
<figure><img 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' alt='fiat to crypto' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='408px'/></figure>
<p></a></p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="354px" alt="fiat exchange" 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K87oNLQ6qqr2Z6ai831bfb0+5TUIqXQU7MGIQuLQ9hGWuLv1sj+S0MVxuMEglhr6ljhx4SlI0JNXuM1I9mRcNT6zuUum6ioaI3VtNIyMyEfqOyN/HLOeHTjnwXKVFzuVS/tpbhUPeeJzIfy/kpGhJ7h1Uj2RF5XYtS3e3VsLBVPmgfI1j45XFwwSOWc4PNTtY6guj7tPb6eqfDTUzgwNjcWl5wMlxHE96ZEuqxc1WuejIvGo7jcYndpHcKlrxyIlP8111Fq+vj0zUVtUGS1EcwgikcMb+W72SO8gce7PekqEo+oVVM7dF45U3e61khlqLhUOcf74QB7gOH3Kfp69XynuEFPR1ElR2sgb2Eji5rh38+XecqvDtK9yZqvY9URedaq1dVVlXJQW2oMVLES0uYSHSkd+R+r7sZ59+FzsNdX07u0hrp43d7myEJGg5K9yuqk7HYbSKRh8zuAHretTu4f4Tf8AvfNcQuovFwr6jS8Ed5qGPq55mzQs3cP7EAjedjhk5+Q+XLrvSTUbM41NwiIuhgIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAtnYquGlqXtneGCVoAc7lnPI9FrERq6sVOzudq+aKKLtnva2MDO8TwwuWrLnU1M0hZUSCJzshgcQMLHSAydrScxMz1Qe544jH3j4qOOIysRgomnO4xkkniTzymMIi2YuOPdzUipBfFTzn9ePcPvbw/DdVbfTeeVsdMSQ12S7BwcAZK6ptJTMiELaeMMGQAWg4WJTUWbjHqOMRTrvRsoqssiaQx7d4DOcdR81BW07q5hqwREQBERAEREARSZY2TRmopgBu47WPe9k9R1b+GfdmMgCIiAvilkidvxSFh5ZCzdpTVP6dnYSH9dg9U+9v8lGRLFuZpaWWFna5D4ycB7Tlv+j4qtPSiRpnneYoGnBd3k9GjvKzUbHUjRWzyvZGRhsbDh0vhj9nx/FUkqoKzAqGdiW5DHR8WtGeRb/L5KXuVcmKeqdKBHGzs4W+yzOfiepWDvys0tLLE3tW7skXc9hy349PjhYVVoR7kyGWSKiZMxozDUgjPflucfcsNXG2Goe1vsHDmfwkZH3K6Mg0E7SeLZI3/AA9Yf94Ksje1oYpe+F3YkHubzb+YURpq5GPLKmVQNNTx0IHrHE0p6kjgPgPvVtBEwyOqZh9HTASEftO/Vb8ThR3yPme6WRxLnkucT171TOyLUREIEREAREQBERAEREAREQBERAEREAREQBERAEREAV8UskMjJYZHRvY4Oa4HBaeqsRAb2vazUNG68UzA2up2/wBuxD+sH1rR/lBaLgRkcis9FWVFvqo6ylfuyxHIOM56g9Qe8KbdKOGogF6tceKeR25PCB/c8uPZ/hPcfHCyvhepv9xfvemLOIzxqrU31eslPniPEsJz7j4LUAg8lnoK2S31kdbCPWiPFp5ObyLT4EcCs93ooqSpD6XLqSpaJqd37h/VPiDwPu8UWjsR6ok6aAnqqi1E4FxpnwNPR4G8w/MYWoAxw48OHFZqOpkoquGriOHQyNk+RypeoaWOkvNTHAMRPd20X8DxvD8cfBVfusTwQoH9nNG/9l7XfIrY6o/3w3H/AOeVqxwcCtlqYk6guP8A8935J/EP4TWc1ubxuUlotNuaMPMRrJB4yH1R8mrW0NK6vrqeij9qeRsfuyefwHFS9SVbay+VcsQxCx/ZRDoxg3R9wUerSKtjWrdUDvQ1oluZ4VVdvQUveWx8pJB/kj4qDabe6510dLv9nH7csh5Rxji5x+Crdq5lwrDJA0sp4miKnj/YjbyHx5nxVfxOwS0uQuQx3Lc2yhp6Sl9O3aPehacUsBP90PH/AHR3lYbRbYqgyXG4b0dvpMGV3fI7ujb1ceHu4rBdbpPdqvziUNZG0bkMTeUbByaAst9TsirRXMVdWVFxqpK2rfvyynecccvAdAFgRFsxdvcIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAuY90b2yM9ppDh7wstYxrZy5gw2UCRo6A8cfA5HwWDmpDgZqEOHOmcGn+FxyPkQfmjBHREVBlpp30s7KiPG8w5x1HeF0sd2p5BGHFzZZG7wjxnr3/BczTxGedkWcBx4noO8/JXmrPnorGjG48OYOjRyHyAWHFN3ZuLsitdWOr6k1BBAIAa3PIKOs9bE2CsmiYPUa47pHLB4j7lgVWiMt3CIipAiIgCIiAvilkheJInYcOXePis0sTJ2GopW4DRmSIfq+I6t/BRldHI+F4kiduuachAWg5RSZomVEZqqZu6W8ZYh+r4t6j8OCwMY+RwZGwvceAaOZKAt5nA5qYIoqECSraHzEZZCeTfF38k3ordkN3Zar9vm2LwHU/gojiXuL3kkuOSSck+9Ny7F880tRKZZnlzj3/lhY0RCF8U0sDt+GQtPhyPgeo96yh9LPkzMEEmPbjHqk+Le74fJR0Sxbk2Omljpqpx3HRGIESNOWkh7e/rjPBWW76SSSkPATsLc9wcOLfvH3pQSPjkl3OJMDyM8RkDIyO/kujtjIRSMljjYztAHuwMDOOP35XOUrLU3HWxz9YTTU8VuB9YfSzfxnkPgPxUPh3clt9RwRMfFO0gSPy1wHeB3rULcdVcxLcoiIqQIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCmWy4yW2oMjWCWGQGOaF3syRnmD08D3FQ0TcGyu9qipmx3G3PMtvqj9E882Hvjf0cPvWW2ZulDJZCMzsJnoscy7HrsHi4DI/eCxWe6sojJR1sZmt9Twnj7we57f3grblQVFkrY5YZi6N2JqWobye3OQR4jhkfzWP+036muIzwIW4uYNVaLZci7ec1jqKU/vMOW5/wXfcrL3DHN2N6pY92GtzvtHKKYe238x4FXW0GrstyoCMuhDKyIeLTuv/AMV2fgj1swlq0al3sk9M/gVsNQkG/V/U1D/xWudndd7j+Cn38/7u15P/ABiX/KKv8RPBL0yOwqKq7Hlb6V8jc8u0d6rfvJWmHDmSfErdDNFpQnHr3Kp//qiA4/aP3KPY6KCqqX1FZkUdG3t6gjvA5M97jw+am12Gr2RnmHoaytpcEVl0aJJR3sp+bW+G9zPgodptj7nO5rpBFTwjtKmd3sxM6+/oO8q8Mr9SXd241vb1DznuZG3gOJ7mtAHyWa73CnZA2y2k/wBpxOzLJ31Eg/WP7o7gjvt5ZfUw3a5R1jmUlHG6GhpstgjPM55uce9x+7gFr08EW0rIy3cIiIQIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALNRlpnMLzhszTGenH2T8HAFYU93NCoqWua5zXDDmktPwVFJrAHujqmjAnZvEdHDg77+PxUbnw68EQ8kiEmGnlnHAv+hZnx9o/Lh8VHUis+jcyk7oW4cf3zxd9+B8FHQMk1eHR004/Xi3Cf3mnH4bqjKS0GW3yNHOCUP8A8FwwfvAUbOVI7ECIioCIiAIiIAiLLBTvqCSCGsZxe9xwGjx/kgFMKkzsFID2vMY6d+e7HXKn1LomwvktW7vDhUObneA7yz9zOVEmqGNYaekBbGfaeRh0nifDw/FYYZpaeRs0Lt1zfv8ABRq+pU0iwDHAY+CKXNBFPGaujZjd4yxDmw9R1b+CiKjcIiIQIiICVbhvVkbDyflp9xa4JRXStoW7kDmubzw9ucHvwrKF5ZWQOAziVv4rE9pZI9h5tcR96lrsuqWhLmqJq+kfLOd6WB4OQMeo7gfkQPmoSk0EjY6gNkOI5QYnnoHcM/A4KwPY6J7o3jDmEtcOhHNVaaB6lqIiECIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC29pr6aWnNiurwKSZ2YpTxNNJ+0P3T3jxytQijXUWLsb2jpZaOpqdLXM7jKvHYyE5Y2bH0cgPeDnHuKjWOTzC+xQVbHMD3OpZ2u7g8Fhz7ifuUm3zxXyjZZLhKGVMWfMahxxg/VuPQnke78bb5BUVETLvJGWVcTxT1rCMETNHqv/wAIfeD1WNdUzfqjTVFO+lnlpJRh0TnRuHeCCQfvz8lMv+BfK44J/tmXgP4ys2od2a5Mr4xgXCBlT/hOGH/4wcpwpG1WuJYpW/Rsq3yyHuDGEucfkPvVcvPoS3gjamzDPS2ZpJNvpo4nAD+scN5/4j5K+408tLBTaYo4y+qle2SqDeJdKR6seP3RjOe9ZKGVs9bWaprGbzIZS6BnPtahx+jbjw5n3K+pndp6CTfl373XNLppM/3M13Ejwee/p+MXCL6mC4zw2akfY6CUPqJABXTtPf3RNP7I7+pWjVSSTk549VRbiuk5tuQREVAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERASI/paKWE8XRHtWZ6cnfkfglEGulM8jfo4B2jvhyHzIVtJM2Cpje/2M4eOrTwP3FZamF1DCaVx9eSQl38DchvzOSnoXwRXOc9xe85c4kk+JVERCEqgy+V9P3TRuZ92R94CijkFfDKYZmTNODG4O+SyV0bYqyaNgw0OJb/CeI+4hTZl8GBERUgREQBERASY6N43n1W9DFGcPcRxz0A7yrZ6ntmiKOMRxN5MHXqT3nxW11K1hMEmfX4jHUcFo1mOupWraDAHJERaIXwzSU8omiduuHf4dFnnhjnidWUo3SOMsX7B6jw/BRVkgmkp5RNE7Dh8iOh8EtrctzGDniEUqaGKeI1lI0Na3jJEDksJ7x1afuUVE7oNWCIiELmOLHteDgtII96zV7Gx1s7WjAEjsfaKjnIGRzHFSblk10rjzduu92Wgp5KuCMc93NS64mbsqw4+mZh38TeB/I/FRFKp8z0k1M3i6Midg7+HBw+RHyUemoS8EVEHJFogREUAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAyRxGcjxwuxsNbTahY63127526HsJXHh5zGOIdx/XYcEdQCuOV0cssMjJoZCySNwc1w5gjkVmcepepqLtub2ut80NDFR1IcJ7XXGmk4e1HJ6zSPeQ75qfLTzMuWoqiIF00z/MoWjvkmdxA6YDStlaaql1ZRSySlkVwZExk7QMBxa7eY/3Ag8uWT1Cl3eeg05BNcqhokqpamSWCPnvSFu4Cem60c/E9Vw63e1tTrbS5prp5vpeCmiw2WopmkU0YPqiQj16h47+J3Wj90FcfJJJM90sz3Pe85c5xySeqyVdXUXCpkrauTfllOXO/L3eCwrvCPStdzlJ32CIi0ZCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgL4YXVErIG83uDQpVyfHO9lVBvdkcxDJ4jd4D5jCtpAYYJqzkWgRR/xuHE/AZ+aspgZYpqYNySO1YP3m5z/ik/cpbW5fBHREVICpNZ68VLOObo9w+9vD8MKMpLR2tvkbj9DI1/wdwP3gKPdFS8EZERUgREQBERAT5pjd25eQ2pjyWNB4SN54APfz96gAEcCOXBOXL/wUwgV7N9mPOW53hjHaD9oePXqol07FbvqyGiIqQIiIDJDNJTyCWJ2HD5EdD1CyzRRSxmqpW4aP0sfPsz1H7v4KMr4ZpIJBJG7BHxGO/h0UatsCxFJmgZLGaqlbho/SRg8Yz1HVqjKp3LYqOakVnrebyftwMPyGPyUb4ZUmqJdBSOJziIt+Tz/NNmERlkppvN52Sn2QfWHVp4EfJY0+OECMtTAaad8Bwdw4yO8dx+WFiUqpPbUtPU4xhvYv945fd+CioiMIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIicAMkgDxKAeJK7jTeyHU99pWXSvdBZrc/DhPWuLXPae9sfM8OWd3Pcuk0VpG0aNs8WtdXwMkrpmdtQ0cw9SBnMTSDvcfVwOY4cN72dZUal1xtQvbqHTTJMO4vlJDSxhPEudyY3oBxP7xXgqYmc240dlu3seuFBRSdTd7I31DoDZ7pmdtVLrC7TTxEntImRwxvbgcC14PA8eGSPFZLhozZxqqodUt1ReWyuAawgxSxsbkZADG5/PxUi0+TnE4mfUuqZ5pHA5ZRxgYce/tJMk/ZCyXPycbW6NrrFqargmbn+6omyNce45Zulv3lePOj1f5uvtoerLf/wAenucXf9iuoKKGSv01XU+oKKM/+z+pOB4xEn5Ak+C89c1zCWva5rgSCHDBBHMYXstBZ9dbPp9681zpow7dp5on7zSBw9sjPH9lw/FSdT6as+1C2T3eyMgh1LStLniNwDa7dHFrh3ScAM8OPA8DlvajjnGfRUd1yjlUwqcOqCs+DxBFc9jo3ujexzXMJa5rgQQRzBB5FWr6p8/YIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIpFDG19SHSfo4gZH/wALeOPjwHxQF1a0Qsho++Nm/J/G7jj4DCwQy9hKyUfqHOOvh8eSpJI+aV8zzkvcXH4lWoti+TLUxNhnfGw5ZnejPVp4g/IrEpEg7WkimI9aI9k78Qfx+SjoGFKt5DpX07uU0bme92Mt+8BRVkgmNPMycf1bg75FHqEY0Wasi7GrmjHLeJHuPEfcQsKoe4REUIEREAVWudG4PY4tIOQRzB6qiICXIGVsbqiMBs7eMrAODurgPxH+oiK5j3xvEkbi1zSCCP8AX/Xis8zGVEZqoGhrgMyxjk394eHXogIyIiAIiIDJDNJTyCWJ2HD7x3g+BWWaCOWI1dI3DW/pY+ZjPX+H8ORUZXxTSwSCWJ2HD5Ed4PUKWKWcxx9ykvBNBA/HBr5Gf5J/MpNDHNGaqkbutb+kjznsz1/hKEh1sbx4sqOXgW5/JL3KRkRFTJJowJWTUZGe0ZvsH77eP4ZHxCjK+KR0MrJWcHMcHfJZK2JkVS7sRiJ4Ekf8DuI/MfBPJfBgREQgREQBERAEREAREQBERAEREAREQBERAEREAREQBERAF1mzDT1LqPV9PBcQ00NDG+vqw4ZaYo+4+BcWg+GVyfvXqextrILFqmuYwGUtpKYOPMNe9+8M9Duj5DovPiqjp0m1ud8PFTqJM1u0K9V+tNWNsVK4hvaAFvMB2OXuY3u6g9V7zonSlBo+wwWujga17gJJ383PkI4knvXg+ySnZc9by1lSxrh27Q7PWSXJ+YaR8V79qK/SaeEM0lK2alkbIwvBO+Jg0mNvudgj3r4uLl0dNGOyX3Z9LDrrvVe7N0BhN0KC2uq4WUba2mjbJI1nnIjy4Qucd1o6kF+W5PTwVY7hIaae4y9m2lhMpPAl5YzILs5xk7p4Y5d/cvCeozVtDS3GjmoKyESwVDCyRh/WB/Poe7uXgNT2myzXVPp6iaWUkhbLFUyO3nSb/BhJ8CCx3XoOGfexU1jJIGVUUeKglv0YI3Dul3EnmMA8QBxxwXkvlIW/Ntst3Y7dfFPJTOI4H12bzT44LHfNerC2nPLlszhiLxj1rwcZtpsdHRX6l1FbohHTaghNSWNGGsnacSj3+s0+8u8F54vX9oEjbjsltVa8NL4bo1rXbuCBJA95GehPH4DovIF9zBzc6SvutD5eKio1NPOoREXqPOEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREBUDPJSRiG3nJG9VOx7mN5/N2Pko7GPke2OMZc8hrfeeAWevex1QYo3ZjhAjZjoP5nJQuxG5DCIipCRRnfc+lP8AXsLR/GOLfv8AxUfjk5GFVr3RuEjDhzTkHoVnrmME5kjBDJgJGjpnmPgcqF1ZHRFXmqQk1Y7SGmqe98fZu/iacfhhRVKjaJbdK3gXQSteB+64YP4BRfjlZRWERFSBERAEREAV8UskMgljdhzfv8FYiAkTRslYamnbho/SM/YPUeB+5R1fDNJTyiWM8RwIIyCOhHesk0Ubmec0zMREgOZnJjPTxB7il0gYEREAREVBfDLJBIJYjhw4ceWOh8FNe2GSgnlpxgOfG58fewjeHDq3itepdBMYG1T2cXCJp3TxDhvjmO8YJWJclRE8UUmphidGaykaRFn6SPOTGf5dPvUZaIFLeO2oGSH2qd3Zu/hOSD88qIpVvIdM6md7NSwxcf2j7P34+aMvoRUVSC04IwR3KiECIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAvUdjU8E1q1PaS/E7oqWsjbnGWRPcHn4b7fmvLl0WgNSs0pqmkulUN6icTT1rd3ezA/g4478e1jv3VwxNN1aTitztQn0VE2bbZ1VvsWr6imkJY9jy5rT3vifkeOcBy+i7lZKHUnYVFRUOkphC/s4h7O89uN/I45AJx0PFeNaj0jTWnUzr7A/f3tyWCRp9VwIw2QHvJbgHxyu00Fr63va60VNUwsgcG5ByYXd4IH6ueR7iCvg4qSqyUorxqfWoRdNdL50O2ZYoBTblTIKmq7NsfnL42743WgNcOHAg5PvJWf0e4NfTCZvmspcXxGPJcHZ3m72fZJJPLPcCOalCRr2h8bg5rhvNcDkEdR4JvFeU7kSOik7WJ9TUmYU2eyy3dcSQRvOIPrHdJHcOJOMryDyj7o2RllsEMgMrny1Ukff3MYfjmQfAr1XU2p7PpK0y3m9VIiij4MYOL5nY4MYO8/gOJwF4DYY71tS16/UddEdwyjs2cwzHsMB7w0YcfH+JezBxcW60tl+Ty4iXUlSW7NttFfFbdltmtLi0TVNx7RjR3shidG4/Nw+a8jC7fa1qSlvmpGW62SB9vssXmUDwP0jgcyvHgXcM94aCuIX2cHTcKSv7/U+diZqdR2CIi9R5wiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgJVBmITVpxiFuG/xO4D5cT8FFUqp+hpoKYcS4du/3u9n/ABfxUVRFewREVIFI9aeg5+tTP4fwu/k78VHWeie0TiKTgyYGJxPQ8vvwfgj2Lcwe5FVzXMcWPGHNOCOhVEISqDL5nU+f08box7+Y+8BRfgr4ZTBNHO32o3h4+Byr66MQ1s0bCC0Py0joeI+5TyW10YURFSBERAEREAREQBZaed9PJvtwWkYew8nN6FYkQEiop2NYKmmLnQPOBnm0/sn+feo6yQTGBxO6HNdwe08nBXVMDYi2WF+/C/i094/dPiE18jcwoiIApFEC6SZjTjfgeOPgCfyUdSbd/dsYPJwczHvBH5o9ip6mKCeSCTfjPg4EZDh3gjvCyTQxvb5xS8GD22ZyYyfxHQqO32cq+KaSF4kjdgjhx4gjoR0QhYqgkEEEgjiD0KzywxyMNRTAhn67PqyfxHio57wfigJNfh8rapnBtQ0ScO53EOHzBUZSmB1RQvZ+tTv7Rv8AC7g778H4qKiLIIiIQIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgPR9Ca+tzrdHo/WUxZRMDhRV5G86mJ49m/jkxnJwebeHd7MjUuib9pyCIaZaxsD3dqJYZd4z59ksk5Ob4c/ArzBdBprXmqdJgw2i5EUxOTSztEsBPf6juAz1GD7+S8NXCfF10vmnsz2U8QrdNT6+TeUO1LXGmT5vURFkg5iSN0fHxb7JPjhTpNuW0GvzBQRx9o7IHZ04kcD4ADn8FfSbYrdLht70PSu6uoat8Iz/AAODgFfU7X7JCP8AcnQsRf3urK58jQf4Wtbke8rz5Lvd0Vf30Omarf5n2Idv0VrbX10FbqWrq5XZ9ftX7z2DvGPZjH8+R5jZar1nZ9H2mTSGiJ4payRhgrLhD7MDORjhd3uPHL/iDk+ryepNperNSwGgqK2OkoDw80ooxDFjoQOLh4EkeHeuVAAGAAB0C9MMNKbUq3jZLY5TrqKtT8+R7kRF7TyBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFmpIRUVDI38GZ3nno0c/uWFSovoaKWU5Dqk9k3waMF35BGWxhqZzU1D6hzQC9xdjoOn4LGiIQIiIAhGRhERgk1gD3R1nMzty4/vjAd/P4qMpMI7ekmhDuMJ7dufk4feD8Coyi00NMEZGFLrMSw0045mLcf72nH4EKIpUYMlulYOcMjZP8Fw3T94Cr0ImRUREIEREAREQBERAEREAWanqBDvRysEkMmN9h/EdD4rCiFRlqYuxLTG/tInD1H+HQ+KxLNBOyMGOdu9DJwcO9p/aHj+KtngfTvDThzHDeY4cnN8Pz8VL8lZYstA4trYXDGRI0fesKqxwbIxx7nAqmQQGlzRyBwqLPXs7O4VTcYAmfj3bxI/FYEBfFI+GQSxnDh1GQR0PgsssbJGGemGGj24+ZjP5t8fgVHV8Ur4XiSM4I6jII6HwQGSjlZFUNMx3Y35jf/CeB/msUsT4ZXxPHrMcWn4cFlmhikjM9M09nwD2ZyYz/AC6FZrhG5zIa17HNMrAH5BA3hw+8YUukzXghIiKmQiIgCIiAIiKgIiKAIiIAiIgCIiAIiIAiIgCIiAIiIAiImwCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiKgIiKAIumt1qpI6aN8kLZZHtDi54zjPcM9yiXy2wxRCrgjDCDh7WjAwe/5rHWr2NdLtc0iIi6GQiIoAiIqCoBcQ1rS4ngAO/wAFJryGytpmOy2nb2eR3ke0fnlLeAyR9W72aZu+P4+Tfv8AwUYkniTk5zlQFEREAREQBERAZaaQQ1DJXDLQcOH7p4H7lbNEYJnwuOdw4z1HcVYpNQO0ggqBxOOyf728j9nHyU8hbEZSrdl8z6fPCeN0f3ZH3gKKr4ZXQSsmbzY4OHwVYLARjgUUivibDWSsYPV3i5p6tPEfcQo6IrCIiECIiAIiIAiIgCIiAYCz087Gs83qcmE+GSw/tD8x3rAszKOrkaHMppC08N7dIb8yj1Lctngkp5Ozfg5G81wOQ4dxysanQRtEJpqyeFsXFzT2gc6N3hu5wD35WOWlpaZ/ZzVUjnDBIZFwIPeCSFE+Q1Ypcf7skdnO+Gv59WhR8KdVyUrXQudTOkJgZgvk4YAxyHfw6rB55j9HS07eXOPeP+NlIvQWI7fW9kE/BZRSVTuVPIPFzd0feq+eVeMNqHsx+wd38MLE4l5y8l38XHCuo0RtLLTdlcGumqIWndcA1sgJcT3cOC6F4ZI10cgBY8EOz0XFMc6Mh0bi0t4gg4wprLzXCRhknLmtIJGB6w7x8liUG9UajNIhOxvnd5ZOPHiqLNVwinqZIWu3mg+oerTxB+RCwrSdzBdGwyPDM4z39F3W3PZXPsS2r6g2W1N6ju0thlhjdWMg7BsvaU8c3Bhc4jHa45nkuHp/0zQvpvystE3faX5emptAWHcFwv8AeLZQQOf7Ebn0NKC93H2WjLjjjgHHFeWrWdOuot/D0tv5W/qemnSU6LaWt0l80z5gPAEnkBlHBwGccwSF9HaqvXkd7L9RV2gaTYpfdpEljmfRVOp6vWdTbBV1DPVmfBBStMYh32u3Cd4luCchctt72SaQ0tp3R21zZXW3KfQ+u4Kk0tLcjGay111M8NqKOV8fqyAOOWPwMt5g43nZp42M5RUouKls35+/HJqphHBNqSbW9vBxW0jRuldGVNkh0rtJt2sI7laIK+rloqV8AoKl5dvUr94nLmgDJ4c+IBXH55ePJes7eNm+mNnly2c0+nIaiJmpNBWTUNd2sxkJrKrtu1Lc+y31G4byGF6jtz0N5Jfk+7W9R6SqbPrPXFXQVcDY7DHXC12+iidEx7o5qzdfUTyEFjsxNY0B+N4kLEMZGMYRScm02tOHb2NTwknKTdopWX1PlbB6d+PiqL6I2l6H2Hat8nil287INEXHRNVbtVDS93sVRe5rnDKH05mjnjmmBkBxujBIHF2AcAn54+/PDnherD11iI9STTTs0+ThWoujLpvdPyURfRUWhdiGwrQWk9Q7bNJXXX2rdc2yO/0emqS8S2ulttpkJFPPPNEO1fLLuuc1rSGgAhw5F11Ts72I7btmOrtabDtLXbQ2q9A0vpe6aXq7vJdKSutIwH1FPUSNEokj9p7HZGMBuc5HmX6hBu6i+m9urxx729bHbspWtddW9vJ86Y70IxzXpw2fab/2rx2rdjN6fj2iR6aDxKey8yda5qkjc5F3aMb63PHBY/Jp0Dp7alt10Xs91ZFPJaL5cfNqtsEpikLOze71Xji05aOPvXfuodM5+I3v8tTlkS6ox/1bHmuOBPcOfgmCV9E7DfJ60ptc8oHaJshqqmaip7TQajNmqXPc7zWppp+ypZZA3jK1mWlzP1sLkNaVnkv2LR9dpbZ/Z9Wax1HM1nZauuk/oyjp39oHOdTUDMuex0YDf7YfnL3HdGAufexc8uMW3ZP5M32klHrk0lr9jyRVAJOB1wpVotNyv91orDaKbzmvuVTFR0kOcdrNI4MY3wy4gfFfRWt7J5L3k839+zHVezq47W9U2ljWX+5x6pmtFupK3AL6elbSgvkEXsPMhzvtcN0Y3RutiVSkoJOUn4VtudzNGhmpybsl5Z81Hh/oQcXFoByO7C+idp+kNi2ovJootu+zLZxXaJrH64/otPbn6hmukLom0Dqgyb8zQ8OJLBjOAG+PDf1uwzycdJ7Dtk21/aTqPVNG/U9HcJayz2WmFRVXeeGoDR2cshENJGxpYHbwJdv+qMhcf+I01FNxd23G3m6Wp1eCldpNWsnfxZnyuSAMnPyVcFfQmznZnsp2vam1dtMGnbxoTZHoG1wV15paa4m53KomdiOKnhlmDR2lQ9rjkgRsxgAAgi+x6u8i7V12pdKXXYTqPQtFXyClGp6TWdTcZ6PPBk0lNOwwlg4OfugEAHdyjx6TaUJO29rafff2uRYO6u5JX29T53+IRfSWhvJooI9v2vfJt17HPV3+jsd1/o1WU7nQMluUVOKiklLC71o5Id5xYScHGCcErz7yctnenNo21KG1a8lq6XSlmttfqDUT4nGOeO30VO+WTd7w4uDG+G/zzwXR46j0yknpFJ+6e1jKwlXqjHy2180eXZwcFdPs10tp3WmtbZprVeu6HRtrrTIKi9VtO6aGl3Y3uZvMaQfWe1rM5AG+D3LofKA2W02zLbPfNA6dZUT27t4amyGQlz5aKqjZNTD++ENkawkc3MdjK9vh8m/ZI3y3NLeTdG2vqbNDQwUeoZWVTmS1VxFtkqZXsPExtLjH6o4DdI481zrY2nl9UW9YuV/RW/qbp4WfXZrZpfU+VL1R0NtvNwt1tusdypKWqmhp6yNhY2pia8tbK1p4gOADgDxGePFQ8jqvbPJn2UaH2p7SNW6U1zX1NvtFo0jebzHWQh73UctMYgycsb60rWB7iYxjexhZ7bq7yQNI1Hot2xnWG0WJsrTJdbvqZ9lfKeG8+Gmow7dZzw2SV7sYyW8m6eMUZZcYuTSW3r9idq2uuclFO54Yn88f6/zXuvlE7ALRovbbY9BbIJ6q62nXdvtd00zBUbxnEdcdyKGRxAJO+1x3iODS3e4glb/WlF5KuwPUtZsuvezK87Wb/Zf7Vvt5k1PU2SjZXNOJYKWKmbvOYw5aXSOJ3gccMKd9CUYunFycley45d2idnKMpKo0ktLnzWi+idqejdi1+8my3bd9mOzq46Lq5danS01tl1BNdIOyZQunMgfM0P3i4t7yBg/tL52yAMk4Heu9DELERckmrNrXlexyrUXRko3vdX0BICH1ea+nLrs98n/ydtJaaO2fSN81/r/VVshvU2nILw+00VloZwexEs0LTK6dwDiWh2BjBAADn+eusWh9vG07SOhNh2y+o0HNeqoW6almv094iLnOBFQHzBsgaxgkc4ZIw3IxhcoY2M7yUX0K/wAWltPnf7HWWFcPhcl1ceTyY8M9+OeOKcjjvX0bqi/+Rts3v9boO37E77tIjs8rqSbVFVrKptrqyZvqyyQU1OzsxFvh24XbxLcEkggnk9vWyPSmj7HpPavsuulVVaC19DPJQU9wkY6utlbC/dqaOcx+o7dJbuPafWAORwDnKeNjOUYyi49W17a/fT5iphHCLakm1vbwePY7uqp3ZX1NtW2Y+TJsBuOmqrU9k1Zq+4aj0xar/DpiCv8AR9HC2eH6WSorfXmfvzMfuxxMbujm7kFlvWhPJC1LsbtPlAUFq1joSgpb5Ppi5aUt9b6VluFwbB5zCKesqnEwNMO850kjTyLWxnDS/j/xKDjGfRLpeidvPG9/5G+wkm4uSuvHofKnfhBx5L6k0ZpryZdvGkNe2TRmyi8bP9VaU0rWaltlyfqiousdwjo2h0sE0Uoaxhe0j9G0d5BAbuu5vYdsY2Xa42KbS9pW0m/3ezt0PXWYMq7dTiplMFTK9ksTIXPYwyPcI2te9wDM5PBbf6hCMZOcWmmla2uuxOyk2lGSaabv7bnz/wB+FXB/NfVmxSzeSLt31vSbEqbY7qfTFxvtNVQWnVk2rJaupFTHA+Vrp6QMZT8RG4EMaeOAMe0OKoNReRzoWrisVXsu1btOhiexldf6+/S2McHDefS0VPk7m7ktE0pJPPdB4Tv7ycFTl1LW2m3O9vluXslZS61Z++/0PBzw5govovaH5P8AoXRnljWPYtaLlWXHR9+vNkbBI6b6bzCvdC4s3wBkgSOAfzwGnnleS7ZtLWnRG1zWujLEyVttsV/uFuo2yv33iGGd7GBzu87rRx713o4qFZpR8rq+RwqYedJNy8Oxx5BHNBx5d69P1Bs803bvJv0VtNpYqht8vupLva6x5mJjdBTsgMYDDyP0jsnvXp2tNk/kzbMtA7M9c6yqtY3C6as0nSXefTlq7OJtXUvc7Mz62UOEMJ3XNMccb3+qCC0OBOJY2mkrJtttWXKv/Q2sJJt3a0Sf1PmIA8OHPGPFdla9EaRr9lt71zWbULdQahtlwipKPSz6R7qq4QuMYdOyXO61rd6Q43T+jPEZAXtNt015OG2zZJtIu+z3ZJdNn2qtn9mGo2SO1NU3anuVNG4CdkgnHqOwCW7gaCSOIA3Vzmi9juir55Hu0XbRW09YdTaZ1FQ22glbUlsLYZXUweHx8nHEr+J6joFzeOjJa3i1JJrS+u3OjOiwjhK6tJNN39tzxm3aavt3s931BbbbLPbrDFBPcqhuNymZNOyCLeJP60sjGgDJ455AlawcQXY4DnxX2Rss1h5Nz/J02xz0+xjU0dtooNLNvtO7Vm9JcXOubWwuid2P0O5L67h62831fFcJso0t5OW3TbLDs5tGj73oyi1Bp+porM6qvhrXw6gG/JDM9+4wGJzAGdmW8XhmD66kce7z66bSj504T11LLBK0emavL+p4jb77SinZFVvMT2NDc7pIdjv4LHd7uJIom0zWyRyAuLnMyHYOCMHxAWtuduuFmuVbaLpSSU1bQTy01VBI0h8M0bi2Rjm9zmuBBHVezbf9mOj9kenNC6Hjpa+LX8liZf8AVonlJjppKrddBSCMgbkjIx64/hPeceiVWEJwju5bf19jgoScZN7I8YEtJJ+lpXRnuMT+HyOfxCr5rDJxp6yNzjyZINw/M8PvUZCM8CvScLmWWlqIRmSFwb+0BlvzHArEMHkQr4pZoDvQSvjP7pws3nheP7ZpopQf1t3dd824TUiIyKSBbpeT5qd3R30jfnwP3K+G2yTzMjinhka5wyWPGd3v9U8UuWxbL9DRRQcnTHtn+7k0fmoqkVzpHVcjpInRnO6GOGCGjgOfgo6INBERCBERAEREAUml+ljnpTzc0SM/ibk/eN77lGV8MpgmjnaMmNwcB1x/r96FRYizVcQhqHNaPUdh7P4TxH3FYVR5JVZmSCknyTmPsnH95hA/AhRVKae0tsrM8YZGyY/ddwP4BRVlBhERUgQnGB1Ul0lsZkNiqJCP2ntYPuygrI2j6C3U48TvPJ+ZwpctiN34WaKjrJhmOllI67pA+az9vdH8IopWgngI4d38ArTR3OpP0sU7j1lyP8pLsdKLBRyB27NJDF/FID9zclDDSxn6St3hjlFGT+OFU26pbxeIQB1mZw+9UNHuYMlVTNHhLn8EuatwULqFh+jZPIOr3hv3AH8U84jb+iooW+Lsu/E4V3m1OQd64Qtxyw15z9yoYaNoGa2R3UNh/MkfgjaJuUNbVfqylvgwBn+ThYnvfIcyPc845ucSVnPo5rsZqnjwDW/mrXPoQPVp6hx6mVv/APlL8EsYMcMBbO20r7nC6nkGI4uLJccWk/qgdPDuUIzU/ANoGHrvSPP4ELfWGoZLTvYKdsW688G53T8zz4LMm0tipakW42ORkDJKeUydjHuuDhg4BJyPmtLz4rs6ueGmp3yzkbgHHjxPuXLGiEuXUMombjJYeDx8O/4JTbtZlmrEVFUgtJDhgjmDzVFswEREBJm+mo4Kj9aPMD/xb9x+5RlIohvumpS79Mwlv8beLfzHxUcckWiNPYz0THyVcUUbS58j2sY0Di5xOAB8SF9219/tWmv7LQ65XmobDTvu8VG1zsD6WosbYIhxIAzJIwZXyl5OuiH7Qttuj9NukdDS+lIa6vqBwbTUVMfOKiVzsYaBFE/ieGS1RttO1Co2n7bNU7WaCWopXXe8PuFudvFstNFG4NpsEHLXtYyPiDwPIjgvmYml3Nd0l/of/wCn/se6hPIoqb/1L7I0GvrPcbJrzUVivFJJTVtBdaqjqYXtG9HKyVzXNwOHMHGOY5L3nXzzZvIG2YWO53V8lZf9Z3S9W6keADFQxRPp3luObDK4OBPPtDjgFpa/yvrpqiSmuO0zYfsr11faeKOCa+3mxv8APa1jBus7d0UrWykDvLR3HAIwvNtrO2DW22jUUWota1VNvUVMyit1DRQCCit1M0YbBTQjhGwdMknvJ4Yqp16zpwnGyi773vZW0LKpRgpuEruXp6npXlZj/dnY3/zTaX/GoWPy8OPlcbSD/wC/0v8AmNOvNNom0+/bSqnTFVeqOip36V05b9NUgpmuAkp6Tf7N795x9c9od7GBwGAFTa7tNve2TaPfdpuoqGhpLlfp2TzwUbXthYWRMiaGh7nO5RjmeefcrhsNUpTg5LaMl820yYjEQqRml5af0R6nZj/5hGpv+dSh/wCzSvnuQOcwhvPHA9PFdpTbUb9S7Ia3YvFR282W4agh1HLUOY/zkVEcHYhgO9u7m7xPqk55Fcbj7uK9GHoypufV5k3+Dz1akZKFvCR9I+XI03fWWz3XVrsxoNPak2dWOa1CMDsWNjjc19O0jhvREtaWjkC3qFg8j2mqKSm206tnaWWm17Lb1SVUzt4RiapEYgjcQMZeY34B4ndOORXIaC8pHU2jtEs2bai0Vo/Xul6WZ9Tbrbqi2mqbbZXkmR1M9j2Pj3ySXDJGcEAHOabQvKQ1TrjRrNnFj0npTQmkjUtrKq0aWoX0kVfUNxuyVLnPc6XBAIBOAeJBIBHhWGr5CwnTpt1X8X43vY9jr0c3uL68W825N4yKWTyFJ3RxucItsMDnkDO6PQVQATjkMkDj3kLB5EcUr/Kv2asjic8su5c4NGSGiGTJ9w6rT7IfKL1Psl0zf9Cu0rprV2lNSvimrrFqKjdUUpnic0smaGuaQ8boyckHdacAtBPRW7yyNpWmL7bLjs40xozQdst9ZFWzWjTVoFHBcXMeHblXIHGeWN2MFgkDcdytSjiFGrShFNSu73tuuN7mY1aDdOpKX7baW9bnsfkXjHlu7T354Cl1Yf8A/tC+Imew33Beq7LvKJ1jso2p3/a5YrXaKq7aijuMdTBVxyGBgrJu1k3A14cMHg3JPDnleVgYAGeQAXow1CdOq5S26Yr6XucsRWhUpqMd02/rY7rYLWUtu277NLjXTNipqTWVjqJ3u5MjZXwOcT4AAlbHyltO3vTHlDbS7Xe6KWCqdqu61gbIBvPhqKuWeGTgcYfFIx4/ixzyF5pktO804I4gr6Dn8qDXlbQW+y7WdiegtoF4tNOaCluWrNNyTXXs2cNySRr2GXdwBlwzwOSSSTK0J0q6r00npZq9vW6uWjONSk6MnbW+1zYXCiq6T+x22mapppY46za7LUU73xua2aP0U+PfYSPWG/G9uR3tI5gra+Uhn/ae+TJ/yTUX+dQLYeUZq7Xf+1V0Pp3avNBRal1XqufVVusEVH5myz2OGj80p4o6YACnjc8uexp4uDnEkneXg+t9tOptebNdCbLrrb7dBa9n0VbFbpoGP7ecVMjHvMxLi0kFgxugc14cLRqVnGqloqkn8rNac6npxFSFLqpt6uCX43PUNidJNqHyPfKBsFqEZuVFPpy9Sxh/0j6KnqnOmdj9lgaSSeAzxwvnegt1fdq+mtVtppZ6ysmZT08MbHOe+V7t1jWgcSS4gADiSul2X7UdY7HtWw6z0PXx01cyN9PNFPEJaespn47SnnjPCSJ+BlvgCCCAV6hSeVxUWCtdfdEeT/si0vqIBxpr3brA/wA4opC0gywNklcyN/E4O6QCeIK9jhXozqOnG6lrvs7W19PJ51Uo1YQUnZx9PU73yjNpjNmnl50GtrTUM840XNYaa6Swu3u3MNJCyrbk4JJidJEQccua2e07QDvJ+0r5RWpo6angm1Xqal0Vpypi4ubbqselKljB7O4+kNM05B9kjh3/AB3dbncb7cqu9XutqK+vr5n1NXUzyF8s8ryS973Hm5xJJJ6r0fbB5Q+udteltFaU1ZR2uGn0RbzQUktJG9stWTFBEZZy57g5+7TxjIA7/BcX+nzjlRi9Ekpetmn+TosZB5je924/PT8H0Vs10Y/b1c/Js2mXJjaqi0w6o05quoON2Btk366lE2Qd4SU2GE8sjGW5BXF+SVrau2keX7YNf3JojqdRXy7XJ8Y4iLtaWqeIx4NBDR4Ac15dsx8pHX+yjZtrXZfpuC2vtet4nRVM88TzU0ZkgfBK+ncHAMkfE/dLiCRujC5zY7tRvexbaPZdp2mbfQ1NysT5X00FaHOhcXwviO+GOacBsjiMHmB3LKwNVRqx5TUfZ3f80vka7un1U5eqcvlZHrnka/8ACdtP/wCbHVX4Qr5wb7DR1AC7jZftZ1Bsqv181BZKG31VRqGxXDT9U2qZIWMp6zc7RzA14IeNwYySOPJcQ0AYB7u/p4r2UaE4VZzezS+yPJXqwnTgl4v+T7k1jdbbZ/K08l243dzG0kWi9GNe6Q4a0vMjGOPue5p+C+YPKLtN0sm33aNbbrBKyqZqi5yuDg7LmSVL5GO48cOY5rgeRB4cMKFtP2r6k2u3DTVZeaGkpajTWnqHTNEKFsgL4KUOET3Zc4mQ7xzu4HLAXqNx8qbaFfG0ds2rbDdn2u9RW+AUUN11PpaSW6FrMgNlc1zO0LeA4tzw45ySfLRo1cH0SSTfTZq6Xm9/6nrq1KeJ6k20r3va/hE28W2vof7HZp+qrKV8UNy2sVFVSPdymhFsfEXt8N+KRvvaV80NO76x5YK+vPKc1lrKm8mbQWhNqrXU+sdTaiqNYi0sp46WOxWqOm80paVtMz+52PDt9ke60jdk3suy4/Ig4Hou36a3OlJy8yl+ThjrQnGK8JH0t/ZBC66beKTWNJPJUWfVGlbNc7RUFv0b6V1OGeqem8x7iOY3/FaPyDrrb7J5W+zevulU2ngdWVtG2Qgn6aot9TBCOH7Us0bR/EtRofyn9W6Y0PSbNdWaL0XtC0zbHl9rodWWrzw20k5cKeRrmvYw8PUJIGBgAcFym0LahFrS+Wq96d2d6S0DLaGEwjSVE+iD5d8OEryXucZGlrd1wIxg9eHOGHq9u8HOOlmuq/00OkqtLO7iMtb3t/uc3qiz3bT2pbpp++U00NyttZNR1cMzd2Rk8by2RpB7wQV75tHidYfIT2S2i70fY1l91debzQ9oAHPo2tMRfzyGufJGR3HAPLC1dZ5XVx1JLT3TaTsN2V62v8MccUt9u9jf57WBjQ1hqDHK1krgO8txwBxwXmu1ba3rPbLqRuptZVFKJKemZQUFFQ0zaait9IzO5T08LciONuTgZJ6knit5devKmqkbdLu3ffS2noY66NGM3CV76bW8nsnl6f7/ALZiM8f9iXTf+VVLm3HPkKMI/wD1mb/2BIuG2u7XdR7ZrzYb3qWht9JNp7TlFpmmbRNeGvpqUyGN799zsyHtTkjA4DA5qEdo15OyVux3zSjFoGqP6V+cbrvOPORRupezzvbvZ7jifZznvwpTwlSOHpU/MWm/qaliKcq0530cWvsepeRz/vi2nf8ANTqj/NmrfbGuHkUeUZnvr9Kf5+vE9mm1C+bLK6/V9ioqGqfqHT1w03Utq2vIZT1bAx72brm+uAARnI8CpmmNsOo9K7MNa7JLfQW6W0a6lt01fUTsk84hdRzdrH2Ra4NALuB3mnhyUxGFqVJykvLg/o9RSxFOEFFvxL7rQ7nyFz/52Wznxr6n/MqheGXD9LVfxSfiur2TbSbzse2iWTaVp2io6u42GaSanhrA8wvL4nxHfDS13svJ4EcceK5SVwm33PYA6TeLiDwyenTC9Spy7idTw4pfd/1PO6kcmMPKbf1sfYu0/wD9PTZR4O0Of/6qReB+U1TzU3lD7Tmzxujd/S26uLXAg4NVIQfdgg/EKDrzbRrDXm0O3bTpjS2m+Wint0FFLbmua2I0UbGQyDfLjv8A0bSc8M54Y4L0rUHlmXjUt2l1Zc9g2x+bVtQWyS6im02Z6t0zWhomLZJHRl+ACMtIHDgvDRoYjDunJRvaPS9dnc9NWrRrKalK3xX2IWtIJoPIu2XdrE9gl1lqGSMuaWh7Cymw5ueYPcVtfKxP/k98nsf/ALa0f/WyLzraP5Qm0nazo+z6Q19c23ZtluVVc6eumB84JnZGww4BEbImCJu6xjGgZK1e0TazqHaVZtGWO9UVBTwaHsUdgoXUzHh80DHFzXylziN/1j7IA8F0o4WrFwlNLSUm/nexmpXpvqUXukl8rHpvktDOz7yhz02X15/xgus2Zf8Aq5tsh66ztX+XRrwPZ/tSvuzqya1slmoqCoh1xYZtPV7qlry+GnkOS+Ldc0b4/eyPBbCxbbtT6f2I6l2E0dstr7Lqm5092rKqRkhqWSwmItawh4YG/QtzlpPE+CzWwlWVWc1s5QfyW5uniacacYt6pSX12Oz2PU1VU+S75RUNLSzTvZT6Smc2JheRG28BznEDkA0FxPIAE9y8Z0/ertpa/W3UlhrTTXS01cNfRzM4mOWN4ex3dyIB5jku12Lbc9X7DLtda3TVFabpb7/b5LXeLPeKYz0Vwpn/AKkjAWkkccEEe04cQStdtK2h23aLX0VXbdl2i9FNo4nROp9M0D6WKpLnZ35Q5795wwAD3ceeV6YU6ka01KN4S1vf0Stb5HCVSEqUWnaUfHzufXNy2Q2Dax5SukPKLFuEezfVOn3bStROkLWRUMluDW19NkH1z5y2DeGAT27+5pK+Q9qO0277V9qOoNp18gkpp9Q3CSsdSPl7TzWF3qtgD8DeDIw2POBndzw5L6AvGt9V7I/IH09s9rLy11XtXvlXcqOndxkoLBEYu0a0g5a2eoiY8dzmySY48R8nboHDHJeb9NpSlKU5O6j8MfZP+18jvjqkbKMfPxP3f9/cvmiMEz4f2DgHqO4/Hn8VYs857Snhn5uA7J/vHL7j/irAvrJ3Pmt3CIiECkQfRU81Rggv+hYehPtH5cPio/gpNYDE6Ok4jsW+uP3zxP44+CehUvJaysqoxutnJb+y8Bw+RV3nNNJwmomDPN0JLD8uIUZEsgnYk+b0khPYVu74TMx94yFR9DVsYZRCXxj9dh3m/Mcvio+ArmPfG8SRvc145OBIPzCli3RaCik+fzu4TtjnH98bx+Y4pvUEp9aOWF3Vrt9vxB4/elyWvsRkUoUPaH+1qqGb90u3D8nY/FYJYZ4Duzwvj8XDAPxVuLMsQ8cJzRCEl+Z6KORvEwO7J3uPFv5hRlJofpJHUh/r2Fjegd+qfn+KjcvVPPknktiVbfWnfTu5TROYPfjI+8BYIYXVErIW5DnkNHhnv+HP4JDIYZmTDmxwd8ip09OaN9VI3gZHGKEDo7jke5vD4rLdncIyZ0/4/JFM9A03QIs3Zo1BuVZnLZGtPL1Y2j8ArHV9c48ayf3CQgfIcFgRdLIxcyPnnkG7JM9w8XErGePE8ffxREFwAAMYT3cPciIAiIrsLhFXB6eCkiKOjAdUAPnxlsPc3xf/ACQWLIoWRsFRV5EZ9hoOHSH8h4/BZhUSNjdWu3W4zHA1vADqQPAd/eSo/wBNW1AJcXyPdzPIflgK6qlY+QMiAEcQ3GeIHf8AE5Km5U7GJ8kkmBJK94H7TifxVMkEEHBHTgqIhCUK7tAGVcQnA/Wzuvb7nfzQ0bJuNDMJT3xu9WQfDv8AgoqYSwKlrmkteCHDmCMYVFJbWvc3s6uJtQ0DA3jhw9zufzyFXzaKc4o5d53dFJhrz4DuKN2KyM17o3tkYcOa4OB6EclmrWBlQXx47OUCRvgHccfDiPgsL2uje5kjS1zTggjBCzn6aiDh7VO/BH7juOfmD809RrsW0tZVUMvb0dRJBJuuZvxuLXYcCHDI44IJB6gkHgVh8UByiWW5LvYIiKgIiIAiIoAiIgCISAcc+h6ocDiCCOv/AIpctgiAjqqBzXciDjoUGpX4ke44Xs1t8szyobRQ01vpNtF67Gkj7OF1RHTzytbx4drLG55zniS4k968ZOQMkHC+hfIZt1uu22qoguFvpq6EacvTuynjbIzeFFKWnBBGcjIPULy4zKjSc6kVK3J6MLmOooQk1c8O1JqjUusbtLf9W6guN6uVQGiWsuFS+oneGjDQXvJcQBwAzwHAcFq1bFwjbk54L3HZ1sl0dtk2OXyPREVZBtU0b2l2qLe+p34r9Z+O+6nYeLaiE4ywe03iN4uw3c6tPDQUmrR0Xt/sYjCdebSd3+TxBFsdO6evur75b9MaXtk1yut2qGUlFSw4355nndY0ZIAyTzJAA4kgL03yidE7Mtld4tmy7RtVU3fUun6fs9X3k1BdSy3M4L6alZwAjhJLC4jLnA5wQd6yrwhUVPdvX5ckjRk4Op4R5F7lRezeTdsx0VrGbWevNq0dc7Q2gLBJdLlHRz9hNVVUjuzpKaN+Dh0kgdju9XBWt8pjZRatj+1m4ad01VSVWm7jT0960/UPfv8AbW2pYHxHfwN4gl7CTxyzPHOVzWKpyxDw6/d/en0NvDTVHOex5Wi9T2BbDX7Zr1d6i9aki0vo7SdB6W1LqCdhcyipckBsbf15X4cGN/dceON13cVOufIZsz222zbCde6mp4W7ouly1V5jUVDsnLjDAxzGjGMYxwPEZ4qVcZGE3ThFya3t4+rRaeGcoKcmkntc+dEXrWndmNn2/bcKfQuwe03Gz2e5lszBfKhszrbAyJrqmWaSMYMbHdpungSCxvAldrX3vyH9A1Uum6LZ/rXac6ke5k+oKm/+iIamRvAmmghY4iE8wXne5cxhSWNUZKKi3K17Jar38FjhpSXU5JLa78+x85xTTU8rJ4JXxyRkOY9hwWuHIg9xC9mpPLO8qWjpaaji21X57KOPsoXztgnla3GDmWSN0jiRzLnEnvK2uuNjey3W+zK7ba/J0ul7bQ6bmibqbSd9MT660RS8GVEMsf6an3uBJG8ACSQAQPAiMKwyMaryim1pZrVEk6uFdoy342ZsL/qK/wCq7tUX/VF7r7vc6sh1RW11Q+eeUgYG9I8lxwABxPIAdwWuTI4jPHOMd5QFp4te0+45XqUUlZHB3buwi7qC47IG7Hqi2z6fvjtpDryJYbiJ2+jmW3sgOzLN7Pab4dx3eh3sDC4Ud3EY7znl71mEuu91a2glFRs+QiDx4d3Hr096xVbt2mn3XDeEbsDPhgn8s9y1Kdo3EY9TsZQQ4ZBB+KL6J/sglBbrT5WutrdaqCmo6ZjLWY4aeJsbG5ttMThrRjiTnh1PVfOxIAy47o8enX3Llh62fRjV2uk/qbrUnSqOG9nYIhIAyTjHMdPeqbwOMccnHArvqcrFUTIxnIwDg8eXRUDmk4Dh8+/p71CpMqirgg4PAqiECIiuwCIigCcDwIyiKjY3uqtcas1u61v1Xe5bj6EtsNotwexjG01HFns4WBjQA0bzvE545WiRFmEYwVoqyLKTk7sz03rtlpyc9o3Lf428R92R/hLB8OCuje6KRsjDhzCHA9CFkqmhsxLB6kn0jPcf9cfBFuQwoir7loGeha3t+2kGWQNMrh1A5D4nCwOc573SPeXOed5x6k8ypLgIKFrR7VS7fP8AA3gPvz8goqi3AREQBERAEREA5jBWaGrqYBiKZzR+zn1flyWFEsCT51FId6oo4nHrH6hx8OH3J2VBJwiqnxOPENlZw+bf5KMiWKiR5hVg9pC0S7vrB0J38cefDiOOO5Vr2kVHahu6J2iTHQ94+BBUcOc07zHFpHeDxU+KtqJaGRshZMYHBxEoDvUPAjjx57p+JUd0XcgAEnDRk9wW9koqp9TRvw6SOmYGuz3uZ3Y8cAD3LDaYYKucTGhMQiw/LXndJzwGD/NdAuc5moxuch2l0+qqvsn+SLr0WOtF6Th0RF6DkEREAREQBXRsfK8RxtLnE4ACuhgknfuRgcBvOJOA0d5J6LK+oZCwwUbiA4evLyc/3dB4IC/fZQZERD6nkZBxbH4NPefH5KGTzLjk8Tx5oslPAaiZsecN9pzv2WjmfkhbmVmKamMv9bP6rfBnefy+ajLJUTCeUyNG6wANY3o0cAP9fFY0DVgiIhAiIgCHiMHkiICQytkLWw1DGzsHqgP5tHQO5gLqKWigpIuzhjbhw45459/VclFFJPIIomlzncAt9Hf6SBgglc+R0YAMjG5a89RkrlOPB0hZaswX6gghjbVRNDCXhrgOR4c/uWlWwu11Fw3I4mFsTTnjzJWvW4XtqYlvoERFogREQBERAExvAtyQSOGB96LpdmWnbRq7aRpTSt/rTSW283uhoKyoDg0xQy1DGPcCSADuuJBzwwszkoRcmagnKSS8nfs8qfVUNW2G1bM9kVvp5mxxy26n0BbXQ1QaRgSb0bpHk8jh4PTB4rf+WPs7sGnqbZztM03pe26Yj2j6Phu9dZKCJ0VNR3FoHbmKM/o2O7SPDAcAtdw4r0va/r7yltm22bUGxTye9JXXRtitdWae1WvTOm2tlrqZrQyOqlnETpagvBz2rnEAuxkHLjq/L7dqgbOtgkWtq2pq9Qw6Nqo7tLVVPnE5rGuhbMJJMneeHhwdxJDgQeS+DTks6nKEVFSvs7tq19fB9iUWqU4zbbVt1pv48lnlP612ebGNstfpzZrsI0LDco7db5Ky5XW3NroRLNQU7mupaE7tNBu5DnOdHI57yXZGS02a31l/tjfJI1LtV2h2Ky/060LqS22+nvdttsVHNV0NQN3sKjcGHhpLyMBoG6zA9ou4ny6v/SWv/wD9Msn/AGXTLZbPOHkK7XsczqzT4A48fWPRbhRhDDUay/deOvvv8jMqspVqlN7WehW1waU8nrYLo7aVJozT2p9oG0meuqLbLf6NtdSWW10soiErKV/qOnlk9Zsjt4NHLkd71TyXPKY2pbaNrj7LtFqNP3JkWmr0IalunqKGqgHmchPZzxxNkYDuNDg04cBgjkF55tcsV92r+Shsc2k6Toam60ug6K46V1E2kh7R1t7KUPp5JGtyQx0OC55wBlpON5TP7HzoPVty2iXPaBHZalmmqLTV4jN1cwimmnfTSRiGJ/syScXuLWk4EbycYXKtGlUw1SrWs53e+6d9EjpTdSNeEIfssvxqfJ8X6Nn8IXQ6A1/qfZfrK1a90bc3UF4slQKqmlBIB4EOY8Ajeje0uY9uQHNcQVz0X6JvuC+gfJt2faZslouXlMbYKDtdFaLnYy122X1f6RXzBdBSM7yxhAkkOCMNwQ4B4H2cTUhSotzV76W5v4PlYeEp1F0u1tb8ep9D7StPWPYPoa+eVzs70XUWrWmv7fQCmtxLXDQ9RcYpXVVYW7xLe23Xdi5zBuOkLcMBMa/PuR8kr3SPkc+SVxLnE5LnHmST3+K932f+VTqWHbHqLW21jtdRac2i71FrOzjedDUULhutEMe96r4Gkdjg7wDSzeyS5ZtQeSndqTyhtKbJ9O3R1z0vr+pgqtNX+PDmVtnkIe+fI4dpFFnfb1aDgBwXz8F/yDccTu1dP0S2+X33Pdif+btKjte1vV+fmT9f1H+w/wCSFozZqK+mju+1iudrS8MDCHi1Q7sdvicSeLXuaZx0c3HLndrd0u2TyQtIa/Nwjqr1siuLtH3aPHrutVTiS3yFwPqtjI7AD9YnORgg9Xtr8uPada9qF/05syqdM0mkNPVRstjhOn6OpDaOlHYsLZJY3OLSWOeOOAHYAAW02CeUnrbyhNUXXyetr14sUdi2j2WsslLJDY6SlFPdCztKOdzoWNLi17CGtJwXPHfgrzqOIp044iUFo+pu+tnurW/06Ha9GU3RUvHStNLr58nAafr6nT/9j+1XNQSNY7VO0uitNdg7rnU8FCKhrHY5t7Vm9g9Svm/OeecHjgr6p8nywx7RNl+1DyQbo+mt+tJbtHf9NNrJWRRzXai+hqKIudxa90UZa0c/0jjwac+BXrZHtV05djYb5s41LRXESGPzaa1zh7nDid0bvr9ctyMYPLivoYOrCFSpCT1bv7ppWf8AI8eJpznGEoq+lvZo9x8kGCCh2X+UVq5lO91wt2z6a308jcZjjqnPEh4g4/RMJ8GlfMeMcF9HeSheafReutX7F9qM9VpO37UNMVOmZai4wPgNFUzsDqSaVjt3DDvEZOBiRvHdJK8m2i7FdqmyjUUultdaKudvrWVXmcDzTvdT1khOG9hKBuyh2CRu5OOYByEoVIxxNRSesrNeqtbT2ZKsJToQcVtdP3ueu+QlNPcdpWrtETyZtmqdB3u317HDfBZ2TXMcAeALXDIPi7qvmimf2tPHLjG+wHA64X1hsX0hePJx2V6/267TrPPYbpfdP1Ok9FW64xup62rqavdbPVRxOw9scUZB3+AO87vwvlJoDRutAAHAAHOFrCtVMRVqR/bovdrcYhdNGnCW+r+TO90LtiuezexVNrtejtB1881U2tbdL3pijuNbTkNDRHHJUMe1rPVBxjnk95XstFc7Ht78nHafqvV+zbS1q1Xob0ZdbVqOwWSK2uuDKirMNTDUiBrY5SAQQcc3A828djZJNTbFfJV2ebWNjOi6WbU+q7refTmrjaIq+rsnm8wpqWmgdJG9tP20ZL94briWHiS7K6K3ag8pHU/k27bL1t8u+pZaSssVpNlgvj+wMm5c4u1lhpnBrt31owZQzBy0bx5D52IqQnLNpxSakle/xaNJ6HspU3CPRNt/C3a2m19zz2m0npR39j7rNayaatTtQM2ltt7bsaOM1opvMGOEIn3e07Pe47ucZ7luZzsb2beTBsd2kX7Y3bNVarvX9I6WnNVMaehkdDXYE1dHC1slYWNcxrGOkDQ0OGeQWKm/9WlXf860f/Z8a0m2bj5Gvk6n/wB71d/n8aKObJQk9HVfn/tZF8EXJJX6F+UbXZ1cLBtnrdaeUBtd0dYBp3ZNpujjptMWGijt1BWVEs746KmfG0kiEyOkc/dOT6g4jLX8rcvLW2wCwVem7fZtAW/TUm89unaXRtuFsY0gEs7GSJ5Ld4Enec4nPNdB5LFum2h7Htu2xOyubPqTUdltd2stCHhsta+3VZqJYYgeL5C0tw0cTx5DJHhum9l+utdapl0BYNNXF95ZIIKunlpZGOoMnBkqhjMEbRkuc8ANDSTyXbKoOVWNRL4bWT8Kyfn1uc+uqoU3T/i397/+j6w8oy0Wu+f2Tulst7tlJX2+u1LpamqaSqhbLBPE+noWujfG4FrmkEggjBC4zaFt10LsX2oamsWxHYVpK3VlqvVypJ71qCnNyrBMKmVrvNGZZFRRN4hrY25Dcceee/28/wDrTrT/APyzSX/U0K+WdvAztz2jAd+rbx/nsq5YGjGvlxnqlTjp4+ZvE1JUVNx362e1XS+2jyQ9n+zeDRGkLJV7T9XWCn1dctRXy1Mq57TS1G8KWmo45QWQvDWP334cS7e7nANk6S1LD5Yundead17o2wN2k2WwVGp7Hqe00MFvq680pDpaOrDMRTB8Za1kjmgsA454lQPKjsl82obOtlHlBabonXKwQaFodL3qWhidK203K3mUzMqMfomES5a52AQM/rNzi8kyxXbZ5ZdoHlDaps89Hpa16NuVttdVWE08V0udY1sVPTwOIIl3gJN5zA4MyCVnpp9q6/8A1b/O99v5W4Ntz7jLt/h/a1jJsV/2M9O+SdrjaZrDZnY9V3q0aqt1NZDcKRr2iaWF2GzuGJHU4GXuhDw2RzGB3Akq7Zz5V1w1xqnTmzPbfoPQ+pdAV9VFam26HTlLROs7Jndk2ahkgY10LmbzTjiSxu6CCcjT6Rp53+Qfr8wQvlZTa6tEsz2tJDGNppcvcf1W8RxPAZXB+Tlsx1NtY2nWKn0zQvmttruNNXXi6jhR2yjieJZZp5vYjAYxxAcQXHAHNdsujPOnX3TdtdvhW3+xz6qsXSjT2aXjfXyanbXs9/2KNrertnDKh88WnrtPRQTSHL5YQ7MT3cAN4xlhOBjJOOC4pemeUvr+37Udvmutc2eft7dcrxN5jL9ZTRgRRSDgPVc2MOHeMgFeZr6mFc3Ri6m9lf6HzsRGMaslHa7CIi7nEIiIAiIgCIiAKQQ6aiDt7LoHYP8AA7l9+fmo6kUbh2vZOdhkw7Nx6Z5H54QqVyOr4YnVErIGH1pHBo8Mq0gtJa5paRwIPd4KTSDsoais72tETP4nd/wAP3JchZWSiWpcWfo2YYz+EcAsCAAckTYBERAEREARZYaapqOMMEjx1DeHz5LJ5mGjM9XTx9QH77vk3+aXRbEZFJLrbF9fMeuRG348yVQVrmDENNBEO47m8fm7KFsWRU1RN+ihe4dQ04+fJZDRbhxUVcMXgHb7vk3KxS1E8/6ed8ng92QPgsf4dE1M6EkG3xcMTzke6Np/E/gtzY4mSRvqfN442kljQ0Ek9SSSfyXOre2esZQ04hrZBGJDvx54+qevTjy+KxNaG4aE+40b6qHEL3tkYd9mHcCQOWFHprhWx0zpK1sAcxzB60gblpByTjv4fHKkVVxp46d0kcgkJZvAMcCd08N7nyC0TabNvn81kM7XSscQGkOwA7mPj3ZWIrq3Ny0ehtvPv/i9P/0aLmPpf2XfaKLWUjN2XIiLocwiIgCzQ05laZpHiOFvAvPeejR3nwV0VOxsYqKouEZ9lg4Of/IeKsqKh9Q4Fwa1reDWNGGtHgmpbLyXT1DXM7CBpjhBzu54uPVx7/dyCwIiWsS7Cku/tWjEfDtakb7uoj5gfE8fcAraOFs0hkk/QxDtJD+6Dy+PL4+CxzzPqJnzP4F5zjuHgE3KnoWckREIEREAREQBXRxvleGRtySkUbppBFG3ece7ks072RMNLTuzn9JIOG+eg/dQCSZkTDT0zs7w9eTHF3gOjVHRESsAiIgCIiAIiIAiIgCoQDwIByCOP+v+vzBqiA9KrPKV8oG4acdpKv2zavqLU6AU5p33WbjGOAYXh2+4YHEE4PeFxl61dqbUNns2n73eqmttmnoJKW10srvo6OGRwc+OMdzS4Zx1WoRco0KUP2xS+R1dacv3SZttU6s1Jra9Taj1beqq7XOoZFHLVVLt6R7Y42xsBPgxrWjwAWSk1lqug0vX6Iob/VwWC7Tw1Nfb2O+hqJYjmN7h3lp4jktKi0qcUlG2iMqck+q+rOq2fbVdpGym4z3bZxra7aeqapgjqDQ1BY2ZoOQJGcWvA7t4HGTjmuhvnlLbfdR36LUl32s6imr6eKaGB4qtyOBkrS2QRxNAjbvNc5pIbkjh7vNEWJYelKXXKKv7FjWqRXSpOwHAYAwFvrvrrWN+01Z9H3jUtbVWTT/aejLdI4dhSdpxeWNAA3nHm48efUrQourhF2bWxlScdiq7aybbNrOm7VaLLYdoV5oqPT7qh1piilAFCagPE/ZEglm+JZN7BGd7uwFxCLM6cKqtNJlhOUP2sNAa0NaMBoAAzyAUq13S5WO6Ud7s9bLR19vqI6ulqYXbskM0bw+N7T3FrgCPcoqLTimrMzezubC9ahvuor9VanvV1nq7tXVLquorXYbNJO45MhIx6xPEkYyV6jbPLA8p20W1looNt2qWUzIxG3tKwzyNaOWJJQ5/x3srx5Fznh6VRJTinb0Oka9SGsZNXNtqvVuptc32q1PrC+115u9a5rqitrZnSyyFrQ1uXHo1oAHIAADAXoGkfKr8o3Q1mj0/pvbJqSnt0EXYw08tQKhsLM8ozKHFmO7dIxyGF5SiTw9KpFRlFNL0JGtUg3KMmm/U3+tNf632jXg3/XmrLtqC4lnZiouNW+dzGZzut3iQ1ueOGgDwWgRF0jGMElFWRiUnN3k7nb6B227XdlVJU2/ZxtGv2n6SseJp6ejrHNifKBjf3DlucADOMkAA5AAWvr9p+0S6y3ypu+tbzcKjUtOylu01ZWPnkrIWSNkZHI+Qlxa17Q4NzgEBcwi55FLqculXfojarVLdPU/qbxmuNYt0U7Z1/SStGmn13pN9q3/7WNWGBgm3f2t0AZWO46v1Rd9O2fSVzv1XVWWwOqX2ugkfmGjdO8PmMY7t9wBPuWnRay4bpLe/z59yOpPn/wBEyz3i7aeulLfbBdKu2XKhlE1LWUkz4poZBycx7SC08eYI4cOufRtY+VD5QWv9Oy6U1Ztb1DW2qojMM9L5wIxPGebZXRhrpQe8PJGOGOK8tRSdClUfVOKb9UWNapBdMXZHS3PaZtBvWtotpF21dcarVMM9PUsu8su9UtlgDBC/exzaI2AfwhaS63S43y6Vl6u9bLWV9fPJVVVRMcvmme4ue9x6ucST71FRaVOMf2q397GZTlJas7DZ3th2p7Jaqoq9m+vLxp91VumdlHUbsUxHLtIjlj+mXNPDhy4K/aNtn2rbXJoZdpOv71f2UznPp4KqpJp4HHm5kIwxpOSMgDA4cuA4xFjIpdeZ0q/NtTedPp6Lu3B9S7HtoWtdmXkZ661LoHU9bY7r/Tm1QGppH7rzG6nk3mHgRg4GQV5Trrym9vu0u0yWHWu1S+3G2Tt7OaiEwggmbgjEjIg1r+BPtA57+QXmXaSdmYe0f2ZIcWbx3cjkccs+KtXCngqUZyqSSbbvttov6HWeKm4RhFtJK24REXsPKEREAREQBERAEREAQjKIcgZHcgM9c4Pe2r5+cDfPi/k77wfmr6wGGOCj72N7SQfvu4/hgLpbfRsoqZsIGXDi53ieahXuhppWCqfJ2LmkBzt0kEH3d65qetmbcdLnOoTwypX+50XITzkdSI2n8T+Cp589vCCmghA5EM3nfN2Vu5kxwUtTU/oIJHjqG8PmsnmbGDeqKuCPHDdDt93ybkLFNUT1OPOJpJMdz3ZCxnjz444K6vcMk5t8Z5SzuHXEbfhjJKGtc3+5qeGDxa3ePzdn8lG5IluRcyS1NTOfp53yDo5xx8lYqIhAiIgCIpUbGUrGzzNDpHcYoz3fvO8PDvR+gEccVK1s9Q0PkdxijPIj9p3h4d+FHfI+aR00ri57jvEnvKo975XulkcXPfxcSqIuWW9iV2ro6anqI/aie6Jw7i08QD8ys0rGst5ngeRHJUNc0Zw5nquy0+4qPCd+lqYsZI7OQfB2D/lLPSGAW58VQPVlqN3f72Hd4OWWtSp3MPpK4f8AG5/+l/0Isvoat/ag+2EXS5kgooXpel6P+SC7UxIa1shJ7g1ay58HXJqcE1S2xR0YElWwPlPsQYzjxf8AyUFt6t1G3ejLn1J/W3PVj9w7z4nkopu9O52+4yEnnkZUypvwXJnwbCWWSd5kmeXOPXu8PD3KxQvS9L0f8k9L0vR/yVyp8GcmpwTUPLicKF6Xpej/AJLNS3egbJ28zJCyL1sY5u7h80y58FyanBsagebU7KPGHOxJL7/1W/D81FUN97p5nuleXlzyXOOO8qnpel6P+SKlPgmTU4JqKF6Xpej/AJJ6Xpej/kmVPgZM+Caihel6Xo/5J6Xpf2ZPkmVPgZNTgmq+GGSeQRRN3nHkP9eSgMulPI7ca1+fdyUmW+2+OI0tJ2ha4fSS7uC89B0H4qOnPaxcmpwTJZWQMNLSu3g79LLjG/4Do38VGHAY6KF6WphwxJ8k9L0vR/yRUp8EyanBNRQvS9L0f8k9L0vR/wAlcqfAyZ8E1FC9L0vR/wAk9L0vR/yTKnwMmfBNRQvS9L0f8k9L0vR/yTKnwMmfBNRQvS9L0f8AJPS9L0f8kyp8DJnwTUUL0vS9H/JPS9L0f8kyp8DJnwTUUL0vS9H/ACT0vS9H/JMqfAyZ8E1FC9L0vR/yT0vS9H/JMqfAyZ8E1FC9L0vR/wAk9L0vR/yTKnwMmfBNRQvS9L0f8k9L0vR/yTKnwMmfBNRQvS9L0f8AJPS9L0f8kyp8DJnwTUUL0vS9H/JPS9L0f8kyp8DJnwTUUL0vS9H/ACT0vS9H/JMqfAyZ8E1FC9L0vR/yT0vS9H/JMqfAyZ8E1FC9L0vR/wAk9L0vR/yTKnwMmfBNRQvS9L0f8k9L0vR/yTKnwMmfBNRQvS9L0f8AJPS9L0f8kyp8DJnwTUUL0vS9H/JPS9L0f8kyp8DJnwTUUL0vS9H/ACT0vS9H/JMqfAyZ8E1FC9L0vR/yT0vS9H/JMqfAyZ8E1FC9L0vR/wAk9L0vR/yTKnwMmfBNRQvS9L0f8k9L0vR/yTKnwMmfBNRQvS9L0f8AJPS9L0f8kyp8DJnwTUUL0vS9H/JPS9L0f8kyp8DJnwTUUL0vS9H/ACT0vS9H/JMqfAyZ8E1FC9L0vR/yT0vS9H/JMqfAyZ8E1FC9L0vR/wAk9L0vR/yTKnwMmfBNRQvS9L0f8k9L0o7n/JMqfBcmpwdbb7uyOji88ccl/ZNcO8DByfdkKFerm6qf5m2NzGxOO9nm5w4fLOVpqq8UP0UTBJuxMAcN3m4nJVau9Ucz2TNEmXxt3vV/WAw77xn4rCoSvexp06jVrGVFC9L0vR/yT0vS9H/Jbyp8GMmfBNRQvS9L0f8AJPS9L0f8kyp8DJnwTUUL0vS9H/JPS9L0f8kyp8DJnwTUUL0vS9H/ACT0vS9H/JMqfAyanBNRQvS9L0f8lnivFDTjtZGvMvNjC0YHif5fNTLmvAyanBOY1lM0TStD5SAY4+eB+078h8ffhe573F8ji5zuJJOSfioBvFPI4yPdK57uZIzlPS9L0f8AJFRmvAyZ8E1FC9L0vR/yT0vS9H/JXKnwMmfBtre4CqbGRwla6L7Qx+OEk/8Ay2MDh9M/Pv3QtUy9Usb2yDfy0hw9Xopldd6HsjHH2nrTvkHq9zmtwo6U+DSpTtsXb7up+aKF6YpOkn2UW8qXBnJnwaRjHSHDQOpJ4Ae9XOe1g3If8J2OJ/kEfICOzjBbGDkA8z4lY17z6zGB0CcOiIqS5XgnBURCDjjgskvqAQjHq8XEd5VYRugzEZ3eDR1ceSxce/moaegVeCoipkrwTgqIgK8FVjHPdutGc9eQCRxukdutHHr3DxKue9rQYoid39Y8i4/yQ1YPe0N7KH2TzcRxd/oWP4IiEYVeCoiEK8E4KiICvBOCoiArwTgqIgK8E4KiICvBOCoiArwTgqIgK8E4KiICvBOCoiArwTgqIgK8E4KiICvBOCoiArwTgqIgK8E4KiICvBOCoiArwTgqIgK8E4KiICvBOCoiXBXgnBTbdZLvd6e5Vdsts9TFaKQV9c+NuRT0/bRw9q/o3tZomZ6vCgqKSba4K00V4JwVFUDiPFW5BwTgt5dNHXa06UsWs6qSldbtRS1sNG1j3GUOpXRtkL2lu60EyN3cOdkZzjhnRlZjNTV4/wB2NSTi7McE4Jh3PHBUWjJXgnBURAV4JwVEQFeCcFREBXgnBURAV4JwVEQFeCvgY10g3h6rfWPuCxrI31YCRzkO6PcOf5Jc0jGSXnecck8SsmA+DxY77j/4D5rGssHFzo/rGloHjzH4IRamLh0VeCoiBleCcFREIV4JwVEQFeCcFRZABEA44LzxA6eJQpUBsQ3nDLzyHTxKx7zsk54nmhJJyTklUUFxw54VeCoipCvBOCoiArwznCzTO36eB3eMtPwwsCzlpNEyTua8j5/+CjKjBgdEVdxyLXSilERFDIREQBVa1z3BrRkngAqLKz6OMy54uy1v5lCpFJiARG05awc+p7ysaIhAiIgCuYx0jt1o8SegRkbpHbo4dT0V0j27vZRexzJ73H+SAq97A3s4eX6zscX/AOhYkRCthERCBERAEREARFkp5WQ1EU0lNHUMje17oZHOa2VoIJYS0hwyAR6pB48DlRuyuVK7sY8tPAHJ6DiSvpnye/IxuG3XZprDaBbNf6QjZZrR20MUtylhfbK0VET3efB8QDIzSx1RDwXMJLTveq4DN5RtT5Jz9kGjaTYnZozq+zwx2y+Plu08nmzpmvq3FuWNZXYnkqIu3a7dYGtbuuDoiPFtFbaNqWze3i06F1xdbLQmsdXy01HKGR1EpiER7ZuMTN7PeG5IHM9d3D1ivlynicdh+rDf4cr/AMS8JnqUadGdp/EjmL7bILNeKy1Ut4oLrFSTOhbW0DpHU1QB/WRmRjHlh7iWg+CgKfYH2Vt8t51PFWSWnzqLz9tHI2OfzcvHadm5zXNDt0kjLSM9y6LazVbMK3XNdWbILdeaHTFQ2Oamp7tOySoie5gdIx24xrWhry5rQC/g0HfdnA98ZuMlTab038f+zj03Tlci6SpqaexaukngjkfBaY3xOfGHFjvPacEtz7JwSMjjgkd65yGCaoJbDC95aASGtJxldRo3/e/rP/6PF/n1Mul2HVVRQf0wr6R27NS2GaeN2AcPaQWnB4cwvm18VLCqtVirtNae6X9T5GIxUsLCtVSu01Ze6iv5nmwt9eeVFN/0ZVvmtTvvjMEgcwbzmlhy0dSOa7Y7cNpueGoGe7zODP8AkLe7Kb9ddSa01Be7zUdvV1FhqA+Tca3IHZgDDQByASrjMXhqUqtenGyXht/yLVxWKwtKdatCNoq+km390jyYnosppqhsPnBhkER4b5ad0/HkstvoZ7pcqa2UjCZqqZkEYH7TiAPxC98uklrvlNeNi1CWuNqtMLqJzWkGSqiG84c+/Lf8dXH/AKm8FKCUb31fpG6V/uP1D9RWBlBKN76y1/bFNJy++x8/spKqZu/FTyPaDglrCQD0VwoK/wD4jUD/AO2V0GnNo+stIUUtrsdzFJDNKZ5I3U8b/XIAzl7SRwaOC9S1DtH1jQ7KdP6mpLvuXGuqXxzymCNwc0OmAG6W4Hst5AclzxeOxeHqwjCEWpOyfU+L66GcZi8VhqsIRpxam7J9T4b1+F8ep4TNBPTkCeB7CRkbzccFWGCed3ZwRPkdjOGNJ4fBbfUutNR6xlgn1HXiqkpmOjjIiZHgHifYA+9dlsFnmptR3iWF5a6OzTvafEOYR/rxXqxOLq4TCSr1IrqXhPT62O+LxVTCYSVecU5RWyen1t/I89mtN2p4xNPbaqKM8d98LgPnhRM+C7im2z7RKWoM41A6U5yWSwxuYfDG7+GFtdd0Vr1joel2m2y2Q0FW2rNFdIYOEbpOB3wM8Obffv8Afhco42vRnCOKgkpOyad7PxfQ5LF16NSEMVBJSdk4u+vhNNLfk84ZR1cjQ+Ommc08iGEhDQ1jAXvpJmsaMucWHAHU+C9dvOudTaM2daK/o9cPNzVUk3a5iY/e3XtA9oHHNcfX7YNod0op7fXX5r6epjdDK0UsTSWOBB4hvDgTyWcPjMZifjhTj03a/c76O3BnDYvF4pdcKcem7X7nfR2/0+nJx8kM0RaJYnM3hvN3hjI8FZ44yTyC9P0hWUu0bTDtnN5mDbrQtdPY6p454GTATzwQOHgPAKNoLR1Na312stbU7obbp+V0Zge31qirB9WIA8Dxwfl3AlWX6pGipxqq04+Ob/tt7mpfqcaKnGtG04+F/Ff9vT77ej3PPJYZYXBkzHscRkBzSOHxWNbfVWprjq6+VN8uT/pJj6jB7MTB7LG+AC1C+nSlOUE6is+D3wc3BOas/KCIi6GgiIgCIiBGaipZ7hW01upIzJU1crIIY2jJfI9wa1o8SSB8VP1Xpq66L1ReNHagg7C52Ount9XH7QbLFI6N+Ooy04PeDkZC9R8lXygrn5Om0+DWhut89CCGQ3Kz22SMNu7mxv8AN4ZRKCxrBK4EyYL2sMm5hzlu/K78qe9eUzqi2X2GuuttskdDCXaalqN+loK9m8yR8ZaGibfGHCR7d8B5b6oHHwOtiO7ylD/Dt+6/n6HojCnl9V/i4PoHyJ9Y+SVbdkN1odummNIaevGr5JNINnmr6trr7RiOOZ8s7C5zaWMTNjaalm40yM4bro18Q7R62Cs1rd3U+g6HRbYKl9MbDSSyyNoHRnddGXyvc97gQcuJ4nOA0eqOcDnAYBIBGPgqAAANAwB3LGG/T1hq9SupN9Xh7L+0WpX64KFtjK6nmZTxVb4pBBO98ccpYdx7mBpe0OxgloezIHEbzeoWM8M+C9O1Ft1uWpNi9g2N1OkrBTx6eq3VUN4p6CKOuqA/e7Rk0gb6wIbTNBbukinYXl5xueYYAGBywvZRnUkv8SNteb6eDnKMU10u56frb/gB2Vf8u1H/ANdSrF5NmjtO7Qdu+i9F6utvpCzXa5eb1tJ28kImj7J7t0vjc17Rlo4tIPisut/+ADZT/wAu1H/11Ktn5Hjms8p/Zy9xw0Xckn/7Mi8UpOOCqOLs/j/LOy/zo/L8Ik2/aL5Pmoq9li1psAt+m7ZVOED71pi83EV1vBJ+nEVZUTwT7vAlrmtJAOHArfWPZNpvZVqPbjatqGkLdrKq2Y22F1JBUVtXS008st1oqZsxNNLHJh0FUXhpdwJGeIXjWhNn+rNqOqqfSeiLLU3SvqpQx3YsJjp2OODLM/2Yo28S57yGgA5IX1Nedo9LddoXlPa32bPoLtTwafttFbZ6u209xgq4YLtaaUymCdkkcwcI3PDnsOch+AcY8GMeTBwoTbulf4np8UfOrV035O9Fdb+Jef5M+etW7Rdm1+sFVatPbANNabuE5jMN0o73d55YN2RrnAMqKuSJ281pYd5pwHEjiAR320S9bGtmN3tWlI/Jz03eZP6M2C41Fwrb/e45Z56u101TM4tirGsaO0mdgNaABjgvOtX7SdoOqLM61X+xaapqISMldLb9FWi1yhwPqjt6WljkAJOCA/B78r0bb5tP1Jp3WNns1utOjpqeDRek919w0ZZq+d29YqJx3p6ilfK/iTjeccDAGAAF3y5OUIJb9Wim/Tzv8jmpaOXt4Odsdj0PrrQe2bX1Noijsb9PW+yVNjoaOvq5Ibe+a4QU0xa6aV75A9hefpC4AvO7jAxutoGyXRv+120br7RlofSahtlsp7jqx76ySTz6CvrqympZ2ROJbG2KSi7J27ugmoi4ZUPZrcai77F/KFutXHSRzVlssEr2UlHDSwNcb3BwZDC1sbB0a1oHguns2p7PZtQ7JrBq2tFPpfWezL+i19mfgtp6apu1zaypIPM08whqB4w8CudWpVhP4G/hlte+ihdr1/qbjGMo6rdfzND5HOyHSG1LapTu2mW6pqtG0E9HR1sccskIqayuqWUlHTiSMtcC6SR0p3SDuU0nQqLsztezizbMtp+v9WbNKDV1TpzUFitdtpa2511LFTxVXpIyu/tWeJzyfNYQN4nGOHMr1TRNmuWxTatsO8ni4Txx33+n9q1Vq6Fjw/crH1kcNBDkeyGUje23ck5rMHBaAOF2W6kvmldh22y6act9srKw6s0vEY7hZKO6xBh9MEu7GriljyN0etu5GeBGVxr16lVznF/DLotq1p1W38X/ABYsIRgkra63+h5hrXXegNSWdtt0zsQ0/pGrbOyU19DeLpVSlgDgY9yqqZGYOQc7u8N3gcErhV2uutfa11hQQUmpbJYaKmp6jtmSW7SFrtL3SbpGHS0dNE94w4+q4kcjjIyuLK+5hV007NW/8nL7s8VVtv8AtFERF6TkOXFZZvV3Ivq2gH38z+KpAMyBxGQwb5HXHcrCSSXE5JKFTsUVWuLXBw5g5VE5IEZJhiV2OR4j3HisayP4wsd+zlh/JY0DCIiECJ4DvWUjsAMkGQ93c3/SgKYEPF7QX8wD3eJVhJJJJySmSeaogCIiAIiIAiIgBUlvrU7WZ9pryPeCP5KMs7HbhpnHkC7P2lGaRHy39kopvo13UfMIpYpDRZQ+OTPat3XftM/MK0xODd9uHN6jjj3rRgsRBx4ogLmMdI4MbzPBVkc17vU9lo3W+5XDEUW/w35OA4cm9fyWLh3IV6BERCBXsY6R26CAOZJ5AdVRjHPOGj3+A6q6SQbvYxH1BzPe73oVCSRu6IYwdwHJJ/WKxoiBhERCBERAEREAREQBd1sX2R3/AG2a+tWgNN1dugrLlURR5rK+Cm+jdI1sjo2yvaZnMaXP7OMOeQ3g3mRwq2umtU6h0dcze9LXeptdxFPPTMq6Z25NGyaN0cgY/wBphLHubvNIdhxwRlc6qnKDVN2l4uag4qS6tiZr7Qt92b6sr9G6nloPSlseYauOhroKuOKYEhzDJA9zQ5pGHNJDmng5rTwXPLuLHo7azt01DdbtY9PXvVV17Ge4XKrp6J0znujp3yufK5jcGV7YXYJ9eSQ/rPdx5Gptd0o7lJZqq11kNwhnNM+kkgc2dsodulhjI3g7PDdIznuWKVRNdEpJySV7f0Nzi73S0LaGjluNbBQU74Wy1EjYmGaZkTN5xwN57y1rRn9ZxAHMkBdVtX2S632LawqNC7QLbDQ3emijmfCyqilIY9ocwkMc7dyDkB2D4Y4rBqzZrtK2ZS2yu1lo696fNbHFWUM1ZRviD8gPbguAAeBglh9Zv6wHJaG63q8X6pFbfbrWXCpawRiaqqHzSboJIbvPJJHE96inKpNTpyThZ/X32K4qKaktTf6N/wB72s//AKPF/n1Mum2GVENKdX1dTSsqY4bFLI+F5w2QAglp8Dy+K5jRp/8Aw/rMf/Bov8+plI2d6rtWmaXUsdzModdbNLQ0/Zs3vpX8s9B4r5GPoyr0sRTirtuP4ifAx1CWIoV6cVduUdv/AANqNp+jS3/gksh4d0p4/HdUrZBUwVustS1lJRMo4J7RWyx07DlsLXPaQwHvAzheXnwxzXYbMdUWrSl1uNbd3SiOqtk9Iwxs3iHuLSM+Hqnit4v9NhSwtRYdNtq27f5NYr9OhSwtWGHTcmrW6pP8tm22HWeln1RUaluc8NPRWKB05lncGxiV3qs3nHgAMuOfAdVvrJpqC0a2i1lNtX0pJMat1TUiOsAdI15PaNGT3hzgMrjxqu1WvZjJpS1OlNyu1Z21yc6LdaImn1WNdnLuIa7wy4LiiMjHIYxw/BcewxGNqVakpuCl8FrJ3ivfl3OUsBiMbWrVJTcFL4EulO8Ut9eW38rHY7WdORac1tWx0mDSV+K6ncMFrmSZJwRwwHbwHgB1XR6s/wCArSf/ACyT/LqFoNV6rtOp9Fafp6mWf07aA6kkIj9SSm5sIf1Aa0Y8XeCvv+r7NcdmFh0lTGbz+31D5Zt6PDN0ulIwe/22qKliJU8NGpF9UJ2fsk1f8BUcROlhY1E+qE9X6KMl1ez0fzOHB7s4XpWwoZv16z32WpH3sXmi7nZLqix6XvtbUX+WaKmq6CSlDooy8guc3j8gV9D9Ypyq4KpCCu/T3R6/1aE6mBqQpq7tstziHe0R49y9NtTfNfJ/vrp5XAV12ijgZ1c10DiR8GO+x4qMbNsUonNqJ9V3u4N59jDRCMnwLnALV6615BqKnorBYrWLZYbXnzWnz67nH9d545PE/M88kry1pz/UXTpU4SUVJNtq22tlfyzjVqT/AFCVOFKElFSUm5Lp/brZX1bbt6HaXbU9s09s50V6R0pb7z29JNu+df1WHjOPeuQvWvtP3O11FBT7OLJQSzM3WVMOd+I9Rw+C3B1Bszv2kNPWbU1beoKmz074z5pC0tLnOBPE5zyHRa2opdiYp5vNbxqd04jcYg+GPdL8ern1eWea8GEo0qbedSn1dTeilbfTzY8OCo0qLtVpVOrqk9Ou2sm1s7bWNZs30tcdT6kpoqKokpIqDFXVVgOPN4mHO9nkHcOGffyBK9H2iVlPtS0xU3TSVVO9unKmU1VEf62I5/tgADicBx48cb3x4q4axsto0JDpDSAnE9w+lvFW9m46Q44Rswc7o/AeJWg0fqyv0dfoL3QgPMfqzRd08R9ph/LoQD3L01sJiMbVeOS6ZQ/Ymt0t7+/jg9FbCYjGVu9StKm7QT8rzf8A+2y4Vn5NGeBwqLodcTaXqr9LXaRM7KCpAk7GaLcMLz7TRxOW54j347lz6+9RqOrTjNpptbPwfbpzzYKbTV/D3RRERdTQREQBOPdxKIhUe86G8jTbFr7Y9eNsNis0E9soH0stK9lzojDU0rmzmqldKZt2I0/Zxdo2QtLQ85HqnHhMsZhlfE5zHFji3LHh7TjvDhwI8QvTNJeUbtR0Vs7qtk9ludG7SFxp7jBcbPUUjZIK59ZHuOmldwkMsYbEY3Bw3HQsIyC8O8zZDM9rntY9zIwDI/BIYCQAXEcuJA968eH7mM557Vr/AA249TtUy2l0b+SxFXHEjornRSsjbM6N4ieS1shHqucMbwB5EjeGfeOoXsONmz0Ou8n7apbdldJtqrNONZo+tndBHcBWQFvAMw7g/B3nPcwNBL96KQOa0twfOObV1Mm07Xk+hoNmdRqSqk0rSyNmgtLg000collkErWEcJd6aXMg9ZzXlhJaGgcueS89BVlfOa30tx4v6nSfRddB6frf/gA2U/8ALtR/9dSrz2y3q86culLfdPXettdzon9rS1tFUOgngfjG8yRhDmnBPEHvXoethnYBsq/5dqP/AK6lWj2M2O26l2lWiyXajpqqlqRVF0NVMIoXOZSTPYXvLmhrQ9rSSXAYHEgZXGnONPDSnJXScvyzo05VEl6fhEvU3lAbdNZ26Sz6r2xa0u1vmiME1HV3ypkgljPNr4y/deP4gVzeldb600LVzXDRGr73p2qqIuwmntNxmo5JIsg7jnROaS3LWnBOOAUvXFvuVtmoqe4t0rvuY94dYLjSVjHA7oxK6mkkDSN3IDsH1ndxWPUdu8005pKtEdG30jb6mcmGFzJHFtdURZlJeQ930YAcGtw0NaQS3eOqKpSprpikn48El1KT12NhqDbNth1ZZ59Pas2sa1vdqqtzzihuOoKupp5tx4e3fjfIWuw5rXDI4EA9y5e5XW6XmobWXe5VVdO2GGnbLUzOle2KKNscUYLiTusYxrWjkGtAHAL0Oz7LdJ1lBpoXTXddT3bVlmnudvoqSyCeGOWOpq4Gx1MzqiMsa80hIfGyQjeOWDAzwmmrfR3u/W+2VxuLaernbFIbVQNras7wOOxgdJGJXk49Xfb7+GEpVKHxOmrdPp+OdvsJRqaKT3MNJebvQUNdbKG6VdPR3NkcddTxTuZFVNY8SMbK0HDw14DgCDggEcVjrbjcLlDSwXGvqaqKhg81pWTyukbBBvOeImAk7rA6R7g0YAL3HmSuy2r7MZdmtdZGiqustJqC1m60jLvanW24QxiqqKZzKinMkgjf2lLIRuyOBa5h4ZIG+t+xrS1QLNaaraDWRag1Hp119t1FFZBJSRuEM0vZVM5qGujyITuvjjlHrDeDMFR4uh0Kr4fpf3+gVOp1dHB53/SjUvpyLU/9ILl6aglhniuXncnnUckQaI3tlzvNc0MYAQcjdGMYU7S20baHoZ9ZJonX2pdPOuLmOrHWm7VFGaks3t0yGJ7d8jffguzjfd1KpofSLtZ3KohfXm3W222+ou1zrfNzMaelhZvPLYwRvvc4sjY0lrXSSMBc0EuETUtNpinuxh0ZdrtdLeWN3ZblboqGoMnHeb2UVRO3A7j2nHoO/q3SlLKkr/LT56WIlNLqTNtqja1tW1tbBZdZ7TtWX+3iVswpLpeqmrh7Rud1+5I9wyATg471ya9j2i+Tff8AZ3py73G6/wBI4LlpmeGnu7K/TklJbnySSdkWUVaZHCqLJCGuJjjBw5zC9rcrx0qYWpQqwvQ29rGKsZRdplERDw4r0nMyN9SFx73ndHuHE/ksayTjcc2L9hoB9/M/isaFYREQhkjw6OSM9N8e8f6Fjxjgr4n7kjXY7+Pu5K1zdx7mfsnHvQvgonh3lVV4xDz/AEg5d+7/AKUIXDdgG9zl7ujf9KxEknJOSUyTxJJ96ogCIiAIiIAiIgCIiALJIPooPcT/AIyxrJJ7EX8H5lDSMvnc3gijIrqUKrSWnLXFp6hURQwZe0Y/9Kzj+03gf9Kqyn3yC17XM/WI4EDv4c1hWUkxRgDg9/EkcCAOQ+P5IaLZZO0kLhwB5DoFYsplY8/Tt4n9dvA/HqqGFxG9G4PaOJIHEDxHcgsY1cxjpDgcOpPIJGwyO3Rgd5J5AdVdI8bohj9gcT1PihkSPAHZxj1Acknm5Y0RAEREAREQBERAEREAREQBERAdlss2ua62L6hm1bs6u7bZdp6XzF9Qadk2acyxyvj3XgjdeYmB3Ilpc0EbxzyFRIJ5JHOja0SE7zWewMnJAB7s8eKsRclRgpuolq92bzJWUb6I6zX21HW+091pk1zejc5bHRNttveYY4vN6RvswNbGA3cb3DGRk8TkBvJoi3CnGlFRgrIjm5O7NzY77DabbfKGSmfI670LaRjmvAEZFRFLkjHEYjI4Y4kLT57lRFmNKMJOS3e/4MRiottbvf8ABXw7kGeqoi6FLs8hnCpwPA8lRELcYGfzVfAE4VEQXCrw5HkqIhLlQeKcAOCoili3K5PXCZ8VREsiFe7GeCcuXcqIhbsckRFSXCIiAIiIAiIgC+mNhnlBbH9n+xHVGgta7MNP3zU16ZNHarjUWJssdN2Te3pjWv7Rr5mmpO6BG0FjWBzjJwYPmdF5sVhaeLhl1L2vfR22OtKq6TujI6VzpzNhgJfvcGADOc+zjA92MeGF9C7WvKF2aa42EaW2Z6X2VWOzaiszonXK7x2uOIVDpgH1LqUNcfNz2kUIcSD2gLy0RAbp+dkSthadeUJT/hd1qSFWUL28jj3oUVV6TFz07Wx/8gGysDmK7Uef+mpf9K4fSepa3R99g1DboIJqimZPG1k4cWESwvidndIPBshI48wFqnSPe0Mc9xa3OATwGeatXCFFRpunLVO/3dzcp/F1IBob7PPGM4Wxud9rLrbbPa6hkLYrLTS0sBYCHObJUSTneyeJ3pXAYxwwtci6uKdvQz1M6en19dYKzTFa2kojJpWgdbqQOjcWyRuqKmcuk9bJdvVbxwIGGt4c8w9GapqdGX1l9paSGsc2jraCWCofK1ksNXSy0swzG5r2nsp5MEOBDsHjyWkRYyKfS420f9/zLmSvc6XWOuJ9X0mnbd6CtlpotM2s2mip6Dti3sjVVFSXPMsj3OeX1T8nOOWABwUyHahfIb5Yb82ioXT6etHoalDmv3XQ9jJFvPw7O9iQngQMgcMZXHIosPTUei2hcyV+o3ejtV1ui7o+50VHR10c9JUW+ro61j3QVdNPE6KWOQRuY/Ba4kFr2ua4Nc0gjIhXitt1dXPqbTZYbTTkAMpoJ5ZWtIHtb0hLiT7+HcoKLWVHq67a7EzJWsdbrPX7NczVV5vGlLY3UNylM9wu8U9V2lVMSC+YxGXsmySOBc8hoaXPcQ1vBckiJTpRpLpgrIkpue4V8IBkBdyb6x+CsWVvqQOOP0h3R7hzXQyYy4vJeTxcSSqIiFbuEREIFlmG9uSYzvtHzHBYsE8gT3cApQzDARgdpG7PEeyD+aGlsYsdhxPGTmP3f9Kx8+Kp7yiGQiIgCIiAIiIAiIgCIiALJJ7EX8H5lWK+blGP72CnktzGiItC4yOqZHVbb0JD9e/7IQ2WHGO2f78BebuII49zT5NbCxr3Zf7DfWcf9eqtfIZHue45JPyHT8Fvaiww0zGU3nD98gPl4Dg7uHw/NRvQkI/rnn4BO4gO5p8mpyOqujaXOyHBoHEuzyC3NPp2OokIE7mMYMveQMNCS2imJ7OCaTshyJAyfEp3EB3NPk1j6mN7Sxzcjhlw4OPj0KxmEYzC7tAO7k4e8LZ+hYhxEz/kE9Dx/XP+QVz4F7mnyaj7j0RbttqhJAne94HeMByy/wBGYZsuoqx03eWboDx8O/4JnwJ3NPk5/I6pkdVtzY4mndMrwe/gOHvVPQkP/GH/AGQp3EB3NPk1OR1TI6rbehIfr3/ZCehIfr3/AGQrnw5Hc0+TU5HVMjqtt6Eh+vf9kJ6Eh+vf9kJnw5Hc0+TU5HVMjqtt6Eh+vf8AZCehIfr3/ZCZ8OR3NPk1OR1TI6rbehIfr3/ZCehIfr3/AGQmfDkdzT5NTkdUyOq23oSH69/2QnoSH69/2QmfDkdzT5NTkdUyOq23oSH69/2QnoSH69/2QmfDkdzT5NTkdUyOq23oSH69/wBkJ6Eh+vf9kJnw5Hc0+TU5HVMjqtt6Eh+vf9kJ6Eh+vf8AZCZ8OR3NPk1OR1TI6rbehIfr3/ZCehIfr3/ZCZ8OR3NPk1OR1TI6rbehIfr3/ZCehIfr3/ZCZ8OR3NPk1OR1TI6rbehIfr3/AGQnoSH69/2QmfDkdzT5NTkdUyOq23oSH69/2QnoSH69/wBkJnw5Hc0+TU5HVMjqtt6Eh+vf9kJ6Eh+vf9kJnw5Hc0+TU5HVMjqtt6Eh+vf9kJ6Eh+vf9kJnw5Hc0+TU5HVMjqtt6Eh+vf8AZCehIfr3/ZCZ8OR3NPk1OR1TI6rbehIfr3/ZCehIfr3/AGQmfDkdzT5NTkdUyOq23oSH69/2QnoSH69/2QmfDkdzT5NTkdUyOq23oSH69/2QnoSH69/2QmfDkdzT5NTkdUyOq23oSH69/wBkJ6Eh+vf9kJnw5Hc0+TU5HVMjqtt6Eh+vf9kJ6Eh+vf8AZCZ8OR3NPk1OR1TI6rbehIfr3/ZCehIfr3/ZCZ8OR3NPk1OR1TI6rbehIfr3/ZCehIfr3/ZCZ8OR3NPk1OR1TI6rbehIfr3/AGQnoSH69/2QmfDkdzT5NTkdUyOq23oSH69/2QnoSH69/wBkJnw5Hc0+TU5HVMjqtt6Eh+vf9kJ6Eh+vf9kJnw5Hc0+TU5HVMjqtt6Eh+vf9kJ6Eh+vf9kJnw5Hc0+TU5HVMjqtt6Eh+vf8AZCehIfr3/ZCZ8OR3NPk1OR1TI6rbehIfr3/ZCehIfr3/AGQmfDkdzT5NTz5LJOcObH3Mbj48ytxSafgkmy6d+7G0yOO6OAH+uPisbrQyQlz53ZdxJ3Qp3EC9zT5NPkdUyOq23oSH69/2QnoSH69/2Qrnw5J3NPk1OR1QcTjGVthZIScCZ5yceyFIksMNKNzzh3b/AKwwCGDp7/wU7iA7mnyabhT94Mvf3ho/mq03rPdFn9I0t/kth6EiPOd/yCubaI2ODhO8bpBBwFc+A7mnyafkEyOq31bYIIqlzWVDy1wEjTujk4ZUf0JD9e/7IUWIgx3NPk1OR1TI6rbehIfr3/ZCehIfr3/ZCufDkdzT5NTkdUyOq23oSH69/wBkJ6Eh+vf9kJnw5Hc0+TU5HVMjqtt6Eh+vf9kJ6Eh+vf8AZCZ8OR3NPk1OR1TI6rbehIfr3/ZCehIfr3/ZCZ8OR3NPk1OR1TI6rbehIfr3/ZCehIfr3/ZCZ8OR3NPk1PDqs1W4F8R/vMY+QWw9CQ/Xv+yFIrbFCyWNnnDziGM+yO9uVO4hcvc0+TQ5HVFt/QkH1z/kEW+4gTuafJsVJo2taX1coHZ0+HYP6zv1R8+PuBUbDiQGDLieA8VJrXNhayiYBiI5kI/WkP8ALkvms+ajA975HukkcS5xJJPVXwUxqHesQyNoy97uTR1/l1VKenNS52XBkbBmR7uTR/PoO9X1NQ14FNTtLIGcQM8XO73O6n8EYZSedrmingDmQsOQCRlx/ad4/gsKIliBERAFUEghwJBHLjyVEQEnzztm7lbD27f2s4ePc7v9xVTRsnG9QzCTPKNwxJ8uR+CipxByDjHLwQvuVIc1xa4EEcCCMEe9UUkVr3jcq42ztxj1vab7nc/nlBSxTDNFMC7P6J+Gv+B5H8UHsRkVXtfG4skY5rhzBGCFRCWCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiqqCRGHRUL5McZ39kPcOJ+/dHwKjcRwPNSa0ljo6bugYGnH7R4u+84+CjKIMKoBJAAJJ4ADvQMc8hjWklxwABzKlEi3tLWEOqncHO7ovAfvdSj0BaR5iS08arkf711H8X4e9RkRF6gJ3c8IiqBJnIloqado9jehd8OI+5yjKXSYlpqqmzx3RM33t5/cSomcrK4KwiIqQIiIAiIgCIiAIiIApVy/ulo6Qxf5DVFPIqVc/7rI6RxD5MaFPJVsRURF0JYlUY7Bj7g7j2R3Yx/fDy+Sx09M6ocXOduxs4ySEHhx/HwUiWJkzhAH9nTUg3XyAd59ojqSeQ6BYKmpEwbBTtEcEfstHeep6lc9fBdhUVLZGinp2lkDOQzxcf2j1KwJ3YRUgREQBERAEREAREQBCAeYB7uKIgWhIZWyboiqGiePlh/No8DzH4eCu83gnOKSbDicdnKQD8Hcj9xUVXxwTVDxHDC+R3PDW5OELe+hcKWpdN5uIX9r+yRj8VlqbZXUrO1ngw3qCDj345Ld2OOSOneJpN5wfugb4JYMcuBOOPd4LZOaHAtIBDhhwPeFzdSzsb6NLnEIquwHOa3iAcZVF0OYREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFIoY2vqWuk9iMGR48Bx/EAfFR1JZ9DQyPPB87xG3+EYLvvLUZUR3vdI8yPOXOOT70a1znBrWlzicADvKNaXENaCSTgADmVKeRQtdDGf7YORI8f1f7o8ep+A70ZAXigBZEQ6p5OeDkR9QPHxUREUQCIioCIiAz0crIaqKSUZZndeP3TkH7isc8ToJpIXc2PLfkVZ7sfFSq4F5hqj/XRNJ/iHA/gnkttCKiIhAiIgCIiAIiIAiIgB4AlS7oC2ukae4N+W6FEPEEKXdSXV8pP7o+TQnkqIiIi2bsSrm7s53UbBuxQO3WNHwyT1PFRQiLnHYzIIiKmQiIgCIiAIiIAiIgCz0VOypqo4Huc1rzxLTgoiMEm5NhtkroaenjcWng6QFx+ROPuUKasqZCGyTOc0nlnA+Q4IiyjTL6WtnoJRNTkZdwc0jgQptyvNY+IRN3GCQYJaDnB8coikl8RpbGsREWzmEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQDl8j+Ck1Z9Wnj/AFWwBwHiXHKIowUaexo3zx8JHPMW93gYzw8SsBGCQO5EVRWUREQgREQBERADyKku9a2NJ5xzkN8AW5x8wiIyrdkblwREQgREQBERAEREAREQA8ipFw43Cp/+YQiJ5KiOiItnQ//Z"/></p>
<p>Bitget’s dedication to safety, efficiency, and good trading options makes it a dependable alternative for each novice and skilled merchants. BYDFi is ideal for merchants in search of a reliable and low-cost platform that supports a variety of cryptocurrencies. Its compliance with worldwide laws and presence in over one hundred fifty international locations make it a trusted choice for global merchants. Nonetheless, should you need superior trading features or are involved about fund insurance coverage, you might need to consider these limitations. General, BYDFi provides a robust and versatile trading setting appropriate for each novices and experienced merchants.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="353px" alt="fiat exchange" 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"/></p>
<p>In conclusion, Kraken is a reliable and secure platform that gives a variety of options for users who wish to find the best way to convert crypto to fiat, and vice versa. The platform is user-friendly and can be considered a superb selection for anyone who desires to enter the world of crypto trading. The hassle-free «Purchase and Promote» function makes depositing and withdrawing funds on Coinbase a seamless experience. Users can deposit funds using various methods, including financial institution transfers, credit/debit cards, and even PayPal in some areas. If you’re in search of one of the best fiat-to-crypto trade as a end result of you’re excited about more than buying and selling, I’ve obtained some excellent news for you &#8211; Uphold supports a wide range of further, advanced features! You have staking (with as a lot as 14% APY), the aforementioned stocks and equities, a debit card for UK-based users, and tons of extra.</p>
<p>Bybit excels in providing a quick, safe, and transparent buying and selling system. The platform is very customer-focused, continuously evolving to supply the best consumer expertise. Its low trading fees, fast buying and selling engine, and advanced mobile app make it a gorgeous selection for each novice and experienced merchants. It is ideal for model new and casual traders who value a user-friendly interface.</p>
<p>CoinGape ready a evaluation methodology to rate crypto exchanges, instruments, and apps. We curated a list of metrics to gauge crypto platforms based mostly on their companies, user experience, security and buyer assist, payment gateways and expenses, pricing and promotions. Go To our Review Methodology page to learn extra about how we evaluation each crypto platform. Robinhood, an American company, introduced its crypto trading service to complement its well-known commission-free stock buying and selling platform. Although it started with basic features, it has greatly improved over time.</p>
<p>BitDegree.org doesn&#8217;t endorse or suggest you to buy, promote or maintain any kind of cryptocurrency. Earlier Than making monetary funding choices, do seek the assistance of your monetary advisor. Nevertheless, do not forget that deciding on a reputable and secure trade is important to safeguard your funds and private info. Thus, it&#8217;s essential to assume about versatility, charges, safety, and partnerships. Charges are another essential issue that you should consider when evaluating any change.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/05/28/8-best-fiat-to-crypto-exchanges-in-2025/">8+ Best Fiat To Crypto Exchanges In 2025</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>10 Greatest Forex Trading Books For Newbies: A Complete Information</title>
		<link>https://regalos.paradigma-digital.com/2025/05/20/10-greatest-forex-trading-books-for-newbies-a/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Tue, 20 May 2025 22:07:29 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=24542</guid>

					<description><![CDATA[<p>Those who grasp Japanese candlesticks can excel in any market, particularly foreign exchange. Following the ideas explained in Naked Foreign Exchange, deep-diving into Japanese Candlesticks can actually up a trader’s game all without the need for indicators. Most of the books included on this record have been launched some time in the past, so there’s &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2025/05/20/10-greatest-forex-trading-books-for-newbies-a/"> <span class="screen-reader-text">10 Greatest Forex Trading Books For Newbies: A Complete Information</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/05/20/10-greatest-forex-trading-books-for-newbies-a/">10 Greatest Forex Trading Books For Newbies: A Complete Information</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Those who grasp Japanese candlesticks can excel in any market, particularly foreign exchange. Following the ideas explained in Naked Foreign Exchange, deep-diving into Japanese Candlesticks can actually up a trader’s game all without the need for indicators. Most of the books included on this record have been launched some time in the past, so there’s added value in this book because of recency and relevancy.</p>
<p>In addition, there’s data on what components drive the varied economies these currencies energy. We’re also seeing other high forex brokers convey out downloadable eBooks on numerous elements of buying and selling currencies online to help newcomers navigate this complicated, high-risk market. Starting from absolutely the fundamentals and working up to its authors’ own trading methods, this guide might help new investors learn to assess and handle danger, an area often neglected by newbies. Methods aside, the underpinnings of the book embrace threat management, discipline and investor psychology — 3 practices that profit all investors.</p>
<p>Keep In Mind that steady learning and adaptation to market modifications remain essential for long-term success in forex trading. This e-book aims to provide a stable foundation for novices by explaining the elemental ideas of forex trading. It covers subjects such as forex pairs, market analysis, and buying and selling strategies, making it a wonderful useful resource for those starting their forex journey. A skilled trader constantly learns and discovers new technical tools, property, and ideas every day. The market is constantly evolving, so buying and selling approaches must change as well.</p>
<h2>Pattern Following – Michael Covel</h2>
<div style='text-align:center'><iframe width='566' height='316' src='https://www.youtube.com/embed/kCic1KW9CI8' frameborder='0' alt='book about forex trading' allowfullscreen></iframe></div>
<p>Related to the above, The New Market Wizards is all about inspiring traders through others&#8217; successes. Millionaire traders deliver together a set of not-so-well-known merchants who&#8217;ve had great success. Known as naked traders, this is doubtless certainly one of the oldest buying and selling methods, created well before computer systems took place.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="355px" alt="book about forex trading" src="https://www.xcritical.com/wp-content/uploads/feed_images/stp-vs-ecn-forex-brokers-what-s-the-difference-img-2-768x512.webp"/></p>
<p>Foreign Exchange buying and selling books are important for anyone looking to navigate the fast-paced surroundings of the foreign exchange market and obtain important profits. I wanted to function a really lately published title on this listing which provides an honest perception into detailed day buying and selling strategies which have been utilized in 2020. The job this book units itself is to transform you from a reasonably knowledge investor into a educated day dealer &#8211; capable of making predictions about quick term movements in the inventory market. There are hundreds of free resources on the Internet, similar to web sites, books, blogs, seminars, webinars, and strategy breakdowns. John Murphy&#8217;s e-book Intermarket Analysis contains an in-depth study of the interactions between different monetary markets.</p>
<ul>
<li>After the 2008 financial disaster, the guide was updated to incorporate the experiences of profitable merchants like John Paulson and Carl Icahn, who managed to establish developments even after the financial crisis.</li>
<li>In conclusion, these top 10 forex trading books provide a wealth of knowledge and insights for merchants of all ability levels.</li>
<li>He delves into subjects such as discipline, consistency, and the importance of growing a winning mindset.</li>
<li>Need to take your trading game to the following degree however not sure where to start?</li>
<li>In this book, he explains the origins and ideas of candlestick charting, and the means to use it to investigate and predict market developments.</li>
</ul>
<h2>Forex Scalping Strategy Books</h2>
<p>The guide is suitable for merchants who already learn about Foreign Exchange concept and wish to develop their buying and selling fashion and philosophy. Deciding On a dependable and environment friendly trading platform is significant for efficient forex trading. NordFX is a good dealer providing a spread of companies tailor-made to meet numerous trading wants. Understanding the scale and dynamics of the forex market is essential <a href="https://en.wikipedia.org/wiki/Volatility_(finance)">Volatility (finance)</a> for traders, because it influences liquidity, volatility, and potential trading opportunities. The foreign exchange market is the biggest and most liquid monetary market globally. According to the Financial Institution for Worldwide Settlements&#8217; 2019 Triennial Survey, the average day by day trading volume within the forex market was $6.6 trillion.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="355px" alt="book about forex trading" src="https://www.xcritical.com/wp-content/uploads/2023/12/man-hand-money-with-trading-768x512.webp"/></p>
<p>We Have accomplished all the looking for you, and have arranged one of the best foreign money buying and selling books by class, area of interest or viewers, to find a way to quickly discover what you are on the lookout for. Past our &#8216;prime&#8217; ranking, we have also shortlisted different glorious titles by buying and selling type or learning degree, to assist you find extra books in a similar subcategory. At ninety one pages, this can be a quick forex trading guide, introducing merchants to foreign exchange and the way the market operates. It additionally supplies practical recommendations on choosing a forex dealer, how to place trades and basic strategies.</p>
<h2>The Turtle Trading Strategy: A Basic Trend-following System</h2>
<p>She also offers insights into the worldwide forex market and how financial elements impact foreign money prices. This e-book is a priceless useful resource for merchants seeking to increase their data and abilities in foreign currency trading. When selecting forex trading books for novices, focus on materials that specify primary ideas clearly. The finest forex trading books typically mix theoretical knowledge with practical examples. Books for forex trading ought to present comprehensive coverage of each basic and advanced concepts, making them suitable for traders at totally different ability ranges.</p>
<p>Kathy Lien is a world-renowned foreign money analyst, BKForex.com’s Managing Associate, and a frequent visitor on Bloomberg, CNBC, and Reuters shows. John J. Murphy’s comprehensive information (1999) is a go-to for technical analysts of all experience levels. Masking chart patterns, indicators, and sensible functions, it serves as each a studying useful resource and a reference handbook for anybody looking to enhance their technical buying and selling expertise. The best books on foreign currency trading emphasize the significance of steady learning. Pocket Possibility merchants recommend maintaining a balanced approach between theoretical knowledge and practical utility. If you wish to enhance your forex trading expertise, opening a foreign exchange demo account is among the best ways.</p>
<p>The e-book additionally focuses on simple, step-by-step approaches based mostly on precise market tendencies and market psychology. Stay up to date with market news, participate in foreign exchange forums, and consider taking online courses to additional your knowledge. Consistent follow and ongoing studying are crucial to mastering foreign forex trading.</p>
<p>We provide a broad range of currencies, allowing you to trade on 300+ foreign exchange pairs. With so many different methods, methods, and market developments to navigate, it’s no surprise that many merchants flip to books for steering <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> and schooling. In this article, we will discover the top 10 foreign forex trading books that each trader should read.</p>
<p>Carter emphasizes the importance of understanding market dynamics, utilizing technical indicators, and managing risk to attain consistent profitability. The Foreign Exchange buying and selling e-book covers a selection of trading setups, including trend-following and counter-trend strategies, and offers detailed explanations on how to execute them effectively. John F. Carter, a seasoned trader, shares his experience in intraday and swing buying and selling and offers a wealth of sensible strategies <a href="https://www.xcritical.in/blog/a-book-vs-b-book-brokers-in-forex-trading/">what is a book vs b book</a> and insights. Through a sequence of in-depth interviews, Schwager uncovers the methods, techniques, and psychological traits that have led these traders to achieve outstanding success. She additionally offers step-by-step steering on utilizing technical tools like moving averages and oscillators to make informed trading choices.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/05/20/10-greatest-forex-trading-books-for-newbies-a/">10 Greatest Forex Trading Books For Newbies: A Complete Information</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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		<title>Uk Cryptocurrency Tax Information 2025</title>
		<link>https://regalos.paradigma-digital.com/2025/05/12/uk-cryptocurrency-tax-information-2025/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Mon, 12 May 2025 19:07:25 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=19992</guid>

					<description><![CDATA[<p>For Example, if your revenue is less than £50,270, you will pay a 10% tax in your bitcoin features, whereas if your revenue exceeds £50,270, you will pay a 20% tax. While it&#8217;s not a good idea to attempt to hide your cryptocurrency from HMRC, savvy investors use legal tax strategies to economize https://www.xcritical.in/. Sustaining &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2025/05/12/uk-cryptocurrency-tax-information-2025/"> <span class="screen-reader-text">Uk Cryptocurrency Tax Information 2025</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/05/12/uk-cryptocurrency-tax-information-2025/">Uk Cryptocurrency Tax Information 2025</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>For Example, if your revenue is less than £50,270, you will pay a 10% tax in your bitcoin features, whereas if your revenue exceeds £50,270, you will pay a 20% tax. While it&#8217;s not a good idea to attempt to hide your cryptocurrency from HMRC, savvy investors use legal tax strategies to economize <a href="https://www.xcritical.in/">https://www.xcritical.in/</a>. Sustaining accurate records of all your cryptocurrency actions and transactions is essential. Utilizing software instruments like CoinTracking can help you in successfully monitoring your crypto-related data and fulfilling your tax obligations. The world of cryptocurrencies is ever-evolving, and with it comes the necessity for clarity on taxation.</p>
<div style='text-align:center'><iframe width='561' height='315' src='https://www.youtube.com/embed/GcGu-JvavsM' frameborder='0' alt='how to avoid paying tax on cryptocurrency uk' allowfullscreen></iframe></div>
<h2>Uk Crypto Tax Legislation Compared To The Eu</h2>
<p>Whether you’re trading, investing, or merely dabbling in the crypto space, it’s vital to concentrate on your tax obligations. Many people report their features on an annual Self-Assessment tax return, although real-time reporting to HMRC is feasible. Donating property and money to charity increase your basic fee earnings tax at the high finish which means extra of your CGT legal responsibility shall be charged at the lower price. This can be a helpful technique for lowering any Inheritance Tax legal responsibility as nicely. The excellent news is, there are ways you could legally keep away from cryptocurrency taxes in the UK and maintain extra of the income for yourself. HMRC has been taking steps to crack down on tax evasion related to cryptocurrencies.</p>
<p>All UK residents can use the capital achieve tax allowance scheme to pay 0% tax as a lot as £12,570. Sure, HMRC can track cryptocurrency property by working with exchanges and utilizing buyer info offered via the KYC process. In fact, HMRC has been tracking crypto transactions since 2014 and has a data-sharing program with all licensed crypto exchanges within the UK. Gifting cryptocurrency to a partner or civil partner throughout the UK does not set off Capital Positive Aspects Tax. Additionally, donating cryptocurrency to a acknowledged charity, with out receiving something in return, may be seen as tax-deductible, allowing a deduction from taxable earnings.</p>
<h2>Uk Earnings Tax Allowance</h2>
<p>HMRC has clarified that NFTs are not pooled because each NFT is unique and separately identifiable. You should demonstrate that the asset had value and has later become of negligible worth while you personal it. This negligible worth declare and the capital loss ensuing from the claim is to be reported in a Tax Return. You are deemed to eliminate the crypto asset for its present market value, due to this fact leading to a capital loss which can be utilized to reduce capital features in the identical tax 12 months, or be carried forwards. Crypto belongings obtained as airdrops are sometimes taxable as income when obtained and subject to capital features tax when later disposed of. In the UK staking rewards may be subjected to either income tax or capital gains tax, relying on the particular mechanisms of the DeFi protocols you are participating in.</p>
<ul>
<li>In Situation A, you may have a acquire of £3,000, whereas in Scenario B, you might have a loss of £2,000.</li>
<li>Make certain to learn our extensive information UK Crypto Taxes for an entire record including explanations.</li>
<li>This principally signifies that the “sales proceeds” might be lowered by the quantity that has already been topic to revenue tax, and then be subjected to CGT.</li>
<li>HMRC additionally doesn&#8217;t class the buying or selling of crypto belongings as playing, that means that profits derived from interacting with crypto are taxable.</li>
</ul>
<p>Lastly, you can optimise your crypto taxes by tracking all of your trades after which generating the proper tax forms to file your crypto taxes. With CoinTracking, you can import all your crypto trades and determine the gains/losses from all your crypto trading/disposing (including spending crypto for purchases or donating crypto). With using CoinTracking, you&#8217;ll find a way to properly track your whole crypto holdings and establish the opportunities in your portfolio to save on crypto taxes. After you’ve filled out your taxes, HMRC will get back to you with the precise quantity you owe. They may even display their banking particulars where you can pay your crypto tax. Understanding the tax landscape is essential to devising effective strategies.</p>
<p>When the transfer fee is paid in crypto, HMRC considers it as spending crypto, which is regarded as a disposal topic to capital positive aspects tax. When the same day rule and bed and breakfast rule don&#8217;t apply, the disposal is matched in opposition to the relevant variety of tokens and their pro-rata cost within the S104 pool. Every crypto asset held has its own S104 pool, which is an combination of all of the acquisitions (which are not matched underneath the same day/30 day rules). The S104 pool supplies a median value basis for the crypto belongings.</p>
<p>The major factor to contemplate is whether or not the cryptocurrency was obtained as fee for a service or because of a rise in the value of an asset held by a platform. When investing in crypto, HODLing and taking profit is only half the battle. You should also pay taxes so as to keep these hard-earned features. Whether you are a resident of the U.K., a citizen, or just usually interested in the nation’s tax regulation, learn on on this guide on how crypto is taxed within the Uk. Sure, staking rewards are considered revenue and are topic to Revenue Tax primarily based in your tax band. You’ll have to declare the GBP value on the time the rewards have been received.</p>
<p>Whereas paying taxes on crypto gains is a legal obligation, there are legitimate methods that people can make use of to minimize their tax liability. Sustaining correct documentation and correct reporting of all crypto transactions is essential within the <a href="https://www.youtube.com/results?search_query=Cryptocurrency">Cryptocurrency</a> UK tax system. By meticulously tracking purchases, sales, positive aspects, and losses, you guarantee that you are not overpaying on taxes and that you just&#8217;re claiming all entitled deductions. If in a given tax 12 months, your capital losses exceed your capital positive aspects, you possibly can carry ahead this web loss to future tax years.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="350px" alt="how to avoid paying tax on cryptocurrency uk" src="https://www.xcritical.com/wp-content/uploads/feed_images/forex-broker-marketing-plan-tips-to-forex-companies-768x512.webp"/></p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="353px" alt="how to avoid paying tax on cryptocurrency uk" src="https://www.xcritical.com/wp-content/uploads/feed_images/forex-broker-marketing-plan-tips-to-forex-companies-img-2-768x512.webp"/></p>
<p>You’ll incur a capital achieve or loss relying on how the worth of the crypto you’re buying and selling away has modified because you originally acquired it. Cryptocurrency transactions may be pseudo-anonymous, however HMRC actively uses its authorized authority to collect information from major exchanges working within the UK. This contains personal details like your name, handle, and transaction history. In 2024, over eight,000 investors obtained ‘nudge letters’ from HMRC relating to <a href="https://www.xcritical.in/blog/how-to-avoid-crypto-taxes-uk/">how to avoid paying tax on cryptocurrency uk</a> unpaid crypto taxes, emphasising that hiding such transactions just isn&#8217;t a possible choice. However, it’s really important you retain data of your crypto transactions so you&#8217;ll have the ability to maintain an in depth account of your value basis.</p>
<p>For more data, try our guide to how cryptocurrency is taxed in the UK. If you promote crypto incessantly, HMRC might classify you as a trader somewhat than an investor, which means you would be taxed beneath Earnings Tax rules as an alternative of CGT. If you got Bitcoin at a low price and later offered it for a revenue in kilos, dollars, or some other fiat forex, that’s a taxable event.</p>
<p>This will be thought of as gross sales proceeds for Capital Gains Tax functions. However, you can gift crypto to your partner or civil associate tax free and you may donate crypto to a registered charity tax free. For delicate forks, you’ll obtain no new belongings – you can’t pay any tax. If you’re investing in these, at a glance you might not think of them as a taxable occasion.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/05/12/uk-cryptocurrency-tax-information-2025/">Uk Cryptocurrency Tax Information 2025</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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		<title>How To Start A Crypto Change: Guidelines &#038; Strategy</title>
		<link>https://regalos.paradigma-digital.com/2025/04/23/how-to-start-a-crypto-change-guidelines-strategy/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Wed, 23 Apr 2025 21:48:57 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=19551</guid>

					<description><![CDATA[<p>Centralized exchanges (CEX) have a central operator that is accountable for updates, security, and all change functionality. A cryptocurrency exchange is a means of exchanging virtual currency for other assets like different digital forex tokens or fiat money. It is extraordinarily in style nowadays and quite a few companies/entrepreneurs run crypto trades. Not even the &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2025/04/23/how-to-start-a-crypto-change-guidelines-strategy/"> <span class="screen-reader-text">How To Start A Crypto Change: Guidelines &#038; Strategy</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/04/23/how-to-start-a-crypto-change-guidelines-strategy/">How To Start A Crypto Change: Guidelines &#038; Strategy</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Centralized exchanges (CEX) have a central operator that is accountable for updates, security, and all change functionality. A cryptocurrency exchange is a means of exchanging virtual currency for other assets like different digital forex tokens or fiat money. It is extraordinarily in style nowadays and quite a few companies/entrepreneurs run crypto trades. Not even the risk of a ban by the European Union can shake Bitcoin or cryptos’ positions that much. Testing is an indispensable a part of cryptocurrency trade software growth tasks. There are various kinds of tests, which we scrutinized within the article about performance testing.</p>
<ul>
<li>Your platform will most likely appeal to each professional crypto traders and inexperienced traders who&#8217;re simply exploring the world of cryptocurrency.</li>
<li>To encourage long-term holding while the underlying features are constructed, Multiverse Monkey is offering presale buyers generous staking rewards, with APYs currently at 100%.</li>
<li>The burning mechanism triggers when Bitcoin exceeds $125,000, $175,000, and each $50,000 thereon till $1 million, and the team “burns” (or destroys) BTCBULL tokens.</li>
<li>Integrated with the checking system, it&#8217;ll automatically notify you about unusual user actions for you to forestall fraudulent actions.</li>
<li>Make positive that the person interfaces (UIs) for each the admin and dealer panels can be used and are straightforward to entry.</li>
</ul>
<p>Observe us on X on your essential dose of every day crypto news and deep dives. Canary Capital has a track report of unconventional crypto-related ETF filings. On November 12, 2024, the firm filed an S-1 type for the primary Hedera (HBAR) ETF, which attracted attention as HBAR was outdoors the top 20 crypto by market capitalization. In Accordance to the submitting, the fund will put money into a portfolio consisting of PENGU tokens and NFTs from the Pudgy Penguins assortment. This marks the first crypto-related ETF providing related to an NFT collection. PENGU token and Pudgy Penguins NFT prices bounce after Canary Capital&#8217;s ETF submitting announcement.</p>
<p><a href="https://www.xcritical.com/crypto-exchange/"></p>
<figure><img src='C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\67acf250a85ba645f9b46d2e\cache\create your own crypto exchange\images\create_your_own_crypto_exchange_(1).jpg' alt='cryptocurrency exchange integration' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='401px'/></figure>
<p></a></p>
<h2>Larva To Moon (larva) – High-potential Meme Coin Presale Launch Inspired By Larva Characters</h2>
<p>Maybe, to start with, it is optionally available to create mobile purposes. Nonetheless, over time, it is essential to make them obtainable on the 2 major cellular operating techniques — iOS and Android. Functionally, a cryptocurrency trade is anticipated to do nothing more than join buyers and sellers. The back-end part is what truly pertains to the blockchain logic behind your CEX. You will need knowledgeable blockchain improvement company who will develop strong good contracts and make the entire server-side architecture of your trade work.</p>
<h2>Thanks On Your Application!</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="create your own crypto exchange" src="C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\67acf250a85ba645f9b46d2e\cache\create your own crypto exchange\images\create_your_own_crypto_exchange_(29).jpeg"/></p>
<p>Launched in January 2025, Harry Hippo’s presale simply exceeded $1.eight million in funding. No minimums apply, and accepted payment <a href="https://en.wikipedia.org/wiki/Decentralized_finance">Yield Farming </a> methods embrace ETH, USDT, and USDC. Harry Hippo is also making waves in the staking area, as it offers a few of the greatest APYs out there, with HIPO currently producing 601%. These generous staking rewards could be cashed in instantly after the presale investment is made.</p>
<p>An electronic pockets is a place the place customers will retailer their cryptocurrency, verify their steadiness, make transactions, withdraw digital money or convert crypto to fiat currency. By allowing users to choose probably the most appropriate options will make positive the security of your crypto change while making your platform user-friendly. You need to determine on the characteristic set before starting the development course of. Otherwise, you’re risking shedding money and time if you forget about some essential functionality and might need to add it in the midst of the process. Whereas you’re exploring tips on how to start a cryptocurrency trade, let’s take a glance at the options you’ll need to implement. The platform supplies the hardware and software program infrastructure for direct transactions between two customers with no intermediary.</p>
<p>To ensure quick service, they&#8217;re connected to hundreds of other exchanges, banks, and different financial entities like neobanks. From here you will better perceive how and with what instruments to develop an change. So, we’ve offered you with the definition and defined the general rules of labor. Trying at these two powerhouses, we can see that if you would like to be as profitable within the subject, impeccable UX, extensive crypto support, and user safety ensures are essential elements. Make sure your web site is a completely secure base for all the transactions, ICO, and money withdrawals that you will maintain.</p>
<div style='text-align:center'><iframe width='565' height='314' src='https://www.youtube.com/embed/yBTV_iJmm7I' frameborder='0' alt='create your own crypto exchange' allowfullscreen></iframe></div>
<p>Our analysis exhibits that Solaxy could presumably be one of the best crypto presale of 2025. It’s an revolutionary layer-2 community for the Solana blockchain, with about $28 million already raised. We’ve established that presale occasions may be profitable when selecting the best projects. New presale projects will use these hashtags themselves, hoping to get as a lot publicity as attainable. Think About using the search filters too, so that you simply only view latest results. In distinction, meme coins, whereas nonetheless providing price potential, rarely have any use instances.</p>
<p>Users can transfer property between chains with out centralized exchanges or third-party linkages. For most individuals, the first step in trading cryptocurrency is finding a good crypto change so they have a safe, consistent platform for his or her transactions. Many exchanges are privately owned and operated, and savvy entrepreneurs are benefiting from opportunities in the crypto market to start their own crypto exchanges.</p>
<p>They can use these feature for login verification, transaction authorization, and more. It permits customers to see their previous trades and analyze their technique efficiency. The admin panel allows employees to handle all elements of your website’s content material and functionality.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="359px" alt="create your own crypto exchange" src="C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\67acf250a85ba645f9b46d2e\cache\create your own crypto exchange\images\create_your_own_crypto_exchange_(35).jpeg"/></p>
<p>Crypto exchanges, being prime targets for hackers, must ensure top-notch security. Balancing between chilly (offline) and hot (online) pockets administration, implementing multi-signature wallets, and undergoing periodic security audits are important. Most of your customers are unlikely to use particular options corresponding to an prolonged record of cryptocurrencies, automatic selection of one of the best commerce, compound orders, and so on.</p>
<p>If you’re operating globally, you’ll need to consider a quantity of jurisdictions. Running a crypto trade means you may have a front-row seat to witness the crypto industry’s development. As the business becomes extra profitable and complex, it’ll open the door for extra enterprise growth. In addition, exchanges are obliged to implement AML (Anti-Money Laundering), a system to fight cash laundering. Therefore, it&#8217;s essential to thoroughly understand this issue by consulting a lawyer who understands the specifics of this sphere of activity.</p>
<p>Cautious planning is important for understanding&nbsp;tips on how to build cryptocurrency trade&nbsp;platforms which are secure, efficient, and user-friendly. To adjust to authorized rules and keep away from fraudulent actions, integrating KYC and AML protocols is important when you start a cryptocurrency exchange. KYC requires customers to verify their identification before utilizing the platform, whereas AML measures assist detect and stop cash laundering and different illicit actions. To successfully construct a cryptocurrency change, 2FA is important in decreasing the risk of unauthorized access to consumer accounts, making the platform safer. A mobile-compatible platform is essential if you launch your cryptocurrency exchange, as it enhances accessibility for customers on the go.</p>
<p>Crypto exchanges may be centralized (CEX, managed privately) or decentralized (DEX, without central ownership). Many firms discuss DEX with out figuring out what it actually means and whether a business can actually profit from such an choice. Goal customers who are in search of specific crypto and change related keywords. Use Twitter, fb &amp; Instagram and other sites to position focused ads. Create a story that emphasises the particular worth that your trade provides. Create a logo and other digital elements that capture the essence of your organization.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/04/23/how-to-start-a-crypto-change-guidelines-strategy/">How To Start A Crypto Change: Guidelines &#038; Strategy</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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		<title>Best Bitcoin &#038; Crypto Fee Gateway &#038; Processor</title>
		<link>https://regalos.paradigma-digital.com/2025/04/23/best-bitcoin-crypto-fee-gateway-processor/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Wed, 23 Apr 2025 18:58:07 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=19598</guid>

					<description><![CDATA[<p>Of course, it&#8217;s not all butterflies and rainbows in terms of digital currencies; there are several dangers that your corporation ought to contemplate. Confirmo has a confirmed observe record of safe operations since 2014 and, as an EU-regulated company, adheres to international legal frameworks. This contributes to a secure transaction surroundings, underlined by clear accounting &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2025/04/23/best-bitcoin-crypto-fee-gateway-processor/"> <span class="screen-reader-text">Best Bitcoin &#038; Crypto Fee Gateway &#038; Processor</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/04/23/best-bitcoin-crypto-fee-gateway-processor/">Best Bitcoin &#038; Crypto Fee Gateway &#038; Processor</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Of course, it&#8217;s not all butterflies and rainbows in terms of digital currencies; there are several dangers that your corporation ought to contemplate. Confirmo has a confirmed observe record of safe operations since 2014 and, as an EU-regulated company, adheres to international legal frameworks. This contributes to a secure transaction surroundings, underlined by clear accounting and reporting features that combine easily with current accounting CRMs. Individuals in the united states and U.S. territories looking to combine cryptocurrency into their private monetary actions. The Forbes Advisor Small Business staff is committed to bringing you unbiased rankings and information with full editorial independence. We use product knowledge <a href="https://en.wikipedia.org/wiki/Know_your_customer">Know your customer (KYC)</a>, first-person testing, strategic methodologies and expert insights to tell all of our content to information you in making one of the best selections for your business journey.</p>
<p>Companies ought to consider elements corresponding to transaction velocity, supported cryptocurrencies, payment structure, and security options when choosing the best crypto cost gateway. One of the most powerful features of NOWPayments is that it can be used to merely accept a huge variety of cryptocurrencies. Whereas most crypto cost processors are limited to a handful of cryptos, NOWPayments can be used to accept more than 300 several sorts of crypto. CoinsPaid is a global crypto payment company providing an ecosystem of cryptocurrency fee options for companies.</p>
<h2>Cryptocurrency Cost Processor: A Information</h2>
<p>Before settling for a fee gateway, you have to assess the extent of safety promised by the provider. For instance, some platforms have two-factor authentication options to confirm user identification earlier than proceeding with transactions. This and tons of other options can assist in fraud prevention along with normal encryption protocols that block malicious actors from accessing the system. Anybody acquainted with credit card cost processing is conscious of that a fee gateway is among the necessary elements of a standard payment processing network.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="354px" alt="cryptocurrency payment processing" src="C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\67acf250a85ba645f9b46d2e\cache\cryptocurrency payment processing\images\cryptocurrency_payment_processing_(5).jpeg"/></p>
<h2>Challenges Of Payment Gateways</h2>
<p>This is the dedicated account where your small business receives funds from buyer funds after they’re processed. It’s managed by your buying bank or PSP and acts as a holding account earlier than funds are transferred into your business’s checking account. The best retail cost processor is exclusive to every business, but the steps in direction of determining the right match are typically the identical. The fee gateway should be appropriate with totally different platforms and gadgets, including cellular and desktop, permitting prospects to take a glance at on whichever system they are on.</p>
<p><a href="https://www.xcritical.com/blog/crypto-processing-what-is-it-and-how-does-it-work/"></p>
<figure><img src='C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\67acf250a85ba645f9b46d2e\cache\cryptocurrency payment processing\images\cryptocurrency_payment_processing_(25).jpeg' alt='cryptocurrency processing' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='404px'/></figure>
<p></a></p>
<p>Users of Onchainpay also enjoy a secured custody pockets and an automatic recurring fee solution powered by good contracts. These complete solutions have cemented its place as a top-rated cryptocurrency fee processor. Given the standout options, companies are scaling their operations globally by&nbsp;integrating Onchainpay. While it’s nonetheless pretty early within the sport for crypto cost processors, it’s now simpler than ever to accept crypto at your level of sale or online using a crypto fee gateway. Below, we’ll break down what crypto cost gateways are all about and the pros and cons of utilizing crypto as an alternative cost expertise.</p>
<p>Particularly notable for Bitcoin and Ethereum funds, the platform costs a 1% transaction charge. Once you present the necessary KYB documents, we’ll sign the agreement and assign a personal manager to assist guide you thru the integration course of. After every little thing is about up, you can start accepting cryptocurrency funds from your clients. Crypto payment gateway is a ready-made solution for merchants who wish to accept digital currencies for payments at their on-line stores.</p>
<p>This worldwide attain is especially useful for companies aiming to develop globally without grappling with the intricacies of forex conversion or regional financial rules. The payment construction for transactions is compelling, undercutting traditional bank card fees by a considerable margin. Another important advantage lies in its multi-asset support, providing compatibility with over 10 popular cryptocurrencies, from Bitcoin and Ethereum to area of interest assets corresponding to ApeCoin and SHIBA INU. Whereas different platforms might compel merchants to sift by way of complicated APIs, Coinbase Commerce comes equipped with a Turnkey API that enables businesses to create custom workflows efficiently.</p>
<p>With no chargebacks, the fee process adds an additional layer of security, which in tandem with free integration, creates a compelling package deal for businesses. The number of CMS plugins ensures compatibility with many popular e-commerce platforms, offering versatility with out complexity. Whereas a number of channels for buyer interaction might be common on this category, BitPay also provides tailor-made options for on-line, e mail and in-person transactions. The flexibility caters to varied enterprise fashions, from e-commerce platforms to brick-and-mortar institutions, offering them a tailor-made method to accepting cryptocurrencies.</p>
<div style='text-align:center'><iframe width='564' height='313' src='https://www.youtube.com/embed/DmYzyxQnqRU' frameborder='0' alt='cryptocurrency payment processing' allowfullscreen></iframe></div>
<h2>What Are Some Key Features To Consider When Choosing Cryptocurrency Cost Gateways?</h2>
<p>A good cryptocurrency cost gateway must have sturdy safety measures in place to ensure that all transactions are secure and guarded towards fraudulent activities. Ensure that the chosen gateway has top-notch security to guard the customers of the enterprise. One of the primary advantages of cryptocurrency cost processors is that they supply an added layer of privacy for customers. Transactions are usually carried out with out the need for private data or banking details, which may shield in opposition to identification theft and fraud. Crypto funds are additionally more flexible and accessible to individuals all round the world no matter their location.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="358px" alt="cryptocurrency payment processing" src="C:\Users\Tatyana\AppData\Roaming\scm-next-plus\content_cache\67acf250a85ba645f9b46d2e\cache\cryptocurrency payment processing\images\cryptocurrency_payment_processing_(27).jpg"/></p>
<p>At the time, the company’s valuation reached $160 million, with Bitcoin’s market price hovering round $115. Please note that PaymentCloud’s pricing is customized for every solution and that the above are estimates supplied by PaymentCloud. Sam is our pioneering figure in affiliate net marketing and the blockchain house (prior to co-founding Coinweb.com). This duration can be influenced by multiple elements, such as the type of documentation you submit, whether as a personal particular person or a business entity. Our assist staff and account managers are at all times able to lend you a serving to hand when you&#8217;re in need.</p>
<p>Moreover, industries that are poorly served by traditional cost strategies might contemplate accepting crypto payments. This can embody high-risk companies that conventional payment processors don’t need to touch — corresponding to adult-oriented companies and cannabis dispensaries. In addition to this core perform, crypto fee processors are additionally responsible for transferring delicate wallet-related knowledge from the payer to the merchant’s software program. The cost gateway is answerable for converting the digital foreign money payments received from the payer into the merchant’s most well-liked forex and depositing it instantly into their bank account.</p>
<ul>
<li>Currently, there are a number of kinds of crypto cost gateways available to retailers to choose from.</li>
<li>Given the standout features, businesses are scaling their operations globally by integrating Onchainpay.</li>
<li>The versatile cryptocurrency fee gateway includes a plug-and-play crypto cost processor for on-line and offline businesses.</li>
<li>PayPal permits its customers to trade cryptocurrency, but what I like most is how seamless it&#8217;s for customers to modify between their fiat and crypto balances to make funds.</li>
<li>CryptoProcessing helps a range of 20 high cryptocurrencies to meet the wants of varied businesses.</li>
</ul>
<p>Notice that should you accept cryptocurrency funds via Shopify, you’ll still be charged a Shopify transaction charge <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> until you also activate Shopify Payments. Helcim is a conventional merchant account companies supplier that additionally provides payment processing services on to businesses. It offers proprietary payment hardware and free POS software program which, though not as robust as Square’s, can effectively deal with limitless stock and customer data.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/04/23/best-bitcoin-crypto-fee-gateway-processor/">Best Bitcoin &#038; Crypto Fee Gateway &#038; Processor</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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