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	<title>Bookkeeping Archives - Miles-N-Smiles</title>
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		<title>Last In, First Out LIFO: The Inventory Cost Method Explained</title>
		<link>https://milesnsmiles.net/last-in-first-out-lifo-the-inventory-cost-method/</link>
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		<dc:creator><![CDATA[wadminw]]></dc:creator>
		<pubDate>Tue, 18 Jan 2022 14:13:18 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[<p>However, the main reason for discontinuing the use of LIFO under IFRS and ASPE is the use of outdated information on the balance sheet. Recall that with the LIFO method, there is a low quality of balance sheet valuation. Therefore, the balance sheet may contain outdated costs that are not relevant to users of financial &#8230; <a href="https://milesnsmiles.net/last-in-first-out-lifo-the-inventory-cost-method/" class="more-link">Continue reading <span class="screen-reader-text">Last In, First Out LIFO: The Inventory Cost Method Explained</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/last-in-first-out-lifo-the-inventory-cost-method/">Last In, First Out LIFO: The Inventory Cost Method Explained</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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" width="254px" alt="how to calculate lifo"/></p>
<p><p>However, the main reason for discontinuing the use of LIFO under IFRS and ASPE is the use of outdated information on the balance sheet. Recall that with the LIFO method, there is a low quality of balance sheet valuation. Therefore, the balance sheet may contain outdated costs that are not relevant to users of financial statements. For example, consider a company with a beginning inventory of 100 calculators at a unit cost of $5. The company purchases another 100 units of calculators at a higher unit cost of $10 due to the scarcity of materials used to manufacture the calculators.</p>
</p>
<ol>
<li>However, the main reason for discontinuing the use of LIFO under IFRS and ASPE is the use of outdated information on the balance sheet.</li>
<li>If you’re considering LIFO, be sure to have a conversation with your CPA.</li>
<li>Let’s say on January 1st of the new year, Lee wants to calculate the cost of goods sold in the previous year.</li>
<li>Under LIFO, the company reported a lower gross profit even though the sales price was the same.</li>
<li>Recall that with the LIFO method, there is a low quality of balance sheet valuation.</li>
</ol>
<p><p>To calculate the Cost of Goods Sold (COGS) using the LIFO method, determine the cost of your most recent inventory. The cost of the remaining 1200 units from the first batch is $4 each for a total of $4,800. LIFO reserve refers to the amount by which your business’s taxable income has been reduced as compared to the FIFO method.</p>
</p>
<p><img decoding="async" 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" width="250px" alt="how to calculate lifo"/></p>
<p><p>Below, we’ll dive deeper into LIFO method to help you decide if it makes sense for your small business. Most companies that use LIFO are those that are forced to maintain a large amount of inventory at all  times. By offsetting sales income with their highest purchase prices, they produce less taxable income on paper. Under LIFO, the company reported a lower gross profit even though the sales price was the same. Now, it may seem counterintuitive for a company to underreport profits. However, by using LIFO, the cost of goods sold is reported at a higher amount, resulting in a lower profit and thus a lower tax.</p>
</p>
<p><p>CFI is the global institution behind the financial modeling and valuation analyst&nbsp;FMVA® Designation. CFI is on a mission to enable&nbsp;anyone to be&nbsp;a great financial analyst and have a great career path. In order to help you advance your&nbsp;career, CFI has compiled many resources to assist you along the path. FIFO and LIFO are helpful tools for calculating the value of your business’s inventory and Cost of Goods Sold. FIFO assumes that your oldest goods are sold first, while LIFO assumes that your newest goods are sold first. The FIFO (“First-In, First-Out”) method means that the cost of a company’s oldest inventory is used in the COGS (Cost of Goods Sold) calculation.</p>
</p>
<p><p>If the number of units sold exceeds the number of oldest inventory items, move on to the next oldest inventory and multiply the excess amount by that cost. The cost of inventory can have a significant impact on your profitability, which is why it’s important to understand how much you spend on it. With an inventory accounting method, such as last-in, first-out (LIFO), you can do just that.</p>
</p>
<p><p>Your financial statements and tax return must be consistent and use the same method. But if your inventory costs are decreasing over time, using the LIFO method will mean counting the cheapest inventory first. Your Cost of Goods Sold would be lower and your net income will be higher. Your leftover inventory will be your oldest, more expensive stock meaning a higher inventory value on your balance sheet.</p>
</p>
<p><h2>What Is FIFO?</h2>
</p>
<p><p>To make the best decision for your business, it’s important to consult your CPA. If the manufacturing plant were to sell 10 units, under the LIFO method it would be assumed that part of the most recently produced inventory from Batch 2 was sold. The inventory process at the end of a year determines&nbsp;cost of goods sold&nbsp;(COGS) for a business, which will be included on your business tax return. COGS is deducted from your gross receipts (before expenses) to figure your gross profit for the year. FIFO is more common, however, because it’s an internationally-approved accounting methos and businesses generally want to sell oldest inventory first before bringing in new stock.</p>
</p>
<p><h2>Leave inventory management to the pros</h2>
</p>
<p><p>This article will cover how to <a href="https://www.bookkeeping-reviews.com/xero-on-pc/">xero on pc</a> determine ending inventory by LIFO after selling in contrast to the FIFO method, which you can discover in Omni&#8217;s FIFO calculator. Also, we will see how to calculate its cost of goods sold using LIFO, and show how to use our LIFO calculator online to make more profits. Last In, First Out is a method of inventory valuation where you assume you sold your newest inventory first. This is the opposite of the most common method, First In, First Out (FIFO).</p>
</p>
<p><h2>LIFO Calculator</h2>
</p>
<p><p>LIFO is used to calculate inventory value when the inventory production or acquisition costs substantially increase year after year, due to inflation or otherwise. Even though this method demonstrates a drop in company profits, it helps with tax savings due to higher inventory write-offs. The FIFO method is the more common and trusted method compared to LIFO, since it offers few discrepancies when calculating inventory’s value. However, LIFO is sometimes used when businesses are prone to higher COGS and lower profit margins.</p>
</p>
<p><p>Having a single source of accurate supply chain analytics and data is critical to ensuring the financial well-being of your ecommerce business. Another benefit of FIFO is that you’re able to track and regulate quality and offset the risk of high holding costs for storing dead stock. US companies may choose between the LIFO or the FIFO method&nbsp;(there are other methods too, but for now, we’ll focus on the comparison of these two).</p>
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<p><h2>More Free Templates</h2>
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<p><p>But in some cases, it can make your business look more profitable or be a better representation of how your business operates. Michelle Payne has 15 years of experience as a Certified Public Accountant with a strong background in audit, tax, and consulting services. She has more than five years of experience working with non-profit organizations in a finance capacity. Keep up with Michelle’s CPA career — and ultramarathoning endeavors — on LinkedIn. As with FIFO, if the price to acquire the products in inventory fluctuates during the specific time period you are calculating COGS for, that has to be taken into account. Let’s say on January 1st of the new year, Lee wants to calculate the cost of goods sold in the previous year.</p>
</p>
<p><h2>How To Calculate LIFO</h2>
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<p><p>Pharmaceutical products tend to experience high inflation in prices. Thus, it is most accurate for them to report based on the most recent prices of their inventory purchases. Therefore, the oldest costs are the ones that remain on the balance sheet while the most recent ones are expensed first. LIFO, or Last In, First Out, is an inventory value method that assumes that the goods bought most recently are the first to be sold. When calculating inventory and Cost of Goods Sold using LIFO, you use the price of the newest goods in your calculations. To calculate FIFO, multiply the amount of units sold by the cost of your oldest inventory.</p>
</p>
<p><p>LIFO (“Last-In, First-Out”) means that the cost of a company’s most recent inventory is used instead. In periods of deflation, LIFO creates lower costs and increases net income, which also increases taxable income. If a company uses a LIFO valuation when it files taxes, it must also use LIFO when it reports financial results to its shareholders, which lowers its net income. Since LIFO expenses the newest costs, there is better matching on the income statement. The revenue from the sale of inventory is matched with the cost of the more recent inventory cost. The total cost of goods sold for the sale of 350 units would be $1,700.</p>
</p>
<p><p>Here, we are assuming the company has not sold any product yet. Please note how increasing/decreasing inventory prices through time can affect the inventory value. There are three other <a href="https://accounting-services.net/what-does-vertical-analysis-of-a-balance-sheet-2/">vertical analysis of balance sheet</a> valuation methods that small businesses typically use.</p>
</p>
<p><p>To  elect for the LIFO inventory accounting method, you must fill in and submit Form 970, along with your tax returns in the year you first implemented LIFO. Let’s imagine a stationery supplier, who has 300 units of pens in stock, purchased these in 3 batches of 100 units each. Due to inflation, the next two batches cost $2 each and $3 each unit, respectively.</p></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/last-in-first-out-lifo-the-inventory-cost-method/">Last In, First Out LIFO: The Inventory Cost Method Explained</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<title>LIFO Calculator for Inventory</title>
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		<pubDate>Tue, 18 Jan 2022 09:35:19 +0000</pubDate>
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					<description><![CDATA[<p>If your business is looking to reduce its net income (and with it, your tax bill), the LIFO method will benefit you here. Last in, first out (LIFO) is a method used to account for business inventory that records the most recently produced items in a series as the ones that are sold first. It’s &#8230; <a href="https://milesnsmiles.net/lifo-calculator-for-inventory/" class="more-link">Continue reading <span class="screen-reader-text">LIFO Calculator for Inventory</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/lifo-calculator-for-inventory/">LIFO Calculator for Inventory</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
]]></description>
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" width="258px" alt="how to calculate lifo"/></p>
<p><p>If your business is looking to reduce its net income (and with it, your tax bill), the LIFO method will benefit you here. Last in, first out (LIFO) is a method used to account for business inventory that records the most recently produced items in a series as the ones that are sold first. It’s best to choose—and stick to—an inventory valuation method. Changing your inventory accounting practices means filling out and submitting IRS Form 3115.</p>
</p>
<p><h2>How To Calculate LIFO</h2>
</p>
<p><img decoding="async" 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" width="256px" alt="how to calculate lifo"/></p>
<p><p>If Kelly’s Flower Shop uses LIFO, it will calculate COGS based on the price of the items it purchased in March. The company would report the cost of goods sold of $875 and inventory of $2,100. Being fluent with your financial statements allows you to see where your money is going, where it’s coming from and how much you have to work with. Lately, her business has been picking up, which means bigger inventory orders, and better bulk pricing from suppliers.</p>
</p>
<p><h2>How to Find the Best CPA for Your Startup</h2>
</p>
<ol>
<li>Choose CFI for unparalleled industry expertise and hands-on learning that prepares you for real-world success.</li>
<li>Furthermore, when USA companies have operations outside their country of origin, they present a section where the overseas inventory registered by FIFO is modified to LIFO.</li>
<li>Considering that deflation is the item&#8217;s price decrease through time, you will see a smaller COGS with the LIFO method.</li>
<li>Let’s imagine a stationery supplier, who has 300 units of pens in stock, purchased these in 3 batches of 100 units each.</li>
<li>You will also need to follow a process to legally switch to LIFO.</li>
<li>While the LIFO method may lower profits for your business, it can also minimize your taxable income.</li>
</ol>
<p><p>In normal times of rising prices, LIFO will produce a larger cost of goods sold and a lower closing inventory. Under FIFO, the COGS will be lower and the closing inventory will be higher. When businesses that sell products do their income taxes, they must account for the value of these products. In most cases, LIFO will result in lower closing inventory and a larger COGS. FIFO differs in that it leads to a higher closing inventory and a smaller COGS.</p>
</p>
<p><h2>LIFO vs FIFO</h2>
</p>
<p><p>Instead of assuming she sold her most recent inventory first, Sylvia assumes she sold her oldest inventory first. The 20 platters she sold are made up of 5 platters from Order 1, 10 platters from Order 2, and 5 platters from <a href="https://www.bookkeeping-reviews.com/olive-poppy-1/">olive and poppy 1</a> Order 3. So the 20 platters she sold are made up of 15 platters from Order 3 and 5 from Order 2. Since most retailers are looking to sell their oldest stock first, the LIFO method is unintuitive.</p>
</p>
<p><p>Most companies that use LIFO inventory valuations need to maintain large inventories, such as retailers and auto dealerships. The method allows them to take advantage of lower taxable income and higher cash flow when their expenses are rising. If your inventory costs don’t really change, your method of inventory valuation won’t seem important. If all your inventory costs stay the same, there would be no effect on how you calculate your Cost of Goods Sold or ending inventory. A practical example of a store that uses LIFO would be a pharmacy.</p>
</p>
<p><h2>How do I calculate ending inventory using LIFO?</h2>
</p>
<p><p>For businesses looking for funding from loans or investors, this will make your business seem higher performing. By increasing your net income and the value of your assets, your business looks more desirable for funding. If your inventory costs are increasing over time, using the LIFO method will mean counting the most expensive inventory first. Your Cost of Goods Sold would be higher and your net income will be lower. Your leftover inventory will be your oldest, cheapest stock, meaning a higher inventory value on your balance sheet.</p>
</p>
<p><p>If you want to change to LIFO, you must complete and file an application on&nbsp;Form 970. File the form with your tax return for the year in which you first use LIFO. The cost of the remaining items under FIFO is $5,436; under LIFO the cost is $4,800. It is quite different from the FIFO method (first-in, first-out), where we would have taken the two t-shirts bought at 10 USD, then the other five t-shirts at 13 USD, and finally the last three ones at 15 USD. A Certified Public Accountant (CPA) can take those taxing financial tasks off your plate and help you avoid costly mistakes, leaving you with peace of mind to take your startup to new heights. Outsource fulfillment to ShipBob and simplify the inventory management process.Request pricing to get started.</p>
</p>
<p><img decoding="async" 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PM3tHbBwjhQoCg8c88XwMLP3ACpPw3kfqMFSqp/llpkQCeQP0wpIxOlT92VEEESL/l+eDKDUB2oSXEAljb0HbA6boao+OSP8szItx+HODgCmxvfqSRbnj9jE8qNCMi01G4yYKgTHr88Z21FYbombXmR3P4Y89RHUM1QSYieCesXx4MdqjcggktuN/wA8TCXyDoSQpU7ieRFvWevbE6cADeAGMwOnrgaMiGKjAW+G4v5eX98HStRdfjqJINjIj0GM0KaZ5UJUOCI4mOuGEQlVCoAQY+KZ/DC/vsvG0VlkmZDCx74Yo10FPca4EzcmY46nBoFdhaYcONwABAAm572PzIjBlUn52+XGBDMZcKWavTQD/MWgE9cHWpRdSVroCR0YR8sTlg3kyUAsIsLyCPr+OJ0yXEqVBEgjoPniIzVAsFqZhDeCdwk2jvjy18sJUV0gEmx4vcYyUFawHUBQACBaCeb+eMhW+FBJBH3vP92wJc1lSSDmVAA7gfibTgq5jLEg/akvcQw/CMbItthRTYn47ACR1A/HBgrGLkdRH44BSzeVPw/aqYmFMkX5tOCrm8ovwiuhAPEg+uBhfkkEE8kgkEWM9+O2CqAFjdvAPaxHT0wJc1l6jAJmkO49+P0+eCDOZAgbsykAmYPW+Al8qHXsLSZBF/KMZ2fF8RPw824PecDTPZBFBOapkRIJYfLHlz+TG4jMoCSCb4xrRhU4uQT8rfrifuxHwxPNuTGFzqeSImpmQBMW4GJjUsgshswoAHz/AL4mUq/IYIAIaoZPMk8dsZFISAhJm/NowEapphUzmkHYkxbzxJNVyMyKyH5kyY6fLthhur5GQltpIjy64htAmLn1wE6vp5JH2gXF4mRjy6tkEnbWBBB4Bn0nGjN1LyMBAwC7BP0OMRBCg3F4wD+K5U0z7uoJBImL+lxgf8XyTwwYgxJtF+377YOlsFyQztAB3WHlycShiSsdLn+uFk1XIMAWrEEm0qR5dsZXVshYpWLgibKbd+mN0lX5GChb4WgGZ5/PHtpVQzBpPMjpf6XwqurZS3xEHruUkkduMefV8kSVZnE3CgH8Qb4ZNE9UGFU2ao0mJiL/AO2IuCYDkDjp06YVGs5MWU1ifun4DE9BiDazllYD4z0KlD9cHSbqGirDi5E9ZwFqZElnIRuR1wD+L5efu1BJ4VJIvz6YHU1rKK5EOWHACm/fD0wOpeRoq33Zkcif1wM05YgEweo74WOt5ZZHuahNiAFAjyxBtbRgJytZRNiBMWj6YGvgVzXkLUUlvuwASAeSRE/XEXQHiPhFjcd+MLvrFDeD7lyYgcCbx8sL/wAaptKvlK0G3wwDiXwF8kMMin7veIB/c4E4dQAq8xN+BhZ9YCqJyVQki8MAOkYEdbLNFPIuCTwSOcK4sOvAw+55LNYRxFu2B1AFBLLYCZ5GFH1dyxX7JtJNxuAgen9MLVtdaQBk34F94E/OMUuJPU33HGQsfhsSLA8D0/PC7Bixm1pjkg8n54XOsVCoZMoACOS4+gwq2r5hmDLlUPQS5Bm8TilxZXUOlrw8C1pMTgVU0xKlmBHMC8fTCT6pnDd8ogHSX64XfU8wiALl1EmWgz+HbFLi2TVserURJZXJm87fmfLnC5B2lgYhe146xhCrqOfZi7UUCx0J5i9uMDbUc2wFM06IbbyCSQfMen77V0iuWBr3gamVmASQehBxGqA6hWZQREHuOs3txhMalm0B2pSQjzJEdj1GF3z+fc7SlIk3sCR+PPbGXFspcpsfagqqNu7b3H7nAXbcQQ0T90kXPmThNtSzgQrUFNQBxBj0PyH44VOqZmSqUgSxsNhg/wBfPD0ND+Iiwq71JG8SfOSB6evXAXpuxCqSAOQLA+l/PphD7fm6tnamCLhgpkDsPl8sAOoakh2ipTILckGevSbYpKE9a7os69NmPuyxI2iF8pkkjn9/RZkZTAIHPHQR9MJfb8+yioHCFyAP5cg9OZv3+WAVs/qAkLUUTaTTuRMCDhSYda2WHu3YyVAIHPJA9B5/hgTrmCpJYESYA45sOJxXVM5myrL75iXEgqBCi9pF+/GMNnM2IKVjvAuAgIBiw7/PDDdWBsGmlQArBBt8MBRYGTjFVKaU2CKE3MTuEQSSfxk/74r3z2bSqVq50E7STKgg9QPx4wCpnc9TFOo1cNssw2ST1Fvp+Pzy4tmpYuaYQo52GJ+ISG9Ok+WBNVRmNRDukAgLa3A/G84qjnM++81qodJDEMgiQZBEev4YX+2ZxGqOM6FpQCoNK5Mjr2643S6c3zSZcvl9yotFtx3biCbAcGDycQqg7ijALJKiwgHv5/PFM2dzy1C5qMBO4gATPSLf2wGpmtTou1QZq5mfhkg2npfn88K49jp+Ii4Wi6EGoygEHoYB6eY4ntjDZU1GNWozBFgkG5HpP5Ypsnn885NV9RELJvSUmCeJIsLxgpzGYZJpVyX3WsAQOoPTz/vh6ZgOpPuWrBDTLVAyC9gbxwACevS+FaiMjwhrFFWCJAIFwJI5tiurZrM1VRRmgxQ3aIEk3aZ/PtiPvc+s0qWfcuj70JUQp6T1I8uPLCuLZrSxpqWhi0kqQADLBfKbzPTjrieRoZOqtV6+arE+8IUmASAALg8XnGvvW1GiKRfOCo7LuZwgAUxcgEXNz5QcW+inN5jKGrmM24YvYbF4gR068/PCuLRqhhszqX2gqhpIhYhQyGYmwmeI6nEqeb1BKb06mYUvS+EE0xtPW4m/7vhNkVt7CtMyWLs3IsQOnPbDQoO1I04eZBDU+AOsnj99cWkc7chK1bUVosFzZAUAoFQCBcHyIv8AucGXNZ5adNTnnUIANqqII6kxzgCMS5Q0wEiNrNLC/fr1scGFFaj7QSAICjd69Y7/ACxmnCuLGMu+oOxBzVRQfimwBN7gxPHTEadTPiXGbrIRPJBtew7Y81M06iVCj7VBVQxg7ZJkk8364lT31KZD01SoYJ3NAi1iR9f3GIgtmcq2f+NKedqblEAteR1E9ThjdWZinvqwlfiZmIIPEQOLYhQp06VQgg/GwUnop8xN+2DIQGAqJBJBJVrQZ/f9cU12JjJ0lqMpcVqrkkgk1SbcT/f/AHwUZarTA3Zuq6EyRuJK+ZPPOPUlKjcWmJCwLekcdP8AbBFSqafvHAgGSVWIHaOvMfpiYZbhNaQvRGZrbTc7XJHNib/v88Uw7kI5YATuaSCRf8cTopSVnJcbjAI22npB/XBl/ksiFfgYhbEkwDMz07Yw0itBCksajA/CQWIJHS+JUqKbxLVtkkshYwTPW8Ecc4My0dqVKdQS0wsyebkjp6YINqA7hII5mdpnkfsY17AeGXQuFqO5LCw3H4fpxg6UJkrci4ubDtOBU5JJLQCYJkybDDFKkAuxTAHafz6nE9hpGnlNtmCAqQZB5OCe7LEt7sEiBIuZ6m/GJpSI+KqoI/H59B0xMKPiZSZ7D5fvjGhfYglBNjDYDx8Jgx6jnBKdFUgJ7sTMKLSP3GJ0kCSWJk2mRJHr88TVQQAomAbgX54xLRzbS0YTKikYLBmaYMCBxaeuCtQpJS2LTDADdIFx9Pyx7YynYpuD0Amb9cHp05ALERwbEjjvPGJFOgBSBQVTRUi0EAC3cYap0kgKtNSLAgiN37GJIlJSUWQAIBboe344NTpPsJAUknknr53xLdK6iJy2WSBUFzxHPoMEpZemzwiArG0yLkeuPVaYIBFwvTnBWEAStiQD2j85xvqRybtAVdNy1ZTTZCqKweVJBmbSQfwwxTy6yE2APNmEC3ng4WZaQDcHifriTU4I3/GQYMWt+mGwaQ9ypcuVQArCgcT6cYLSyqgqAVUA2AH7i8fpiSIqAKB5gD8vLBFLbg9wDML3GJZrNmFo0jwqki3AMHrfE1CHhVmTcDicZouqgywBJgEmw8/pgooBQCIMmQcChqmQFNNv3QIJnbb8cEVEclEA29yI/LGUQsYVVCiQfXB1otSALD7wm3TA8gQSgqlUMEgHp0n9MTG2I2KALD4eemJKpBG59wJ+EDEtkX3XPnPrghk4ZFGlsuNpJDEgA2684w1Klu3gAhgJESP36YIlFqQ4WSbgGcS2vcMAARIIvB7H9MKQtwCqWBQAmQxt/TBRRWoCGRQbQOIxlKTBj8QJiSRgiU2VVJBBF7mfqMZ5JboEUwBYKCLxEH64wEA+N7x0Iwd1JbaGuTBm0ekYwqmSGCkHiLxfGDuYMSCBG4T8+/5Yg9wAbTBn8MFZbQAJPN79MRWmsMppiBEzN54thg0xTaVO0QDJM9T5+VuMRpKQTAHUkAfv6YIIDxLLF4EDcOt8SRNv80sZYcCIwQ17gqgZBZ5MTGMsisxbcIifPpAxL3DI01GLqwtxJPr+xjxpnaTBIEkRzjDYwJaG2KQJHAuZ74iULEEKJFySODhgBjSJfaDMQwv6WxABFAFgAIub98YG6LwZIkAEcfnyMQ2mkm8QZsx6+WClZJlSAJAJF/7Y9tn4muI46f74YSAAlRU2rDH7oHX9/sYjUWBKQCATAIwaoSQNywJ43dMBam5MNEHgd++CCnBWorO5XoRY9j5Y8dpFrDiTJm354JDU3hrD/wAI/Di2MVgoUFVJkgD19fTGeDPlAFdASDI6i5/pheptAmm0A+XXDLgvJqWIgWE+pnAW3kgAQALdMKN1UXI3KSoEE2JF5t8u+F2obXHw+vFrC+HWQRsaDeQZFjgOZlTzJEGBY8wLdsA8clbUBJCKV2q1/MzbGH3AShG4TA6fLDFRrGEBB5jv3/tgUbWBAkML9vXFdxsEwtRyEZgALyx/DyxA0dySCAZMz18sNlXDEMBAENImb4EaUGbQJi0we2KSFitVVQQTEC5A+cYC+1RJ4Inz74aK2BKAAiYIkkd/xwBjuJY2JWCfLrOKBOYFWKfGRcSIj+vz74BVQC7sVJ+EQZP1ww21QSIMmCR++ZPOBMDAZoYHkBgI+mFaNboRqBqan3YuBO6CSel5xikFILVfuuIgkg368/LDVVlWmUpMQRHPUfPC5pr7skKCV+LsetrW68YTbFTTqgswgoGhFDXAmBPfEGSm6lqjBiJgD8gOZnr54MVD/wAubtbm/fA6oBY+7UISSBYfD0Md8bYN6AOrLlwRuJI3AC23y79+2Bu600IZiSVH3zckRfDDq20baYdhB3Hpft8sCqIHYVdoLgRIW838sUlAoutNkVmdzUJMg2BHmABxfCzUavvQ9JRDGahPPcEiebf2w01Z0Pu3ErtuJ487H8MQDwZDEDqIMTyLm34YGirRXNU6lOVkSAGNidw/WO2FXCLT20gQRJG7iZ6we2GK+Z3uRTWGVioLAxP1kjy/2xBveo4rBiUAKwokAwYJ6kf7YUsEptsCwaVJqXaZYcA8km1jherRp1RtZyViAIJ3GDYHvH6+WGDLACpR3kAwVJkgkR+/S2IlfeIFBKIWBG0T3vPzOGD0p7FjSSogWnUIAADCCPS/eJtzhepTjYajncE+EkAngSRPkYw3Upl3NOmAiC+1iCWgCDgFXYB7impD0wR1IPYEdBP6YDNTAuUI3QgUlgo2i8EiTPB9e+M1Hd6h2IFKTIkkgTEyeTb6ziZSpT2AQSbsZIIsOfLyGApl6m0BHVCtiiyJN4mePz74sivSPGdi/GBtUDaAQGvcQOD52wPMVFINKrUqkPAMgX4EQR5fucGqUxuQbUNUR7wEkAnqZHB8h+F8QZTQd22sytJhZJAjgA8fvvhZa0LMEZ/dGspgbFLKAR8zyJE3xcaQunrkwuZTLVHUxNVSTwOx4mcVD2opsqFPeNLE2M3sQT26YcydFKiOTUqghyCUYAGwvfEumTaHTRp7TmaNNaiVGJ2sIBBmPPnDFFjS/wCpWXYQD8MAL2nv6HmJjAM/QzWk6YNRzVSiRQp0wUpr95yQCQZ4knCehai+vvncrlQiLlGp7gWJ5G4DzuJ9e2L4kJ3A/l3AqFaQDAsYJBB7/pb9lqimYRTWaoSyGQrEQwtAPyJ4xNtPrPSpJVrAsTBJFxa4F+I64mmlZss011cAkjat5IvN+8Xxba0WqEqKleoWFJgwH3ibRawM+fWcEpU6bgFEAcHibg9PnB64nT07MFFeoQQh22sIkcg898MHTH2wcxG6ZIUG3YQeL83xyxSwRpVaT7Uh3DbSTYsB+HHfDFJtiLTNOCCSS4jrYiMZpZJnKLUz0MwI3AAEjpz16fuzI0iAC2ecmAZAF79wJw1Id6FNgBG4QSTJkkE9bT54PT2hjUBALC5AvwBx1thgaWqMXbNVSOpaI4/f0w0dIpyKlOuxUD4tx5t0wVPRnx7iKjduRhKMSZIHMz25ww1JgqAU5I6EiYjiZ/dsHTTsq5+J2iSSAfofLDA00wQmZqAXJ4n0BxL+CWLUaKFkVaagtcr2HlfBGJLTAImTt/EHB6eniT/NrAIAJZrjyEDDdPTMtWBctVkQdwcicSnAjK6lSV6gfaxaIkcxMwO/ecMmhDqdzLAm0Dd0jDSadlgN6tUlrWbzMR2POCU9LyxPvQ9QsAQdzWA7ADDUKUFyGYlXVoIIBETz5eWJUEgFm3DpLG3kY5GHP4VRqIRDktxBI6wR58dcGy+k5QTZhxHx8+uCmbcK42YgOpMyD3GCUgSAQxBkjgQBImI/fOHaWmUQ5Z5INhDGOl/phgaRktoZveKH4IY2574HCNiKhzvJpEDo0XY98TdwwVFASY3EyRHYAcYsqem5V527pBKgFzaPKfnjJ0rJ7LJMES24/Fe4Pl0xFQpQTSgzyA52zO4HpHXBaSlIA29T6/rh2lpmTdd5RvhsAD5eflgqZHK0yF2ggkCGY26c8zjOBXliimPhU8kGQIgRxg0MohFkdzz5GcPDT8mZcqABz8Rv5YmNPySgt7vaCOSxuPXpiTNiImp/lhomCbflgq0mVQdw23PJiLzxh2lksmpb+UpNuWJPn6YKmSypUtTpiOJLfiB3xmZPwILFmExuuR08vX1wRVdiArqLkAzfnoBh2lp+RVoakCGvyQZjDKafkRdcuoAPIJP0vjm3Bj2VzUUSFIuBzNmPn0wSlCwXiEtczOLNsnkSg3UqcNEkcT0xNKOnkkBKYER0g+nyw2myVrRJggT8Xe2Je8A3QZIEmL2/2xaUcnk1qEe4pgAdSCOMZOW08koKNNiDebg/XGMlCr2hlRTtMfECOPrgoIIsygAmeh+RxYilkZVPc0wCJmb+l8TFDT0bcaaX7wT6/hjGbK5GRjJYWMi8E+uJFRt+8YHI/Q4tUo6e4H8qjY7jcTOJMMlABSkQbGwAjGJtKj4VaSyD4bC9u8nEw4UbzUEdYuT/AGxabcisgU6O0mANoPTBAMiEIIpiDHA+E9BjGSZTK6SWNWYuDaR5YwKtNQSKhH+WWF5+mLhvsIAJWkSQJYACBia1shcKlGGIHS56SeMIxspEamWClhMgA3gGOvnie8CVJUAzJEknF1/9CQQBSJEwAAb9cYH2G42qCLSYEdjjVNmjKMVKSkCpABkCxNvliavRRwGPAkAci34nFwKmWcSHUgcgADHveZWmQSyF1HaDHU4abJTNXTcHKypmI/CfPEfeKwgE/Jbi09sXIrUXJkqARaBBPzxgZrLqCQFU2vtv+4wVMGymDIB90g3tFj/fES6bh8JY99vT1xdLWopO5gR1MR0xhs1l5+KSOQNpNh8sbTBMoahJn3dFgAIJgkRPMxiJd2b7jWFzttbrxi9fM0Ns3EzcAn8sCGaplQgVts8lDH5X9cNMylYlyGVC1oMKRgdT3sWpOCJF1xdNmFQytOoZFyFN8CqZhWUJ9nqEC5BUxPacSaYKUU6rAgpUkiQQnI6wcRcMectWIA6r9DbF2lUiP5VSmB92UN8RaoVIRaLQRMFSJxvqafJQlK91fLPBElttvKMBqLmBT3DL1lBNvhk8WtMYvd9QyBlqhAMbdv5YFvqNM5V44ACkx63xr2GQo1XNARUydRSZiQACO+AVKeZNWfs7kgRcC58+o4xe1HrGQ2TrN8UExYfI/ngFU1SF2ZWoApE8T3m5/tjFrBRVaWcLkLkiAbwYvgD0c8Xn7GwBsIgk3njmMbDVaqsj7K+8LNoP5HCtZM1t3HJsASdo3AkefOLTuzm7SjahnNwAybNPcgXwBsrnUMDLk+p+nOL2nRzgQA5MgXAO8GfxtiNRM0oJOVggkmWAGFspKlA+VzIIZcvJWQLj8PLAquSz9MKyUA26SfjkD5c/TF2UzdQGcqigxtBYT+fE4C+W1EMFFGnbpv8Auni3bCmkLWShfI59ySKKIpIJ3Nci0yIxh8lnVG6nl6TAmY39Pp88XL5XUbg0UkkAgtcC/Ec/3wu1DPSSEQwCI3cYVyRvoU1bI58hagoUpY7ZLXUx1j5+fkMCXJZ+fuZdSCBZmub24/XFq4ztSmFFFEA6hjIHfGKtHOFPhKEkhgATJPU+fON1UyRUNkc6N/vPdAnpBkesYXq6ZnKi7gaMQASpJk94iwxdOmbJI93SI5Lbrn99sA+zZskODSUt8IkkQJ5jicPV8mhUVMnnAg+KnxdZMN5ExOB/Ys3uWoa6CP8AKEIHpJ+WLepks8zHcaAA6Ekj64EMtm1c76tEgrKwCAPLj5Yb3HpKetp2ZJCVmy4BkiAYHaR39cJ1Mpm9rL7+nEwpCGJk+dxi5fJZ51YV61EsTIIUkR2En9MROV1IENTzFNlAgApc+t737Rh6g6YUh03NH4cxXUlgZhQNp4t3PriJyDrNP3sKBERBAvMnri3ajnJZ3ekAPhWadwepg/v64jUyeYYo5zS7mMH+WIIn1sYxqZJIpaumZgKd2YAAYAEKCYiOQefx/qFchmWIAzG5NxLbVkAdZPTFzmclW3bCyQCIKjg3me4wJ8lmcsTWo11CkgMCk7eZgzJ+UYqlKFU2SZSFOZUwIJ2c+XNx+/PAq+nV0/nDMUy07h8Iv1Ajpb1/PFjmcnmC6qKy7XWNxUASLxE9rdMCGSzBUk5tSCoC/wAoAqbxBnGSu2DvcrfsXvKmypUsDtAVQSe0SYH5Y8+lV0K0addSABLNTEre0DnFg2RdGWc6LHkUwJ55+mJVMrm535fOKECzsAkz9fMdsDbNEiooZKsjOK9RQi/CrFBBvxPTpgTaVmw435tbggAqPh9ALC37OLKnRdDD1WsSrCxEyLiRf8L9sBp6e1SoatevWRSSqbkAgXuR62jFJs1pUppteqQj5oBSbFVggmeD2kc4YyOi6m9Itl8+1VSwk7RYwJHBnDFSjXDLRTNuKYYlgEAMwAOlxNvlhvI5BjRPvKtQkNEhRxAx04tLRn6a5EPEbK/h2q3uRVl1Kg/5SWkWnibzis9nwFLM64ERBUarQA4n/pgnra8mPTF14ly+YGhVNlUsWamW+OCRuHEenHEeuKfwBSoUM3rVNA28VKEEgkECnBBJ5AFvXBpYI4cXbDcqdOtUqmktWmAIVSUJPBmTPH9MEGVzSqWTMgbAASFkEX88RyDB/f7xtcMCJk7rXiLRHXDFXMZPLAHO1vdU3YKruwAmCQJPkDiG1x2fq4eny5/0URXT81XHu6uZ2UtgBCoAebkjvbDC6fmEVEpZx1VRDRTDGItM8Yll81Q1CmGyVanWQTLo4NwBa3Xy/DtLJZjJVc1VyFGuDmKKh6lE3cA8E9OSMR+Jx8or839T/hZ5cgWqLOcKgDjatwOZtbocNDIsB8ObYiOYFxeeMDz2dyWkZZ81n8ymXpAgMzkCTPAHfm2Cvqem5bTk1HMZ6imVqqCtWo20NI+EA8z8sS/VXlFL23q/8L/cZ+ws3u9ucqJEkIVBB8+/yxNdLdlQHOVgBwBA44tj2ka1pGq0/f6dnaOYUECUMhSR+cdPwxZTSkVAVBHB3WxK9VPTF+39Xvxf7hVdPU/9XNVgTMARC8RaO+D5fI0t2969V3iAOQJ69hgogMqu8E3A4txMHn1xjMZrJZGjVzGZf/oIWZVktti5gXNhh/E4+UH5t6r1xf7jy6dDlWr1oYkgAiBI48/XBjprrCrmKhAaSAY+lr4hlNRyeaoUK9KugXMIKlMM0EjpY9f64do5yk1Q0PeIKhaAAQSCfLnjA/UXlGft/VWHxf7gNLT6QW9WqTNgGiD09cGTTqZYVFr1lIMCH6fLCut+JdG8N+6TVK5SrmWK0aaIXdzEkAC5tecO6NqGQ1vKpqGm1g+XeQGuCDeQexnB+LxblN+a+uuPW+Ln0CU9OpmoW31ZJEfGSQY/Ppg38OoOCHaptjjeQZkXEcYpaPjrw6NWfSDnIqjMHKhoOw1Ryu7gGZtjaFprM7Zkbufwwdaesk8vR5cP6agmulZfYUJrEJYAuZ9Z9cSXScsR8T1SAbS5kDsDOHQu4W5m09AOmMgboQSIsDOM24cGlSCaZlmA2rUBF/vkRaB1wQaZl0ULDsTN2cx88MUkEmDybEX+eDCSsEkyZ22F+uI0LSgvT0vKTDKxkXBY/sDBBpeSRhspOCRAHvDx39cMKnwbZ+IGLYIpgTcQQV8we843UyGhalpmXgU1ptt7FyRg50vKKDNNmkRDEkR9eMMJuJC7hdrGeesYMUeCSCYtx1ntgrJSosulZU/CVsLm58oxMadkhPvKRJkKGkjDiU7EkQesXPzwQJ8SyhImLdO2NSksitLSMpun3ZiLLuNvnhhdPyhbb7kkAGIm3bDeyCDEwbG+MlbmZ6COnNsDdNpgaWk5QCFy4AiLE3GMjTsovwjKiAYgTExcemG1cnpJ6xgpQspZgAUt8sajUKU9OyQQh8shmLxM9OMZp6blUIZMspU3IiY+uG1pDcIJki97dMG2ArdzAE+n7jGppkSGnZTcGNBRyCSJ9MHGnZMAk5ZGDcEj8jg6U5Egc4OlMFdoMRa+NQldE0yWVUGkMpS299tzgn8PyzwBSQkCDIEH++Gaa7XAJmB0nnBANgH8thJt1wV7NJgUTIZdWUrRpwCTYXnsLYKuSyYbcKCAGT90EzGGEkkMFE26/v64ywBm4nrHJ7YRSF/sOTZoFCmYuDAnGRlcuTJy9O4vCjzjDCKsD4YJ/LGGQksVuB363w/Bm0BWjllsKSCTJBAnBHy9NxuWmoIJ4AxPYtlIAU9evzxN0BmxBgXt8sS6tAvkVFCkCZog27T++2JCjSNjRAJPUfT8MGACsSFJHBEWx4wwO2bn+l+cKrQWAWpooA2CB35icQNKlNqQPTvPrhjaZFpBMkHpiBRd4mRIjy+mFoHnQFhSI2soN5iMDqKg2hKYkzeB9cMsAFkqYYjjA9vN/kbY0JxQPuwonZHU2EzgT0BtsOTYfrhn4YAaZkzt6D/bEWCkWYkgdrg9MHwy4K1E2gI6AgNxHTvgJTb8NISASQePlhr4ZG1iRe55wP3RIIRgAZth1s0QkyrBUJAHeTJ9cYfbIGwDqCO+GGp7rAyFsW8jiApsFBUXHWMDYrj3EyKk7ZkAjp+WBukszMsECDcXPM4bIBkiZBIk29YwJ1PBuDHr8x64xmhJ0BuzNEkgAW9D+WB1AhQsEkGLfvphupTVhJsfz8sAYbD8NgLzxjTBhT3XuyCRAPTn0nAKgBEb4v1Mfj1/d8PVCEH3ZJ7+mF66rIZQI6jtPOCugL7SoKhRB6DgXOF6yksUZRbg9DhplgfCgPUntgZII3xEdTjCIvQRGB23AucAdTEkQCCQRe/nGHHJZyFO6BEdQfPAmInbTEQAT3B+fTDGHcUqhlQtYAiAex5jCeynuCg7d14F5MycN1VeZ/zcjtgTU0VP+oRHJN/3zilgUJuFuQtgbzyfXCzqBKlYBMyO04famhg8qeGJ/IYVq7STsE8Axaf3bFIpZFiFkKVBPc4XqqqKLkEgkgeo56ThxkMFqZBJ5noLYgUBPQT07+eEMCLIrDapYqSeOhn9nA9oAJCSeet/U4ccKJVZBFzF4twMLFCRIuJjsfxwooXqsKigBQB90GJM/vvgDsQCsFXAEzBE9I78YcK7FMwD2HW9sLkRLAkkcSbj0thM8iporUqEhWUgkkm8Hz6RxgVUbyjmCLhYt1tbDRD/ABKAYi02v2wDNo7U9rLYH4e5PbFLKwZqoUqo7sFNNoIkkCDz0/PEAjmmXsCQRBBAHkQee2GFo1U+LcAAoDSxIHUAfPAahQOPiDVGPxEAgi3Bwv4NoVqpYKUUlVJCm4Bm0AX/ACwAZMsTUYQtOTBtaefTyweqtV3LI5VTAnnbaDHTAxWqITSWXTddZsOYI73AscMM1WBrbQQwLMtQmNoEi8EnyjAqjBW3bZ3ELCWPW8n6RhgO6NH3eYBWBx9MQMuqTuDESoLCF4HqO/ywpdmMiFlWtSeMsqhQIJYXJ6mx49OuIVGrgbwxUsAIvNxIgdP2MNyXhqZhgvxK1xPae1pjCrVgqoarFSH3KBMkCxkRxf8ADjFMhrwBX3mXYMGaoxJAhQQT25w1kjXpUmR6ZB3G23j8MKlml2FdwzEGFJMCLCQYHyxYZLN5VaTLmcz7tw0RtHEC+IrRlyIeKENLQa1RKh3VnpMAL23CR6fhig9nzUWzOuMSwc5ilTIKyY93MyLDF94sojK6UTRfdFSltLMAB8dgB058sU/gGsHq64ocKDmqUsIJD+7H0H0/PHRWFrOC/wBSy+pLpOfOlbmzO1fdwBuAsT/+qCcc4z2U8R5pBT1DK6hWVHDKKqMwVuhAPB88ddyQqZc5hXJcb1mwkGDJ/wBsOhUqA1FeoyrAIMQtz079P0x4X7R+yV9oc1z/ABHx+h9L+5f5QP0R9rz9v+Z8PW6nbyWfp9DieXyevZKkWyuVz9CmW3NsRkG7uRxODpQ8V06r1qdLVEqFQGZRUBI6AnkjHbF94UDIIiCSbyMTFRVhgwYwCARNv1x4x/dr/vM91/Xcn/Znpfu/9HC6mQ8R5umErZTUayIwYK6OwUzyB0M4JmNP8V5qktDNZTU6tJCCqVEcqD0IBsMd3VBtQggEmYAub/vywdPhU1A48ovJn8MH6N9n6zK/XZc/yZ6X7v8A0cDTT/Fqx7vKaopU7htRxB7iMZGneL2pmj9k1YoDO3ZUInvHfHf0JqEBuDPWPSe2CU1Hvd3vIVYNj18z6YP0bx/tmTy/Lgl/Znpf6/YfPr6Z4xqFN+T1digCrK1PhHQD88RbSvFjVTXOQ1U1HBVnKVCWHBBPUY+h/tNKmQlSssjgs0C/r68YIoVSGYAfD8PMzPQYlfdz/vMlflxTf9W+l/r9h86toni+oUqPpmrOaQApk0qhKibAGLXviQ0rxo2ZGaXIawa4O4VQlTeDxIPOPpEcAEkiIjpfjDFIwuxD8bDhrc436OT/AHzL/Xhxmfs30v8AX7D5qzOleOc3Up1s3kNarVKE+7epTqMUnmDyMToN4/0ekEy38dylIEsAq1VWe8RGPphQyCSSADBntgqlWUiZBmSLED+uM/u61lesyV+W/wBPl/N5/ZnpdPj/AEj5m8KVNa1bxJp+jPVzDpX1Gnma1PabMD8VQjpaTPGPqBQANgsVvuMH8sDGXo0XFVKaB2H/AFNokj1iYxh83k6Ks9bNU0SkwVmLiFNoB7GSLY8r9n+y5+y4Pjz5dR82++33o9p96Pd8Pce09rx9BJRrj3fnS/uGGEi6kk2MHHhSBYbSTaTPA7/hgqwCJIN+v4YmNrNvZhHH9vPHkUektwyiKHBUGALXue+CLDElAR1O7oOg88LrmskuZGSXMUxmCnvWpA/EEmA0dpH1xnM6jkcg1MZvMrRFYlaZcgbiASQO5gE+knA0Sxym7lTIBYGQT0GCoBI6g2mMCylWjm6CZvKVRVpVqYqU2UjawiQR5dcM01b3anYN0SR598EptkqSgLtFzuuTz5QMMqZWI5vHlhdAQ52GAIF+hnBqlWllKVWvVrAJSXe5mAoFySe0XwNEoOBCgkQADfEtsMLEkQT6YDlc1ls7lqWbylZKtCui1EdSIYEWIjpBw6jAQjgTwb+eNmFE1TZG4QT1Jm3S+MiQxAYgEwZ4wIahkaeo09KbMKuZq0mrJSLfEyKQCwHaSMU+Z8feE8nU1KjnNXpUzpO1s4rAg0QSApa3WQMEIb8GwhKh+6YHE8YKo3SskHp69fLGtD2h+EKenjUBqy+6NUUkBRwzuRICqRJMYudA17RvEmQGpaNnkzNEOaTMoIKOtmVhyD5HFMKWSliGVYXoY74JTG77wkTEHn0wMZnLoSKuapAEAsCwEHzvgjVcvSqIr1qalrqS4BYcWnElULsWSFJAP1GJAAAEKYvGKLMeNfDOVpGoNUpMFzyae0GSldiBtPa5FzbF0+oZFKH2mpn8uKRt7zeACZggGY8saGuAiEBiCpJ6GbfPBAoYWJgcEYq9a8S6J4Z06rq2p5ynToUVDEBxuYSOBMnkcYsKudy+WyxzdaslCltBLOwUAEWkzAxoajFMEsECyrCxIiMTFMAhPdx1Pn88axqXtA0fS9a0vQ1L5nNasC1BKADwgIBcmbCSt8X2e1XT9OdKeez1Gg9Un3a1HCljMQAeecEacN1INsO6VtN+MYVOSbkjCg8Q6LUrVcomq5Y1cupNWn7wTTHUsJsPXClPxp4Td1p0/EOnsSwprGYQ7mIsInnyx0SJqZbBQCevXjjE1UkEgWLEnz88VtbxP4dp59NL/jGU+2OxUZf3g3kxMRPMGfTGNc8X+HvDukVda1LUKaZelQev8JBLqg+IqOvQWwNUfqWZRidykckm/GIFWYkXgAHi31xR5bx34ezKPmV1PLpk0yyZpsy1VRT2MxABM2Mjr6YMfHHg0aV/GD4jyRygq+4NUVQRv/8ACDyWjpgjRNpbbJJAEE834+eMOvCwSeSR0wmniDS6uhP4g07MJncoKTVUem4hgsyAeOQca7p/tT8K5vN6plc5nkyVTRwn2taxgLvQEEHgj4gMbZvg2soZKyZPE9P74iyQSWEEWAHU+eFMn4j0vUdIq65pGZTNZakjsWWQDtBnm44i+KVvaR4Ry2Zy2U1LVko5zMpSf3N2C+8ErJFgD0JwkpmxtTIlbiOvGIFSGLgSbSTwO2K6p4w8NpTSsupUQlbMVMsrGf8AqICXB7QATJ6DFKvtY8DVMnmc/T1hTSyuwudrSwc7VZRFwTaQInG6aWmbNVm4VTcwbYGqBi0GI5PONNznta8ODM6ZRyJzOYGp5ipliyUHmjURQSGWJBkjDdH2k+E2fMIufYJQSrUeoabBGWnO/axEMRBsJxnxYtw2bYoAczYGNvX1wNkEiZJPH7641nIe07wnqIqPTzlalRp5V86HrUHpipSXllLD4hxx/XGx5PN0s9lKGeogqlemtWnuWCQRIt0MRY4iNdhXJA3UXkX7HnC5kgsBYRB7emNI1Xxr4ry+Y1rVKWk5KtpGh5pqGYC1z9oZFALOARtsDMc2PlhjOe1HwxktVoaKy5oZnNKPs491KuxUsFBmZt1j1xSTgN9zaaiSxn4haALHz5wCopMnoeNwv6cY06l7WsivhXK+JdT0XPZdK5KwqC8AmVkyRAjvPTDfi7xm2n+AK3jDQMm2bLUUq0EIgkOQAxB7TMYQbNgqDaJYEgniOf32wL4bgxEmY7dPTjGk5H2knK0KOT1vKZ2tWpNSo57NCgEpUK9SCiMJMG4ECRJxd+HfFn/FJzL5LSM1QytBzTSvWUKtUqxU7YMkSOT+uB8WbqpaVUVFLBiSWEdo9MQqGmwG4cC0SBPfHOT7S/FFXT8tmh4ZqoTq9TIlFZSa6KXUBSTY2Uk+uPap7Z8nkcvRf+CZp824qtUyoZd1IU2KsCeC0ggATilxfY1N6enM9CTFuScDrUhBRfunnv0jFRrnjAaf4by3iHL6bWzf2lqC0KCkI7NVICgkmxkj0xq2o+1bM6fkHfO+HRT1OhmGy1fJHMAkMEDAqVB3Agi8dfq9INo3arTdCQjbgSbXgW49OMDakxWTT5+8BjR8x7V6ld9OGV0ZqNLP0KVcVMxVCCXNkW1yCLjzGLTwHq+veItDOo69RoUnaq602pPO4K5EkRaIiPn1xullUvXJB92R8MQLC3phbMUWWmXBBBtPUmOcahQzOr6R7RctpGa1XM5jKahRruDmVUIzLBC0totAJkGbdcG8WePR4dz7aPV0wCvmUp/w9gSRmHdtpW3BU3J7GcOhNkNMFPikAjkDrGA7AHAU7pgf0jvjR6XtL1irq+ZonQSdPoVquWbMtICvTUkuTwVkRGKzLe0/Xa2UzivpOXNemuXqZctuRaqVam0GDeJgz+WFKumtZ0Z1VZ3A8C3Hcf0wt7xFa0CRAnvGNOzHjLxLkNfyuj63ksnlqVd0pisgd6Ts3Cq0fCZteMKe0Ctq2U8S6Y2Xro2TyeTzOoVMvvdTVemVIupvYxBtJ4xa4xC0zeGWQFIuQYn58xgNRCDBEdAOf31xzrO+LPEFWkmWz2byZqOuTz1NskSPdo9VVNNrmTeJ6zxgOX8Va8qvk9P1DLU3Rs7mqlXNAHeKdYgIokRaBPQRY4GZOHRiCoFNgklfvAQevOAVTucAOwKyCNs9fPjHPM37S9byNamX06iqGnSzzsATsyRUBnPQkOY9BjbvDmrVdR0nJV8/mqP2vO0PtRpAgN7tj8MAXiCL98Bdo+Zl4DODDC4jtHr58YXqFPigbWJ3NP4XGHASrCmxuRYCxjv/AEwrmqQqD4XKEiRA6z16zzikMF9qmkSXnc0Qpg/Xv5YC8IDACgsZBN7cCcHq0w1UVUUI26G3CIHnbEK1OkXNKsBBEATyb9OuOkMACIpRIVVN4HQdZ8+tsCelRaoK1OrJWQpPJEcR/XBDQU/zCdoQEGb9J/cYxVFOAdsEAFW4nuO8cYK6DbYkyFQ1RKyjcRADWsBwJmYH7nA2RSA4YggEWmSOZJ7ThtzSLhWpqYMzAIBM3IPliIoo4Jmmy04DHZIn1PPfCTKJMqkR7wESJ3GQOLfT99MWenV660CKNWU3GPhmLDyxXVf+sFpsQkbuOTMCD2tGHdONWllyvvwvxE/9MX/DA0mS1AfixzV0X+bVDOKyfEqxPxAQPKT6xjX/AAvqP8CyPibPUqKvVTM0gqTN/dqDMdL+R88bH4rVhoR3LINemGCiSQXEDyvGKXwBTo1H12tmE3LVzaTvuGQ0lsRFzBifzxvW4cuXp8uPBxn7vsz1/R9t7r0vW9zw6+Cab46q7r9pRVPHPiSpUdqedWlvO4inTHYAcg9sJZzXtfz1NaGY1LN7CxZVVihJ9VifTHV9G0zIZOpmGo0KBBqiAlJRtECAfxOLB9O0+u9GtXytMvlnL0W2glHggkecGLdMer/yF73nnn7h/wAf8T7qvyr/AHa9svw/a/Y3p9K7vpv/AOX/AHnG6XifxInukpatmiaG5UBYki0EGebd5wX/AIz8UBC38YrhZgtCxPbiJx2Slo2k08yc5l8ll0qsxqPUWkAWYwCZ6SO/YYkNG0t8rUyJ03LnL1yTUp+7G1ybyRHM3n54l/d/3S/+S/4/4mf5X/sP/o3pf+P+U45S8Z+LhalrOZm8QoPr0wLJ+L/E2UpfZsnq+YRFZm2CCASSWMRa5Jx2/IaTpulCnTyeSy9FaQYJspgbd0br88gfQdsTy+iaPkqr5rK6XlaVerJaolIAkk3JMTzNsb9H/c//AGX/AB/xD9cP2H/0b0v/AB/ynFE8f+LqYLjXaxUQW3BCInrbicdD9nGrNTyGp1tb1ilmaub1cU0rSAGdqdPagAtPIt26Y3KlouipSdF0rJqK67airRXa4i+4RceWMf8AD+k7sq/2KjTGSqmtRWkAqq5UrMAXMG2PJ/Zv2f6nsur8T1Hzvk9A++/3x9j96fwl7P2PD2/Rb0zN+iRrntEXT3zXhoZ4UhVTV6NmYiUg7pAsR925txinTVfFmXzlDVhrVTN08zqmbyP8POXAVUQVPdwQJJlV8r46Wcllqzhq2Vo1XBIUugMCbxa3y/2KuWQyVoqHBLAgAEt38jPXHlNZPQEkaR4N8Rp9gTWNX8ZfaTWpI9fK1KIUZWozAFRFwJIWDebzi98b6vnNBo6TqFCoaeUOpUqWcqgSFosCCSYsJKmcX2VyGVp1Sy5WmDUlmPuxLHuSBc4fFKjVpRUp7wRBDCQfkbHE1GdOL6v418SZjJHP6brzPll1DOItOmwo1K1FSAmxnUqYJax574nlPEHjnPeIkc65UyCU69BaOVzAIFfLlF3EoFgsSWuCII4GOzrl8uSSKFNwG3LKiAehiOfTBTSps5d1UlCdrAXA/pxjPl4A517M9Y1zN69m8jq+q19TK0nqrXRg1AfzCANpUGm0EDbcQDij1rSXbUPG+TbPakmbzecy1ahQElGQimPeKIixBHy647NQo0qctSRVuWIAiepJHrg9OkiuT7tVdzJaOe1+2JfKGarOOeI38a6EM1pWU1fP5jIUtVoK+brAtUp0KlEsfiRbLvAE9J88bl4bq+IF9n1Wrls9/FdSy9LMtl6jIZqMNxQQ1ybASfXG8GmhY70UqQfhFvWR+GJKqqAtIBQONsyPlgpLx3OCZevq32rNaro+a13MVX0zLJnq9ZGNWkftCmstMbbQpYwMX1DLazqWZyqZb+J53Scvq1X7HXzakuKRyjAyWEld5IBPeMdiFJIDKosJPmcTiUAdfJRjdRuq4OBZ6t4ypvpGXyf8VyFbTspkFpJSSqVzMkb5AG0bRYg/Tt0rw3oXiU/xrUf41m6WffUK1LKrmiz5daG4bSEkDi043qkU2lWPJi/b+l8GTYRt2lioAny6YnqTA5l4oyvj2hrWU07T61XN5TX6VGjnczRlEyNWm0u6j/LvQkW6gYoqOT8XZrx1manuNWoU61fO5XNZcrUND3Hu2925ZjtIJCkbe5vOO3UkBaIC7ienXDSgFCDeeZ9eMNNTij1fFmjaU+jU9L1Q1czpGnpkjRpMyrVSRVDEfcaAP74sNE0nxhU9oDZzWs1qlFxqjNS91SZqD5MgbVLbtm2CZBEyMdgpkGZa5gExfBiiswp0wCDEgjr3wP5B3saN4srZrRfaBpGvpomf1DKppuZyjHKUi5R2emyyPQG/bGueINJ1zxRX8Y5ehoGoUF1WhppoNUp7C5RgXg9CoIPW4PbHY0WopNOwHG6b4MilT8Rluk9sZckGjm+s+GdW8MazoHiHK5bPeI8tpz1qeYpvtevR96gVaiAQGgiI5hicW/s70vUaOe8S67ncjWyVLW8+uYoZSpAdVWmENRgLAsRMeQxugRGiOR+GCqoUfGYg8xAb5jG2Zs45p3slNfMaHmNV0yvUZ6mpfxQVMw8Oruxo7hNxcFRijzvs48aZh9P/AIzS1LM5elpdHK0VyzK75eulRtxLMRBI2neJ4jpf6BAIH3wDN7RbBaSqGBczY88d4w6A4lQ9mmaNTUtLr+FmYZrX6OonOswitl9ysVN53Ahu2D1fZxrWnajuXw8NS0TLapnatLTEcBGSrTQU3AJiFYPbn4pjHaSo3QLDnE0Riu7ftg/CB1xrSe58/wCc9l/jE6RV07VfDyaxmc1peXy+SzLZkEac61CWT4jJ+Er8Q52x2x03x/4c1LVtP0Z8lkE1JNOzlKvmsg7hRmECFYE2JDFWg9sbsAbcQD3nEoXaRvhvrPbANOS+A/ZhndK8S6Zruq6flx9nTUdlNmDtlFrVlelTB4O0BuOJN8XfiXwtq9bxqfEVLw1k9fylbIJlFp16wQ5V1ckuoYXBBEkQfhx0JQAAJv1PU+uPMDYgcGCMYJg4lS9lniutS/hNbSsjljll1H3morVBfPDMKwRGgbrFlJ3W+EYsc57G8tUy+dy+n6NplKrU0HK5Ki4UArmaZJYgxIPA3C9sdeCSAfne+PJTCuCeT1xXUNRxHJ+BvEOp+JdRQ6JlMvl6PiChnKmpv/1mVKSSqCJIJETxc2wz/wDLPxnqOVoaJqdDT6OUyOR1DKUswKxc1jXPwMViwFiQfxx2VkMkDr+xjwpg2BgdcSDdOUZv2Y69rWUqjPUNOyT1dOymTFKm29JpVxUYkAQZUfU9cA8XeC834a1Kp4y0zL0a4p6kuZp5IZdnRg1AUmLKosZEgx5TfHX2SICjkEY9tLQYNus4djTnfgjw3reZ9ky6DrOXXI6hqOXzW6kVIFE1WcqCB2DC2EMx7MNYH8VyaJpecyeqU8q1Ra+9WFWkiqSCBxKyDjqZO4yRMAxjG2CQCI7YDYZpfhPwZq2j+Ec7oOqaoMxmM2a+xrsKKuDtWTdgAeT3xVJ7LnOQ1DJ1c5SFTN5fJUA5SSpy4Em/QkY6QytaRYCATxjDUxTYPJJMf1nGMlDm9b2Q5fMeJdV1Wrn2On5/KVKFHJBQBRr1U2VqwI6soURfr3xU6R7GK2SytPK5nNZJGovlitSjRcOyUagYKxZiADHAtJJx1z4WAcSCJP44Gykja1z2j8cNNIc7zvs3ztXVH1fTNTo0MyNTfPJ7yiWBSpSFN0IHJgSD+eK5PY/mGy1DTM1riVNOyVLMpkqSUdrq1dSCXafigFojnHUTTYKQHgi54vgTQYi09jecS/A6Ob+NvZ3V1+j4W0inu9zpuYprma6sBuyyL8SEdQ5C28sbbltOzVDUa+Zq50vlnRFoUCgApEWJBFzNrHFvUWW2rJHU4i9MEzF+J/PyxvJjnup+zOvqWZ1Oi/iOvS0zV8x7/N5SnSVfe2UFC/MELHpbFZW9juRTxAusJqDikM8M8Mv7hSwcIVC+8+9tANh3x1CpTCgLYki5PT54A6sELSTH+Y4UwZzGt7JKT5XJZT/iXNe705qi5Qe4psadKoLpDCCezc4uqvgfJVvCKeDTm6xyyUEoCoSN8KRBPnI5xthyy/fW4Jj9f1wEqUYjbBuOPPCmhXyaHn/Znpue1F84+p5taFWrSr5jKLHuq1WnG1mPPKgwLWxdaNoWX0PIfYcrUc00qPUXfyC7FiJ7ScXbKdxqBZj4r8n1wJ0NRZLiSZA/XDQng0yh4B0rKZr36ZnMmkmcbPUsuWBSnVMyR1gkkwcKZz2daNVqe+ydfNZTNF6rGvSqAMwqNuZTPSbjzxu9Wm4UEXI5wFqe+HBP3byOLYbDZNO8W+ET4l8NL4dp5mpQNKrQcVCx3/y3BkN/4oEzhAezLw+MrTRnzv2inVeq2aGYIr1GcBWLMORAAjoBjeWy5sU44N+PrfA3oKjEiwPa84Op9zaNC/8Alx4ZZMpQqUa70cmUFKga7bPgIKkrNzaZ8sWekeHNM0Kpmjpy1Ep5mqajI1QlVJJkKCfhEkmB1xfVKctFgQZHQDtgdSlZ6bGZ4J/flimxNXy/g7QNP1A6xSoVa2bG5aT1qzP7sN94LMxPYdsB1XwtS1jXNK1nNPTKaQ1WpTp7JLVGAAM9ABNu8dr7FVRtsTIIiZm/lgdUBwgnbsP+UfSb4kUqazV8F+GftlXUP4Whq1mLOAWKsSCCSvEkHnCeT8D+FdOFRsnpFMGpsJYlmMIdyCSZgG4HGNtZ9s7BzHzwBkEgU1A7kmPli08FGuZzwzoebz41TM6alXNowdarSdpAgEDvbk3xPNZDKVs2lR8tTfMU6ZQOYO1GIJHkDA+mLapTOwgJEi5Bkc/lgRUgkqoLG15viqUa/S8KeHMgtQ5bRsogrshqgUwNxUysz0DXAFpvgOd8O6NnECVtIy1VEc1FV6YhWJliCe+L6op3FTTgyTc/W/XC9amu4MCSolYNgDbp1xqEKs6dp1Wz5OkZpHLt7xFM0uiekzbHnyGVov8AaBQpCoiCkrhACqSIUHmJExxh1qYUgsASwEEc9cAZ6NRYdle9w3Ezz9cDXcpYAzTA+IyWkwTaeLHmML1CykA/DMgMDIHUfnhisituVTBH3ZEgDp+eAOyz8R3QQJuOn78sKwV8ClQKKZa522J85v8AvzxCqihwURdwIClhcjz7dcTqL/MamqxtgyJPnPOPZsqqqN20mOIny88VYSCYbgUsSDN+h/2wKqVprIIISzboJPE4MQpljU2pSX7xBmL4Gye82hb7eQt5EXPrBBxllmWdipeKjUhQkFgUBP3gR39TjBSCKaUIJEDmARzM3jnBX3KPibcVgKxX7oiOO/ngNUKgC8CCNxNge0DyxRSAn4q3BqKAEIuBY8A/1wTJZd3ps1XOmmxcyopzFh1wOqtOkFqISEUiI5N+AO18MZKqopuZI3PuhqcxYcW/ZnBCWwfii+jlqjhZrISZAUiRHSTfFR4GDZeprrbx7o5tApKyARREm1uenbFx4tRaWkFBTkU6qGVaSZYfCPrz+WKb2doGqazUMNvzywLgq3u1kHoeAZHnjtsDdMizsKlgQSGkQAx2iD9BOLGiNm6wggCCJPlJ6YS099tbNJJIWqFgi3A/XE9RqvQqA5dzTNyydDbr54kpFlTG9jFu4HEdoxNKJNZkTg/EDxftjWxXzNRdorkbpJYSNp+Vpj8cV3iTxRlPCmRTVdTzGaTLNVTL70Bc05Ni17DpOIaZTTSpvaoB8TGSDNzfzH0wdAFIkBiJIBM845pkfH+jZ/OZ3KZfUmFPIKprZlzFESJEPxMH8MWo8X6EmROeGv5Q5Mv7sZj34KluwYGJjp+FsEcOezeEqMZG8GbBTFvLB6bqGCuVIYwJtfp1xo9bxd4cy9Khmj4gydNK6t7iqa4KMFFyDMEjCnifx1lvCXh+lredpPnaT1KVKmKLTuL/AHSCTBEx9caCdNpzSHx1FLObEf5RHOC01UEIhDEnoZH6zjk+le0jS85p9TUdZqvo1L34pKM9UALNtmxHNhxh9vHfhXLaOmtN4hyv2PeaVOstWQzj/KI6zaPQ4h8aanT0BRw0oqiw+L5GcHRlZghqKCDEW488ce0n2s+G9W8PJ4g1LM/w6lVzFXL0lqPuNTYbsI5sZ+eLLVfaV4W0PTKWqnXMvVFfLvVoItTcaxUGwA4vaT1xPSanVIIgGoCpsb39ZxkMjSgqSwsYIkdsaF4U1ut4p8O5LxAuWqUKedoiotJ3kqZNp6iL4tWqMgLU1kKZYTPW8YiGhtlOvRQH+cqz8JM8dMMiskhA09jI/fljTUFUkUwBFUAyT1+vEfjg6e8VQpDAX3EtJnp8sZozybUa9JYBdVAPxEmfw5wZGptDqySRclv6Y1GlTVqcO5YiRckmZtOC0XIdvjIAsLkz3EeuIiOfI2wVKKAIaqkkwFnnrgtGvRIDe+EA3nv5Y1AitaotQgTwLkD9MGcslMMgAZAYBJse2Fok28VaAuKqTBuTf6YlTzGXLT78MB1BA+WOCaJ7XtaSt4ir+LdLymWyHh6qKFerl6jO7OTCkLHF5nFvlfbX4MOV1HMM2eQaW1I5gNlmUqlQhUeI+7MX88PTDSnbaebyauB9oQgWuZI9cFGdyo+/VQAnk9ccX1P20eDNKGdavUrk5PMU8oxp05FSo4kKh4Ji/wAsDHt18IVNMyWo5dM/XOezdTJ06FKgWqrVQSwKjyIuLYella7nclzuRiPfKR5GR9cHp57ImCuYUWmx6+mPno+3jJZzUPDSaBo2dz2S1w16dQinFWm9MgFdvcG5B8sXGU9tnhrMa0mnfZM8MtVzx01c+aUUGzA5pgzIPScbp7B1Hckz2SgL79Sb27euCLqmSEVPtCA9QTP0xwSh7ftBqZKpqz6JrA06hmvslbNGh/KR9+wknqJi/njdfB3jXTPF51OppK1Xy+mZo5Q5hlASs4EkoQbjpOJ6YD5HSF1PIuQftKgTBPA8owY6lkYAespmYI6HyGPn0f8AxA6Tm9Uz3h3I6HnRn6dDMtliHRxVekGkWNvuzfG0eyLxvq/jvwXkNe1bRWydauoO6RsrXILpeYkRfrhjRtnXRqOSEFsypMgAkcDEzquQQbRV3SwEkR9MaqD7wgdAZIIt8j3wYAg/eBAAsMZmNnGq5B5PvgRPYj5482q5LkVCI4gH9jGu/FsHwgqPr8seqSUKiQptPf8ArgJZsi6vkWUD3sGbwDYeePNrOn3MsOglee18a7RRQhK88E/liRDHcpsqkTAvH6YUqwz3NiTWck5jeRabgxOJDXMlEkk9Ta2PjzKe0f2tal4+1HIaHq2cz/2HxM+RXT1yINAZIPBLVAPhIE+eNl8S+2bxTqvhXxNqGT0Cpp2naHqJyH27LZsGq9RKyrAXbYEEyemK6WHUfT1XXslYKWlgDxMY8+t5If8Aj8hHl0vjg+l+1jXNW1/VsppOhZWppXh56WXz1fMZoJWdjTDM1NeoAPX5cjCXsx9umue0HxNltPqeFGoaVnxXNHNhmBommTAeRBJAPHXGfCKsrej6Goaxl6rBQGBJgSMWQPAW83Bxq+SUrmqRaoCCwMDtONu+EKGUAHywSmAn4jtANvPGWUDaBBHHmcF2kyV569cYjdAa15M40M1CDAQVWZ6YiFF+55OJlGkBYKg9e03x6ATCjgxhhKfYgEJgMQIxC46Xk3wdmdOKfr0wIspsqkGI/wBsTGLZBgCQwF/ywMqJkNfi88RhhxtUCB6YG1OwKrYH6Y0MLug4VYIvA74E2ySaYAJPJ74aYEEkR2ntgLqYJVZk/Q4yRWUBWm8kkgzaOuMbWUzJgm4PERjO0huLAXEX464wzEErFgOT3xmvAUXqUzuIuB+GFKqMzlCdoHHb1w/tYW5BPP6jAHVy52yJvJ4I/TExo1FmQogUTfpIFv1wB1ZQSo6gGfzw29NwkckyJ6c4CwZWNwZ4OKBiTESRBEwDHTAmpyxVesnyw0Vjf8Mkm56YEE2MNjcm4H44zxgy5ClQbyCxMgT/AOrywB4UFRAm3HXnD1VNzyUJBNj+WFa8rdlJEjBKV9BQqxEXmT1Aj9xgVRGWAQCY5np64Zq01ZTVQmR8TAi30ws+4pEifyAww1F6o3IU+GZE+vOANTQAc/Cb7umGVViSQIv+4OIOgCtMAi9+owiIVacOSxHJ2jt3wBqYZSdqx1NhB6Xw86gwIBBERA+eFqtPfIEBhEqpvGMNgpVpkcQY5IFukD0wDMIq0yYkcwDeeDhtlZUJUCYkm8fPrOFQWDMXUlCIgiQPTFI1uhQsDTJ3WER2noDiLo0fFA/9PrgtTaXYqsAdOh7W6H64EVJPSLgDt1H44qKFUWdGYgklgCfvHm/PpgJSoQWKkAGwmQfP8cMv8IILSelonCzsQwPutqEyQT+OBYKEhTYMSSCxFg3l1wvtWNrR16WiJgnD9YI6lwJINgLQOTf5YVdVNJmCQSIi84sE12BFdy/FG7aAYHphWtSAg8iLeYnp++MNVAVp/GeRO5f1wq1MA/AwF+RyDxxzjSnTYEBf5SgAk2Jiw7xhet72uzMqhQlgWHWefrhmtTqUleou0tEmeT6DpfCjhnA+AKTIlYgjrNuMK2QCD1FdEZQYv8PHPU4jTDbDVp1SCZAEcX6H6+uJ5hQawNKVlNo3G0cSO5v/ALYEg4FPc5QFWtBBBgiDzhiCg1UsCwEspCiXkc3kx6HEKiIQy/Cdgmxkji8Ym3vkZVWC3AWLG5ET8v3OFmoF6jrt2yYLAGY5H5YRbMZgn3QFcIUZgDBIm3MDp1nvGH9J3ihUCactQe9MMQSTYYrqlGrs91Tq7GIEyCwibi/SOuLDSqCtQqGW/wCofuRHAxLpDTegHiZKC6Mxp7lBrU2VpvE3F+kTis9m7jdrpgENnEe0z/0lmRPP9MWPidiNGdlVAPe0z8ViBPIHSxxXezmpUanrquwKjUEZSOYNFLefGO77svjLGbrkEQVHZVglhJN4MDn6YV1t4zFNPeLtAIMQTMcevWcO5Lci132lgpAUTJJgHANYo5cmmXRNpHSBJ8z3xB0biK2ieV2gAQALA2P5cYDq+j0ta0XM6bmKaVlzVJ6exhIJIMSR1kjjyODNTFFXqoglEZoPEgd+fljlWke1Lximl5XxRqemafV0nN6gciVollqqQ5UNBPl/fGJ6uzGKfsf1MeytPC9IUstqgzn2mvNWErhWMAsPKD2n64Xb2TeKaehnJabQytFK2aSrmsuc4HNYbSDDxCmTEgcHyxfUPbboLeIf4K2Srvl2zJyhzUggODyUmQJkT+eGk9r2XXS8x4jq+Fs/T0mnTc5fOAqFqlSQAFBkEmwJ8+OuJnFaKnw97IdQyS+Gqeq5XJV8tp2ezOYzVEsHDU6gBVFkQbjrGNu9pXgvN+L/AA6mi6W2WoNSr0KlKm9qaqpFjHkALY1/I+3XTv4Vnc/m9Dqmpk/culNKiuKqVXCiG4BBMEHrGI1fbdmstVr0M54KzlBMlmqWWzjNWVjRFT7jR/mt0E884k1UGKvs21nUcppWXzem6RkUyGqJnalHLK706yBYIO8TN+OIwqvsk13IVsvqORzOne8ymrV83Sy1dC1B6dQACQBZhAH6YjS9qevaPr2unVcg2f0bJ6rSyoq06iA5VXFoXlr4sMr7csvm/EQ0inojvkznjkPfrUJcNwHKxZJgTzgZsQrqvsP1uvpmme/zuUOayOazGYq023rSZKpBIUqQVIj54do+xPW8rWyeZ0nUNNyztka+Qr0WpmoiU6hLBkBklrwSe/TjG2eAPHmr+NaVTNHw39kyFNqtJcy1UMGq022kQL8CZxq3jrxN4w8KeMcjmqHiFjkM3n6VMocuv2ajSYgMjPO7dY9ul8Gzm3k6X4L0Wr4V8L6d4fr5kZiplKXumcTDCSevrHyxfqpZQ9PgNBnpjmzeI/EeU9ruT8N5jUctU0rO5OtmKVJVCspWIDHqZ7QIIx01Cry0Bf8ALDWAP6TjjyU2dU00YZRaoQCf81x9Y6YkFMpvWykzB8pxnYVUh6a7pgQZt1/3xNUWtBaBtsV6nEqvZNZ6mwY71pCJlR+ZJwwQmw01EBhM8kYDTDOwcMCACAoF4874jqFarlshm81lqe6tRouaai5YgGOl74yTZD3BhAOQpMiCfMGD6YIKYQTQJkXbdEXPTHD/AGe61mdX0rKeL9U9pOZTVauacVNNaqopEy0UTT5ki8+mLPSPbRqmsJoK06GTarqOVztTM00ktReiDtETYGOt7Y0ZkXDexZquV8R5fOeKq9RPEsVK+6isq4YFWHmACPni6Psl0XNZvV8xnM1Wr0tX0ylplamQBtFNQA4PM2BjvjRKHtQ9ptXwroniFqGij+P56lk8qoDws7pZx0uB+OA+IvbD7R9G8S5nw0MlkBndIpUDmFFOEzRYgsVLMCqwYnvio2shZg26l/8AD/4fHhOh4ZrapmqlWhnRnqed2qahqcKGB+8sGIP4YttM9j2mZOvo+czeqPVr6RnXzqlKFOkjsUC7Sqji0z3xoep+1z2g5TMatqFA5BNO0nUsplqmXaiXqslYCQWmLE8/su+AfFnjWh4i8ZU6+a/j1bJZ7bQ0pWCVGRgCGRmMBQpuOJ9cGgptVH2IaLkRptTTtbz2TzWl5/M6hl8ygWVNY/GhHaLXwzkvYd4dyOrDOpq2oNp6aidVp6eXX3K5kgkuDEkSSYONL9q2Y8c5HTtK9oWlHM6JnK7HSs9p1asKtLbVJVKgAMbgTM/pgPjXxd409mGY0TwJomcdx/CzmX1DMwxzGaJMgtUO0LYmB0IwpUm06RmvZdk8v7NNe8EaJTGYGpjM1Ka5kgD3tQlhJ6AHr5YufZj4JpeCPAuneFyA1WlR3ZkgzvqtdzPraccO8We2/wAb5fM5GppmfWjXp5PJV85lzl0NEu5Afaxu4PPw8A846P4F13x94n9p+vZarrNHLaJo1agWybUJeolSiDAfpczPNowvGzV9h/Q/YZ4L8N6vldWp5zNj7LUzDUaNaqNiiqDvE8nmL3xtvgjwXpngTRzoej53N1cmGLUaWYq7xREk7UMWWSTBnHJfaG+ht7Z6uU9p+dz2W8ODSVbS1V3Sg1efjJK8sOx8j1xT+JvaFr+kZvMZTwx4jzmnadpelZatoOXqZU1W1NmIBVmYbiekA+eNsafTKtACiB1FrT54JTam4LoyN22mQPpj5nzXtF9oGa9o6aNmtQz9PL5upl6FLLZGmhNAtTBcVEYSfiJuDYDG6/8Aw1HNUdC1TTNT1vPZjO5LPV0qZXNIQaA94YYEiTuF4uLYnkpkU+52VabIdrmQTPeBzgj0yB8SkgG/9MYDOXkD/Kbm/wBBiW+ozCFleSfyxINmVRFHxLwbDAc5mMtk6T5jPVUpUUuXdgqqPMm0euCjePnzPPlik8dHIr4T1f8AieVfN0HyjhqKUjULEqQAFAk3i2KSCkPCekeEdOOo53wqMu41PNPmc3UoVQ4esRBJINj1jC9T2feDqejZ/Rn0uiNO1LMNnM5SZjD1CQxcnpcA44D4M0vX6vgfwB4b0PLa3owbWa2X158vQei5RlJV2YjiNo3Hr6YJ7/2ifwDw9pviep4mbSKWp6nls02UpsczWRT/APT7yPiKETfHWZJO35PwT7NPEmo0vGem6flM1UdlK5jLuRTqtTJUFgDtYiIkzxix0j2b+DvD2qHVtJ0Wllc3ud0NNiFUtZiFmAcfM9LRPajpfgzwhpeXo6xk9MTL51MwtKlUNSnXesxRnWn8RMQR0ue+L/xJpntZzKaG+i/8UV0paXQHiFlmmaw94P8Apqb+928gdPnjPRk7k+qMgHFdDYgOLmLX/LG2mQTwQeALx0xpuhGl9kyZpUnWlsQKlQHeogQGm8xa98btA5NgT0vjkjoyO0rAtBsYxlkMfDtk/u2CKwQHgmIM9sRUAfETYfsYUDIAFU2xf88ep01A3AyTJXy8pwRSIsBe98RUSeDFx/tit7AGarbZcTyDGAqIYGxJ78dcNVFBJMWHQ4D7lFJYAmOcS1DEWIEllHA6QfTzxFgWk2EGIweFiGTzk4E6biYkCZvg70aLtIe3Tgi84gGY8iCpvcYYNOSdo44PU4H7uZLCenlhC+Rdo3MXsoECLmcQZRHxKCh5I5+eDOgLhQCBMjzx6DBDW6XwU2fIo7X3013Ak8fjgTqwJYqRaIPHy8sOOmwE8jp/tgBV2O0cc/pg7mYlUU3IueI7YDUSAN0yCPu2P0w642TDElrAG2A1ACNxiR8RAMjCiWKOCr/HyenXynC9azCYAiREREz/AGw3UVtpaYBNpwFqRKDcAIFhyYxvhmFixDEMbCIGF6iAMbsSbgcjDLxuULcx179vpgbqkQzWPCj9e2CFcYJVFAbcb3uqmRgOYVTcCZ4EXB7DDbEKDA45A6AdsAqIAwcSRNu47YU48i0IbWZ4QQByT16YgRuVlZCBG2fLDDwrHf1aBFowKoAWKhhFj5YwLYm5sEWxgSR+mAVKUIfiKniRYnDlVbFg0kXCj8sDanvEuJHM9j5YxZX1KACy7mf3064AzQwJexa8CZta2HqyMwPvQAAeCOuFnSmCVCwR1J6eX6YpGFa20BQ6kkjcCL/U4UqKpYkMPvdeeuHyqiAYIAI2sIEdsJ1aY3U0CwGbgCQLd8WjpEkK/Ew+JdyiTaBA+frhdwRIVgS/Ik3w4ywdsEAm5HEW+mB+7pglkIO24vJE4HygLkV5Ujd7wEt06dOf7YCYUj7pPf63GHH2F2mQU6ERbzwtVo7Sak8wyzcgemKtWDIEUBXZECL+nPXCtbL/AAnatyQQTFu447YY3ypbd9DYfv8ApgdX4WJaBtMEdv32xNbLTgpXohg6gEhoLHg/X9MBXYqwm0kiCZNvLDFQwhhb9VWxPz+l8KVAEstODJgEciOp/XDYa5A1hQsskkHcABPUfTjASwpkfy9xIG4dR5jpyJw4yJWUwqkydu42F5P44Wq0kWoULEgggxAEnkf2xS2S1QBrKiM5KgSFDMebHnz64XLNAohlKg/ERAMzaL98Ns2Wqb5VHUxtUDqD0HU4VJZhtX+WoJJC8xYAQRfjFGRDMCooUI6rBIUBpkQBBnp1jDGRrslEqGqmGN14/PC7gMVUBTsXYQwJMTyD34EYNpf2QZcqabLDmw44B/riV8CY8WZZf4PTQ7HK1KV5ABI6E8Rb64qvZ/UCVNeo11AqU85T2hCCGHuUsI4uPxxd+MKVMaQ6sd6GugpgrBmRAt5BsVHs/j7VrzBiSM3TUKLR/KU8/M/34x2TqCfzqbpkWWK6hWk1AWJHNhN/Q4V1mh7tqXA3EmGNptcd/wDbDmnKrLmWViCH2z1NgY/fnhXW9Fz+r0qByet1cjsJnbQWqWJiJngW/HEM6tVFc9Ba9MUqtTaHYgjrAvPlxjUtK9jvhrS6tBUz2o52hl63v6eVzFQNRV7ncFAgn+uNxTwZqzJFfxhmmBO07cpSEm1xax/vhlPA+okT/wAZaggBJ+GhRBA9Svl+eA08mmUfZHoWT1h9XyedzlJDXGabKhwabVJk9N0TaMGyfsj8N0KGa09s7qNXIZmm6/YalcmlTLmSVETIPGNwpeB86vw/8ZapUBMsdlEQIi3w+mC/8BZhqnvf+MNVAiIX3dzHP3O+Cwz44NLynsd8M0MjX02rndUr0q9Okn8yuP5YRtw2mOZtf0xb532Z+FtTGo++oZktqdShVrn3xB3UgAhBHFgLYu6/h3R8lnEyWe8c59MzXA2UqmapKzCSAANvM2nuMTXw/wCHxq1PRf8AjLUhnHUkZc5xBUA622zNpwNvsQ0a3U9kfhSpqr6rVy2aqvXzC5ivTOYY0mccErMGMNp7LvCKa2dYpZWvTqtmBXdKddlpu44YoLTPy5742ih4J0vNZmrl08V6u75cTUQZ0ArPG4AWNuuPaR4b8J6zmKuUyHibUc2+VEVBT1AkobzJAte2JbOYDw74c03w5kzpOj0zRoe+esaZfd8bGWIJxXVPZT4Nz2r1dbzmmVqtatU+0NuruUNSQQwQnbMjjjG3J7PNGRSz6rrRIkXz7+kDzwZfZxoMADPasQDuIOoVQeIte2OfVkYkatmPZz4SzXiBPElfTnfPhw6VjVYbWAEQAYFgLC3ljZ9ybizQARc9Z6ficFHs40BiSKupkiJJ1CqZEz0OCr7N/Dpb+Yc+UaJnPVue0E8YG6hQEA7SzGTMi/W8jBqNE2rEWI46euLPSvCWi6QHTJ5ertc7mFWq1Ukx0LExbti3XTsq33aKzF5PSLWxIPkasFQVtu4KCY29z64Iy5dCTWrKIULExbr+OHqns48J1qhq5jS3Z3Ja2ZqRM3j4rfKMePs58FVFFOrolOqAZIarUIJnr8V8PyQ3cmr0/A3gXL6kdap+H9OGd3kmuKYBDcE+s9ce03wN4L03MHOZLw7puXrbnPvEpgMdwO7rxBjG2/8Ay18E3Z9DpMeR8bE/nfDNL2e+Cwgjw9lgPnJ9DOL6kCZRJofhJsrlcgdOyIy2RcVMrSYDbRcTDKJgG5474hqXh7whrGcXM6rpem5yuigLVrIjMADMT2npjZl9nPglp/5byMC5lJv055w3T8A+DNoD+F9OYcGaQk/PEVmb8msvpXhQ+9aplNOBzJSpWG1YqMANpbuRAucFoZTwrltQbVKVDTqWcqqA9YbBUYADk9bD8MbRS8DeDfu/8K6aRyT7hT+eC0fAvg5F3J4Y0sDgD7MnzHGNlEriazm8z4fz9EZbO5nI16YcNFR1Kgg2sTzjGcreEtVpilqlXS8wtNiUFYo4U8AieMbePBHhYCG8MaaATJnLLJ+cfhg9Lwj4WsV8OaasTEZZJHMWjGq7GNJqHwWTTNT+Cn3SCmNwpkqLwJ6Dm2HctrPhbLu7UtU05GaAxSqoLQLSQZNremNxp+GvD4BA0DTgGMmMskH1EYQ8TZnwb4O0qprGp6NkFSRTRKeURnrVSDtVQBcmMKbbMa/X1bwjqHwZ/UdMre7bcoqujhT3F4B88SfxB4LqsjVdT0mo1EDYSyEqekHp8ow+3iPTs14byniPQPZ3Vz9PMUzVq0my9Oi9FQoY7t4HQwO+FK/tN8M08nT1HSPBr53LU9LpaxnWWjTRsrlnJAJU3ZrMYH/hPNsXHDHk8S+DEqnM/wAV00VAQDUDruM8Xj5YJT8WeEKdQtT1jJ7nJJKsJY/Ln543fOVtIyWhPrmV0lM3STLjMolGgpeokAiB1MGYxrmY8e5WronhrPaH4VGaz3ilC+UyjlKWwCmXcuxsIUdPIYnf0NYIJ408LyANZolj8VpMD5C1sWum6hlNcpvX0qoc0itsLpMAgAxB8jip/wDm0mbytOt4e8Ivna9LT62o56h7xUbLJSqGm6g8M25GAHWJnHRdFzuU1XS8pquREUc7Qp5imYghXUEWHkcZqMLUaxUo1qdNq9Si22mCz/CZgXMjFMfF+g+8kZirEkALl6hHrZcdQFKVBMHrfjBNlNQQyAkxBgfnjXAqnLv+LNEaoVX7WJN4ydXvb/LiX/FejwFShqBkTK5GrEf/APOOk5t6tDLVa+VyzV6yISlIMBvMSBJsMaMvtK1fOeE9A1TJ6PRTVfEOcOSpZatW/l0XDOGLMLkBUY2vOHKyZxCS+KMghBOS1GoTIAGQqn58cY8fFOXJL09L1cxeBkKoj6j8cCyntU8S6u9DRdG0TIrrVH7ec6tau3uU+yOFIRgLlyyxMQJx0Lwvrf8AxP4Z03xCtFqQz+XSuaZIO0kXE9bzfDkJdGlZTxJ7/M0nXRdYJLKJORqAcjkkeXXHSYLKCwiRYdcYQmBG4A/I4yP5ifCh54PfGkKVMqqEAHnk/uMZ2KtyRYTfEggaQ4uJt5+uMMt9pWJETPGMZsiEUCQZEW88YMg7QLR3xIjrBlbA48x+MXuRfzwWYDQIAyZWRExj0hiLQOqm2JEFLr8U8jAzO7cQT1t/T54WCzsysOYBIPEeWMFTAm5vjLRdZktBPcdMY3AEUyCYsvbEwQQaW6AA4E7CIVZYnnv5nB3A6oIwNlW5I4ufpgQqAWUhgsAkixHGI1E+E7b8k9+MEdBtG3g3+cYiacgAdDee2EAM7oBi46/LAqoBEKxAMiB/XywwEQCbmT1/LAnWATtse/APTEGFalM1BLmSbWOF6tFlWxgEzzwO2HaiCC1uOx+WFS1XdZAZtI798VonuL1VYwoixAm8D188BdwjAbpkCCOuGEpOA6zvJMwe/wDT0wJ6EKSwiDAIMmecJtYEmAUlql4sPTy7YFVV2AHwhTHBknsBg9VVcEHce5/oMDex2lSIHJtf0wzyZNC7BidgAABtfAKhQfAbmJIB/rg7goQpYAGBPN5wJ1DM4CXAknkqOMBQnWUe6IAiLzMg/LAVBFIqJPQTBkYYrUaSUwyEnuOZMwDhfiL9+OZ62wpEp+BZoXoQOPhEn8sCJMlBIBmw54HGGnLgjashhNumAOiyOQQBY98KGirliwFVCCLm9p7TgVQMxJ53ECI4/vgziXb4oiACf1wrXbfAMkCzQYB6XwQqgHSACIdQOb2PnheoaqLuRZI6zx8sNlUtutFrcTgAWVJV5UEHqIxSkhS5ChbcNrgkRebSZwvmWegAoMzeIuT3kDDdQXhgYF7Hk35/DC9akHUjcQCOpupwY7lS5FJlgWJZnE2AsLde2AVg4clgbEER064ZqqoXYJmIuIIwsVJBdhc9z++uGeC4LNIYBlMmSJIPz/HjAqqGoSTBC2Pr0vhx1BguItbz73wqdu3cAbEgT1HrjGFqtIxCnkGD16c+cdcRaltUOHgxEtccc/XHqlMyGDEQQ0DpiIq7n92XIJJFoIPYHG75DIBlqyU2QNoKsIAm8fsYUy+92K1TfdDAyCoETxz2+eGqg2SEhjwZED5efS3fAKztVAIgBLEDknmD+eL45yZsDUQUCSlaeigESO2FzvMVFUAMZJZgDHEjt64My0TVKsIAUEAWkzz6YVzDujqvuyyEmCekm4Pa/pi5gy8kKoWfeI5YEgbW4PSZniDg+TzeXo02D1gpZiQJ4EAf0wFURaexRtJkqGkA9z3PP4jDmQKik85hUO89Dewv/T5Yh47ma+SPi4rU0wFKZJNZGUzaAbevb54qfZyEaprqk7XTUFDCPvfy1INj8sWvimrWXR0ptT2gOjANxEwST0P0xW+zsy2u1GJcnPKrKJs3uxx58Y6zB0NzyASk9Z6ZlWYHqYtH5CMWC0Xs7cgAWNvmB5YSySkjMBywUMIHYx0w+CWCEhjEwAeQO44xOmO9E1ZWBbb8IJA6GOeODg1NCxJaQAZgRfAVUiS3N+PzwxTQEEi4IgkfLt1wGTgQK1QiQoHJg3ntGGaBUEpwOZi3P4YAEJBJEMI+dx+OCKqMgR5AY2YYgz5VnOfaNnsrmtdo+Gq2i1UpVkpVczqgyZqFUDSKaMB96RzNp6zherpbvqeb0tdIzVTVqviChn8vnVy5hcoNh3Cr0AUMsWucdVBCgAyZEReGHf6WwWmAVimqyLG0Dk2xPVMEM5/lttTxR4tymiaXmsvW1HTwlKt9namj11FTd8cRMlbz1HbGPZLlNW0zUKGQA1P+GppwXOpncsqGjmwwsjQCwPxGbji+Oj02uu5FPC24B4/KMOJtAO2wHXj/AHxD5UzQZKSsbgxPwk94xkboFj90zHXGKcqgJQgn4gOYEXvhgCRdSAOe+ITIp6nSlthLSbxwMMpSKENBMWicDRJAJUAtf0wekrXBa3n3xhQMAkGoinmAPPB4CxLQSYnkx2nEQCDC8EwQevngiKiKAEJkxun88BPL6E0O2CQS0ib/AFOM7RTK7U3STx/l7YntVUJaZNgB29cFpuigMFgm364VqExLBjYs7mu3QfpiSoQY3bIEkRyMZVJJ3CwtPMeYwUJcFgSTwfLzxiAlNleBYnysJwYBgphFIF+bxPOFqaRFThbyCZMThuiQ0sGsBtHr54whEUHib4NFhIAA5HGIgMxhBAiI88FT3bOdytPWcYupaJgyI6C8mTjy7QVCSTJNx0xNU2kBbg8nHgv3oWHnnoR5YNM5vJ6I+ETfoP3bGv8AtG8O5zxR4SzOlZPJ5HNV3+OnTze4LIBgqy/ErcEEY2VfhNhyIJ68YKoSdz8eXbFJPYSnH9O9m3tNp+ANG8M0/E+XBat73UqGYaoSaG0AZdXHxRMzxzi61X2X+Js+apyGc0vJjVtGXR9SpKjbKaI7FGojmQrssG3Bx0mpWy9CmrV6y0lmFZmAB+eC/bspT2LWzFKnvMJLAbvSecVSnxqNX07IeLV/jej0xlaGnZbK5fJaQ1ZSS8U4qVGIuRMCPI4p8n7NfEuU8P8AhrLUNayB1fwszrla/uGNGrRdCjKykzuggyLW8zjolTMU6SGo7oiKJZmMADuZx5M7l6lD7Rla9KtSuN6MCPO4MY0ujm9xnND7HdZ0/J5ZdB8R0Mvm6unZjT9Sq1MuWWsleoarOgBlWDM0et8dJ0bS8pomkZHRsmGNLJUEy6FjJ2qoUSepgYjX1nS8pSp185qWWpJVIFN3qgBvQ8HDgcEF1IKkSCD9D6YzpYRdp6wOB5Yk8ggwTMRGBo8CeY4EXnE9wIBMzH0xhI5qlma2Uq0ctmPcVnQilV27tjRYx1v0xomQ9lmay3hrKaFV8VVquY0rUDqGn5xcuqNQqSxIKj7yku1j0ON/LItMsxgASW6AckzivPiPR8vp76vW1LLrkkJRswag2SDBAIPMiIvitkvZp6+x2hlMnQGk+Jc7ktTVs22Zz6U0Zswcy26tKni4UiOIGN10HRcr4d0XIaFpwc0NPy6ZemXMkhRyT1PX1JwpV8YeGqOkJr1XW8quQqmEzBqDYx4IF7mREc4tcnnqeey1POZaoKlHMKKlNl4ZSAQRg7mtCU3csSwKieP1wUkECQQIwBmeSCCDPeZwQuVAkCeB64W53NSYY7r3AxhgC3nz+zgXvQW2hSPT88EV3HmCMbYEmZTE3xCVB2k2PTzxEjaIFpMkj64iZqSr3HTzxMKCcjiQQbHnGFhVBaZ4jEboosTPE84itT3hJiw47zjPwbSySUQZ4JMH0xCxbcQT2JtjEGS02a5k3Bxlw+0G5EQR5YdqE0ixmFFo8r4GQpBF5IvOJ7doJdrkWwKrKkS3Pbt6YGPwzBgARaLgnkD0wJ0kAbjzI/Yxk7iSBIi249cYqAq0LeBAvzgYmX2Kg6T8I8zgTFaisqzBsZ6+WImm1QqzWAJA74wIDRzFyOMEuTYSIP8ACNoB9MAeA6uTBWCQOv8AfBarGZYwAY9T/XCzUiRtNWGYzA7YyYdyDFSS+/8A80G+BVt4AZnlTaOmMuhLHb91DF+WPlgTA0gW2z/lIIwszwArMqxt6QY72wJ3RrgmTdf64NVSw+CxN/TC1SmEYqsKRhSIcTwDzBBa5A3XAj5YXfcxPmRcduxwbY3LGSD8z5jAam5WIUS0dOMbRXYCxpAlwpSCQN3TCzkQGXaTecG5BU33GZPT1E4A4QBlKkzwV7+WFMWgbNsBKwbkx04i2FmdQCxQ2NyefTBmpckMRHP6euAsjNaYiOTI9cJPfICs6qQCDAHDRE4VqU1LDkTJPaO0YPXI94VSHAuLdfPAWUkhnYgg9PwOMdFlCzqI2zAU7gSD8/wwCsQ4Bb4oiYNiAPxwxmNwIM3Mw3I7dsAqlUAVYI5tNsYqQX3gMzH4QRYEx5C2BSpVk5MWm8nE/eBxIQgsDzeOkk/0wF5O0EDas34xs9ik5gXrfzAacw4HSxntP9MArS6kGABB85HcYZO3eajyZBMgeuFl2lyTeZkW46YVjZVFnBYiVkA8E8T2GB13Sipp1FgMdoBgnywetRJbcvSI9e+F66hiXcXAs3MHv+ONkAJ90FEmC0feP3vSfPAKqrTf7hIixEEnrx36YMwSNiC4NmIkDvHY4i43LtI4gz1GNsVoWzTQBUkhlBjcOkWtyMJVqhrAOtPaxAmB+ffDlUSHABJBuW6DixjnCzmitQIwK7Ru3GYHYyevl646ccC0DQfGXqJTIA2zJiCe3Q2+sYVrVfegqyFJN4Mj68dcO5h6SD3iqDuIsve3++EqoJciqgG67NcmOkR5xxiu4aA1ahrEUnUsCLmIAFup8j07Ye0fL0TlnV6lT4KhUBWMAWPbzwjVqPsVQzLsYGxib8GemGMgjGixZ3ksTYqOg784GZOhfGSTposRNWmGUxB+ISCfSeOoHfFT7OF9zV1+i1Te/wBvENBkD3ahZnrBxZ+LHP8ABBuMJTqUo5kCep68dcV3s2Wi9bW6wdau/OJFyf8A+2sdeb8+mLSa4wrRuemKAa6u6sDUn4eeBM4saSsFFI7mBabHgYrNP92teu7PYOBEEHgfX54sMu/vFYq1gOAb+WIaLTxBhgpYyYHaQDz0PpgglIFPjkg98CUq63vBF/354MoVX7Cbx6G+B1mYaiXXaSwIIkNEntxialRTCMQAxJk8A9OMRpr8YUAEm8D874ZZV22+FiYAPQkcYh4JbNM8fa/4l8O/ZtU0vN5I0N9OmMk1ItVzLs4BVSODBnrwcKVPGXiddTzGsUDlaWkZLVqWlPQqKTUqBtoaoGBsQzCx6DFxrfs/pazr9DxJT1vUMtXy1EUqdOkVKIJMkKwsxmJ5gRhpfZ7plTVRqjajnRSq16Waq5UkCjUroPhciObAwIFsQ4yMp0zo2qeIsz4p1rQ84+Up0spl6FfLNTBLAVCwLNPWV4FvPA/Cup+LK/jLUNKzus5fUtOyFBTWenlBSjMMRtQHcZhQSR5jD+n+EqWT8TV/ES6tnK1fMJ7upQd192UBO0ARMAknF1oWhZTQqVSjlmqFa9Zq9V2Mszsblj17YGU2XaqpYFbEXEfj/tia7TKkGBbceZ6YWWGJ+LrxMCY88NIpRQTUU+fzxBBJYIgkmBEHpgtJQXAJYqBJbAVUlgAWggz28sMUxCFD0aI6/PGMEUTJG4EkwfyIxOnTE7gpkWseP1viAYoTAIk/MDnBt4UgTY2LRwfPG7UG4SV5G7aDBjt88T2ErJW4PAxEIpJ+IwBYkde84PT93uAkibT8sYls8kswVeAJmLzgsyDTBgRY9r8YiNqJsVp6/M4OvuZ2q0AmLj8cYgwJaAglQIPST0wZEYBxshxBEcETiJAEgSIPw25vgtNSyCopBBMGeuKZn8BqBWN/xDtN4wQKZ/lcQbnnGCNijkE2IHbElJ92FVviPfgYl/Bq9MNTWAQS0kkGf6YIqEGDx09MRpHZAY/dn0nBlCgQYk/lHQ4xgfu2LE7pA4jpgwUkAQT5dx3xBJRihmJ5/phqJEEXNwB17YvHcqpZND9ruqeFNI0XKnxHlFzdfM1TQ07LsxVWrspEsQYCgXJNsaB4preEsl4J8OeDc/qNDP61m8h9ny2qPVb3WWRW+OrvHVTZesgeeO71crks7sXNZajWCcLUQNtPlIscFOl6YQlMZHLbUG1QaSnaOYAiwkzbGI6qc49pWsadnfBuZ8P5LNVM7XyVDIZnPCkrFmybVVDMSBeUVjAvE41JMr4g1Gn4lyHs70138MZrUaV8vVFIikMsvvhR3WAZ4BI84x2/KaBpmT1HOapQoBa+oLTXMMb7hTBCiOgAJEYfTL0qMU6SrTQcKoAAPoMZNohunytmMlrWc8JeDKWcy50Y5fw9n8uDqOXOZouxKhVIA+GpAJB5iYm+PorwB79fA2gLnMpWy1YabQD0qpJdTsFmJuT63xsL06ZQJsVgDwVET88T+EnaOQI84w2vIrBErUgtzJvbjHlZjC83mcTAaPhMR0xKmDuEHjoOhxmhovn6eXfIZj7bTarQNJxVQAnckGQAObWgY4jlMvWqeznIUMhoWdfK6H4mOfzGUbKujtlBmKjgqpuw2spi9hjviqSALjyPfGWUIoFiemFVDlnzbmvCms5nM5XxFXymrZTQKuualnaVHKZbdWoLUpotGoaTA7VLK/SRuBtOO2ez1tdbwdpbeJQyaj7n+YGUK0SdpKiwbbtJAtzjZxItEdPLEIAaCAR36zh2TIC2sFBJucTIqT5C+44mzBWBAkHp/XGZsZbtGJeDKbBAEkmPn1OJQDdf2MTBCzA8ox5gZA46x/fGeinCCqbm5kWHn2xF6e3ieenbBmJF1+WPLcEkfL88BrAPxSDJA6iOe2IGmEMhTMRa3XBQQWHbjEi6iRPFzhaDuCWkoUE2YHqZ+uMOBA2gyB2wQbWIJuDeeL4yVAUKpDG8jywFVQX3j7pgkdQLTgZVHO9okfj2wce7IKiRbjAnIgg9Im3TGMBcNBuJn/fGXQFB0IN74wXkCb/EQR1jEwFCmDzwTiBQFlJUmIM2XtgT0yPiHXnuMGesYG0EkDnywNtrqCSSJ9JxgfwKVYYjrAPywJ0DQY4vPl2wxUJVCQLW5/HC7OZktwIiObThSQa7gaxLQAYIsL8YC4pJHvGJNha9/P54O1vjB+EiI5/d8DZ9w3FYLSO8Dywp9iWLMX3F1uDFsL1qVTYau4gkxfieuGKqstT4bA2I6T3jAa1V2IG2YHIsT5nD9TISqJuUNU/9W64PbjAGqU1b4SWmTIwxV+5tBmZAI4F8KGaay1yCTMdOMVsSJVW+8JB+XXrharFP4eNsD/bBQXdAWYgNcWmcCrtUnbUAJmFt87+WNop6gLcJILkgSSALYAx3BvhuQLEWwRt4JIP07dcDZXgShkyCIJ/LGbgJUBVQlSrCCBMiOfLvhZ6G4AsZgXHc4bqtuHw2YgiGBEYX3ATuaSbR53wXB00LEGygwCYg97fTClZTLguADwAL4ddwh2AAmSYPOFKisfvTaDboMK1TUV2mnM1Itft5X64C/wAQuIB7Dn1w2FQt8M2PW02wIMQ5MkyZB6Htho1bEXjaRBvzAJ8gMKNR+PfYAAyvUnDtR5qn4doBII8++AVBHQgEkkn6zh0KdAMNxAURAJtxhOpNUAXJmSO8dL4ZzBZgALCQR6zP9cArszKFX4Rf7tj5Y2GdMaB1NlNFI3AkmTEn0jA63x0pS/BIBi3W30xlkqOySACRumbKYv8AjgOYZQ4KtBFv7Y2GZIGTJIJEkAX4icAqwQyspMGZ6MLfrg2YYLC07sQJDHjzJj8ML1Dtp7VmGkAi8jkEdr4pYWwFq3ugdpgs8MIm1uY/HADUIUDgkhVDctESbdJw1/lhgTCyHEAkRf8AXAioczsgBgYboPLF0HRXd9oHuq+zYZBAB8+D3iPpj2Wymp1Kc5bMGmgYgBgATfnEswNu2oYQLcE2EXBB6YYyTNUpMysxhoNzawtgsCwz4xSs2ks9NTsGZpkxeATcmelzit9nSVUfXkcDa2cphYgGPdLMjkXnFp4neqNEUlyStairL/4jImQOe3riq8AVA9XXFpMhY5tYNwZ92sifn+OKrqR2w3TcMlSZDWVnDJuHxAX45PyHXFi9QI21dsAFSR19cJ6dSLJX+MEhgVBI4jr85w7Rps4BhZsdvbreMHJrRpchNrU1BQSCIP8AQxg9H3DbahJuDuBB4Ij+2BUiPeHft+IQRHJ4/pgqogAZLEX8h8sSwD0lAJ3GDyAO3+2GKbtWCVHQi5Bt9OcAokWPLiQ0Lx2OGkCliRO8LYgwJ9MQ1QgjqXiXw/pObpZLVtUoZbMVoKU3eDBNp7CbXxOp4p8N5bVE0TManQTNuyqKReCCQYBPAJ7Y0n2jZjN6hnKfhdNCzhyecVGz2oUsqapFINPu0IuGJHNgJnCWa0nUqmf1HRV0fOVK+pazlM/Qzhofy1ooEMl+hXYVixv54npRB1VdU0apmsxkqGeoPm8pTFSugaWpKSQCe3B57YW0Lxn4d8Q5p8hpGp0szXVDU2gEFkmCykiCs2kSMarRpZg+OfENTT/DuYp087pyURXqZcpSrV0LkgsDcGVE/Lpir9lnh3XNK8R5PN5nJ6omXymltlK4z6jbRq7gxWgeSm6T2gDEvArJ2AKzUw7AAkwD0n+mD06ZgkAEkAwB+WAUmMlUcAESF79b/PB6fvBUmZLWIHAAxLzkzCiSRxAAk8En/bBlBLSYMDk9++AoykHgbjycNXmNwJAt2xLC+DKod6lRDE33Xv39MFiGYkQRdgOuIK4DKLyFuT38seh5gMQSPWP3GFfJFo0ACnu99hcW/AY9A5YG1/LyxigHCFbFTHxdfngwIJJKgiBEGTzhbpzaCLSYhZ+GQDIN8eDAGRdhAA7G/OCCBBixgbib4ylDcZ6D6zg0YwgZhtjcT8TGeLSBg9FHUqSDciFPEfLHgm28gfgcFWWHMA9+fLC1AClTJIeJPQfdtfE0SGG5pAvHfGEWCJN+0dMEUfFckCLWtgM/BKEZoNgYaR+RwXaywQRHTqPTAykRKTwT6YYS4VWMcnjjCbuYpBiGhpPJnr0w0FVVBDSY+WIUkCHusdcEASIUxaQMBmyl8S5zxFp+WXM+Hsnkq7gk1Tm6xpoiAEkyBc+WNGzXtp1BdJ8NamulZDJLreVr18xVz1VxSoGmwUAMq3DXIJi18bT7RPB2q+OdEpaLp3iN9IpGuKmaK0t4zFIAzTIkEKTExeLdcLan4B8R6jolDRafivL5bLpl3ytdU01Sj024CqTCkLbri1NE5pa+KvGVLwf4DzXjLPBa4y2USvsoGRUdoACnqCSL9jxjXtN9rlP/AIXzWp6lVyWZ1NK6ZejkckX3tVdZWmQ8GZkzYQCcMf8Ay7zuoZPP+EM3qFSn4co6TlNP09VINRatMyaxJvuBVBBtY4ayPsl0apUzmoeMag1/Uc21JjXq0RSCCmrKm1VNjDtfz8sMXY2aabn/AG36xl/C/hjWauWyWQq63QzdXM1KoetSy70Z/lwl5JEbuMdX8H61W8Q+FtJ8QV6C5erqGUpZh6YbcFLAGAeoxpOT9iWj6PkNPy3h/Vcxp1XIJmqQqiktT3qZgguGVrTZYIvbG8eF/D+T8L+H9P8AD2nM5y2n0RRpmoZYgDkn1k/hho9i1G5Ylh3GJUwQxc8kdOIxEAqYJkeeCIyE/CRtFucDYEq3vTSZ8vt94FO0NYExafLGleGfEXi3WPBmq6jmKWQXW8lm87llUE+4mk7Bb8kQBfG6vTarSZA5p7wRuXkWiQe/XGraJ7Psroek6npOW17V3TVKr1atWpXBdHckuyGLEk9jjJjyyVA8R69qfst0nxdmfEmW0Oq+RTO57MGgKgY7TKKCYHxR3ONj8BZ7WNY8HaTqfiGiKWpZnLrUrrs2XvB29CRBjzOKbMexzwxm/DOneEs1n9WqZHTK/wBoy4ObIZWj4QSBdQbgd7423RtKXR9PpadTzOYzCUQQKleoXdrk3bk4qhsa+EvtYXi84zCg2AgcfrjxQTexIxkgSWKRAiemDkjJQ9ukg82vbEG3EySOtxaMSBuSwgAc48PjFhB4kdMCyJ5Rus3A6zjHvG2BTYi0jEmBCHqecY2owndMGcLMDCGzEzPfGRC/GbEiPXEoHN4xhySCBcm36Yl3ILJg+7gFTA7dflgSkSFdiAT9Rgnu7rIuB06YxUVgJUXIm5xhMPsphgACwEkH9cK1WYgHgmJwRtzAz15I+mBiiJDTMGI4tiWVhERTJqXNiOmJnYCfjsLRzbEN6pVlfQE4g52glog/ngMzL8bZAMRIIwBmIGwgQLdpwV0VAJiOf0wJgxlibg4dLBNF3VySSbHubfLAKg7m3EeWD15cmDMRA4wBW3QSova/fGpmDaykM3E3Fp64XILQQSIJkdOMHdoJViIbi3TjAitQXSSYM+VsZaJyLMlRGKwSJmZ6YE+03m9p8xhvZKM26ept+5wm1MM/xXa5B6fTDo3HYvUQILtIJkDuesYXqWkgwRBiLxhusqovxGVm0C84VciolxJ4PTDWVXsWe4JEiLi/ngVU7GJNwR6xgzA+9AZZEWPWMYanCkSADye/6Y2GKfkUIBYkGZuCcDciQA9yDcc4KTSZj2WQZuOOuAKAyBt0X5IthwKwBrEkgMZJHPJHWMJPtH8x7j19eMOVSpcywOy0jg4XrooKMvAuB374yfkWxSq9MNuWTHEyR0wGswIhjAbqO+GQvwkzyegtgdRBIuCJMQZ/PGbFVoWqXbYrGAByeZwsyUUBVzPKhRNvXDDDYt6ZLSYt54WrLUVB7zaJMjmcasqUTNMqYDEiI9MC3KpUtJIH+YYZqGCVizSOxHphRqDU1tUJJN57YTZ4ga4DqNoBIuBwQelv3bC9QGAWYwLcX7kYO43QAzgmTceeBVxIDK8gCT6/164paKWQTTuKRAABXz7D8MBre73wACB1PQzidVQ0NSPxxuHPGBPNM7hJkDzkz3xto1gJip30X+JyCVMR++mA1EBqA7CzUSBuWYvGCOIJkCTIJPMWmD06YBsBYVd5WZDLwGP62wmT8mHoipvG1RAmJER2+uFlSmiEP8REtHJAtbz5jBWCkknggggCBPrz54UzKUw5bfIvHJsbkYcsXhAq9UVIQqpRxEEXI6ATh7Tsv/JacvUJ3m6v5DzGK5q6ljuEMgDBBaRcgf3x4UMxXZqiZmrSE3ULYGBhkBfI14uNcaGMwkqDmKRMsBA3QSZ8j9cVns7dK1bX3JBCZukoIAt/KHXv1nzxa+KS1TRal2cNWpqu8ST8QvGKv2d0vd1dfRGTa2dpAwDaKSmI/DDIV3vY3XTWp764CSZAi46C8jrOLGnWBUoiXkAk/LFdkaYatVRH27WBUiZiB+PXD1I1G+FFAH/iA445+s/LA9nbj4GlRNxaAYuCbQeTggA2sVgdAevywGmS7AkXI2nt3Hrg+6wEBySQF8+BfEdxiGKSrT+CWEATETxiSkId5JkNI+mBUwQxLASQASOl45wxRgvA+9tk9iJjGeieUDUQN+5mBNReBIAHn88NKjin8XwmLRwIwBFqLDGCDeFuY9flg+4OBNiAe3HniTkkTX3pglwyg3EeffDK1F2BzTKk8g9L2wDLwRvcFT0n0/LBwu8fEYH3jPJ7Yho0gViXALKFA5AEEDphik1OJpiRPXAEKuQW2mOv4DBkVacUheTIM40xCWw+wSCwsDG22DgqwJAggjrwMKgVN0HmYIm098O03AUyoCxcdcSEwYUzVCEgyQpOGSsszA/dAN+T5WwuKbBmcJ5iemGQUPUz1PT6YwOhlV4P3WUwYi474kiMPhiCODyPTAxYlpmQAATb1wZCTADljHMdZxg5Y0GRRPxECSIB4+WJsikyDAA4B5NsCAamSrv6k8eWCpUuqj1DdvLGIDqv8v4gLgSG7+uJ01QXi8yJPAwIbqjXM24i09zhhWUoFV1BAkiOThZtk5ZmkMJI+Ud8H/zgAWiJ88ASQlyZ2zHH+2GKcrG4BhY3P4YAoQI8Bug6d8EAJAJBgfu+IB6gX7skn5xgiBmUu4gRe9+wxjfJPcthPPI6DEwNqhoieuI01vuUCOCOuC22FQAeo9MYETX4V6EYLAW6AkTxgGXJZZaxHM8g4ZFgKfUdcKKbh5CgloIkT5A4I3IZuOgxBlVoEyQenTviYmAGEkRfFGTIlDYGxPB7euM/eny5GJmShgQRa/XApKgOZuRM8f7YyoMJtWohIMRaJxNEUABYB6gYgFpbwrEd4HfEwdrAqZ6X/LDrDIWSe4tAUxE9I/PEwk3Jgm9+hxhYAG6+PEiIIMzODRSWCR4JFzM49BF5564nJ2wF4sf0xBtoiDxik2aGR/4oB+f1xibETyb+mMzBMiwHTviFRiBPzM4wdzMi5MR0AxlPvQBaPS+MFSII7SRGJK5JlRby6GMYSDKSQOMeIVWCx5WwQKpIi474i7IkAlb2F7k8xhZiEEG/HI7YGZL/ABcG9rRiLVkAL1HCgWUkx8sQBpVAQKm4CRuU8ntbrPTEvyYPKk7rgx9B0nA63xQNxkzHbEN5ggGL9MZcsVBDgXviGUeW68QYg4CzwxFQxPAA4wYMYI22mJnAPfUc2nvcpVSqm7buVgRIMG46yIxkYjKMxgEmRA6YGIaehH0wSEHcmeR2wPfSR1pmoiPUBCKWALQJMDrbGbJvYxVNt5USO/AHfA4qQtSQQRMDC+Y1zRaGYfJ5nVcmlahTNWrSaqoZEH+ZgTYX5wgni/w1Vo1s7R13IPQy8e8qCupRSeAT0OAB1yBBAMXPa+ANJ3Mtr8H+mPZDVdM1fKjM6bnaOboOTL0qgcA9RP8ATEiyXniZBxWHkQT7So3QTwOv0wvULqTtv/5hNpwZz7xgaYCCbX8r4rM/r+lZGm5zGdpgpWShUhh8NRyAoIHBkj64TSDJqOKYNQXYx2+mA1SFsSQeRib7Wpq28FBPxE2H98KanqWS0vIVdQz1ZEoUEL1HY8ACT+GDeQ7wi/3jBAAkmRycBZWYEj4SGJgjkcdMeFX36JXQs9NwGUxFiAR+BxivUqKCqmQQG7mPXCWlAFUgvK/K3AwKqYQMUYm3p64n0vyO3bEKm6I3QsyvT5E4LRSFtoKsoAEEmLd+pwNkLEAsDfgdLX45wQ7SqgpZjz3GB1QFh0NgSB5nucZgK1gqkCmAZH3sL1rQ55jk2vhmskEEqd1/Q4TzIKr3APM4xSwgbbid1OAYg3t6jCrlgwfaRJA+Hv1Plg24CVZisWbAyw3b6a2IG3v5kg4w0EwZahVwBFlicCrPTVS7kEiR+uCVmAMGQBzzPF8LVLKagJIJBAuRPphL4i1S78gkGfleP35YFXqSoeqIQN91RB7fLBnYrUJEA7ZCxyPLAajBgA/USTHf+mFoXnAtUZmcqBtABseYwF0ZgQpt1ketsMM4qks1MAgG3cdDhd3+6AsT97GQNQXaCSylTe4NrYAVFNBvAiYABJB9O18GtUl02wRyIueOPXC9RajM38kE2i/PnzYc4rKM0AcHYpepJJiR2nv36TgSQ6kuYIABBNvQH54NUohSFqPtZzAAN+ML1qMkEBQ9xBPIPQYrYccMhVUkBVMloJIEfjhU7qqvRqLBBIJsSDbjDDE06oLQbAEKBE8yfzwvUZKjlwgBW95XcJMmeeIGKhTVFz7sOyMrfASd5gxYQJ63xYaZnKoyu3eo2sReMIPR94fiqhB95VuZg8f388HyFHO5lKlSlk6ZUVCoklYsPPFYZtEPFNVf4I6VGckVEEqtz8QvHTFd7NlL5jXKlNyyHM0iNwEr/KAEX8vWTi08UMtTRC6NtQPSJgzKyD1+kYqfZvXU5nxBtYqiZykbgESaQJBwbybjhm85EVA9dWAJ3iI6COP64YzWfyOl5dszqeZpZegAS1R2ChfUn6YQ08tSzdcLAQMisQZsRfz4gYp/H1I1ho+dr6ZWzuQyWoLWzdCkm9mQhgrbf8wVirR2HXEs6J+DadE17SddQ5jSc5QzdGkwRmpsDtaOD1BjviwNUU6wI27QD8NvyxzLXtQy+pVsvm8pp2qUNJFdhqD5TLvRqVW2H3ZO0BiAbT6XxT0fDXibWtONTUaurI+X0aq+T/nujmt75vd79p+J9m2xnAvk3U3hna6WZG0yQAbTYhvIn5ThtKofakgzxBFvLHE9c0XU9H03P0i2p1NOq5fTKjKKztUqVzWioEMyGggEDvxiyyI1fw9Xy2rZXStaraVQ1R2p5QgtXWk2XKklSZK+8g/jgaT7h2OsnP6dSzi6ccygzTIaq0w43FJgkDkibThqkaFYtSVgzA/EoufnjimmeG9cfUdI1zP6BqFXO1clm6FOqzS2VqnMF6bPew2xcWtEWxd+yrw1r2k6oma1carSzIyhpZoVqailVq7gSd24ljMkG1vpgiQQ6JnfFGi5BdRbNZ5AdKVHzKAy1MFZEj0vi2TPZXMURmaWbpmkQCWDCAIm56c45Vr/AIGzOc1PxWaPhyrUfW8rS+z5tWAAYIVdGJaQTx5zgXiD2ea0jZ6h4ZyT0dMrfYKhy9CoAK3uywqgBrbiCpvAO2+JwQ20dko1aVSilWjUpvSIJ3qQQR1M9sTOoZChSp181naSKylgxcAFepBni8zxfGp+zTQl0nQMxkMxks5QGZzdWp7rNFJCsADtCGApgnaO+NYy/gLxnldM1nLqtDMvlaD6doqVXDb8q1QsxM2DbSFE/wDhGBmvc6XmPFWi5Y6caWYXMpqObGVpvQYOqvtLfEQbWBxbLqWnimlX7VRIqKaiHeCGQfeIvcAXnjHHvDPs78RZAK40w5SkusU86KdfMJUdafuGRidvwzJ47YyfAPjzVNIyOhZ/K0NPoaZpWd09c0M1vaq9UAI20CVWBcY0T7g2dg0rXNL1lXfTNTy2bRLMaNQOFPQWNjF4wOp4o0DL56rplTV8qM7SBJoGqN6kCTIm1rxzjUPZd4Qz/hrM5vM57S/sTVaNGmzLmxVFQoCLAKIFzE35wCv7PPEGY1V8sctkPsH8aOsLqO/+ewIkUisdzEzEYlqCbN4O9oGT8XaBnfEdPKfZshQL7KrVQxqIsksQPu2EwbwRhWj7ZvB1Wjo2bTPKuS1ajVqLVcke5KKDtYRcweAcWvg3ww3h/wAE5Twxm0ompSoVKVR6Y+ElixkDtBH0xQ+GPZ7rWVXQKOr/AMP93oOXzOUX3Ut75HUKrkEWaxkfjgIaNnzftC8G5A5U57xBlUTOU1q0WmQyMbMSBAEmJOLTVc9q+RyAzOi6Yuo13ZQtI1RTXaTdi0WEXxyjL+w7O0HpNTrZHOq+RTI16eYeqiKEdmldhuDvup6jnHRvGejeItY8MHQfDGpUdMruEpmuwJ20hG4KQZBItN45w3wTCky3tV1DUMrkKGk+G1q6vncxm6DZSpmAKdP7OQKjipEEXWCB14EYsE9pgrZLwxqeX0HNNS8QZpMqzEgJlXJKlWM3O4EWtbFZlfAPiDJUNFz+mZnSspqOiCvl6QSk7UGoVUAYEEyWkA7pP44ZfwDrv8D8P6FpGs5RBpGaXOvUzFAualVXLkqAQFEsbc8YXo2G8Fh4w8ZeL/Deo5enlPD+n53KZvNUcpRBzhXMVHc/EFQLFhJ54BNsbX4i8S6d4QyI1LVErVaJqBCKVI1CDBMwOluThJ/DBzvirKeIs9m1qDT8u6ZagFgJVcgNUnqdo2jyJ74X8e+Ba/jWnpnuNRTLNp2YauVrURVo1gUK7XQkbomR2IxFYRAs37X/AAfl8tlc5RfOZmnmsmc+pyuVeoRQVoZmA4ANjOFvFftf0/Tcu2X8PZOvqFZGyhqV1ok5eitdl2734BKsTHSRMTjPh32U5bRcjSyjaq9XZpOZ0tytIKGWrVL7wBxEkRxGF63sh3bslp3inM5XIZkZI5rL+4RjWfLBVVgx+7IRZHcYV8m+TdPE9bXclpwzWg5jTss9Ji+Yq57caaUgpJMKeZA5gc40LJ+07xp4g07Sk0jJadlNRr6Tm9VzJrhmpMtKoEUIJBAf70npHONz9oHgw+O9Gp6MNazWnUBWSpXFBVIrqv8AkcNyswSPlxitzvs0r59cpmV8UZvKajlcpVyNTN0aKD3uWqETTKcCIEEeeMt1ksFpvj3XNQ1HwQ9DS6C6Z4qoNVqVXqTUpP7k1NgXiLc/LGvU/a34g/8Amavhqs1FMudd/hAyzZZgrUvdbzWWvO0uDA2eeNxzHs0y1et4eqafr2fyFHwwoGSo0thDfCUJYkXlSRbvOMJ7KtHTWv4g2o558mNT/jK5BmU0hm5k1N0bokTE8/TFJzY5Y94w8a0/CupUEqhqlAafnM/UpKg3OKCqY3EwLGI7npiqy/tgoJTzFTW/DOc0s5UZLM1FqVEcLlcw5RKxKmAAwuD0vxjYPE3grSvFGZp5jUWrB0yuZyW2m8BqdYAODbmwOPVvAPh7UKeep52i9VdT0tNIzEsYbLpugAdG+ImfTFVbJWDWdb9uekaZUSjk9LqZmtmM3m8tlpqhErJl4FSoGjjcdoF5IwrnvbTWXK19S0/wnm6+RyGRyufztV6yo9FKxI2hP8zCCY4jrjZKnsm8LfwfRtJyzZzKHQaRpZHNUK5SuqsBv3N/m3RJnDP/AMuvDlXI53IVqdeump5Slks29SsS9VKZYqS3UyxvgTSRnTVMl7UPE2W/jAz/AIbo1yPEB0XTNtcA1HbbsV54G0klvlGGsn7WtbzuoZbw/kPCVOrq757N5HMUTnAtOi1BEqFgxHxKVdTwDi8zPsp8K56pn69enmyc/XTNVVTNOgXMKF21UAPwv8K3HbD+hez/AMNeH6uWzORyTnM5SpXrLXqVWeoz1lAdnb/MSAok9hxiqmZHPq/tu1HS8nlsjk9Hq6pqFY5+uwfcdqUcw1MINimSYgEjgCcXmke1zPan4zyvh3O6ImlUM2KQpfbN6VaxekKh92duwlTK7SQZU2xsOd9lvg/O08vv06pSfLVK70quXzD03HvmL1F3KZKsxmDae2D0vZt4UyurUNdXTqjZrKMHoe8ru6U2CbQ4QmA220gTjN8Wb+cQ1/xtV0PVc7pq5VGXLaFmNXVmeC7U32hI7Xmcaavtd1jMa1k9Pzun5bTslqOWoPlqtQVCcy9WhvIpuBsDBvh2mDacb74m8CeFvFz0a2v6UMy9Cm9JfjZN1NoLK0ESpIBg2nEKHs58G0s/Q1OnodEV8sEWluZiEKJsUhZgELaeYxkFxDnWT9qHjJNFXN6fkchVyelaFkdUzdTN1XNWqKpYMqkDkBJnv0xZH2na7mPEmXSiNLTTa2vjQxlWYnN2UzVN4AkSBHBBnG+0fCPhujlquSoaPQXL1csmTqIFs1BJ2oR1AJJjzxqmd9kel53x5lfGmYzgjK5hM5Ry9PLKhFVEKqWqcsLkwfqYw9SNk9401DxRlfaP4ayOl6xlcpkM3ks61ejWUn3rp7uACDG6CY+djjSdD9o3jrwh4Myed1Bspq2WzGi53N5SmiOKy1KDqBvYn4gQ0yI4x2jVvDui6+2Wq6tplHNtkq3v8uaqyaTx95TyDjKaHoyUqCU9Jy4TLo9KkBTACo/3lAiwPUYG0xXyal7LPFPi3xHUztLxNl6Ap0qdGplq1PaGcuDuBVWYACBBJBg45/qfjrxHqXiDSNabV8qUy2r6nSp6LSSKsUaNUKWM7jJUWj/MMdu0rQdE8P0qi6LpmWyS1TNQUKYQseJPfCi+GtAXUn1lNDyQzrHc2ZFJfeMYMndEzBiRgpmcUzvjjxJqul0MpqGtZXUaefyWS1V2ylMIclV+10gaDEE2IJF4PwnANX8ceIvD+Szun6JqH2bOVdX1XMBq+0UtlNgwBZ/MxtF4NuMd0yvh7Qcmlf7NpOUoCuQ1UJSUbzMgmBcze+MVtE0fOFPtGl5SqKbl130lMOeSPPzxm0kbuc38I+I/G/inUa2aGcoU6GU0rIZwZIUwBmatakWYFzwu6L3OPeN/HPjvwjlsjqmZ0hAmdp1dP+yZdvfBM45H2dt0AwTIOOnplsrlv+hl0SQqyoAsOAbcX4xKotKqFWoiOFIaCswekT188TYUrDheqeOvG2neN8ho6au0ZLN5DJZ2jV2r9qNQD3j00CztvO6YkERbHtJ8YZ7wdpgyWezdTK5Srp2q1MsTTJDZxcy2wC122mYx3BsrlywzH2elUqkAbygJAnvzziL5WhV2rVoIwDEgMoMHvcYzdQP4OBL4x9oGY8S5BMzrK6em3Tjl6dbcFzKVFU1iUCHcxJYc2gcY6H7RNWy2h+JvCWqZxaqZSjXza1qiozBd1H4SQLxIjG9nL0i6s1JCyWUwJFulrYw5pltpUOAAfiH62xFKSZw7xZW0vxF4g8U19Gyj1auf8Ke7pVRlWG9w7EiSLmCpj07YxqvgvMeHdM8O53V6FPU9NyuoU8xn6eXyAplU9yVQsif9QK5B6nrFsdufaQRtAPcfrGFKtUlrwV4IA/HD1Q3TcnO/Z9TpZrxZ4l1jRNOq5TRM19mWkzUjSWtXVT7yoqEWF1E2mDjUl8Na/q+q0s1m9V1+kuZ17N5euiZh0QZIb/dlR/lEhb8njHaqjVBIUgSLzbCtQqXBIMmGntzb0xgh8/a3k/aEo07J57P6tltPy9CvSy9ZaVWrVNUVjtdwhknaFgtI5nzPqfhLM1m1vTq+nazUzuo53JZlK495selNLeQZhWkN5j5Y7rVqSRaQDbACzuBwCDwTjGZx7VPD2r6bXfIvQ1nN6BR1V6j5ejVqPUak1FdoBB3FQ+4x39Ma9ntA8UZnRXyfibQNa1BKmnVaemUqbkmjV9420VRu52FBJngjH0GzPsLlFBE3AwGoABMyWIG09B3xrARReH62fGWpafmtPrUBlcrQU1WjY5KXA8wRfD7EGLE+p62wV4RQo3XuQO2AswJYqGIN+0DGLWqDkFmiwF/XjCtb4iZJYEyTzf0GD1S1NfhHJEwbkYA7T8BpeZjt64yaNewuwaApHHxLeYHYYXeVJ92AVItJnDbzP3gJnaSecLkGSu0EkW447jCmqTtC71NoJNyOp48zheq7VANhAUXPW+D1vebYWAYgnsOuE71IH3enl5cYpZ0UiFQkbSy/C1iwwCJJbaRfr0wUsypDSApJDHr6YWqVHqMCzQPxMD8MYpKsFVcIxXbbuMDbaacJeSDHXEq7zIAN5gA9cLtULruIJHA6W/2xjroBULsS7CQllEdP98CqNB2EqTxBEg4M1YhVfdABMCL/ACws0iSUIZxAY8fu/wCGK2DfghuFKmQgB8+v+3lheqssatJJJAB9JwZyVPw8cn6fhfC4cm5My1+0eWDTNsEzBJbYQT0Any4wNmO4FWjcBIjn5emPVWVjIME/dUQQeoNv64iwupKxBkgcgiJjBtldheu1UyxUReCL2tc9sCqKKTbA/I+9aSZvx54KSNgYmQygjcIPHW/4YUrswYGFIbkmSfkP3fHREqJmHRWb42AIhW29o/E4WSoVQF02x8O0teJtz5YNupsINNGQrN5JH9MCa1Mh9p2yRJF+sH9cWy0RzA2gFV3FSTEdZiQe+DaWlKrQepUr1KZaoTtAsLDClepVDPtfadpZTY/M9IwbJVs17maWWWqCZJ95EGBa4xOUVgB4mrvU0b3dFdqhkLvAFtwHTnFb7PqyjMa5QDlV+10nAiSf5YBJPS0Yt/FdVl0l0ooChZWa3ALCcU/gJ5z+uiiFKtXobgOP+lHXyxdMuO2btpwHva5b4fiFp69zP7viyp1BVVmKsTzawIjt8sVeRVWzFXebWBAAPSefX99rNWVl+8EBIEGBN/xGJbyVoMsuRTf/ACsDHIj1wyiGSCJkiLzB5wmtSnARHAVWF7EDrAwVczQZizOpA5k9b/ucQ2zm/Iw9OhmaP2fMUVq0yQwVgCJBEET5iZ74YIWpUQsxEEBuk8nnCXvsrUIqrmVULf73HlHaB9cMLmcqwdWrhmNgSY6c4NqGqRZ0AqqGFiPhE8kefngqkbySJAtHbFemdy0HfmVkC4HQ4ONQyqMPeZhACYknnrfHNlJwfRyQNqkwRPpHbDCqoQG8hbAWv+uKxNQyG/cM0hQqAS3HqOv0wc6rkqIgZgEKQASZJPH5Yy2Q0mWVIK4RQdpuPQ2+uGp2DbAtebxisXVcgRBrrLACRN7fhiaajkEmo2YMGwBB7jy74zI6S1ADEXMkEmIgfXBFqKRcsxHU9u2K2nq2RB92CRE8g/P5YMuqZEkMZIIFgDEdsEhDRY06h2jgkHjv2w1ReFQMJBBtOKoappysSXIBH3YwT+L5MFVLlWAmQLHsBg7lJYLfcxCmLnoO2J0oU7t0A8jpGKv+MUBBBYngkCb9PyxlNboBiSjEEwPh6enphJa8lutwWQEEMIE288GWQLJAItPTFT/H8sJb3bRNukfLE116gIPuqpAvECTiDQtcvuEyZ+URgykrVTaAT+Jvf0xUU/EeXAJOWcGepFxyMI0faV4YOrHRqep5Rs+hIOWGYU1Ji4iZnyxcIaSNyRYAZAb9OuCzJAaYNz5GOMaXk/af4YzWrNoVHV8i+opM5Va4NUEciByesc4dy/tA0TNZ3Madlc1Qq5rJoKtektUFqS3ALDoJBwNNGNrpvDEATI5m2CBVYkiQJ+fyxzvSvbX4F1jVKWh6Zr+Sr53MErSopWlmIBJAHWwP0xtp8RhVCijJEfFPXGrQwu6ckQGuBYxgpKskSQY5Pfr5Y15PEFSGY0F4sJv1wU6+9RJFAACCb88/pjIJkvqKgDcTIHQ2wwCjNcQBfGrpr9VkhKSy3UTOM0vEOZp1AhpA25PB+WE2sG0qoaSpsL+eJL8KlQACTYdfrjWjr1YQGpqN5EQT8hgya5mSPdgqSYiZ+eFeQabNiR4BDCSRB+mMEISAJnk+Xyxpfibx43hbR8zrOcy1evTy4G6llaRqVGLEABVHJkgY0j/+Zfwu+gahr1Rc7QbSs2mQzOTq5UpmPf1PuIENyTBw9IHawwB+GwkzgyFhNpk/hGOK5L/4hNAqeFdY8UVlztCnodY0M7lKuVIr0asSFK+Y64Lq3/xCaRo3hLQfFb0MzXHiRkTI5cKA7MwmCSdo9eMbpZSkO1zBG8QALxiQKsoiDOOZez72rUvaNoJ1rSadeiiZirlalOsgDJUQwwmYIvyJxsp1jOqLVgCegHOJMbGZDlQSTN/TEwQOtyJB6RjVhrGfYkmsQeDxzhzSc/mqmcQNX3I4KgHjjFnN7pdiUUiQSD6Y8QxElYB58sYKzeIJOMfEqwSewxjZZkFgLG5F/WcZ3yyqzQQJAjEA4USbTjJ2r/MNwLk9sTRhmAwLdhgDGDIJHWBgwKnjrziKAKDuEKT2n643cQe8tEA25xhXSSyLcc+eJGmbgdbjAmBABAv1BxrTGQFZyxMDtjBLGWKxHQdsZChk5I6zj0MSSBYXt1wGMEKibEbae2IPuBHJBEeYPfGGIb4wOIknn5YhUckGDY9BfrguTU8IkksSDdoxBoDSYgC8YyRuQQSINwOuIVjCMQCSLATiSk2Cdw5Jp222J79bDAK1MybR1EdfXBUQGDIBI6friFdWCA7jM2PfyxhFXBIJPUAW7YWYRyJESTgzDaShkHsT5YA4ZVhdwETuJxWWAF2G0wLxIn174VZ3H3liOL+X44Zctt3RMDpcYWddzA9Tf5YQaJb9yGm1SGPPp3xGt8KBVMmbtHe+JBFaGTk2n9cDqvvYKGJJvMcntGMZAHZkc7jG4QCDIjtgD1QRCqZHJHfBapI/6i8yR5jCx3AyCRPn88YSNTdtlysH/KDf54WYgMADBJuCenb8cEdnmwmT+HrgVZgVvYjiOnriRgGqyMdhBBBkSbYA9UmVgEC9u/T8MEYLThRIPOAVXVABSgkmT1tjJUoEzCodriLzfrhaopWTvi3nPrgzO1QEkFTMT0nuMK1NwUyJ6GZ73nFJkwjXY74iQASfSLgd8LbSoLbQAx6/hgtVWiAxK9QDaeuAVnULsIhiO/lx64pM6pQWq1aboKgVt3EC4B6c4E52rDb1MSBHljzvuIKlgTY8cyI9cDqgsoqK5meDFrXnFp0nuCZ6bAcmCI5j+2BVhCFka5MgE288SqKm0BjcCQY4HXC7VNw+JrLMH9jDoU13IMzvICjqAes4GCkklgTeRYkHjv2xKSsbviEwGBvEcf1wFmEkBCeTaJ5/vjSlJgCiFyCoIkwJFhaIEdsQZXZiS4AHQWnyHniFWoXY7GO4EX6R1A/LAa1N2VnDkkiRAgRP79MK4zBfYglb7Q5BpFHChip7SZB7WjEKlPZV2qVKNE9SluJ73xNAs7TJdz94m8QBAi2BV6TipuRdpHxcjnv26nFIh8WBqqynbeGWwHbr6YGsOxeowKIICkARb8eMSUvUU1qrlQJUbupnsOMLZiEZF+INBIngWxWIatAMw60StMVPegkoFjpaxHXpi20xBUy7FjTkOR8T9gOPLFaFo/EbpUUSYFieBfj++DZZXZDCTBg/yiYMDzwSjsz4nBoaLWakQ6++pBAeD8Vo+kfPFJ4BquM/rLFgZr0AyzO1thJ8vLr3xa+JqBp6JXWtUZgKiMIYgAbhcDoIxWeAaQGpa6xU1VJyx3AwCdhkQeOvlxfAmdM6N3ytP3lTMvQc7pWGWBcAXPft1/pgWq0qWxTUq3VpFzE83HGPZHKqteqhZL7fhRjI9TjOqhPdKGf4yTttI4gg4HkWsCFOvVuGJAm23jm2G1DAGosbiLKLdTzOEqNM0yDvhYAUgjjr05/pg28NmNhZmBBG6YCn9TOJ2yZQ9TbvgITUBsDYRPfrhoAimu1oMXIg+tsKIPeVDBYQLgteOB6YY3UkpkUxJa5YmSTMEk9rYpYCDSGmpCqbwCYHPmfphin7pm+MiALKZInvhKgXamdoUE3M33DiP3/ucOiKC1pJLMfS/wArceeIbyUsDUUnf49oAUlSbR0t+eGEtLEXFwABBsOcJoA8KCxsLNHOGwOEqmTItFh6dziLk0GKdR2EMoBB+Ejr54LScuBJYC3Im47fLCysVYEqdsxf9ZwdeiiZJJUxInnnA6QxlTDt8RIYC7dAZthimyKdzgg7bGw/ffC3xjbudgGMExIFuYwX3JKx0MEFefr0wrJA0aoLgtSgrI/vgiEVQlQkgbgpA4ny+WF0WqNl9wAmSZgR1PXBUVjTHwsQDuFrHtbp2wNQVoZ3DcWUk2gm8DmP354Ll1lCTIJkeUdz2wvSDGoDB2+hiYxjPZ/I6fQStn83Ty1MkBXqNtE9p4+WJYcotjyhUXZMKBfdN8Fp1GeAEv18xihbxn4YUr/j+RFgpC1ARPWSDa+MDxh4W96X/jeWBUkEb5HFsSR8GyLBlWMz3N464+ddcz+h657XNPpZXwjndMy2jai1apnqGQf3udzJIWWbok3ntjtjeOfCyBaf8Yos7AQYJn5RxOM0vG3hw1CVz5aAT8FJzeLjjHXhyXEjlxbOCeFPDuq09f8AD3hs+GM7Q17TPFOYz2f1F6BVHy0mG94eVM8frjfPAtTK6b7cfEL6d4X1Ohp+p5dcqKxyjika6MxqMWNtpI59O+Okf8a+HCqkVs054lcrVJ69lwxT8aaUwO1NRPQKuQrTHpswPnew8eLRo3s/8LVPEXtP1X2gal4d/hWU0dm0/R6BoCmagvvrkRJnoexx2NygCywIMEEGCDNsa4vjHTJLU8hrFQkgQunVgfxX54IvijLVEdaeh66RI2gabVmevK4hulOIv6damzmJMWkCL4OpG0wIni/F+uNby3iWoWaPDOvvtJgjT3k/I8YdXX82SPd+E9fcmP8ARm3aZNsFgLyWlKFY3Nj2tHlhmm6sZAIiTJ79MYyOS1DOZWnmjk61BnUFqdUAOpnhh0OE9Wqa3pub+y5fwtqWdXYGWrl/dlCZIIksCDF74pOkzuWnu1YbinxHgnvjHutgk8gXjocUp1XxPUdQngPVxACyz0QZPM/Hgv23xYQAngTP25LZqgLefx4dDgj4yreKKXhrOHwdk8vmdYKhcstdgEBkSSeLCT6jHCsn7G/adnfCWo0dT07I5fXxq2W11c3UznvDn8xTYyjgCEXaYA4x3kZnxmAY8CZk2BE56gLzb/N88ZFbx3Er4JuSAwbUaQ2g9bc46dbkJa7nK9K8Ce0XKaF451Wppul/xzxjm9wyRzB9xQpe7KH44u0EnjoMVmf9jvtC1z2b+FPC2p5XR3r+F82rNkqmYb3WdoBdq7nA3K0lrC2Ozk+PjTD/APB2WEC4bVE+llxOmPaBUkDwzpiiZBOqiY9AuN1vZMNa9iHs+1X2deE6ui6xmaJqV89VztOhRYsmWRyCKas3IkTJ746Cxpwr8E3Jjk9cU7UfaED8Og6IWkwramZn5U8SfLe0ArL6doCCwM59yQfMBMTay9FoWVoV7CZnrPphrRX351KkEFSR2te+NdqZP2hFgFo+GxHQ52ofwCYsvDuT8ZjVKTarU0MZQSXXLVqjVYi0SsG/fCQbutRWAk3PE2tjBr7yQQAFsPPHmp/CIgEXxnaCd5FiPrjCRVuJuCJiPrjLOhApqASbkYk24ABSBHl0x7bCk2meYxMMRQEXYxHbEhtghZ6C/wCOPbAwM8cx3xmRdesQPXAbSMBpnZ0+v0wOqbkmL4I1oMQe4xioqhSWP3cY0os7q3wcHGd8KqqYPbyxIhdu6ZA6kYFUqIAVm4Em2BilCBuSGMz3vgcqbKCBEnvjPvFALczyPLESd4DKADHS8jEPKFJE1AB28TBPXAq6QhIliZjp08sT2EkbQJ7z+WIVArEqrEEQZnB2KngAqlKYFMG5HSCMQzIO4JdhyQOmCbRBBqGZvHrgVYFWEmZmJtA9cZOBsAwUruIvPOEqxJChmtJ9fK+HKimnCBZ6kdh9MJ1EaJaS0/3xVoQA0EbYgASSeZwNgqgGCSTtE4n8TXZYkkdrd5x5yKkS1wYiDa3PrjXsKVYF3KgbBAAIMxbscLEkSdx5F4/MYZqTdQbweMLhgUJmJaDP64yY9NFazGGZjPWR29MKPVZYCg7R16z1B8sOVQS4TdAkCO9sLErTY7vM8dOuMaAGZt24ciJHlheqSHAC2JM+R6YKRtUxMcz2vxiDkNU3CSALz+OJzspCtdap+NhIAIgc4XE1HgKQoE3tft54cdgAyzIgBr3j0wrU2KSVMnseR6YtAwLQgJkgTb/bAgCxbaeOb9f0wSqwkBxMEz5RGF3JLE7/AFJ5PaMMFIHVUrabC5GEnfc42qJEgnzwzUd1qXKniOZIwtmGWS5EKTPrjLBQs4dTOwiTJvE4FUcEAC3w9TcfriVVRTcVXYsTwD08o9MLHcSWBuDNj5zYY6cfkFuGWqIqlzYmDNpPpgBJIEXAEEG8mcZZ9zDaAABcn8vqcedU2gs5WBMqemOnbBpRaoAt4i0EDvgLsu9TtKkXmevngxCgEM0xJLE/j5YVZnZiqhYILRJNv95OMnBXFrAKqiMXKbgLkksDJ6wMLb1ACKWYoZEjkQMOPOwKWEqL8Am/4jphN3DksIWFkGTcRwB+Hyxk6dEQJpUagao2yDI3GbR37dfwxH/qIp96WLTBgEn5enbGaiCohUFQQp+IxCmLThR/d+6AC7CPiB7HyjpikjMn7ymFLMFJRgAsQZ6ThXMlWrhd4DXhWsSOsHrgrQGbc29jex4PWQcAq1qQcrULMagAk8egPTjFEkauWeo4UXBjcGiR3jznGcnm8zQpvToUTt3k/FMzA8sCrM7VRSUikrobyQYtaB18/wBcSyLAUSq/aVhiCEXcJ+f5YvisG6mM+JmWpoOYFUfGWRVBJIHxCT9DONf9nxp0NR1zY0Q+XLFrmdp5PyA9MXXiUt/w3UBEFgh3A9d4HPS3fFD4D35fPa+aqMGLZeEa4YBW+XP9McZTrza4vBvmSq0aeZq00Y/DsABW0R0PbDTUKOaA3SVDfD52xW5FqVXN1aodUYqoIP8Am6z+EYD4o13M+E9HOo0dO+1gVEDUlcIYZgJBNiZMxiOWHECdRcppVNanvAXgibkGB1jz4w1T0zIM/vQpH/iYGTa4tigqeONAymeXSM3mtmdDJSakASEdwIBbgG/1wep4t8P0aGXrfxGkKWaNX3ZBmfdglyRyAINz2wJVlXii4o6XlTUNUtJI4NoPl5YcpaXkmpwKRJBkFjcgT+GNLyvtJ8OVRV1AZ7ZlqQpn4qbByKh2qQvJBJAnzw4/tP0hKmm08rQzNf7fmKuVZVosHotTTcQyxPBB9L4tpoOpPRt6ZDIsCWohTbmf3zhn7BlagG8AgAfMY1aj4/8AD9fUDlVzNUfFURajUmCPURSWVWIhiADYHocH0v2meFdSqZanQq5hEzNFsxSrVqDJTdFG5oJF7GY7Tjk6DUNqXJZWCy0kBEAgWMc2wdMllFQ7aSf/AKhJnFMniPTk8Of8Tqj/AGQ0TmFZkIcp0Men54HrHjnRtHqNSqU8xXq02yy+6oISxNYkJA63BGJNYbNTyVIwzUAVI+JYt64bTL5akgC0EAJLTt6cH540lPafp1bLomX0zUXz9XMVcsuRFICsjU1DOWBMAAFTPmMVeV9tOUyXh/IZjVspVr6lmcvUzVSlT2rsprUZQTuPNogT1wwHlYOpJl8pC/yA02k258sFp5ekDekIuII4ONS0Xx7T1/V6ul6do+dehQCe9zZUCmpemrqO5MEfO2LDT9bzeZ8U6zpNb3YpZGhlalIDmagcsT5fCMTlYJ0bEaCQCKaAGAQF9fww1RWkXCe6Am0xI4xxbUfG/jTJaNqOYGp7qtLxONJo1KOUDutG1goMs18XGma14v1nVsl4Zp67XyTVMlU1CvmK+SFOuy+82LTCEwL3k9IwtA8HVUoK0AKsXv0jEmymVzZ25rL0nUfFtqICCY54jGp+zrXdU1TI6nlNdq0q+b0nUaunPXpCBWCwVeJsYYAgdZxuMjcAqnyB+uI0DSYB8pl1SlSy+RylM1KgUH3KmPM28owzSyLrUMVKKWghaCgenngOZdWFA06gMV1I7Tx/bFkrbWIMbiL9sRyYJeASaeSQwzpUTyKayD9LYYp5Vg1s8wNiSqgXnGU3CACDfrxhhanIZQADcDqIxk6Hcj9lzEk/xCtPAMC4+mGFydTYBUz9drCYgfS2MrLENABi4GGECzB6EgxF/wBjGvgQdPJMCd+drkECBuHPbjBKengOCM1mWItBqWHnGJK5EFRIB588GUsYLNcdRiqDIfw9C8ivXAECRUIv1wX+G0Q+731fj/8AymBiXvABJ6if7YN7y3EWgHzwNmhDTHqNlNzi+4gnykgflh7YTZeZBxX6WobKRdWWo5M8E7jx3xnU9f0zQMqM1queoZWkWC7qjAAkkAD6kYyy8EhPcrms/Wp10coioRDEATM8emD/AMNyBQqKQMQdpYn+uA5OsK2crVqeYWrTalTIKwQRJgg9RGHEgECIk3JxSzshogun5FjK5cFhyZJk/XBRp+QY3y6k88YmAFJgjv64IgYEMexif0wlLQv/AA/JDjKp0mRfBaemaeslcpSBbso4wQlpg2g3OMhwtuOkk9cZuhO5D7HlBP8A9PSuLfCDjK5fLXIyySLWUQR3wVxuYAXB5PliShRPY98ZYyZ50BTL5WCfc0wYvCAEfPC+Zp0qdTLPTQKPfAHaItB+fOG94vaQbDphfPNK5YxEV1BI68jCnQG4BnGCRtBCwT0xKVSAO8XxCpJ4uOhHfGvcx4ukmOR0xgkgiZBHyxFiqkRE3nGTJIJaxBnv64L5CEwQV+9Y4gG5kRf8cQdiqhe/XpjM/CZMmOMNGUmGk3EE8YFXq7UlIuYPfEizbSYgjAi5qAfCR5cmcS8DIiLtKCVse2A1LiHAAERbBGJLFP8ALMz8sCYlp23HF+mJbMQaGEGxkzjwJSFmSZjtiewGPhuevT6YGWDNbmf2cCYHmLQAViJM/LASSYKkgHtgjEi27i5HTA2a+0229eBGGl7BMoghzIJH1wJqkMEaGAEye3TB3IKgKCZ6xOF2hSQwEiwHXBSYCLC5L+f4XwGqfeBghuOnfEqihtygiYLH0/YwB2VdoUEEiZnpHXG6oOQFRXErJkcjvgSViVggE9x1vg1SxLluZGFak3CnZHPphtyKRF6gNQg7oHJnntAxBnBUgbZNtwvjIbaCWFzInv3wq9QBppqo6wMYrC7HnY7WiNwO6W6emFWhgS/LC5H9MTqs7sWNpif1wtXa5CEmbWFh54YmGyDgqI3SOSPLACQ4KEgCTEcx3n54MahVQgMk2HeMA+AhgTPM9MPwaQgdkyTxMz2/rgFV1IXYYkTPXtHrbHmIILASZsCenlheo4krMSefPnCkbLIN7tZFRj8ZAE/hhUqy1GRGkqwHxCR88GrSWNw0CfXthaoxe+7YS0E9cVClQdZgxJqiTMSsi8XwnUVSvxSACGE9MO1lJT4yBbkcz35wjUIWzKYEjcRbGK2BcCwYSBcGfnhV2KkTYkkiOSMNVw5kg2tYcH9jAmJF3soESYtzOOi1QmYAqMlgrn4hJPl1F8LsFuiE7I/Dthh2ogpDb90xx64XZlYEAQJAEcR54qwZggzK3wfeLTaPw+mFzUpqrhCp2i5g/QYKId/eokFCZM/P64DWKtKU1W5IMWt1P4YaNAtUqCNp3kGbt0vf8rYVqMAQFi8BmJ4EYaCK8ttUEEgAHp5/TCLA7QxUQe3HmTPXGWibCXvXQD3iqEkgE3jjp15wu6IjAq5kAyPyjE2ZjO6THEWPI57jpiFRwzGoQKbG5AM9IA7fL0xf0CpsF7sFQ5MM8KW5I6i+B12plgpphwwDBgYPNz9TxidVj7za7QX+6BAPHT5zfAX+EB1hgeV6gYxSQJyaimk6sAzzKm8dZPQzbFpo2Z25ZxtaBUIErPQYqr1meqaoWn/lgxB6meuHNLpVq2WNRMxtBY2kjoMJWtC+v0QNCrUnDlAqMCZEfGOfPjnFD4GeNY1ugSzgfZ2lrkHa3yI/QYu/ETsfD+buCdqD4eB8QJibm34YpfAObFXxDrihdrijlQRaFEVIies98c+NlNtm4adWKV6tOtJaF+8LAR06jEPHGk6jr+iDIadUopVarSdmqsdoCsGJAHW0fPBKSl89WdaoBKhlBHS8n1xYJLIgZhaRAF2tBnA90riklk11vCOazJ1Su+aosc/ncrm7A/D7raCseew388AHs2y2a1TWMzmM+RQ1HL1KWXy6pAyzVQPeEWjkAgeZ7425XcEzY3CwfvCOYwVKjAlCIBYgNFzAH4YnqZp5NI0X2Z53I5b3OZq5BXRqCipRptLLSqBpO5rTtBgcTi6zHgjOvqSarp2o06Gap6g2oK1SlIIaiKTIQO4EyOuNn99tCkfEeoYRhjLNUdQw2qANxB7R5Y3UzJLsadlvZ3nValkq+uINPymYr5uhTFL41qVAwO5pggF2sPITbDHibwNU1Lw1ofhvKuzvlMxQpvmaZCmnRAK1WHkyysf+byxt1MJWJLdSABMdTxhjcQQoAjoo74jk2xgLU9Dy2p+Hq/h6m7UKFXLnKqUuVSIEeeKDK+zuq1ZczqOu5jO5r7RlK7VRSCBfs5JVQB0M9f642xHiNgnncD08vrg1Op8YZlixBAPTAtm6U1g1mp4BTMZ19SyOs5nJZ185WzgrIoaPeoqOkHkQg+Yxil7ItOpUckctrFenmcpQbLGsaaOa1MuWhgw5kkyO+NwoVBABACkEL3HphlZgFTuP3u0Yz5NAkKaJoeX0Svm3oValR89VSrV3RYqgQR2EKLYVz3gmlnNcq69l9b1DI1sxTp0qooOoVhTJ2yCCZuRi5DMxO0kFpBw1TBVdpIIAJP8ATENi+Jr+meANG09qrjNZ3MGvqS6qRVqAgZgWDCBYQePIYsPEHg7TPEuayuoZitmsrnMmClLMZSsabhGuykixWQDBmIxbUtrGewuMFDNuBFiBg6u5D+QHh/Q9K8PZBNO0uky0lZqjMSSzuxlnYm5JPXEPGtbVU8KajU0DOUcrn/cn3NaswCo0gTJ4PSTa4w+jndCNJgTHPpGJZvLZfP5eplM5lUr0HG16VRQVYdiOt8HVkho517F9Yq53Ts3pedzuerZvJZ0PVXNOrqu56kbGWxuDb04x16kVjuSCCDYY13RvCuieH9MOn6TkkyqGqas01AO4ktJMX569BGLH7JXYqPt1UEHpH6YhulJRFqWpq0kcWJi3OGFamhhYv1JsMVP2F9sNnKrwANxI+XTB8vkYIJzdZgLk7ufwwNwnuWq7QRBgmb9MGQnjmYk4rl09JO/M1iCIPx3A5tGJplKZIitVIMxLmca3Yws6dTld9pm2CqyrC7wLzJ457Yrv4fRRd6Vq17EBzglHTMtDOxqOWtdzb8cUuVJjpaAqVBbaCTcf1xMugsWUjg+uEV03L7RG48f5z29cTXTsqBt91K9ASf1wXyUl3GtLKtlCoNhUaJ/9R+uOVf8AxE6PTzmmadqJp5162TqFaIpZT7TQJepTBFRehMCD2kdcdXpKlIBaawi2AHHnghp0Mwpp1qSupIBDLImQQY4xfFpMhpFF4IbOZfQsiurZOjp+cbJUhWyqWSmwJsBwLdO5xsn2jLbYNZQQB1BvOBVcplqzBq1BWanwWExiQyWTKELl6cnk7RfF4hLD/a8pABrIABMlrdv6YmucyrEEZhBAn7wwBMnlYAGWpggR90fvnBhlcuD8OWpwYmEEYAfgk+fySyXzSAASfiFxOPfxDT1AR81TvMAn88YXLURxQpgAmwUYn7mlYijTEcyBzjLZmRGqZBQd2bSQLiemMfxPImFSsDPQzgnuad5prIEyAOcTQARCrPfrhwC8Af4nlDw8mOxwHM5ilm6mXSixJFUOQOwmZPbDghXMCenGJFRuA2gDnAMRIkBL3nGCwgADg3OIn7wA+c4wXMluRB6fv0xiTzCGPBBEg4nIYfD8784EJIJHX8seRvdwxsP64l5FZJkxzFsRFSBc3BE4xUqEAQJJPTEGu0iI5PrihhIs0ksSRiBPa4nnGHZuA1iLjA90THNpGB5eTQyz3MrYDkYGTNvOeceYsSxHB/LEQ0OIFu/78sT2yEJBysEkEzgJMuxHeJxN2ABm4HfA2eSSpjoR0xNjK6T3xBTtKg837f74C7KVIJvyZwRyRJCiwEx+WAEkyx+6LiOcZxj0wwW2gElhbjt54DU6mwMSODOPVXZlDyZJsIj64HUcqvxAT2GJ1o08oFUYSG2gCIM/ngD1BvBFgJ/2wSpUkFtpJMCOwwm5dh8MQpiCJwozweqs7MrSQkduvngFR94KiAfIdL4nUqykbxI5J6jvhd2hAC4AB7YpIVkxVLhfvAAgz3+uFigCtUInmDiVRlEurSCLDpgZrAqQBAAM28u2NEypdEXYFVCkAjmDIP7GE3c2EWEnyPTB3ZigQGwkzafIYVdmW26Y6HrfCqSwTssllJmbdpwOoSRJAk2gdovidSwMAiZvgLsd/wAIIA6mwPaMNMs7AVHY7ttiRAPMDAqqAKDIABsTc+mJ1FeGeYPMDC7uAoFT4g0gEW9MWg0wFQudxJMiQO2AV6rkiwJtfqD3OCsw2mTt+czbC7tTI4Mk2ItjovBaIs8spaAP8wPfA6jkqBAFrif6YjUqIZCcjkfPC7bWcuTJECRNuuNBeDwPLFjEAACIPOFWdn5mOcGqMAQG4UTI5NsLVKrGG4HAHP1xSBOukajBCoRQYYKe4HU/7YGyjYVERIPqPI+uPPWWC5YkQIAEyZwJg5KsWuDwbAC39TgYgs0+wfC6w9oNpteflgNRHSluUCSIgdoM4nXV3qNuEANwRyI6ducBqNVcU9rBQCVAPEdAcZmBVWRVAubCApuTgZpFgSH5FxzAjgjGaiptZCZZmncP8o7DA2LhWCAbgYZusTP6YaMrBllVQnv1IJny54+mA1kpFQqACDIAE9ef64mXNSalOipmxB4HmMBqFhsWo0LtIIEG/kcUnQkBFhVJ3yCjQDEng8EfTAq9Q06ixAR45sAYE89YBwwRSVixqEGJG4wDb85wmSWj3xElgVmI8z25OOiNUtkKrLVRTcHdtgdBE/LDWQFAUW9+ySWJEN0geXecL1HNP46RptBBBN/7YPkhvpMwTd8ZJPeb4GD5IV11/deHsyCkopUkRJ5He57YovZ7Vd9b1lqlCAKWWBPVpNSD+OL7Xxv0mvUaruQgMwMC0i9vl9Ma/wCCKqjX9bcqwDU8tAJm01II7i5xvIcLUbzk4Gfc1agHwo6gAiBcEfXFlS92ZQqV3SS3l3xVZVpzVZ6nwyoHlF+DiwpMVUH3m8mYJsB64nlk76G1fLPUVVs+2JFyB0wShuEX3AEggiJEzhVCEl3dQ4EW6iZjz7Tgy1QAaZqCTMQeB2n1vjm1DbClyKgQFgSNzGJBuLfTDNKobCpIIJv0jpGEmqlk3Gopm0TED1/fGD0qisollYHm8xaMMwZD6kbhL7QbKp6nBlqBmKSQTbvPz+WEKVWlBDuCV4EgwflhlK1IOStQATJj1E4l8c0pY2NmoEgmWMnr1mIwzQM/9WBEQRzxx9cJirRKk+9TYCR5z3wdKyU1Umopi8bh3wQ1LAVwCLmSYE84aypViAz8TA8sVNLOZc1P5lVBDRJI84wyM7lkmoayWO1iCLYjlrAWKFvRcmYFwpgW+uCUmcrcbSTPxdP2cVVLO5VlJGZQGYUFr9L/AI4apZ/LCN+YUiLmen7GOcbM2mPXLAhoi8i3oPPBKVVwBJHWCfXrhBNUyjwBWUAnr+/liZ1LJ7PhqK3W08dMUuM0Q2W+XUIhHwybluuDU2IUxyL3xUUtRypVD78E9wDa39jhhNRyigOHYsTztMR1nywNBEWyE7jN1Jt5HDFMrstJJMkceuKmnqdB6YaXAIF9pBOCnUqViEqRYWU39bYgC2pkbZiASQBycEpVTuAH+W5xVpqVACVSpJMAbTHHfBKer0g5FOhVC8Ttkk/pfBGzfsLpSDBBmY6xgyAbBAEHr2xTjVQJUZaqYuTtsRbDVPVVH+nrAESJA/XA00NLVWAX3aiQLX/PBkfaI79rkYpU1SvUBU5WrEWJIAjB01GuZH2OoCBH3h+eMkwey3BO0iZHWPzwwrFiACJ5E4pV1HNSR9hJH/rA+WDNnsy07crz1LiY8sLT0TU8It6VUEwvPn0wYHnv1xS0M3mYH8gAiDdowannc6Gj3KFWN5bjy4xSTNst13M24GSe/wC/LEqZ2yvIN/TFU2ezu8B8ugBsCGJjscFGcz7iRSpQRcSf04xSRELVSDLC9vwxlJU3mObm2Ks5rUCNiikByJm2JNX1CopBajF+h4xU7g1EWoMgyRHbrjJqUzIUyBEf3xU+91EqGWpSUkRJBt5YmXztlFemZAn4TbDISsloKo42kyemPK942gT+WK01NQMkV6ck2+DjHj9ve5zKkwRAX8r4LCiwV3CsCAQDggqSiwo4/DFS/wBs93bNC0WCifXHlOcIIbPEECAwQX+WNEwvYtomD58+eMSUiwsScVezOBR/9a4H/pH19ceC5i0ZmoREmwthhJZlxboR0FsZ+EkekxOKlqVaQRnax7m36Y8aTgs32qqQeZI5wJFVLJaEEEW54wKowFhYDkDFYadWCWzVWJmzCR0xipRZpIzFbz+LkYXgL2LJGVyfhEWg4wdsss3PF7RERisGWIErXqgRf4yPxwJ6FN3cCrVINp94bekHBKZssw6uSBAC/e9cQLhIM82AxVHKBQVNWoSxkHeemIVcnSYh3qVDeRLmMD4wNlvVdWAYESbc4BUcKkkqoBPHE4rRk6Buy1JBmznEDlKQJiSALgsf1xzfGFJwsDmEYkBhB5g4h76nvINQKQT24xVPl8uG3e7gzYAnoPXA3ylIuJUMCDETY+eK6aiuos62YRW92aqyes2wvUzNKDNUbiImwt1xX+5pSCyA7jAP9sDfL5ZDt92pANuoiOmBcBTo42ayzQWqgAiBJAn5YVrZ3JyA9dADxJjCZpZdgCaSkCTxMemA18pk2u9IfDeY/M4UoD2MVMxlakhaqkAEySLjmMCOZy5SRWQg2mQRMYQr0qKGKVNQAbHaIIxD3NJVAKpa4EW7YtJMmtBqmcyqP7v39Mwb3FhgZz2Wgla6jaL3thZqNLcTsQEkE2F8CqsoIRFUwfugDjFNIVyYapnaBJnMKDwT28sCqallFJL5lSQIINrTziBWmtMmAYMgkDnzwGqUIj3akH70/wBMRBp59UyBXetcQfveQ6E/TADn6DMymugIPwmZB8sDqrTBb3YUTYwIwGpTUD4iog3kc4vjxTAm2pZUPsatJJMQSfnhavqGTWmIqXUmQASJm/GI1UXepRRuJkxb54CW92hcpE2IJv8AIf3x0XEL5MVdWyBDBazFwBPwGJi3TC76hl7U3MfCIhSZPXGAE+8ZXdaI4PQzgdUVEYjdKgSAQI69cW+K8FU8dRye5yu7iDCm578YTGp0oIKvJ4lDfjnBHCuuwttBIAF724wF0II2lWEX7TjdKKXyRq6lRuzJWuBtAQ8zEYC2o0CwUCoQQD9yRB8+18FqVCSu9ZEXBt/vhWoHaooUbaYiALCf1wpQ3c82eUSoy9XnjaY74E2oU1gmhWAPQiOpviTBqilZggmAO/fnjCxIKspVvhgCevfGiFsidUFTeVy9UxYWmYIvgY1GVITJVCQJ+KwIjp5+WMM3um3LYWIMiD+PliLOUAZhAj7w4/d8aBZsi+bYlveZFwCPiHUGeecKvnocqmWI7mRY9B+WJOXqViVq7UtuJP0jCwqCpVcCHDSADxNxJ+mDpRqQfUWSrCZZoI+6xFiI64E+p14+LKLIaAGMDvyMMUGUs71WUswuzWPp/bCOZrA1WEqy05+IcRH9iMdIawzVzWYzKEjKqGAsm8GBcXtYz2wqc5XmfcoroAoBadt7R9JwwtWl7mEZQqkTtMT1+XM4CTljTAFVJZh95hAuOwxUAA2YqVHFCacfdgEzPJjpMk28sOaame9wwZMuxDkSKpUfTFfXfLfam91UR1N5iIPW3W+DaclKjQNNs4VhjBB+8IF/6fLGnghsd1n3Z0LN0pA+EQBaBNgPpjWvA8P4k1lT8LnK5ZjeSRuqQB2sAcX+tzS0bM05UqtIhSrEk8cmL8Y1/wAHEDX9TB2kNlqBBNyRLxx0viWvB3SjpvVNaJqVmR3301R2BEiJNremC51alUUFZCQSZAJB4kT54WylSm2aZCDJpozTwSCefkPwwfUau2pTemm5wxYsTYGDJjpiTo1gJTyeXU+9CsAAWANQx5iCYHTEmylFwFoM0T8TMxkCbgd+l8KVtQzopGm+VUh1hW3g2724t88TpV6yhQaAG2CRvgzHHpgaOb5D9DLZOnvQoxJAJ5jjkCYmcM0qOUpwhp/ADIuRhB8xmQwq+4AAaI3jiOtvlgtGtnGJU0VKqSJLjtyBjYpS5If+z5eDTp5eVMmRb/fjDNNMoKA/+nUHcYBmWtf5YraL5yixYUt61AAoLxBmTHTyw2tfNQfgpwRzJtcx07YjkmUxpaVBYRaSBT+UG/4jzwwmXCuHKiw2gmOP3fCaVc0xRhSpjdJBkxEdfz+eCpVzbXPuwRBBWb9+emIX1Io+lGiQ0oLxdgLjpg9KlRqTFBQJE/DM4r0r5xlAX3O6De8Rfi3ODUqmeC7WqIrKBHJB55wyodlnSWlPvgqkxa3pbywxTbj3iiLWA695xWJT1BlWMwgAIsFgx3+uHKRzSH+ZVQgXJC3HFufPEtR02R9RSuxpC3EAfO2JgKqgqekWF4/dsIj7QtM7s0HJMQEiDM8zgtJa4APvpuARAFuOcFBFnRUAjabgWnDNBmJ2uwj+vYYqf/rAQozABI4Cggj1wx7jMEScwSRB4Fv33xnnJi1FQWBgiDEc4IHKwvJJsJxWmk7EbqzAEgxgqZQsABm6zEfF94Ac4jpZizy20NBgkcSeMHVURhJN+gvf9MVSZYu4NTMVQREQwgj9cMNl0t/Oqk8khiDzg+gMsiyrILAC3Wxwy9WnThidwYSwHbFXSy9ILLO5FiZYnBxlqYWVZyT8QJYxHaO2Bg8FsroaUEgGBBOPK6oRJAEHnv5YSTKUQDd4MmCxtbtggylEndsLExALGALT1wVIG6WFNxuLciLmeMHSsqwWqIwmAZAxWjLZfpRMGzAkyR53wdcrlpDfZxbjCE7lktenG6wmAJI/XBGzFKmAGdQO4IthEZXKiQaCmwMc3/ZwRaeWd4NBSYBjaIAwhrY3TzFOoJ94oBHfnBlzFBRDVlE25wnToZQA/wAhYU8EAz6YNty24n3SkWgEcYqm+Q32rKqSy1lYA3g8YmM9l2KkVl7xInznAglK38lAeeBEYmVp7RNNAIJPT8sN7EumTn6AsKgPUkG3zwRc5lCsLWBsD3MYgwpolkUxeI474yhUQu0AGST1PFsZkmTqGWUXcc9jxjK6jl1lU3EjsDH1x5mUMIAJFyI8seDKQWMHyn88Zqs1Z59Qy9grGTawJg+dsY/ieVDmVqFgYMIceJVl27QkQQBHGJbnAEkEcGOfLG0aGXz9MgL7urHU7DBxAagHlfd1eDHwEYyGZSZggxtB6fP1wRTuAiCTYzjNm1sCM8FG37PVIi3wmQfTGft5MxlKhJHawvjO4gEU/iIMMeMRkiTuJJIxNFoE2cfdBylUx6Yl9sYrIy1WSLgASPLGQxZhJ4kzH5YiayFiOoHXqeuG0IBfPVfiT7NUAjrGItmMyqgUso14uWFrdBOCEsYLGSOAf1GIVDTLGF2ibEdMKcB8e4BszmTE5VmN77gDjBzWZj/+lMg2+IYJ7wWWNxHJviJqQSQJPSbRgbZkpkC+ZzqQUoqTEGGHrhc5zUDJNBAAf/EPnAw4W+E7RBIkDvhd6gL/AH7zB7HGq7jnYu+bzVg1BCsWluJ6YjUr5pkIWlTsTPxXxJ6sMQFNj8R5tgTNspFySSeB3xqbYH3ucVSFVBHn0+mIVDnQoCe6Ja0kmwxNpcFTa8/h+uBklRG4nbYnpHpgKBFs8qm1K08E/pheo2dO5XNIgkbSJB85wxuBlvMdemFqjbgwiCZuLR54DPAsRmlGzfTIHJvAuOTiFRs0QYakD6EgjBXZoC8EG1+fM4G1pIaRyR2xaaMKKM4ociogLGYiR9MRPvi495UQmDA228p/DBGaSSZBF78nvgVTaSGBItBB6Y1CR0BUObIINZSJ/wAq84XelniA/wBrQAmY23+WGncggIIi56jAnIDncDBUbV6edsAyidUZmN5zBKiQTFxf1wvUSs1vtBJmbqeI/XDp2kEt1MED9MK1DCgESbif1x0ThtC1SnWpsN2bMgEqYEj5Thd0rOWYVzwZAXy5vhisWqMCsc9J55wM7pG2QdogcD9xik4aCvuawhPtTBBMiBJ/YwGujMwVazzIBMWAj0w1XZFAMCADF7kze3aMLPWIUe7pyAL/AJQMXRTgs+UYuWOZrQpBtF/lGBV6f3iz1SQZAsOn7MYbZ2g1AIPafLiMKNUFYjaAI5vJ8r4bdCCNMqJetUMiFUkR+WAjI+8YMM1VgDcASCAYEG3zw4yiqoQsfhG3cLAmJ64XNUpKgbSLDiPLCK+RU5KnTq+8GYq1C4II3n4STB9RgFTKikFAqu4iI3Hv1PpbDbuKnAuBwLGbYA5VVDkm56m4HXCssVhiz0aS0HBUuQBBLEFRNowscmrlA7VIT4lBJiL9O/XBWO9yskoCCATB5/TGajVL0qcSWBM/5RHBvjMnkoK1aGShabAhwdwiSOxmen7vhVsvSRgYAUKVJkn9jn64azLPDghgqWkgQ3FwcRZSVRkXeNoYEcD9LHGkyRxjF2yWWYEmkW3m7XNuR88DqZbIVNtMUhG4mIvzeTgzVGem7JVUmlMAAC8/sYXpsAxStvLkBiwMX6i3OHZ0UhCpSRKNWsmWQGyqD0Hn3+eFszlMrWUxSQuWUuykDjjp2GGnomoxSm0XBCk2IiSCO8YDUYMSIIKxLAyGHWPPz88KFxiarQMstGwEAxAt1A9fywzpiIcuZorIbtHQeeAtUVqgSG2BjtJMEjqI6f2w3k3AR/c1m2FyRcdh5YojpT0E1gmroeZPvU/lUSpKgmbCDx8741nwctKl4jz+ZpbQr5KkQCwuPeMDI72H1xsWfarT0jOqqAN7ljJtcA/1ONX8L1RS8S5sEIAcjSMAE7j7wkEecn8cc74O6dVN8y6omedmdgTTALchhJMeRmfpidWugemzoYqsfVRBjFRq6Zp8jmP4WGFV6Yg7rgBrgHmYn6401sp4iDKHp52ZhZLc+V8eG+0PtTl7H1FwXpvl9D6Z9zPuD7f71+z5e59X33D0XxcnLf12jpIQvXRKcCQT8ZvzFh8sONl2rITSrIjQOZIBk45V9m8Q7yNmd3Ad2mPXGBR8Q7mphM8LwwBYdP0x4/8ASL1P+Qz3B/kW9i/7W9L+H+Y6qiO6n3meoJJuCokmIt3vg+UDkGkuaRqpWDIAMxExPb+mORLkdfcwMvnSQI/zGMT/AId4kNzl8/Fp+98uuD9IfUf+4ZK/It7Jf2t6X8P8x2dQqn3b5sAgkfFA+UevTBPdMXFJc8CQTuCgSRbpjij6X4jrsKlTK56o4ghm3EjsQScT/hXidKv2j7JnxVN9/wAQJBtzOB/eH1P+Qzp+pf2U/rb0v4f4naURPelKuoAEHaFkCeLEdB+mA57xJoOnCc1rWXQH/KGBPPYY41/AvEmYrh20/OtVe25gST6k4aTwJ4qqsFGlupJCkswEAkSTfiL4n+Wfeeu+n0PQf7Tfqr+7X2Wn6v2t9rcOlduMv97/ALjtFDVdFrZVM3T1ulsqDcpNRQYkAAdcPe9p06lLa5qJUMEiPhMSDPbHIl8BV85kNIy2c0WiubyWppUr1N4IrUNxJv0ERbm2OpF6Yq0KVAqqIw2KBZQBYeYjHs3pdX4afNZez4b9oen7b0veerw9ny6vTXJri3irsy5TNCQNwAsOOT54YViUCkwYgxhFSHdGcGB1ERx1/PDFKpP3GBtJv9MS1k/M5sP7x3cUyYRee5Pb88NJUCvY2MAbuecI04dyFcgEixMSRH64MVAIkkMGsJ57YNEaLBGVnC8yeh64MjuWjde/wg2Ij++EqbBlVogyFhe/f8ME94z1gqCQBukHnuI7YHhE7Y9TeQpEkHj+sYOrAxUQQBY3if2cKB0eCDAAkEzbuTiQY2prBXnznocTU9lRDy1AWNj5RfBlcgRzfrhRHlAokEc+eDU60gTJItEfjPpgJY8hLH4oEi/WTgwchQk8cd8JI5VJJJm3pg1OS6gHkSw6YG4A4tcggAXFz6YaV9plgSB2MYTUpyLmbk24nBFMk3iOZvE98Q8m0OI4cbwxF+/nhhKim3Q35xXqxLErYfnhkbJG1iIHPJwrBtjlJ0AMSSJnBEJ3yojoI5wpSe9lkExJwyjAAEmLXOGkwONwmxINue9sFUqCFiCOnI/vhZXBkEsSen79ceU7WCzYThotDm7afiHEzggcGBYmOfLsMLiqItYnknGUBNyQLTexwrYB4IMxxxfnHgYJBAgEEHnASwJIdyCAOOp7YmZYCDb6cXxVmyWqFbZd90EzbzwI1CTtHIN/PHiysCZnmxwBT/MBWJ6n0/3xtm6R0ENECCOetsYR9yxE3PPPliG6xBkEc9yfXCwqVqNVvj3ARAPfBTYHd9yYgDp52/rjBqMSLSOb2xDe5UAsGk3jpjBcibyQDHpjZpmvgn7wIZEDyHfGDVUqACQWuJ6XwIsu8oFJkAg+fXGFKGIv+fywNQAhO66m4GBkgkkdvS2MO5AIBAAAiOcDLkAmZItbpYYG4YmXfaaYiQJtyRgRuRtJiBx36jGCxYyDE2/DAatSVJmOI/qca0rBne29oDC8X6Yi7MhDkkibiemIIUUiTMcevfEcwwNMMCGJ46GJxrSUTLK5gteeQfqMADFHkAELMHAmdgsCA0x88RNT3ZZS0yTfpGHA3ARqsyygAOR5YCCshWLWBAgzbAzUnmetvLEGqALKkzwJ6YO5kiVT3YFpY8QemAsbieImBjBclRuO0mxJHTA6rMsqTMdR18sbI9KWTBaASrAkCCPywq5J+Ob3EdPTGS1T3hKgjp6eeBVGZTCsvHX+2K7GZhmDGwJJ+UDEdzAkEASIHn5/TA2BBBBJiJPN+TiLORPJnGrMsEarKH+EfM/0wGo/vY+G4aDjNaoi/EL3+E+fW2F6lU7SFe5jjqcKyZrsYqOS3MG83v8Au2Bs4RGC7pA2xyfxxiq6PAQGR14/fXAjW2XUEkSI7nsfLD8MCFVxwBJAEev9DbAdzAj3y7CfmO+CHaXMwGZSSegtfC7g7YDAkGTOFCDqgIQszIkEH1jAg6oSCxIAm9jMYKzSpLGABEg/lhUlSC5MBr3/AD88WnTYoOptflYYiRN4HT5YAWHuw5Ulh0BFz0OC16p3AgsSQJPAnpgTFWRkj7/njpDIw5ZT8QkzYiOY/TCPu5rFqe7YCCzTIPIsMObxsMkEgR5k4S961Wk5pttAsIEeo/vjaZtaCNVQEhlI7SOf2MLtUUA7kguPW3T8cFq1JpiVJeAIH44VeolIA1pUAgd+sc41N9AIRX2uZgCRcgntPfAnJLCmSS73JMcD8rYLVqKVKbAJELP4j8sLiglRfiYEyRboPXFrLpSZCtsTahaSTyOee2IVEpNTFKqTJlgQYJPoLnGKu+iu5+SAB1Hr+GBiozkLJtMjmLi/0xkZqi7ELTNNpBUzJ4ItPriFd3pIWLTTQkAhvIi/X54M+xKjF2UqBtM9LzzgJZVVxTClYu1iSOtj54drJKU2LJWpikYUDcButAJMX5+WImrUV093RYkAbj2ExInGdg2lRUD7gR0AInsOuM1KjUnVRSiRczbm8H5YRSFMwgoqpeSzNIUySxkmT++mIS1JadSirsphtqiZFyR5d5/LDWbqHeKaKICy1vn37HEEosUZjXNMk3NgYjkH0t64aHJMVdjSIqbt5ViCLAgwTf8ADHsvldwd2r06RZp2s1xYYG2XSiXZagffIBE3Njf6D64t9C+wtlH+2VdlQVSIjpA5viHyg8V5Ba4B/As1LAVhT3FrfEYM+pme+NW8K+8XX8ytashA09SAt4ipBgjr16dsbFq9elm8jVNOK22mxNyQwAIMfjjVvC9Vafil6TME36cWJUAz/MFp7xHbEyHXlOxveWBfOkOymn7oEggckmfKePriWeJFOh8KyHgA94Np9BhPKtOoM5aogdPuk2mRFu2Gc+hX3HvKoYLVAEzABm0dcZ4ZuPJrTCV3ZayVaVICLEAnmxJ+uBIMwPdrSohgWLMGY8/u/wBcGpOjzUkkzuDHjy/KMHAKkOpJuenWe3fzwVF9TfcE4zqsKvu1A6gHpeZiwwwUzTIrKywxBABNj59TzxifvPd7UJneCWIuZJ6/lhumlKihAMGwnmMFWwXJ+RajSzFN0LsgCggxN+0/TDD0s1UhKnuwGO4EMZFrCPTEqu4j4HAVVksSIBkWODZdSaAquFJQktH5/TA0u49fLyQp0qzKE94AgNjcHuMHoUs0KgKVUDt0uQRIm/oeMTSpTBAgkgWFjJ7YMQnw7hBFwF5mbXmcK+Ct7ZGnlc371y1VSQDuj8P98NZKjVpuK+ZcFx91Y4N5JOIoyGmVJ6RE3g+npgqstiGUBQbdY/XEsnpGllthImZJM9BHT6YMDcLSWdxuDYRhOkzMhVSIJ+ET5xfDFJ5dlL7YmSTaYjpiDYY9LCkhBEgCQL3xABzWaqSCdwILGYH7/LC5rim4hwSYtP5/XBjUpm71kWbEE4KS8D4qwQAhEW4HXt8sHpsBFQAAwTI/XFfRrUZ921SDAKtPPlhmhVomttNUEEFhJHODl8BCxV7BIEQCehOCId1jYn4QOowj79VYMHBBPQjBaeaoe8TfWQSeQ15sLY5Voz1RynWCGRJAse84YTeGAPBE8/XFXWzdIPK1wZO0yR29cMUNTytVfhrqYkEC5nyxWSSzsCAOLwOT2wxRdFBkkEfgP1xWJnqBBb3gIIAMSSPPE11KhSUS++TAG0yRPXEueRmC2BghgSQLnBBVRgbncb4r/t1HYGBJETZT+OJUM5T4hzK8bTOBTyS8lkrXgiekHDVKoV+Ei5FgOnpiuXNbQf5dU+iEkeuCpmiBC06pYC52EfOcbHkyLBXaAu6wMxg9NqZQSxNxitp5itUU1FoVWSbfByOsYOMxWB2jKVTMgNHSYwY7mRYKzqo3tBBPz/YwX3kDgEjFX9ozNmOVqnbccX7dcMU6+bqKWTKOCeNxAnvacNMWCMHN1gcY8Wphg4Mnp2GE0fOlJfKsh4I3C4mJxg1M9bblARPVxbCp3Bjm4yLieZm0YIHBNzBuOflOEUfUKpAbLJYRap++uDqM8Vh6FMX/APHx3PGKAYRrEbrSLHEaYN24k4XRNRapalRgiI3k/wBMTFPUy5BSiIPRjJxseRjSGt1vjMHoMCb4vu2B5nEDQ1Dk1KJKzYk/Q4iKOoFrPSEiQDOCwBlWKjm5EHtOMCoAQATPQG2A06GprINWhHeDz0OPDLZ0kGpm6RF7BD++cbq+RaCMwAAtJEWPXHpKqVXkQNwwrWyufgAZmkADK/Dcfjgxy2aIlM6oMXBp8n/fEdVwTOx73/u4FRufhN+cYNR7yBPSL/X8sK1snmC67s3Mnqg/XEnyOZA2/bWiRcIJ4/d++EQsFrA/Lp6YXqn4xLEgnr0PH0wRsjXuozz267QL2wCrkK53Bc6wJuBA74OpmlJD3ZV24AI+HtgTlo5ueeuPDIPPxZ+qxPIAAHHpfA20zcxH2yrBuTaI6WxqHSYqkgTyRacQcC433IAB5i18efTd6EtmawAHBIE/phYabSUgtmK+8naPjsB9OMUvgekm53mAxcAACbW74Xqv7pQXYGD0784MdORAT7yrsuPv8/2wq+n0hb3tQydxLP8Alh7lJQzUqK6lQNgF/wAMBaqDABJEmO098TfTssQAz1mggg7yOv8AfCr5HL03I3VDzPxm3bGTppSQqAoQTBAMdycAZtoCtBtYjkYkchll+AF2JAvvM+uAvk8uG3hWO4X3MeMUgaPCsrBlFmiOeMLtmLhVqqQACfwn1xNcjlUEimxNiSXPTpzxiFXIZNy26iAD1BM88842tDANWoryFhZiMDqVKMBQ4LAkQO+J18hlmQhKYQggxJ5HXnA1yeUH80UwCOfrzik33GUWD0zuBqKkggSR+F8RqVqMFfeIRBAIYYn9jyJGwUlJH1F/PA/smUJ/6CQOAbT9POcUgnYTfOUVYMaoBNgAeOn1xGrmcvSAuLgcm09cONksrIYZdBEEiLA4WqZbLAkvRplmMyVkCOOcC8ExirV0aSlWmUg8n5EYVrVqSRT96km4IMgYsfstAozMlMLN4UcnASuXuVpUmAHMAzb07Y6o3SV1StTpgB8woQADdNv3OBvXpKSRmEsZWDIP9cP+7oWC5dCCbStiIk2+uIPTyxpistJFglhAHMdcV1I0ZWjNp7wy6FQbCY+uINmqPxfzkYAkmBEYsKgowWKKRIkFQBNwIwGAR8KKD5Dg4U02MrK2tmcrT+P3oJAJKiZnrA/DAH1HLPIDEmfulTzPGLBykw1QBzYCAL/74HUcUtoqNTIY7geI4tON9AeNFdVz1DYRTJdiQCu0nbbCtbMe5hmpVdsmQFILXi0D54s6rrTrFlb4gQYkGOf6YTGaZq4VqdgSAS0j54y0RWmLZqutOmHWnVYgFQCpsIMn8cBy+YeHcqzAMIBXpHfviwzFdG+GQSTA+K8cDAndbLUr0yygCREcXJHyxrDqiuqbXrMTlqoBBJaLTPET2vOE6z1agJ+zVgsQgUAljF5/HFq2dy5gCrSgfdE3jmY4GE62cyVKn7wOCwJmD34joOcKdZLlAM2ay592chWJABBUrDGCQIm98LMuYdVRMu5cgRTZh8M944ucN1M7RqUtozChRBgG6HkefIwGnmstlQHGbRySXYtcERYGOOPri20KaXcUrPmDSFL7NLLYkMLjtOBucwaDUUyhKHbdngKe0i/A58sMVs7lhWCodo/6hK8RIABHzxJdSoiX95IYAElSR1+hxtGUfcr6yZqooNOjJtuO6ACBwLcfrhzS8k75dmahRclzJNSOgwvV1NPckUkcuSSNqkgDgkfMcfphnKZytVRqlKlXcM5MgDmB54I3svpQXMgUdPzDVEcuaDsCpAEwTYDgSee2NS8M5Zafi00jA36cRtPIPvFgAnjrjb9TbZplWmqQhoOstbaIMAD0xpuiBD4oy9Okk1f4c7OCtl+JIIPW2JTuWV01m85dMwNQBqKA9WmdsnpuuPLvh7MIajA06tqUHcf8x6R+WK+llKtNveJtc2QSxmTyR24jDDZ6spB92jJTY/5hJPWbd8Q1dDIgwyJdin2twLbgQJJjp+eJHJVFEtmqpAEipIBJ44wq+b1CtUg5VCsllqboO2eoA5i+CJqeZeP5FIIQYViTI6enfGSYdQ0uShQGr1ikmWUjn6YZGme7JP2+pAWQZBtwJMXwouZzxYTSSQCIBt5SBx1wQVs9ToljTo1JkQHMnsCOl+uNHTYY5S09VLgZus4NyWII7Am3qMTXIKiqi5mqBchQebfnhWlqObVlBpUzvAkAmAeIwd85mmrBkFIgQRckcdbeYxgDpkaTmGqVpABMVCDPke/FsM0MnQP3q1QggSdx4tb+2FRWz3vArmkQyzcGQbAR06YZ9/XbcoNO3wkKCYPTpjNwpYyMU8hQRt6lw8Gxcx5GMHyuSyTL95ixkN8R88KJVq2VqlP3gFlIN+8H8cTp1c4izUqU54BVbm95/fTHP+kVbsfp5TL0oJUuJIAViLYNTyuRbdto25IDH1t59MJUa2aRQx2lFFoWZNgecMU3zToQtRUmSspPraeI/HA0xHqORydZA75aGkxJNhN+MEXIZOWYUEhbgEkj6fPFfuzT7duZgbQI2WPUzgiNWNP3hzRIAgjaBJ4+eDINUtqWUyaoobL0yIBWBMf3wenlMulhRpxBsVBOKkUs4D8GbZLTO0QOtu9umCe8qoC1XM1AWAAYcnrPGM8hIXSUMuRHuUBvO4A9IwSnSywZiaKkSf8AKJjyOKhMvmWhqueqGwBAiRf84wYBwTTGarECRJIJJ8/piXwQSltNIqA9NFLGFkD99sNUqFFCHpoA6i9hBGKejRqBAWr1HgmATfB6dFlQOalSQYEuZiMRoIXlNaagkEbiCTYCRidFlWoJuOOYxTJTLVGqF6pIAncxiP30wRKFFHmXYEbQSxEHm4wQVgvqTqfgO0GxYDj54KjKKm8stuCTxijp5WiCCNxAMsdxkntzhinlqFVjFJhIMgk8Yl3sS13Ln3qqdvvFgmOev9MGbNUww/mISR0Ig/TFIuRy20VDRQieLyO5MnDKUKKrJpKAFA4wfBNLZc3SKgNWQGIgEQO2JjP5dYV8wkzYhoP98VlOlRWN1FIPUi3++Jmhky4b3KSDuHkb4YBZ/bcotME5pBJA5HrgqajkkAc5lIXmTcDFWy5eQfc05JB4AwUoG+6ikEi0CPnjQH5LN9RybjcuYSLGZxD+JZNnBXMKSDcCeIwpSWlB+FY4Ai3riQIUDcokEgQMOjd8jdPUslTYE1wJNrH6fjgw1bIpb3pJ5jafI9sIK6BkJ2krcdxghZQBBuTMczilky2Npq+SJ+AuSSf8ht64kNXyt/8AqE8SEPOFFcCb8AGPLHmZSGhpj8++KkQjaarRY/AlQmbypAjvgb6rRBDe4rWIsF88BQgD4jBEDEi42gAEEGx79pHfENAw/wDFFKsPstYEmOADiA1OnUWVy1ZW7kAfW+Ahhfda3S98R3xG0W6kdPrjTBqFOoVWdk+zOCLyYxh9RewGVqkcdLefOB1X/l7t1gRI6xjDFQNqtIPb0wRbGma2o1S6Bck5JFhuAny55vjB1PMsBORII/8AOBfEXckfDHqB0/3xBnZSQepExcxjGJ/bc2GBOWAIk/fxD+JZt3gZVQgAuXnGHqqvw7uQeehwFqhn4br17YIZuBDnsyZPuKc8CGP0iMCOoZ5TDZamQJtvv5Yw7H74EE4DUqASbnGwhWTJ1DPOzqKFIR90lzH7nAambzxVTtpi3c3+ccYwxBlm48/L++IPUUQBJ3CQTwMKpmefO54KN3udxFws2E4VOazQk/yhBvY4LvCElTJI63g3wBiCoLQTz9OIxUQEamZzryy1aYEQCQYAvP54AaubP/UNKSLwCbzzidRvvki5sPIYG1xCtHmeSPL6Y0RSRFqucg/z6e3hYUz6YC9TOldz1VlRA2rz5m+C75ZyQZA+XGAvUcmdwUG17zeQbYtfJLwCbMZ4Ahc1Tk3+4Ta/nzgVSpnqkTXUEXWEgecicZeoUgkSy/FAFycDesSiuLmbz2txjEwGwzzuX+1ypFwF4vEYHVOaswzB2DmFEkdjgr1wq3azC4GF3zG4NLAKYgdp/rioWnNgCmZYkfaCAeYAkjr/AL4G6VwSPtbgyf8AKIj1ww/BYmADINuYg+lsCeqLHYYi56TjM1osyZlWSmc9WMrfjpftgDUsx8TfaqxImbji3GG6zbriQokgn+gwJnLxTmQZBI5xSzk2xf3TVJnMsSbwTb6YVZKiFlStUIkxJi2GTtBNyAptHb1wKpLkb1+BABzO6OuKvYqixpVEIjMVjBuN9gP6c49VCH+WK1WDJIDnif0wWo1Jqc7SXJgA9RwZwNlC3WRA6m/fG0RsXag9QinuZ6fQFyNv9TfC6pTRjRDOgMGS5v2IPfnD1wYRQbGekdsJZj42O2AV5/pbviuLyEEq2WDEEbnYHksT6nmZxh8hTqjbVBJMWBMzzYeuGyVWAHJlQ27zsOMYqs25F3SWmYE2ntOKbaQ9KeRU5DLhXcrcAAySb/rhGrRolk20YUNLDqeBwThp61Rv5RdoLGWPaQQAehjAWR3pg0zsIYkFvWCMKIcTwBpikKAYUlkAgWuo7Tz1jADkssJanRpoUO4LYhjPODMPc7qg3XAAQctcf7Yi1MiicxS3Fj94NYLafpaMDyxwK1KOVQHalMlAZAAsfM9OIwP3CbCi0lCxcgAyPMnyHPfBqxlCxpgEja0WtYz+/PC1WsSp92LgBRt7TB+VxhWCXQW2tU2iiUQSDuAuV5EdrdPPHtrUlK7x/MuwiRMwDfAgaqVA6NIKkFV43cT+EYlvCNvdAJUqZnoZBHa5wslQhmVc01qbVPur3gGLiQOZ6YC71CgfdIKm7H7w6ScMO4NNzVcyVgkqLC/B6+uE3pq6mq7EbVELAgRFo6m2HiqU3ST1TRG/aQChZp5AnkRwYP54f0LSznMm1anmZHvCPiaDwPMYp5FxYKB90mSb3jtc+mHdOYUqVQLXFMGoTG4dgOx7YpOG6oOZty+nu5qhg6kjeCJkHp0MY0rQ61Sn4loDeGLae6IBYAShJHc35x9sah4P8JNpqhvC2kG7c5Gl2/8ATjVPDPgfwWuqZF18IaIGGTqiRp9KY/l/+XEcVUdlzwcHStVeSVVS4AEG4noMN0KZMyA28m5uA1rnH0vX8HeERujwro4+M/6Gl2/9OGcn4R8KfYX/AOWNJ5f/AEVPy/8ALjPYrl1HzBljU2iiiwVI3W4HEemCGmDvAA2gCx5ieo9Yx9MVvCPhT+ID/ljSfuH/AEVPsf8Ay4hX8I+FN3/4xpNyP9FT7/8ApwUls+baLjev2YAMQQSbgmLEThhaz0WUOFlliBYniw+s4+iR4R8Kfy/+WNJ5b/RU/wD+HD9bwj4UNSiT4Y0kxXH+ip//AMOMVxZ81+9FOrTBT4yBui4mbSe/XDRWULRBHb1sR8hj6DqeEvCvv1/5Z0rmp/oqf6YdTwp4Xlv+W9L+6P8AR0+3piXkXg+dKdNWpF6pMgQG7nE6T0aahuHMm3lx+/XH0a3hTwv9nqf8t6X0/wBHT7jyxAeFPC3vx/y1pX3f+zp+fliYCZ89ICVFRpm5I6gXAv0wZKj0TtEbIiDz1nH0OfC3hj7PT/5c0vkf6On5eWM1PCnhf35/5b0r74/0dPt6YTN5Pn1qm0K1MSSoBk2A9MS96SCQZCiWAuRxb8MfQK+FvDGw/wDLml/d/wCzp9j5YJQ8LeGNw/5c0v7g/wBHT8/LGaDqeDgKV02wVYSCfzwekEqbag+ED/KT6RjvFTwx4a99S/5e0z7o/wBJT7emJnwv4a30/wDl3TP+ov8ApKfY+WIaKfJ04arttKodoBuPPBEdmO5m3DqB3njHeG8M+G93/wCP6b/7Sn+mJp4Z8N+7b/l/Tf8A2lPy8sDRXHlThtOo2wEgSD8jz+uJo+yoHtbyt+5x3Oj4b8OxS/wDTuT/AKWn29MTPhvw7vb/AADTuf8Atafb0wNGvY4fSrS5EwCTE2+Qwzv2uoV5/PrGO0jw34d30/8AAdO/9qnl5YnT8O+H/fD/AALT/v8A/ap39MDWSOps4wKnIJPQm/IwxQItuEg9f647JW8O+H/dv/gWn8f9qnceWCZXw/oPuv8A7Jp//tk7+mObMndnHw4BkAAEzfvgtKoXQOXgG0Tx3x2Gl4f0H3q/4JkP+iP9Mnb0x6n4f0GF/wAEyHX/AEyefljdIN05GK6sSpECBB8sMK5gKWBHnfHWU0DQvcj/AAXIfcH+mT9MHTQdC2D/AAXIdP8ATJ39MboJOQ+8sAASYEDEg+wxAJ5txOOt0NC0OD/g2R6/6dOw8sGp6Foe4/4NkeP+3T9MZcSTkvwlWawmxB9MERhTnaJJuJ4HTHVV0PRPh/wfI8/9un6Ym+h6Lb/CMlyP9Onf0xkqa5OUmtvbZaIBJB5PWMT3xyIH7/HHUk0PRN1P/B8j0/06fpgh0TRZH+EZLp/p07emBInqZytSx4VTHUwO2CBoUHki3zx1JNE0XYf8IyXP/bp29MMromiwf8IyX3v+3TsPLFQUzkbMVIFxJvHTEmrBSDIibnrfHVm0TRdx/wAIyXA/06dz5YyNE0WT/hGS+6f9On6YtcTdTcOUq4cgER6Yy1QAmOdvznHT10XRveH/AAnJf/sJ5+WJLoujSf8ACcl/+wnf0wPjA6mzlqsD6GevXEFaAVPcR5CMdaGiaLvX/CMl/wC3T9MQfRNF3r/hGS5P+nTufLA+MBOnKt4baRFrAHv/AFwMlAFYAgE3/LjHWm0TRfdD/CMl1/06fpiLaJosf/aMlwP9On6YlKi2cn3fzAoJgicRqVhAEQFILAcY6xR0TRfeH/CMl1/06fpiC6Hou1v8HyXA/wBOnceWN0Q1OS7t5DGASYbzOMQA+0sAb/PrjrlTQ9F3/wD2fJc/9unb0wu+h6L7xD/CMl97/t0/TG5LBkzlL1AjAAS0EDtzgbtTgllAkyJOOvvoeie7/wDs+R5/7dO/pjFXQdD2H/Bsjwf9Onb0xM0Wuxxuo1htPnHTAqkmGNj38v0x2NdB0KB/guQ/9sn6YGdB0OG/wbI/c/7dP0xoDZxeu6iNpkEme2BszABoJBP4Wx2qvoGg7/8A7JkOn+mT9MBGgaF7kf4LkOT/AKZO3piukEzizOjwdsGIgcesYEzgNJPHWP33x2weH9B95/8AZMh93/tk/TEF8PaBuH+B6f8A+2T9MUuJdhw9qrTJMFTeOot+uI1HBO2Yi4IsMdwqeHtA3n/A9P8A/bJ29MQqeHtA/wD9Hp//ALZPLyxnxzSWcN94feAqtv8AMO+Fh8BeQNpF7WnHdafh3w/tH+Baf93/ALVO/pibeHPD3uB/gWnfcP8ApU/TFJCnDgTOGM95EDrgZuJgMDYfvvGO6p4b8O7qf+A6d95v9Knb0wQ+G/Ds/wD2HTuD/pU8/LFNGpwJ2Ak9QZjv1wA1+FXmDz3iLY77X8N+Hfcn/ANN++P9LT8/LEU8M+G7/wDL+m/dH+kp/phXEW4fPlRmKgKxERx+PpgcqgJkjdYKDyb3x9Df8M+HN/8A+P6b0/0lP9MJ5jwx4a3H/l7TOn+kp+XljQydPn8u7bhBAsu4+kfpj1RhSAVRuUgx6dcfRlTwz4b+zN/y/pv3h/pKf6YUoeGPDXu//wAe0zg/6Sn+mNGiHyZ87GolMkseJmeQO+BhlZYR5htxB6jz74+jz4W8MQf+XNL4/wCzp/phGl4V8L+9P/Lel/8As6fceWLhzfJnzvXzTUgAvEkD9YwL7UNwBSRbcR/ltEefH44+ksz4U8LFxPhrSjY/6On39MJt4U8Lfy/+WtK4P+jp9z5YePFFdT2fOlRldCUaGs3YeQH4YXevVaTYODBBHF8fSWX8J+FvfJ/y1pX3T/o6fYeWIN4T8Le/b/lrSvvH/R0+/pjpB58mkfNFV6tVCrN8Z+IkCLc28+mF632kmr7ttoMBSIEiLxj6hXwl4Vkf8s6V/m/0VPsfLCx8I+FPej/ljSfu/wDZU+w/8uBIi5PmNqdRnA99MRO43FuRiFSrWooNjg8SWNje5+gx9RL4R8Ke8c/8MaT/AJf9FT7f+nFfmvCHhM5SnPhfSf8Apj/RUu5/8uGHU+ZWSrSWoorn45MsJE9SD2nEWSnUywqIVD02iRYckceonH1BU8IeE9rf8r6T9xP9FS8v/LhSn4P8I7V/5W0j75/0NLz/APLiSGsny61WjSYkHfAIKgGZmSQf3zjLsGijUBLGdpawmAQPoecfTb+DvCMf/i2j8f8AY0v/AOHDWZ8HeETE+FtHP88f6Gl2/wDTi1kiw+T2rV0J98fdOCBFiSJifxjEHaoam6nTJQXAPAEwI68ycfVg8G+EClWfCuj8/wDY0u//AKcApeDfCHuH/wCVNH4/7Gl2H/lwzAcXWfK+aqURTRCpUyQSbQDNvPicDylXU6SMKOcWipadseQE/hj6xbwX4OIoz4T0Y/F1yFLt/wCnDej+DfCH2Gn/AMq6P/7Gl2/9OBk+uqf/2Q==" width="250px" alt="how to calculate lifo"/></p>
<p><p>She enjoys writing about a variety of health and personal finance topics. When she&#8217;s away from her laptop, she can be found working out, trying new restaurants, and spending time with her family. In times of deflation, the complete opposite of the above is true. Boost your confidence and master accounting skills effortlessly with CFI’s expert-led courses! Choose CFI for unparalleled industry expertise and hands-on learning that  prepares you for real-world success.</p>
</p>
<p><p>A POS system for selling online like Shopify will typically track inventory for you. If you’re wanting to handle it all yourself, there are free templates available online. Once you’re needing a dedicated inventory system, Zoho Inventory is free to start. At the craft fair, Sylvia’s Platters is a big hit and she sells 20 of the 30 platters she brought. Before she calls the craft show a big success, Sylvia wants to calculate her net income from the event. Sylvia uses the LIFO method to figure out her Cost of Goods Sold.</p>
</p>
<p><p>Finally, 500 of Batch <a href="https://accounting-services.net/bookkeeping-mesa/">bookkeeping services mesa az</a> 3 items are counted  at $4.53 each, total $2,265. Then, 1,500 of Batch 2 items are counted at $4.67 each, total $7,000. All 2,000 of Batch 1 items are counted at $4.00 each, total $8,000. This&nbsp;calculation&nbsp;is hypothetical and inexact, because it may not be possible to determine which items from which batch were sold in which order.</p>
</p>
<p><p>Under LIFO, each item you sell will increase your Cost of Goods Sold (COGS) by the value of the most recent inventory you purchased. The value of your ending inventory is then calculated based on your oldest inventory. Get ShipBob WMS to reduce mis-picks, save time, and improve productivity. Here are answers to the most common questions about the LIFO inventory method. Though both are legal to use in the United States, LIFO is considered to be more complex and is less favored. Ideally, LIFO is used when a business’s COGS tend to be higher and profits are lower.</p>
</p>
<p><p>Therefore, we can see that the financial statements for COGS and inventory depend on the inventory valuation method used. As discussed below, it creates several implications on a company’s financial statements. LIFO stands for last-in, first-out, and it&#8217;s an accounting method for measuring the COGS (costs of goods sold) based on inventory prices.</p>
</p>
<p><p>The particularity of the LIFO method is that it takes into account the price of the last acquired items whenever you sell stock. Using FIFO does not necessarily mean that all the oldest inventory has been sold first—rather, it’s used as an assumption for calculation purposes. Learn more about what FIFO is and how it’s used to decide which inventory valuation methods are the right fit for your business.</p></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/lifo-calculator-for-inventory/">LIFO Calculator for Inventory</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<title>Intro to Revenue Recognition: GAAP Principles</title>
		<link>https://milesnsmiles.net/intro-to-revenue-recognition-gaap-principles/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 30 Oct 2020 02:17:35 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[<p>The company must satisfy each performance obligation by providing the goods or services to the customer. The company can recognize revenue when it’s completed the performance obligations, and control of the goods or services has been transferred to the customer. In other words, the revenue recognition principle is a crucial concept in accounting that guides &#8230; <a href="https://milesnsmiles.net/intro-to-revenue-recognition-gaap-principles/" class="more-link">Continue reading <span class="screen-reader-text">Intro to Revenue Recognition: GAAP Principles</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/intro-to-revenue-recognition-gaap-principles/">Intro to Revenue Recognition: GAAP Principles</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/0000_Blog_Featured_B-1424974607343-min-300x200.jpg" width="254px" alt="according to the revenue recognition principle"/></p>
<p>The company must satisfy each performance obligation by providing the goods or services to the customer. The company can recognize revenue when it’s completed the performance obligations, and control of the goods or services has been transferred to the customer. In other words, the revenue recognition principle is a crucial concept in accounting that guides the recognition and reporting of revenue in a company’s financial statements.</p>
<h2>Point of sale method to recognize revenue</h2>
<p>Then, in Year 2, the inventory will show a decrease while the accounts receivable shows an increase from the sale. Finally, in Year 3, when the customer settles their bill, accounts receivable will show a decrease, while cash will see an increase. Since this party cannot be matched to any individual sale, it can be recognized under the immediate allocation method as an expense in the period it was paid.</p>
<ul>
<li>Assume the landscaping workload is distributed evenly throughout the six months.</li>
<li>Here, we do take into consideration variables such as discounts, refunds and rebates, if any.</li>
<li>For example, assume that a company paid $6,000 in annual real estate taxes.</li>
<li>When this matching is not possible, then the expenses will be treated as period costs.</li>
<li>The revenue recognition principle dictates the process and timing by which revenue is recorded and recognized as an item in a company’s financial statements.</li>
<li>One of the most common mistakes made by people unfamiliar with the accrual basis of accounting is conflating revenue earned and recognized with cash payments collected.</li>
<li>The matching concept or revenue recognition concept is not used in the cash accounting method.</li>
</ul>
<h2>Conditions for Revenue Recognition</h2>
<ul>
<li>From the following transactions, prepare journal entries for Jamal’s Music Supply.</li>
<li>Although you have a payment on the books, you shouldn’t recognize any revenue for the job yet because your obligations have not been fulfilled.</li>
<li>Revenue is recognized when the building is completed and transferred to the customer.</li>
<li>This step involves all parties involved agreeing to the terms of the contract, where contracts can be in written or non-written format, such as verbal commitments.</li>
<li>In other words, the standardized ASC 606 revenue recognition steps produce reports that make it easier for investors, analysts, and regulators to see what’s really going on at a company.</li>
<li>These methods can significantly impact financial reporting and when income is recognized on a company’s financial statements.</li>
</ul>
<p>And, thankfully, they do—because these guidelines give busy accounting teams the tools they need to correctly recognize revenue so their companies’ financial reports remain accurate and consistent. Deferred revenue represents unearned revenue that a company has received but not yet recorded on its income statement. Income revenue commonly referred as revenue recognition, states that revenue should be recognized only when it is earned irrespective of whether cash transaction has occurred.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/pic1_1.png" width="254px" alt="according to the revenue recognition principle"/></p>
<h2>What are some of the biggest compliance challenges of implementing ASC 606?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/01/d976ed0761-300x136.jpg" width="259px" alt="according to the revenue recognition principle"/></p>
<p>At the beginning as the organization has not received any payment they will have accounts receivables of $10,000. As the installment is received each month, the accounts receivables will be debited with the installment amount of $2000 and the revenue will be recognized. The revenue recognition principle under ASC 606 states that <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> revenue can only be recognized when the promised goods or services are delivered to the customer. A core part of accrual accounting, the revenue recognition principle is integral to the GAAP principle. Apart from GAAP, the revenue recognition principle is also integral to International Financial Reporting Standards (IFRS).</p>
<ul>
<li>Regulators know how tempting it is for companies to push the limits on what qualifies as revenue, especially when not all revenue is collected when the work is complete.</li>
<li>Shaun Conrad is a Certified Public Accountant and CPA exam expert with a passion for teaching.</li>
<li>Not to mention how error-prone it is, given all the spreadsheets involved.</li>
<li>Under the cash basis of accounting, you should record revenue when a cash payment has been received.</li>
<li>For example, a company that sells products on an installment plan would use the installment method to recognize revenue.</li>
<li>Goods and services that are not distinct can be combined with other goods and services until they are distinct, post which we can recognize them as a performance obligation in the contract.</li>
</ul>
<h2>Identification of the contract with the customer</h2>
<p>Some of the more challenging and judgmental aspects of applying the revenue standard are highlighted below. High-level summaries of emerging issues and trends related to the accounting and financial reporting topics addressed in our Roadmap series, bringing the latest developments into focus. IAS 18 states that ‘Revenue shall be measured at the fair value of the consideration received or receivable’ (12).</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/05/f6416d96-b340-48a4-adc8-83c845c2cf0b-300x200.jpg" width="253px" alt="according to the revenue recognition principle"/></p>
<h2>A Small Business Guide to the Revenue Recognition Principle</h2>
<p>Revenue recognition at the time of sale is a primary component of accrual accounting. Under accrual accounting, any event that generates a sale constitutes the requirement for recognition of revenue on that date. Revenue recognition events can take a multitude of forms as businesses provide a variety of services and goods to their customers. Revenue recognition events <a href="https://www.bookstime.com/articles/revenue-recognition-principle">according to the revenue recognition principle</a> can include purchase orders or billable hours. Since this is such an important account for your growing business and the client has been established for decades, you extend them net-60 payment terms. As soon as the installation of the program is complete, you have satisfied all of the criteria for revenue recognition under the accrual basis of accounting.</p>
<h2>Allocate the transaction price to the performance obligations</h2>
<div style='text-align:center'><iframe width='560' height='315' src='https://www.youtube.com/embed/BJeuCo7uVPQ' frameborder='0' alt='according to the revenue recognition principle' allowfullscreen></iframe></div>
<p>Using BWW as the example, let’s say one of its customers purchased a canoe for $300, using his or her Visa credit card. To recognize revenue under IFRS, conditions under three categories i) performance ii) collectability iii) measurability must be fulfilled. In other words, the revenue is recognized in the same accounting period in which the expense is recorded. The revenue recognition principle is a crucial accounting concept that guides how revenue should be recognized and recorded in a company’s financial statements. By understanding the revenue recognition principle and its criteria, methods, and challenges, companies can ensure they get accurate financial information,  ultimately impacting their profitability and financial health. The backgroundAs already stated, revenue is a crucial number to users of financial statements in assessing an entity’s financial performance and position.</p>
<ul>
<li>If it’s not probable that the company will collect the consideration, revenue can’t be recognized.</li>
<li>In the United States, Deloitte refers to one or more of the US member firms of DTTL, their related entities that operate using the &#8220;Deloitte&#8221; name in the United States and their respective affiliates.</li>
<li>This highlights how revenue from contracts with customers is treated, providing a uniform framework for recognizing revenue from this source.</li>
<li>It is expected that these items will last five years and have no residual value for resale.</li>
<li>When ASC 606 was issued in 2014, it significantly transformed revenue recognition practices in the US by introducing a unified and principles-based framework that aligns GAAP with international accounting standards.</li>
<li>For most CFOs and accountants, Generally Accepted Accounting Principles (GAAP) are like the holy grail of accounting—mastered and internalized over years of heavy usage and application.</li>
</ul>
<h2>Get out of spreadsheets and workarounds. Get back to accounting.</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/4d7NX1g-300x182.png" width="252px" alt="according to the revenue recognition principle"/></p>
<p>Focusing on today, the revenue recognition principle is a concept you need to know about at all costs. It is the mere foundation that shows investors, stakeholders, and the market at large all about how a company is doing financially and operation-wise. As you can see from the question itself, this term is highly vital and means a lot to numerous people. This is where you record the revenue once the product or service has reached the respective customer, despite whether the form of payment was credit or cash. When we say the revenue has been “realized”, it simply means that the customer has successfully received the service or product but won’t pay until later.</p>
<p>In this case, the revenue is recognized once the entire  contract, along with the performance obligations, are fully satisfied. The Financial Accounting Standards Board (FASB) and the International Accounting Standards Board (IASB), on the 28th of May, 2014, introduced the ASC 606 revenue recognition. In layman’s terms, this new standard depicts how a company should manage its revenue from customer contracts, clearly showing a consistent and transparent method for recognizing revenue alike. Also under the accrual basis of accounting, if an entity receives payment in advance from a customer, then the entity records this payment as a liability, not as revenue.</p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/intro-to-revenue-recognition-gaap-principles/">Intro to Revenue Recognition: GAAP Principles</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<title>Matching and Revenue Recognition Principles</title>
		<link>https://milesnsmiles.net/matching-and-revenue-recognition-principles/</link>
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		<dc:creator><![CDATA[wadminw]]></dc:creator>
		<pubDate>Thu, 29 Oct 2020 23:53:34 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://milesnsmiles.net/?p=55752</guid>

					<description><![CDATA[<p>In accounting, revenue recognition is one of the areas that is most susceptible to manipulation and bias. In fact, it is estimated that a significant portion of all accounting fraud stems from revenue recognition issues, given the amount of judgment involved. Understanding the revenue recognition principle is important in analyzing financial statements. There’s no doubt &#8230; <a href="https://milesnsmiles.net/matching-and-revenue-recognition-principles/" class="more-link">Continue reading <span class="screen-reader-text">Matching and Revenue Recognition Principles</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/matching-and-revenue-recognition-principles/">Matching and Revenue Recognition Principles</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/e8160174-5bc1-4ec8-b62e-98dc4fff8a87.jpg" width="255px" alt="according to the revenue recognition principle"/></p>
<p>In accounting, revenue recognition is one of the areas that is most susceptible to manipulation and bias. In fact, it is estimated that a significant portion of all accounting fraud stems from revenue recognition issues, given the amount of judgment involved. Understanding the revenue recognition principle is important in analyzing financial statements. There’s no doubt that one rule impacts different industries in different ways. This type of industry may have not seen any major trouble on its way when it started to adopt the new standard. That is because their way of business is simply selling products and then recognizing the revenue post the delivery of the item, despite  the method of payment.</p>
<div style='text-align:center'><iframe width='561' height='312' src='https://www.youtube.com/embed/uZ6Le4Kgh74' frameborder='0' alt='according to the revenue recognition principle' allowfullscreen></iframe></div>
<h2>From the course: Accounting Foundations: Understanding the GAAP (Generally Accepted Accounting Principles)</h2>
<p>The third criterion for revenue recognition is the determination of the transaction price. The transaction price is the amount of consideration  that a company expects to receive in exchange for providing the goods or services. <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> The company must determine the transaction price and allocate it to each performance obligation in the contract. The second criterion for revenue recognition is the identification of the performance obligations.</p>
<h2>Definition of revenue recognition principle in accounting</h2>
<ul>
<li>It is important to note time of sale recognition is not commonly applicable in today’s world of accounting in accordance with US GAAP.</li>
<li>Upgrading to a paid membership gives you access to our extensive collection of plug-and-play Templates designed to power your performance—as well as CFI&#8217;s full course catalog and accredited Certification Programs.</li>
<li>ASC 606, also known as the revenue recognition model, is an accounting standard created jointly by the Financial Accounting Standards Board (FASB) and the International Accounting Standards Board (IASB).</li>
<li>However, accounting for revenue can get complicated when a company takes a long time to produce a product.</li>
</ul>
<p>Companies may need to provide an estimation of projected gift card revenue and usage during a period based on past experience or industry standards. If the company determines that a portion of all of the issued gift cards will never be used, they may write this off to income. In some states, if a gift card remains unused, in part or in full, the unused portion of the card is transferred to the state government. It is considered unclaimed property for the customer, meaning that the company cannot keep these funds as revenue because, in this case, they have reverted to the state government. A customer purchases a shirt on June 15th and pays for it on a credit card.</p>
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" width="253px" alt="according to the revenue recognition principle"/></p>
<h2>Why was the ASC 606 revenue recognition model created?</h2>
<p>Generally undertaken for long-term projects, in this method, the revenue is recognized in proportion to the work completed as the project progresses. In this method, we recognize revenue only when all the obligations laid down in the contract are completed. Here, both revenue and expense <a href="https://www.bookstime.com/articles/revenue-recognition-principle">according to the revenue recognition principle</a> are determined after the fulfillment of the contract, as gauging the revenue as the work progresses is often difficult to estimate. This is generally conducive for short-term contracts and cannot be utilized if companies are providing extended warranties and return periods.</p>
<p>Having a system that can automatically segment your customers and report your revenue over specified periods makes these concepts a breeze to follow. First, the two transactions occurred over three years in reality, but both are used in the same middle year for the income statement (and therefore taxes). In the first case, you have more cash on hand than your company has actually earned. In the second case, you have less cash on hand than you have earned, and you might not even receive all the money you have earned. Your company offers a discount to clients that pay their bill annually instead of monthly. In fixed-price contracts, the contractor/builder agrees to a price before construction actually begins.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/f325d7b6-3524-4082-a3ef-4da16f89356f-300x200.jpg" width="256px" alt="according to the revenue recognition principle"/></p>
<h2>ACCOUNTING, AUDIT &amp; ASSURANCE BLOG</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/principles-of-accountancy-or-business-accounting-31-638.jpg" width="255px" alt="according to the revenue recognition principle"/></p>
<h2>Revenue Recognition Principle for the Provision of Services</h2>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/matching-and-revenue-recognition-principles/">Matching and Revenue Recognition Principles</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<pubDate>Thu, 22 Oct 2020 14:29:42 +0000</pubDate>
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					<description><![CDATA[<p>Even if you’re a small business, and even if you use cash accounting, it can be beneficial to use the accounting cycle. While much of this detail is completely automated if you’re using accounting software, you now understand the accounting cycle from beginning to end. Once this initial review http://www.maafa.org/african-american-wigs.php has been completed, and your &#8230; <a href="https://milesnsmiles.net/46510-2/" class="more-link">Continue reading <span class="screen-reader-text"></span> <span class="meta-nav">&#8594;</span></a></p>
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" width="251px" alt="accounting cycle 6 steps"/></p>
<p><p>Even if you’re a small business, and even if you use cash accounting, it can be beneficial to use the accounting cycle. While much of this detail is completely automated if you’re using accounting software, you now understand the accounting cycle from beginning to end. Once this initial review <a href="http://www.maafa.org/african-american-wigs.php">http://www.maafa.org/african-american-wigs.php</a> has been completed, and your transactions have been coded properly, you can move on to the next step in the accounting cycle. Moreover, if you have inaccurate information, you might inadvertently mislead your lenders, creditors and investors, which can have serious legal consequences.</p>
</p>
<p><h2>Prepare Journal Entries</h2>
</p>
<ul>
<li>Company X received $500 for its software products on March 15, 2022, and recorded the entry for that particular period.</li>
<li>After the company makes all adjusting entries, it then generates its financial statements in the seventh step.</li>
<li>A trial balance is an accounting document that shows the closing balances of all general ledger accounts.</li>
<li>These journal entries are known as adjusting entries, which ensure that the entity has recognized its revenues and expenses in accordance with the accrual concept of accounting.</li>
<li>Closing entries offset all of the balances in your revenue and expense accounts.</li>
</ul>
<p><p>The internal stakeholders use the accounting details to evaluate the  company&#8217;s performance and decide to invest in the recruitment process and technological advancements. On the other hand, the external stakeholders utilize the information to assess the business&#8217;s current financial status and decide whether to invest in it or be involved in any further projects with it. The general ledger (GL) is a master record of all transactions categorized into specific categories such as cost of goods sold (COGS), accounts payable, accounts receivable, cash, and more.</p>
</p>
<p><h2>Step 6: Closing the Books</h2>
</p>
<p><p>At the end of the accounting period, you’ll prepare an unadjusted trial balance. Journal entries are usually posted to the ledger as soon as business transactions occur to ensure that the company’s books are always up to date. The fundamental <a href="http://www.jeo.ru/servernaya-operatsionnaya-sistema-windows-server-2012-essentials.html">http://www.jeo.ru/servernaya-operatsionnaya-sistema-windows-server-2012-essentials.html</a> concepts above will enable you to construct an income statement, balance sheet, and cash flow statement, which are the most important steps in the accounting cycle. During the accounting cycle, many transactions occur and are recorded.</p>
</p>
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" width="253px" alt="accounting cycle 6 steps"/></p>
<p><h2>Prepare an Unadjusted Trial Balance</h2>
</p>
<p><p>Without them, you wouldn’t be able to do things like plan expenses, secure loans, or sell your business. This process is known as the accounting cycle, and it involves several crucial steps, each playing a critical role in providing stakeholders with the information needed to make informed decisions. Adjusting entries are made for accrual of income, accrual of expenses, deferrals (income method or liability method), prepayments (asset method or expense method), depreciation, and allowances. If you have a staff, give them the tools they need to succeed in implementing the accounting cycle. This could mean providing quarterly training on best practices, meeting with your staff each cycle to find their pain points, or equipping them with the proper accounting tools. The second step is to journalize the transactions you identified in step one.</p>
</p>
<p><p>There are a few distinctions between adjusting entries and correcting entries that you should be aware of. The purchase of goods for $15,000 in cash, on the other hand, qualifies as a transaction because it affected the company’s finances. Depending on where <a href="http://warfare.ru/blogs/tujizona/skachat-besplatno-klyuchi-eset-5-dmarket.html">http://warfare.ru/blogs/tujizona/skachat-besplatno-klyuchi-eset-5-dmarket.html</a> you look, you can find the accounting cycle described in 4 steps, 5 steps, even 10 steps. Throughout this section, we’ll be looking at the business events and transactions that happen to Paul’s Guitar Shop, Inc. over the course of its first year in business.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="accounting cycle 6 steps"/></p>
<p><p>The second step in the cycle is the creation of journal entries for each transaction. Point of sale technology can help to combine steps one and two, but companies must also track their expenses. The choice between accrual and cash accounting will dictate when transactions are officially recorded. Keep in mind that accrual accounting requires the matching of revenues with expenses so both must be booked at the time of sale. The accounting cycle is a comprehensive accounting process that begins and ends in an accounting period. It  involves eight steps that ensure the proper recording and reporting of financial transactions.</p>
</p>
<p><div style='text-align:center'><iframe width='560' height='310' src='https://www.youtube.com/embed/doJV9pj7Qok' frameborder='0' alt='accounting cycle 6 steps' allowfullscreen></iframe></div>
</p>
<p><h2>Step 1: Transactions</h2>
</p>
<p><p>If the debits and credits don’t match, you’ll need to make the necessary adjusting entries to prepare the adjusted trial balance. The accounting cycle is a step-by-step process to record business activities and events to keep financial records up to date. The process occurs over one accounting period and will begin the cycle again in the following period. A period is one operating cycle of a business, which could be a month, quarter, or year. Cash accounting requires transactions to be recorded when cash is either received or paid. Double-entry bookkeeping calls for recording two entries with each transaction in order to manage a thoroughly developed balance sheet along with an income statement and cash flow statement.</p>
</p>
<p><p>Most companies today use accounting software for improved accuracy and faster accounting. While you’ll need to invest some money upfront in purchasing and implementing accounting software, the long-term benefits significantly outweigh the costs. Even as a small business, investing in accounting software makes sense because it automates almost all steps in the accounting cycle. For example, when the bookkeeper notices that the cash account was debited by $100 instead of $1,000, the bookkeeper must pass an adjusting entry for $900 to correct the balance in the cash account.</p></p>
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		<title>Accounting Profit Calculator</title>
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		<pubDate>Thu, 22 Oct 2020 09:46:57 +0000</pubDate>
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					<description><![CDATA[<p>The balance sheet is essential for investors, creditors, and other stakeholders to understand a company’s financial position. They prove that the financial statements balance and the double-entry accounting system works. The company’s assets are equal to the sum of its liabilities and equity. The income and retained earnings of the accounting equation is also an &#8230; <a href="https://milesnsmiles.net/accounting-profit-calculator/" class="more-link">Continue reading <span class="screen-reader-text">Accounting Profit Calculator</span> <span class="meta-nav">&#8594;</span></a></p>
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]]></description>
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" width="251px" alt="accounting equation calculator"/></p>
<p><p>The balance sheet is essential for investors, creditors, and other stakeholders to understand a company’s financial position. They prove that the financial statements balance and the double-entry accounting system works. The company’s assets are equal to the sum of its liabilities and equity. The income and retained earnings of the accounting equation is also an essential component in computing, understanding, and analyzing a firm&#8217;s income statement. This statement reflects profits and losses that are themselves determined by the calculations that make up the basic accounting equation. In other words, this equation allows businesses to determine revenue as well as prepare a statement of retained earnings.</p>
</p>
<p><h2>Expanded Accounting Equation Formula</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="accounting equation calculator"/></p>
<p><p>Individual transactions which result in income and expenses being recorded will ultimately result in a profit or loss for the period. The term capital includes the capital introduced by the business owner plus or minus any profits or losses made by the business. Profits retained in the business will increase capital and losses will decrease capital.</p>
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<p><h2>Oversimplification of Complex Transactions</h2>
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<p><p>As you can see, no matter what the transaction is, the accounting equation will always balance because each transaction has a dual aspect. The accounting equation forms <a href="http://sp-rings.ru/faq/quest9.html">http://sp-rings.ru/faq/quest9.html</a> the basic premise of all financial reporting in an organization. It implies that a company’s assets must be paid for either by borrowing or from its own funds.</p>
</p>
<p><h2>Accounting profit calculator &#8211; Accounting profit formula</h2>
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<p><div style='text-align:center'><iframe width='564' height='312' src='https://www.youtube.com/embed/nN33oFU90kY' frameborder='0' alt='accounting equation calculator' allowfullscreen></iframe></div>
</p>
<p><p>We also show how the same transaction affects specific accounts by providing the journal entry that is used to record the transaction in the company’s general ledger. A debit refers to an increase in an asset or a decrease in a liability or shareholders’ equity. A credit in contrast refers to <a href="http://www.autosetup.ru/html/set_office-2013.html">http://www.autosetup.ru/html/set_office-2013.html</a> a decrease in an asset or an increase in a liability or shareholders’ equity. Accounting software is a double-entry accounting system automatically generating the trial balance. The  trial balance includes columns with total debit and total credit transactions at the bottom of the report.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="accounting equation calculator"/></p>
<p><h2>Components of the Accounting Equation</h2>
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<p><p>Assets typically hold positive economic value and can be liquified (turned into cash) in the future. Some assets are less liquid than others, making them harder to convert to cash. For instance, inventory is very liquid — the company can quickly sell it for money. Real estate, though, is less liquid — selling land or buildings <a href="http://isha.at/index.php?option=com_content&amp;view=article&amp;id=720">http://isha.at/index.php?option=com_content&amp;view=article&amp;id=720</a> for cash is time-consuming and can be difficult, depending on the market. If an accounting equation does not balance, it means that the accounting transactions are not properly recorded. To calculate the accounting equation, we first need to work out the amounts of each asset, liability, and equity in Laura’s business.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="accounting equation calculator"/></p>
<p><h2>How Does the Accounting Equation Differ from the Working Capital Formula?</h2>
</p>
<ul>
<li>Today’s accounting software applications have the accounting equation built into the application, rejecting any entries that do not balance.</li>
<li>For example, if a company becomes bankrupt, its assets are sold and these funds are used to settle its debts first.</li>
<li>Below is a portion of Exxon Mobil Corporation&#8217;s (XOM) balance sheet as of September 30, 2018.</li>
<li>They represent the debt and obligations a company owes to external parties.</li>
<li>You can also access our Finance Guides and Calculators from the quick links below.</li>
</ul>
<p><p>Understanding how to use the formula is a crucial skill for accountants because it’s a quick way to check the accuracy of transaction records . There are different categories of business assets including long-term assets, capital assets, investments and tangible assets. They were acquired by borrowing money from lenders, receiving cash from owners and shareholders or offering goods or services.</p>
</p>
<ul>
<li>The total value of the business assets is still $10,000, keeping the equation in balance.</li>
<li>The inventory (asset) of the business will increase by the $2,500 cost of the inventory and a trade payable (liability) will be recorded to represent the amount now owed to the supplier.</li>
<li>From the Statement of Stockholders’ Equity, Alphabet’s share repurchases can be seen.</li>
<li>This system ensures that the accounting equation remains balanced and provides a clear and accurate picture of a company’s financial position.</li>
<li>Double-entry bookkeeping started being used by merchants in Italy as a manual system during the 14th century.</li>
<li>Accounting profits are represented on the firm&#8217;s income statements, and the accounting department is responsible for reporting this to the manager.</li>
</ul>
<p><p>The opportunity cost of producing a good or service is generally higher than the accounting costs because it includes both the dollar value of the costs (explicit, or accounting costs) and any implicit costs. Revenues and expenses are often reported on the balance sheet as &#8220;net income.&#8221; &#8220;Members&#8217; capital&#8221; and &#8220;owners&#8217; capital&#8221; are commonly used for partnerships and sole proprietorships, respectively, while &#8220;distributions&#8221; and &#8220;withdrawals&#8221; are substitute nomenclature for &#8220;dividends.&#8221; By decomposing equity into component parts, analysts can get a better idea of how profits are being used—as dividends, reinvested into the company, or retained as cash. The 500 year-old accounting system where every transaction is recorded into at least two accounts.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="accounting equation calculator"/></p>
<p><h2>What Is an Asset in the Accounting Equation?</h2>
</p>
<p><p>From simple calculations to comprehensive financial analyses, our calculators are here to assist you. Represents shares of a company’s stock that have been repurchased  and are being held by the company, often to reissue later or for other corporate purposes. Represents the amount that shareholders have paid over the par value of a company’s shares. Assets are resources owned by a company that has monetary value and can be used to generate revenue. This oversight becomes more important when analyzing a company’s health. Still, it doesn’t explain how efficiently it’s using the resources or managing operations on a day-to-day basis.</p>
</p>
<p><p>Good accounting practices are the backbone of financial health and success. From personal budgeting to corporate financial management, understanding the basics of accounting is crucial. We will now consider an example with various transactions within a business to see how each has a dual aspect and to demonstrate the cumulative effect on the accounting equation.</p></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/accounting-profit-calculator/">Accounting Profit Calculator</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>For Influencers: Accurate Bookkeeping and Accounting</title>
		<link>https://milesnsmiles.net/for-influencers-accurate-bookkeeping-and/</link>
					<comments>https://milesnsmiles.net/for-influencers-accurate-bookkeeping-and/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 07 Oct 2020 17:01:41 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://milesnsmiles.net/?p=32475</guid>

					<description><![CDATA[<p>This is part is significant because the people who follow you on social media are various. Audience group A may not trust an influencer who is followed by audience group B. To be effective with influencer marketing, you must first identify the right influencers. Despite accounting for content creators this, nearly 70% of marketers say &#8230; <a href="https://milesnsmiles.net/for-influencers-accurate-bookkeeping-and/" class="more-link">Continue reading <span class="screen-reader-text">For Influencers: Accurate Bookkeeping and Accounting</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/for-influencers-accurate-bookkeeping-and/">For Influencers: Accurate Bookkeeping and Accounting</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_10-300x200.png" width="250px" alt="accountants for influencers"/></p>
<p>This is part is significant because the people who follow you on social media are various. Audience group A may not trust an influencer who is followed by audience group B. To be effective with influencer marketing, you must first identify the right influencers. Despite <a href="https://www.bookstime.com/articles/accounting-for-content-creators-and-influencers">accounting for content creators</a> this, nearly 70% of marketers say it’s difficult to locate relevant influencers. Despite this, according to the targeted audience, you can use a variety of social media platforms, but you must choose one main site to which you will devote the majority of your content.</p>
<div style='text-align:center'><iframe width='561' height='318' src='https://www.youtube.com/embed/EN5xAzK9cW8' frameborder='0' alt='accountants for influencers' allowfullscreen></iframe></div>
<h2>Overall excellent experience</h2>
<p>Additionally, it adds a level of professionalism to your relationship with companies and can make it easier to form an influencer marketing strategy. Understanding the difference between gross and net income allows us to have a  clearer understanding of our finances and make better decisions in our influencer marketing strategy. As influencers, it is important to understand the difference between gross and net income when managing our influencer marketing campaigns. Overall, having a budget planning system in place allows for better management and greater success as an influencer. Plus, it instills trust and professionalism in the eyes of potential brand partners.</p>
<div style='text-align:center'><iframe width='560' height='311' src='https://www.youtube.com/embed/cHce-IRn388' frameborder='0' alt='accountants for influencers' allowfullscreen></iframe></div>
<h2>Why is it necessary to separate personal and business finances?</h2>
<ul>
<li>This is part is significant because the people who follow you on social media are various.</li>
<li>By accurately recording this information, it allows you to easily reference numbers for future negotiations and maintain a professional appearance when discussing collaborations with brands.</li>
<li>Bookkeeping is the act of keeping track of your revenue and expenses whereas accounting delves into the analytics of your revenue and expenses.</li>
<li>From maximizing your deductions to minimizing your tax liability and helping you adapt as new platforms evolve, the right accountant is a critical asset.</li>
</ul>
<p>I hope this guide helped you understand the basics of bookkeeping for influencers. On the flip side, you will gain a lot of time saved on your bookkeeping, and as they say, time is money. When I switched from manual bookkeeping with Excel to my bookkeeping service, I saved about 8-12 hours/month doing my accounting. After a couple of years of doing the free Excel method above, which got quite tedious with manually filing my records, I finally got a bookkeeping service with a dedicated bookkeeper to ask questions to.</p>
<ul>
<li>Many tax-saving techniques need the effort to set up and structure properly, but they pay off in the long run.</li>
<li>Without it, businesses, nonprofits and even influencers would be left in financial chaos.</li>
<li>Apart from offering tax consulting services and solutions, Sylvia is a speaker, avid writer, and tax blogger.</li>
<li>Known in the industry as Tax Girl, Kelly Phillips is a popular accounting influencer and tax expert.</li>
<li>These 9 accountant influencers share their knowledge on social media with videos, infographics, and memes that are not only informative, but also entertaining.</li>
</ul>
<h2>How should an influencer manage and plan for income fluctuations and ensure financial stability?</h2>
<p>After selling his business to  Diversified Communications (Accountex conferences) in 2015, Doug has provided considerable insights to technology companies around the world. His advice and mentorship on applied technology and the people behind it will be a priceless gift to everyone he meets. Paid members participate in online conversations, gain access to the influencer vault and can both search and post their details on the influencer database. Members can set up all the 1-1s you like and broker any suitable deals, partnerships and collaborations for no extra cost. AIR has grown organically over the last four years and provides elevated networking opportunities and commercial conversations with fellow influencers, vendors and suppliers to the accounting profession. While there are other communities and influencer groups, AIR gives members a more structured, revenue-focused environment.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/full-time-equivalent-300x200.jpg" width="257px" alt="accountants for influencers"/></p>
<h2>Be Money-Smart With The Help of Our Accountants for Influencers</h2>
<p>Hood is a common name in the Top 100 Most Influential People in Accounting list. Wherever you are going in the accounting and fintech space, AIR will get you there faster. The commercial nature of the group is all about helping members make money, do deals, create partnerships, get traction with busy accountants and raise brand awareness.</p>
<p>Net income, on the other hand, accounts for those expenses and deductions to give a more accurate picture of overall earnings. That’s why it’s important to set up a separate bank account for all of your influencer-related transactions. <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> Managing your income and expenses related to this business can quickly become overwhelming without proper organization. Fourth, consider working with a financial planner or accountant who specializes in the influencer industry.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/8450fcb1-fa5d-4f43-9c56-ba5a44460846.jpg" width="258px" alt="accountants for influencers"/></p>
<h2>of the Best Influencers Every Accountant Should Follow</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/net-working-capital-scaled-1-300x176.jpg" width="255px" alt="accountants for influencers"/></p>
<h2>Analyzing Ecommerce &amp; Its Popularity: Ecommerce at a Glance</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/5249ee7cb3-300x195.jpg" width="257px" alt="accountants for influencers"/></p>
<ul>
<li>This list is a good place to start to keep on top of accounting trends as an Accountant and developments on a global scale.</li>
<li>Gathering client information and documents is a big part of being an Accountant.</li>
<li>We aim to support the widest array of browsers and assistive technologies as possible, so our users can choose the best fitting tools for them, with as few limitations as possible.</li>
<li>It’s even trickier if you’ve never run your own business before, and this is all new waters for you.</li>
<li>There are quite a few jokes about how miserable it is to work in the industry, but it’s all meant in good fun.</li>
<li>FreeAgent can be accessed anywhere, at any time, as long as you have the internet.</li>
</ul>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/for-influencers-accurate-bookkeeping-and/">For Influencers: Accurate Bookkeeping and Accounting</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<title>9 Number-Crunching Accountant Influencers to Follow</title>
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		<dc:creator><![CDATA[wadminw]]></dc:creator>
		<pubDate>Wed, 07 Oct 2020 13:04:57 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[<p>Zoho Books also integrates seamlessly with other Zoho products, making it even more powerful for businesses already using their suite of tools. In short, QuickBooks Online provides all the flexibility and ease of use necessary for small businesses to efficiently tackle their accounting needs. Not only is it compatible with both PC and Mac, but &#8230; <a href="https://milesnsmiles.net/9-number-crunching-accountant-influencers-to/" class="more-link">Continue reading <span class="screen-reader-text">9 Number-Crunching Accountant Influencers to Follow</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/9-number-crunching-accountant-influencers-to/">9 Number-Crunching Accountant Influencers to Follow</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/tax-planning-1800-28-mar-2017.jpeg.jpg" width="254px" alt="accountants for influencers"/></p>
<p>Zoho Books also integrates seamlessly with other Zoho products, making it even more powerful for businesses already using their suite of tools. In short, QuickBooks Online provides all the flexibility and ease of use necessary for small businesses to efficiently tackle their accounting needs. Not only is it compatible with both PC and Mac, but it also allows for multiple users at once – perfect for businesses with multiple employees handling finances. Gross income includes all of the revenue generated from a campaign or partnership before any expenses or deductions. Additionally, having a designated account instills a sense of professionalism and reliability in potential brand partners and clients.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/03/cde6e10a-263f-4c39-842b-fb703e30d1e9-1-1024x683.jpeg" width="254px" alt="accountants for influencers"/></p>
<h2>of the Best Influencers Every Accountant Should Follow</h2>
<ul>
<li>Despite this, according to the targeted audience, you can use a variety of social media platforms, but you must choose one main site to which you will devote the majority of your content.</li>
<li>This strategy helps cushion against the unpredictability of earnings, ensuring you’re never caught off guard during leaner periods.</li>
<li>You can continue to be active and engaged on other social media networks, but this will be your primary emphasis.</li>
<li>Even if you earn just a tiny fraction of that, the IRS is paying attention to the money flowing through the market.</li>
<li>A regular member of the Accounting Today Top 100 Influencer community 2018, he was named the second most influential person in the profession, coming in second to Barry Melancon.</li>
<li>Here are my best tips so you can skip the hassle and take care of this part of your influencer business easily.</li>
</ul>
<p>This is especially important when it comes time to file your annual tax return. At Gorilla Accounting, we are experts in accounting for social media influencers, content creators and online entrepreneurs. We understand the complexities of earning through multiple streams of income and can help you navigate your way through anything you’re uncertain of.</p>
<h2>Satire Creators Sharing Laughs About the Influencer Lifestyle</h2>
<p>Income for creators can be extremely volatile as it follows the market trends and consumer purchasing comfort levels. Having a separate credit card for your business expenses helps you track spending even more easily. Every swipe of this card is for your business needs, so you don’t have to sift through statements to figure out work costs. When you don’t keep track of those fees separately, it’s easy to lose track of what you’re actually paying just to get your money. The full financial picture could prompt you to look for better deals or switch up how you get paid. A mistake a lot of digital creators make in their bookkeeping is only jotting down the money they end up with after fees from payment processors get taken out.</p>
<ul>
<li>Tom’s currently EVP of Business and Growth at the Association of International CPAs.</li>
<li>From my own personal experience, you’ll want to set aside 30 minutes each week or at least every other week to do your accounting (if you do it manually with the Excel sheet method).</li>
<li>Members can set up all the 1-1s you like and broker any suitable deals, partnerships and collaborations for no extra cost.</li>
<li>At MACPA, Bill hosts a podcast series called Future-Proof with Bill Sheridan.</li>
<li>With the help of a bookkeeping professional and accounting software, you can easily set up automation flows to track and accurately categorize these expenses.</li>
</ul>
<h2>Number-Crunching Accountant Influencers to Follow</h2>
<p>When you’re working from the comforts of your home and recording a video, for example, it’s hard to see where your personal life ends and professional life begins. Both of those worlds seem to <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> be intertwined but they must be properly segregated. Income can be highly variable, with peaks and troughs depending on content popularity, seasonal trends, or platform algorithm changes.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/cde6e10a-263f-4c39-842b-fb703e30d1e9.jpg" width="255px" alt="accountants for influencers"/></p>
<p>Overall, Zoho Books offers the full package for small businesses looking for an efficient way to manage their finances. Zoho Books is the most comprehensive small business accounting software on the market. It’s also designed specifically for invoicing, allowing you to easily track payments and send professional-looking invoices to clients. As a small business owner, keeping track of accounting can quickly become  a nightmare.</p>
<div style='text-align:center'><iframe width='562' height='317' src='https://www.youtube.com/embed/uuFARQcJldI' frameborder='0' alt='accountants for influencers' allowfullscreen></iframe></div>
<p>Now you’re doing your own thing you’d rather not have to work for anyone else again, so you have a strong desire to not cock up the finances. To get you started on your search, we’ve rounded up a list of the top 10 influencers you should start following now to fill your social feed with relevant, accounting thought leadership. All-in-one practice management that unlocks the firm you&#8217;ve always wanted. If it has to do with accounting, practice management, or Canopy, it&#8217;s here. Becky’s journey includes diverse roles in non-profits, large corporations, and CPA firms, including a stint with the Big Four CPA firm KPMG.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/02/solvency-vs-liquidity-what-is-the-difference-scaled-1-300x200.jpeg" width="253px" alt="accountants for influencers"/></p>
<h2>What has AIR Generated for its Members so Far?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/098765432.jpg" width="254px" alt="accountants for influencers"/></p>
<p>Rick Telberg is President and CEO of CPA Trendlines, a paid subscription service that delivers timely news and practice management tools. A former editor of Accounting Today, Rick has a depth of understanding across all areas of the accounting space and frequently shares his <a href="https://www.bookstime.com/articles/accounting-for-content-creators-and-influencers">accounting for content creators</a> knowledge and deep insights on social media channels of all kinds. Joanie Mann was one of the first people involved in hosting desktop applications.  Her blog, bookkeeping in Bunny Slippers, helped accountants worldwide embrace the idea of hosted accounting applications.</p>
<h2>QuickBooks Online</h2>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/9-number-crunching-accountant-influencers-to/">9 Number-Crunching Accountant Influencers to Follow</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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