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	<title>Bookkeeping &#8211; Qualicar</title>
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	<title>Bookkeeping &#8211; Qualicar</title>
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		<title>What Is Periodic Inventory System? How It Works and Benefits</title>
		<link>https://qualicarprotecao.com.br/2024/01/17/what-is-periodic-inventory-system-how-it-works-and/</link>
		
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		<pubDate>Wed, 17 Jan 2024 10:30:17 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[The periodic inventory system is a method of accounting for inventory that involves taking physical counts of inventory at regular intervals and updating the inventory accounts accordingly. In this method, periodic inventory system journal entries are made to record the purchase, sale, and ending inventory balances. Inventory refers to any raw materials and finished goods [&#8230;]]]></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/2021/05/77afe058-4e14-4f34-bd0a-1ff7988ad551-300x200.jpg" width="257px" alt="when a periodic inventory system is used"/></p>
<p>The periodic inventory system is a method of accounting for inventory that involves taking physical counts of inventory at regular intervals and updating the inventory accounts accordingly. In this method, periodic inventory system journal entries are made to record the purchase, sale, and ending inventory balances. Inventory refers to any raw materials and finished goods that companies have on hand for production purposes or that are sold on the market to consumers. Both are accounting methods that businesses use to track the number of products they have available. Periodic inventory is one that involves a  physical count at various periods of time while perpetual inventory is computerized, using point-of-sale and enterprise asset management systems.</p>
<ul>
<li>For the periodic inventory method, there’s no need to continually record the inventory levels.</li>
<li>The purchases made during the year are $ 2,500,000, and after physical verification, it is found that the company had an inventory of $ 650,000 as the company follows the periodic inventory system.</li>
<li>The former is more cost-efficient while the latter takes more time and money to execute.</li>
<li>Larger firms can also use this approach, although things become more complicated when numerous staff and hundreds of orders are involved.</li>
<li>Periodic inventory is also a good option for those who want to minimize costs, or don’t have the current resources to maintain inventory software.</li>
<li>Periodic inventory systems involve taking a manual count of all goods in stock.</li>
</ul>
<p>Changes in inventory are accurate (as long as there is no theft or damage to any goods) and can be easily accessed immediately. The information collected digitally is sent to central databases in real-time. Periodic inventory systems rely on a lot of manual data entry, which can be time-consuming for some businesses. With a periodic inventory system, you can easily manage your records using either a physical or computer-based spreadsheet.</p>
<h2>2 Compare and Contrast Perpetual versus Periodic Inventory Systems</h2>
<p>Recordkeeping in a periodic inventory system may also become more time-consuming as your business grows and you add more inventory items. You might want to consider ecommerce accounting software and automated <a href="https://www.bookstime.com/articles/zoho-books">https://www.bookstime.com/articles/zoho-books</a> methods, such as the perpetual inventory system, if your business is growing fast. The inventory at period end should be $7,872, requiring an entry to increase merchandise inventory by $4,722.</p>
<p>The choice of inventory management method depends  on the size of the business, the resources available, and the funds available with them. Carefully evaluating these factors can help the business choose the right method of inventory management. The following cost of <a href="https://www.bookstime.com/articles/what-is-periodic-inventory-system">when a periodic inventory system is used</a> goods sold, inventory, and gross margin were determined from the previously-stated data, particular to LIFO costing. The cost of goods sold, inventory, and gross margin shown in Figure 10.7 were determined from the previously-stated data, particular to FIFO costing.</p>
<h2>2 Calculate the Cost of Goods Sold and Ending Inventory Using the Periodic Method</h2>
<p>While this method is straightforward and cost-effective for a small store, it means they lack real-time data on their inventory levels, which can pose challenges for managing stock throughout the year. Throughout the accounting period, all purchases of inventory are recorded as they occur. However, these purchases are not immediately reflected in the inventory account. Notice that there is no particular need to divide the inventory account into a variety of subsets, such as raw materials, work-in-process, or finished goods. The average cost method calculations are performed at the end of the accounting period in a periodic inventory system.</p>
<ul>
<li>For example, adding the beginning balance of inventory to the cost of inventory purchases calculates the cost of goods for sale.</li>
<li>As a business grows, the limitations of the periodic inventory system become more pronounced.</li>
<li>Businesses may miss out on timely replenishment, capitalizing on trends, or responding effectively to changes in demand, potentially affecting sales and customer satisfaction.</li>
<li>Instead, this cost method relies on simpler record-keeping methods — which can help you reduce the total cost of inventory management by eliminating an additional software cost.</li>
<li>Clothing stores usually have seasonal sales with most sales happening during the summer and winter.</li>
</ul>
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		<item>
		<title>Xero vs QuickBooks for Accounting Features, Fees, Support</title>
		<link>https://qualicarprotecao.com.br/2023/12/06/xero-vs-quickbooks-for-accounting-features-fees/</link>
		
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		<pubDate>Wed, 06 Dec 2023 07:43:35 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[A tax default can be set for any purchase, and Xero offers an integration with Avalara TrustFile in order to help you file your returns. Xero&#8217;s software also lets you map your accounts to different categories of tax form, keeping everything organized. QuickBooks supports six custom invoice templates, and lets you track the status of [&#8230;]]]></description>
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" width="453px" alt="xero vs quickbooks"/></p>
<p><p>A tax default can be set for any purchase, and Xero offers an integration with Avalara TrustFile in order to help you file your returns. Xero&#8217;s software also lets you map your accounts to different categories of tax form, keeping everything organized. QuickBooks supports six custom invoice templates, and lets you track the status of the invoice with read receipts. If needed, you can easily send customers reminders, and can match any payments received with the correct invoice for efficient bookkeeping. In terms of the accounting features that most businesses need, Xero and QuickBooks Online are both comprehensive tools that tick most boxes. But their approaches are different, and they each have different pros and cons.</p>
</p>
<p><p>Only you can answer that, but find the right fit for you.We’ve found that Xero is more user friendly than QuickBooks for ecommerce sellers (especially for non-accountants). For example, if you don’t care about multi-currency, it may be more cost-effective to use Xero. Both Xero and QuickBooks offer free trials and various discounts, but look at the price long-term. Now, juxtapose that with how Intuit rolled out “QuickBooks Live,” which acts as a direct competitor to many of its accountant customers. The global environment of business is shifting constantly, which requires solid decision-making.</p>
</p>
<ol>
<li>Users can choose other third-party add-on apps to integrate with Xero for payment processing.</li>
<li>This doesn&#8217;t mean QuickBooks Online is the right choice for all businesses, though.</li>
<li>Xero&#8217;s unlimited-users feature makes it a winner among larger businesses and well-established small businesses that require more than five users.</li>
<li>This helps in managing cash flow and knowing when reimbursements are pending.</li>
<li>If you test various Accounting Software services you shouldn’t just study their list of features and available pricing plans.</li>
<li>Plus, no matter what, profitability reporting and data are available right from the Xero dashboard.</li>
</ol>
<p><p>This makes it the best accounting software we&#8217;ve researched and helped it to edge out Xero in this round. Compared to QuickBooks, Xero&#8217;s time tracking features are easy to use. You can simply download the free Xero Projects app on iOS and Android, using it to record time and costs, as well as seamlessly and automatically feed the data into invoices and reports. Premium <a href="https://accountingcoaching.online/">https://accountingcoaching.online/</a> includes scheduling for jobs and shifts, real-time reporting, custom alerts, and time-off management. Elite offers all of Premium&#8217;s features, plus a project activity feed for better control, project estimates that can be easily compared with actuals, geofencing, and support for timesheet signatures. The base fee for both plans is half off for the first three months.</p>
</p>
<p><h2>Xero vs. QuickBooks: Which Is the Better Accounting Software?</h2>
</p>
<p><p>NerdWallet’s accounting software ratings favor products that are easy to use, reasonably priced, have a robust feature set and can grow with your business. QuickBooks has long been the gold standard among small business accounting platforms. Although it’s not the only accounting software we recommend, it’s a great choice for any small business. Its prices are competitive, especially if you use QuickBooks Self-Employed.</p>
</p>
<p><img decoding="async" 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" width="459px" alt="xero vs quickbooks"/></p>
<p><p>On the other hand, Xero lets you add your company logo and edit fields, but you can’t change the invoice colors. Unfortunately, many don’t have positive experiences with QuickBooks’ customer support. One complained that they are often transferred to different departments when they contact QuickBooks. We believe the quality of customer service you’ll receive varies a lot based on the agent.</p>
</p>
<p><p>You may wonder why it quickly became a go-to software for most businesses. Below are reasons they choose Quickbooks Online for their bookkeeping and accounting needs. With QuickBooks, you can connect any bank account to the platform provided that the bank is supported under the Open Banking regulations. Moving up to the more expensive plans will get you features such as inventory, custom user permissions, and accelerated invoicing, with all plans providing the basic functionality your business needs.</p>
</p>
<p><p>QuickBooks offers five paid plans geared toward small and midsize businesses, as well as independent contractors. There are tons of Payroll and accounting software out there, but which one is the right product for you? Stay with us to know more about accounting and how Patriot outperforms every competitor in the market. Get the details of the bills from the bills dashboard to know what you owe, from whom, and when to pay. You can pay partially or fully and let QuickBooks automatically track the amount you paid and update the billing dashboard accordingly. QuickBooks Online lets you track inventory with real-time reports and updates.</p>
</p>
<p><h2>Fixed Asset and Inventory Management</h2>
</p>
<p><p>Our research suggests that QuickBooks is better all-around than Xero, with a more advanced feature package, stronger support tools, and standout scanning capabilities. Both QuickBooks and Xero  are excellent accounting systems for small businesses, and customer reviews reflect how well the software providers understand their audiences. Our partners cannot pay us to guarantee favorable reviews of their products or services. For example, when you purchase the Pro Plus Desktop plan, you can have up to three concurrent users but each of those users must pay for their own account (at $349.99 each per year). Its Online version allows up to 25 users at no additional cost, provided you’re paying for the Advanced plan.</p>
</p>
<p><img decoding="async" 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aZ0H/DcP+nT1CeCHtM6D/huH/TpxLfmopX6V/UJ4Ie0zoP8AhuH/AE6eoTwQ9pnQf8Nw/wCnTiW/NRSv0sJ4FcENw/8AYzoMdfNpuH/Tq6tXAjgc9bIjrnBnQqlLYbUT/ZyH1JSM/wCrrMxRHl+Z2lfps9QTgX7S+hP4dh/06eoJwL9pfQn8Ow/6dRX5k6V+mz1BOBftL6E/h2H/AE6eoJwL9pfQn8Ow/wCnQfmTpX6bPUE4F+0voT+HYf8ATp6gnAv2l9Cfw7D/AKdB+ZOlfps9QTgX7S+hP4dh/wBOnqCcC/aX0J/DsP8Ap0H5k6V+mz1BOBftL6E/h2H/AE6eoJwL9pfQn8Ow/wCnQfmTpX6bPUE4F+0voT+HYf8ATp6gnAv2l9Cfw7D/AKdB+ZOlfps9QTgX7S+hP4dh/wBOnqCcC/aX0J/DsP8Ap0H5k6V+mz1BOBftL6E/h2H/AE6eoJwL9pfQn8Ow/wCnQfmTpX6bPUE4F+0voT+HYf8ATp6gnAv2l9Cfw7D/AKdB+ZOlfps9QTgX7S+hP4dh/wBOnqCcC/aX0J/DsP8Ap0H5k6V+mz1BOBftL6E/h2H/AE6eoJwL9pfQn8Ow/wCnQfmTpX6bPUE4F+0voT+HYf8ATp6gnAv2l9Cfw7D/AKdB+ZOlfps9QTgX7S+hP4dh/wBOnqCcC/aX0J/DsP8Ap0H5k6V+mz1BOBftL6E/h2H/AE6eoJwL9pfQn8Ow/wCnQfmTpX6bPUE4F+0voT+HYf8ATp6gnAv2l9Cfw7D/AKdB+ZOlfps9QTgX7S+hP4dh/wBOnqCcC/aX0J/DsP8Ap0H5k6V+mz1BOBftL6E/h2H/AE6eoJwL9pfQn8Ow/wCnQfmTpX6bPUE4F+0voT+HYf8ATp6gnAv2l9Cfw7D/AKdB+ZOlfps9QTgX7S+hP4dh/wBOnqCcC/aX0J/DsP8Ap0H5k6V+mz1BOBftL6E/h2H/AE6eoJwL9pfQn8Ow/wCnQfmTpX6bPUE4F+0voT+HYf8ATp6gnAv2l9Cfw7D/AKdB+cvgV/8Azs4ff/mm1f8A6tulf1g+6Q8OOH2irz2fZejNC6esD0niTCaectlrYircSFtkBRbSCQD1waUG0Owr7NdpL4dNT/zZrqfv6f8A1xXLHYV9mu0j8OmqPpM11RnAORnp3emukdJLkXRvGLV8ljS18HHxu86iu+tPE03RS49ucUiAbm7HWoIZaTJa5cZKXt6lEdDnOa2m72mLe3pm86xc4c6lRZbVclWZiW4uG2m4T/GHgKWWtz2QkuEKLiwlCRkE5BxmnCzhrB4Y6WZ0+zIanSWpc6SuaIwZW54RLdfCSAT0SHQkde5IPTurF7lwAjXDhFJ4Wq1Gjy785f2ZjtuS62HTdFXBDTjBXh1vcQ2obk7k57u6qyjx2nrSLYtR0FfXrw3qSNphdphyYUlwyn4xksqQ8h7krbUjz7wQTg4x0ko/H1+XYpklrhbqU32BqD+zkuypcilceQWPCA85IDng6GeUQd5WBuUE9SQDgmt+DGs7Db9KxrBdoAuU3iFb7q4/YtLtxYNnZbhvN7xGStRU3uG5anHCSXSAU9MTlz7NV5vlteVqDXNou16nau/tXNM7TnOtMlQh+CJjuQS/5SEo2rSS7negGgkW+0xb5kCwt2nh1qK4Xm+3O6WVNoYdic6PNgJJfSt1TwZKPJzvSsjBz7hpL7Tdkhauc01J0ddmocXUETTEu5GZDIYuMktJSgR+dz1tpXIbQXEoIBJIyASPPD3s3taEuGmJ6dVtyTpy93y8bGLUiI074yaU2WkNoXtZS3uyNoIx0wO+vLvZzc/t9P1VD1FZWoV01KzqaSHdNMvXRDrYa3RmpqnPIYWWRn8VvAUoBWSDQT+tdd3TQ/F3SbN2uQb0jqS1XKG42ptASxcoyRKQ9vxuwqOiQnbnGWx089ag1bxp4x2/g3o7UVjlheqtSu3LWbsZUVs8nTcZLkoRynb0yyuGzuxuy4TnPWt1cceD8HjVoZWkpF5ctElEtuXGuDTPMcjqALboSNyfXsOPN9/QOE9cYqxvfZ90NqvVjV71dAj3a1W2xM2K0Wl1opbgtha1OuBQVlSlgsoxgBIaHf30GJa9l68uXE7h/H0XxvvcDT3EIznktRYFtdRGZYgeENKZU7GUohZAJ3lXRRxWweIHEv1OF6Yso03etTXTUcl2BCZt4YDzjzUVx9SnC4tttKSls5OQE9T0AqF0pwLc0wxwwYOrFzEcM27hGjb4YSqWw/HWw0hR5h2FttSBnru29yay7VGhk6j1fozVguZjnSM2ZMDAa3+E8+E9F27sjZgPbs4OduMdcgNf3TtO2azank2Cdoy6Jj2y7W+x3ScZsL/ss2YGNrYY5oddQgyWgpxtJAJOMhJIsLT2jdQRYvEi96z4bz4dp0RfvFTT8d+OpTgUqKhLSk85RLuZPMKgAjZgA7gRV5c+zo9K4gXbV1v1HZI8S+3yFfpnhGm2pNzZcYSylTEeatz8U054OnOWlKG9e0jNfbUXZ+uV7h8QrFH174JZNey03UxfFSXHoFyT4Nh1L3NHMbPgictFI9ccLGOoTmueOdh0JJ1bFnWK6TF6PZsr8nwRLajI8ZSHI7SWgpQyUqbJIOM5GM9aiLt2gbvbL2xpRrgpquTqBdiVqJ+3Ny7eFRIgkOM/jHFSOXuPLCtqFK9elPeDizndn7U2oW9Xy9Y8SY9wuerTYC69FsgjMxhbJipAQhsvqKgvdjJVkEk9fWjN5XDRMrijM4mKvJSZmlf7MGF4ODtHhCnudv3ZPrtu3Hu5oMc4j8W58fs3XTjHw9gynn5GmlXa38xLQXFDjBWl51Litqg1kKUkZJ24AVnrAWnjNftD2CHpu56F1tqi+22wq1Je1y51rEmLEU88kKWtDjbThPKWUobHRCUg9c1mC+D6F9n5fAnx+ravTJ04bkIoHTkcrncnfj3du79/nqx1twb1Je79Nv8ApDX0SyuXnTKNLXNubZjNC46VOqS6ztfb5bg56x5W9OMdOnUPtY+OkLVWsIWltH6Lvt3Yl2m1Xx26thhqJEhTw6ppx3muJXuAZPkJSpR3dPWmrHi3d+IGmdd8P7hZ9cCNYL5qSHZJdkTbGSXUraeWtxUhW5fUtJACAjHXqe+p/hzwkg8NbzKn2y7OyYzunbHp1hl1obm2ramQhLilg4UpwSBkbRgo8+ekZxV4Wa94g32w3GycRbVZIWnbjHvEOK/p5UxfhbSHEbluCU2FIIdPkBIP+9QbQB6Egdxx1rR2kuM+rIunbtKn6au+rrgvXd8sMFqCiOwiNGjPOFsvvOFDTaEob2hSzlSiB1JrONY6I1tqCJpqbYuISbPqDT0gyXJIgLcgXErjrZdbfiB5JLZ3laRzCUKCSCa19N7LrszTdkt0rWFsudxt2ornqScbxp5My2XCRODnMCoXOSAG+YC2S4opKeuckUEqx2lIVzjaXY0zw41Jebrqnxq0zbmXYbbkV63PJZkodcceS1gLUcKSpWQnp3ipzRHHOw65k6OgwbJdIkjWES8Ptok8rMNy2yG2JLTxSo5VzHMAoyDsV1GRULw27OrPDufo2c1qwTP7InUG1pFsRGQ/40fS7gIQvY0GtuAlIIOe5OMV8Ld2fL/pljScvR3EVi33XS72oFJkybIJLbzF1meEuI5XOTtW2oICVbiDgkpwcUF/98GLhpqxak0rwz1FekXyPOlFCHY0ZuK3FfLKg4+86lvmKKcobSoqUATgAEj6wO0DDv160xZNGaA1DfnNUaehalbdaVGZahQX3eWVvl11JCkbckICs5wM9axFXZNJs2lrUvWFpuStO224Wtw3zTLVwYcEqX4QZTLC3ghmSnJQFneMf4cdKzfhtwTb4eXbT91b1Muf4j0XE0dsMPlc4Mvl3wjO9W3OcbOv61B9NI8c9O61e0hEtFquPhWq4lwmOR18tK7WiEoNSBI8ropL6ks4Tu8s+gE1B+rpf7ZxP4h6b1Hop9jS2h7QxdXLsy4ypSWyzIdUtaOduWHAzhtKUgpKVb8Ag04PcMk6c4r8T9beAzWYVxuiIdnblIKeU2pAkzXGgR/duzHnDkdCW892KldTcEn9Q6u1Xe2tYKiWfXNgTYb7bTADji0ttSG2nmH+YC2oeEkkKQsK2juoLjQPGVzWOo42mLzoC96ZmXOym/2zw9+K8mXCC20qILDq9iwX2spVjoroela17QOuOIfDi5Xq/o4rTLY+6uMrSmn4ViS/BkIBaQ6m4SnY6ksqW6p0Z57YSjaR1zWw9CcI9S6e1ZbdWax11Evz1j09/Zq2NQrN4ChMdTjK3HHiXnS44rkNjyQhIwcDr0suInBjXOuU6rsTHFpUbSms0ttz7bMtJlvw2+Uhp1uG8X0pZQ4EZIU2vapSlDvoPGpLzxCsPaB0RajrXnaY1Um5hVlRbmUBjwaIlSSXzuccJWSroUjGBg99fHtK8U9ScJomi9QWMrcguahxfI6GkrW9a2och+TtyCQUIaKxtwcoA6gmr7WvCbiJqXiFZNc2biZZ7U1pnwkWqG9ppUkoEhlLToccEpHM6JJBCU4yOhrLda6Ci60umlLjMmpbb03c3bi4wY4WmWlcN+MWjk+SMSM/4vW4x1zQawHG++z+0e7pa0vGXoa06XuMh9USOl9yddI/gbziW9oK1bGJbCQlPRS3VDqQMSkXtLQG4moXtRcP77YpFj0q9rFMWS9EddkQGjhacNOq5ToJSC25txuHUYOPq12adJWiNb7VpC6TLJbbfp2/WFKG9zkjdc1MKVJD6l7uY2WOmQfXAZSEisVsnZERbIeo2XNUafiOX/RMrRahZNKt25sIdKCJboS+pT73keVuUMk9NoGFBmEjjxdkv2a2ROD+qX71fmJk+FalyYDT3i+OWQqS4ov7Ebi+hIbKiv0hNYpM49azj8S2nbRw+1Zd7TM0FGv67EpqLDkW10ynw6t/nuIIWEISjYCrJHTp5VbA1dwv1DcdR6b1lozWUWzXnTtslWcKm2ozo78eRyVLy2l9pSVpVHQUneR1IIPfXwsXBuba727f7rrmbe5r2jWtJvyZkcc6QtLrjipSiFYypTp8gdAB66gvb5qe/a54QRdXcL71Ds71/hQZ8S43NCUJhw3i2t14pUFJ3oZUsgKBTuAz0rSVz4w6607priQ5o7ig5re12aJZm7XqiVb4ykR7hLmGPIZQuO02xI5aC04PJIBVgkjpW177wNN47Pdv4ENamDQg2u123xk5BDiXREUySVscwZSsM4Kd/csjNUvnCHWmtdBXvh/rbiFanIk9mOm3O2fTngBt7rLyXkLKVSXUuJ3to8gBPQHr1oIiyr4oWfidfuDy+K827rlaVj3y3Xi52mGt+A+ZjjDiQ2whlDqSlAIChkKPeR0rHk8TeI1r7L+rdZytWpl6isV6udsTeHokdtQYYuyo3NSyAlpTiWUqUlG07lADCiQDnln4WcQYupLxxAvPEm1zdWTbQxZIElrT5agwo7b6nlKVH8IK3VrU4rJ5qQOmB6cZgdnPWI0Be+H164qQpMO5XJ2+RJEbTnJdiXFVwTO5h3SFh1sOAjl4T0PrugoLns9a/vGrNV62sJ11dNXWKyt21cC4Xi1t26el99DxfaWwllhRbSEMlK1NDJWoBSsHG8K19w/4b6g09q/UHEDWerot8vuoIkG3r8BthgxY8aKXihKUKddUpRU+4SpS/OAAK2DQKUpQKUpQKUpQB3j36u7L7Dwf2Zr6Iq0HePfq7svsPB/ZmvoisZNQvaUpWVKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKjNSRr5Lsc2Npq4swLo4woRJLzPNbadx5JUjI3DPeKk6jNSPX5ixzntLwosu7JYUYbMp4tNLdx5IWoAkD91Bqj1ersiEdHOaQfPE5L3gYsSd/IUvGRLD2MeCEeVvzn/DjdW1tMR79E0/AjaouTFwuzbKRMksM8pt13zlKMnA9H/wBO6tWt8AJRtx1K7qyT6pKnvDv7RgEpS9j/AEcNE4MTHkco946+uraWmHb+/p+A7qqDFh3dTKfDGIrxdaQ759iyASPP1Hx99BxL91H9kezv8JsL6SKU+6j+yPZ3+E2F9JFKDL+wr7NdpL4dNT/zZrqeuV+wv7NdpLr/AO/TU/8ANmupa6Y9JL3SvFP31WXvr5iRSvH76UHuleKfvoPdK8UoPdK8dfTSg90rxSg90rx++n76D3SvFP30HuleKfvoPdK8fvp++g90rxSg90rx++nX00HsnOMgdKV4p395oPdK8dfPTr6aD3SvFKD3SvFP3/zoPdK8UoPdK8fv/nTr6aD3SvFP30HuleOvppQe6V4pQe6V46+mlB7pXinU+n/nQex3j36u7L7Dwf2Zr6IqyTncPf8Adq9svsPB/ZmvoisZNQvaUpWVKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQcI/dR/ZHs7/CbC+kilPuo/sj2d/hNhfSRSgy3sLn/vrtJY9vTU/82a6mrlnsLezXaRH/AJ6an/mzXUw/66V1jxCSfvp8VPi+OnU+j91GT4vjpTJ9z46fF8dAp8Xx0/66U6n0fuoH7x8dKde7pT4vjoFP3j46f9dDTr58fHQPipTP6vx0+L46BT94+OnxfHTr3dP3UD94+On7x8dOvd0p1Ho/fQP3in7x8dOvufHTJ9KfjoHxfHT4qZPufHTqPR++gU/ePjp8Xx0693T46B+8fHT/AK7qdR6P30+L46B/13U+L46fF8dOvufHQPipTqPR++nxfHQP3in7x8dMn0p+OmT6U/H/APagUp1Ho/fTPn6fHQP30+KnXz7c+/TP6vx0Cn76dR/96fF8dA/eKfFTJ9Kfjpn9X46BT94p176fF8dAx7o+OlMn0p+P/wC1Pi+OgUp8VOpoFP8Arup8X7zSgqn1w6Y61e2X2Hg/szX0RVkn1w9+r2y+w8H9ma+iKxk1C9pSlZUpSlApSlApSlApSlApSlApSvO9G/l707sZ2564oPVKUoFKUoFUyPTVFVhWt+Kti0JqPTembrDnvSdUS/BIq47QU22rchOVkkYGXE92T39K46+40tth+JqzUeIv8/Efu56utho48tSaj/tm2RVa+YJxnB6VbLuCmroiA8lpCHmStlRc8taknygE+gApOc+euzovaV8ZMpmJHXKkOJbbbSVrUsgAADJyT0FUgvvSobMh+PyHHEBSmt4VsJ82R0P7qD7ZApnNWF7vVp07bnrxfLjHgwYyQp2RIWENoBOASo9B1IqJ0HxD0lxHtarvpO7NS2m1lt1GQHWlAkDejvTnGRnvHWuM6+nGrGjOUcpi6vzXzpznVwjONOZ/un17ZNSlUyPTXZ0VpSlApSlApSlApSlApSlApSlApSlBwj91H9kezv8ACbC+kilPuo/sj2d/hNhfSRSgy3sL+zPaS+HTU/8ANmupverlnsLezPaS+HTU/wDNmup8pAI7iRXWEkx07jVOno/50GMdQM1Ca3/tL/Y+8L0a8hu+tQ3XbdzGwtDkhKSpDagR3LICD5wFZHUCjKb6ej/nTIzjFcy6j7Reubppw6l4eRHJP9o5m/TsVq0OznmYEGOlU551phCnDzJqhC3EbWytLnmNbD4casu+utfOz7fru4StNSLBbNQwre5DiI8mauYnkrWlrmYbDDf+LduCgSe6g2xgfkk+9QYP+H4q5YsvaV1lp+VdbrrGPJuNuYac5LD7LDXPccvKoMdyKqMhSzHQlCw+VoW4lRZ2p/GAHI7R2o5srUKV3rStvtun5MCwvsLfuRbksqn3F+Et1wKbAUylTQIPkHASVEF3Y2HQfT0VXAx601pOH2jpV5taLnYNBNy2Vs2hSFKvKUBT1wuLkNhsfij5I5S3FLx0GAEqPdKX7j3GsPDiw8Q5Om20t3WeqBMZduGG4BbLyXXC4hpa3UBxkpBS2Oi0qVsAUQG2Bg/4T+6qdPR/zrTsztG28TU2ezabYuVzNwFsXF8aoQpl5V38WJDhCCUZV+N6pzjoM99Rdk7TV1vTkSCzw0S3crkm2Kgx3L2nluCZIlxwXHQyeXsdhO5ASvKFJI8rKAG9uno/51UAH/Ca0DK7Vzdu0s3qK66GZhPzYdvuUCE5dlLMmLKZluJO9thexxPgEjKCCnG1RWATi/ldppiFa5Gq39CyDptiS1BTOTOCn1yXramcw2WA2docLrMcHeTzXUjBBoN4YH5JPvVTpnG2vkwZC4zSpkdLD5QC40F7w2vHVIVgbsHIzgZr6YHdigrgfkn/AK/fQAH/AAn91ecD0Cq4B7xQOno/51XHnwapTA78UFQB+SaDB/wn91UwPRTAPeBQV6Z9bQ4/JqmPep3UFcZ8x/dQYP8Ah+KqYB7xTAPfigr0zjbTpnG2qYHdTA7sUFcf7qvioMfk15wPQKrgH0UFemcbaH3iKpgd3SmMd2KCpGPMRQY9FUwB3CnfQV6Zxtpgfkn/AK/fVMeaqYHoFB6I9wiqdPRTAHcKUDp6P51UjHmIqmCaYA7hQVwMetNU6eimB34pQVOB/h+OqdPR/wA6YA7hSgUpTp3ZoFKfFSgqn1w9+r2y+w8H9ma+iKsk+uHv1e2X2Hg/szX0RWMmoXtKUrKlKUoFKUoFKUoFKUoFKUoFY8NINjVZ1R4wc3Hrytg79mzG7v2Y67e7d1rIaUClQrMHUQ1K/NdujSrUphKW44bIUFZVnz9/cd3n7sdM1e3W6wrPCXOnPbG0EJGAVKWo9AlKR1UonzCgvD3Vj1s1izcpkeObXKYZnFwRH1qQUvbMlXQKKk9ASMivAf1ndhzYqItljq9aJLZfkH3SkKSlPvZUasmNL3Vkx24Wqohdt+5TTare2Q0VAg9EqBGQT5/PQZiojz18XY7Li0OLbSpSDlBI6g+5UAu+Xuw7VaohsORAcKnw92xvzAuNqyUj3QSBWRocbcQlxtYWlQBSpJyCPSDUmInsmIntZLvESNKMOXzGOmUOuIw2vCSo4V3dADnOK+cqbbn7lDt7k5bMkgyWUIUQHkjIIzjCh1yR7xq/eQw40tDzba0KSUrCgCCMdQc94xWHatVcja3VTrNAjxoiuZHlIuJQ40odEKQOUfK7gEjOe7z1qIsSfjqNMtE2ZdJHgMeFOcYUpBzvS25gJ6g53YwQBk5wKmXrhDhxhJmSEMNBIVudOzA6d+e7vArU2j5d+m3PZc7czJktPOyI0eTIMdHOKjzVgbFblpPT/d69PPW0IDD0kpn3e0xY8xoKabUh0PENkgkBW1OMlI6Y8wpMUlvld7ZbNZWG42K4NSPAp7T0KQkpU0soIKVFJIz7yh74qN4e8ONMcMLRIsmlGHmYkmSqWpLrpcIWUpScKPXGEDvJ7zWUjHXAqL1LZnb7aHLcxJEda1IVuUkqSQlQO1QBBKTjBwR0NcMtvpZasa04xyiKifcRPcWxOjpzqRqzEco8X7pJuKKW1LCCogZ2jvPuVqG+6uvsTUbbCUyWijmbC/ylORg9tBBwvYduAU7iO8Z8xOz7JbHrTaYtselrlKjo2KdX03e91OAO4DJ6AV8HdK2d2SiSqIkY55W3/gdLwG8rGOp6Cu8TTdLmyOvu21kyWJTTiRsIklJcOOm4lJI64z++r+vlFjtRGERo7YQ00kIQkeZIHQV9ailKUoFKUoFKUoFKUoFKUoFKUoOEfuo/sj2d/hNhfSRSn3Uf2R7O/wAJsL6SKUGXdhf2a7SXw6an/mzXUvUDoO+uWewv7NdpL4dNT/zZrqcnIxXTHpJBtx1NfHwuMD/pLQI/3xX17u6vJbb/ACB/w1WVswm0xlBcZEJlSUqQlTaUJISpW5QBHcCrqfSetGBaov8AoyYbOUhP4oIR5IJIHTzZUo49Kj6auy0gDJaT8VU2N/7NPxUFi9GsMhssyItvdbKFtlDjbaklCzlacYxhRGSPP568u23TL7YYdttqdbSz4OELYaUkNZB5eCMbcpB292QD5qkAy2f9Wn4qYRnG0fF9dBaIYsjTYbaZgNpGzyUoQB5ByjoPySSR6CcivD0SwSWmo0qLbX2mXQ+22402pKHM53pBGArJJyOvU1e7EHvbT/w05bf+zT8VBZJhafbdckNRLcl15wPOOJbQFLcBBC1HvKspScnrlI9FVTHsbS0Otx4CFN7QhSUIBTtJKcejBUoj0FRPnNXuxv8A2afiqhbbPe2n4qCwdg6ckNJYfg2xxtAQEoWy2pKQjOwAEdNu5WPRk476sbxpvS98RBYnBAjwZrNwTHZeDTLrzRSpoupSRvShSG1JSemUJ9FTyWm8gBtPxVTEdZUEltRR64AdUnGQCPN0xQeRLiqJJktH/wBYqnhcXODJZx/8QfXX0CEDuQB/6apy2/8AZp+Kg8+FRMdJLP8AxiglRfPIZ/4x9de9jY/1afipsb/2afioPmmXFJ6yGf8AjH10MqNn/SGcfrj669hpof6pNeg2gnAaTnzdKD5iXEx1ktf8YomXF88ln/jH117U030/Fp6jPdVOSjr+LRn3j/8ASg8iXFJ/0hn/AIxVDLi7seEM4/XH119ENNL8pDaVDzEdRj05FULTWc8tPxUFPCof5yz/AMYrymXF88ln/jH119AhrITy0ZOcDzn3vTVA22P9Wn4qDx4VGz1kM4/XH11Uy4mf9Ja/4xXooSASW0ADqSR3CqltrPRCDg46Cg8+FQ/zln/jFeRLi56yWcfrj66+hbbP+rT8VU5bXnQgD0noKDz4XFz/AKQzj9cUMqLnpJa/4xXvY0B1bQPN+/4qbG/9mn4qDx4XD/OmflBQS4uf9IZx+uPrr0Gmz15afir1saxlLaFD0j3yP/pQfIy4uf8ASWcfrj66GXF80ln5QfXXsttn/Vp+KnLb/wBmn4qDyJUTzyWv+MU8Ki5/0hnH64+uvexv/Zp+KqhtB/1Sce9QfMy4w7pLOP1xVPC43mksn/1ivqW2x15acHp600DKf9knHcTtNB8hLieeSz/xinhcXPSQzj9cfXX0LKB15acZx3U2Nj/Vp+Kg8GVF80hn/jH10MuJ/hksn/1j6697G/8AZp+KqBtsf6tPxUHjwqN+cNf8Yp4XG/OWv+MV9NqP9mn4qbG/9mn4qDwiQwtQSh5tRPcAoE19D0qm1AOQ2kH04qp60FUevTn01e2X2Hg/szX0RVkn1w9+r2y+w8H9ma+iKxk1C9pSlZUpSlApSlApSlApSlApSlApSlB8JstmBFdmSXNjLCFOOKx3JAyTWHv3nxjeol3esN9cjRGFKjs+LyMPKI/GHr3hPQe+azCdCj3GI9BlI3svtqacTnGUkYNYdco3imS1aol21RPkcrmFmK80S22DtBUVgDqQQOuehqwJJZ1JqL8Ulp6xwDjctRSZbo9AAJS2PSTlXoxXt3Q9kSyjxa0u3y2urcyOr8du85UTnmZ84VmolfgybG3fkal1Gtp5SW2mQ4nmqdK9gb27fXbuno6Gvdpjm5vPxH71qaBJjoS6tmU80FctWcLBSFAjKSO/zVBf+NL/AG5sw7/Ynp6QNok29sLQ6D08psnck+kDI92rCyX5nT8FcWbbLwzBTIJZcehFKY7K1eSlR3E4SSRn0Yq0hy2pUiLuumq2okx3lR5brjXJdUSdoGPKAVjoSBn99SrluOo79dLfcZ8wQoPgyUxm3AhDm5O87+mT1x5/NQTL1mYlvuvTn35Lbm4JYcUOUhKk7SnaAAoEdfKzgk4xXxuFutrt2t785TjnL3Jix9pLSXACrmHA7wkYGeg83U1MYwMVZNwHDdHbi68COSlllABGwZyonrhWTtx06Y92gx8WCKLe7AvW6O7Kuz7sF5kkuNLWpSkLSoA7TgHv6eY9+KnJNoRJKHky5TMlLaWvCG1jcUghRyCCnqR1O3z19btEXcLc9FYe2OKAKF7lDasHKSSkg4yBkZ6jIq7b3htPMIKsdcd2aWPlETKQztmutuO7lHc2gpG3JwMEnzYrwZaxNEMMLwpouc3cnA64xjOc9e/GKuqjlgi9tq5OR4Kob+Un8sdN+c/+nGPdoJAEEd+arUZakpFwuhCUgmQncQlwE/ikd5V0Pvp6fvzUnQKUpQKUpQKUpQKUpQKUpQKUpQKUpQcI/dR/ZHs7/CbC+kilPuo/sj2d/hNhfSRSgy3sL+zPaR+HTU/82a6m/wCs1yz2F/ZntJfDpqf+bNdTZPmINdY8QkgHSoHX0K43HQuo4FnbW5Pk2iazFSj1ynVsLSgAZGTuI84qe+Oh6ggjIPeKMtT6tRxn0/d5U6yGLeRLMBmTKZiKjhiMlE9Sy22fCSpfNVHCiEK8lzuTjen7Xe5caIljE+Ow25cFy4jT0dhgJDLXgDanloPJeWvMtSkdUHCRjyf7wbSAAwR3juqgSAcgAEUGCaulcQG7fbpdrjNeMk2dxUtbMcupTKL0TchJ2OKSlQ5+CGncBO7YspCT41LfOIzMPSzlgsUpcmY205dUKShXKUCxvacAbUM4W8chbQGw4JwEHP8A3/cofdJ780GC6hv2rWtaO2bTy5biY7VqdTHTDQqOtDsl1EkvPHKkbWUFSQNnVP8AjJ2VEpuPGlu56birZacZmQ4LlxdUylPIfW4RJaUlDSwkNt42EuIyoqyV+sGzwhCVlxKEhSgElQAyQM4z6cZOPfNV82PNQalk3PjUtlq5M2CP4exAlx8coBKXm1wkF1BG5W1xQmONpIVlDbPk5JTXzdv/AB5iQIU2Np1m5FSDLkMBBS4ppiQ4FsBSkNEPPNOR9n4tAyw6SlO4A7eOSCCSQcZ699D176DBtVzuIdtiW5u2JkSZAtbhddgw0PIk3IcsNtuhWeUwolxRUNuB/jTgBUdAVfuH2htSammtOuTEX+4XZ9paG+bJieGqKUIKQncpUcDl7uudic4wK2Vk+k9+c5r5vx48pKUSmG3kocS6kOJCgFpOUqGf8QPUHvBoNayp/GFt5MPkpeupbT5KIaBbyPAt63OcfKCkyvISgqwUBOUEErEvaLtrrUF+hlcSbarPz3C9z4KEOOoTGjFKTuyUAvLkDOMkIwMDBOcFSiCkqJB7+vfTKvST56DV+sLnxlhOzH9NxxJaVc3mY7SmUp5EdMdBYOEtPLc5jpXuJAwkJGW8lw1kXbiRY27wsMXa6yXG55htpiIcQiUW2FRUNKAT+JyZCSVHAIAUQSM7O7vix1oST3nPTHX0UGsro9xhDU562THUKR4+djNCCwU/iXgm3NdepDqMqJzk+YorIdcMzb3ZYoTZJ02Ezcgq6W1ICXZkRIWlQCSRzEFZaWUE/jEIUnys7VZZk0yo9CokZzgnz0GoIF11PYBdTozRd6t9m8JfTDty7YoFK/AjylMtEgNNLkIxtThIKt6gkLJrIBP121dYjU6HMiQJA3OLhwW3VOyDyPxbuc8tGC8d4A7jladqUr2AFFPccdMf9fEK8gAd1Bz81prXU7QGmLDqmwuty7RBMZDXibw5uOREbQypsBaDzBg7nFKGxZUkeTtUvL5V54vttSUxLG+bg3EdUxCdSh2EEi37m1GXlJcdMz8WRuAKcnCRhxW0x5I2p6A+YU7unWg1M+5xGkX23XWPAukqFCeksGVJtzbUxMRaYpWpMcFKFK5iXAnIT5IWQlwpTzJu1XPiO5p/Ur0qO85c7fKU7bUuRkpEthCt/JQgoRtK0pLYJUsZUFBxWCE58epGfNjFOvpPx0Gnrovi7f7FMtl/sLa1OolM4aZR5Qetk9aSg7iRtW7CjFQ73Eu+ZWam5Tes7Boi8L09EeTc13+fKaQlorLrDktxacbW3SncnHlhpwjI8nzp2Pk5znqfP5/joVqOTuOSc9OnWg1Um88aZt7ucTxWzEghQEVXKDykNl5gNrA5aUFXLU+pY5rmCnolOBu+GrvVIuFnn6flN3SSh1p5mOqLAaWZivDXUp556BoeDpYUFJ2BRWsg5SGztv8Aef3VTHp/+1Bg2qrVqi5anlswbldWobybM5GCGGlsMONXBSpK0lSTtc5XLOFZGMnaQnAjGbtxjTrS2WmXCYVaAhtuTKU2QX0p5wdcUlDSgheEtKSOagfjOiXBkJ2b5sY7u73KebB60Gv4Oi7lG4rPaiafxD5bst6UuMUuvl1CWm4YeDh5jLfLcdKdg2qUztJJUax+zr4mWOFPh2mBOWU3S7yHWpEBsIjsu3fe27GVn8e4Y7rrgSpRBUlIIR61W4CfyiT5+p89PNg93ooNa+O+LAlRBBgPyILi5CXXZ0Jpl9TYUoRlKSFJ27leS5hHkthC9qFKIEbYtRcaVQra/fLUsLduTLb7EZn8apkob5uVqjoSlKVFzb5ABwRz+gUrbmfdPxVQgEEHuPQ0GBXp7WFu1XcRFm3oWt96EorjQm5HgkctOhwx0bDuXzUNbgUqIS4VBJwMfKfA4h3hjQk7exbbmyt966OriF9prdGcSN7SXU4KlEdAshKs4J762H7h6+/QAAYSMD3KDSdv0pxIt01EmPGmKkXO3MWGc8XA23HSuRLWqclCiry2kqG1OckPjqdvSI0zw213A8S3CLbfFz8S3W2Ah0RQqZGcbtYQkKeK8qjJfAS41tJJIVnANdB9PNTzY81Bg2iWdPWcA2jQF4tcx9plu4SHoZ5jjpVty8+VEylg5UXgVjGSV5OKznr6KZOMdTT38e8aB19FKe8Pip7n/KgU/wDr3UpQKU/dSgqn1w9+r2y+w8H9ma+iKsk+uHv1e2X2Hg/szX0RWMmoXtKUrKlKUoFKUoFKUoFKUoFKUoKGqbvPg1U1i/EjUkvSOi7nfIDQdmNNhqIhQykyHVpbaz7m9ac+5muepqRpYznl1EX9mM8408ZynqPKmpOJmjtLTm7Rcbi6/dHUcxu3QYrsuUpPXrymkqUB0PUgDp31FWTiLoa7aoCTMnWu8TI6Y7MG7QnYK3kpUpX4sOpHMOVH1pPvVK6E0ZbdDWnwRC/CLhLV4Rcbg6Px02SRlbq1Hr1OcDOEjAGAKwqya80dx4u2q9AJ08udZrPsR41S4ktPPEkbmlJ6oUCklC0knAz06Z+ZnutfTywjPLGMs7rCYm58XXKJ9R3PGoeLPX1cJxjLKIyy6xqfzq7+XuqZjfLezarTaYbCllAvTDgK+/K3is/81Grl0H+2E8//AOlb/wDmu1iGnLndp+nGrHeXnZtx0xqVq1SZJT5T6G1pW28rHnU0tsq/3t1ZLerhHs2p3ps8PJYlWtEdlSGVrC3UuLJR5IPXCh39+a+no6ka2nGce/8A1fo9unnGphGUe1uP/wAI6Q/abd9EVL2T/wDE+of1on/yajHosljTWlIrrDiXWJVvDqNpyjanCs+9UnZemqNQnHTdFx8lXRtkFKoDmq0EZYW+VEcSGtgMh848HUznLiuuFHJz357j3jpUnVvEhswkKajpUlKlqWQVFXVRyepJ85q4oFW/gTHhSZvJQX0tloOecIJzj3sgVcUoIy2L3XC6J3pUESEjAdWsp/FIOCFdEd/cnp1z3k1J1Zw2ZDcua48lYQ46FNFT5WCnYkdEkeR1B6DPp89XlApSlApSlApSlApSlApSlApSlApSlBwj91H9kezv8JsL6SKU+6j+yPZ3+E2F9JFKDLewv7M9pL4dNT/zZrqb365a7C/s12kvh01P/NmupQOtdI8wklD07ziq93T01fphMuJClZzgeerM12iPGPN+73KVI+L2fSr46eL2PSr46zzhaR2QO80z7tSPi9j/AHvjp4vYHcVfHTnHopHfypn09D6KkfF7HpV8dPF7H+98dOcFI4kDvIFKkfF7HpV8dPF7H+98dOcFI7NUzjv6GpLxez6VfHTxex/vfHTnBSNyB3nFV6eepHxex/vfHTxex6VfHTnBSO7+6nd31I+L2fSr46eLmPSr46cykdSpHxez6VfHTxex6VfHTnHspHUyPTUj4vY/3vjp4uY9KqnP5FI6nX01I+L2PSr46eL2P9746vOCkd75/dTIPcakfF7A7iofvp4vY/3vjpzgpHUqR8XselXx08Xsj/Er46c4KR1KkfF7HpV8dPF7HpV8dOcFI6nTzVI+L2fSr46eL2D3lR/fTnBSOpUj4vZ9Kvjp4uY/3vjpzgpHUqR8XselXx08XselXx1OcFI799MCpHxez+Ur46eLo/8AvfHV5wUjqEgd9SPi9jzbvjp4vZ9KvjpzgpHe/wBapkZ78e5UmYLJGCVfHVBb2Ac+V8dOcFI74qAjuBqSVAYUe9Xx1TxdH/3vjpzgpHUqR8Xs+lXx08Xs+lXx05wUjqVfPw222itKlZHu1YnIJHU4rUTfmEVT64e/V7ZfYeD+zNfRFWSfXDp1zV7ZfYeD+zNfRFYyWF7SlKypSlKBSlKBSlKBSlKBSlKCh7qxTifp2fqnQ9zs9qWEzyhuRD3dypDLiXW0n0AqbSD7hrLKoa56unGthOnl1MTH3Y1MI1MZwy6nw0dr3SEXtG6Ktl40xqGRZb9aHHMNqcUnwWQQEvx30J8pKxgjOM+jKVdct0HpTS3Abhs3b5dyjsR4DZkXCa6AgPPnG5eO/r0SlPU4CR1NSOpeFWmdRXBy9suXKzXZ1IQu4Wea5DecA7uZsO1zHcN6VY81W1n4QachTmbtfLletSzYznNju3qeuSlhQ7ihro0kjzKCM+7XxcPh+Wnup3UacTqzFc7mq+fH1PiLruu3zsdpOGtOvGEc5iuV/wCPn86+6P0NFksaUueqtQXCTp5/VF1XdyF7EOxmlBDbLSgtJwotNoyMZBJHmqR8ZWTzcU5g/wDXH/pVnPLSUhJAx6KpyG/ya+zt9P8AA08cLuvfz+cvfo6f4WEY3dMFN0smSgcU5oVjPro/9KvT0zSqpi50TiA7EefbbQ+WnWiHVITgKUFIODjvxge5WbiMyDkNJB9IHWq8hv8AJHxV2t1Q2jpsufaVuypa5aUSXm2ZK0BJeaSrCV9AAcjzgYqdqgASMCq1ApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlBwj91H9kezv8JsL6SKU+6j+yPZ3+E2F9JFKDLewv7M9pLPt6an/mzXUwrlnsL+zPaS64/wDbpqf+bNdTf9eiusJJ56l2vWD9UVEVMNesT+qKzkRL3SsO17qu86QmacuLTURVil3Zu23l17KVxkSEqbjuoOcf6Sphsgg9Hc9NpzqbU/adlaWsljvtyk6fjovMqbfEMvubFOaWjvpbDzRKxvkuNuNPISBgp3p2kpycK6KpWorFqLi9P41XbScrV2kXtM2u3QryEMaekJlvR5bsxttkPmYpAUjwVJLnLIVuOEJq+sGouKOtr/Pu1iuem7Zpq032RZ1QZVuekzJiIz3Kfd56X0JYJUlzYnlr8kIUSd+Ehs+lafPH+w32YzB0vMbS7AvcODd0urYeDcd5MjytzLi0oVmOsFKiFp2nckZFZFY+MVivibG+izXqHG1M9y7PIlx0NomI8FflB1ICypKS1HWcLCVDKMpG6gz6laStPaOsz7F31dM3f2YMGyTbWVqYivJTOjuu/jVPuoQOiE4G7OTgZJqTt3HWJqGYPFcF+DalzbQ1EuklpLrU9qcyh5ASgOJW0opWMKUCABkjPk0G2qVq13tC6NjQG7hLtd+Yblx4sy3Jcgjfco8iU1GadYSFk4LshgFK9q0h1BKQDX2t3HrSVzvFlsDUG6M3G9SZkNEeQ2y0pl+JJMeQhW5zCylwE4ZLh2Df63qQ2ZSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKD4y/wC4X71RZAB61KS/9HXUWonJ69K3j0zKqR5QOOmavLL7Dwf2Zr6IqyQfKA7uvmq9svsPB/ZmvoipksL2lKVlSlKUClKUClKUClKd1ApVNw7sim5PpHpoK0qm5ON2Rj003JJxuGaBgeimB6KEgdCaAgjIPSgrSlKBSlKBSqbk5xkZ9FVoFKpkHuNVoFKUoFKUoFKoVJT1UQPN1qtApSlApSlApSlApSlApSlApSlBwj91H9kezv8ACbC+kilPuo/sj2d/hNhfSRSgy3sLezPaSP8A56an/mzXU1cs9hYf989pEf8Anpqf+bNdTV1hJPeqXa9Yn9UVEAjGKmGvWJ/VFZyIpG6p0vYtaaen6V1Nb0TrXc2VR5LC1FO9B9BSQUkd4IIIIBBBFWLHDvRTEp6YnTsNa3oUa2lLiN6ERWAsNNIQrKUJTzF9EgZ3dc4GMjpWFY3pjh7pTR7rb+n7e5HdatUKyIWuQ46rwKIXDHbJWo5285zyj5R3dScCo+Zwg0LNvUi/KgTWJM2W1OltxbnKYjypDZSUOux23A04sbEZKkEnakKyBWaUoMHsnBfh3p5LCLZZnwmKIiGQ/PkSA2iNzQw2kOLVhCA84AkdMK7ugrwjgpw/bt0S0NQ7qiJbnkPwG03uaPAShpxlKY5DuWWw0643y0EIKVlJBAGM7pQYDF4GcMoESBCt1hfht2tuI1DMW4yWXGERo647CUrQ4FAJZdcR39Qs5zV7b+EmgrUYfi+zusogNwm47QmvlpAhjbHPLK9pUhICdxBUUgBRIArMaUGCQ+CPDWEgNtWJ9aEeCJYQ9cJLqYzcaQiQw0yFuHktpdbQrlowk7UgggAC7d4TaHekR5CrfLAjXJd3Sym4yUsKlqkGQXVshfLWQ8d43JOD0HTpWYUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoPjL/ANHX71RZ7/31JzBmOse5UWe+t49Myqn1w9+r2y+w8H9ma+iKsk+uHvj46vbL7Dwf2Zr6IqZLC9pSlZUpSlApSlApSlAqh7jVaUGhLRxL1hZ+LPFiyx9B6v1bChXS2iKq3SIfJgpVaYq1NhMmS0U5WpSzsSRlRJOTWk43EjiLbtIcDNf/ANrr2+xZtIXHVGpY6pTjpukNiXCak81JJ5i0R5D7iScncgYrsizaLstivuo9RQEvCZqmSxKuBW5uSXGozcdOwf4Ry2kdPTk+esc03wL0DpaNp6Fb4cl6PpqxTNOQmZT3NQqFJW0t1LgI8sksIGT5sjz1YGoY+utT6t7VWn7natR3BvRgXddOxYDMhQiT3okIPPyykHavDz/JCvMYyqwvgLq7WF6l8NU2N3XouyLMrUOrF329qkQLvbVMuthUVl191RWZPJwW0N7B67opIV0lpbgZoLRkfRsXT8OQw1oVqW1aUl8q6SUlLynDjLijknJ85Jr1a+COirLG0Qxa0TY7nD9tUe0PpkfjSwpotrYeOPxjahglJGNyEKGCkGk16GueEOgZHGHhrZ+K2ruI2rf7R6mYF1ZkWe+vxI9pSs5RFYjIVyCltOEK5rbhUoK3E+bavEvXiuHlgZuzaLK4t6U3EQLteE21nKgT/ebHFKV5JwhDalEnoOhNYvI7N+kfCZrVm1TrCxWO5yXJk6wWq8rjW991xW5whKRzWQtRJUllxtJKicdTWW624cWjW6LO7KuFyts7T8szbZPgPhD8Z0tLaURvSpCgptxaSFJUOue8A1BgNp7RkjU9q0yzpHRCbjqTUky6Q02925hmJG8XO8uU8uVylFTYUW9hS0VK5ifJThWJJ/i7ryRqEaNsHCxiZqC32li7XuK/fkMMwg8t1DLDbwaWHnV8lxQBShISAVKSTgXH3vOiI9pt9vtE+/WyZablOusC7xrksz48iYoqknmOBQcS4VHclwKSenTIBH1uPAfT02TDucTVmr7ddY9vTapNziXlxMu4RErUsNyFqCtxC1rIWkJWjcQhSR0oMSv3assdm1Nc7Ui12x23WK7M2W4rXe0IuRfUW0uqjwQ2VPNtKdAUorQTsXsSsAE/e8donUdsh6y1Ijhap7TGgrrJt94n+OUJkKaYCFOvx4/KIcCEL3KStxs9CElZBxl73BXTx1M9qO33/UlrROls3C42633RbESdKaCAl11I8sKIbRv2KSHNo5gX1rA9NdnRu93DXh17Mvsa2ai1dMuLlojXXEK7QlJa5RfbTkgEoUFJSpBWBhwKGBQHOP2qNK3fidedZ6ehHTGlJkRi3uR7innLVIZj+DNFK2kgc1T4UpanMN7tvlBJUftF7U8BNrv7k/T0GVdLSm2iJHsN5Tcos92dI8GYaTJ5bYbWHyErC0gJSUrBUkg1m964IaK1BdNQT7n4xXH1RFZjXS3ImKRFeWyEhmSlKcKbfQEICVoUnG1J7wCPmeB+nZ2mrtpfVOodTakj3fkcx66XRanmCwvewpgthCWVoWAsOJSFlSQVKVgYDDNGX7Wlz7Ts2PrHTKLE+1oNlSY8a5mdFdzcF/jEOcts7h1SoKbSQR0KgQayG5cdkWu43nTT+mFnUVv1LbtPwreJY/7cialK2JaV7PJb5QkLUMHb4K6MnFTGjeD1h0XqqRrjx7qC9X6Zbk2p+ddp3PWuOlzmISEhKUIwc+sSnOSVZUSowKOH901P2hEcTrxps2u3aatS7bAcclIcVdZK1K2yi22ohCWG3JDaCvC8ynegHUhbM9oO4usRtWnQBGhZmoU6cZvIuiTKLqpfgaJCofL6RzI8jdzd+PLKAnrUsrje0mxsXr+zbn47W6tF8rwoDCxOVE8Izt6jKN+zvwcZ89e2+z9opu+N3FM69+Kmbqb61p4zj4qbuPNL3hCWcbsh08wI38oL8oICutfGV2ddEStQKvyrlf0o/tA3qlq2puKhBZuaVhan0tY71kHclRKfLWUhJUTQSHC/idf+I8q8SHNEJtNktlxuFqZnOXNLzkt+LLXHWUspR5KDyycqUDuynaQAs4ZP7TM+1Q9R3u46Aai2azX97S0OZIvTbXjC5JkpZQNpRtZYwVLW8tXk7CAhffW2dI6OtGirW/aLKHhHkXCZclh1wrVzpUhb7vX0b3FYHmGBUFI4M6Klaau2lnY8vwW73h2/rdRJU2/HnreD/OYcRhTSkuAKSQemMdRkUGpdR9pfV10sSDoaw2B2727VVitdwVGvolwXo02S0hHIk+DjdzMuNKJQhTRG7Chtznty46O2fTWur7cdJFMjQk+JbpMZucFiQ69HiPEpXsGAky9vVPXl56bsCTkcFLLctKS9LXzVWqrquZcI118Zy7oVS2Jcdba2HGdqUtNbFNIIShsJJBKgrJzG6j7OGidUTLjJut31Epm9oiKu0Ru4lti4SYyUJZlPJSnq8kNN9QQk7E7kqwMBG6n7Qd40+/xLlM8OjKs3DJpap043VLa5bngTMpLbTXLJyQ9tJUQBhJG7JCcm0PxNvt/1lctC6u0SNO3OLa416jBu5JmJeiPOONgLIQjlvJU0QpA3J6+StQ61dXPg9pC72rXFnmomFjiCsuXra+QVK8FajfizjyPxbKPT1yfPU0zoyzs6yd14gPeNXrW1Z1Hmfi/B23Vup8n8rc4rr6MUE9SlKBSlKBSlKBSlKBSlKDhH7qP7I9nf4TYX0kUp91H9kezv8JsL6SKUGW9hf2Z7SWfb01P/ADZrqb3/APlXLPYWz457SJHf6ump/wCbNdTe+P3V1hJOh61MNesT+qKh+uamGvWJ/VFZz9JDFOIfEe08NoEG4XiJKkInylRG0sLZRhaWXHSVKecQkDa0rAzkqIABJq0b4p256QkMWG8uQDKYgquIabSw3KeCShpSVLDmdziEE7CkLVtJ6Eib1Zouy6zahN3gzEm3STKjORZS2HEOFpbSvKQQcFDq0kf71RrXCjRsZ5lUONNjR45YWiGzOdTG5jKEoadLW7aVpShGCQeqEqOSAaw09WHiHA1FZLhfbZaLstm2rMdxkx8vqkJA5jCUAnK0KPLVnpvChnCSanrJdWL9Z4F6iocQzcIrUtpLgAWlDiQpIUASM4PpNWGmND6c0cw9F09DXFYfS0Fsh1SkFSEBAcwSfLKQncrvVtBOSM1K2u2xLNbYlogIUiNCYbjspUoqIbQkJSCT1PQDqaDEV8S4bKW1S7c9HcYcuZuDanU7oceFuDj5T/jSoljaB1IfQruzUW5xU1C83p1ds0U1zb3cXrO/HnXMx3oM1pp9xxtaUsuJWkJjLwsHCgpBAwrNTt04VaMvFxvVyuFtU6vUIipuLZcJbfDCkkAoPTCw22hwdy0NoSrIFLbwr0ZZpkaXZrULe3EuIurMaNhthEkRlxisIAwNzThBx3lKT3jqH01JxAs+nZMe2reS/cH5sCKphO7DYkvpaSVLCSlJwVqCSQVbDju6XK+IWjUMtPi+NOJfjxpbKWm1uLdakJcUypKUgqVuSy6oYBOG1E4AzXzu2g7Xdbr41dn3JkKkxJj0ViTsYeejLStpak4J70ICgCAoIQFA7RjGneAehZMZMaYmZMDKYTUVUstyBGaipfSw2hLiCghKJTycrCid2SdwCqDLrnrjSlniRJ1wvTLcecyZMdxKVLC2QAVO+SDhsBSSVnCRuGSMivVv1ppe63d6xW+7tPzo/N5jSUq/1akpcAURtUUlaAQCcb057xUfdOHNgulvhW5CpUFmFCXa0+CKS2Vw1pQlbKunRJDaPKThSSnySmry1aJsNmlszYLDiHI5mcoFeUpElxDjgA9GW04HmGRQeDxB0gmALqq74hF0s+EGO7y8jGV7tuOX5Q/Ges6+uq1g8R9Nuv8AgVxuLMOWqY/FSyVFWNst2M0pSgMI5q2iEBWMqylOSKgLpwB0Jem3GriJzwelSJbmVNgFbwQFnGzAcPLT+OA5pyvKzvVm9k8FtBydTx9YOWoKujDnN56223FqIkvSUYUtBUja7IdUOWU53YVkAABkkXWGnptlOoYkx16CCkBxEZ0qVuxt2o271Z3JIwDkEEZFWaeJWhVTGYI1HG5shpt5skKCNq2lPIysjakltC1gEgkIV6DiOb4SaYb0nK0cFyjBmTBOcCuUU8wLQvAa2coJJQCpOzCiVqUCpSlH6NcJtHIgs21cWQ7HZTHSELePVLMZUZCTjHTlqIPu4PmoPpZOJOn7zcL00zKbat9lgxZ7s14qaTy3g6rcoLAKUhLQVu7ilQIOKi9VcaNL6fssy6Q1PzXmINwloZ5DjSQqJHD60PFSQWcoUggqHUKBHTGZSNw0sPgV6g3eTcrwjUEFu3TzPkblOR0JcSlGUhOOjq8qHlEncST1q1uHCTT14hyI93uF1mPTG5LEmU6+jmvMvx+Qts4SEhOwJI2gEKG7OVK3BIt8SdFGKJRvrYTzHG3AW3NzRQEKWXE7dzaUpcbUVKASErQc4UCbpjXOlJNvn3Vm8Nqh2yUuFJe5awhMhDnKU0k48tQc8jCc+V5Pf0qAvvBbQuobku63S2h+Q7KXKWXWmnkkrZjsrSEuIUEgoiMdU4UCjIIyamjoOxjT7um2jJbjOz3bmlxLn4xqUuWqXzEqIwNrytwBBGAAQRkEPtH1ppidFMqJeWVISpKFZCkqQtTpZCVJI3JVzQUbSAQroRUXaOLGhrqzHU1dnWFyEIcDUmM62ttC3VNIUvKcISpxCkhSiAT0z1FePUsshcZeVdLuXRJTMluGQndNdQ+l9BdO3uStPRKNqdpKcbcCo6PwhjNakmy13qebNJgRYngIdSA4G5Ul9Ta/J6t5fSBghWEqBUQSKCaunEnSNvbguC5LleMX2Y7AiNKdJLrpaSohI6J3pUCfcqasmobRqOMuZZpfhDKF7CvlrQD0BBTuA3JIIIUMggggmsXa4RabZkOSWp11Ci6w7HT4QCmKGpKpKUNgpxt5ilZ3ZOCBnAGJjR2irTopicxaVvqFwlqmPcwpALigkEhKEpSCdoKlY3KUVKUSokkMhpSlApSlApSlApSlApSlApSlA7qwHiDxXgaM1FpzRsOPEnX7Uy3vA4si4oiI5bQSVKK1AkqJUhKEBJKlHvABIz2sM1hwwtusdSWfVb+oL9bLhZGX48RdulhkBDxQXQoFCs7uWgH3Eigxm9ceYtlOr2p+kbpEXpefbbc2qW80y3L8Ne5LT5UCrkxwvqpxfUIBVt7gfU3jsxG4Us8TWLB4SHbobUYzc1KmkuJnKiOOh9CFBTAUhaw4EnKBnAPSs1d0NaVzdQ3NmRMjTNSxWYst9l7C0JabWhCm8jCVALUc478GsfRwgiQoqLNYNU32wWeFb4UC2xLTJLHgZYW4pTuTuDinQtKVhaSCGwe85oLORxfurFw0U01peBOg62W03ElwLyH9pMdb7riUhoBbKG2yeZuTnKQBlQB+3CLjExxWsMy+NWtiEqK206YTU8SZaA42VpS83sSWlkYwnrnrg9DUxp/hXpPTMq1TLYxLC7JZ12OClclSgywtaFurH/8AlcU22VL7ztHu1aaX4Q2XS9wcu8bUOpZk996Ot+VOua3nX2WEvJZjuKPr2k+EOKwrJUo7lFR60GLXPtCO2/hbP4nv6FmRGLXcJ8CdDuFzjR3Y5iuuNEKUCpJdcWhKENo3ZW4kFQGVVt23yhOgsTQ242H20uBDgwpIIBwR5iKwm8cGtO3WwStOs3i/22LPnz58vwG4KbMgzVrXIbWCClTai6vAIynOUkHrWaWy3RLRbo1qt7XKjQ2UMMt5J2NoSEpGT16AAUH0lkBhfvVFHvNSkwZYX71RZxn3q3j0zKqfXD36vbL7Dwf2Zr6IqyTncM+mr2y+w8H9ma+iKmSwvaUpWVKUpQKUqA1pqg6Tsyp8e3quM111EeHAbcShyU8o+sST6EhSz6EoJoJ+lQA1pYTYrbqFEtx6Hd0IchKjxnXlvpW2XElLbaVLI2AqPToAc1byOI2kYrr7L932KZWtvrHdw6tDyWVpaO3DqkurQ2oI3FKlAHBoMnpWAvcVYK9RxLNb4++K+y04uTIQ+wA45MEQMjLeA4HAsFCiFZAGB1UmQHFHRq2o0hq5PuNSmWJLSkQJCtzT6lIYWMI7nFIUlH5ZwE5yAQy6lYndeJmlbPak3mTJlLjOwnJzCm4Tp56ENLdUhB24LmxpxXLzuAQcgYry7xM0xDRJcuc8RUxytagWXitplDLLq3XkbAWUoD7e5SsJSFJyRnADLqVBWzWNivFzdtNvnB6Q0HTgNLSlfKWG3diyAhexakpVtJwVDPfVk5xL0i3sBubilvLQ3HbRDeK5RWlakFlIQS8lSWnCFICkkIPWgyqlYpD4maPuFqevUG6OSYTKG3lOsQ33MMOIK238BGSypKSQ4BsODg9K+9q1gi632RaGmWS3GS+VPIeKvKadDZSQUjB65PUgY7z30GSUrCZHFGyvybbb7A4Z0q4zI7IQY742R3UOuJkYDZUWlJYdCHMBtRSfKwlRErN13pa3uyGJV6jpcivmM62ApS0PfisNlIBO8+EMBIxlRebCclQBDIapgVARNc6bmMc9q6IwlbbS0raWhaHFvFgJUhQCknmgpwRkHv8ATXwd13bTEtt1gtPSrbPuLVuVL5a20tFwFLbgCkjehTpbbBHTLg69DQZPSteo4uwn5tpixYLK2ropRL6pYShhpx5bMB1fkk7JTjZS2cd/TFSVg1je34V0uurrPbbRCtbjza3Y1wXLKi0TzDgsoIGB0xknr0oMwqmAOoAqAe1pZG4zrqZSkvNobPIeZWy5uc3ctJStIKSooUOo83WoWw8XNL3XTtqvUyS5FkXSPFeRETGeW4VPsrdQG07NzqSlp7C0pKSG1eg0GdUrEG+KGk5MNm6Q7sy5AcBcU+pDiSWvB1PocbTsy6haEEpUnooA7SSMVeS9b2lplSo5eLiG0OqS/FfYQgKVtAWtTeG1d52K8o4zjHWgyOlYqriXpBHN5l32ltYbRmM9+PJeSx+J8n8cOc4hslvcApaR0yM/SfryxW+1Qr7IuDDdulLfC5D25vlJZYedcykp3BSQw5uSQkjarOCnaQyalQ72qLXGgRrjJXJQiY5yWGvAni+45hRKAzt5hIShZxt7klXcKtLbr7St3lx4Nsu6ZTkvHIU0y4ptRLRdCeZjZuLYUrbuBwD06UGR0rD5/E3T9pvC7NdDIaWEuLS61FeeaIS620EFaUYDqnHUJCBkklIGSoCpC7660xYGmHr5dkQRIjGWjwhpbZ5QW02SQoZThb7KSD1BWOnfQZBSsbuGv9M2lKn7jcHGI6EyVKfVFd5QMcOF5O/bt3JDLpKc5wgnGMGrh/WFiYiSZqpwU1GlCEotNLdUp87cNoSgFS1eUBhIP/I4CcpWNJ4iaPMYS1X+M20VKSC6FIOUodWoYIBylMd/cO9JacBwUkVWLr7Tk25RrPHmOifLU8G4rkN5DyQ0Gy4VoUkKbADzJysAEOoIPlDIZJSlKBSlKBSlKDhH7qP7I9nf4TYX0kUp91H9kezv8JsL6SKUGW9hb2Z7SXw6an/mzXU3765Z7C3sz2kvh01P/Nmupvcz0rrCSVMNf3aT/uioepdr1g/VFZyIh9KVCap1lp7RkaNK1DLdYRMdUwwGozr6lrDa3FAJbSpXRDa1E4wAk1Y+qZovxi1bE3Za3Xi0lDiIrqmCtxsONt84J5QWpJSUoKtx3JwOozhWU0rHYOv9J3S0SL9bLoZcGKlsuusMOOYLiUqSkJCcqXhafJAKhuAIBqTs17tuoLazdrU8p2M/u2qU2ptQKVFKkqSoBSVBSSCCAQQQaC/pWNt8QNOOMxXw9ICZUiZHO5hSeQYvMD6nc+sQlTSk7j0JUjGdwqPRxW09Jh2OfbYF0nMagfXEhlmOlKvCUJdUthxK1JU24kMO7goDBQQevSgzSlRF71PabCYzc2SjnS5EeM0wlaeYovPIaSoJJBKQpacnzDNXUi9WiJHVLlXOK0yhCXFOLeSlIQrO1WSe5WDg+fHSgvaVayrpboKG3Js6PHQ8oIbU66lAWo9wBJ6k+5Rm526RKcgsTmHJLQ3OMpcSVoGcZKc5HWguqVHrv9lbZekO3WGhqMvlPrVIQEtLzjas5wk9e417F6tBlOQhcovhDKQpxrnJ3oSRkEjOQMdfeoL2lWMq92uESZk1lhCEqUtxxxKUN4KQdyicA5WnofSKspWstOQ7gi0v3NpM11px9qPn8Y42jl71oH+IDmo6j0+4aCbpVj47tAMkG5xR4GQJH45P4knuC+vk593FVbvNpfdajx7lFdekNc5ptDySpxv8tIB6p90dKC9pWO2XXVgvSZbzMxllmNMkQ0OPSGhz1MEh1SQFEhKSlY8oA4QVY24JklagsaW2XlXeGG5H9ysvoCXfP5Jz5Xce70GgkKVZrvFqRAN1VcYwhbQvwkvJDW09yt+duPdzULcOImkrdPRbXrxHVILrCHUJdT+IS8ha23HMnohQbVg+96aDJqVYqvdpQ6hlVwjBxxrnpRzU7i1+XjOdvQ+V3dKsbnq63QPAUxWJFzXcVuIjog7HN2xJKjuKgnAxjv7/AN9BOUrHo+tIMu6KtkO13OQGHUx5UlpgKZjPlKVcpZ3ZKgFDcUBSUnO4pwasLrxX0ZZm9WKnTJCV6LQyu6tpjLUsB1pLjXKAH43eFbRtz5QKe+gzClWCL9Z1lxKblG5jLSXnWy8kLbQoAgqGcpByOpqPuuudNWmEme5cmZDRkQ46vB3ULKPCX0MtLV5XRG5wEn8kEjOKCfpViL5Z1eClFziKE3/RiH0EPfqdfK/dmrG86ws1mgCeXFTOZKRBaaiFDi3ZKzhLQJUEhR/3iAPORQTlKhY+sdNvIdLt3ixXY4a8JYkPIbcjKcSFIQ4knyVEHuNe2NW6ZkqkpZvsFRhyvAnxz0jlyMA8s5PrsEdPqNBL0q2j3KDLedjRZbTrsdQS8hCwpTRPcFAHKSfdq5oFKUoFKUoFKVTu60FaVjl+11aLDf7XphyLPmXO7IcfaYhxy4Wo7a20OPuHICW0qdbBPf5XQEA4s9I8U9Ja1cnt2V+UBBZRL3yI6mUSIq1uIRJZKui2lKZdAV5wkHG1SSoMvpWsoPaG4f3O1ouNtZvcp6Q9HahQG7a54XNRIZcfYdZbONzbjLLrgUSOjagQFDbWf2O9WzUlmg6gsspMq33KO3LivpBAdacSFIUAeoyCD160FxL/ALhfvVFnvxUpL/uF+9UUe+t49Myqn1w9+r2y+w8H9ma+iKsk+uHv1e2X2Hg/szX0RUyWF7SlKypSlKBULf8AR+m9VPQ3dSWiLc0QFrdjsS2kutIcUnYXNigRvCSpIV3gLUPOamqUGLHh3Y2bNDslrfm2xm3SHZEJcN8oXG5hWVNo7wGwHCkIxtSkJCQNqcfL1MNNKuRub3hjq0PrkR21yVluM4uQiQ6psZ6FbraFKyT3YGASDl1KDGHuHWl5EnwpyI6XOemRkPKH4xMtUsHv/wBsonHo6d3SvtF0Jp2G0wwxHdSiNHt8Vv8AHKyG4TilsA9euFKOSe/z1kNKDBpHBnREu4i5SYstaw2tso8KWEHey6yo9DnJbfcT346g43DNfWdwn01cmnm5cq6KXLQtqa6JikrmNOMstONu4wClaI7WcAEEEpKdxzmlKCGgaSs1slR5kNlaHYomJaPMUQkSXUuujGcdVoTj0AYFRNm4W6UsUhmRBYeHgslEmMhTp2sFLbjaUJx3pCXnBhWe8dcJAGX0oMEm8GNDz7XDs7saUmLCiRoDaUyVdWGGnWkIJOf8DzgKhhXXIIPWp+06PstlmPz4LTofkqeU4pbhUCXXOYvp3dVVOUoMUsvDfT1intXVgzJEuOG0MvSZC3VtsttvIbZSSfWJEh3AOSSrJJIBFrK4a2m96gvN9vLSd1wbiNR/B3FpUyWHA6mQD0w6XEM9RnpHZznBFZrSgww8KtOKXHdcl3RTjTyJDy/DXMy3EPpfQXuvl7XEggdABlIASdtS0zRtlnaRd0U4JDducjGKCy+tt5seZaHAdyVpOClQOQQCDkVO0oMPl8JdATg6qVpyG4+ptlpiSppJfhoZSAyI6yNzIQU707SMKJV3mptWnIAt823MqeZbnqeW8pCzv3O53EHzdTkeb3KlaUGDQeDmj7cYiYvjBDMPaQwJi0tuuBbiwtaRgEhTzuAMJAUAE+SjbcWXhZpmxqgqjOXB/wAWhhEQypjjqmWmWXmWmgSeqUokPd+SSrJJwMZjSgxFnhdpSPHjsR2JDRiw2YTTiH1bkNtR3GEYyT1Dbyxk5ycE9wqyjcGtHR1wVBMxabdHVHYSXtoAU5vUryQMZJPkjCAMAJGBWd0oMSi8MdMxpQlf9te5S0qituylqRESJDcgoaH+FJdZaJBz0QlIwkAVePaEsD0KNA5chDUOXKnMlEhaVIekJfS6oKBz1El7HoyMdwrIaUGKMcN7HE07C05BkzYjdukrlxZLDoQ+08veFrBA2+UHXRt27cLIAGBi4s+gtO2FuI1aoy2kwnkSGQXVqwtLCmATk5PkKVnJOScnrWR0oMUu/DfT14kuzHHZ0d59uQ04piQU70vKQpYUDkEbm0EAjHQgggkH3K4b6VmWe0WKTCWuFZEhEZrmEApDRb2rxjenBCtp6bkpVjKRWUUoMDa4SabtcyBeLW1IenWmImPERKlLW2pSWHWQtwnKlFSXlhROQSdxBV1q8svDmDbNEWzSD1xlrdt6EOeHtOKbfMoEqU+FZJypSlkgkghRScjOcwpQYcnhNojYlMi2LkEwpUF0uvrPORIUtTql9fKWS69hfrhzncEbzX1tvDaw2rY7EkTkykMyGEyuftdCXi0V42gAH/s7WDjI2+6c5ZSgUpSgUpSgUpSg4R+6j+yPZ3+E2F9JFKfdR/ZHs7/CbC+kilBlvYX9me0l8Omp/wCbNdTfzrlrsL9L12kse3pqf+bNdS11jzCSp/17tTLXrE/qioephr1if1RWc0hiPEfh1E4iw7bFmTBH8WTVTEBUZuQhwqYdZKVIcBT614kHzEA+ao2PwlEINQYmqbj4rRIjTnIrzbbq3ZbAbKHFPEbyCtltxQ/xKB6hJKTsOlYaYHZ+GcjT+m7xpyyauusU3fLpmq2OPsylj8fISoj1zqvLIxhKlKKcZwMm0vYkabsMOxpcbdENvlhaGQ0FDJIO0Z69epySTknqTUtSg19euEcO8XS/zl364ssagZRHcjJX5MdtSmvC0tEdUCQhhpKsetIUseUo19IfCxi33WHMjXyeuNBvZvzbEpZfUX1QnYq08xRKtqg7zPTvCj13HGe0oMEv/DQXzUBvXjGO225Lt01xDlvS48Fw3Q4hLbxUChCtuCMHG5RSQVKzjTnAHnsRmpOqXHFW6LboMLbHcZQGYbUtpsO8p5C3FKTNXkhaBuQkgAZTW4KUGAX3hci7Wm2WmJcW47dttL9mHhEUyUlh1DaVLSFLBS6A0NqypWNyshWavdO8OLfpy9IvUaQpbyVXDepTSd7wlOtOHesdVFPJSMnvzk1mVKDVUDgpJg3SVfnNUCbPky48ombCU+ypTSZSMraU7jKhLUcNltAUhJCR1B+V44O3CXcY7MabEEF9V05r6YKEyYxlsrBUVlR5iQsgJSAnCQlJJCQRtqlBq+58Gl3dqcu53xuRLuDrrzjiYjjTaFrcirBSG3krG0w0AYcz5XXIBBrM4LtzDzHL3vedhvw33VwkFSw4xEaKk4UAhWYaFdxGFqTgdDWz6UGtXODMKbdG59yuDTrUZ7msMohIRvSbgxNUJByQ8rfGQlK8JwFLJClKzV5aOFbFl1lH1ZCuSW0spkocjojkc1Djz7qEev2BKDIUEkI34TjcElSTn1KDXM7gzaJipjgmct2QHS0sR0fi1LuCpuD3b0FRShSMgLQnBxnpbSOCFsuLzku6yoz77+eYEwkpaRmSw+eWglWwHwdAIyckqUTkmtn0oMGXwyaRYo1oiXQBcK+y77HMiNzWN7777paca3DehPhCgnygQUIUMFIFRtt4LWyHc4s6TLYlNMmG4tlcBCQt1gyCCMHCEZknDYGEhtAHQdNl0oNPHs723Y40rUMp1t22Ktx5nOJbzAVCCkIDwZCQ2rdtLZO7d5Q3dMs1Zw2gajjWWK1Gspasql8uPcrSmbGIU3s/ut6ACM9CD6R56zWlBh9o0derDMdFnvsSNbZUrw2RE8X7lJdUQp4MuczDaHFDcQpKyncoJI8nbDaq4LWzVdzudylXqW140cfW8wltJZXuiMMN70n15aXHS8g5GFE+Y1smlBqtHAm1m9zrtIubr6JylKLbxdc2b3GVrTtU6Wik8hKf7sKAI8o7RX2uvBG1TYoYhzGIyxNdmlXgDa0rUu6M3BKVoyAtKVMhvv8AWqJ6GtnUoNVucDIcm5Q7pMvJccZlKlyGmmnY7ClmV4QOU208kN4V37uZkgKOVdTkatAsMaMZ0dATbFMt7eZ4ba0SGHwFbiHGdyQcnr0UMEA1mNKDVM/gi9P04rTh1Y+GpCGES3lsuc+QW2VNHc6h1K9uChQAVkFGFFaSU18LpwBi3NlcZ6+FTanHFbS06jcl2Mwy7vLLzZUo8gEEnAC1ghWRjbtKDEdGaETo+6XqbHmhxi8SfCQwlpSQysrcWtRUpxW5Si55RTtSSkq27lKUcupSgUpSgUpSgVRQyCPSKrSg1tqjhJJv3FaycU4F7tsSRaLeu2liRZESXFtuPJccUh4rSptZSgISQDtCl9+4io7SHBK5aRWptjWbkmIiHGs0Zhy3Np5VnZW+pMQqCvKWeeE87Hc0nyc5KttUoNI2Ts6XLT7MOdbuIbx1BaDb2bZc3bY2tDUSHDkxGmnGAoBxRamSFKXuTlakqCUhO07V0ZpeDonSVn0fbFuLiWWCzAYU569SG0BIKvNk4ycempmlB8Zf9wv3qij3mpSYcR1+9UWetbx6ZlVPePfFXtl9h4P7M19EVZJ9cPfq9svsPB/ZmvoipksL2lKVlSlKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUHCP3Uf2R7O/wmwvpIpT7qP7I9nf4TYX0kUoMt7C5/757SXw6an/AJs11NXLPYX9mu0l8Omp/wCbNdTV1jpJKmGvWJ/VFQ9TDXrE/qis5kQsrvf7Lp9huVfbvBtzLrgZbclyEMpWsgkJBUQCSATjv6GvmvVGnWrkiyu323ouDjXPREVKQHlN4zvCM7iMDvxisW4s8PrlxAhWaPbZcdlVsnuynA8442HELiSGCkKb8oYL4PuhOMjNQkPhLqOAlm3puNmkx0ToN0cmuRS3LL8dDI5aQnyUoUpkDI9a2tSAk9DWFbGOo7EIr043iEI0ZpL7zxkI2NtqGUrKs4CSOoJ6Ed1XMS4Q7hGamW+S1JjvoDjTzSwtC0kdFJUMgg1r7RnDW+6M0tddPNy7VcFTnUTGy6yplCXlJSHmglA8hpJR+Jxktp2pwQgZyjQOmpOk9J2/T019p9yIlwKU2DtO5xSsZPVRG7BUeqiNx6k0Hxs3E7h9qK+vaXsOsrPPu8ffzoMeYhb7e3orcgHcMe6KyFE2M4+5FbfaU+yElxtKwVICs7dw7xnBx6cGtQa74O6wv+or7fLRdYZh3W4WuS7a3Jz8NE+PGjPtLjvPsoUttPMdbeSUBWSylKhtUawqZ2aeJCWJ5hangv3C922zxLncXLrLZkKMRDiFpbJbcSc5YIdWlSiGlBSdy+YA6Ad1ppiO9PZk3iMwbZOj22Wp1XLS3KfDRZayrAKl89nGCeriR391Jet9I29xxmfqW2R3GZ7FrcQ5KQkpmPJSpqOQT/eLStBSjvIUMDqK1rpDgdffUy1LoXiLqIXKZqeDCjyrjFdWXw+1aosRb+9YB5nOjqdSrv8AWk9c1i917NOuNXWaHa9R62gW+Upu43S5zrfGLqpF8mHYH0JcA2JjsBLbK87x0OAUgkNz2nibw/v1+d0vZdY2idd2FLS7BYloW+2UZ3bkA5GMHv8ARUqNQ2lV+c0wmWk3RqGieuPtVkMKWpCV5xjBUhQ789KxLQ+itWWm/wB71Nqe4W9ydfLXaY7xhFZSmVGadS8sBaR5BW7lI78Dr1rVWnez7xV0/dmNSs3q0KukKPam3Sq9TnBeXo0hxb78hbjaixzkukltCVpChglQxgOkgvP+E9KhZutdLW5q5PTL7CQmz8wTgHgpTBbZD60lIyrcGlJWU4ztUD560ro3gJxWses9I6ivvEiVMiWK2xI0piPclhK3GmXUPJ5bjCuch1S0qJLjZBA6KKUEeNXcBdUaumylJjwWnYOob5KjSJMxxpMmNcYQSl0coKJUy4tKNi0gFLB64IBDoCDcItyhR7jCdDseU0h9lY7loUAUq/eCK++70AmuY7r2YeJibGjTenOIsqDbGpwkNRmb1IbU0FW2OwpaXXWnyFIkNPvJRt2/jtwUhQrO+JvCTXusNWWi76f1Z4DGi2aXa5S3pzgJW8w8gPIYbbSOaFrbVzA6kYSRsJCCkNw7/QnPvVXd7hrnDVHAHi9rNi4zLprGJbJ70K5iA1b71ODUWa5Bt7EN3eEIKg29DedIKcDm9Ao5IzBfCHV0XQWodHWnU7jaZl/buVvQ7cZKh4AFsLdguPnLzaXS2+kqTuKQ90z1TQbIk6ssUTUcPST03N2nMOSmoyG1rIZQQC4spBS2nJABWU7j0Tk5Ffex3+1aktUe92SWmTBlbiy8AUheFFJ6EA94I/dWquGXBC86S1rG1tqC4MyZDFmkWxplq4SJAipcnuvtsoU6AXG2mXENBaxuOzuT0rENOdnPiTYrRNtjN/t7DDrSEPRWL3cOVdz4yRJIeJGYgEdK445IVkOqJG0BFB0kXBgnHd7tV3jOMde+ue4PAji1GnWWYNesx27a3IQ5HTPlPJIdclKYwpW3eYSH2kM70kOhKi5tKWiix032eOK1nh6cTM1y/Lk2q/t3OUmRqB52MtoIjocwgRUKcUrlOKCSpJStW7mL3OBQdAO6o08xf2dKvXqCi9SIyprVuMhHhK46VBKnQ3ncUBRA3Yxk1Jb+oAGf31h100IZnE7T+vorcNoWy3XGFMVsw/IL5j8rygPKCeSvvPTd07zWsdacDeKuqNb6qv0LWrMC3X2A5AYZZuUhrY2TFKCUJRltxPIeG9DhB5o2pQSokN26h1JZtKWSbqPUE1MO225ovyZCgVBtA7zhIJP7hVrdtd6QsV6hadvOpLbCudxUhMSI9JQh14rXsRhJOfKV5KfyleSMnpWhNZdmjX97sM7TUO/Q51vdTc2bc1cL5PR4sbfmqeaUAkKEkhlXJKHThISAlRSVBWyuIGhtcaq13pyTFYsL2kbY/FnToz0x2PLky2XuYytRSysONskJdQ3uQFO4KjtGCGw7Td7bfYDd0s85iZEe3ct9lYWhW1RScEeggg+6DV5WI8LrPcrNpl9F3gqhSZ13ulx8FUtKiw3ImvPNpJSSM7FpJwcZJrLqBSlKBSlKBSlKBSlKBUPqPV2mdIsxn9S3uHbkTHvB45kOhPNc2lW1I85CUkn0AEnpUxWreImgta3viVo/XOm2rXIY03GnMvR5l4lQy6uQpnCkpZbWkhIaOQrordg9BQZc/wASNBxkXdx7WFnSLA62xdP+2tkwnHMctDoB8hasgJSepJAA61V7iJoaPplrWcjVtpasTyw2i4rloEdSy5ywneTjdzPI29+7I7xisLvXBgXGbriYyxAbTfzbZ9sQw4qKpi5w1LebkLWlBwfCChe7avODuSruMMjhZrGPomPwykWq36jYgiLeJF2uV2kW9dxuzsx+RLUhyKC4wUOFDiFbSPxgTjCTQbGPFThwLjb7Sdb2QTbslpcFgzmwuSHf7vljPlbsdMd9XemteaO1nHfl6R1LbbyxGKQ85BkpeS3uBIyUkgZAJrDLNwx1c7L0QvWeoWLszo61rcClLcU5JvS0ckSFk43obZU8lJUSpSnipQCkg1Z8LeG2u9BtvW15NmbsUkw4viVF2mzo8OO0y8l52OqSnckuqUwOQfxaEtnClKJJDMH+LfDKPY2dSva7sSbU++9Gbmie2plbjW7mpCwSDs5ayrB8kIUTgA1lTDzchpL7SkqbWApKkqBCgR0II81aTvfBjWA4YX7h3p9FhLN9ul6fUDOk2/waNMfdcZDTjDZIKOYgLaKdi0hSCQk9dxWOFIttlgW+W826/FitMuONtBtKlJQASEDokEgnA6DuoPvMGY6/eqLPQ4qVl/3C/eqK85rePTMqp9cPfq9svsPB/ZmvoirJPrh79Xtl9h4P7M19EVMlhe0pSsqUpSgUpSgUpWleM2t4+ldZ2xN/1Dqi12NvTtxuEhdjZcWWnW5EVKXXSlCglCUuL6r8gZ69M0G6qVpC3cZrxoewWHS+uYyrprFy2uXCY0/cYEJxMQOuJjrdWtxDKn3EoAKWiUcxK+qUYJyZvjIzfBbhoLSdz1OubaGL46Iz7DCY8V8qDIUp5aUl1ZbdAQCcctRUUjBIbJpWotR9ozSumb1Pt8yKVQ7K81Hu8tVxhoVEdWhK1JSwXea9y0uI3lCTjJCd5SoJvH+J3iKRc2WIGotQSpGrVWCLDQIwU2/4CJOxtWUJTHCUE7nCVAqUScAABtGlaa1hxx1NZrWlu18PJgv8W/2q13G2ypDJ5TEyQhtt1twOBDiXAVpQoHCVpO8DaRWa6016vRMCyvvacuNxmX6e3bI8KKporTIWy44EqUpQSEjlEFWcDOe4E0GYUrW54xoTbktr0fdhqJ29r083Yw40XlTEs+EH8bv5Qa8H/Hcwq9aQMbsIMlY+Iku+Nyozej7m1eLbc2Lbc7ap+OVwkuhKhJ38wIcZ5aw5lBKyAU7d4KQGbUrWvHw8S2+G90lcNNSwLBKiRn5Uy4SI5feZjNMrWrwdHrOapSUpyvyUhSlYJABxuGvWGtuzvoDUMviw9pJEiw2q8amvaUNiS7GMJLj4Q6vyGFLWQS5tOBuwAcEBu6lczcM5HFDW3BG93K58QdaMWli/zJdiurFvaXqC7acaGWkpTsGHHSFBDnLDikbOmVbqi+HfH3UmneCl8u9yuk3UOoH9XzNNaSt19Uhm5lxSkiKxcdqUhpSBvdcUoAhoAkk4oOraVyDp7U/HTUHZ91ZarHrS86o1vZtfPWRVwtPgyJqoDM9tDq2kuYaQCyl0pK/JHpPU1NWDjizw24T60uj191/qfV9muzFqTYNXIiC5R7nKQ2mJFSIiUtqacKkubkqVlJWQemKDqSlc9cKLvqTiPoG48KNWa513pbiLYPBpN+mOtwmZwMhSnULj4D0cxlbVtp25UlKMKwrNYDp7WnE21cFONXEix8YLpd7VAdct2jrtqRyKtalRNzciSgtMoaUHXlFDQKTktJz34oOw6VxPpzirxmRpDi5G0JctdTbhZLHap1lt+sYTYvzLz2/wuS0yEJ5jIQMthQUC42pKRjyVZbwV4h6kvvEfVWjuFXE6866s0PSTdw8N1bHcSLdfnHdrTKlBptzlONguKbAO3b5Jx0oOq6VytonirxR0dwZ45al1nqn+1F/0HerlGhyVx0tM7m4jKkBLacbWg4snaSTjzmpXh1N4oaJ4lWDRM/iPP1eNZaEkX8m9uIUiLd2FsAqaU0hJRGc8JwW+u3YNuMmg6UpWg+z1fuLMzUvFjTPELWEbUF30/dYbcRSI/Ihx1vQkPFppIG/kpWvAKipZAyepr59nu/cWZXETi1pHiVrKPfbjYJFpVGTHY5MKIqTEU8pllPry2FFI3KJWduT1NB0BStAcCb5xef4p8V9I8TNZRLxNszdlfiNw4vKgwVSWHnFNspJ3qQMIG5atytmTtzUDo6RxMsnH+x6Lh8X71rl5qDOlcQUyGGU2q2Fad0JLCEJBYdKzhLQWoltKlLz0UQ6dpXMWm3uJdh4+6b0lH4w3nW09Tc2dr2Kthtu02yItCjDS02lJMZ0ubEob5ilKSFKX06mluvOutGdpPS2i7hxJ1pd27x4zcvK75Bai2WWkR1OxmLbtQPxzaijclKjlCHCrJoOnqVRPUVWgUpSgUpSgUpSg4R+6j+yPZ3+E2F9JFKfdR/ZHs7/CbC+kilBl3YX9mu0l8Omp/wCbNdS1yz2F/ZntJfDpqf8AmzXUw9OMe9311jxCSd9TDXrE/qioc9fOT7/Wphr1if1RWcyJe6UqmRnbkZ9FYVWlK8qVtoPVK+YfbISd6cLOE9fXHGenp7j8VfJdwhNEc2Uy3uG4blgZHp7+6guaV5SrcTVHXW2G1OuuJQhA3KUo4CQO8k+ag90rwF9QCMZ9Ne6BVMDOa8uOIaQpxxQShIKlKUcAAd5Jr0lQWkLSQQoZBFBWlKUClK+Tchl5xxtpxKy0rY5tUDtVgHB9BwQce6PTQfWlKUClK+ciQzFYckyXUNNNJK1rWoJSlI6kknoB7tB9KVQHIzgivCX2lPKYDieYhKVqRuG4JJIBI9BIPX3D6KD6Uqh6DurzvyraMHHfg9xoPQAHdVaUoFKUoFKUoFKUoFKUoFKV83n2Y4Cn3UNhSgkFagASe4dfPQfSqYGc14DyCSAoEp9dg93v+ivKpUdLQeW8gNnGF7htOe7r7tB9qVb+HRStDaZLJUvBSneMkHuIHnr0ZLY3ZWgFHr8q9b0z19HTrQfalW5nxA2XjJZ2JO0q5gwD6Ce6vulQV3UHyl/3C/eqKNSsv/R1VFnvPv1vHpmRPePfFXtl9h4P7M19EVZJ9cPfq9svsPB/ZmvoipksL2lKVlSlKUClKUCsduWjLTd9RN6juKVvlFpk2hcRxCVMOsPuNLXvSRk/3KRjOMEjHWsipQat9QuFFYtZsusL1BuNrt/icXFxmLLdft6XFrZjuB9paVcreQhzG/GdylblZlLnwufcnRLvpnW970/cGraxaZUmM3GeM2MyVqb5iHmloDiVOuELSlPr1AgjAGfUoNdyuEMdWo3r9bdTXGA1PkszLjCaixFolvtoQgr3uMlxreltAWG1JBwSAkqUTG6w4YTXbjaXdO3K7RnJusl6gmTYy2w5BUbU/HCkhSSlSNwZBSpKgd5BBFbWpQazl8FYtzsdyi3TV98k3u5z4FycvpTHTIbdhOodipbbDfJS2hSPWcvCt6yclRNZXeNJMX5zT0i4TpC39Oz03FpwBKS+6I7rB3gJxgh5ZO0DrjHTpWQ0oMDvPCe23R+XcYt7uVuurt7GoIk+Pyy5DlCEiGdiVoKFIUyhSVJWlWd6vOBi4sfD16xR33mdW3Z+7XC5MXG6XNbcfmzeUEJDBRytjbJbbSjDaUqAyQrcSo5pSgjdRWSNqXTtz05MccbYukN6E6tvAWlDiCglOQRkBXTpitYa57OFk1vwq0pwjd1hqG22nSbcBtpyIpgrmpiMhtpMhDjSm3E5SlZSUhJUkdMdK3DSg1Orghe3dMx7JI4166cuVvuSbnbrwHIrb8Ypb5fJLbbCWHmSColt1tQyrPTAx9dOdnXhzbbLPterrQzrmRdru5fbhO1JDjynJE5aEtl0I5Ybbw2hKAEISAkYradKDTFl7LuhNJ6cvdl0HPumlZV5vpv4udlDMWRHcS6XGY4CWwhyM0VqSll1K0bVEEUT2YNJytMX+0ag1Hfrte9SXWLfJupHXWm7gmfG2CK81y20tN8oNpCUBG3GQQdxrc9KDVFk4Ct2u36wdncQtSXTU2tYaLfP1I+I7cxmO22tDSI6G2kstBAcWRhHVSio5PWpO4cDNC3Hgu1wMdiSGdOsW5i3tCO7y3m+SUqbdSsD+8DiErzjBV3g5NbEpQa24d8GWdEalumuL1rK96s1LdYbFtdud1DCFtw2VKU2yhthttAG5alE7dylEkmpThhwus3DC23GLAn3C6T71cXrtdbrcXErlTpTh9cspCUgJSEoSlICUpSAB3ms1pQa/s3BjStptuu7PIVJuUDiFcpdyuseSUlIMhlLTjbe0AhO1AxnJBJ691RXDHgHbeHN+TqeZrLUGqLjDtKLBa3rutkm321KgoMNhptAUSUoy4vKztGTW1aUGJaR4c2jR+q9X6ugTJbsrWU2POmNvFJQ0tlhLKQ3hIOClAJyScmvOluGto0prrWWvYU2Y7N1q5CdmNOlPKZMVjkoDeAD1T1OSevdisvpQYZa+GdssuttZa6g3OemfrViCxLTlGyP4K0tttTXk5CiFkncSMgd1YLwn7NCuEctC7Jxf1pNgmQ/MlQZohKROfeCt7r7iY4dcXuVu3FecgDu6Vu2lBpDhd2Z3OE1z8NsXGHWs6K9NeuE+DO8CWi4vuA7lPuiOHlkk5yXM9AM4GKvtO9nOHadTWG9XziPq/U1v0nJel2C13eQy63AecQpG9TwbD8gpStQSXXF7Qa3DSgoBiq0pQKUpQKUpQKUpQcI/dR/ZHs7/CbC+kilPuo/sj2d/hNhfSRSgy7sL+zXaS+HTU/82a6l8+a5Z7C/s12kvh01P/NnFdTV0x6ST/rvqXa9YP1RUR1qYa9Yn9UVMiJa4426R1Hq+12WLpyO6+YtyXIlJbcbSrlmI+2kgOKSk4ccbPfkY3DqkVBMaI1q3PYfuVmel3cS4T5vKLqChuG2hrnwwlRC1btjyMFO1fM5iiFZA3NgU2j0VhWqtGaP4g2jSN3sct9DN1lrZVHmG4Lc5MYoSkxkOKClJWyhK0JcKSFHa4QSpQrLuG1ou9i0LZLJfUpTPgxEMvAPl4ZTkDKz1UcYyT5/TWT4FAAO6g1BctE62jXK7QbJboQgQlyH9OPF4BTEm4LAkPnPVKo4XLUnAwUPhIyQcfGDwxuEeXpmzydLW9y2ab1I5KirLiH0s212BKAZHMAWEtyHglKMdEcvBOCRuXA9FU2J9HdQa31rbuKL91nSNLXWSzCT4C0xHaTHUOWVLMlaAvB5nRoDcsAJK9o3YqPctXEm52aZar+5dZb8qzqjsBoQmIri1xyCJKN5Wl3m56tq5eCjHTdW2doPTFAlI7kig1TCi8X5N/vT9xZcRbVOc21tPmI5yHErfRlCwdxCkclQylJTuIyfKNWMe0ceYDaHmNQvzZHVsNThE5Pl2pxZWvloCvJuAaSAD0QSMEda3JgeiqBCR3JFBpe4WrjHKsb0FyXepTEhm4oS2gW9qXzlNMCMhxSlqbU1u8K3EEKypsEEJycm1dG4gNQoLGkVymnWLctKOQ5GDXhyQgN+El3JLPrs8sFWM+fbWwtifRVdo9FBhOloWuYt+clX65yZEGT4zUtlwMBEfbMHgXL2JCsGMTncVHKRkg9DimjJ/FSXZ7NqB7xtOiyYVvlzWpJgh19xYBcEcN7UhrYrcQspV0TjruB3CUpPmqgbQAAEgAdwHmoNUCDxhlJanTZtybbUmCh+JFchB0IKFmSptRGzmBYaSSVbdnM2eURXzh6b4kWibe7zbZF0d8aynF+BuuwkqI8WMNodyEFId57SgepR1Pk7cGtt7E+iq7U+gUGmo0TjqiLDPh8iRORbbi0A63DbYEnfJMR58ha1K8nwUFtI6Hyiv16aurTC4vR5tmcm3O7SoyLi4X47jMJpSo6wxgvOpcXnYfCVAIRlWdpKSlCztvanvxTan0UGrNTM8XJGprsdNPyYluVCUxC6xVoLu1oh5BUdyVZLidq0KHk5zhSQIPXOmeLd30dqDSok3W4tSoNyhW9cdyClyQXNwZ8LLgT5HLUEgtgK8lRV5W0nd+0eigAHcBQYDq5riCdTR1WF2Ym2pbiFhMVUYN83nq8J8KDwKyjk8vZyvKyF+fbWL6b0dxMtL7N1XeLu5LjpgxXfC5EV3wttNyfL+8pBO1MZ3ckApPlAd6QlO5sCmBQaj0zauNkhy2t6ovstoOT2V3QsNREIQgRpRdDKgpalNKf8FSAUpWB186gmX1ZZ+IsubcP7N3F+3NOGU627FEYOOuCGwIwUXEqOOcHQc+ZIBOMVsXA9FMDvwKDTzcvitdl3Z6zSbkp9l65Rkhww0wwEMLSwlrA5gdEjZ1XlOwLySNler1bOLN0u8m82+VfbU2qPcGITCDBeS1uTDLC3Wi4As7kSsEL3JynuBwdvBtAG0JAHoFNiPyR35oI3TCrqrT1vN7YcZnchIfQ46h1YUOmVKQAkk952jGT0z31KVQAAYAwKrQKUpQKUpQKUpQK01xg0rqXUfEbQ1wGj5+pNLWhqc7c4bYt62vCXA2hlZbluo3KCOeNyQSkL8kgqNblrztTnOKDU9s4RwEaq4mJuVjcXYtYpgOuZnLzOdShznpUQvelHVCCkkJKPIxtyKx28aQm3zhHp3hDftD6imPWOzafkzTbzbykvtHBaQqWDHeU2uMFLQobSlae/IFb72p9AqmxPooNCWvhDfrxdeHlz1FofTluuOk7QbhKnx4sZBduiGyzFifihuSy2FuOrCMI3paCOgIHvg9w+1/oe56wY1zpiLe2tXXGK5NmxrgmQ3JWqGRJfcafCClorSG0tAKKQsJAKE7q3yUpPmptSTnAoOXrn2d7+7w3Vc9P6T0/btW3S9P3VVhlW2NItMZMlvwVtp9lK0Nr8GilBK0KJKw8UhXM2no3S1mGnNNWrTwmvzBa4TEISH1bnXg22lG9Z86jjJPpJqU2iq0HxlnEdfvVFHqSfTUpL/uF+9UWe+t49My9JPUCryy+w8H9ma+iKsk+uHv1e2X2Hg/szX0RUyWF7SlKypSlKBSlUPdQVpVtPuMG1w3rhcpbMWLGQXHX3lhDbaAMlSlHoAPSa1Rce01oeLKlm12nUN7tFvU2ibe7ZBD1vjlWPXObgTgEElII6+evJuN9t9pUa2cY3/wC6+XznqHDW3Wjt/wDkypuClQ+m9Wac1fbxddMXyHc4oVsLsV4OJSroSk47j1HQ9alv8JxmvRhqY6mMZYTcT7h1xzxzjljNw9UrGbTquRcHVxpUFMR9txaHGS4rmN4SVDclSBkHBwpJUk4OCcGsagcWrjc4xch6VWp1yC3JjtqfWgOPLYjupZ5imtm48/HklR8gkpA7ttNl0rB4XEY3a+G0We2h9pzwdLEl17ltulxiS4SMJJwkxtp8+Srp06/b+2V8Fvh3NdihJak2l27KCZ6ypKEJQrYPxPUnmD0dxoMypWFr1xdtiXW7GyUohPzXg7IdYUENqSCEpdZSSSCe/anp3+cXty1ZLanTINrtzT5t8Bq4SFPyOQOW4VhKUZSQThpZJVtA6Z8+AyelYbC4g+FTWYLtqeackSnW2QklReYQ26rmJG3125koKO9O5Jz5Sc5ghW4Zyf30HqlKUClKUClKUClK+ENxbjSlLVkh11P7gsgf8hQfelW892SxDdeiNNuOoTuSlxZQk++QCR09w1hlp4ks3GXZIMoQo0q7wG5YZTNCihbqFOMt4KAo5She5XTadnQ7xgM7pWH2/Xjl008u/QrW2f8AtrEFtlctPlOLdbaUSpAUAkKcJSoZ3pCVDyVJJo1r5Q8csSrYlEmxx33ZKUP7kKW2hC9qFbRkFLieuAQcgjpQZjSsa0xq17UDspDlrdjojy3oiFbXjvLbrje7Km0oweXnyVKxkA1ktApSlApSlApSlApSlApSlBwj91H9kezv8JsL6SKU+6j+yPZ3+E2F9JFKDLewv7M9pL4dNT/zZrqYDrXLXYX9me0l8Omp/wCbNdS11jpJVIxUu16xP6oqHqYa9Yn9UVnMinrIHearWtuNsjW0e12Q6LVcUuLuLgmKhNOrUGfBJBQVcpC1Ac4M/wCHBOAcA1BR7hxCcnMSrmnUzN3MuEnwVqLut/i8ttGQVqSjZzQC/nCt4dCUoBQRnCty0yK1JpuRr53Qt8TqWTfYN4SWfBZBgl1xENSUcshDQwp7aFc4IyUubsDbsznWhnbnM0pAdvcSTGmFtQcRJUpThAWQlatyQrKkhKsEZGcHuoMhyPTTIrmq8WXV+gOI+or5pg6vkQnLlAjNTLlOvF6g2yO/GfckSG4AkYkfj0MtbUf3XOChhKSk+BxS49w3rnPuVonR3rnbLQ9bIA0nJlNRHltueEuOKQ6lSUb2wC35TiC80CnAJIdMZHpp3VoHTfqqa+4ba0vIi3LTmqbgq1XmzxHVvsNszUWqA+YwCiDyTIQtpxHcQXUqySc4rfrrxy1La2LnpSy6xYuV4mStYeBFQieAsRwhm2WxznLQgIfU1zn2k5WMrBSd2SHVGR6aZHprR/CvSsqTr/UesEu62hRplrt861Rb3eLm/FjvS2nVyEGM+9yyUK5YKMDl42p2VA6U4lcdIkHS1uvFtduc5xiAifzdKTGVz5Dkxxmc3zQvlRPBWkJd5iwpD27KMDvDo7I9NMitA3bUvE3TXHa8MWS2TJ1nuUyzR0RHLPLdacYLSkynmpgUI8fk9FqSpJKzgdCQRSy8YOLbfBjXfETVOm4EK46esLtzt0Z62y4mJiIrjjkZ1t7q4ltaUJ5ra8L3K6JKeob/AMj00yPTXNl04z8Z4enpcu36YfuUqNOe8CkDRs9lq5MNxWnVs8pTxdjrLrjjSXSFoXyVnA2nMJrXVnGZ/TV50vCsd3t7cm5Xcx3WrRcp0maEXx5tDbb4cPgiRFQ28FKBbUhzCEpSnFB1dTI9Nan1xrriLZeItvsNksgctTirZsHiiTK8YJflKbmKEltQaieDMhLv40K37gBirSFqzjPL4XaWvb8C2s6m1Jc4bExlVlkBq1xX+i1OMl7epTYGSVLSkk4IAxQbjyPTSuc7Xxb46yYM+TeNKs2xCJ8eO87/AGauMlyzoUt/eosIIM5IDbA3sqTjnb1DYBXxuHEXi1pG4yWbTpu63U3HUXhLhkadmKYkQi3BbUGlhzdEI3vLCVoWnCFZUChQUHSWR6aZHprnG2ax4+IkM26z2eNChImRY613Gzz5rqvC7jPZW9zFyUnYw2zHdKTkbXAAUJKcerXxg7QUqTbQ7w1YVJVY25j0BdulsCbK8EeWtLco7m45D6G2w06MgLyVZUmg6Mqtad4H3rW2otQ6nvGrlSXA9DtKY7irJLtTO4IfU8hDElS1ZQpW1SknB2p7sVuKgUpSgUpSgUpSgUpSgUpSgUpSgUpVCf8AnQVqmR6a5rN6mu3XitedZMcQpTsSY7GtcSxs3dhb9tR4OgIjABMfcpYI5rf4wbnlhaU4UJO13qCOD8fR+oNQaoevaGE3V8Rmbz4REbfmv+DtOuJSmathC2yzuO1xxtkqOEqzQdA5HppkemuWbRYeN0258LHg9fS5ItluFwemXaawbUmG4pcxUiPt5UrwtC2mQHyHkkpVtJQtSZng7ftd6ft1ylXiBq+53J6yW1MqNc2pi216n5ctc1tlTiSlpglDA3oxHTubCCNxyHRuR3Zqtckx9TcaH9DR9PznL803IvDMy66nFjuoeUpbS5T0JERJEhtsPpbjBxlSUBtW1O1QNdQaTuN0vGmLTdr5Z12m4zYTEiXAWrcYry20qW0T59qiU5wO6gkJf9wv3qij31Ky/wDR1VFq7z79bx6ZkT64e/V7ZfYeD+zNfRFWSfXD36vbL7Dwf2Zr6IqZLC9pSlZUpSlAqh7qrVD3UGrO035PBLUgHUbI4PujwhvpWCcQNI8FEayjaNh6Sl3TU+opUdcq2R50uKwiMoZdkrCCG9qUJPRI6nAravGrSV011w0vml7KWvD5jKDHS6rala0OJWEk+bO3GfNmsRTq/jYJjdyX2boiprbXITI/tLF5gQepSFbMgE+bur818S0tLPc5fi43ExhUzhOfU58qqJqamO/tL4+90sc9eecdxj54zl7yuqiamp9rnhDBh2vibxQt1viNRo7E62htptO1Kf8AsafNW3cZT74rWXCLTusIt71frPWdjZskrU82O63bkS0ySyhlgN5U4kBJJOT09FbN/wAJz5hivq/DMOG3qIqJyzmIqvE5TMePXj09mxw4aVVUXlXrxOUzHj8mJst8OZ14l6UjyrK9dmsS5UFuUhUpsYIClNg70pwsjuCcLI7ldftZn+HV6u9xZsU6w3C5QlhE5qLIaedjqACQHEJJLZwhI6gE7R6K5c0PEiI1xpbTKLNJa1/ZeI2pbxqWR4G4l1NmeE7a669jymXUPQQ2NxyUJA6oxU32dbxwv1lxbF/0ZbY+lolgs8ux6esLVqfYkyYinm1vTJjqkBOVKbTy2ipSgCpajuWUp+g9johy4cOLNqKJYnrlp6De3/xkaEqQy1KcyXDlDZIUrJed7h1K1ek1OG0WwsojGEzym2FRkI2DAaUACge4dqenuCuVtUzbHpHtESHtHm36pvOotTWzxvpi7aacVOhjltNG5QZxSNrDLSQ51Cm9yHAlSVE1E2DjZx6nXHVarreoUOXZrRqSXcrM+0nm2wR0OmE4034EnZhSGhl6Q6l5KypI6YAdZK0hpl1TS3bSw6WgoI5g3gBWMjCs5HQHB6dK+9w09Zbq4hy4wGpCkJKPxiQrcnOdqs+uTn/Ccj3K4sn8Q+KnErhhqSzad4i6g1YJnDeRdr0pqxMxHLVeU8pTcNgoYQTzkF9JR5SwGwtKxuBM/qjjLxijaxtti0ZrZuXbJMC1L03PuLLbTWo3nXFeEcxLNvcLmP7soZUwWxhZ3AkgOtnbBZX1MretsZa463XGlFsbkKcBDiknvBUFKz6c1Rd9s7N7a00blGTc34q5rcQuAOqYQpKFOBPftCloBPpUK5nd1Jxxvms0NRuI9ztcKdxHuelBGZssNaY9sbireQ8hbjJVzApvYlxRUnChlKjnOHDXmqntT6K1hxB4j3fSbzWmdTWq46gi2Jt1ThYvCGY+9CmVtMl0MNrJCAFHyU43ig7ZoT0JGM+7XFmpON3aWjQtLC7ON6Tnz9LxpccyY3LbuN1W84lSHW/ApCyeWllRjNllwc0kKOPI31wwna/1DxF1/P1RqV8Wax3gWm12dMFlDQQqFEeW6XuWHXMOLcSnysdV7s4SEBsNnVumJN7e0zF1Ha3rxGRzHrciW2qS2np5Sms7gOo6keevVr1Vpm93CdabPqO1z51sUETY0WY267FUc4DqEklB6HooCuYLNfOHGsO0cxatNQ4mmDpK83R+MtVsfE2/3yQw83IcLuzaiKkKcOVLy6tI6JShO6K4CWm03e/8OdM2G1zIF405pC+WviCptl2JIakPusJS2+8kJJdW+l95BCioDK0nygSHXDWoLK+xLlsXiC5HgLW1LdRIQpEdaBlaXCDhBAxnOMeeqWHUmn9UwE3XTN9t92hLUpCZMGSh9oqT64BaCRkecZrk93RUTTHZ848aP07pSaba3qp+LEiMIcUsRuXBSuR3KU8lA3urGFFwIWDkqNZ12TXPCblxEuMO4xr/AAJ94hyWtSwLb4ugXRfgTaFpYjDKUFothC1hSt6jkkEFNB0RVtA/uF//AB3v/mKq5q2gf3C//jvf/MVQfdaUqQUqAKSMEH0VjNtncPro/P0rZ7hY5cmApAmwIslpx2MWwlKC4hJKkFIQkDIGNoqQ1fcVWfSt3uqLoxbTDhPPiY/FXJbj7UE8xTSFJU4BjJSlQJxgEVzJ2RLfovXfBZrQepp0KXepVrSbvHhWmTa57LTrm95qTL37n1LdKipSSgKCiCnGaDoyTP0CbBIv0u5WVuxrCFPTTKbTF/FKCUkuZ2gpUkAHPQpA8wr1Bh6IvNmhXa1otMu1ttqejSoy0LYLZOVKC0+SpJKcnqQSMnqK5vsOhUO9lbTk5S4Fpb0DqS46kRCuVvcdhvtxp80IjuMo8vaUuBSNoJCktkJV0zk3CKKvR3C6Vadft+JNR8UF3nUcaw2u3OO+Lm1MBS2GmUAnKEbFqScZddKR1IyG2rRqnhO2iddLRqzTRZjnwmY8zdGVNsFbh8tZ34RuWo9TjJUfTUmzxE0FJt8q7RNbWB+DBKBKlN3JlTTBWcIC1hW1JJ6DJGa5t7Pz2jLUi/6ZiGzaw4dWPSkN6TentJtwnkSGCQYUgBAElwNthwhSd6V9FZUqvlF4fabPAW9a216wrRfqiX+3agl+B2JMlFqgsSGnLdHejpSUJbQ001zVKTtCnXCrvoOqrNfbJqKIbhYLzBucXeW+fDkIeb3DvTuSSMj0VVu9Wp92Yyxc4bi7crbLSl5JMc7d2HAD5BwQeuOnWtL9n3XcFvSjFlvDEVlm7aiuNt03OtlhXAYvERpvmJmKbaTsZ3BKwFnalewFPrgKhOHOj9GcObhx0s0zSkyXpNqRCXJhKiuz3J7Kra2ZBUFblylLKllZJUVEqzmg37YdUac1VFVP0xf7bd4qHC0t+DKQ+2FjvTuQSMjp0qUrnHswrgS9f8SbvYZMG8Wm4LtSo17tlrVbYKwhpxIhoYIwXWU7d7oUrdzEg7SnYOjqBSlKBSlKBSlKDhH7qP7I9nf4TYX0kUp91H9kezv8JsL6SKUGXdhf2a7SXw6an/mzXUuD31y12F/ZrtJfDpqf+bNdSknoBXTHpJKmGvWJ/VFQ9S7XrB+qKmREPZAPeKYHoqtKwqmB34FMD0VWlBTA9FNqfyR8VVpQU2pAwEjGMYxTA9FVpQU2pxjaMe9Tanu2j4qrSg87Efkjp7lWl5s1q1Dapljvdujz7fcI7kWVFkNhbT7LiSlba0noUqSSCPODV7Sg8obQ2gIQkBKRgAeYVXakHISOvuVWlBTA9Apgd+KrSgoUg94HSm1P5I+Kq0oKFKSclIz6cUwCMECq0oKbU+gVWlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKCm1P5I6+5VAhAWXAhO4gAnHUgeb/ma9UoKYHdim0ZzgZqtKCmB6BQADuFVpQfGX/cL96os4ye6pSX/cL96oo95rePTMqp9cPfq9svsPB/ZmvoirJPrh79Xtl9h4P7M19EVMlhe0pSsqUpSgVQ581VpQeSCR3DNVxVaVKHnb7lVxgEEZqtUPdSIoecoyPJ7/cplAIGMfurUt00lcrOjiA+xo6ZqFi7XCFKhQnZqlCW5y2t5WVrzykLBJR3FKNoBHSrV/Rlyf4fw9K3GJqiRAYaguuNNQ4eUuIlOOL2trWpRT0QC0SpIb5YTk7qo3KCk9QP34qO1DZbZqOxXHTt2SpUG6xHoMlKFFJU06goUAod2Qo9a1NA0pxSXetA3WZp21sQbLykLhRZ5jpibo76H3FtJQpJOFNBKQtWCnA6LKk3130/qO6av0jeG9N3Vcy2qQ7PnykRm3JDHIeSUKcad2tlK3OraU4WSk5wkkBs3T1lt+m7Hb9O2ptSIVriMw46VqKlBptAQgEnvO1I6+epApSe8A1rfhFp+42S46led0/ItFumvRVw47yEtlBS0UuI2JcWFKSQAXs/jCc9QATsmg8lCT3pB/dVdqe/aPiqtKCm1Oc4GRTA9AqtKCm0d+BTaM5wM1WlBTan8kfFQJSO4AVWlArw22loFKE4BJV3+cnJ/wCZNe6UFCARgjINNoznAqtKCm1I6hI6+5Vmqz2x26MXt63x13CKw7GYlKbBdaacUhTiEqxkJUWmyQO8oTnuFXtKCm1P5I+Km1PoFVpQU2pznAzTA78Cq0oKbUg5AGarSlApSlApSlApSlBwj91H9kezv8JsL6SKU+6j+yPZ3+E2F9JFKDLewt7M9pL4dNT/AM2a6mrlnsLezPaSH/npqf8AmzXU1dYSTu6fyqYa9Yn9UVDefvqYa9YP1RWcyIfSlar7QJiN6atE2dq+LY48K7ofcbuBebt9y/EvJESW615TTalKSsKPTmNtjCs7ThVs41X1i56J03bLE7b2J8K0pl2mZGdefaalJUkutyVuh1xLZDYK1sAeZRClAIwromlcocDeJ2urHpThPw9NsjxGlaY001yJ8ZaX5yHo6BKcbcLgUFMgHKQ0vBR5ZQFpKdk6E4u3q7cONWaqvq2Zc/Tbb6lqtdsK46lojJeKGRzyZG1RIwosrHrVpQfKoNzUrnWzcYuKmpoUlmxCzFyI9dCm6LtTq2ZbUeFEkslCEPlPlLkraKkuKSQ2Snr0q31BxL1Pq+62O1z34VrDt/0tIasfi6QqY9HcXClOS0v7gkNodU6yco2jlLBVuUAA6SpWiNR6R1lq/jteG7XdnLdb7XA09KEoy5SC2UyZa3kMNIUllzmobCHOZkYIylXdURC4/cQL9b4LFjt1vF2VE04xcQ9bZCkQLhNuJjTWlo3pOWG8LLe4FPklRwQaDo6lc2a+1hrDVWn7rYJN5tbN4t+prSw1ZE2d8SWG2b9Ebamur5uFsutgPbUpSNroSF+QpR+upePOv9LW2PFmR4bt5izro06lNncbYubMSaGU8omRubcUySspQl3HVWQkYUHR1K54vPHPWlrk6piBMB82e9MwnJUeAVRrZCcekpDry1SE7nAlhlKw4GUoU6FArbINS2luLus7nrnSVjvS7SmHqC3c9CIMRxb7yv8AtSi+oKeHIZKGWFAoD+FOKQpQBbWoN40rmawahjQuPvEdnUmqIEJTGomxa27lMmc5DBskEgx2UrDKmedzScj13N8+DV5buOXEGVZ4UnUq7NpNT9xTFkzZtnlOsw45iFxiQpPMR0lrBKMqHKH4lZU8DgOjaVzOvivqLhxK1A8qMyu33N3Us6PJXAe/7Rc2WoKoUdtIOTzQuQQjqpXLOD5Jzc6g19qTU2u7Fp+5TIENULWFuDNnRbnzLdicgOCcX95RyVLUpIGzaNu0rKwRQdH0rnvSvEviQ1YdL3EWyG3bEsaViyoCoclyUtdyKGXlh9x1SkBkrSvy0rJCVBSgTuExwu4sao1braDpy9zbW54dY510nQWLZIjSLTKZkRGxEccccIcIEhYUdqSSkKACVJyG7KVzcdRa20ncLjZLjFulyhcL0T5zHLLvNvDss7bNFSs/3wS08+05uJw400pXmVWLyYuuonC3XWkNbWvWTWoLXaFagsk+bcEmS++62lMsNKhyHE7UyUlxLalDamQhISEpzQdc0qxstpg2S2s2y3NuNx2QQhLjy3VDJJ6qWSo9/nNX1ApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlB8JhxHX71RdSsv+4X71RYIBrePTMifXD36vbL7Dwf2Zr6IqyHVY9+r2y+w8H9ma+iKmSwvaUpWVKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQcI/dR/ZHs7/CbC+kilPuo/sj2d/hNhfSRSgy3sL48c9pL4dNT/zZrqbB765Z7C/s12kfh01R9Jmup89MV0x6SVKl2vWD9UVEVMNesT+qKmSw9FIIIIyDQpSe8Z9+mR6abh6RWA2jOcdaBKR3AUBB7iDTI9PfQNoHm76oEJByEjNeqpkekUDanGMdKpy0DqEgeaqgg9RTI9NAKUk5KQTVNicAbR07vcr1Sg87EnOUjr1NV2p9A6dKZHppkemgbR6KoW0HvQD74quRVaCm1Oc4oUpPeB1qtKCm1PftFY3p3h7pfTN0evdthylTnmTGD0ufIlqZYKt5Za5y18psqCTsRtT5KenQYyWlB5CEjuGM1Xan0d1VpQUAAGAMVWlKBSlKBSlKBSlKBSlKBSlKBSlKBSlU7u+grSqZHppkekUFaVTI9IoSB1JAoK0qmR6R6KrQfGX/AHCqiz3n36lJf+jr96os95rePTMifXD36vbL7Dwf2Zr6IqyT64e/V7ZfYeD+zNfRFTJYXtKUrKlKUoFKUoFKUoFKUoFR9+vtr03bHLzepYiwmFIS68UKUlG5QSCraDgZUMk9AMkkAE1IVG6jssDUlin6eujXNh3OO5EfR+U24kpV73QmtY8eUc+vbGpy4zw79PhG1ZY5t8l6diy3HJ0E7ZKEx3NjStja9qnNuwK2vNnbuyQru76lS4j8r/nWnpPAm6StONWp3WKvGTsOc3cJ4jYVMfkPxV7lJ3Y2cuKGVJ86DirB7s63VyBaG42s/AZVsZWtXg0dQYXLQ869EWEFfRtpb7h5Y6HyQNoGK987bZzVa1eup+/5T6fPncbzGP8Aiv33X6N385GM7u+hdSO9Y7/Oa1NrjgnctS6R05pG0akjQmLFFLBekQA+6t0IQEPoXuCm1gpUTg9d/U9BXwufAV2VJuEyFd4TT1yemvSUuwlLbmF24NS2m5CQsFxtKW1NFORlLisYyQeWOhtssYyy1anz6n9Pv26zr7iMpiNO48e4+Xn7No2i/QL5Hkybe6paIsp+G6VApw6ysoWOvmyD1rxp/Ulr1Na/G1qfUuOp9+OFLSUne06tpfQ+bchVa9b4Nz2+HKtFouFp5vjld35fi9XgC0qkF7wZbAcyWhnGN3mHeMioe39nu4Q0Wdr+0FsUiAtKnFi2qDkfbPdl4hkuYZ3h0NLyFZQhI9IrpO32f91ateajxPXz/hznX3d4xGnfjz59+P48t2c1GAd/T3elR0nUVuiXy36ffdWJlyZkSI6QklJQzsCyT5v71Hv5rUaOztNSt5KtYKXHdYksJYMc7UoTHXGt49d3MNOuZ/LUQrpirub2ft6pbVrvUa3xHm5aGYzMQhDfPahJUCAoZSpURZWBgqDyuoOVFG22sZVOtf6Ss7jdV40v3huLmoORu9zp71RqtRW4ahRpgvLM9cNU8JCTt5KXEoJ3d2dyh0rU/qCX9btlWdTWlhq2XM3QxY1rKGo6+ey5sineVMoKWlJKc4JdUceapbQXBuVo3U0u+z51smsvW+RbyliAWpEsOPh3myHC4oOOdCknAz083QMtttcMZy/FuflET/kjcbrPKI/CqL+d/wANqhxPduycZoXUDOVgY7+taEtnAu/3fTbS7pKjMSzKfbbg3mKmY21AS34PDBS24AH22UBYVuOFOu+c5F3c+z3fpwmW5Gt23ba8xLSgyYq1Sy7IjMMrW46FgKGWNwwkHyz1yMmxs9tdTrx9pZndbqomNH9//jbVw1fp21TJMG5XVuM9EgLujwcSoJTFQcLc3Y2kJ6ZAORlOR1GY9XErRyX3ojV0eflR4DFzcjMQn3nxGdVhC+UhBWeuMpA3JBBUACKiNbcKbfqmNYoUF1u2R7Q4Y7rLTWEP21wJD8TCSNqVhCBkd233aibVwaulr1kjXg1rLXcn58p+bHMZsRHIzyA0GkAJ5iSlDUbBLihlnO0bqzp6W0nDlnnN1Pj6+vXv9vq1q6u7xz46eMTHz+lfn3DPNM6ssmrrWi82N+U5DcI5br8N6NzAUhQUkPISVJIIIUAQfT0NX8y6W+3lgTpzMfwl5EdnmLCeY6r1qE571HBwB1rCfUuS9w/0toSfMjymbAqB4SVsEtykRwAUlBJ6Kx3En99YVB7OUuJ4SuVfLXcVi6xbjGMu2laVhp11SuenfhbikvqG8YPp6eSLjt9plll/qTEX48XNX48+P4M9fd4YxWnymvPmvP5eW8g6ggKCwQfP6a9BYV3KB96tJWbs/T2XorN+1BCuVuhG3MNRlwVDmxojkxSUu7llKlq8LAJwE+R3dayjhfwm9Tm4SJrdwYeEu3sxZAaj8svPoffcLyupySl5COvUBsDOMAc9XQ2+njM46tzHXjtvS19fPKIy06j35bHHdVaoO6q143uKUpQKUpQKUpQKUpQKUpQcI/dR/ZHs7/CbC+kilPuo/sj2d/hNhfSRSgy3sL+zPaS+HTU/82a6mrlnsL+zPaS+HTU/f77NdTe/XWOkk76mGvWJ/VFQ9TDXrE/qis5rDXXGnW+oNEW2yP6fcjIXcLi5GeW+EbQgRJDqfKcUlKcraQOpyQSB1IqEY4mahky2ZD90gw3VzoMXxIqEpL7sV5ppbkvKjvSEBbjnUbUpaUhXlZI3FgegU2pPekfFWBqPT3FDUz+g77qO4R4rt2txZbiRlMrjNLbcSgMTHN3lIZdKuac/3aAUnykKrPtE3tepdNQru6ghx1K23FeSQtba1NqWkp6FCiglJBwUkHz1PYHooAB3ACg1Tcb5fNG6wliRqe5XWNJkx4kaNcHYseBEU83IdK3nm4+9CAGQhGSolS0JOd2atFcb57EqeubbLSwyqPCctjTs9xK31utPuOZWGlI2Yjr2OeSlQA6gqArbzsdh9KkPstuJWMKC0ggj0HNUcixnersdpfcPKQD3HI+I9aDALJxEWux3vV7yFPWtq4QnBzXUNiHCeiQ3HHCQCCG+c44r3ArB7qgdS8Z5Bt0u3Q4KIM+TapLjZEkmTBkCEuU2HG1NhP8AdBJJSpQCjtI6E1t8stEFJaQQroRtHXpj+VeTGjqWXTHbK1J2FRQMlPXpn0dT8dBra6cbrdbgqMi2NuTG3JjTrSpYT4PybkzCQt3ySpCFc4O529EjoFZzUjI4kvs6fs108UwmpF6nOW9JkXEIhtKQl5XMU+EHyFBg7fJBJWgEJOcZwYsYlxRjtEvDDh2DyxjHX09OlFRYy2PBVx2lM7QnllAKcDuGO7FBrHSuv7xeGtTawfho8CiWyHLt0Ez0oT5UbnKClKSltOSQA4VEbQD5IFfNfGyNKcg2yM1AMmaytL3IluqXGc3SUIUkOMoS6nfFWDg5HftKcKVtXYjqdo8rv6d9fNEKG0W1NRGUFpOxspbA2JznA9A6Dp7lBqm08Y54iLiKsseY9BgJU647cm2HHHhGadK1pWkJS2ouABSVKPUHbgitj6XvjWpLDDvbPJ2Sm934pS1IyCQoArQhRGQe9I96pAxYqllxUZoqUjlFRQMlH5Pve5XttttpCWmkJQhACUpSMAAdwAoPVKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoKHoK0vxs4iXCy8QdDaBY1i3pWFe/C5065tzITT4Qzy0IaAloWjYpT2ThO5XLCUkeVW6a+L8OJJIVJisukDAK0BWPjoOZ0aw4mqv/ABEhay15qXTdn0rBkz7pdYUe1PtRFeEB2G1bssOqVuhpXzm5KFOAqZ2435MtqnWvETRnAywxL1rpLWvJci2LucmQ9CYfixpUzyg4tTPg7JQ3uZ5ymdilNnakqIFdCeDsbVJ5De1R3KG0YJ6dT8Q+KrVdktK5z9yXbIipUpluM+8plJW6y2VlCFKxkpSXHCAegK1ek0HPOktT8RdW3XhZOgcUr0p+5WgXjU1sMOAmB4DHQW1u58GLxW/IU2lJQ6lCkh1aAAAB74R8VNRM6U1QnUfEJGsdSRYMd+3PNzYL1umTXIkh5MOGqNGYUXMx1lbLgcWlOwhRBzXRyWmknKW0g7QnIHmHcPe6mvKIsZvo3HaTlZc6IA8o96vf92g5KjcYNYO2FMVfGtSLCt9C1a58EhjZINnMowtpa5IAfCTtKOZg8rO/Brp/RNzud70dY71e4Rh3G4W2LKlxyCCy8tpKlowe7CiRj3KlfAofKLPgjPLKt5Ryxt3ZznHpz1z6a+oAAwBgUHyl/wCjqqLPeffqUlnEdfvVF95Jzit49MyJ9cPfq9svsPB/ZmvoirJPrx189Xtl9h4P7M19EVMlhe0pSsqUpSgUpSgUpSgUpSgVQ1WlBTH/AFimPdqtKDzg+mq7arShTzt92q7arSlDzt92m33a9UoKY65pj3arSlCmKYx3Gq0oKY92qFOfPXqlKKtTHu0xVaU6KUwfTVNp85r1SgUpSgUpSgUpSgUpSgUpSgUpSg4R+6j+yPZ3+E2F9JFKfdR/ZHs7/CbC+kilBlvYW9me0j8Omp/5s11MO/rXLPYW9mu0iP8Az01P/Nmupq6wkh76l2vWD9UVEVMNesT+qKzkRL3SsH4o8RJnD2HaJEKxLurt0nORA02HVKTtjPP7glpC1HPJ29E9N2T0FRkDi3OucZu9w7HBNoVcINrUo3DMguyUslLiUhG1TYU+j/FlSAVjpgHCtl0rAdHcSZer9MXTUTUO2QRbXSwrnzssktoSt1wupT0aIUSheDuRtX0CgKyTSd5uN+05b7zdbai3yZrAfVGCyvYlR8nqQDkp2kgjoTg92SE1StbL1lqqw6vkWq/XCBcY7z7Ua2woFsLUqS862+6E8xyTyxsajuKJITu2HGCQD9meMltdkT0+IpvIitxSw4ZEZCpLjyXFKaShbqTvRylgp7ztVjIGSGwgQe4g0JA6k1hlm183LYud0fSXrei6Q4cNbLZCg1IYirQtYJ7t8nyj/hT3jpUVfeMdrbsUiVZmXfCXrZImQXHOWpHMTGXIbQ4hK+Yjc0guDckApx1yQCGyaVhdz4q6atMdt59EtReclMtIDYBW4xNbhKSCpQAy88gAkgbSSSBVwOIludtFqucS1XJ529S3YMSEGkofU82l1SwSpQbCQlhw79+1QAKSoKSSGV5qta7s3ExU9eqNRSospiwWG3MTWkmOgOuJLCnnSRvKtwACdpCcEHqc9JFPFKxtzHLZcYFwt81plclUd9DZVyQyt0OZQtScKS2sDrnKCCBQZnVAQRkEEVhMbinAuE02+1aevE14vFlvltspDuGUOrUkrdSNqEutAqOAVLCU7iDiH0nxgTLt81OoLbIanM3C6tRgOSy3MZjXRyGnlKcdA3DLAIWU7ivKQc4oNn0rAPVk08ltLzsGcy27DjzGC9yWy8XlNJQ2hKnApR3PNpKwOWknCljFX9l4lWu9XeBZkWy4Rnbg0442uQGkI3IU4lTaTzDzVDlKJ5QWkJUhROFAkMwpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSqKOAT6BQM0yK1lrbiHqeJxV0xwz0uy1GNxhyLtOmyrS/MaVHZdaQWUFtxAaUoOk81ZUlJDadii4MRfCjizqnVXh07U8W2KjyrDG1Ta2re04h2NEfckJTFkblqC3UhhOXEhAKlLSEDaCQ3Dkd2aVzlpnjlxV1MxaNMtJ0pH1FqUWqbBuPgr7sCJGnW+ZNDLjQdCnXUCAtvclxAXzUr2p2lKt2cOtVK11oLT2s1wjDVfLZGuCmN27lF1pKykHzgFWAfOOtBNzMchefRUZ1B6CpOYMsL96ownzV0x6ZkScrHv1e2X2Hg/szX0RVknqoe/V7ZfYeD+zNfRFZyWF7VMiq18HoUSSdz8dtxXpUkEj46yr70qz8U238yZ+TH1U8U238yZ+TH1UF5SrPxTbfzJn5MfVTxTbfzJn5MfVQXlKs/FNt/Mmfkx9VPFNt/Mmfkx9VBeUqz8U238yZ+TH1U8U238yZ+TH1UF5SrPxTbfzJn5MfVTxTbfzJn5MfVQXlKs/FNt/Mmfkx9VVFqtw/wDBM/Jj6qC7pVobVbj/AOCZ+TH1VTxTbfzJn5MfVQXlKs/FNt/Mmfkx9VPFNt/Mmfkx9VBeUqz8U238yZ+TH1U8U238yZ+TH1UF5SrPxTbfzJn5MfVTxTbfzJn5MfVQXlKs/FNt/Mmfkx9VV8VW7GPAmfkx9VBd0qz8U238yZ+TH1VU2q3H/wAEz8mPqoLulWfim2/mTPyY+qnim2/mTPyY+qgvKVaC1W4f+CZ+TH1VTxTbvzNn5MfVQXlKs/FNt/Mmfkx9VPFNt/Mmfkx9VBeUqz8U238yZ+TH1VUWm3D/AMEz8mPqoLulWniq3fmTPyY+qgtVuH/gmfkx9VBd0qz8U238yZ+TH1U8U238yZ+TH1UF5SrPxTbfzJn5MfVVRarcO6Gz8mn6qC7pVEpShIQgAJSMADzCq0HCP3Uf2R7O/wAJsL6SKU+6j+yPZ3+E2F9JFKDLewscXntIn/z01R9Jmupq5Z7Cw/757SQ7v/bpqfr+9mupu/zV1hJKmGvWJ/VFQ/Ud9S7XrB+qKzkRCxvOnLFqJhuNf7PCuLTLnNbRKYS6lC8EbgFA4OFKGfQTVu7ozSj1wRdnNN2tU1tsNIkGG3zEoCdoSFYzjaSMZ7ulTVKwqK/stp3waTD8R2/kS46IkhrwZOx1lCSlLak4wUhJICT0x0qTQkISEgAAdAB5q9UoIm6aXsN5Q+i52qNI8ILanCtHlEoztO4dQRuOCO7J9NWEvhxoicWjK0xbl8hpphoBnaENtpWltIx5glxxP6q1DuJFZLSgiDpPTptcqyeJoQt05vlSYoZSGnUctLe1SQMY5aEpx6EirR/h/o6VcHLpJ05b3JLrZaW4pgEqSWuUc+bq0S2cd6cA9AKyKlBjjvDzRb8mZMf03AcenpUl9xTIKlBS0uK6+bLiEr6Y8pIV39a+8nRunJloj2OTZ4q4UVYcYa2f3S+vlpPeFHcrKgcncrr1NTlKDHrhoixS9OXTTMGEzbI10gLtziojSUFDRZLSdoxjyUHCRjAxjur4q4aaHdtptMnTUB6Kp3nLbWyDuXs2Ek+jYSnHdtO3GOlZPSggpmh9KToqYcqww1sod56Ehvbtc2BG4EdQdoCT6R0PSvEjQekpTAjP6fglpJeUAloJILr4fcII7ip1KXDj/EM1kFKDG/U60WMY0zbhiIIKUhgBCGBtwhKR0SBsTjABG0YPSrmDozTNvmQ7hFskVqTAbU3HdSk5bCt2ce75a+vf5avSam6UClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUGM3rhtobUeoIWqr5pa2zbxbghMWc8wC8ylK96UpV3gbwFY9IB81fK38LuH9qkyJlu0faI70qem5urRFSCqUkrKHc/lAuOEegrWR1UTWV0oMKHBnhcmxSdMt6EsrdqlyUy3YiIqUoLyRhKhjuKU+SMYwMgYBxWXxIkaBFZhQ47TEeOhLTTTSQlCEJGAlIHQAAYAFfalB8Zf8AcL96os95qTmZ5C8eiovzkHzd9bx6ZlVPrh79Xtl9h4P7M19EVZI9ePfq9s3sTCx3eDtfQFTJYXtKUrKlKpkGq0ClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUHCP3Uf2R7O/wAJsL6SKU+6j+yPZ3+E2F9JFKDLewtnxz2kvh01P/NmupgfPXLPYXH/AH12kvh01P8AzZrqausdJJnNS7XrB+qKiM1MNesT+qKzkRL3SlKwpSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKD4TM+Drx6Kiz/wA6lZf9wv3qiick9K3j0zKqfXjp56vbL7Dwf2Zr6IqyR1UMDz1e2X2Hg/szX0RUyWF7WF8WNaS9E6JuFztTaXru8BEtMfG5UiY50bQlIGVkdVbfQk+bJrNK1nxett9VO09qS0WqRc2LQ7MRJYio3yGufHU0iQ2gKSVqbKjlIIUUrVjqK8O/yzx2+X4dxPVx5mL8XEfTtw3eWWOjlOHf8fX9Gu+C3GriRd9c/wBnOJKoCIclsxGnWeQUtXEeUY6lsqUAspC8IXtUdquhx03XxH1PK0Xw81PrGCy0/IsVmm3JlpzOxxbLC3EpVjrglIzitC6C0/rH+ytv4cQ7Dc3kx7nbZLN1m2B+3GC1Gkh5bi1vuK5qtqdqEISnG45wCa3vxK03K1lw71Ro6DIaZlX6zTbYy47nYhbzC20qVjrgFQJxXz/gWW4jR4bicpnxN5d3PeP1qu/q8fwqdWdGtWZmfr359fp8/q1Dae0vfZ/CFWqJtit8HWdqu9ltd6tK1LUw0mfKjobfaOQpTTjD4cbV+UCk5KVVtSdxc4e23VA0bN1Ow3dfCWIa2y04WmpDwyyw48Elpt1wEbG1KClbk4ByK1ZxM7Nl31ZbtETNN36FbL1ZE2e331a0LUzdLdCkMyUtdBkLQ8yFNqI6BxxJ6LrzK7Ol/Gq71Hbdt9z0zqHUg1HJ8P1DdWnI6lOtvOsiEwtMd4hxGW3FKTsGwKQ5sGfuPqNpvcYeHLCHCrVMdTrc+XbFRkNuLkCVFbLshvlBJXlDaSs+TjBSc+UnPz4ScWLBxf0g3q+wNyGGS4404y+0tK21pURgkpAVkAHKcjrjvBFYLZuCusbfxmc44u3eyLvNzfftlygIZIYRZSlAY5Lmzf4WlTDalrICHApSDhLbZTmPBrReoeH2iW9D3923SGrZIktwJEN1ZVIjLdW4lTqFoTy3PL2lKVLT5Od3XACag8SNE3KPYJUHUUV5nVMdyXZ1pCsTGW2+atacjoAjCuuOlQ+mOO/CfWd1gWbTOtYU2VdW1O28JQ4hEzYnc4llxSQh1aB1UhCipODuAwca20XwV4nace4fxtRXXTKrLwzt9xt8ZyEp9Um4NOxuS06tK0BLKkpCQpAUsHJUFjomoTgdw94h6w4ZcElahe01D03pOPb9QR3YPN8OlrENaGGFNFIQwEh88xYWsubPWo3qwHROntX6d1XZ3L/p26szre2/IjKfbztDjDimnk9RnyVtqSfePfWNaV468Ktb3ODadL60iTn7m0t2DtadQ3LCE7nEtOLQEOKQOqkJJUnB3AYNTVpRqlrS8xOsPFRuG6ac2xLiWeSVrLPRzKt/L2bz3FW7HQiufuAWgdfaz4U8El31zTsTTGloNu1BGdhKdNwlrERSWGFtqQG2QkPHmLC1lzb0S3uIoN1MccOF8h24Mt6saBtkSVcH1ORnm0rjRlYkOtKUgB9DZGFFoqwehxWQRdZaanXWFY4V5jvzrhbTd4rLeVFyGFIRzhjptKnEAE9+emcHGitMcFdc6e1Tp3XnE/VtpmRNJwrsm9XCXeJsk3NEhjaZKmpGGIaEpHVlvKQP8eBtqQ7KGk5Ma03jWkq6+M7c4+vTukZKmylQ03CkPCJ39+5TjhCx0WhLSh0xQbRmcWNA2/VaNFTdRts3ZyQ3DDa2HQ34S4gLbYL23lB1SCFJQVhRBGAcirOPxw4WytTJ0exrKIq7KuDtp5PLcCRNbKgqMXCnYHfIUQgq3KAyAR1rXerOCfE7U+sXrlO1PDlW5Gq7bfoL0i7TkmNCjPMOKgpgoHgyVfilkPkqUrIBSPXJkkcDr4mym2ouVsDx4m/24KwF48G8P8I5Xrc83Z5Po92g98X+0TprS1tkWvR2p4D+pY1/tVocYXHccaC3p0duQwHMBsvJYccVsCitOCSnoa2LrjiNozhxDiXDW2oY1ojzpHgkZb4Uec/sWsNoCQSVlKFYSOqiAACSBWmrrwN4pL0s/wALrZP0mdMJ1WzqONcZC3/GJZ8aJnrjuNBso5gVuSHw4dyQAUJzuG0uIGh5mr9TaAvLD8RDOlL+5dZLb4JU6gwJTCQ3gEbgt9CuuOiT1zQJPGrhnCvEewy9VsNTX/BQULYdCWFyQDHbec27GHHApOxDpSpWRgHIr7SuL3DyHq9OhH9URxey81FVHS06tLT7qQtplx1KS224tJylC1BRBBAOa1df+zzf5urNTFl63XPTurr0xeJSJ+oLtHVFISyl5rwOO4liTnkAoUpTewlIUHAgCsn0poDiNoLUt+g2JzTczS2pdQydQSpMp59u4xfCMF9lLaGyh07h5DhcTtSQClW0Ehk1l4z8M9R6iTpWx6vhyrk648zHQlDgbkuMgl5DLpSG3lIwSpLalFODkDFWTHH/AIRSbXcr2xreI5AtLzcaVISy6UJkOOFtDCTt/GOlY28tG5YJGR1GcD0nwN1/brboDQOoLnp3+y3Di4s3CFPhc0XC4+DocTHbcaKA3H9eC6tLjnMwQEoCjVzG4GaotHDfRNms1zs6tRaG1FI1DFTIDngEtTrkvc06Up3py1MXhwJJS4lKtqgCCGTcK+K6OJGvteWy2XFiXZbAbYiEUsLaebcdZWp9DqV4UlQWkDapII84raNaw4U6G1tYdZ631xrd2xJlauct7jcW0qdWiKmOyprYpxxKS4cYO/anPUbUgAVs+gUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSg4R+6j+yPZ3+E2F9JFKfdR/ZHs7/CbC+kilBlvYX9mu0l0/9+mp/wCbNdTVyz2F8+Oe0l8Omp/5s11NXWOkkqYa9Yn9UVD1MNesT+qKzmkNUdoPUd6sEDR7Vmuj8IXTUyIUvlT0Qi8z4HLc2F9YKWxvbQcnv24HfWPxr4u86tZ0rqPiPP07aomm2LjBMe+NKcuUlx+QiS6qZj8aI3LY8lOEjnZcSoYFbtu1ks1+i+BXy0w7jHCgvky2Euo3DuO1QIz1PWrF/RGjJVuj2eVpKzPQIiy5HiuQGlMsqJJJQgp2pOSTkDzmsNNacU7pdLfYNNXKx678YWpiHIkzW2L5Gt068spYSUSWJBCWlbCeYpILbat6SVBI2q+lq47wZkpu0sRStarszbYolSEtypDC7ILkmQpvaCkn+7IxjIJyPW1tC7aa05fo7MW+WG3XFmOoLZblRUOpbUO5SQoEJI9Ir5ztK6envuznrPD8NdYMfwwMIL6UbSAAsgkYyceag0kx2nbinT0S9S9O2B1VzttmukUxb8Vx4zc6bHibJbxaAaUlUgrBAUFBtwD1mTGa54y6gZM6e68YzunbHqNEsWS574sp5gWtxt5l1bRBUhMkoO5s7HOanBxk7eHB3RLWi4eh41uSxCiuWx1x1pppL0tUF1pxovqCMOFRZSFZHUFWMZrJGNMacjwG7YzYLaiI02tlDCYqA2ltZytASBgAkAkecjrQajV2g7y7edQ2y1aJafRaFXWOwl64CO4t+C5s/GFxIbQhw4KSFqKUqbKh5YAnzxhQOGUPW7fi4zZ04WtlhXhaWTL8IUwW+rHNCgUKyFIABSQVhI31nrul9MvTJdxe07bFy57Pg8p9URsuPtYxsWrGVJ6DoSR0qqtMabVZ0aeVYLcbU2EhEExUeDpCTkAN42gA9QMd9BpiN2j7rOt1sv8AA0hEVa3Itkk3BS7mea34wub0AJZAbw4ELa5mVFOU9MAkYvdKcU73rjiVp1si3wbbJavoRCj3ZTsk+DPtMgymNiQhWQojqraVFOSetbeTYbGhrkIs0FLeEDYI6AnyFlaOmP8ACslQ9CiSOteY2ndPw5712iWOAzOkkl6S3GQl10nvKlgbldw7zQc7v624q2OdrjiOzKmS9P6Nu96VMYlXFoRZcRiOrlRWmQ2pxpaHS2ou7kjahYIVuGM6XxvmTdVq03pyywri23e5NrVJRNJBaj2+LMcWhKEHe5iQpsIyBuSMkdcbW8WW7lPseAR+VKKi+jlDa6Veu3D/ABZ8+e+re36c0/aUNN2qx2+GhgktJYjIbDZIAJSABjIABx5gB5hQaJufFTXmpJPDO96dbsDa75c5DyLfHvzq2nI6rRMeS3LKWshSVIScBKhvR5tuakWO0sxNvGmYkGzQnmb7GiqfQqatt+HJkW5U5tBUtsNKAbCQSF9ArcduNp3HD0xpu3uF6Bp+2xnFPKklbUVtCi6pJSpwkD1xSpQKu8gkeeqJ0tplEtFwRp22JlNtJYQ+IjfMS2kYSgKxkJA7h3Cg0ZI7UFzjwIKP7JQHbu8m4Oy2UzHwxG8EbiuKYLpY8pxSZaCFjLW1JXvIO0Z9o7ipL1Nry56On2mNbVR2FyYSC+p555pstBxaihJZGFPJSUczek4ynByMv/sTo025uznSVm8AZe8Ibi+AtclDv5YRt2hXU9QM9avI1iskO4SLvDs8JidMAEiS3HQl14DuC1gZVjzZNBzrw14nahhaQveub5dXLrItqbm8WZepGil9LM5aEtpipRuZWUJCEZ6FW1J9fms10vxwuOr5dqjQbVZICZ8JFzf8ZXcsONsuTHI6Y6EBo7pTfKw82cBtxSG8ncFDY7OhtFR5a58fSNlbkurDi3kQGgtSwsLCioJyTvCVZ9IB7wKuXtMabkvR5EmwW552K+qUw45FQpTTyjlTiSRlKye9Q60GleH/ABwXD0rYbTelsy7j4v0sgPSJ2Xpq7pIUwtYyCVFHLUvoTnB6jGaxjUvHfUV0ch6sYcattuVo/UV3YgW+8Zmp5LkQIEppTRS08jKx3LCFKWjrg56QVpbTSpMWYvT1tVIhNhqM6qKgrYQFbglCsZSAQDgYGQPRXlOktKokSpaNN2sPzgoSnBEb3P7vXbzjys4Gc9+KDVV2493jT658266PjKtTQ1C3BUzPUuQ85aXFhZcSWwltCwhWDuUUlOTkHpMWHWl94kQtZaPjT7PbrrbIDLca72O6Cc02/JacU24kqQnapBSk7VA5HU9FAVn9w0/bZsN+IiOmMp1t5CX46EodaU6CHFoVjyVnOSfOe/NQugOG1o4fszvApkybJuLiHJEmSlhtSghOEIS3HbbaQlIJ6JQMlSlHJJJDTE3jdqW66duWq4z863zBEhaRh2+JGVLxqR8cy4LDLaVLeMRABAH+ykAg9MeLdqe/6qsOjmFa21dBu8PVTekLzzEqgPymksvutyXWHG0qbdfZ8HdJ2pxvIAwK6MRaLU0pC27ZFQpt5clBSykFLywQtwdOiiFKye87jnvNVVabWuQZS7dGU8XEvcxTSSrmJBSlWceuAJAPeB0oPtGY8HZbZ5q3OWhKN7itylYGMk+c+k19aUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoPhMGY6/eqLqUmZ5C8eios+7XTHpmVU9Vjr56vbL7Dwf2Zr6IqyT64e/V7ZfYeD+zNfRFZyWF7XkjJz0r1WP6g13pnS81mBe57kd19lyUNsV51DbCFJSt1xaElLSEqcRlSyAM1lU9t9GKqBivIcQQVZ7u+q8xHfvHx1KFaYHdivJdQO9X/ACq3jXGLNdksxnSpUN7kPDaRtXsSvHUdfJWk5Hpqi7pXjmt4B3jB9NfNibEkhZjyW3Q2tTSyhQIStJwpJx3EEdR3ig+2B6B1qiEIbSEISEpSMAAYAFC4gDJVQuIHTePRQVIB7xVEoQhIQhASlIwABgAVYv3y2MXFu0OSwmW7GdmJb2k5ZbUhK1Z7uhcR8dQXqp6EFpvV7OpGPA9OxWptyXsXlhl1hL7aynbk7m1AjaDknHeCKDK1ISoFKkggjBBHeKqAAAAAAO4CsXTxK0b4XIhO3ksqipdLjj8Z1pn8U2HHAl1SQ2spQd6glRIAJ8xx92Nc2CTabhe0uzWolsYMqQqRb5EdQZCCvelLraSsYSeqQaDIcD0U9yvKXAe81YWy/W67vzmYLynBb5BivK2EJ5oSFFKSfXYBGcdxyKCSqmB6KpvSOhUKj7nf7ValJRLnNoWp2M1ywdywX3Q00SkdQFLO0E9Oh9BoJKqYFU3oH+IdetU5zWdu8ZxmiTMR29YHoqteOa3nG9OQM99A80TtCxn0UOUPdK8F1sDJWK+LVwgyHpEaPMaceiqSh9CFgqaUUhQCh5iUkEZ8xFWImfMHKOrXNUJxUfCvttuE+4W2JJ3v2t1DEpJSRsWptLgGT0PkrSenpq+UtP5Q6d9WcZxmphOeMxcS9Z9yq1jDPETSz1yNqauK1yN7qNgjuHym5KYyx0T5nVpTnu8/d1rJA63jO8Y9NXPTz0/90Uzjq4ZxeMvdKsLzfLdYLe5dLm8tEdpTaFFtpbqipa0oQlKEAqUSpSQAAe+qWe+2y+wkz7dIK2lLW2Q42ppaVoWUKSpCwFJUFAgggGsOiQpXnmI/KFUU82hKlqWAEjJoPdKj7HeoGoLPBv8AbHi7BuUZqZGcKSkqacQFpOD1HkkHB9NX3MR18sdO/r3UHqled6c43ChcQBkqGD0oPVK8laR3qAqnMb/LFB7pXzcfZaSpbrqUJSCpSlHAAHeT6BRh9iUyiRGdQ604kLQtBylSSMgg+cEUH0pSlBwj91H9kezv8JsL6SKU+6j+yPZ3+E2F9JFKDLewv7NdpL4dNT/zZrqauWewuP8AvntI+5x01P8AzZrqb366x4hJKmGvWJ/VFQ9S7XrB+qKzmsPpSsF4qa8umg4doftFl8ZPXOc5ELQStSkhMV97ICASerIHuAk+aomHxWudybavMS3W3xUu4QbWWzLUZKnJKGVJdR5IBQOcFAHBU2kryPW1gbQpWrrBxcnXvQl51ai1Q/CLY+1EbisSC94Q6oNgLQcAqQ4p0FnoC4koORv6ZhoXUMjVemYd8lxBFff5qXWQT5C0OKbUCD1Byg5SfWnIycZIZDStar1bqrT2snrZe7nGu0Z59qLb4EC1cmQ8862+8El1yRywENMLJJA3bemDgVVHGe3OSrilenLiI8ZuL4MQ4xzZTjqHVLaQ2XAStAZcyBnIQpQ8kAkNk0rCbNxAZkw7rfJCHXbai6Q40VbbW1TbEiPFUlbgURgJVIJUe9Kc5HSobUHGq1JskldmiTETHrbIlQ3X2m1NIeTFVJbbdSFlbalMpDgSpIJSR3UGz6VhF04tactMZDzsSe6p1yUy2002hS1uMT24Sh67pl55GCem3JOMYq7VxDh+LbTNbsN3Mm9TXbfFgOMoZkc5tLq17uYpKAkJYcUFbsKG0p3bhQZZStd6W4kt32XqC9yA/DsVrgRZbJk8hsFC2S84tSt5KSn1p3FKRtGD1JqJvfFyZKTbn9OxnIiV3OPbpjE5gcxC1XS2sLxtURgszFkEHvUk+ag21SsMuvFCz2O+O2G5Wq5tLbkQ4zb6m20NyFSZEdhKmgpYUtCVy2gtQThOFD120KtUcYrE41LlN2a7LiW9xbcyQENbGAmbIhlRHM3KHMjOK8kE7MHGelBntK15eOKbPMg22HbZsGZcJEdcRUttpSJMUXGNFkKTsWSkgSkY3hJ8tJGcEC3sXGm2XC0xpDVjvlzc8XtynnYNvG0uKhiUG0thxSwotqQAOqdziU7smg2XSsMkcRmBbrFeIdmkvxrxPehPbXmCqIGm31uKVhZCtpYUClJKh5QxuG2vpbuJtlm224XWTb7jAZt1ravShIQ2VOQnEuKQ6kNrV38lwbThWU93UEhl9K1pqbirMhQbrGt+l7gxcoESS48JC4ykxFJiLfaWoJdIWlW0jCCfWqzjpm5n8ZLTaAuNP01fjOY55ehsx23XUoZaYcWsBDhCvJlM4SklZKsbehoNhUrBNRa9nHRl4v8Ap+2vx34MxUCOuYyhxLriZXg61JbS6kkBQUAFKQScZwDUfDvuv7lc2tKC5wLdcGrYq5vSplqOXdzq220IjpkEBKNmVnmk4W3jbuJAbLpWs9YcSLjojV+n7fdfABYZdqlyrxNCCgxnULYQ06MqwGyt3YQcnLiDnANW2ieMFwmRYlt1bp2Sm/vzH25bFsZ5jMFsznYzIWoqysjlkKUgEeQpWEggENq0rXVp402O8vxWhp69xWpaILiX30MctKJrjjUZR2ulRC3GlpwASOhIAIJs7RxrhR7RY29R2W5t3m7QIT7EdptkiYt9lxwqbIcKUgBh4kLUk4SMAkgUG0aVilp1u5qdF0j2Owz2pFvYbO6alDKPCHYzb6GSNxWlQS6jdlIAORk1iVq4rXO1S2rXqyI486lue/cX1R2reLd4MzHcKFhx9SVhXPyHErKMFIz0Uqg2xStaq43WZhtU6Vpy8MQ2xynHHENBaJRlojIYKN+7KnHUYV63CgSR1xOWriTbrndLbal2S7QF3RDimXJrbbKCtCnklpOV5cXhhasNhXkFC/WnIDLqVQHNVoFKUoFKUoFKUoFK1hrTXmrGuLemeGel20RW51uk3ifNfti5bamWXmW+Skpdb5RIcVlw7sHljadxqG4UcWNV6nM6TqZNseZlWCLqa3MQmFNuw2n3JKBDeJWoOOJDCRvARlXMGwbaDdFK5p0vxt4o6kZs2nPGWlo151ILROjXZNudXChR51tmzSwpkv5dcR4CUb+YjcH0qKQRhW8eGuqndc8PtOayfhiK7e7XFnuMJVlLanWkrIBPUjyuh84waCfl/wBwv3qij1JqUmHEdfvVFnqc1vHpmVU+uHv1e2X2Hg/szX0RVkn1w9+r2y+w8H9ma+iKmSwva1/r7hmrWmoYl7FyDJg292K2w4FqZeWqQw7h5CVgOtKSypCkKB6LyMEA1sCsQ1lxCb0lKVHTaFzExYTl0nK8IQ0WYiFBKlNpV1dXk9EjA6YKgVJCsqxlng07JmTHbzc2JbMq5NS3W1R0hMxpLxc2yEpSN6tpCMqK+gPclWwRbXAy6wYKIcbUzC2vA7ciTEeY3sTpLAlpedeDgWklwSGOpQo5it5yAMZE5xiS1Kchq0xIS6/IkRbZukpAlLYnpgrLhx+JTzXGyD5WUKJxkBJvrbxMfnatGlXNKzmyypMabJRvcbjyjGEjZuCNikbFJG/cFFSgNmOtBjTvAdmY+uRcrq3MW46kuuPoWtbrCbWmKlpRKvKAfQmRg9NyUq9cAqvUng9fpMt2QnU7EKU+lZdusdhfhyyq3eCcpSirBbDmJHePKQkbcjfU+/xUSq5OWC26fdk3ZqSYa2FyUNttOqW7ygtwA7Q4yy48PJJ2lsYytIrzC4rwbywliHAdjS5LrERkPqSUh93nJ8x8tKVR19R64DI6daCO0vwkctGorLerhLirYtLFxCIDbaUtNvyDCDbrSUJQhGxMV3uQOr6sdSpSrO48GX30XGPbHbMwmZKuUhpRiKC2HZikLTLG0jL7KkrCD0JSropBzmQncXF6f51mkafmXC6W1YiSwyMgPrcQiKooaC1hD6Ct0bUqKQ2pOCrAM3I19LNpsUmBpl9dxv0lcRmDLfEYsuIZedXzFKBUBhhQGEknIOAMkBjurdBXzUmsRyGmPA27CzEbuElKlLiyOc4S8xg9H0pwRkDvT5QAKTC3jhrq+2SLjebbcm37xdbgz4AuFDDSIzhdfC5T+zaDiNIW2SreryE4UolITLv8ebNLShu32+VypdsdlNPpBWpmSmEZnIcTt5eeSAoYcJOU9NqgozWn9dStS6raiR4Hg9rWxdQytx9suSHIkpmOtSkY3IAWpzGCchQKtpwmgrc+F9ruF0tMjmvswLRZJNoZjtSXm1jmKYKFFSFgqADGCDnJIrE5HAGRKtzkFWp0NIlRG4k1CIvSUGYMdiMVHdn8U/HLyR3EOKSe/NSNj4narkT25F60uy1FUpmNIbjT0uiKpdweiJWCUBTiipKMp6AJSo5Jwk31g4k3XiRp68uaOsr9tmiAJdmkXOO4liRzA4GeYlSUkHc35SU7gAoYUTkJCMd4I75sud46BdmmSFF0OOoYUpDfJdabK9ra0qaAVtwHEOKSo9BWV3Cyar1NpPUGnb7ItcVy62+RBYchpdWGy42tBdVuKT/iSdgxjB8s5BGD3LjBebva3Lno1t0qnuoatTa7a7JC/B2Q9LWsNeWlJcW3DJUBy3QSQe6ss0xqKVqPVTj0O+S12l2yQLvGjuNNI6yVyUlC/wAXvG0Mo6FWQrcD6AGNT+DF0mNuGPcrdBYclLeFpjRgYLeW0IDyUrSrD2UFe5IT1WoAg5cPu78FJMo3JVsm29pd1k3GRzXI6t8V2VywJje0gmQ1yztJxnefKT13fWxcVNUSpqZd40yyzEU4iLIbjTUuCMo3F6IleVISpZKkJynoAEqIJOEn6W3jQ/qW/Q7NpexR5Dcqa2gS3ZS0NrhvR5LzElr8X+M3CI4SB5ONu1at2UhS+cHZNy8FXEurCHRLnvynFMp3r57/ADGnUrKVKDrKMoQU7SApW1SKkdVcKIGp9SvXmQzb1IlsWxmTzY251SYc7wnZu86XEkpIPQbU94yBc2/iU3Hi6lTqG3PMr0rFVJfKR+NlsoDgU8hsgDaosr27VKT3AqCgpKYyPxVnW+83GLqO1oj7AFNsMy2nUshEJclWXABkqSjuI6d4ynBIfK1cJLlbdQ2y6O31EiJblYjtqQAuG2mQ84htlRSVJQW3G2lJCkp2tAYUnATFSeFmpL3rvUeo2ZUSzKNzU7Bnqhl2S62bc2yG8le1THMUVKQR1LZ9IUMw0vxPRqm+m1xdN3BuJygROU2sth3lIcKCdmwDCwAQskkHyQME2iOLL79xkWKNpZw3VuVIQ3Ffk8gKjNDJeUtaAElQzsA3JVg4XhKynvobnPbcpw9xTzbja4bnjz6ibYNE4KXyyTrNZ41wX4NLuj79yMKMlqG1bS3HU7FKQUjLj0dAG1IGHXegyavrf2eRbZka5RbvGZmx3YUgyEMkL5rU9b7rgOeilsL5GfyRg+T0rPpfEy1RUWF5MCW63qVhp224ThTi1raBQoH1pSh4OHqfIbdOMINWNi4tRrvOt8KRY3YvjdEeVCWmSh0GI+h5TTjuMctZ5CgUdR5QwpRCgn1Z/FNznHf7Q88fC9vHip8fWWGW3s7vtxosG9XuHcY7U9EuUhyJhM5KYkpne4jO0uqVJQtSjknljJPTE1prg1LsOm9RWNN+ZamahtcWIu6xWSiUmQiIlhbylZyvKklwdQcrX165qdsvEdWrIFzlWq0qYiRLYzMRLW+hW5x6KiQ2lKADkBK+qiQOgwCDkRGmuLdznWq1QJGnA9frhFgPR0eMGgzITIjvvJcU4kEIO2I+ShKVY8jBIJIxn8S3Gd3Pdeo9TE/4hvH4dt8KqOvrPvx/ljEzs6XCdbpEJu7Wa3MSphlOQINvKIY3RkMbgkqJ3pKC4lQwQpasFJwoX9y4FXy43i73I6ripFybS0pBhY8JQiRHdQ3J2lJcTsYWyokklLqjkA7anmuMTN4t7N1tFmfbtcwNRkTHXUhxuW7GEhtPKGQtAQtGVpUQCe4pBUKaX4uG6wtOPvWN9MW8rVGXNec5fLcSUNjmI2/ilrdKkpbWUE46ZWeWOk/Fd1PuPtH0/wCnP+lbaOon7yh7XwPuMB6C746gtpivLdUxGiqQ0lCrq1N2ISVHCQlstgH3D7lWA7OsqPYG7NDv0NKS1blS2VwwtibIYTJS646lRIUV89o5IJBYRnuGMx1HxeZ09fLjZjp6TLMSMH2HGlqAkL50dpTe5SA2CFS2+5aj0VkJ6ZuNJcUf7UagfsJ01OjeD+EtqlgLUxz4ziWn296kJBAWohCk53BKioI8kKz/AFTczNzPu+oJ+FbWfXqu5fZzQ0l/Q0TRUq6rW3DXbkpk73EuuNx3GVqyrfvC1FtYCgrI3J65FYtH4K3KLdrXJb1Qt6JbHEFoLT+PQlEpx8uc0grU86haWnl7klwNhSirJRXm48d58Ema9oxxuDEgXe4TmnJWyW0iG2w4gJQpAQVLS/8AlbPOlak4JlJnF8xru/p+bZVx5UdgOLdYdU+hLyFMB1ncpCUEpElHUKJ6KyE4GfBllOUzlL6OOMYYxjHULI8IpybVGgJZ0++5HStt0yIzhE50oSkTnsHJkpKSoHJ9evywSCm5d4SPCO2VzId5fU8kylXZlTglJTHQ0hayDnmIUlbifNl1eNqjvFnfOL9ydjsR7LYlNOzX2HYK/DWVqfYTdIsR1LiD1aKvCCOu7aAc4WCgZDoziFdNW36Zb16fahQocRJceMze4JaZUiM60E7AFIC4y9q8gkYO0bsCKhn+H9yh23h/pGPMkOm0wWrVdZbbSgw/BZaaLiFAqwFOuMMpTklSUrc7+przb+FOoLWG5MG829M2KuMsvctxKrotp4OKelnccuqTuTuGcFaicghCdrUoMI0poNenQubcpTU+4qtzcIyA0UqG1bq1BAKiQlRcHTP+EZzgVg9g4S6od0JbbbINpt778C3N3GG7DS6JLjTKw449zN45xWtB3YUfxON3lAp3fSg05ZuF93nzZNuvVwmPwbcm3todk8xKZsgLjrnr2FWVIcTFaAJ/xPyR5QOTez+DG22yYlguEeCqQ6tTzQjBTMlkSlussOJXuSUIac5QylQSAPJKQEVtalBq5rgzDW1HVMntvSGozUQuuNFZSzyXm3WU5OOWrnetwBhCQR5IxmehbAdK6RtGm1NxUG2Q2ov/AGVGxo7E7dyR5s4zjzEnvqepQKUpQcI/dR/ZHs7/AAmwvpIpT7qP7I9nf4TYX0kUoMt7C/s12kgPb01P/Nmupve/5Vyz2F8G9dpL4dNT/wA2a6mrpj0klTDXrE/qioephr1if1RUz9EStbpZLLfGUR71aIVwaaXzUIlR0OpSvBG4BQIBwSM+6a+Lul9NPTk3N7TtscmIaLCZCojZdS2RgoCsZCcEjGcdak6VhVgbDYlMPRlWWAWZLKY7zZjI2utJBCUKGMKSASAD0GTVxCgwrbFbg26GxFjMpCG2WWwhCEjuASOgHvV96UEbctOWG8tvM3WzQ5aJBQp0PMpVuKDlBOR3p8x81WErQGiZpZMvSNod8HabYa3Q2yENthQQgdOiUhxYA7sKUO4kHIaUEb/ZywG2yLMbJB8Alt8qRF8HRynkcsN7VoxhQ2JSnBGNoA7hVs9ovScmY5cZOmrY7KcQWlOrjIKlILZbIJI87Z2H0pwO4VN0oIJzQ+j3ZEyW5pa1rfuAKZTioqCp4FSVEKJHUFSEq/WSD39a+z+lNOSbS3YZFhgOW5nq1FUwktoPXqlOOh6nqPSfTUvSgjU6csLcJ+2t2OAmHKZEZ9hMdAbcaCNgbUnGCkI8nGMY6d1W0XRek4bDcaNpm2tNNOB5KExkYDgWhwL7vXb2ml7u/c2g96QRN0oISbovSdxlzJ0/TVtkSJ7QYlOuRkKW8gbSEqJHXBQj/gT+SMR8bhloqJdE3RnTkBJZaZbjMiM2G4xbdee3tjb5Ki4+pRP5QSrvGayulBj1p0Jpezoc8GssNTrykreeWwguOqS5zEqUQBkpXhQPmUM9/WvZ0No4rSs6Ts/kRfAU/wDY28CPsKOUBj1mwlO3uwojuJFT1KCJb0tpxq3x7SixQUw4bwkR2EsJ2NOhRUHEjHRe5Sju78knzmvVq0vpyyMSI1osNvhtSz+PbYjpQl3vGFADqMEjHcM1KUoIJvQ2jmYabczpW0oiIeU+llMRAQHC2WyrbjGeWSj9Xp3dK+07Smm7qd100/b5SuaH8usJWeZsSjdkjv2pSk+kJA7hUvSgj5dhs022v2eXaYj0GUpa3oy2kltxSllaipPcSVEqPpJJqOd4faIegMWt3SdqVEjKWtlnwZO1sq9fjp0CvOO4+fNZDSgjZGnLDMS2JdkgPBpnwZtLkdCghnclXLAI6J3NoOO7KE+gV8ndJ6ZelR5junbct+I8uQw4YyCpt1S+YpaTjIUV+WT51DPf1qXpQRLeldNtBCWtP21AbTHQjEZA2pYWpbAHToG1qUpP5JUSMZq1Y0FouLCetsbSVoZiyCguMtxG0oUUes6Af4TkjHcSSKyClBYRLJaYMd6LCtcWO1ICUuttspSlYShLaQQBggIQlIz/AIUgdwqMRw90OiELb/ZC0qiguK5KoiFJJcRy19CP8SPJP+6AO4YrIqUECjQ2j246YjWlrWhlCHUBCYqMBLpSXB3f4ilJV6SAa+sTR+l4UuJNi6dtrL8BBaiuojIC2UndkJOOnr1/8a/yjmZpQUwB3VWlKBSlKBSlKBVD1GKrSgx288PdC6hvcTUt80fZ7hdoAQIs6TDbcfY2L3p2LUMpwvyhg9/XvrzB4c6Dtkp+ZA0XZGH5M4XN5xuC0lS5Y3YfJCf7wb14V3jco/4jWSUoMTPCfhmbFK0wdAaf8UTZHhciCLe0GXXumHFIxgqwAM+YDHdWUMMtR2UMMNIbbbSEIQgAJSkDAAA7hjzV9KUHxl/6Ov3qiz3mpSX/AHC/eqLPT0VvHpmRPrh79Xtl9h4P7M19EVZJ9cD7tXtl9h4P7M19EVMlhe1aTbRabk4w9cbXElORV8xhb7CVlpX5SSR5J6DqKu6VlVk9ZbNJaUzItMJ1taXEKQthCkqStQUsEEdQpQBI85GTXiPp+wxJLU2JZLezIYZEdp1uMhK0NDuQlQGQn3B0qQpQQEDRdkii7iZH8ZG9zPDZpnJQ6HFhKEIG3aEhKENoSkY/w5OSSTICw2MSI0sWaDz4bYZju+Do3stjuSg4ylI9A6Vf0oLORZ7RLTJRKtUN5MxKUyQ4wlQeSn1oXkeUBnpnuqwu2j9PXlq2xZ1qjORbU6XWIpZQWP7pbWCgjBAS4rA8xxU3Sgjzp+wmR4WqyQC+W+UXTGQVlG0p27sZxtJGPQcV9I9ntESa9cotqhszJHR6Q2wlLjnd65QGT3Dv9Aq8pQWbdntDIcDNrhoDy+a4EsJG9e7fuPTqdxKsnz9e+qw7Ta7e4+7AtsWMuUvmPqZZSgur/KUQPKPU9TV3Sgt49ut8RSVRYMdlSd+C20lJG9W9eMD/ABK8o+k9T1pGt8CGVKiQo7BUNqi22lORuUrBwPylqPvqJ85q4pQWbVntDHM5Fqht85zmubGEjevfv3HA6nd5WfT176+LOmtORjuj6ftrR5qX8oiNp/GJJKV9B64FSiD3jcfTUlSgs49ntEV6VJi2qGy7NO6S42wlKnz16rIGVd57/TVqNJaUEQQBpm0iMlwOhnwJvlhYzhW3bjPU9fdNS1KCyZslmjTTco9ohNS1NhovojoS4UDGE7gM4GB07ugr4L0tphxp1hzTlrU0+/4U6hUNspW9/tFDHVXU+UetSlKCHuGnItxvdsvUl59RtJcXGjgpDKXVoLZdIxkqDalpHXAC1dMnI+v9mNNciRG/s9bOTLc50hvwRva85nO9YxhSs+c9ak6UFuxbrfGbLMaDHabUkJKUNJSCAnaBgDuCQAPcGKshpXS6YbtuTpu1iJIWHHWBDb5bix3KUnGCeg6n0VK0oLE2OyKmN3BVngmU01yG3zHRzENdRsCsZCep6d3WvI09YBJbmix2/wAIZXzG3vBkb0K2hO4KxkHalKc+hIHcKkKUFiqxWRUp6aqzQTIkBIeeMdG9wJIKdysZONqcZ7to9Fe2rTamJzt0ZtkRuZISEOyEspDriR3BSwMkDA7zV3SgjE6Y00hkx0aetiWi4t0oERsJ3rG1asYxlQ6E95HQ17Vp+xGa7cvEsDwx/AdkeDI5qwAANysZONqe/wBAqQpQYpZ+HVjtN/l6iUt+ZKklQT4SlopZSXEuEJ2oBPlobIUsqUOWkAgCp0WOyh5EgWeFzWyShfg6NySXA4cHGRlYC/1hnv61fUoFKUoFKUoFKUoFKUoFKUoOEfuo/sj2d/hNhfSRSn3Uf2R7O/wmwvpIpQZb2F/ZntJfDpqf+bNdTVyz2FvZntI/Dpqf+bNdTV1jpJMVMNesT+qKh6mGvWJ/VFZzIhivETiPaeHEGBOu0V55FwlKiN8taEhKksuvHcVkAeSyoD0qKR581ZscVIstaJETT1xctpmxrauaS2A3KfDexBRu3YC3UIUrzKPnAKhkGo9J2XVbcRu8sOuGC+ZEdbMl1hbay2tskKaUlXVDi04zjCqjU8MNGtSGpMe1LZ5JaUhhqW8iOHGmw205yUq5fMQlKQle3cNo65AIwqwt/Fi2XHS1z1W3Z5zMe1yUwnmpCm0LTI3JQ4hR3bUhtxe1aydo2LIJSATkGlNTw9W2GPf4CCliQp1ABWlQy24pskKSSlSSpBKVA4IIPnr5WbQ+m9Ow37fYbeYEaQw1HW0w84lIS22GkKHleSvYEp3jyjtTknAqVtlth2iDHtlujNx4sVpLLLSBhKEJGAke8KDDGuIF+t+ppdp1VZrPCgtLbbjOw7hIlypK3Q4ptCI4jAlWxpalAKOAFHqEk1dscVtKSHrihCp5ZtrEaS5JTAfW0tt9KlIKClBJwEK3dPJIIPUHEje9D2S/SFTZaX25fMaeZlMPKbeYcbQ4hKm1A+SdjzqTjvC1A5BqGmcHNHTiwpxmY2Y6WQgtTHASppLyA4SSSVlMh0FZ8o7ySSoBQCUt2uLdM8PkPrbbhx7nHt0aQhRWl8vsx1tK6DpuVISkebu69asbzxU03Asb9zgShKfNukXCChTbiGpYabWvCHSnachCiMHJSCoAjrV9H0BYYunpumY7L7MOehCXdkpzmpKGW2UKS5nclSUMtYUDncnd31GyuDuiJU52cqA8gus8lTKJLiWgPBTFyEggA8g7B6MAgA5JCWma/wBKW9jwiZd220FT6E4bWpSlNSERlpSkJypQecQ2AOpKhjNUb1/ph21Q7y1PW9GuElyHG5Ed11xx9srDjYaSkubklp3cNuU7FZxio2Xwi0bPfkSJcaW4X1OrSgzHOWw45IRJWtpOcJUX20OZ9Ix3Eir6Tw+sj9ottoQuYyLS6X4klqUtMhp1SVoWsOd+VJccBHdhRGB0wHx03r2JqS7XlmChSrba40V5uSGHcvh5subk5SAQE4G0ZVnOcd1XEDiFpi6LjtQJj7zklxxpLSIUguIU2pCV8xOzLQBcRlSwB5QOcVRnh5phmy3HTzdvxb7rDTAlNF5aitkNcoJ3E59Z0z3nvJzVpauF2nLIqO7bHLiy8w+t9bqZzgVIK+XuS7g4Uk8lvycYG3AwCQQvLXxD0reZjdvgXBxT7rbbzSXIrzQdacKghxsrQAtCihWFA4OM5xjPwTxHsAntwnJKT4WtlMMMNvOuO8xsOAlCW/JG05zkjHeR3VFRuD9qi3R2THu90aieAxocZpM53mQ+S6pxHJWVHagBW3bjqMglQwKvZHCfScmAxbHGJQjNGLubEx3DqY6AhoOZOV4CR1JzkZznJoPknivZPGos76fBnW1Ry++8HURtjrTzgLbpb2rUAwrIO3z9ehFXbvFPRrDKXH58lLilBPg/i6Vz+rSnQrlcvmbShC1BW3GEK69Djy9ws0lJnonSYTjm1pDSmC+ssuBKHUJKkE4J2SHU9fMrHmFfSBw207b3vC8zJcr84ly3HXSkNrbSgqJztShxwAelaj1JJoL6DrbT90NwFskPSvFiAuQWorpT1QFgJVt2rOCOiST17qx7THGDTl3tEKRcHn2bhKbYK4rVukqUh15kPoYSNhK1hk7yAM7QVYAqbtOgbFZLk9doKZJkOxEQRzZC3A2wgDCE57h0B9/JGMmrL1KtIoiNxY0aTFUw+zJjyGJS0vR3WooiJUheen4gcs+YhSs99AXxa0Ml1plF0feW+Gy2GIEh0rLjKnkIGxs+WW0qXs9dhKiQMGr6fxA0rbIMS5S7oDFnQ13Bh1hlx9KoqEpUt88tJIbSFoJWcAbk+mvlb+HOlbaYi4sBaFQnW3mTz3FYWiMuOCSpRJ/FuLBySSTkknrXyl8MtMy7ba7SG5TEe0QTa4/IlONqVDKUJUwtQOVIUGm85OcpBBB7wsV8XbA3c2YzzExmGUXIvSXIb2EGI4wlSxtQctEPFXM6JAT39avXuKmh47sll29eXFd5CkojPLK3BIRGKUbUHmEPONtkI3YUoA4NfU8OdNKbmsrjPFqfHlxHG/CFhKGZIbDyUAHyArkoOB3HJGM18onC/SsKXLlR476BMlonLZEhfKS8mSmTuSnOBl5IWR17yBgEigtL9xBudu1jA0vbrZaltymI8hb02e8w5h11aNqG0MLBUA2T5akdSB06kfbROstSayaiahRp63RtM3WN4Xb5PjFapi2lYLSnGOUEJ3pO7AcJT0BznpKXPR8S53lq++MblElIbbZWIstTbbzaFqUlK0jooArX+5RFfOyaHtWn5plWyVcWmAFBmB4a4YjG4knltZwBknA6hP8AhCaDCl8eo7drhyV6bWJ0rVQ04qKZPRDRlJZEzfs6o2OsqxgeW4G89N1ZMOLehVFGy7rc5ziG2EtQ5C3HytDq0FtCWypaVIYfUFpykhs4NPUm0SZRnqtJMnLB5nPXn8VMMxHn8z53e6AAegAHq08LdKWZ2OuHHfCIUpMuI2ZC9kdQZdZCUjPrQ2+4ADnvH5KQAtnOLemnl2xdqddnMz5PIUWokhTmFRFyG1tthsqcStKAQoDaQSQemK+z/F7h/HYXLXqFoxkRDNMhLTqmQyI5kk8wJ27uQC5sB3beuK9K4V6XSxBaieHw125qOzGejTXG3EIZZWy2Mg9fxbiwc5znPeKtzwb0OlmTEYtzseJMt5tr8ZqStLa2SwI+Tg5KgyAgKz5knqQDQV1lxEl2CHaJ1ptcVca5qVvl3d963xoyQBtS4vkrLa17sJC0pHQ5VnANy3xR0t4GJ0xc6C0bk9akqkwHkBT7cjkd+0gJUsgJJIzkd3XEnqbSNu1XATbLlJntxShbTrUaY4yl9pY2rbcCT5SSOnpHXBGTmEn8IdIXOa1NlszFFiQuS00mY4ltKlPNvqAAPRJeaS5gefOcgkUFzE4o6SkN29T8qTCXcWmnm25cN5pTYdUUNczKcI3rBSncRuIITmprTmpLTqu1tXqxvOvQnxuZeWw40HEnqFJC0pJSRgg4wc9DUMxwz02xcYt0R4bz4aA02rwxzq2lalttnr1SgrVtHmBx1HSpLSmk7Xo+FIhWvnqTKkqlvOPvKdcccUEpKlKV1JwlI/dk5OSQm6UpQKUpQKoTgE+iq1Q93Sg13rPitJsXETTvDPT9qt0663lh2fI8PuC4iGYbTraFlvYy6XHTzFKSg7EkNqytORVlw140ydceHybtplq0wlWljUVoeanGSqZa3lPJbcdTy0Bl3DQUWwVgBxOFkg4yG/cL9P6h1jb9dSpt6j3W2R/BGVQrvIjNFkvIdWhbbawhaVKbRuBB3BCQegq0sXBjRmm5D8m0JujJkPNOKR40kFCWW1OqRFSkrwmMFPunkjyPK6ggJADA7L2jdVahgQbfbOG8FOqb2q3SLTb5F8KYi4U2JJltOvSAwVNuJbhSUrbS0sBYbAUQolO3tFaph630hZdY29hxmPeoDE9tp3G9tLqAsJVjpkZwferC4nZ34b2+zeJLbHu0RLb0d2NLZvElEyIlhtTTLTD4XzG20NOONpQk7QlxXTqa2DZbPbtPWiFYrPEbiwLew3FisNjCWmkJCUIHuAACg+0w4jr96owqz6R71Skv/R1VFk4Uf+sVvHpmRPrgc+fFXtl9h4P7M19EVZDqsH3avbL7Dwf2Zr6IqZLC9pSlZUpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlBwj91H9kezv8JsL6SKU+6j+yPZ3+E2F9JFKDLewt7M9pL4dNT/zZrqauWewt7M9pL4dNT/zZrqausJIB5hV+zcrcW0nw+PgpH+tT9dWIJByPN3VaG12wkk26N8kk/8A0qTFpac8Y2/8/j/Kp+unjG3/AJ/H+VT9dQfiq2f5dF+RT9VPFVs/y6L8in6qnEtOeMbf+fx/lU/XTxjb/wA/j/Kp+uoPxVbP8ui/Ip+qniq2f5dF+RT9VOJac8Y2/wDP4/yqfrp4xt/5/H+VT9dQfiq2f5dF+RT9VPFVs/y6L8in6qcS054xt/5/H+VT9dPGNv8Az+P8qn66g/FVs/y6L8in6qeKrZ/l0X5FP1U4lpzxjb/z+P8AKp+unjG3/n8f5VP11B+KrZ/l0X5FP1U8VWz/AC6L8in6qcS054xt/wCfx/lU/XTxjb/z+P8AKp+uoPxVbP8ALovyKfqp4qtn+XRfkU/VTiWnPGNv/P4/yqfrp4xt/wCfx/lU/XUH4qtn+XRfkU/VTxVbP8ui/Ip+qnEtOeMbf+fx/lU/XTxjb/z+P8qn66g/FVs/y6L8in6qeKrZ/l0X5FP1U4lpzxjb/wA/j/Kp+unjG3/n8f5VP11B+KrZ/l0X5FP1U8VWz/LovyKfqpxLTnjG3/n8f5VP108Y2/8AP4/yqfrqD8VWz/LovyKfqp4qtn+XRfkU/VTiWnPGNv8Az+P8qn66eMbf+fx/lU/XUH4qtn+XRfkU/VTxVbP8ui/Ip+qnEtOeMbf+fx/lU/XTxjb/AM/j/Kp+uoPxVbP8ui/Ip+qniq2f5dF+RT9VOJac8Y2/8/j/ACqfrp4xt/5/H+VT9dQfiq2f5dF+RT9VPFVs/wAui/Ip+qnEtOeMbf8An8f5VP108Y2/8/j/ACqfrqD8VWz/AC6L8in6qeKrZ/l0X5FP1U4lpzxjb/z+P8qn66eMbf8An8f5VP11B+KrZ/l0X5FP1U8VWz/LovyKfqpxLTnjG3/n8f5VP108Y2/8/j/Kp+uoPxVbP8ui/Ip+qniq2f5dF+RT9VOJac8Y2/8AP4/yqfrp4xt/5/H+VT9dQfiq2f5dF+RT9VPFVs/y6L8in6qcS054xt/5/H+VT9dPGNv/AD+P8qn66g/FVs/y6L8in6qeKrZ/l0X5FP1U4lpzxjb/AM/j/Kp+unjG3/n8f5VP11BeKrZ/l0Uf/wDFP1VXxVbP8ui/Ip+qnEtOeMbf+fx/lU/XTxjb/wA/j/Kp+uoPxVbP8ui/Ip+qniq2f5dF+RT9VOJac8Y2/wDP4/yqfrp4xt/5/H+VT9dQfiq2f5dF+RT9VPFVs/y6L8in6qcS0xInwnGihuWytSugSlYJJ94VYkgkkeerdq3wGHA6zCYbWnuUlpII/firirEUKp9cPfq9svsPB/ZmvoirJPrh79Xtl9iIX7O19AVnJYXtKUrKlKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoOEfuo/sj2d/hNhfSRSn3Uf2R7O/wmwvpIpQZd2GAReu0iCCM8c9Tnr77P111LXMfGHsScQtRa5u+teAHaVv/AAiRqaWq6X6026GX4cy4qSlC5gSh1rY44ltG/O7coFWck5wU9hLtmE//ANxjVXzM79rrfJJi3a3fTvrin7xHtm/pGdVfMzv2un3iPbN/SM6q+ZnftdOSU7WpXFP3iXbN/SM6q+ZnftdPvEu2b+kZ1V8zO/a6cina1K4p+8S7Zv6RnVXzM79rp94l2zf0jOqvmZ37XTkU7WpXFP3iPbN/SM6q+ZnftdPvEu2b+kZ1V8zO/a6cina1K4p+8S7Zv6RnVXzM79rp94l2zf0jOqvmZ37XTkU7WpXFP3iXbN/SM6q+ZnftdPvEu2b+kZ1V8zO/a6cina1VAzXFH3iXbN/SM6q+ZnftdPvEu2b3/hGdVfMzv2unIp2semfcOKVxT94l2zf0jOqvmZ37XT7xLtm/pGdVfMzv2unIp2tTFcU/eJds39Izqr5md+10+8S7Zv6RnVXzM79rpyKdrUrin7xLtm/pGdVfMzv2un3iXbN/SM6q+ZnftdORTtb36VxT94j2zP0jOqvmZ37XT7xLtm/pGdVfMzv2unIp2tSuKfvEu2b+kZ1V8zO/a6feJds39Izqr5md+105FO1qVxT94l2zf0jOqvmZ37XT7xLtm/pGdVfMzv2unIp2tSuKfvEu2b+kZ1V8zO/a6feI9s39Izqr5md+105FO1qVxT94l2zf0jOqvmZ37XT7xHtm/pGdVfMzv2unIp2tSuKfvEu2b+kZ1V8zO/a6feJds39Izqr5md+105FO1qqRiuKPvEu2b+kZ1V8zO/a6feJds09/3RnVXzM79rpyKdrkVSuKfvEu2aeh+6M6q+ZnftdPvEu2b+kZ1V8zO/a6cina1K4p+8S7Zv6RnVXzM79rp94l2zf0jOqvmZ37XTkU7WpXFP3iXbN/SM6q+ZnftdPvEu2b+kZ1V8zO/a6cina1K4p+8S7Zv6RnVXzM79rp94l2zf0jOqvmZ37XTkU7WpmuKfvEu2b+kZ1V8zO/a6feJds39Izqr5md+105FO1u6nvVxT94j2zP0jOqvmZ37XT7xLtm/pGdVfMzv2unIp2un1wx6avbL7Dwf2Zr6Irhv7xLtmjr+EY1V8zO/a69tdhbtnstpaa+6N6sQhACUpFmdwAOgH+l1mZtYd3UrhP7xvtp/pHtW/Mzv2un3jfbT/SPat+ZnftdRXdlK4T+8b7af6R7VvzM79rp94320/0j2rfmZ37XQd2UrhP7xvtp/pHtW/Mzv2un3jfbT/SPat+ZnftdB3ZSuE/vG+2n+ke1b8zO/a6feN9tP9I9q35md+10HdlK4T+8b7af6R7VvzM79rp94320/wBI9q35md+10HdlK4T+8b7af6R7VvzM79rp94320/0j2rfmZ37XQd2UrhP7xvtp/pHtW/Mzv2un3jfbT/SPat+ZnftdB3ZSuE/vG+2n+ke1b8zO/a6feN9tP9I9q35md+10HdlK4T+8b7af6R7VvzM79rp94320/wBI9q35md+10HdlK4T+8b7af6R7VvzM79rp94320/0j2rfmZ37XQd2UrhP7xvtp/pHtW/Mzv2un3jfbT/SPat+ZnftdB3ZSuE/vG+2n+ke1b8zO/a6feN9tP9I9q35md+10HdlK4T+8b7af6R7VvzM79rp94320/wBI9q35md+10HdlK4T+8b7af6R7VvzM79rp94320/0j2rfmZ37XQd2UrhP7xvtp/pHtW/Mzv2un3jfbT/SPat+ZnftdB3ZSuE/vG+2n+ke1b8zO/a6feN9tP9I9q35md+10HdlK4T+8b7af6R7VvzM79rp94320/wBI9q35md+10HdlK4T+8b7af6R7VvzM79rp94320/0j2rfmZ37XQd2UrhP7xvtp/pHtW/Mzv2un3jfbT/SPat+ZnftdB3ZSuE/vG+2n+ke1b8zO/a6feN9tP9I9q35md+10HdlK4T+8b7af6R7VvzM79rp94320/wBI9q35md+10Hn7qPk3Hs7gD/3mQvpIpU1ob7n9xDk6/wBO6w7SHah1Dxbt2kZqbtZrNNhKjsN3BGOW84VPOFSU4zsAG4gZO3KSoO1KUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQf/9k=" width="451px" alt="xero vs quickbooks"/></p>
<p><p>With a free plan and paid plans starting at $20 per month, Zoho Books has plans for most budgets. Higher-tier plans include unique features, like workflow rules, on top of tools that help you measure <a href="https://accountingcoaching.online/what-is-the-journal-entry-for-when-a-business/">what is the journal entry for when a business makes a loan</a> project profitability.  Phone support and live chat support are available 24/5 to all paying customers, but third-party integrations are limited compared to QuickBooks Online and Xero.</p>
</p>
<p><h2>Security Features</h2>
</p>
<p><p>This includes snapping pictures of your receipts and uploading them via your phone. Editorial content from The Ascent is separate from The Motley Fool editorial content and is created by a different analyst team. QuickBooks Online&#8217;s accounting software has a looser setup structure, allowing you to enter the bare minimum and add the rest as you go along. While Xero might be a good application to start with, growing businesses will appreciate the scalability offered by QuickBooks Online. The Report Center in QuickBooks Online offers a central location to process reports, which include all standard financial statements as well as a healthy selection of management reports.</p>
</p>
<p><p>The Xero accounting interface is clean and uncluttered, and new users have access to a demo company where they can manipulate data without worrying about entering or deleting important information. Our only QuickBooks bill-paying disappointment was that you can’t access the feature via the Simple Start package. Bill pay is only available for the three highest-priced packages. If the most affordable QuickBooks solution is your priority, you forgo the ability to pay bills through your software.</p>
</p>
<p><p>Resources include how-tos, explainers, and professional development courses. We&#8217;d recommend checking the total features offered by the QuickBooks Essentials and Xero Growing plans against your business&#8217;s needs. Meanwhile, a vertical sidebar can take you to more in-depth dashboards dedicated to topics including Workers, Taxes, and Reports. QuickBooks also offers a number of tailored reports, including QuickBooks reports for nonprofits, which let organizations track their donations and finances with one tool.</p>
</p>
<p><p>If you need to give accounting access to more than five people, Xero could be the better option for you. QuickBooks Online’s most popular Plus plan tops out at five users; its highest-tier Advanced plan allows up to 25 users, but that plan is expensive at $200 per month. In contrast, all Xero plans offer unlimited users and its highest-tier Established plan is a more affordable $70 per month. Track mileage, send invoices and get a snapshot of your business cash flow with both Xero and QuickBooks. While Xero’s lowest-tiered plan allows you to send and approve up to 20 invoices, partner apps that initiate transactions can automatically contribute to your limit.</p></p>
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			</item>
		<item>
		<title>Virtual Bookkeeping: How to Hire the Best Bookkeeper Online</title>
		<link>https://qualicarprotecao.com.br/2023/10/23/virtual-bookkeeping-how-to-hire-the-best/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Mon, 23 Oct 2023 16:07:55 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=987</guid>

					<description><![CDATA[All clients receive access to the Wing Assistant app – a specialized app, perfected using our years of experience managing remote teams. Your assistant is dedicated to only your business, they&#8217;ll learn and improve and get better at your processes over time. Your assistant prepares balance sheets, cash flow statements, and other financial documents. Your [&#8230;]]]></description>
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width="454px" alt="bookkeeping virtual assistant"/></p>
<p><p>All clients receive access to the Wing Assistant app – a specialized app, perfected using our years of experience managing remote teams. Your assistant is dedicated to only your business, they&#8217;ll learn and improve and get better at your processes over time. Your assistant prepares balance sheets, cash flow statements, and other financial documents. Your assistant is dedicated to you and only works on tasks assigned by you/your team. It is a comprehensive solution for managing employee time and attendance, and it helps businesses ensure compliance with labor laws and regulations. TimeClock Plus is designed to be reliable, secure, and simple to use, making it an ideal solution for businesses of any size.</p>
</p>
<ol>
<li>Fiverr is a great platform for recruiting freelance VAs for virtual bookkeeping services.</li>
<li>An easy way to increase productivity is by getting someone with talent and years of experience to do the work.</li>
<li>If you’re ready to have bookkeeping taken off your hands for good, give Bench a try.</li>
<li>Along with processing bills, invoice preparation is an essential skill for any virtual bookkeeping assistant.</li>
<li>That means you can simply create an account, allow your virtual bookkeeper to log in, and you’re ready to outsource countless bookkeeping tasks.</li>
</ol>
<p><p>Maintaining a general ledger is the primary task of any virtual bookkeeping assistant. A general ledger contains all the accounting records and transactions of a company. The accounts you would typically find are expense, revenue, assets, liability, and equity. The value of hiring a bookkeeping virtual assistant is that they can watch your numbers more closely. They can provide valuable insight into spending behaviors and tell you if there are areas where you can make wiser budgeting decisions.</p>
</p>
<p><h2>Benefits Of An Bookkeeping Virtual Assistant</h2>
</p>
<p><p>This means that you will be dealing with a wide range of people in different roles. One of the most exciting opportunities for virtual assistants lies in the bookkeeping industry. You’ll likely need off-the-shelf accounting software in order to check your books and help your virtual bookkeeper categorize any transactions they’re unsure of.</p>
</p>
<p><p>A bookkeeping assistant is responsible for assisting with the day-to-day bookkeeping tasks of a business. Their duties may include maintaining financial data records, financial statements, accounting services, preparing reports, and handling customer inquiries. A bookkeeping service assistant typically works in an office and reports to a senior bookkeeper or accountant. Express Virtual Assistants is a virtual assistant bookkeeping service providing company where we understand your requirements before delivering services at unmatched rates. At EVA, we provide virtual assistants for various requirements to meet your goals in time.</p>
</p>
<p><h2>Ultimate Executive Assistant Daily Checklist: Streamline Your Day for Maximum Efficiency</h2>
</p>
<p><p>The Wave suite of apps manages tasks like invoicing, payroll, and accounting/bookkeeping for small business owners. WishUp is a popular choice among businesses of all scales for hiring virtual accountants. When you post your requirements on their platform, the algorithm will match you with a list of virtual assistants who have the skills and experience that align <a href="https://www.quick-bookkeeping.net/">https://www.quick-bookkeeping.net/</a> with the requirements. This highlights the challenge of ensuring optimal productivity without micromanagement. In contrast, virtual bookkeeping offers a solution that allows businesses to leverage the expertise of remote professionals without the need for constant supervision. A misstep in the bookkeeping process is all it takes for an expensive rework.</p>
</p>
<p><p>Failing to do so can have serious implications for your taxes, potentially leading to unnecessary stress and financial complications. Wing also offers an affordable in-app training service that allows clients request focused training programs for their assistants, completely managed by Wing&#8217;s Training &amp; Development team. MyOutDesk only hires the most qualified and experienced professionals, who have been thoroughly screened and tested for their skills and qualifications.</p>
</p>
<p><img decoding="async" 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" width="458px" alt="bookkeeping virtual assistant"/></p>
<p><p>They are known for their flexibility which allows them to scale their services to meet the specific needs of each individual client. They understand that financial data can be sensitive and they take great care to ensure that all of the information they handle is kept strictly confidential. The cost for bookkeeping virtual assistants on Upwork varies depending on the specific freelancer’s skills and experience. When it comes to bookkeeping virtual assistant services, RemSource is one of the top names in the industry. Founded in 2009, the company has been providing businesses with the fully-managed virtual assistance they need to stay on top of their financials for over a decade. Best of Budgets notes that many employees only perform up to three hours of truly productive work per day.</p>
</p>
<p><p>Being a small business owner, you’ll have to focus on hundreds of processes and tasks. And while some accounting software can be affordable, they usually have additional key features that are available only if you spend more money. However, when you run a business, you’ll hardly have the time to look after the finances. Additionally, a trained accountant will be able to avoid financial errors that you wouldn’t have noticed.</p>
</p>
<p><h2>Battle-tested service you can count on</h2>
</p>
<p><p>In addition, it can allow you to focus on other aspects of running your business or give you some much-needed time back in your week. A virtual bookkeeping assistant needs to be able to keep track of many different things at the same time. They will be responsible for staying on top of deadlines, following up with clients, and maintaining accurate records. Virtual Staffing Solutions is a recognizable name in the virtual assistance domain with over 1500 team members.</p>
</p>
<p><h2>How to Incorporate Online Bookkeeping Services into Your Business Routine</h2>
</p>
<p><p>Not only that, but they also have years of professional experience under their belts. We measure the cultural fit of our virtual bookkeeping assistants before delegating the task. Our Microsoft Excel bookkeeping data entry solutions are necessary for small businesses requiring decent account <a href="https://www.online-accounting.net/">https://www.online-accounting.net/</a> management systems. Since manual data entry and bookkeeping with Excel are susceptible to errors, outsourcing the function will save you time and effort. At Express Virtual Assistants, we offer reliable Excel bookkeeping data entry services to eliminate erroneous data entering your ledgers.</p>
</p>
<p><p>This will give you peace of mind and ensure that your business remains compliant and in good standing. Maintaining a yearly record of your finances is crucial for tracking your company’s growth and progress over time. It is vital to keep this record up-to-date and organized to have a clear overview of your financial status. A virtual bookkeeping assistant can help you manage your financial data in the software of your choice, ensuring that it is recorded in a format that is easy to understand and analyze.</p>
</p>
<p><p>These days, most local options use the same bookkeeping software as virtual bookkeepers. By syncing up with your bank accounts and credit cards, the software allows bookkeepers to automatically record transactions, categorize them, and create financial reports. This makes it  a great option for small businesses and individuals who need to outsource accounting tasks but have limited budgets.</p>
</p>
<p><p>But here’s the thing – finding the right VA for your accounting needs can be a bit of a challenge. There are a lot of virtual assistant sites out there but not all of them have the expertise you need to keep your finances <a href="https://www.bookkeeping-reviews.com/">https://www.bookkeeping-reviews.com/</a> in order. We are always the right choice, offering virtual assistants to manage your payroll processing system. At EVA, we handle payroll admin and tax report filing functions like an extension of your team.</p>
</p>
<p><p>With its introduction in 1983, QuickBooks provides on-premises accounting applications and cloud-based versions that handle business payments, bill management, and payroll functions. Managing the vast amount of financial data involved in running a business can be challenging. A virtual bookkeeping specialist can help you by accurately calculating, organizing and recording this information in an easy-to-use format. Moreover, data entry can be time-consuming and overwhelming, especially for small businesses with a large amount  of financial information. Following up with customers is essential in both pre-and post-sale scenarios, especially for products and services that require personalized attention. While personal follow-up is manageable for smaller client bases, it can quickly become overwhelming as the number of clients increases.</p>
</p>
<p><p>Finances can only be managed by systematic, organized tracking of inflow and outflow of money. That’s why you should consider handing over your finances to a virtual bookkeeper. If you spend a little time searching the web, you’ll find a variety of sources that point towards an average hourly rate of about $20 USD. However, it’s not unusual for these types of payscale websites to report numbers on the low side. While it’s great (and important) to love what you do, it’s equally important that you’re able to generate a profit. Not just a living wage but an actual profit for your business after you’ve paid yourself and all your expenses.</p></p>
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		<item>
		<title>Understanding Accounts Receivable</title>
		<link>https://qualicarprotecao.com.br/2023/09/29/understanding-accounts-receivable/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Fri, 29 Sep 2023 07:44:39 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=963</guid>

					<description><![CDATA[Learn how CRM for private equity firms revolutionizes investor relations, deal management, and portfolio tracking. Converting or Implementation can be a blocker, luckily we have migration-specific automation tools at low costs. Before making a decision, consider the unique needs of your business, scalability requirements, and how well each CRM integrates with your existing financial tools [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Learn how CRM for private equity firms  revolutionizes investor relations, deal management, and portfolio tracking. Converting or Implementation can be a blocker, luckily we have migration-specific automation tools at low costs. Before making a decision, consider the unique needs of your business, scalability requirements, and how well each CRM integrates with your existing financial tools and workflows. Additionally, check for user reviews and ensure that the CRM aligns with your long-term business goals. Maintaining clear and well-documented billing procedures enhances efficiency and consistency within your business operations.</p>
<p>However, there are times when you purchase goods on credit from your suppliers. Thus, such a credit purchase is recorded as Accounts Payable in your books of accounts. Let’s consider the above example again to understand what is accounts receivable and the journal entry for accounts receivable. By reducing manual labor and errors, automation can result in significant cost savings.</p>
<p>Cash application is the process of matching incoming payments to outstanding invoices and to the proper account where they can be entered in the general ledger. AR management must also include a process for working with collections agencies for those instances when accounts are determined to be uncollectible. Implementing even a few of these tips and accounts receivable best practices will help you get your accounts in order and improve your cash flow. KPIs, or key performance indicators, are a great way to measure the success of your accounts receivable management. Often the root cause of your collections and cash flow issues is simply a matter of poor internal processes. One of the easiest ways to mitigate the constant issues is to make sure that each of the teams understands the end objective of the other.</p>
<p>However, this process can sometimes be challenging due to factors such as missing remittance advice or discrepancies between the provided payment information and open invoices. Note that although lockbox services eliminate the need for you to receive checks at your office, they don’t take away the effort involved in processing them. Going through lockbox files to apply payments to invoices still takes work.</p>
<ol>
<li>Establish a system for sending payment reminders and collection requests.</li>
<li>Accounts receivables are typically classified as “Current Assets” on your balance sheet since they are typically paid back to the business within the year.</li>
<li>Typically, you sell goods or services on credit to attract customers and augment your sales.</li>
<li>Remember that every touchpoint a customer has with your business (for instance, customer success) is an opportunity for you to proactively remind them.</li>
<li>It&#8217;s an entry on the company&#8217;s balance sheet, reflecting sales that have been completed but not yet paid.</li>
</ol>
<p>Notes receivable are amounts owed by parties who have confirmed their debts in writing. Other receivables include non-trade receivables like interest receivable, tax refund receivable, and insurance claims receivable. Unpaid invoices are typically classified into 30, 60, 90, and beyond 90-day time frames. This aids in pinpointing customers with pending payments and enables prompt action for debt recovery. Managing this process well minimizes bad debts and enhances financial stability for the business. Accounts receivable aging is a method to categorize unpaid invoices based on their due dates.</p>
<h2>Autonomous Finance Platform</h2>
<p>The company finances its working capital requirement using an overdraft at an annual cost of 9%. Business owners often push accounts receivable onto the back burner; however, poor A/R practices cause a number of issues for businesses. From extending credit to unqualified customers to failing to follow up with past-due accounts in a timely manner, poor A/R practices suck <a href="https://quickbooks-payroll.org/pay-virtually-any-bill-with-credit-cards/">pay virtually any bill with credit cards</a> time, money, and productivity from a business. Like many business owners, you may not immediately see the benefits of optimizing your accounts receivable processes. It prevents existing capital from going to waste, which increases liquidity. In turn, a business is better able to reduce debt, reduce costs, fund growth and, in many cases, outperform the competition.</p>
<p>Accounts receivables are money owed to a business by its debtors, such as customers. Accounts receivables are typically classified as “Current Assets” on your balance sheet since they are typically paid back to the business within the year. Actively managing your accounts receivables plays an important part in ensuring predictable cash flows and that your business is properly paid for your services. AR management refers to the set of practices, procedures, and policies used by a company to manage the money it is owed by its customers.</p>
<p>This allows you to put together financial statements for that period to report to the rest of the company. If a customer raises an issue, it’s crucial to initiate the dispute resolution process promptly to prevent further delays and maintain good customer relations. Once a payment is received, it needs to be posted to the corresponding invoice(s).</p>
<p>Before proceeding, it’s crucial to assess the customer’s creditworthiness. A food &amp; beverage company with a revenue of $25.3 billion leveraged A/R Forecasts with 96% accuracy to track open invoices of 1000+ customers and improve collections. Analytics is not a ‘nice to have’ but a ‘must have’ for businesses today, and it also empowers treasury departments to take proactive and thoughtful cash forecasting decisions. Data efficiency plays a crucial role for treasury teams because delays in data gathering could lead to incoherency in forecasting. Accounts Receivable must be closely monitored because it is one of the leading indicators of a company’s cash flow and liquidity.</p>
<p>Need a quick reminder of what accounts receivables management is and it&#8217;s objective? Fail to manage accounts receivable correctly and your business will rapidly run out of money. Typically, you as a business owner sell goods on credit to your customers. Now, extending trade credit to your customers has a default risk attached to it. In other words, there may be certain customers who may not pay cash for the goods purchased on credit from you.</p>
<h2>What is meant by accounts receivable management?</h2>
<p>The above calculations have demonstrated a key problem with settlement discounts. As in this example, if the discount is attractive to the customer it may well be too costly to the supplier. It is also the case that a discount which is attractive to a supplier may well be too costly for the customer. To use something different can cause problems as customers will be expecting, and are likely to take, what is normal in the trade. Remember that even if you outsource your AR management someone from your business will always have to get involved.</p>
<h2>Step 4: Collections Management</h2>
<p>Effective accounts receivable management is crucial for maintaining a healthy cash flow and minimizing the risk of bad debt. Part of that is getting paid online, which helps businesses run smoother and more efficiently. Accounting software with built-in features for accepting digital payments, like QuickBooks Online, makes it easier to manage accounts receivables. AP and AR automation tools like Nanonets can automate invoices, track payments, and send reminders, increasing efficiency and reducing manual errors. This optimization of accounts receivable processes can significantly improve cash flow management. Keeping your finances on track and staying on top of your accounts receivable (AR) is important for healthy cash flow in a small business.</p>
<p>This involves implementing transparent  invoicing procedures, streamlined payment tracking, timely collections, regular reconciliations, stringent credit evaluations, and efficient payment processes. The accounts receivable (AR) process is a systematic set of actions that businesses follow to invoice clients, track payments, and collect funds owed for goods or services provided. It acts as a connection between sales and revenue, ensuring that transactions are completed through timely payments.</p>
<p>The downside to setting credit limits is that you may lose some business in the short term from clients who can no longer afford your services. But, as with all things, there is a balancing <a href="https://quickbooks-payroll.org/">https://quickbooks-payroll.org/</a> act at play and it’s important to find the right limit for each client. In B2B transactions, particularly those involving deferred payments, maintaining high-quality standards is essential.</p>
<p>This is done to calculate the net amount of accounts receivable anticipated to be collected by your business. Net Credit Sales include the value of goods sold on credit for which payment is received at a later date. Accounts receivable turnover measures how efficiently your business collects revenues from customers to whom goods are sold on credit.</p>
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		<title>Forming a Corporation Internal Revenue Service</title>
		<link>https://qualicarprotecao.com.br/2023/09/28/forming-a-corporation-internal-revenue-service/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Thu, 28 Sep 2023 12:05:10 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=669</guid>

					<description><![CDATA[If you are the sole shareholder, you can still form a corporation, but you must follow all the same corporate requirements to stay in compliance. It’s best to get help from an experienced small business lawyer who can tailor the shareholders’ agreement to your company’s specific needs. If you need assistance with drafting this legal [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>If you are the sole shareholder, you can still form a corporation, but you must follow all the same corporate requirements to stay in compliance. It’s best to get help from an experienced small business lawyer who can tailor the shareholders’ agreement to your company’s specific needs. If you need assistance with drafting this legal document, it’s a good idea to consult with a corporate lawyer. You can also find a template online, but make sure to check with your specific state regarding what needs to be included. The profit of a corporation is taxed to the corporation when earned, and then is taxed to the shareholders when distributed as dividends. The corporation does not get a tax deduction when it distributes dividends to shareholders.</p>
<ol>
<li>Delaware is a popular state to incorporate in because of its lenient laws for business owners.</li>
<li>Also, sole proprietorships and partnerships have to get a new EIN when they incorporate.</li>
<li>This differs from a limited partnership, where one member assumes complete control of the day-to-day operations and others have limited control and liability.</li>
<li>We have various articles available for further reading if you are interested in additional information or resources concerning LLC definitions and the formation processes.</li>
<li>And you’ll probably need to include some version of “LLC” or “limited liability company” at the end of your business name.</li>
<li>The shareholders hold shares of stock in the corporation, representing their ownership interests.</li>
</ol>
<p>The LLC is owned and can be managed by its members, all of whom hold stakes that, when totaled, add up to 100% of the company. One of the most exciting parts of starting a business is picking the name. The main legal requirement is that you cannot use a name  that is already taken.</p>
<h2>Do I need a DBA for my LLC?</h2>
<p>In general, state laws won’t allow you to choose a business name that’s already being used by another business in your state. Most states also prohibit certain words that might imply you’re in a certain business, such as insurance or banking. And you’ll probably need to include some version of “LLC” or “limited liability company” at the end of your business name. Whatever your reason for wanting to incorporate—whether it&#8217;s for liability protection, tax benefits, improved access to capital, ability to issue stock—setting up a corporation isn&#8217;t difficult. For example, larger corporations have to file with the state after their initial meeting with the board of directors.</p>
<h2>How To Incorporate Your Business</h2>
<p>It determines how ownership will be managed if a shareholder dies, retires, becomes disabled or leaves the company. Signing a shareholders’ agreement in your company’s early stages can help ensure business continuity and avoid disagreements in the future. Issuing stock to the shareholders is one of the first formal corporate actions after forming a corporation.</p>
<p>For example, a company&#8217;s business attorney can serve as a registered agent as long as they have an office within the state the business is being incorporated in. Should the registered agent move out of the state in which the business is incorporated in, the company will need to choose a new agent. There are also online legal services that can act as your registered agent (in return for a fee). A business  may also choose to incorporate as a corporation of a limited liability company. The filing requirements for either depend on the state the business is filing in, though each type of incorporated entity will have its own separate form. Another primary difference between legal entities and one of the most important reasons a company may want to incorporate is for the advantage of issuing stock.</p>
<h2>How to Incorporate a Business</h2>
<p>Each state has its own unique fees, taxes, and requirements for corporations. This adds an additional level of expense and formality to the process of maintaining a corporation beyond the federal regulations. An incorporated company can live indefinitely, regardless of what happens to individual shareholders, directors, or management. Businesses with other structures may experience legal hurdles with the passing of an owner. You will then obtain and complete a Certificate of Incorporation, available from your state&#8217;s corporate filing office. It will include your company name, the&nbsp;purpose of the business, location and other information gathered in the previous steps.</p>
<p>Bylaws are written rules that determine how your corporation will be governed. An important first step when starting a corporation is&nbsp;selecting a business name. In most states, you&#8217;ll need to include a corporate designation or a word that identifies your business as a corporation. Jacqueline Nguyen is a Florida Attorney who translates complex business and tax laws into easy-to-digest information for entrepreneurs looking to start or expand their businesses.</p>
<p>Every state has different requirements, different terminology, different forms and filing fees. For LLCs treated as pass-through entities, one would file documents for the business along with personal tax forms. You will need to submit additional paperwork if the LLC is treated as a corporation. For instance, the IRS would require Form 8832 for LLCs taxed as corporations. These organizations may be classified in different forms; for example, you may set up a nonprofit corporation or partnership.</p>
<h2>Getting Started</h2>
<p>Should you incorporate as a multi-member LLC, you may need to make extra considerations on what you&#8217;re able to pay yourself and when you&#8217;re able to pay yourself. Administratively, there are many benefits to changing a legal entity&#8217;s status effective January 1; this change is the cleanest from a tax perspective. Operationally, it may make more sense to convert a company to a <a href="https://personal-accounting.org/">https://personal-accounting.org/</a> corporation when it is ready to raise more capital and make it easier for investors to infuse capital into the company. For those unaware of the best course of action, it&#8217;s usually recommended to consult a business attorney to discuss business structure options. In this article, more of the specific benefits and advantages of incorporating a business are discussed below.</p>
<p>In comparison, private corporations sell shares directly to specific investors, such as venture capitalists or angel investors. There are different types of corporations to accommodate various business needs, goals and legal considerations. The specific kind of corporation available to you depends on the state in which you incorporate; however, here are some common types of corporations. Incorporating a business offers several benefits that can positively impact the company and its shareholders. It’s worth noting that the benefits of incorporating vary based on factors such as jurisdiction, business type, size and specific circumstances. There are tax considerations to make regarding paying yourself a wage or salary as business owner as opposed to taking a draw or equity distribution.</p>
<p>If stock is being sold, there are federal securities regulations to address. A corporate bank account establishes the legitimacy and independence of the business, and provides evidence of the legal separation between the owner and the business. It also provides the benefit of the corporate shield and its related liability protection, and generates ease with taxes and accounting. Just like a corporation, a&nbsp;limited liability company (LLC), protects owners from business liabilities and debts. The main difference between the two is that an LLC has one or more owners, whereas a corporation has shareholders.</p>
<p>Once your corporation has been officially formed and bylaws have been drafted, hold a meeting of the initial board of directors. Minutes of all board meetings should be recorded and kept with the corporation’s records. Instead of publicly traded shares, the company is run by a private group of shareholders; no board <a href="https://personal-accounting.org/how-does-a-person-become-incorporated/">become incorporated</a> of directors is required. S corps can elect to either have the business taxed regularly, or have the business labeled as a pass-through entity. With the second option, the owners pay the business’s taxes on their own personal tax returns. An S corporation is also generally managed and run by its owner or owners.</p>
<p>There are many steps to incorporating a business, each with its own degree of importance. Below are the following decisions and actions a business owner must take to incorporate. As a rule, the shareholders are only responsible for the payment of their own shares.</p>
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		<title>Comparing Deferred Expenses vs  Prepaid Expenses: What&#8217;s the Difference?</title>
		<link>https://qualicarprotecao.com.br/2023/07/28/comparing-deferred-expenses-vs-prepaid-expenses/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Fri, 28 Jul 2023 10:18:00 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=457</guid>

					<description><![CDATA[Recording an advanced payment made for the lease as an expense in the first month would not adequately match expenses with revenues generated from its use. Therefore, it should be recorded as a prepaid expense and allocated to expenses over the full 12 months. According to generally accepted accounting principles (GAAP), expenses should be recorded [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Recording an advanced payment made for the lease as an expense in the first month would not adequately match expenses with revenues generated from its use. Therefore, it should be recorded as a prepaid expense and allocated to expenses over the full 12 months. According to generally accepted accounting principles (GAAP), expenses should be recorded in the same accounting period as the benefit generated from the related asset. For example, if a large copying machine is leased by a company for a period of 12 months, the company benefits from its use over the full-time period.</p>
<p>This example demonstrates how the accounting entries<br />
are created across more than one accounting period for a single accounting<br />
event. Harold Averkamp (CPA, MBA) has worked as a university accounting instructor, accountant, <a href="https://www.wave-accounting.net/next-wave-s-site-is-under-renovation/">next wave&#8217;s site is under renovation</a> and consultant for more than 25 years. Designed for freelancers and small business owners, Debitoor invoicing software makes it quick and easy to issue professional invoices and manage your business finances.</p>
<p>The installments for the accumulated charges of several months for the deferred charges are then posted as debit entries in the cash account and as credit entries in the specific supplier account. Common deferred expenses may includestartup costs, the purchase of a new plant or facility, relocation costs, and advertising expenses. The use of the deferred revenue account follows GAAP guidelines for accounting conservatism.</p>
<h2>Margaret Rouse IFRS (International Financial Reporting Standards)</h2>
<p>Rather, the figure is classified as a liability on the balance sheet of the magazine. When the sales revenue will be added to the income statement each month during the subscription period, the entire monthly amount will be added before the total subscription is accounted for. Assume that a company with an accounting year ending on December 31 pays a six-month insurance premium of $12,000 on  December 1 with insurance coverage beginning on December 1. One-sixth of the $12,000, or $2,000, should be reported as insurance expense on the December income statement. Prepaid ExpensesMost purchases a company makes in advance are categorized under the label of prepaid expense. These prepaid goods or services are those a business uses or depletes within a year of purchase, such as rent or property taxes.</p>
<ul>
<li>Deferred revenue is recognized as a liability on the balance sheet of a company that receives an advance payment.</li>
<li>Therefore, the accounting standards institute has established clear guidelines to minimize any subjective judgment regarding when to recognize expenses.</li>
<li>Prepaid ExpensesMost purchases a company makes in advance are categorized under the label of prepaid expense.</li>
<li>To get a discount, Anderson pays the full subscription amounts in advance of the renewals.</li>
<li>Until the benefit of the purchase is realized, prepaid expenses are listed on the balance sheet as a current asset.</li>
</ul>
<p>A deferment shall cause the expenses or revenues, later in the same duration of the delivery, to be shown on the financial statement. As a company realizes its costs, they then transfer them from assets on the balance sheet to expenses on the income statement, decreasing the bottom line (or net income). The advantage here is that expenses are recognized, and net income is decreased, in the time period in which the benefit was realized instead of whenever they happened to be paid.</p>
<h2>Deloitte licensed to provide FATCA compliance services in Kuwait</h2>
<p>Under the cash basis of accounting, deferred revenue and expenses are not recorded because income and expenses are recorded as  the cash comes in or goes out. This makes the accounting easier, but isn’t so great for matching income and expenses. Another example of a deferred expense is a $12,000 insurance premium paid by a company on December 27 for insurance protection during the upcoming January 1 through June 30. As a result, adjusting entries are required to reconcile a flow of cash (or rarely other non-cash items) with events that have not occurred yet as either liabilities or assets. Because of the similarity between deferrals and their corresponding accruals, they are commonly conflated.</p>
<h2>Spotlight on Tabs3 Accounts Payable…</h2>
<p>” This article will explain how deferred rent was recorded for operating leases under ASC 840 and how to properly account for operating leases under ASC 842. The difference between the actual cash rent payments and the straight-line rent expense is recorded as deferred rent on the balance sheet. Prepaid rent expense is the current asset account and is recorded in the balance sheet while rent expense is the expenses account which is recorded in the income statement of the company.</p>
<h2>ASC 340 Other Assets and Deferred Costs</h2>
<p>Prepaid expenses are posted as assets in the books of accounts and then consumed in equal intervals until they are exhausted. In accrual accounting entries, a prepaid expense amount is posted as a credit entry in the prepaid expenses account and classified as a current asset. The installments for the monthly charges for the prepaid expense are then posted as debit entries in the cash account and as credit entries in the specific supplier account. In time, these assets lose their utility because of wear and tear from use or obsolescence due to technological change.</p>
<h2>30 Insurance Contracts that Do Not Transfer Insurance Risk</h2>
<p>The deferral means that a full customs duty declaration is not needed for an import for a period of 175 days.In accounting, a deferral refers to the delay in recognition of an accounting transaction. In regard to expenses, a company may pay a supplier in advance, but should defer recognition of the related expense until such time as it receives and consumes the item for which it paid. In the case of the deferral of a revenue transaction, you would credit a liability account instead of the revenue account. As soon as the equipment is delivered, the customers will pay their balance amount, and the order will close.</p>
<h2>How does Deferred Expenses help businesses?</h2>
<p>The earnings would be overstated, and company management would not get an accurate picture of expenses vs revenue. The length of the period shall be selected by the taxpayer at the time he makes the election to defer the expenditures. If a taxpayer has two or more separate projects, he may select a different amortization period for each project. See section 1016 for adjustments to basis of property for amounts allowed as deductions under section 174 and this section.</p>
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		<title>What Is Par Value and Why You Should Care Insights Insights Overview Sites</title>
		<link>https://qualicarprotecao.com.br/2023/05/12/what-is-par-value-and-why-you-should-care-insights/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Fri, 12 May 2023 15:27:46 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=921</guid>

					<description><![CDATA[PAR Technology Corp. engages in the provision of software and hardware support services for the hospitality industry. The Restaurant/Retail segment offers point-of-sale (POS) software, hardware, back-office software, systems, services, and integrated technical solutions to the restaurant and retail industries. The Government segment provides intelligence, surveillance, and reconnaissance solutions (ISR) and satellite, communication, and information technology [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>PAR Technology Corp. engages in the provision of software and hardware support services for the hospitality industry. The Restaurant/Retail segment offers point-of-sale (POS) software, hardware, back-office software, systems, services, and integrated technical solutions to the restaurant and retail industries. The Government segment provides intelligence, surveillance, and reconnaissance solutions (ISR) and satellite, communication, and information technology mission systems support to federal agencies. The company was founded by John W. Sammon, Jr. in 1968 and is headquartered in New Hartford, NY. Par Technology Corp. , a provider of restaurant software, on Thursday it has acquired Punchh Inc., a leader in loyalty and guest engagement solutions, for about $500 million in cash and stock.</p>
<ol>
<li>Rather than looking to purchase shares below par value, investors make money on the changing value of a stock over time based on company performance and investor sentiment.</li>
<li>For example, if company XYZ issues 1,000 shares of stock with a par value of $50, then the minimum amount of equity that should be generated by the sale of those shares is $50,000.</li>
<li>Charlene Rhinehart is a CPA , CFE, chair of an Illinois CPA Society committee, and has a degree in accounting and finance from DePaul University.</li>
<li>The Delaware Secretary of State’s website, which includes a special calculator, is fantastic at explaining the above and is worth a look before setting up a corporation.</li>
<li>If interest rates fall, then the price of a higher-coupon bond will rise and trade above its par value since its coupon rate is more attractive.</li>
</ol>
<p>Some states require that companies set a par value below which shares cannot be sold. Shares usually have no par value or low par value, such as one cent per share. Once defined, it is the lowest limit set to the value of a share of stock. The par value, however, is commonly unrelated to a stock&#8217;s market price. Par value is the value of a single common share as set by a corporation’s charter. Any stock certificate issued for shares purchased shows the par value.</p>
<h2>What Is a Bond&#8217;s Par Value?</h2>
<p>They can be issued at a premium (price is higher than the par value) or at a discount (price is below the par value). The reason for a bond being issued at a price that is different than its par value has to do with current market interest rates. For example, if a bond&#8217;s yield is higher than market rates, then a bond will trade at a premium. Conversely, if a bond&#8217;s yield is below market rates, then it will trade at a discount to make it more attractive. If a company issues a bond with a 5% coupon, but prevailing yields for similar bonds are 10%, investors will pay less than par for the bond to compensate for the difference in rates. The bond&#8217;s value at its maturity plus its yield up to that time must be at least 10% to attract a buyer.</p>
<p>On the other hand, a bond that is trading below par is on a discount trade, has a lower interest rate than the current market and it is sold at a lower price. Par value stock&nbsp;is a type of&nbsp;common or&nbsp;preferred <a href="https://www.wave-accounting.net/">https://www.wave-accounting.net/</a> stock having a nominal amount (known as par value) attached to each of its shares. Par value is the per share legal capital of the company that is usually printed on the face of the stock certificate.</p>
<p>The dollar value of bond interest and preferred-stock dividend payments are based on the par value. Knowing the par value is essential for investors <a href="https://www.wave-accounting.net/delivery-invoice-template/">delivery invoice template</a> to calculate and compare the returns of different bonds and preferred stocks. Par value is also a pricing benchmark for shares of preferred stock.</p>
<p>We Fools may not all hold the same opinions, but we all believe that considering a diverse range of insights makes us better investors. Get instant access to video lessons taught by experienced investment bankers. Learn financial statement modeling, DCF, M&amp;A, LBO, Comps and Excel shortcuts.</p>
<p>Get stock recommendations, portfolio guidance, and more from The Motley Fool&#8217;s premium services. On AT&amp;T&#8217;s balance sheet, that number shows up as 6,495 because all figures are expressed in millions of dollars. By standard convention, the face value of bonds is most often set at $1,000.</p>
<p>Bonds are generally issued with par values of either $1,000 or $100. With bonds, the par value is the amount of money that bond issuers agree to repay to the purchaser at the bond&#8217;s maturity. A bond is basically a written promise that the amount loaned to the issuer will be paid back. In the case of shares of stocks, Clinton Company announces that it will offer 3000 shares of common stock and each stock will have a par value of $1. The market price per share, on the other hand, refers to the per share value or worth at which a company’s stock is actually traded in the secondary market.</p>
<h2>We and our partners process data to provide:</h2>
<p>For example, a bond’s YTM may be 10%, meaning you can expect your money to grow by 10% when you consider the interest you’ll earn as well as the return of the par value. If you paid more than par value to buy a bond in the secondary market, the effective interest rate you’d earn on the bond would be lower than the coupon. If you paid less than par value for a bond, the effective interest you’d earn would be higher than the coupon. Both terms refer to the stated value of a security issued by a corporation. Face value is typically an arbitrary number set by the issuer, which is usually indicated on the company&#8217;s balance sheets. The additional paid-in capital is a part of total paid up capital that increases the stockholders’ equity.</p>
<h2>What is Par Value?</h2>
<p>This coupon rate is then multiplied by the preferred stock’s par value to calculate the dividend. This &#8220;no-par&#8221; status means that the company has not assigned a minimum value to its stock. No-par value stocks do not carry the theoretical liabilities of par value issues since there is no baseline value per share. However, since companies assign minimal par values if they must, there&#8217;s little effective difference between a par stock and a no-par stock. On the other hand, if the market price of the stock falls below the par value, the company may be liable to shareholders for the difference.</p>
<p>For example, as of the end of FY 2023, Apple Inc. (AAPL) had&nbsp;total assets of $352.58 billion and $290.44 billion of total liabilities. The company&#8217;s resulting total stockholders&#8217; equity was $62.15 billion. Relational Investors LLC raised its stake in Par Pharmaceuticals Cos. (PRX) to roughly 9.9%, as the activist investor continued to press for a sale of the company.</p>
<p>By issuing no-par stock, the company relinquishes any determination of value for the stock. Therefore, the company will not have a future obligation to shareholders should its stock price decline. A share of stock in a company may have a par value or no-par value. These categories are both pretty much a historical oddity and have no relevance to the stock&#8217;s price in the market.</p>
<p>Once set, the par value of stock remains fixed forever unless the issuing company executes a forward or reverse stock split to increase or decrease the number of its outstanding shares. In some states, when a corporation is formed, the articles of incorporation must set a &#8220;par value&#8221; for its stock. Everyone who buys shares in the corporation, including the corporation&#8217;s founders, must pay at least this amount. In finance and accounting, par value means stated value or face value of a financial instrument. Expressions derived from this term include  at par (at the par value), over par (over par value) and under par (under par value). For preferred stock, the face value sets the dividend issued on each unit of preferred stock.</p>
<p>When securities were issued in paper form, the par value was printed on the face of the security, hence the term &#8220;face value.&#8221; &#8220;Par value,&#8221; also called face value or nominal value, is the lowest legal price for which a corporation may sell its shares. It has nothing to do with how much a corporation&#8217;s shares are actually worth or are sold for. Rather, it is an antiquated legal and accounting concept mandated by the corporation laws of some states. The par value is the minimum price at which a corporation can legally sell its shares, and most are priced below $0.01.</p>
<p>The par value of stock remains unchanged in  a bonus stock issue but it changes in a stock split. If the coupon rate equals the interest rate, the bond will trade at its par value. If interest rates rise, the price of a lower-coupon bond must decline to offer the same yield to investors, causing it to trade below its par value.</p>
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		<title>TurboTax TaxCaster Terms of Service and License Agreement Tax Year 2023</title>
		<link>https://qualicarprotecao.com.br/2023/04/07/turbotax-taxcaster-terms-of-service-and-license/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Fri, 07 Apr 2023 13:32:44 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=749</guid>

					<description><![CDATA[Part of the MFA identity authentication and verification process may involve Intuit sending text message(s) containing security code(s) to your telephone number. You agree to receive these text message(s) from Intuit containing security code(s) as part of the MFA process. All features, services, support, prices, offers, terms and conditions are subject to change without notice. [&#8230;]]]></description>
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<h2>Intuit Accountants (Professional Tax Software)</h2>
<p>Your access and use of the Services may be interrupted from time to time for any of several reasons, including, without limitation, the malfunction of equipment, periodic updating, maintenance or repair of the Services or other actions that Intuit, in its sole discretion, may elect to take. In no event will Intuit be liable to any party for any loss, cost, or damage that results from any scheduled or unscheduled downtime. If you become aware of any unauthorized use of your Registration or Account Information for the Services, you agree to notify Intuit immediately at the email address –</p>
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		<title>Compound Interest Calculator Calculate compounded interest for a deposit</title>
		<link>https://qualicarprotecao.com.br/2023/03/07/compound-interest-calculator-calculate-compounded/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Tue, 07 Mar 2023 08:22:48 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=955</guid>

					<description><![CDATA[Let’s say you invest $1,000 in an account that pays 4% interest compounded annually. In order to calculate the future value of our $1,000, we must add interest to our present value. Because we are compounding interest, we must reinvest our interest earned so that our interest earned also earns interest. The compound interest formula [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Let’s say you invest $1,000 in an account that pays 4% interest compounded annually. In order to calculate the future value of our $1,000, we must add interest to our present value. Because we are compounding interest, we must reinvest our interest earned so that our interest earned also earns interest. The compound interest formula is an equation that lets you estimate how much you will earn with your savings account. It&#8217;s quite complex because it takes into consideration not only the annual interest rate and the number of years but also the number of times the interest is compounded per year.</p>
<p>The formula can be used when compounding annually, monthly, or at whatever time interval over which you wish to compound. The only thing you must remember is that the interest rate must match your time period. If you are compounding daily, for example, then be sure that you are working with a daily interest rate, or if you are compounding monthly, be sure that you are working with a monthly interest rate. Inspired by his own <a href="https://intuit-payroll.org/">https://intuit-payroll.org/</a> need to calculate long-term investment returns and simplify the process for others, Tibor created this tool. It&#8217;s designed to help users plan their financial future, whether for retirement, saving for a home, or understanding the potential growth of their investments. To compare bank offers that have different compounding periods, we need to calculate the Annual Percentage Yield, also called Effective Annual Rate (EAR).</p>
<p>The Rule of 72 is a shortcut to determine how long it will take for a specific amount of money to double given a fixed return rate that compounds annually. One can use it for any investment as long as it involves a fixed rate with compound interest in a reasonable range. Simply divide the number 72 by the annual rate of return to determine how many years it will take to double.</p>
<ol>
<li>Instead, we advise you to speak to a qualified financial advisor for advice based upon your owncircumstances.</li>
<li>You want to see how much you will have in the account at the end of three years.</li>
<li>The above example has already shown the difference between simple versus compound interest.</li>
<li>If you include regular deposits or withdrawals in your calculation, we switch to provide you with a Time-Weighted Return (TWR) figure.</li>
</ol>
<p>For example, $100 with a fixed rate of return of 8% will take approximately nine (72 / 8) years to grow to $200. Bear in mind that &#8220;8&#8221; denotes 8%, and users should avoid converting it to decimal form. Also, remember that the Rule of 72 is not an accurate calculation. The Compound Interest Calculator below can be used to compare or convert the interest rates of different compounding periods. Please use our Interest Calculator to do actual calculations on compound interest. You can use the compound interest equation to find the value of an investment after a specified period or estimate the rate you have earned when buying and selling some investments.</p>
<p>Financial experts have thoroughly vetted it to  ensure it meets the practical needs of both individual investors and financial professionals. Note that the values from the column Present worth factor are used to compute the present value of the investment when you know its future value. Within our compound interest calculator results section, you will see either a RoR or TWR figure appear for your calculation.</p>
<h2>Calculate compound interest step by step</h2>
<p>This invaluable tool allows you	to calculate the future value of your investments and observe their potential growth over time,	empowering you to make informed financial decisions. This compound interest calculator is a tool to help you estimate how much money you will earn on your deposit. In  order to make smart financial decisions, you need to be able to foresee the final result. The most common real-life application of the compound interest formula is a regular savings calculation.</p>
<h2>How to maximize your savings and investments with compound interest</h2>
<p>The conventional approach to retirement planning is fundamentally flawed. It can lead you to underspend and be miserable or overspend and run out of money. This book teaches you how retirement planning really works before it&#8217;s too late.</p>
<p>Number of Years to Grow –&nbsp;The number of years the investment will be held. Expectancy Wealth Planning will show you how to create a financial roadmap for the rest of your life and give <a href="https://intuit-payroll.org/difference-between-reserve-and-provision/">difference between reserve and provision</a> you all of the tools you need to follow it. The depreciation calculator enables you to use three different methods to estimate how fast the value of your asset decreases over time.</p>
<h2>Using the compound interest calculator</h2>
<p>With regular interest compounding, however, you would stand to gain an additional $493.54 on top. The final value after 5 years is $11,041 whereas with simple interest it would have been just $11,000. This might not seem like much, but if the rate of return is higher or the period over which compounding occurs is longer, the compounding effect can be dramatic. While our formula computes the future value, finding the interest portion is only one more step.</p>
<p>This exponential growth is one of the main reasons why	it&#8217;s essential to start investing early, even if it&#8217;s just a small amount. Now, yes, this is a lot of steps, but thankfully we have our formula to calculate that same value in just a few basic algebraic steps. This formula takes into consideration the initial balance P, the annual interest rate r, the compounding frequency m, and the number of years t.</p>
<p>In our article about the compound interest formula, we go through the process ofhow to use the formula step-by-step, and give some real-world examples of how to use it. We believe everyone should be able to make financial decisions with confidence. The results of this calculator are shown in future value of the money. If you turn on the &#8220;Inflation (%)&#8221; option, then you can also see the adjusted for inflation value as well. Our investment balance after 10 years therefore works out at $20,720.91. Let&#8217;s plug those figures into our formulae and use our PEMDAS order of operations to create our calculation&#8230;</p>
<p>The TWR figure represents the cumulative growth rate of your investment. It is calculated by breaking out each period&#8217;s growth individually to remove the effects of any additional deposits and withdrawals. Because banks borrow money from their customers to lend to others, those with funds held in savings accounts are paid interest on their balance as a sort of “thank you”. Virtually all savings and GIC accounts compound interest annually.</p>
<p>Once you’re done, you can then view your interest earned as well as the total value of your investment (principal plus interest). Include how much (and how often) you’ll regularly add to your initial investment. As an example, $1000 with a fixed rate of return of 7% will take around 10 (72 divided by 9) years to become $2000. Below you can find information on how the compound interest calculator works, what user input it accepts and how to interpret the results and future value growth chart.</p>
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		<title>Accounts Payable: Definition, Example, Journal Entry</title>
		<link>https://qualicarprotecao.com.br/2023/03/02/accounts-payable-definition-example-journal-entry/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Thu, 02 Mar 2023 14:01:38 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=897</guid>

					<description><![CDATA[In other words, the ratio measures the speed at which a company pays its suppliers. Accounts payable is listed on the balance sheet under&#160;current liabilities. The account payable is a liability account that accounts for the amount a business generally owes from its suppliers. The company records any increase in the account payable account as [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>In other words, the ratio measures the speed at which a company pays its suppliers. Accounts payable is listed on the balance sheet under&nbsp;current liabilities. The account payable is a liability account that accounts for the amount a business generally owes from its suppliers. The company records any increase in the account payable account as a credit in the account payables and signifies any decrease in the account payable account as a debit. Whenever there is a decrease in the account payable, it signifies that the business has paid its dues to the suppliers. Similarly, an increase in the account payable would signify an increase in the amount payable to the supplier and the amount owed by the business.</p>
<p>However, it is often overlooked as managing accounts payable is a backend task. Therefore, you need to make your accounts payable process efficient so that it provides a competitive advantage to your business. In certain calculations, the numerator <a href="https://www.wave-accounting.net/">https://www.wave-accounting.net/</a> will not include net credit purchases; rather, it will utilize the cost of goods sold. The total Accounts Payable at the beginning of an accounting period and Accounts Payable after the period are added together and then divided  by 2.</p>
<ol>
<li>It indicates the amount a company owes for goods or services it has received but not yet paid for.</li>
<li>Whether accounts payable is debit or credit depends on the type of transaction.</li>
<li>A typical invoice would include the amount due, deadline and sales tax.</li>
<li>Accounts payable is a short-term liability owed to a vendor for purchases made on credit.</li>
<li>Accounts payable at the beginning and end of the year were $12,555 and $25,121, respectively.</li>
</ol>
<p>Because of that, your accounts payable balance should always be a credit and recorded on the right side of the general ledger. In some cases, cost of goods sold (COGS) is used in the  numerator in place of net credit purchases. Average accounts payable is the sum of accounts payable at the beginning and end of an accounting period, divided by 2.</p>
<h2>Is Accounts Payable Always a Credit?</h2>
<p>Accounts Payable are often credited when an entity receives payment but debited when the company is released from its legal obligation to pay the debt. If a company pays one of its suppliers the amount that is included in Accounts Payable, the company will need to debit Accounts Payable so that the credit balance is decreased. Bills payable, like accounts payable, are always recorded as a credit on your balance sheet, with the balance posted as a debit when paid. Since most accounts payable transactions are accompanied by a bill, the bills payable total amount will usually match the accounts payable balance. A debit balance in your accounts payable account should be investigated since a debit balance usually occurs when an overpayment or duplicate payment has been made. Therefore, over the fiscal year, the company’s accounts payable turned over approximately 6.03 times during the year.</p>
<p>Accounts payable are expenses incurred from buying from vendors and suppliers. If a company buys raw materials from a supplier, this results in an account payable for the company. When a customer pays for your service in installments, the amount owed will be listed as an account receivable until it is fully paid. In both accounts payable (AP) and accounts receivable (AR), you will see credits and debits used when the value in your account increases or decreases. These terms help describe the inflow and outflow of cash from your different accounts, including asset accounts, expense accounts, and cash accounts.</p>
<h2>What is meant by a &#8220;Turnover Ratio&#8221; for Accounts Payable?</h2>
<p>Accounts payable refers to the vendor invoices against which you receive goods or services before payment is made against them. Thus, your vendors supplying goods on credit are also referred to as trade creditors. The accounts payable department of each business may have its own set of procedures in place before making payments to vendors. However, before streamlining your accounts payable process, it is essential to understand what is the accounts payable cycle. It is especially important when firms find it challenging to obtain funding via financial or credit institutions. Since the financial crisis, trade credit in the form of accounts payable and accounts receivable has become a stable source of finance.</p>
<p>You need to first calculate the total purchases that you have made from your suppliers. These purchases are made during the period for which you need to measure the accounts payable turnover ratio. A low ratio indicates slow payment to suppliers for purchases on credit. This may be due to favorable credit terms, or it may signal cash flow problems and hence, a worsening financial condition. While a decreasing ratio could indicate a company in financial distress, that may not necessarily be the case.</p>
<h2>How to Decrease Accounts Payable</h2>
<p>Notes Payable are written agreements that are mostly crafted and issued for debt arrangements. These written agreements are payable to credit firms and financial institutions. The companies that fall under the category of &#8220;accounts due&#8221; are most often those that provide services and inventories. Suppliers&#8217; credit terms often determine a company&#8217;s Accounts Payable turnover ratio. Companies that can negotiate more favorable lending arrangements often report a lower ratio.</p>
<p>A sub-ledger consists of details of all the individual transactions of a specific account like accounts payable, accounts receivable, or fixed assets. You need to keep a track of your accounts payable to know when the payments are due. Generally, Quickbooks provides a list of standard accounts like accounts payable, accounts receivable, purchase orders, payroll expenses, etc. However, if you do not see an account that you need, you can add your own accounts manually in your chart of accounts.</p>
<p>The accounts payable department should use accrual accounting to post transactions and for financial reporting. If your business is smaller, a bookkeeping employee may handle accounts payable. The accounts payable (AP) department is responsible for implementing the entire accounts payable process. The department is also a key driver in supporting the organization as a whole when it comes to vendor payments, approvals, and reconciliations. When you think of cash management, your first thought may be to increase collections from accounts receivable.</p>
<h2>Definition of an Accounts Payable Debit</h2>
<p>However, if you have a large number of accounts payable, you may first record the individual accounts payable in a sub-ledger. Inventory includes the raw materials needed to produce goods for sale or finished goods. That is, trades payable is the amount for which you bill your suppliers for those goods or services that you use for the ordinary course of business. You need to check the invoices thoroughly received from your suppliers. You need to add details of all your suppliers into your accounting software or Microsoft Excel Sheet in case you are starting your business.</p>
<h2>Increase accounts payable turnover</h2>
<p>Debit and credit are the two essential accounting terms you must know to understand the double-entry accounting system. A double-entry accounting system records each transaction as a debit and a credit. Another, less common usage of &#8220;AP,&#8221; refers to the business department or division that is responsible for making payments owed by the company to suppliers and other creditors.</p>
<p>After receiving the material, the company discovers that some raw materials are of subpar quality. This material worth is returned to the vendor, and a journal entry is recorded. Accounts payable and accounts receivable are key to understanding the financial standing of your business. It is important to correctly classify where your expenses belong to gauge your business’s profitability. For example, once a company chooses a supplier, it’ll send an official purchase order, terms and conditions and set a date for delivery. It may also agree to pay a portion of the costs upfront and the rest of the money after the services have been fulfilled (i.e., 50% in credit and 50% in debit).</p>
<p>This will help prevent unnecessary expenses and reduce the amount owed to suppliers. A limitation of the ratio could be when a company has a high turnover ratio, which would be considered as a positive development by creditors and investors. If the ratio is so much higher than other <a href="https://www.wave-accounting.net/40-donation-receipt-templates-letters/">donation invoice template</a> companies within the same industry, it could indicate that the company is not investing in its future or using its cash properly. For example, a company purchasing heavy machinery from a large supplier may get better repayment terms as compared to small purchases from local vendors.</p>
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