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	<title>Bookkeeping &#8211; SHIPRA DELED</title>
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		<title>Accounting Methods for Long-Term Contracts: Completed Contract Method, Percentage of Completion Method</title>
		<link>https://shipraded.org/2023/03/07/accounting-methods-for-long-term-contracts/</link>
					<comments>https://shipraded.org/2023/03/07/accounting-methods-for-long-term-contracts/#respond</comments>
		
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		<pubDate>Tue, 07 Mar 2023 10:43:19 +0000</pubDate>
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					<description><![CDATA[Content Sep 5, 2022 Author: Accounts Junction key construction accounting principles Accounting Basics for Contractors and Construction Businesses Resources for Your Growing Business How to Account for Construction Should You Use Accounting Software or Hire a Professional? Jason is a <a href="https://shipraded.org/2023/03/07/accounting-methods-for-long-term-contracts/" class="read-more">Read more</a>]]></description>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Sep 5, 2022 Author: Accounts Junction</a></li>
<li><a href="#toc-1">key construction accounting principles</a></li>
<li><a href="#toc-2">Accounting Basics for Contractors and Construction Businesses</a></li>
<li><a href="#toc-3">Resources for Your Growing Business</a></li>
<li><a href="#toc-4">How to Account for Construction</a></li>
<li><a href="#toc-6">Should You Use Accounting Software or Hire a Professional?</a></li>
</ul>
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" width="257px" alt="which accounting methods for small construction contractors"/></p>
<p>Jason is a very knowledgeable, detail-oriented and very professional accountant who is a tremendous asset to any organization that engages his services. He always wants to do the right thing, does not hesitate to give candid advice, and is willing to help. Work with Jason if you want a hyper-dependable accountant and want your books to be well maintained. Jacob has crafted articles covering a variety of tax and finance topics, including resolution strategy, financial planning, and more. He has been featured in an array of publications, including Accounting Web, Yahoo, and Business2Community.</p>
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width="254px" alt="which accounting methods for small construction contractors"/></p>
<p>When you own a construction business, you have to deal with a lot of moving parts, from managing contracts and scheduling projects to basic business ownership responsibilities like hiring and filing taxes. This is also the most preferred method by larger construction companies, the IRS, most financial lenders, and accounting firms. It provides a more accurate picture of the financial health of individual projects and is advantageous to use on lengthy projects. When using the CCM, income and expenses are not “official” until the project finishes.</p>
<h2 id="toc-0">Sep 5, 2022 Author: Accounts Junction</h2>
<p>The percentage of completion method is the most commonly used accounting method by contractors, and is similar to accrual accounting. PoC works by recording revenues and expenses as the work is in progress. Most construction companies prefer this method, since it provides a more accurate picture of the financial health of individual projects. If this sounds strikingly similar to the  cash method we talked about above, it’s because they are nearly identical in practice. They both record revenue and expensesafter the fact.However, cash basis accounting only records income or expenses after the cash moves. Completed contract accounting records income and expenses after the contract is finished – whether cash has moved or not.</p>
<ul>
<li>If your average annual receipts exceed $5 million, you’ll likely need to select an accrual method with your construction CPA.</li>
<li>Most other businesses offer fixed products or services from a fixed location at a fixed price.</li>
<li>The type of project and the size of the construction company limit the use of some methods.</li>
<li>For these reasons, construction companies may need to generate separate profit and loss (P&#038;L) statements for each project.</li>
<li>Accrual is focused on measuring long-term finances from construction contracts while cash better reflects real-time numbers.</li>
<li>The IRS sees many abuses in this area, where either construction contracts are improperly classified as home construction contracts or the date of completion is extended by contrivance.</li>
</ul>
<p>The following steps can help you get your construction accounting started on the right foot and help you stay on top of your bookkeeping and financial management. Regular businesses typically offer 1-5 different types of products or services, whereas construction businesses offer a wide range of services. This may include service work, design services, consulting, engineering, sourcing materials, and more. To illustrate the difference between the two methods, consider a contractor has accepted a contract to build a 5-story office building.</p>
<h2 id="toc-1">key construction accounting principles</h2>
<p>Certain revenue recognition methods may be more suitable for your business depending on your company size, annual revenue, and project lengths. Completed contract method allows taxpayers to defer the taxes in the year in which the contract is completed. However, the expenses directly related to the jobs are also deferred until the end when the contract is completed. The downside of the completed contract method is a contractor could end up completing several jobs in one year which could result in an unexpected jump in the contractor’s tax bracket. Using the completed contract method, the taxpayer does not recognize revenue until the contract is completed and accepted by the customer.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What are the methods of accounting for construction contracts?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<ul>
<li>The cash method.</li>
<li>The completed contract method.</li>
<li>The percentage of completion method.</li>
<li>The ASC 606 standards method.</li>
<li>The contract retainage method.</li>
<li>The fixed price method.</li>
<li>The time and material method.</li>
</ul>
</div></div>
</div>
<p>Here are some of the biggest concepts you’ll need to understand to get your books in order. Between overseeing multiple projects, client expectations and managing your team, even the most financially savvy contractors can struggle to balance their books. Many construction companies, especially smaller home builders, are working with small accounting departments, or absorb accounting responsibilities into other roles. A project-heavy period could  mean you have to employ a larger workforce just to stay on top of project timelines. Any disruption in the supply chain – like the lumber surge in 2021, for example – can result in higher-than-normal material costs and can quickly impact your estimated budgets.</p>
<h2 id="toc-2">Accounting Basics for Contractors and Construction Businesses</h2>
<p>A benefit of this approach is that you can track income, operating expenses, profit, and taxes on the micro-level so you gain a better understanding of where you stand on each construction project. Job costing is a method for allocating expenses and revenue to each specific job. Not only will this help you prepare for tax time, but it provides an accurate accounting of profitability for each contract.</p>
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2ahcKkrGSNt+SGJICOMsMgPjNXNT6a6+vL23kg6tMVuLSO3kRGZGaQZ3t4wM+dw9wwAK9R9M9wz05a2UuvoupRPM8snrOytlWEag7ckbiCSftitbF0/3btb6NTq9tcqbRiXkuHEZcSW3sYemSDtFyQ4OfcBjiiybZVn053HtpwH6jt54PXjLl53Z2h9SIsoBGOUV1+P1ec80tOiutvpNUs9R6ukuhfad9PDJ9TKHScpy+RgIN+SNgBxVibo/ug9syxdTW8dxJKoYrJJt9MxsHIwoG7eVYZBGF58kHJ13ozra71q51fRdb+jZsNbBrmRkQlVDBo9u0jhiBnBJ5xTzIzvnTFPRnXMFxu0fqFILa5u/qLiOWedyi7v8nPyoIOfOcnPmrmodAdQ3ljodqNdnjfTLZoriT+ITkyOZo3WQZPuP8oj3fp3cVmHp7uQnTljaw6tZzarDNI1w01xKIXQg4AZR6n2/zf8A/IwI+kO672cbTdVWy3sacBZ5fQ3bTgEbN7AH5YmnmxWcnSHWF5p2s2esdRmcXxtxaMsjr6Cq+5iMfpYjAyPt/U89c9H9w7vVv4Xe6w8unSqxaRZWCjdICN+ANzbRjJyQxBGMZrc3XR/ci40TTo4+oLUata+qZ55Gco4Z4ztUjn9CuuccZry3Sfc9rqAy9S28tnFKpkjMkivLGApIJC8kn1F442sD5FTXO13xpas+ke4Mc8xvOrvqrdbiJoEa4lUtbo3KsRzvK8kjycE5r3P0T1n9JoUem9TpbzafaLZXsjSSSPOQylmDNlvgkZ/APGa96n0T1xfw2ukDWIVsUsbW2mZZ5UDMmBJ7AOd2ODngefNU1Pp7ujeaxqT6ZqsdnYi7X0FknZi0Ppw8IFGFwwlzyc7uQcVfO2ZNMe56K7jXzCK+6xjltmimiKjevyFVmAG1yVCEgj2uXK4BrY33T/XdxosNjb9QJDcCW43yLO4OHYGKTcVJYqAw2Dap3fgVgXHQXX4v4tTt9fEt59KlvM73kig++VvYPTKqMtCTgZPpkHg+7KHR/cjcLgdWESKxYI077CcnyoTGPHjxS8qxb/o/r60tdN0fpTXPoI7DThEZnnZkFx7tx2lWMhORyxGPjmvU3QHVk0dpcXXUsk17aEmHddyhU9pGAQOTyRvcM3GSSea9RdLd2RFNI/UVlHOPV9BIp5DGCysFBLR7v1FD+OcVkjpDrW9ttXsdY1OM2196S2kcd1K5hQMhZWcgMThWG7A3bsnHigxoejuvJIJYrvrK5EzXG5Al04WKD012R5xliH35fguTnjG0W/8AhDuTLen1+so0tSiKfSuZlklZYpFUn/KvvIY7Au7b7t1X5Oku5O6BLbqFUjMeJna8clWLybwqeljBUxbTn2bWxnJLZY6b6/h0RrFNcWa6N2sglNw6H0fSAK7whYfzdzY24IGOAcEPWmdN9cQa/a3d5ryyadEJRPAt1I/rM3qbWwwwow0ftH6dntxmtR/wb3NnguhN1jHFNJITBHFNOEWMnO3cx3Z4B3Z48eDW40bQu4sWswXWvaxbzWcELr6dvO+ZpDjDODGBj9XtBx4OawpOmO6EzLGNcgiGwb5fq3cs3kkJ6YC5O0+faAQM5oMjVtC67uNZjuLPXoksBbRJLH9RPFJOw5c5T2x/ugBrU/8AAXXlpDHHpXVIhjRNu15pWkUtIjOFcjcq7V8Z8gE/NZsfR3cOBLsRa+sjySl4jJezKrJ6aIoO1crjaWIB5Jrweku58tvby3OswPfQspaSO/liiZfp9hX0xGRxLzk4yOfIAAeZeku5bzxuvW49OP1VQklWx7BGzALhmOHByMDflcV7XoXqyC20w22r+jcWdxNNNLHdysxWSSNiFypMntjZcNj9Xmsq06Z7i2/0882sQzvHeQyNA13IIxbqhDJuVMs25ic8ZwpO79I7+29T0V9ZAj49wByAfnB+R/agja56X7j6no1nZza9DHcerP8AWMzypuhIKIihCByAGIPgsatz9HdfWmladouha4tvLC17LLdCVxGjyTNJGdmPfjfjafbxUpUoIyj6Q7hRWyPL1V6l5GItm6aUwg+rIzlhnLkqY8A8ez991IOk+4ivKZuq5CDG6wxpcyNhmhlUkuVzy5jcZzt24GKk6lEkR1d9P9yJ73TZrHqiC0tYoo1vYvTZ97Ajfs3DnO1QM/6nzzg1rJehO4U1tZvN1WTNaSRyhWnkkUlQA4Ziu4lvdhjkru48VLFKKiPqDpXudZaYkmla5JNLmKJoLeV0AjCjcVwAQS2T548eCa2d70X1Y1/daro+sG0lv2habfcPuBjhREY4BB2sJSV/S2RnJFSTSg4K86e67FpaW2m9RFcR7LuaWQ79+4lnQFCDkEDBOAB7cGsfUOme4d5Baw2nUiWjpZvBJLFNIcSFXG4BgSx5QhjyNvj4Mi0oOA1/pnrC91SAaP1BLaaekMURH1MgkKAneDxyzDbh85BB+9W9Y6d7hTx6eth1GEktbOGOd97Iskykl3Khfdv4HP6fI81IdKDmOmdL6hsfXuOoNSa5nm9MKkcjGOMKgVgPav8AmLNXT0pQKUpQKUpQKoSByarVDjBzQULqPJxXkzxDOXHHn8fvWj6w0SfXtDmsbOVo7lgDGwneIg5BPuQgjiuVstA7iaZJp9tFrMUlkl6HuPWlLyfT74zsUkZYbRIME/5hzU2VI/qx5xvGf3ry1zAvLSADG7J8YqObrS+6F7qN1JBqNpaWpnb6cibc6ptG3jbgZbHHNZU2n9wo9LtYItRgkuo7lmlkLjLRlQR/l+5YEAcjFMbuWreHeieIjO7z+DVGnhBGZF5x8/7+xqN5Oj+sV0zSLO012YNBaSJeSG6J3TtNHJuyRluPUHkY4FZdjp3caAOtzeWjk2dwd3qnAnZ2MRIxk8YyfjB4qe7SO+MiEgBuaqZY1HLf1xUWw6L3ZtlEcWoQunr75d1yrP6RbLAHZ+vH6TjA5yKzLmx7mz6ktvHqlrbWivtUq4MkimRfIK4yE3cfJA8ZreuDSR/UT/VXk3EI8vjBwcjGOM1GsOmd15HlSbWrFAsUKo8TA5ZYk359vkvuyfsw44q+2jdwYdH0+GC+R9Qgef6h5bg5kUyqyAEL427h44qCQkuYZDtRiT/4T/v/AGPvXozRhS2SQPsCT/auA1PSOvf4tPc6ZqKC2nnDR75wAn8uMAAFP07hISvlsjkYqzqek9y59QmFhqNtBpzSyH1BL/NEeFxj28f5h8kHB58VLTykT14vIbP9P98fmqmaMEDdyfsP9/auAu9N7jRLZLpt7blIbVI5hJMCWkAIcH28knGDxjnirdro3cCXSNUOpaiVv7q6intxBcArHEAA0YOzI8HJxz+KsL/CQzNGoyW/6GqfUQjOX8DPj4/2KjrR9D7l2Fxp1pdavBLp8LH6lmkzKw2RnB9vI3et9j+k1h22kd17UWkCXtqIYrmRpHkud7rGVwo/TzljwCeB8mpsSiZ4l8uMD5p9RCfEin9q4fpmw69tbpm6iubf0/TYqY59yrLjALZUZH7YrWfwnumbJbQ6jbtLDHHJHM8p90vpjerALyokL/02/amXE2Y/NUlrNG/Kknkjwf8AePzQTxE4Df1wcf3+/wCKj+00ruatjerNfWr3LWUf0zyOConU8hvaMjH+Y8/isCDp3unOHvdR1q1Ny8QheGGUrDkevzjHn/8AD8/+L7c28XRjyk8TxEZD8ffHFV9WPk7v+nn9vvXAaLpXXEOsxanf6mhtXUwzwif1EdcTEFFC8Hd6OPnaGzmsC1se8rSRm+1jSvTW5Qt6JO54gRkjj8eP+bzxTL5box+abScZY1OC2D+1U9eEeZBj7/H964PVNN7iNqtxcafq1uLQswt4WIAChVCgnBwSd2eftWLZ6b3Km1GG41S7iigW6WZlhnxiMSSAIcp7h6ZTOfJHHigkb1o8gbuScYINDcRA4LEcZztOMfvUcxaF3Du9dS81O/t4bK3ui8ccdyTiEzWrgH2jPEUwx/zYqzadOdwbS9S2OrK9kb5Lpy9yWYILhHKAFc8qHAGcfFS78GreyTPXjyRk8fg09eLzu/6Goqi0bvFZaVFFbapp73NvDHGfXm3rIEUchiuRkLtJOcli34rZaxpPcMvaz6VqkBlFikV1/NEa/UD9TgbTgZ4/8IA/Na40nunZIvqJnG4cnH9a8+vFuK7+R5H+/wB6j/U9N7lzas/0Gq20NiYYhGVPIfcvq54/V5x8Y+K8Lad0Y29IT2Tq0o3O83/298LEgbcZ2icf1FQlSIs0TfpcGgljOCGyD4IGR/eo907Te5MNlq0d9qsEl08Ea2DAhQZRgsT7eBkkA8+a1d3oHde/vH1A6jaQm35tIhdllYkANv8AaM+TjzzRUqieIkgN4OM4OM5Ixn+hqhuYAN3qDH/vxgfvyOKjzTbLuDY63Ct5qIns7iVDdSEhliC20WRjAxulWTP4cfavdhpfcpr2BtS1O2FpDN6kwEgZnG6HI/Twu31iB/4Rmhj81sSF6qD5PkDxQTRH9Lg/tzUZX+jdyJ7v17bUoIxDNK0YW45eMo+3eoXG0MYyVAyQMZrbjSutLzo7+G3V2kWqmWEidJf0oJVLgEDghA2PvxQm/LtTcRDHuznxgE1X1UAyTjH3FcDe6P3EbTdLi0/VxDcW9ikdzvkDepOF/UTt5BI8/msbRYO6EGs2y6vJbfSXN7KziI7xFbCOMqM7QQTIJP6OPtTxsy4iRxLGfDVUMp8f+lRw2hd1DKmNZt9jOzOyyAFcmLj9HuUD19o4wWXk12vT9pqNnpFjb6lMZruKFEnkL7i7hfcc4GefxQbSlKUClKUCvL42nIr1VG8HjNKNJ1ONdGmj+AlROZ09TlQwj3DdgsCPGfNcWy931tpGiksyzCQD1ih2MFyh9q+GcbcfAPNdZ1xc6/a6KD05C8l3LcxRkRqpYIzgMfdwMKSc/FcaLDvDqmlX1pqt3Hp00tpcrG1k0If1/TURBHOdq53E8Z4881mDYCHubHolyv1kDajN6EcC5UCNS59Vsjgtt5/ese4h7xrKBDPp4iSQncAN0gwWOQfsx24GPAPzSCLuuJpbeOWOO2hD+g0iQsXw+E/ONnJJ5Lfin0vd6NQiz27sq7TMxjyMLwNoIHwp5z+pv2rUmpo7syNu4yHVLFbiGd7eyie0nlUASTuAGQkcewoxz/8AqAfFYVxb94VSOOGewJUxb3JG9wy+8fbiQL/QmrOnaz3M1HStakis5TqUF/HFaowhjQQZOSrFCDnA3KfHwQTWQlv3OluIrh5pIgY/5sINsIFlE0TZXA3FfTEnk/akvt7D2bbuhFqJuprxZ0GxY4N8WxszxlsjbkH0w+Dk81irp/di+vIZL5orWNGtmZYroAnAT1QQgU4zuwCSP6cVcWz7rXF1Z3tyI0JdDNawTKIMepAeed3CiU+0rnweCaydGfur9FK+rw2zXL2EjRIjRBUusHaDxllyfOQB8g+azJzseNH/AO0yPTrnTr6ZZbq0sbb0biTazSzsB6p3YA42sQf+cfar9kncaLRrx57mB75ntvp4lKBFiCr6u44OHJ9Tn9jivOlxdy3mnOqOFtDDLHEG9ES/pcxvIU4D5MQ4wPJxWnhs+8twjWFxMIbVYAsU4eET+pznftOM/p2kHwCGznjW/A2FhB3Lsrwu0gnjuJItyvNGREuYcke0t+lZxyTnIwBxWJDad33Se5uJoxcMHaCD6mMomIpdoGFG5i5T9WR544q3q+nd4NVd7JJDZ26QyATw3EKl5TbyqoCquQDI8ZIJPKggitrrumde6lfnS7S5uYdJ9W2DTRSxJLJGJYjJlhzuZBKrcDjGKlml3xpe0237juZpb6/tljMMogyqsVY7jG7fduVyBgeeK1A0/vHeRC8vr62t7iNZQlvBIPSfcdwV+OQu7093kiPOfdXvUtK7rtqt0LO/P0JvJbmAGcKWDIyrEdpDKikIRgjknOfFXILfutZXqqH+qha8kaSWd42f0fWnKqqrhQoj9Djg/ctSMyaZtpp3cJtR027vL5kS2eUXUQlUxSoZYdqgecCMSnJJOc84xXm7tO6cUt1cWl3BcK6OIoQY42QHO3a20kY9p5z813drGZIQ8kZjZuSrYyuR4OOKviIDAycD8nOaaVG1ke6T6LqYnhtjq0QijtjHsjEjYBkO4qRjJPGPivTWXdaKUXUV1aSytkmIuqxr/p8Dkccnz8AqKkj0+Sdx588mhTJGT4+3FW8k47I6uIu669O2P0y2kmrm4drlpJIwqx49v+X3f+XbV21su4o1jTDqF6klrbNI1wUZVDkx3IUOo8jLW2MfZs13/pcEbuD8H4/aqegM7t3JGM/P++aXnuTjsjCGx7wRPM63MLySyb1E8qNGuQAQ23B28e3GCCeTWw0uPuh9JcLqE0H1ElovoSZT+XNv9wIA9x2+DwPHHzUgGJcEcAE/GRT0/uf/AF/+aY/LNQvzXdR0bPus2pQJLfqtrHcL6zRPGC8IPjkHDn/N8famvad3QmvpU02/gSxkabYFKRtEmV9MAgA8jf8APmpGaPdjnwaoYVOcnOfg58/egjGOz7vQq6+vYSemqJCHcH1GIAL7hhgRlyck5AA81mO3c+DQT6r20moS6kkSBEVljt5CYxJwPCFlkwcnCEZNSCYFPAJAwRgE/NPROFO4bhznH+/zVl0I/wBMPdEXMP1sVpJbySIZjvQlVyN5H/IRkKPP3qltpXcO815bjVNUe3tLSeZ4xFKu1iRKEYqB7kwYvafkGpCERUYD5x4yPH9qGEE8nis652XlGVndd3LpY7xobaP1Y/U9ElVAOZAVIPO/iE58e41trO27gPp1yLq9ht7ua5t9ixhGEMAZfVxkEFivqckHxXbegN+8EZ/IJPx+f98UMOTy5/8AcGqIruP+1+zghmuEid5JljlW1aMNErSqGZSR7vYW84xx5NZSQd4pYiJ5rKN/TU8BGX1BGDhQfjfnOfjxipM9PnOap6I+GPx8mgiy50zu3JNbXMUyo9s7odtyNsi5cglfAXDJxyfaMljg1RdB7qLKso1Bo13oxjW83Kf5JUqd2fbvwTjB+xFSosQUbQTgAAf7/tQRYGN2fvmhvTgNBh7mR3tr/wAQNbm3MspnCSLhECD0iMDJ9wPH55z5rW2lj3hupIptTvLK2e1yYxbMAsvt8MD+R5/NSiYs4yx/cZFU9HnJb98cUSTSL4tJ7pJcRpJc4ia5E0gSeNtigRcDepOCRJwCPvUnxxNsXn455yT+5qqwsAN0m44GSR8/fzVwcDFP4W8mB9qEc5FVpQKUpQKUpQKoarVDQeG5HuPFeRErZVh58jORWh66/j38C/8A8dDm6FzBv2Mqt6QlUycsygezd8iuZl1fu6t4kFpoVp6KSSRiV5IyZFAXYzDdwGy3g54GRzU0JFECgkgnJOSfvXl4VBzknJJx+c/euDTXe5Z07U4odMguL+0lgit8hI/W3YMj8tjCgkf0zWHqGt92bO3mvJtLgkjRSFiiWMsTuIB/V5wQcfj7VRJKRiRQzNn44Pmq+gv+o4+Px/v/ANqjGy1Xu/biS4udHwk07zKZfTIWFUhA3gPlM4kOB/myPGKJ1N3guYJLpOnLeISwwvFHuj3LuZN5GW/UoL5B4IC45IBCTxCoGATx4rwyKM+c5xkDNcJr2ud2IL70NA6csbq1Nsri4aVFHrbclcFvllKg+Pep+DWI973Wme3nGmqqR3cQMZaJXkgJbe7DdwwG3200JFMaHnJ45xjkVRVUuMMD+3n+3xUWah1V3N0KPTFvtLVYrpo4ZCoSVosLGXzhjklmlUf+ADycnZX9z3NsOotQl0u2kvLK5nX6RZGiWJEEcOQcsGXDGY5xyRg/FBIvoIVKtkg+QaeiAAFzkEc/j/fFcVqerdwII4UsdPa5cWlu0jwLE38wvic4Zhyq8oBwx8+K1z6n3af0ZpdOij2tl4oxEeRFJhWO/wCZPSHH344qagkZYUXJXJJJqohX5zn5/JqORq3dY3clnLozrbnaq3UZti5k2ZbClwNu7I554qlhqvdl/Tgm05VjCxiS4dYD4SMlgqyeSxkyp8YXHmqJKVdueScnPNeS+G28f3qP7nXO6DQ6WLDRbf1HhmN4ZJYvbIGURqcNxuXJGP61gXevd2LaSCwbSlnlui5R4UiO3aPDHdhQTgE+eSR4oJRHIq2ZWDEYGCcA/wDz/wBajC06h7sWEUMF5o0TmW4itiX2MVEhP8xdrZIUYJz8Zq/pV/3Wv73Sf43pa2UZuN16IZIiAm08H3bsbiQNoOQBmgkkyH4AOPsc159Y558H8f8A81HOhan3Ot9TtNN1jTC9nPK6m4k9NnjVckk+mze0hcAnnc+PitfGveN5I1MZ9K237X9WJTc+ocgsN3HpghR96CWVfJwSp+OK9VHXTl93OTWbS21jTRHpzRMbi5meIv6ux8Aqrce7Z44xmqjV+7NuTPNocN3Gx3ejEYg6A/5QS3JB+/2NBIRcryRgfmiPu+P/AOD9qj7Tr7uTPqNwus2ZtoBZyqhVoSjT7FKkENuAB3Dn5q10vqndMalDa65pCLp8UB3XEkkPqySBWyGUNx7tgU/IbJoJEklKNtAB4yfx/T5r0GYjwCaiW7v+812zyxaNLA0sLRrGZrdlQq8xDFlbhivojjjBPyK20mod0m6civI9KUamLiYm2Ro8MnouYwzMcBTKIxkHO0k1MeYJDMhAPjPOCeBXsHIBqPNU1DuJc6DENO0+T6qYXKttMAdAATC7DeVB/TkA/NY76x3ig9eKLQ7aZ4Gkjh3mMLcIHIjkyHyHIwxXwB/zcVRJBdgeNvPweKqXYDIXIqPLyfubf6ZYyG2FjezW90LqKFomWKTevobmLfCh8485Ga8WOp90rrV7WHUtJa2sI7qH1pI3gcyxbZQ+0BuBkQk/IBOKCRUlDtgMpxwf3/FenbaMjHnHJqL7ufu3YGa+02z+uKiSMQyekoILSEOmG8gemBnzu5rNTUe42p2+o6Xc2yW9xbra+nPCFy7Oyl8ZIGVAfI8eKCQkYuM/B5Fe6jP+Nd20vFEPT0DQrb24kklliCNMyR+qVw2QEdpAQf8ARx5rY2mp9y5tEgludPtYNRN2/rxM0Z9OAROV8Ng5kCrkfDZ+DQdvI7KfaAQBk/f/AH5qnqtkDAPz+/8A8VF76z3nl9GFumwpeDEsqyW59OUuo9qlxlghkzzjgVfvv+1FP4d/DyzyQWUUlxE3pbXuFifcjNu+ZAi/YZ80EmKdyg/evVcn0xe9XtfXsGt2BW1Vna2lDKwcGVsAYOT7Npz4GcfFdUhyoOQcjyKD1SlKBSlKBSlKBVG/SeM1WlBz3WVzr9tozv05bNLdM6rwqsUBIBKgkDOM+TXHaXr/AHPe2hj1DQcSCIb2EaEmUL+nG8AqTzvHg8YqUdo+w+9eSiAEBFAPnjzRL2RsNe7mTgTWvTkcduhU+lJtLOoGTzuwPGP61Zh1vuvd6T68uh29tdNE4ZPaxWTYMY93I37gPuAKk/YmMlB9/FUEcZBUxqQfIIos7OA1XVuvxfwWmk6F60DWavNdSKgCTEnORuznjx4GfJrGi1vuFDJqd9qGjmOC1093ghCqEmmRgVAbcWJZQfjAzUl7VwBtHHjiqFEIKlQQeCMUEZjqjuWglmn6UWUFCRGqj5jcrgluRu2BuOM1mdQa33Gi1ufTtG6cWexMTNHdrIAwbYSFwT5zgc/epAKIfKKc/ihRG5ZFP7igjvTbvuNaaNJ6loJtRN7kJNsGIBCh8KRgl94/rXnS9X7j3tyG1DSfpIja3BZY40z6pjiaMZ3kEBzIAwzn5AqRiiHyo/tQRxqcrGoJJOQKCOOmNa7iXOpWVnrehBLIwt69y6qrM4V8Dbu9p9qcfO4nitadX7ryyPf/AMBa3SObYImERDR4k/mEAktjKsBkZ2/mpZ2JnOxc4xnHxTYmc7R/apr5tiLf+Ju7gkljXoqJk9PMcvqqpPHgrnhsc48Z4z81fs9U7kXjXT3dgbb0tNJt8RoVkuCISrfqzk5lGPA2+eRUl7VHhQOaoIo18IByTwPmtW75hjfbbtH0Gt9wDDqTPoh3wIptgyLudhIwwo3YOY13EnGCawYdc7oGZbZNCDJIHLXMsSKkeZAF4DHd7M/ipQCRjwg858fNNiDGEHHjjxUSTURzf6z3C0vSIJrPQF1a+FzOZo8JEwhRtylRuwdyAqDn9TLnjNYr6p3VuYbq2Ojw28ixzEOoXaXUMEVMtghiEbJHBYg1KBjjPmNT48imxOfaOeTxRXAPN11fTdP5t5LFWCyamFEbYYMMryT7SM+4VgL1Z3FnYyW/TsQjSZ4lBwVfaxRyxLDaPblePduA+M1J+1fG0f2qhRD5QHH4oI91HqHuEun6ddaV0rIbu5nZJ4XKH0YtyAFju84Zm4J/TjjNXrbWOv3TUY7zR7dWiSBbNmI2yyNsDn9X+UluPwK7wIgGAigHPxVdq+No/tQRpbav3Pur6K3udI+nhjuUWZxGrb4cjLL7vJy+R/lAHmrGt633SbU7tNF0OZYIbp1tztjP1C7Zl5yw4BSNs+fcOOKlERxjgRqP2FPTjyW2Lk/OKCOLLVe5Eujaut/pn01/bCL6JtqO84DEucbufYBxxgsarLrfcJ9Cu2TRil6s4iiARD/LKHkLuwRnaMkjyakcKo8KB+wqnppndtGfHihtG9nqncibTJfrtNMN1EbbYzop3fzFWQfqAJKbj8YJwKs2Op9z7aaOO70r60BUMkoRFYhpBlWXP6lXJz8j4qTQifCj+1VCIPCD+1Ex4x1WLbOZYkleF0yu7D8FT9v+prI9GP8A045zwTXvaoOQoz+1Vorz6aA5A5P5qgijX9K4+K90oPHpR/6f7mqejH/pPByOTVylB49KPIO3keD809KPYUwcEY8mvdKDx6UZzlAc8nPOa90pQKUpQKUpQKUpQKofHFVqhOOTQaDrJ9fXSUTptnW6ku7dWZQuREZV9T9SOB7N3O01xP8Axf3E+vkaPpe99Czll4+lKC5RYZWUf5jkuqLuHn7LnFSqWUDJYYH5qgdD4YHFBHEvV/XpeGW36Rf0JroRKPRk3bA7e91YArlQD84rJfX+s7bqibSzpBmsBeBIpltZBmD0ojn1c4zvaXkjB24rvRLERkSKf61UyRggF1BPjmpuCOLrq3reK59O26UkmUyToUFrKNqrIFVRJu2n2neXxtONo5UmsC5627h2l7BYXHS6tLOrGNo4JveqswKAg4ViAjBzwobGDmpWMkYGTIv968n02bedpZf0/im4I707q7rQ6RqEtz0xLPfaUYA6ICr3O9stsUcFlUg7fuMVrpep+6moiIr05JpnrQsHjaBpvTmVlGM5GFJ3HJ4ZcHipU3wgnDICxwecEmvRkjUDLqBjjJpuCOtQ1ruRs086dp6RyvC/1CNZs4MqSqo/zDajIC4HnmseDrXuHKkslx0NPD6dyIhGkblmG2T3DPG07UO7A27/AA1SdvT/AFDj80Dq3IYHP5q72OBj6l64bSLTUD00Elayubm5jeJ87oygjiVNww7BmbGfCHGc8amHrLuM91Oi9HTi3K3EsLzxOoXYrGNccHyqHaRk7uGGKlalBG+u9X9dafFZRaV0ZdX311okrygNE1vKw9ysnuAYfbPmvenav3BMOqSy6bLLIHhFkk8IQKGeQOfaAWAATz8Y/NSLSgi+3606+ZI5tR6KuI1YSExRWrs/GPndwMZwArk/8uMm/o+vdwL2DWJ7/R5IlSykuLC3a0YSNNvkCoXJweFjOGXJ3eakmlBHtx1b1jY6XNeTdNkzG8jt7eMlwWEhKxseAQN+zfxwGP2rxY9Z9ZzXEdvedG3EaSyqodI5B6WSNykFeSo53/pOOKkGRFk4eMMAcj969YJAz5+amPAiufq7uTZ6hcWMXS9xfRfWXCxzm1eNUj9abYvn3n01jO9Rj3eG81S87h9aabNZQaj0+lut9cxwq00LnEe6QO7EFcYCofB/71eOKlerMkMcpX1IQ2xg6kgHB/GfFUcFqHVHXlrrclnadL+rZ7pzFIUckrGp2ksD/mOD+xxWGOru5UVxDb3PSKESOoMkcE2MblUrgHg4LNuPA2+Kk0A5r1RLNzSLT1t3HeVT/wABywKYvcXV3IYEK5AU44bewH+ZSp4q8+qdyYYtJuLa09fdpsb3cD2jruumcBicHK4AY7Rxyc/FSXVax7fn9yy6x9qME6s7kTRIYOk12hTvZ7eZDJ7ZT7QTkEGNBz/+ZWT1H1D13b6tJZ6Po0v0y+gwmNm8qem0iepu9wZyE3jC4x5yf01Ip8UHiteUjlulNd6g1Z7yPW9Ek070riRIAI29yBiAxY8HIAPgefA8V1I8Cq0qqUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVRv0n9qrVGzg4GaDie62r9Y6T0skvQunG71eW+tYY49m4CN5VV2P2AUkkngAZPFR1b94+638PnFz2ouUvrBplmb0pzG4ii3Fl2xnO8gquODkcjyJ1lyUIB/b8Va9MBSNu7jwfn+9dMOpjjOZt0wzwxmsptBs3e3uLNHPJZ9ntYl9OESATWdxExAgMjJyhBc42gAnkgHmr0fdfuTq+odRRaZ0BqtjBpNtqH0r3emTD6qaMfySu4c5OfB5yMCptEKom3I4JOeM/k1QxDaC2AR8Z4z/vj+lW9bfbGNfq9Oc+1AFr3r7q6XaWNnq/aXU7m+ME0l3LBYThEIuZolRdiEZEccTfAYSAggCr9h/iG661ON57DtRqs8K3ZtUlS1uSGYcGP/ALrhuP1foHgnNTzHE+MADGckk8+eBVILKOCL04IkQZJICgA588AfJrX6+OteybJ1sfGKDLnvJ3Na4s7OXtZrNo95d28LyRWE8ojjaeJXLZQKAI3ck8/pNaGz7x98tR0uwmPbvVorlLQtdvHo0+yaZYi3tDoGU7wFxyPtkc19KNbyY2oFUEeR5H7VVrYlw3GAc4PxVx9RjO+Eby6+Nk+V8/6d3k7soyjUe12p3Mj3TW7elYXKRRlJJ0zkoWOVjjO4Ar7xjzUvdAa/qHU3TdjruqaNPpV1db/VtbiJo5I2ViMYfBIxzk/fxXRei2R7V44Hjgf7/wDQV6WJlbcfOACw4zzWOp1J1Nax045ZzPtNL1KUrkwUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVRgSMCq1QnAzSjmev9Z1zpvpq51zQtOTULi2dGe3LEF4ywDYx5IBJx84rhE75XFjLJbar0ffCSKX6dpYlZlaUcbQpHtJ5wPHI5Fdz3D6xuuiemZtdtOlNW6hmSaKJbHS4xJM2+RU3YJA2ru3Nz4BrcRPvgWZoHUugYq49yk/Bx4P7VNWTYjnqPvHq2ha1qGmxdA6hewWJkUXCP/3hWMsMLj5I21ht30vLvVrWx03pG5a1uLkx/U3O9FMImePfwpxwit7sfqrM0TurdXurto17oExlk1BrWN4cKuwOVDZ3OpbgHllPngVf1HvBp2mX+oWMnTl9crZ3LWwktAXVmBIxhlUg+zkDI5GCc1bxN1L2SHpd21/p1veMgUzIrkA5wSBn/rWVuC5z8eajWTvIkS3i2/TU9wLGV0dkkcKFRRk8x5zu4wARjnPxWT1B3NurC1hFjoebq5sPq0WeUgKzJJsxhTuUNEd54KhkODmnjazlIY5GarUfar3T/gU76Tc6HLNe20cRmkEoSAl42cYYBiN3puFG39W0HGc1m6R3Ij13UIbDTtFny0kizNK+0whSwOQAcsdowM/5vPFOxj83Z2HrAeVPnH/XFeg4ztwc1GVj3cee3uJ59F98kjixiSXO4CGKQI5xw38w5GDgq3nFIe8EsUrWk/Tsks8du1zK8bsIlADYCttO/wDQcnAI3Lwc1Nzelss7pOJwM1QMC23B+9cHqPdOO21RtGs9Ga7uDbRXCFZXC5d4lCsTHgcSq3k8Bs4xVjRO591qy315D0+6wQi2FtFJJtlLTSBD6nB2Yzk43YFVNpEJxVN4Pio7h7wRyWkctz01dW9xLF6scRkzu/lCQDO0c4IB44OfOK9DubqD6Xc6qmkWghhvba3VmupADFLAkpkP8rIwXK4AOSh5HiptLdJCLgfB/YVUHIziomXvdvklm/4fnMAtY5YGAcKzmd4iocrk/pDfpHGT+++1vubJoRUHpi4mjcwoHWXgSSRPIEwFJ4CYzjGWAqr2d5So1/7abM3FzbporH0JHhWVpnSJ3Eixj3GP2oC2WYj2jkb/ABR+9EENoLy56aurdHaNYhK7BpCdm4ABDgjf7c43Y520nPYvHdIwmUnGDzz/AOv/AMVcqIbfvJexNGbvp5nO1ixhZihdpVRNxK+wgZyuCBuTnk7ej17unBoTz+tpDFYJYYvTaVvWdnTeSqKjDaAQASwywYcYyWx3TMFBYngVRXDY4PIrhNP7onULy/s5embyD6Czkvmw+95FUghFXABZgRgZ88fmsXSu5N/cNqGp3OkwppunWyyzGGUuWbfh3Viq5UJz+nkgjjzSc3SbSPVCwBAJ8+Kje171WMsZmuenru3Rk3qGlUun2Eq/5GbyoG7I5yPFUvO8H06j1umZlaWKOa3j9cM7q0pjywC4TGAcFs+4fkh2XukgvgeM/iqBwf8AKf7VG+ndx9XXSda17WdKghtdPkhjtoQWV2ZyoO4hWwfeBwCMg8/NWbvu/dfRRz2nTUtvNcbXh+qlKqYyQCD7f188L8/emtJuJOMig4r0DkA4xmoz6l7oX2mT3llpvTyyyWrshkllZAcRM36dhwSQNoyc58isn/tXuYriLTZulpmvPSdpQkx9PeszxAK23kEx5z8Bh5qbndfOkiUrm+meso+omuYnsltprWT05IhNvZDuIw3tGPHkZX810lXSb2UpSilKUoFKUoFKUoFKUoFKUoFKUoFUb9JqtUIyKUcv3A6/6Z7bdOS9U9WXUsGnQzRQO8Vu8zb5JFRRtQE8sw5xx5rdrcwT28Vyjbo3VHUkYyCRjg45/Hn/ANK0ncLrnpXt505L1N1ldi20yGaKJpPRMnvkkVEG0AnlmA/rW6iliuYUmjbKSBZEYHhlJ4P9ft+auXGC2XUcRpndzQb/AFE6XdWk1pdfWPaIrBvcQ5jDncqnBbjKgjnzxV+47m6HZJeyahZ3dsunzTRStK8SqBHI0W/JcZBZGwACxAzitRpvXfbyG9nln6fttOuIbufa4tFEhYMwaQe0Nkn5A53DnisuTrPtzdpdxXOjxsWlVp4pbJOZn5RXHyzZyDz5qbmUZv7Mibu70nb26y3n1CRyBAkgjO13k5CAttOcfcDGOcZXN6HuPoMo1G5e3lS10uCCczyNGnqiWSRAF3sABujx5ySQMeM2pdd6Fi0iG+1bQLazguL6eyjS5toVYSI7I52k88x44ySAOKadr/bvVpbjTbTS7b17sCWe3e0GZlj3SB3wCCBtyCfBYeCaXdmicVj6j3U6VtLS+1a0sby5mjtzOESIo86pG7+1m4/+2R98jAGSM7m+680bTr6WzuYLpvSuDBJKkQKhlVCx85IAkXwOd3Ga00HUHQGp+lp8fT1tdOyKUtTYxkMNjn25ABwA4z9ifvWLF13231HVrZp9Ctpp7z054Lr6SNzK+QCwON2FIGW+MCpbuRMsdZajZQ92emHgMqw6iVKLLGfQA9VWVWBUlv8ATIhwceasL3h6QYCaKG7ktf5ga4EarGoQE55bPJUr9/BIAKk4tx1H271d7e0uenvUgkKSq7W0axg/ytm/nxskhIz8EZwRitvrOodv9EFpb6ro+nxrqDyzIhtY8swQ7m2+SWBxuAI5OTSY3ez6ZuqW3cvRrq6tYbO1vp2uJ44P+7VACzAM2S3IQlQ2PO8EA4rJ0/r/AEm71b+EGyu4bhrh7cBlUrvQMRnaS2GEbEHafHOOKxuntd6R6i1qHRLDQ0LRQyXLPJbKoheN4Ts+4fMsbf0+4rq4+m9AhvhqcWj2a3YyROIV9QE+SGxkE5P96mK2Vyl33T6RtE9af6gxpH60kiQFxEvgk4/P7H8VYtO6vT0//wBPLY30N3/OBgCK7D07iWIZwcYZomIIJAGMkV10fSfTEQcRdP6cglOXC2sY3n88c/1qkPSPTFuEFvoGnxCJSkYS2QBAWLEAY49zMf3Y/erYs/lxuod4umdOih/iFvNaSzyHMMjIzqvrekW2oWOM85xjzzkEVsYu4+jXNhNqGm2l1dpb3tvZOkZQe6aRYgQ27GAzjOSDXQt0j0u87XT9Pac0zHLSNbIWJznkkffn96up05oMdvJaJo9msErrJJEIFCOykFSRjBwQCPyBVJ/LlNE7mdOa5f22jmC5ivrpWZoJIwwRQrHLHPIIU+M+Ktx90unXMcN3b3VrcEGQ27vEXVRIY9z4f2jIJy2B+a7CLp7RYLmO8h0y1S4hG2OUQqGQYxgHHHFY56N6TLMx6b0zLZyfpI8nJJP+X7kn96Y8GXMc3ovcfQdaVGWGWN29cgYXaxi5kCkkF/PwvP58m5B3Q6SuJUaO4uHSSQQLMLd9rSgMdo43H285xt5854rpYOmdAtXEtrpFpDIu7DxwqjAsME5AB5HBqxB0V0nb2y2qdO6e0awC2xJbo5MWc7CSMlc/His6qeGivu43S2nyWyzSSH6qH1oghQu4Dcrs378/uAMZ5zxVmbuT0jLoc+oXUVx9GsrWLI8Snc+HymASDwrDzzwADkZ6s9M9PNJHKdFsd8UYhjP06ZRAc7RxwM/Hiqf8MdP/AE7Wn8HsxA0onMYhUL6gOd2AMZ/P7/c1r/hLOJHLnub0zDLLbLZ6iXiJRALYEORIyYUg4/VG45xjb8ZGcaLu30vLard3Md3DBu5cRhlVDIVR25yN5VyAM4AOccV1eodG9M6pbPaXuj20kbvvYemOTuLH4+WLH/zH70l6M6WlhEB0GxVFR0XZbopUMCGxgcZBxVmt8rd64cnN3h6WMVw9jDd3k0RKrHFET6jrHI5AxnwImzkAeME1srvuBo+m6jJpt7aXULRTiP1DsKsCY1Lgbs7Q00a4I3c5A4Nbo9GdKtALeTQLCRPZkPbo2dqlVJyOcKSP61fk6d0OW6F3JpNo86yCUStCpbeBgNnGcgcA1Lu5bnY7Y68uTue5+h2mpXVhLZXZFsGBlAUh/TYq7DnOFw3J5JBwK7G2liuY1uY1bHuUArhuDj+njxWJL0j0vLK08vT2nPJI4kd2tULO48MSRkn8ms+x06z0+2S1s4RHEgwFBJ/9aSSTVS73uKpY20cpmWNQ7AKW2jJGScZ/rWTVCM1TJpz5aeqV5BOa9UClKUClKUClKUClKUClKUClKUCqN4OarSg5jrvrLpXoPQpOous7+Kz02KaKJpZULDe7hEGAD5ZgP61uFmjuIYpoGDJKgdWOOQRlTz/Ssi6sbO+hNve2kM8TEEpKgZSf2NUuFSOE7Y1xnkY+PJH9cY/rVy5x01viI2/4h7e3sktrd9LJBOPVTclkolUszKcFRuV2JJ/Y5q/ot32pgtTc6fpWmxW2mQrif6NMbAwGQxXJwxHP3qt7ddqoxM1xp1giyCSRpTZAjAyxbdgj/KxGQf0mvFjqfbC2GpW1ppg/+seRLsGyLGTli0eCuCF2lSuMDGDzzWcZqaYs529y9WdqL+AM1lp93boxus/Qq6LLJzu5GN7cg/OQaJ1D0SRL1NbaTtutOefSnhSMKwztdo8ePcIF4J42jwauafddsrq709dN6ftZmupDDFJBYfy1d0aYhjtwDh2fB5/mE/NdhF0508UkI0OyAnlM0n8lffJgjefucEjP5NVXHy6t29MVpFe6DYrdSxxTx2f8PR5EYruXCgYLAMcY/P2rxJqXbKK2Gt6b05pl46PAwkt9Pj3jfII0YHAJwSOPtXUXnRnTN7eS3d5pMEzPBHBtdAVCISUCj4xmsmDpfpy2eSS30GxiaVkdykCjcyEFSePggY/apZu8E7cuKn6m7V71hubXTj/JS4j3WqbWRkVlIwOAFWMDODhF+wrIbVu2z6Rp2s3Wn2Mlojm0tJbi3V2i55AL5bBOeRXTp0T0fHJ6qdMaYr+z3C1TPtXavx8KAB9hXubpDpWSzhsZNAsGt7VzLBE1upSNj5KjGAattqyY9653Q+oegJNZ9TSbS1t9SmRkLLZiOVl2liQcZ27Y+Tn4Qfas9+5HT0L26yXE3/1XpCL+Sfc0hAiX93zkfcVn2/SXTkGqJq0GlRRTrayWg2qADG5UsCPv7FH7CvcfRXScU0VzF07p6yQ49NhbrlMHIxxxg8irdeGZu92rPcnptVt3a/kKXTRpE3o43MyI4H77XU4/NW4u5/T0gizcSqJlQoxhIDbwCjZPGGVlYfg1uD0Z0t6scw6e0/fEQyN9OuVIUKCOOMKoH7AVcn6S6ZuESObQNPdY9m0NbqQNqhVxx8BQB+AKitRqPcPQdJu3s76/eN0kMRPokjeFRyOPsJFz+CKx4u6vS0saFL6RjIu9B6eWceokQwBz+uSMf+YVutU6U6f1Jgb3R7eVsvIJBGNyuyqhYH7lQvP/ACD7Vg6F236N0S2hS00G1Z4RhJZoleRQHDAbiM4DIpA+Co+1Bj6V3H0rWL57K2W5VgCyepHt3qE3ZFVt+5nTFxcJFDqweOQqqyiM7CzcKM48k8Y/Bra2/SHTFjOtzY6FY280e4rJFAqsCwwSCB5xWJadAdH2lrFAugWcoijMIeSFSxQsWOTj7kn9yaDwvX2jT2s99a3DvBBLFAz+kdpkkUMqg/fa6ZP5rWzd3OnYdQezLzGKFWM9wFBVJN0apH+S3qjH7V0ydL9OpYfwuLRLJLPKn0BAoTKhQvtxjgIoH/hH2rGXoTo6KF4I+mNMSORt7KtsgBb2nPjz7V//AGj7UgwdI7haHq0zQQXUqyFXkRJo9haNASXH3Xggn74FWo+5GizWl1d28tzOLGze8nVbcqVRRnPPjIIIH5ra23SPT9vqb6rb6XDHM8D2zbUAUxsctx+SOfvV+26W6csraa0tdDsYoLmIwTRpAoWSMjBVhjkEcYqSayto0A7odPrNNbXb3FpNHcGAJKgBY7toxnzk8f1r3d9ydGt9KtNSc3MZvLb6uOMw+8IeACPgkkAc+TW4m6O6VupIpbjp3TpHgcyxs1uhKOTu3Djg55/eqydI9NyfThtCsWFojRwgwKfTQnJVeOATzVGkue5Gl2NpDLdx3iXE0cTegIdzB3UMI8jguE92M+M1ag7sdNOg+ruJbaYySRlHiyQFbbu48g5Hj710Vx0l0zdTm6uNCspJTEIS7QKSYwMBfHjHFUfpHpeR0lbQNPZo9wVjbrld36scfNFjUy9w9CisLrUZbuSOCyCNMXiCsqsu4NgkHkYI/wDesa67o6DBvjt5pbmVJxDsjiPP8xoywJ/yh0cZ/GK31z0h0teRTw3mgWEyXIUTK8CkSBRhdwI5wOBVJOkOlpShk6e09/TbehNupw25myOPO5mP7sT80Z8tXe9yOm9Nv5NOvL+RZo3dMCE4JQKGA/YuK8N3Q6XQb2vJdv6SPQbIk8+n4/X/AMv2raan0f05qwZbvSLVnYOfUEa71ZyC5zjPu2rn74FebXofpKzMTW/T1grQqER/RXIGc/bzQu/DU3fcvTrPTLPVHsdRMd2ZAiehhv5bhGyPjk8VkWncfpy9W5NvqBY2lubiYemcxj5B/I+RW4k6a6ekjjik0e0dIneSNWhUhWc5ZgMeSeTSHpfp2B7h4dEsUN2npz7YFHqr9m45FCfy5y57rdL2tjNey3k6rCxQq0O1yQzrgKfJ3ROv7g17Tun04JhbXLXVtI77EWaHBb+XG5Ix5AE0f9Wrd3XRnSV4yPd9OadKyPvUvbISG3M2fHnMjn92P3qh6M6VM0dwvT2n+pFwrm3XK8KvBx9kUfso+1Fa6fuDpFrJbxTfVqbi2S7iJh4kVt2APzhGbH2Ga833cfpuwZFk1IuzRLKI44izMhUuGHHgoC37A1ub7pfpzUhGuoaLZXAijWJBJCrbUXkKMjgD7Vi3XRnTF3dTXV5o9vcNLHHGVlQMqqmdoUHxjcf70Fm1630a/vIrCzvGmmuGdYwkZIO1nVjk/AMbc/Naez7t9N3Vpa373kkMV7LJHCHj5OzaGOByArMASfvnxXT2XTXT2n3LXthotlBPJy0scCqzefJA/J/uaxJuielbjep0CxUsGUOkKqwDIqHBA44VR/5R9qDZaZqltq1jDqFlOJIZxuRwOCCcCs+sWwsLTS7OCwtIEjgt41ijVRgBV8CsqgUpSgUpSgUpVGzg4oK1bmG5Nv3I54/f5rS9V9U6V0bpD65rjvDYxyJG8oQsI9zBVJx4BYgZPHNauz7n9C3TNGeorSGVBl4JW2On3yD9icEjgYOamxmP0J0kxMjaFasfeMMMgbt24Hn/AJm/uauTdG9My+tJLots5uHdpcpw7MSWY8+SWb+prA1Pup290jVJ9E1Tqyxtr62DGaB3O5NqFznj4UZql33Q6Hg1GLR21uOa6e7FmY4EaXbKXZNrbQdvuRhz/pP2qjMteiOlrFIzY6JbRBNuz0xt27U2KRz5ChVz9gK6KBEjhWNP0qMCuQue6fQFlc3VnddV2KT2Mot7iIsS0cm5lxjGTgpJk/G0/Y1tOl+sNB6us/q9EvPWQE7gyMmPcR4IHGQcffFElb7APxVaouMDHiq0UqnnzVaUFMDziq0pQKUpQKUqmRQMD7UwD8Cq0oFKUoFKUoFKpVaBSlKBSlKCmBnOBVaUoFKUoFKUoFUwPtVaUCqYH2qtKBSlKBSlKBSlKBVCQBk1WqN4OKDW9QWmkanpM+n60I3s5wEkV5CgbkYGQQfOPmuTuO0Hb+7dp5un2LtK0wxdTKATkFQAwAQ5Ptxt5Jxmtp3C6H6S7gdOS9NdbWS3WkyzRSvE07wgskiunuQg8MoPn4reQxR2sEcUahIolVEGc4A44z+BTKTHHca9vEcTqvTfazWJbi61OPTpZLyYxTF7xl3yNmMqVDDBOCvgVg/8DdnNGn0/UVFpHPDOsdnM2oyu5kMu/aPeST6hJI/vWSnQfRTuwt9buRNLM84/noWL+qScBlPIYHBHI5Ix5q3a9vOhNG0oB9Yla1MYKzyXMe51QHwQoHjk45yPjGKmN3NsZb7Rk3vRPavU7hLq6jsZJnke4Ro9QdCzNJIz4CuMBpJZc44OcHOMDd6TpPTPR1tLHpTra2qKXeJrp3SIBiTtRmIUZbwAK5iTtt0LbWMYl166Jt9jmWS8Us3pmRvdwM5ErbgPgJ9s1c1joXobVNUbqi41y4Q3cWxEiugItrR+kCE2nJOc5/1Afaqunb6d1N09qEps7DWLWeaNctGkgLADjx/Sss6tpYlaE6hb+ojKjJ6g3Bj4Uj7n4FcTZ9KdOadq8baZrzx39lJHO6s0ZCwszFkKgDAKlx+PPxXux6U6Wi6g/jMerPPdpM8iRSyR7UaRiWUe3nknAJOPuKku4Xvw699e0WORom1S23odrKJASDx5A/cV7OsaSIhMdSthGckP6q7TjGec/wDMP7iuEl7a9HXr/WxanOWaSRi8c0RDMzyuVJC8/wDfEYPwq/nOPJ2/6Ut7S4aXqy/WMosckklzHuQj0QjBgobcBbrtJ5GTjGao72fqTQba1a+n1e1S3RmRpjINilVLHLeBgA+a9nXtEUbm1a0A3FcmZQMjyPNcKvRHSNro0XTknUFy4laS5R5bpHml9SJoGJ3qdwAl4+xA8Dg0te2/SMLCdNZkuX+tScGa4icGT1Y5QnC/LRgY84Y0HetrejpA1y2q2ghTBaQzLtGRkc5xyOR96odc0VZBC2rWgkLmMKZlzvGMrjPkZHH5FcFP290eLTW0ODqa6iQT25kEjwu6hIjHgBkxuZSOSOcA+arcdt+j7iOOy/i9xGIWmDCO5i3ySNIZCWO3O5WOc+eBnwKkvOh3EvUmgwSxQzarbpJPL6MSluZH2hiFHzgEEkcD5rzN1HoMT7X1e0z9NJecSg/yI9u+Tj/KNy5P5rgT2s6JnQrHrt2sMvpwsi3MJDFEATkruB4Le0gkuc5GBWbo3QfSNhfTvZ67NO01rPp0iNNCSSwjEjDbGG34jUnnA+1avC8OysOpNA1G2hurLV7WWKcIYyJAN28ZUAHnJHIHmq23UmgXkfqW2sWjr6rwcSgfzEJDLj7jB/pz4rkLHoXpjRtVh1uTVJXltWV4luJIhGj7SoyQoJyWJyxJ8Y44rDn7c9H3GrCGLW7uG5jeSYxRzpk5eRjuGzjDSkg+fvUTHmuxuut+kLKT0rrqOwR/SE4BmB3RlmXcuP1DKsDjxjmtg2s6QgjZ9TtQJkMkZMy+9B5Yc8j81wdv2x6U08JG+v37usTKzXF2jM6mSWRiTt8bpj4xwq/avV50V0nr0GmyL1Hd/SafaGOCGO6QQurh4/UYEc8Ow+3jilHbDX9EN0tkuqWzTvC1yqLICfSUgM/HwNy/3qxc9WdM2xhSXXbLdPKsMYWUMWdgSBgZ+ATnxxXI6Z0p0Za65dwWeu7rmS0uLZ7ZpIjtR9m8j25BHprx4HnFYzdsullSQ6j1Tq12l3CYla51BSoXYyYQhRjG885Jzjz85xu0yvtd5b9QaHczNBbavaSyKiyFUmViFY4VuD4JB5q6da0gSGI6pah1cxlfWXIcDJXGfIHOKjXTujuj7m8g/hXUjXM2lTqLoNKshkeOSQsrHAOWeVs8nPHzknZX3QHSep3UN8muXFvMGu3Biuo/5hllMjMQVOSrcA/AUZ/SMbnK+Nu3/jmilDINWs9o2ZPrLgbhlc8/I5H3r1Hq+lTOI4dRtncsUCrKCSw8jH3HzUcQ9qOlmsntbXqnUnjSMeozXML4QxujFsxkAujEF8bvYCCDmsi26R6TtdRE+j9RCKXShE1yGMUsYi4IWTK8g4yORhsH8VJzdM23wkpWVgGU5B5FVrW6frGl3FlHcQajbyoY1k3pICCrDIYn8g5q8ur6W6GRL+BkVd5YSAgL9yftU3zprwzKpnNYrarpqAlr6AAbSSZAMZ8f3qzDr+jTKXj1O3K+M+oB8kfP5GKqWthkeKrWui13R5Yjcx6jAY1dkLbxwwzkfvwePxV2LV9NmtobyO9i9G5CmFywAcMMjGfOQaKzKVagure5Ba3lWRR/mU5B/qKu0ClKUClKUClKUClKUClKUCqMMjFVqhzjig5fuB0R033A6dm6c6rSVtOkmimcRXTwNvjkDr71IIG5RxnnxW5SKCGCOFMenGPTAJztAHAJOSf3rV9edB6L3F6ek6Y1+S8SzlmimY2ly8Em6ORXX3qQcZUZ+44rdJYpHDHCrEiNVQFjk4X8/f8ANMruaXd7I3fozo/Ulu506uvmSCSaNminhX0FLuzxhgnGCzeeeOSKyJu3HT2rdPWWg2/Ud8LeEvMHhukDXO/IJf2njOfGPGKoOyGki5luDr+o4mlllaMFQmXJPjHJBPz/AFq+/ZrTmkJg6j1S3jWExQxQsqrCcAb14znj9s80xkkTztbm7ZaDcLmTqK8aGJpN6l4SArv6mCQmfOOc5IOCSMY8Tduek7T0b2TqC6jhtpVuFQzRBN6GQjDBQRgSsMA48ZGRW0su1emWVtqNmuqXjxajOkzBmBMYVy6ov4yzDn4wPisGHszp0Vld2Da7fPFe2720u4KTtJJBUke0jcRx54oLV7276b1K51C8Tqe+ikuy8czRSwBkBEiOuSh4Ambz445qr9A9LO62dtq08d1HChiCzK+3a2d5XH+rzjGf3NXG7M6a5Ytr+ondC8XJXClgRvAxjOD88HgkVSXtJGpiaDXLt3FyryFwo/l79zqAuOGyc5z5/anbgnE011r2ssJOmLPpbXeo5xLYTvKk1nLsnO4YAdmU7zxx7RwF+1Xn7ddFD1bm66huDD/NQfz48R7jIGUELnKtK/Jzjjxiuh/7NrBuqR1PLqVzI6zNOtuwXYCwUHnGT+kYyeOcVqtY7MabrLenJr9/bWwluZfQtwiKTO7uxJxnIaQ4/YUFy67e9O3tnbWr63eKlhbLah1kj3MgkV1LMVzwQPnnPOeKxm7a9HQzW96mtXVulrKLgoJo0iYA7iGwo4wPPBA+azB2sFnpOsWOn69dvNqxhzLOqt6QSTdwAAD5PnOeM1asOzml2t09xda1f3ivnEMwQxr7JF8bef8AvW8/YfagvRdHdPP1D/xAdZmnleZbuGAzKY1YgYxx7gcAjJOPg1j3PbfQJ5WW66hvsCWU+lvhG1ZJDJtzs3cEkAk5IGDnitm3bTT5JNPlk1K6J063ht41GApEZXaSB8+0Z/rVjUO1dlqPUVz1Dca3fu07KyW2VEMe0DGABn4zyaa52NbP206Utri2uJNXvbYtcoUjE8apK4EzhcbfOJn8c4C8kDFZh6H6fXVU1dtYuM/WfVeluiCbg5fbwu79THOGBI4ORwbsPa61m0ZdK1LU7iUxX817HIMbhujeKNec/oR1Ax8qD+KtR9otOSO4VtZvHeaOSNHZU/llzH7wMfqAjxn/AJj96Jpq37UdLA3s56j1SN7l5Gf/AOpidYyyOGVFZCPDnAIJGB4rZ6f0L0r9VFqum6ncMBb3CApMhWWO5YuxPBPG72knNYcHZpLe7t9vUl9LDHM08zyqhkkJdWAzjjlfgeCRXvTe0KaXqlnfQ9Q308ULxb4pdoVo41IVcLj5IJJz+kUWcdnm67a9MW0Pqal1JqPqyyIBcSSwqQ4b2gezA5xx815tO3XRmj3MV7ca/cMiNbQJHPLEI90bJtGNuclokBHg84AzxmS9m9GuNQvL251nUZo7uQy/TSOGijbfvG0EfGSP2OKvydqdPmeT19Xu5IpHjkMbojYKSM4wSMgZbkD7Cgsaj276Y1C7urm41S6hlvXLD05Y0aMsfdsO3wT5Bz484r2nbvpmTStPsf4jdTQWG7aTLHiUsf8APhccEZ4A8Vfuu1umT3MF8+p3gnt1hRGG3/7ZiweR/wDpc/8Ajf71jaJ2r/guoxXP/EV/cokMys0pAZpZAAJPbgAgZxx8mpJrsXnuxE7ZdM4hjsuodQjZGZi8c0fvDSF2yNvGWY8+RxVLXtV0rb2wtk1m/kbIjDmWPdkfHCjDeMj8DPBxWQez0AeOWPqnUImgtltohFHEiqF/zEBeSfnPmr2mdo7HTNRs79OoNRlWzuJLhYXK7GZ9nJAHJBQc/kir2PGni06J6et4tUJ6iu5DrUaRySPKgMZ3cbAFA5YjyuOMY5q4vQmg22l3OnRavco1w8Vy05aIvujOR7dm0g85BBFWdT7TwSnNjq12jS7EldmAKxh4WOMY5/kDGeBubjmqTdpYpLcr/HbuaeWeN5Z5MBjCCRJENuMK6My/jOfgU87TTAvO02jw6Ouh6Xrt5atbRNCrPJGdxZSq78LwcE4wBjjA4qumdKaDY2E+l3nVm27+kVbhI3RUjEUh/mFWBJYbSGZuGIJwOAOhXttYnqFtfm1K5lLXH1It2A2B/wA/J58ZNeB2x0z6/UdQfUrp31GOeGQHaQqyyO5A4+DI1Ty1cuGAvQXTb9PTaFa69fQQXcsdxJcxzxiZ0RUUAPtxt9oPHyzVrR0H0ex/h0HV0+6W4LekJrcsz+i8TD3ISOCTj/UMjHmsy77K6dcSvJb9R6lahojCix7CI19R39oI44kKfsF+Rmro7L6N6hkbVbsk7mLbU3bzFJGH3YzkepkfkVfLPeSrL9tulmH0MOtXUbwy4kiSWMlnJV9pymd3tGCecE/c1mS9BadNp2n6Pca5cJHppCQ7PTRpUCqoRgV5OEA3DByD4rKvu2tnd6+eoBqtxC7XEdyYkRNpZWRhzjPPpgHnwSPmsK47UxX+rXmp3OtXUQuLz6iOGPBWNfaxAJyQS4ZsjH6iKK6Pp+30rpvTLXRrW7UwWsQjRncF3AxyTxknP581lzdSaHb3MVpPqVuk07BIkMgBck4AAz5yDx59p+1cfF2dskjuDL1Dfy3E4hVZ2VN0axqqjbgYyVRcn5OT81kaD2k0jQr2y1BdTurqexkEiNOqEswV15OPs5P78/eg68arZk7RIC2SoUEElhyVAB5OOcVbm1/Rrdkjm1G3RpCFQNKo3EnAxz9xXOaR2zsNK1NtUOqXVzJtmVEl27U9TblhgfqG3z55Na6LsxoyFGm1S5nKKE98acgfp8DyP+vzQdzJqdnExV5kGMZJdR58eTV9J45E3oSVxkHHkfiuATs3pa+uZdbv5mlDBWlKtsJXbkcfHx9q7XS9Ol06zhtJb6S6MKKgkkVQxAGP8oFBmg5GarSlApSlApSlApSqHxQWrq5itLd7maRI441LM7ttVR9yT4H5rX/8S6T/AA5tZ/iNoNPVdxuzOvo4JwPeDt8nHmrPW2nT6v0jq2mWsDzTXVnLFHGjhGZivADEgA5+cj96+crHsh1tFELW76e1G5t/TjBhk1G22hlmWTjdISQdgGGLeSQak5tlL2j6gW7JBYqAo43Z+fn+1VNwV52cE45r5wHavuPJbXcL6RrBedWVCmrwAR5cEkj1OSQNreMgnGKz9b6E7o6q2iG203X9PGlWsNtMIdatx9V6fAdvdwSuRj81UqfLvUraxi9e7nihj3BN8jhV3E4AyfnPFUXUoZJpLaOWJpoVDSRhwWQH9JYfAOD/AGr5ubtF3Am06SyvtF1eUOhVHGrQH6dsQAsqs7ZY+gST/qdiMZrL6q7Z9yOptSg1aLQNQ0+4jsINPke21K3DyLEsoGT6n6GMpLKQTkLgjFSkr6HfUreOSKCSaJJJziNWcAucZ4Hk8A+M16abOTwQAcjwcft5/wClfMNj2r7uSXN4mp6Ndm2knjkgaDWITKECshQgtjaQw+a7XojQO4/R13eSjo+/vILmFII45NXt90AUnBDFmPCnA/YcVceWcsrNaTRNfxwR+tLJHGm7bvdgqk5wAD9ya82mq2t8rvZXENwsb+mxifdtOAcHHg8j+4rhX0LX+uNBXR+p7W+0VbWRHW4e6t55blgG2ljGAoKnaTwM/GKtydsLu30NdDs9ZDiXUo7ueWWHBCiBUIwrDJJRSMnzUjetJEFwXxtA5z5znz/6V4F0VAZkxkcAZP8AQfeo6Xs8vpTpd9SXN48vqlHuYw/819gErDOHfahUk5yGYHIJFXP+yVmmkmuupZZWZjJvFuMs+crI3P6wfBGMAL9hSfVoSD9WchcoCclcnyK9mc4ztOOMfmuBue1q3Ok6Zp51SBrjTDJsnNkrFgxBweckYUAkkkgnJzzTVu2N3qNppFpb9XX9n/DIRDJ6AAE4yMEjPAAyB+DUxu4O6e+iiiEsssSAttLM2BuzjA/rxV03GMZABJxgn5+371Gh7PpNZSWd11HcksGEbKpX0jmEbgCx9xEIyfu5PzWy1PtxPqt0lxN1FPGotY7eRUQgyIoAaPO7/u2IyyHgmtDtri+t7aL17ieKJAwXfI4VcngDJPnNBOhVnDKVIzkNxXD6h24a6e3iTX5o44bZbVyIgWdBJu27ichQMjGcYxVvRu2B0q1u7OXXpJUuo7eFVVNiQxxiP2KA2ADsIAHwcUHfLOWxtCn8A5P+/H96tSalBCcTzRod4jwWwS5/SuPuQP61H6dqprWJLW16muBANvrRyRFlZRHChx7/AJMWec/rNX7LtbaJpV1pVzfxyJc3VrdSMlqse5oY1QAhSAQSmf6nzQd8J2Y4wuCSAQc5x80hk9RsjkY8g5H96jUdpbuW7kuH60vAJgEkEcKplVjAXcQeX3Kjbz7ioZc4auu6O6cfpqzFk98btgMNI4IYn7n3Ef2AoOjpSlBQjPIODTHHJqtKBVMVWlBTFVpSgoRkEVRUCnIPxivVKBSlKBSlKBSlKBSlKBSlKBSlKBSlUbxwcUAqGGCKtmGKNfagUCuc7g6L1dr3Tcum9FdXf8N6m80TrfG1FyVjWRWdQhIHuUMufjdn4rdAXEVuiyXBllVACwG3ecYJxg7al4gyEVWYhsEY8ZzXmUKpVT4POPOcVF9v0l3F0i5mm03qi0a0e5luZEaR1YKSxVT7eRjgnz9vGRkaD033KTUIL7qbVrCYW0VyFSG9mZY2ffsT3IN+AUy5IPB4OMmztsSQYwAMHcVH716jSKSNWwCPgjj58/8ASozg6d7sm0LXfUdn6vuXZHcPsKEysPe0edwBhAYZxh+ayhoXX1vpNjY2Gp2we3svRcfXyJiffljn0/eCnG48jyKCQJVRfbnj98mroRGXJUcjnjzUXv0V17qESDV+pIrh0nFwii4kEYKpL6anCe5dzQ7j8hSayV6Y7koquerVWRCT6YuG2csdgxs8Y2j+9BIBQIwAOORhc4H2A/vmvQ2u20sT988fb/f96jqw6Z7knUrC41nXbO6ht731Z0hnkAIXGCBs54z7fALfiqHo/uBb32p32mdQpG8plS29a5lkHue5dSy7OMCaFePHpt96CTBGg8D4x5/396FVyM1HWoaR3SkGnrYa7ZRpBZMl473MheSUpIBj+XtxuMZ3gbhsPBzise/0nunkzWWsW8YiE0vorfPI8ntHpoN0ePhl/JO78UEmBFzyPHjmqlFIII8/moqTp7uyyLPb65aC5mCZFxfzbYlDZJwqYbPPn4IHxWe+hd0hE5i6itZvUjdwWuXQJMfnhM7QBjZ4BOR4oJBlGG28gEec8/0opXGdxweB+T/71wOp6B3BvLDS7RNdg3JaPFeSmeRcOWQk8JmQbNygnGDhvOaxL3oXrBJLM6VrnpLaWsSoTeykCdIJQfbs/SZDET8kA0EnbFIwRVBEg8A/3NRhdaD3gEUgg6j08zyTO3uuJgixlwQECpnJXIyeFyCM81t9Z0vuA8FmdG12E3FvYrDKJZiiyz42s7bUb558f2oOyQbjlWz7s/jjgj+4q/6afY/3NRieme5cN3cPp/UNl9N/OkihWeQZka4lcqzbOBteMZHu9uPFd7okl++n251FPTuduJE3l8HPJyfP4oNj6aZzt5oFUcgc16pQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKo2NpzVao2ccUHK9wNL6x1jp2Ww6G6kh0PVmniKXs1r9QqoJFLjZkZyoIz8ZzW7j9UW6Ryy73VQrsq4DMeCcD85OK0vcGx621HpyW27f6zYaZrDTRGO5vIDLEIxIC6lR8lNwH2JBreRrOYI453RpAq7yBgE55IHxn4q5/Q3l9MR1J073EhhaLTJ4Le4aeSSW4a9d9435VzGU49mRsHyQfiq3mj91rUpHZ6stz60pDP6u30vJBJ2cj7481r9Rt+6eiE/w9JZoJr3asizmaYRl2Y5DZAOOBjA+DgVtGse7SpbRLqVlI6o5mLMMmT0oztAx4DmTH2AXzWL3jCxY9N91YUijudegK2oh9FUmOHKxqDuJXJG71M/6sj7cX9L0LuOl9pVxq2rwSxWZeSbZcMA7mGdMYCe4bpITknA2+KvwaR3Ci0u0ht9QAu0e9NxJLLvYb7oPEM4wQIiRwOMDx4pren9w/wCI/UaXfqYZooAQ0ihEcRuHIUqSRv2MwzyowK1rY8aFoHcEawmp69qdsxhgmQQxzuwyd2zIK84yKxNR0ju5bWd01prUFy8dsmxVk2vLKIucHYQD6vI45HBx5rP1/T+4F5qcw0+8SK1W4hkjZJwshj3pvTG0jBUN5znPGK2nSMfWMDyJ1WyyySbmDxMpiHIwB4P7ZBx96e7fBctVqpNG7mXd5ubVLK2jWY7WV2LNH6khDEbeDsMQIPypqzpWg9y/rdLbWtXt5oredZZ1inYHaCcgjZ7geCASMc+aksODjkc03qM5YceefFD3bRvNoncwQSRwavbsrqUEazFeA8RXDFDsJX1hznyv9LWlaL3TihtrDUNRga2gszbmSG5YStLtwshPp+AfIPPzUm70/wBY8Z8/FN68+4ceefFBF1roHdO2HpJrFuFCoGYTs7cIquTlMsWIJyOBnwa3nT9r1xY6m0Wv3CXtqxAhkil5QBWyHBUc8jnnP4rtty4zuGP3qhdAMlhj96DzEo2ngck/Fe9q/wCkc/iqb1Phh/em9CQA65PI5oK7VxjaMftVNi/6R9vFC6AZLqB+9PUjzjeuSceaCoVR4UDjHimB9hVA6ElQwyPIz4pvQkqHGR5GaD1SvIdCcB1z481Xcv3HFBWleQ6Hww+3mqllHJYfbzQVpXnenHuHPjmm9MA7hg4xz9/FB6pVNygZLDH703L53D+9BWleQ6EZDqR+9N6f615OPNB6pVAynwwPGfNAQfBBoK0pSgUpSgUpSgUpSgUpSgUpSgVRv0mq1RvBqXsOW7g6h1ppnTkt70BoNprGsLLEEtru59CMxl1DndjyE3ED5Ix81u0aeS2R54gJBHl1B3ANjJA45wfFaXuDqfWmj9Ny3/QfTFvr+rLNEEsZ7wWytGZFEjbz4KoWYD5Ix81ugtxLBEzxiOUhS6bs7c/qAYD8nB45ArWX0aayvyxwMd73OtluZb2xjuYjKzRFoQ0iJ9RtH6cZAQh9vztx81ReqO481msk3Rohki9LcETIdWAJIXOfac5XOcjGapY653LsVmnu9Kint3lbYphJliT1/TBwigEBDvwcsQpqidY9wpbJJpOipbeaMxh9iMVk3qCG2/qAUfqHnIxWMezLEh6o7stpptp+m3E8dvAPqGgDEymFGZgmecuWB/04raal1J18msLpem9Petbi1SWS8liIQybVyoKv7icsP0jGK1EXWndGXTXhk6TliuEggBuXtHYmQxKxb0x92Yrg427eecitnddY9ZjXH0bStBWdE9COSVoJAImZYmZ2YEL/APdYYHI2fmtC5YdQddySXt/qPT06xJLbJFarEdwVpNspBB95C4IPGKwr7qfujLaKIemBby3Mcb74oN7QvhAynJ55ZufjbVm56x7l3C3EFl0s0MzwSfTzmykP8303YcMce1lUc/q3cVsde1rryC5ttF0e03EpZrNqAsyxJZ0Esgwdgwufafvn4oxjLtbt+pu5c1pPcP0rFbND60iRmEu7kMu1ByPdtJOfB2/FY0HVHcyEbJOm/XO184t2UDDSHON7DgCIBQcsGznxWz1Tqjq6x1OaCy6ceeGG69JWFpMd6AKd28Ntw5YnPgYwc+awLrrbr+xhMl30pGjTSLFFsglfax9HhgOWJMrrkcfyXPzhTVe7XXu415c3u7SRaCPSLmSBTblle5zF6ZOT7v8A7mFHxxRdf7nWmoR2x0AX1tPcf/iGi2mGLOMEA/ufxx96wk607mMovH6IaIIk4a0+nkLF8xbRu3YwMyHPGQpUAEg1trfqnrlyr3PTS28buiB1glkMftYliowWGVUAZGN3JPipPqJPdxXnWOou4Onalcw6foTX8P1UiwOtuRGsIiBXJ9Tk78jOP7eaafrnXzWutXF107KrQiGewV4hvk3RRmRcK3lTuHLEnnnisax6y643oNS6Tngt42gEshhZ5CpjDM2AApGWOSNpXGNrGpB0+6FzaRzNtBljR/bnjcBjlgCePkgVMeIu9o5sete41/FBJa9FB4HkJLNGY9mM5QgsckkZ3/HjB81ebUe5c13BeRadcR2ybWkthbqnqNvtuC2SQAGn+DnYfFSUjKoC7cc4wB/8V69RTnJ4AzWhG+t3nceWDSL3StNmy1uWv4UhVDvOAFAYMcjJ8FfHyPbV/R9Y7gXHUdva6l0+yac5njnkMQCggqUYfJzkgk4Gc8HzUhCVMhRn8cV59SI5IPI58UTcRlb9VdxyZs9FzRojsICbbLMoVCMrv2rnc448ledtV/4o7mGIyN0cyhpZVVDG0jbQmUyC+AN2fcOTwMAc1JxkUcZqnqIfsf2FFRredSd0IEkvLXpCOdSu2OP0yJQCH5J384KrwMZ9TGR5OVb6t3IuJ7ZbnRIreE3ECykQFz6WP5hyX4z48Ej81IHqR+QcjGTxQyxL88YzUvYR3ddSdxI73UotP6PaWCzuGS2aWPb9REpYAKdx84BDHHB/TVr+KdxU0MX1xYXTXS6qQ1tb2wjaS1CDhc52Ddnk+dp5G4Ykj1ozwM5/anqKvk+TjxVxvAiuLqHu288l6nTrrEzxW0Vs9uqBR6kxaZsMWPtjiXAbA9TOK3OsdR9XWGtDT7fQFlt57yO2ilwy8Fd7SE5921Uc4wOdozzXeF4yucg/tVuRVd0OQNhByR4P/wDWR/WgjSx6j7oNJCbrpYE3EyLIPpzH6CYw+CJCTzkj8YrKstc7kC+tv4j00vozPGZGhRsxgpExzl+cF3X/AP1H8ASIJVGFJyw88V63pnH/ALUHApfdfXnVcNounfRaXFdy+tJ9Pu9SICXA3seQ5WNsgAgkCsFuq+57GdD0I0CwylFcEyGVdkpUqueMsiKc+BIKkwun3/A/NVAJ5PmgjzStd67i1jd1BoiWtjOispjh3iOQyBdnByTt5LeKkCMEOcgjGQPmvbKW84x5HFFXB+fvzQeqUpQKUpQKUpQKUpQKUpQKUpQKofFVqhOBmg5XuLrXWfT/AExNqXQ/SadR6skkQSya6W3DIZFDtvbAG1CzY+duBya3cDSy26NPEYpHVSy8sEfg4yPOD/TitN3C61HQfTc3UDdO6vrfpzRQiz0u3M87b5FTcF+w3ZJ+ACa3SSfUQJL6Ui+oqnay+9c+AR8EfI/FLNTa6sm0Yy9Ud05dTl0yDRHgRblES6ayZ1KLMqOx+4ZH3D/wt/XPt+teubl3iXomeMxwwEb4pMMzQrI4U4A4LMnOMEfNerXuhdxm4fU+nmjgSd44Zt5SMr9R6Ck7geNxGT4C5PxVF7yaNNaLcppVygX0xKsoACiQbozn7Ee7PwATis9qhfde9VWHTNrrj9IXst1PPKJLdLKVvTiUZDPyPT8Yzhga1U/cvq25RotN6Yl+pa3E4EdnO7MjeqEkAK/pBi25Iyd2QMAVe/7brKTTXkk0kpcrFEWMkwWASPEJApc+BtYYP+bGMCs7UO49/pt9dSS6RBHp1k1vFLdM2wAuIG2nyWG2dyMDHtP3rQtXPXPV0FhEy9J6i13LdJa+kNNmYpGWRTM7jAA9xbgH9B4rF0zrvuAf4f6/R91IsyxRzN9HLGkbHaWYgjcv6iPkcE4+Kzoe8FrfQW89horus8kA3PMEQB54oifHwJg2eOAftWZqfdjSdN6hu+nhaPdTWYRpGjlGFQgEk5AGcHIAzmgu6z1Z1DaXsWoaRpc2oaRNZJLGYbYtLubOGUHbnjGVODzWntu4HXFxDaM3b28heRrZZmeCTaqyKWyB5G0gq3JwSuM8mr47sl9Ov9Vs9MSSK0nggRPW/mEyAqvqDHsbeFUqfGasw957BrKK+utGlxcjdCiuCzqGaPCgj3FZEk3Y/SArHhhV0M28646nbWrzS9K6aNxHbT+iZ/p5tqAckngBzgcBSTkVjxdbdaXawwnom7VJmib1FgmVfTMiLIhDrlWw7Y3AcKT8Vej7o2drpGp6rqGmGN9P1BbB4lIId2bCtu+2Me7xyaWnd/QLnUF0qa3eCSWSOJDJImQ8kqRhWX4YF92OfaCazLsa3Tu4PXxZzP0ZdzRyEzI4spowkZSMhNpXeWUs2cjJwQMYrPHWPWlrYaSj9LXl9fXy3DzsunSxxRBXKx5zhkyu07WXJHyKxYe9WkXDCKHS2nm9FJnSOVSyjYjtkclT/MGATk4NZQ7yaZ60lnHod008KqZU3AAOc5GccgD/ADeCQaov2PW/VU51SxuOlWjvdMtBcjaH2ys5CwhQcnkpMGGSQAp/zcYOp9xer9M+rafpKZYrSUxrK0ErLKyn9KlQf1A5D+ODmtsncS0j09tTutPii3ahPYqPXXkRozFmbHtJCnavzkfetavdi1vLGK8tNF3WsxgWR551RFSSR0XjHu/STipbruTl7k646wltjdWPSN43pxMzpJbSjBRGchQQCSWUIOeSfIr1pvWPW17qduLjpma2hFrNNJF9PIDLIFYxqHK4UnA4J+fNWtE7rm/uYYNTs7a3+rO6BxNtUIBncxb5PkKBzWNZ979L1LfPDZRfRgKFcz5EhZiMj2jCD2neRwD4qX9z3SeGVb9cdwJo4J/+C2jU7WkV4JQxyZeB8KQI0PyP5grF1HuV1naaY+qXHR8luiytGVlidmXLwoowCASTKx8jiIn5wOg6e7j6fr156ENg0CMoZZZJkVGbEWcfcYnTaf8ANg4rsJbNLhDDcqksZ8oyAgnOckH+laEdaV111tfiKZ+jJYIDKvqOYpeI98Skrxz7Xdw32jPtzWTpfW2vXLzwXXTs6vDpragQtpIGDheYAjEbn3ArwQDxyK776YKoSMKqgYAA4A/H2qi2kYcSlVL7Qu4qCf71LzBG8HXXWslkl3N0bPCjgrmS2mDKRI4EjKASFKqjEcn3eaxdO6465Nla6g+gTXv1EKRlPppFJmiWNZRhQfTLSPKo3cfyOM5zUp/TscNvG7/eaLbADyMnzxTGag4XWuputNKtLaW16aa9LQQyTrFDISHeTYUUfGxSWJP2HFYydddVpI4uulLpWt8khLOdlnP+mNgDuwCTyF8VIf0w+Wycnk+fBH/vVWgJHtbafggcj9qojm26/wCqJINVvbrpO4tbfTrF7iJp45FNwQPbjjPI8rjP2rAh7gdbNPufpDULiGaWRYGSwlWIxrkCTcRuUNhWClScMcnjmVHtVkjaJgpRuNpXIxXr0BuJODn7/t//AHQcPoPWGuXWptpuuaM9mN4ijlFvKY5W3MPPw2ELbcbdpB3Z4He1ZW32kHPgY/oM4/8AU1eoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFUbwcVWvL/pNBy/cDrW06C6dk6jvNI1TUYo5Yojb6bbNPO2+RUyEXkgbsn7AE1u1mFxbJIEYCRAxRxggEZwR9/j960ncDrbSO33TsvU2s2t/cW0U8MRjsrZp5SzyKikKvOMsCfsMmt1HJHNbpMm8eoiuuRgjnI44INXP6G8vpjgn7r6dY2rXWpQwMnqyKIbedWlVVkCH1FP+ck52j4zXibussd2wGhMLTbtc+qN5kLAKFXwRtwc/0+K9P3I0G1szf6lpltHFJNIFWCVZJIlV/TLSAgFXLEcAk4Oc0l7o2Iuxu0CUWyr/ADHdh6okLYVAmOeMHORjP71m94526XJu7eiWSzzXOk3cCQ7gZBtO4B5kA9pz+q3kH2GB9692fdjTLqa9EdmYrWx0972eR5VDB1dF24GSAdxIY+cDFW5+6nTdssy3mlXcaxhjuaJCG90y8gHHJhm84HB+4r1adyNEvp730tGcWtnp7XUruyhiFYBkCZxx53Ej8ZFU2sv3n6fjsWvpdMuzZrEJZJVAwfxjOfnzV1+6+ntCtxb6dcM8iBkDkYZi4XaDzjPGCeK8jut09Cs6XOlTqsXqEBTG+5VRnBAVjkMEbgDjHPmqah3d6V03UH0uezk+qiZd8SqjFV2gt4PlQclfPBwDQ2s23eTR3X05rCX1RCLllhIKBWjVz7vB/Xzj7Zra6v3M0PR9UttMaJp7u5tVu4kRhk7jgcHHwfP7Vak7j9JR6PZazNZMltqE7QIrKhZmUecchhgAZBNW5+6XTdqY2u9LuYN0kdum4IDvdElAAzk4WSMnH+rHwanJLtSLuhFqWndQ32laWWOjWIuEWSYBpZC8o2kc4wYuD87uKsWXdDp64mmmtbGEahG/08ziQY3B9mEPG85J4HNH7sdLW7zQy6bco/0wmmBSMYjL7FLYPKlj5wQMn4r2/dnpRLaa+bSLxEijklDmJRkqjuVBzkE+mw/p+RV3N6isKw7tabBDJqUmirCskEN3O8cm4uWgEhwDycDgHx4rbx9ztOvLK8vbXTJDNbW8crxSOqM6NJtJB8bOc8/erUnc7Q3SMWmg3Epd44gGVEXDEKQCTjjP7GvN13H0y1s9I1K10US2WrGVTJ6iAxhCQE+2QRjGQBg81LdEu7p7u+6GlpptzqNpZiRbW5tYpA8yKuJWKht2SAw2ng4Iwp8MKv6V3L0HUtMvdRWGaC20+WCOWWQBQDI4UE58AE5/61Ruv+nv4DN1BLpky2K3SWw/lKPVkJGCATjgny3z9/NY9p3R6VuZ3sBbyK8pjwJFVRJ6kscSj2nOd0oODzgeKmc4XCby0sS94umN8SfS3EjOA4WPa7qnph9wHOCAwIA54OK3/SHVkPVdrcz/AEkUBhmaMBZUkVwPBGPnz+OBWgbuv0zKwVdMuGmESzERxg7RtBJxkH25GQcE0i7pdLW1xMLfSLlbhECzpHEgbcoYlCRgHGGGfGRVvzYzTNl2kVrC3k2+pGjBXWRQUGAygYP7jFZVc90z1WOooTKtk1uVmuItjupP8qVoyTgnBJXOPt810NVSlKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUCqN4NVqjfpNS9hoOr+remuitHfXerdXttN06OSOJp7ltq73cKo/qzAD962JmjkhSeBwySLvDDkEEZB/I+fIrUdear0Po/Tst53DudLg0YTRJJJqQUwCRnUR53AjO8rj84rboIXtlaDbsKbkZPGMcEEfH7VcrrDS5XiOR/4r6L+ne+vrBbK3lmcRzyWqMJsNtaQbNxA3cbnCnOK8Sdwei/qVgS3d0ZDM1ybYLGnOAG3YYNnkAA8EH5rAmk7Su9xFfW8SiC+e3ZJEkKGQsC2AMjaWI+AM/tVwar2muQpeSwYP6be+KRSxOGU7SAeMgknwCM1O+qzZuNgeue37pMsl1bEDJIltmUEZkHllGTlZeBnO1/JzS16v6JnnuIIli9KOzNxcTi22xiMFUKsfkjIyB4xisNW7b63Y396bCK4s7W5+mmmW3d43dlMoZNoO5CLtzuHHuPxzVVl7W2kV2wjg9G6tpI7l1ilaNoSQDk4wA5G0HwzAgEtkVTXDLk6x6AAinSaxZZtwilWAsr7R7lDAHkqCMecfBq19b296n1a3tZIEk1KCcmMS2zxszoQSf08jgeftWLa6P2kvbi2ttP0m0kl3Sw26LBIpOULSAEjAG1iGJ4G7BwSBV2C67X6VqfrW8cUF/bEx7fp5vVT9K4Cbc88Afk1NkmmVZda9F6g/06W6JDFIEhaS2CoxZInVkB5KlZkIbAHmi9bdATsHku7ZzG/qNutj/LYqoUnI9oYABSf1fHFa4p2nWE2PpwQL6jb42hmUo6iPzke3CpHgH424rFsT2bsrVDDJETGimRpUn9VhhVXcCMkjK4HwCMVZzy1bJ2bVbrt/d9QwlbFJtQuFMGGgZVEbRyOSysMcqjgEZyTWbD1f0JcH6OB4pXeT0PTFq7H1GDewjZ5KhuMeAa02k3XaDSp2m0mKzhkKqSY4Zi7Z3RqMbSdx9R1x594wOayOn37ZRvLaaLZJEkLtNlbWUISE5dTjGNsmM+OT8g4zPq2jLTrjoKSN9t5bGGEeq4+mYFADwCNp58H7+OK8f8c9vGt9pu7V4sDav0zEAMCcAbfPHI8gk5rV61ovabT7S56Xmhg0xm9NHjWN1bAIIYZHKjjJ8DnNbPo3Re32oNe2Wj6clw9gYlnuHQj1nKbd4P+bITlhwTnFaxmu54X2616CkiMAvraWJVWZo44C4y23HtC+f5iHHnlfvVNE1robWr1r3TbSFrmQK7PJaMhO2RVVgSOPcVIOPtW5j6E6QgnkuYtAtVklVFcheSF27f7bF//aK8RdD9NWtzHc2WnCCWHG1onKnbuDbPPjcoP9Kt5kZm5yz7Pp/RbX1ZLfTbdGuGZ5GEYBYnjn+gFX/4PpW9pP4fb7mGGPpjkfb/AKn+9ZSY2jFeqjTEh0rTred7mCzjjlkGGZFwSMk8/wBSTWXSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlAqjfpNVqhoOY68vehLPpyW47itpK6IJIxIdURGg3lwEyHBGd5XH5xW6haOSBTbFPTKjZsHtx8EfjBBrH6j6b0DqvTJNH6k0Sy1SydkZoLuBZoyysGUlWBBIYAj7EA1lJCsSLFHHsRdqqoHCjgYA8AcCpZuaLzNIr1XRe0t1frebobF9OvHhm2ho1nfIZizDyNxwXPySPtWxWDs/dXRupRYGeSaKRsmRSZNqqGwcEHG3P2yM81man2e6Tvru0u7fT/pDBL6sghyBOSwZjJyNxPuBY/DEVsV7Y9HS3L3s+gqLhpUmL+vISZFUKGPPnAAP5H9aSag1V9Z9rILafpK8+mEUlws01tJNKyiVUjC5YnAwojAAOANoxVprXtW1rtnaNrZ4Adpln9N0EgUKOcEK7jC+QWGMZrptQ6E6X1CWae+0n1WnZnk/mye4t6eTww//ACo//wBtYNr2t6Gs7qK9g0QrLHCsCMLibhFkRwP14/UkZ/8AJS8jDtbLtvaCHXbVIV+lnXZOrykCXZtUKPDe3+wrD0VO2UMFxrOm2CQQ3d0/qTyB8TNDIHaUHJwisAxY4GBXQydvumxbPZxWs8SSuszNFdTK6uqbFZWD5GF4IHkeaq3QPTMtlDph010tYEljSGOeWMBJf+8U4fkH7eBTQ5SXTuzqadLo9s9rbLcqy4DybkY4Tnd4P8oDB/0H7Gq9OaV2ntEe3sruC5lwizSuzqXKhNrZ4XODH4PI2fcZ6hO3fSQ3o+lSSNId0ryXMzO53O2WYvk8yOf/ADVSXtr0dLEYm0lkXOQUnlDD2RJwQ2f028Q/8gqziaSzbn4bXtJbX0kttBZmdyjSSRs7ZIkUqcZJJ3hQMDJIxVbj/s4gv4od8tteRuFjZDNGYDlI2OWwE9rqMn45reN236PYxyx6RIrwqgjcXU4YbH9Rfdvzw43fua82vbHo60uGkg0mZWM4uXb6uYlpN6PuYl+fcin+lSTROGrt4O1+pa1Jqo+nn1DUQ26XMgLgAbsgcAEAH9iPvV7Tte7edLRSHRdQi9OZgsi28rzlMcqNuSQBuwAP7Vk2/bXQLPqK16h06OS1e1hMHoqWKMmxVxy3wqqP6VW07V9E6akiWOh+j6jKz7LiUFiN3P6v+dv71VZEHX/T02mtqkN7MYknS1ZPRcukjNtXKgZALDgnjzV3TeuemtZMMNrqima5yVgYFZQACSMHwcKxz9lY/Fe26K6eFs9sunyCOV42cCeTJKPuTJ3fDE14tegOl7DV11610kR3qIIhKJHJ2AEYIJ+xNAs+4fSt5DbyJrUMb3eBEsh2ncTjaf68Veuer+n7VUlk1VdkiLKjKGcGNjhT7QfJ8ffHFaeftR0U0NzbW+j/AE7XFrLal45ZMIsgO7Clto5JPA81sLvoXp+7SFJLO5HoQxW6mG7mhISPOz9DDJUE4P5oKjuB0ubqKxi1hbiaZiiiCN5fClvCg/Cmridb9PTXNnZ299JM99KsERjikZQ5jaQBmxhDtXwxB5H3rGk7Z9GyQRQNouI4g4ULPIu3ecv4bnNetK7edLaGtuul6fPbLbPHLEi3c21WjTYvt34OF4wfuaDJm6y6fgumsJ9YjiuC3penIGUqx24zkDAJdQDwDkAHJFa8dyemGhjnF3cmCaeaH1/RbYuxFdixHhcMOfzXuLtp0VFNdXUWh/zLx/VuCZpTvber5xu490SHj7Vdtug+morVbH+Gym3TcwR55XwWVVYZZj8Iox4GOKxMbBdk696WgeX1tehURt6b7sjaRkH4+6kfupr3c9cdL20npTdQWiuudwEmcYUHnHjIIIHzg1rNR7W9KaglyTp00El3dG8maK4kUPIzln3AEBgSTwfvXu37YdEwzrdjRXaUIYw8lzMz7T8bmcnaOcDwNxx5rY2EfWfT0yK66woTBG8qyru2FtuSMbtoJwecc10MWSmSc5rkr3t305NEkMVvPDEt3BfbEnkK+pEwIJyTjOMZHwTXVWkKwW6xLuwvHuYsT+5PJoL1KUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoP/9k=" width="250px" alt="which accounting methods for small construction contractors"/></p>
<p>A company could appear to be profitable when realistically, they have no readily available cash to cover working capital or debt obligations. Understanding what accounting method to use for the preparation of your income tax return in your construction business can be an overwhelming task due to the many different options. We have provided you with a summary of some of the common tax accounting methods available for construction contractors to help you understand the options that might be available to you.</p>
<h2 id="toc-3">Resources for Your Growing Business</h2>
<p>However, it is worth considering if your business consists primarily of long-term contracts. It might seem like accounting is generally <a href="https://www.newsbreak.com/@cnn-edits-1668599/3002242453910-cash-flow-management-rules-in-the-construction-industry-best-practices-to-keep-your-business-afloat">https://www.newsbreak.com/@cnn-edits-1668599/3002242453910-cash-flow-management-rules-in-the-construction-industry-best-practices-to-keep-your-business-afloat</a> applied to all businesses the same way. However, each industry has distinct needs, including construction contractors.</p>
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<h3>Which cost accounting method is used for construction work?</h3>
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<p>Construction job costing is a detailed accounting method used to calculate track and assign expenses to specific projects and monitor budgets. Costs typically fall into one of three categories: labor, materials and overhead. Costs can be either direct or indirect. Construction job costing is inherently complex.</p>
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<p>Think of any other business, such as a chain of designer cupcake shops or a pneumatic-valve manufacturer. There, managers might treat each store, plant, product line, or the entire business as a “profit center.” For most industries, these are stable and predictable. PCM 10% method.Under this method, you can defer recognition of revenue until you incur 10% of the total estimated allocable contract costs. Completed contract method .Under CCM, contract-related income and expenses are deferred until project completion. Any revenue collected or expenses paid won’t be recognized until the year the contract is fully or substantially complete. The cash method of accounting is great for small businesses with limited recordkeeping and bookkeeping skills.</p>
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		<title>Bookkeeping, Payroll, and Tax Preparation Services in the DFW area</title>
		<link>https://shipraded.org/2022/12/22/bookkeeping-payroll-and-tax-preparation-services/</link>
					<comments>https://shipraded.org/2022/12/22/bookkeeping-payroll-and-tax-preparation-services/#respond</comments>
		
		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Thu, 22 Dec 2022 07:51:38 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=3742</guid>

					<description><![CDATA[Content Best Accountants in Dallas Jackson Hewitt Tax Service Is Xendoo right for your Dallas-based business? Be&#8217;s Professional Services Berry &#038; Moro CPAs Professionalism: Time Saving YP &#8211; The Real Yellow PagesSM &#8211; helps you find the right local businesses <a href="https://shipraded.org/2022/12/22/bookkeeping-payroll-and-tax-preparation-services/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Best Accountants in Dallas</a></li>
<li><a href="#toc-1">Jackson Hewitt Tax Service</a></li>
<li><a href="#toc-2">Is Xendoo right for your Dallas-based business?</a></li>
<li><a href="#toc-3">Be&#8217;s Professional Services</a></li>
<li><a href="#toc-4">Berry &#038; Moro CPAs</a></li>
<li><a href="#toc-6">Professionalism:</a></li>
<li><a href="#toc-7">Time Saving</a></li>
</ul>
</div>
<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/2021/12/71f6905c-5f09-4d24-8134-73dea368b312.jpg" width="252px" alt="small business bookkeeping in dallas"/></p>
<p>YP &#8211; The Real Yellow PagesSM &#8211; helps you find the right local businesses to meet your specific needs. Search results are sorted by a combination of factors to give you a set of choices in response to <a href="https://www.bookstime.com/bookkeeping-services/dallas">bookkeeping dallas</a> your search criteria. YP advertisers receive higher placement in the default ordering of search results and may appear in sponsored listings on the top, side, or bottom of the search results page.</p>
<ul>
<li>BooXkeeping is a nationwide provider of affordable outsourced bookkeeping services to small and medium-sized businesses.</li>
<li>The company assists privately owned companies and large enterprises in industries like life sciences, construction, oil and gas, manufacturing, and healthcare.</li>
<li>Many clients are pleased with their attention to detail and their personalized service.</li>
<li>It all begins with getting your accounting software set up correctly.</li>
<li>EisnerAmper &#8211; Dallas, TX, is a certified public accounting firm that provides tax and financial services.</li>
<li>Smith Anglin delivers services in tax planning, accounting for small businesses, tax preparation, strategic business analysis, and estate planning.</li>
</ul>
<p>The entry system you choose impacts how you manage your finances and how your bookkeeping processes will work. Once we decide that the relationship is  a good fit, we’ll have an initial meeting. In this initial conversation, we begin to learn about your business and how you are currently handling your bookkeeping and accounting. We also gather your materials, such as bills and reports and take note of your current accounting software systems.</p>
<h2 id="toc-0">Best Accountants in Dallas</h2>
<p>All with a human touch and tech that integrates with your platforms seamlessly. If your business is located anywhere in the U.S., we can assist you with online bookkeeping services that save you time and money. It’s easier to get started than you might think, and we’ll “hold your hand” through the entire secure and safe process of sending us your documents if this is your first time.</p>
<ul>
<li>Working with a qualified North Dallas CPA firm like Rex Draughn CPA ensures the confidence you need when addressing the accounting and tax demands of your business.</li>
<li>During the initial consultation, we will gain an understanding of your business, the challenges, and how we can immediately begin to make an impact through our services.</li>
<li>Since its inception in 2013, Accountex has continuously served the accounting needs of business owners, executives, and professionals in Dallas and its surrounding areas.</li>
<li>We answer all of your questions in plain English and layman’s terms.</li>
<li>Services include invoicing, accounts payables, accounts receivables, collections, comprehensive reports, and bank reconciliation.</li>
</ul>
<p>The firm delivers high-quality services and accounting solutions. IA-CPA LLC is a certified public accounting firm located in Dallas and founded in 2010. The company specializes in taxation, bookkeeping, advisory, tax planning, and preparation. Services include small business accounting, payroll management, controller/CFO services, and new business advising. With a combined 100+ years of experience, Jones Square offers small- to medium-sized businesses with a variety of bookkeeping, accounting and payroll services.</p>
<h2 id="toc-1">Jackson Hewitt Tax Service</h2>
<p>Keeping your books in order is the first step in being successful and in order to grow your small business, you need to know that you have the right company helping you along the way. We have compiled all the information you need to make an informed decision when it comes to outsourcing bookkeeping for  small business in Dallas to ensure best <a href="https://www.bookstime.com/articles/bookkeeping-for-landscaping-business">https://www.bookstime.com/articles/bookkeeping-for-landscaping-business</a> practices are met. Everything’s bigger in Texas—except the price of pro bookkeeping and accounting, now that you’ve found Xendoo. Every small business in Dallas deserves to have a dedicated bookkeeping and accounting team. Our U.S.-based experts do your day-to-day bookkeeping, compliant tax filing, painless payroll processing, and more.</p>
<p>Whether you need a specialized bookkeeper for small business to complement an existing staff or bookkeeping services for organizing financial transactions, The Accfin Group can help. We&#8217;re not just a North Dallas accounting firm, we&#8217;re business partners. We can customize any one of our services to meet the needs of your business. Whether you&#8217;re looking for basic outsourced accounting services to free up your time or strategic business planning to grow your business, Rex Draughn CPA can help. When you need help with invoicing, collections and accounts receivable, just getting pricing for accounting services in Dallas can be daunting with so many options. Some companies may only offer a flat monthly fee for end to end accounting services in Dallas that is all inclusive.</p>
<h2 id="toc-2">Is Xendoo right for your Dallas-based business?</h2>
<p>Its team helps clients with advanced tax planning, sales tax compliance, audit defense, energy tax deductions, and international tax issues. It abides by the AICPA Code of Professional Conduct&#8217;s laws in its practice. Its managing partner, Matthew Maulbeck, has been in the accounting industry for more than 20 years.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/testimonials-4.png" width="250px" alt="small business bookkeeping in dallas"/></p>
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		<title>QuickBooks Online Certification Training Download  286 Pages Free</title>
		<link>https://shipraded.org/2022/06/09/quickbooks-online-certification-training-download/</link>
					<comments>https://shipraded.org/2022/06/09/quickbooks-online-certification-training-download/#respond</comments>
		
		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Thu, 09 Jun 2022 16:02:48 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=3156</guid>

					<description><![CDATA[Contents: Get a free trial of QuickBooks Online &#8211; click here QuickBooks Training class Colorado Springs Platform QuickBooks Training class Buffalo Each QuickBooks tutorial includes a video where we demonstrate the concepts presented in each lesson. Wrike is the most <a href="https://shipraded.org/2022/06/09/quickbooks-online-certification-training-download/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Get a free trial of QuickBooks Online &#8211; click here</a></li>
<li><a href="#toc-1">QuickBooks Training class Colorado Springs</a></li>
<li><a href="#toc-2">Platform</a></li>
<li><a href="#toc-3">QuickBooks Training class Buffalo</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2020/03/a-top-down-look-at-usufruct-chris-fick-associates_1.jpeg" width="305px" alt="bank"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/11/what-do-the-phrases-weak-greenback-and-strong_1.jpg" width="300px" alt="+ onelogin"/></p>
<p>Each QuickBooks tutorial includes a video where we demonstrate the concepts presented in each lesson. Wrike is the most powerful work management platform on  the market, enabling teams to plan projects and collaborate in real time. Our award-winning software is trusted by 20,000+ companies across the globe, including Sony, Estée Lauder, and Siemens.</p>
<div style='border: black dashed 1px;padding: 13px;'>
<h3>Innovative New Sustainable Packaging at PACK EXPO International &#8211; Packaging World</h3>
<p>Innovative New Sustainable Packaging at PACK EXPO International.</p>
<p>Posted: Sat, 28 Jan 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMifmh0dHBzOi8vd3d3LnBhY2t3b3JsZC5jb20vbmV3cy9zdXN0YWluYWJpbGl0eS9hcnRpY2xlLzIyNjU3NzYzL2lubm92YXRpdmUtbmV3LXN1c3RhaW5hYmxlLXBhY2thZ2luZy1hdC1wYWNrLWV4cG8taW50ZXJuYXRpb25hbNIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>The tutorial explains that with regular updates of QuickBooks, the viewers’ dashboard and screen may differ slightly, but everything in the software functions the same way. Users can see the screen showing exactly how the host navigates the software. This clear demonstration is consistently seen in the second and third part of this QuickBooks course as well. There is a wealth of knowledge online that you can access when preparing for an assessment test.</p>
<h2 id="toc-0">Get a free trial of QuickBooks Online &#8211; click here</h2>
<p>In this lesson, we discuss how to record client payments that were reduced by fees, such as a wire fee or a credit card processing fee before the funds were deposited into the bank account. In this lesson, we explain how to generate sales reports for products and services. Let&#8217;s explore how to add, edit, merge, and inactivate accounts within the products and services list. In this lesson, we&#8217;ll explain what settings are hidden behind the big gear.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2021/12/forex_featured011-300x200.jpg" width="307px" alt="products and services"/></p>
<p>This QuickBooks course provides a transcript of the video for easier comprehension, as well as the option to view the video offline with a premium membership. This site contains free bookkeeping and accounting courses and is ideal for anyone looking to learn finance, bookkeeping or accounting. This site contains information on double-entry bookkeeping, basic accounting, credit control, business planning, etc. No matter where you are in your career, we make it easy to get comfortable with QuickBooks accounting products and develop skills at your pace. Choose from videos, webinars, virtual conferences, and in-person events to gain confidence and earn your clients’ trust. Intuit does provide free training both online, self-paced and as free webinars.</p>
<h2 id="toc-1">QuickBooks Training class Colorado Springs</h2>
<p>They do have backup with their advanced offering; however, it is within the same cloud and does not offer full features or backup best practices. Seamless integration with QuickBooks Online, allowing users to effortlessly backup, access, and restore their data. In the event of a data loss, having a backup of QuickBooks Online data can help businesses quickly recover and resume operations, minimizing the impact of downtime on business productivity and revenue. Automatically protect, recover and ensure continuity for business-critical accounting data.</p>
<div style='border: grey dashed 1px;padding: 11px;'>
<h3>PandaDoc Announces Integration with QuickBooks Online Advanced &#8211; GlobeNewswire</h3>
<p>PandaDoc Announces Integration with QuickBooks Online Advanced.</p>
<p>Posted: Wed, 02 Mar 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMihgFodHRwczovL3d3dy5nbG9iZW5ld3N3aXJlLmNvbS9uZXdzLXJlbGVhc2UvMjAyMi8wMy8wMi8yMzk1NDU1LzAvZW4vUGFuZGFEb2MtQW5ub3VuY2VzLUludGVncmF0aW9uLXdpdGgtUXVpY2tCb29rcy1PbmxpbmUtQWR2YW5jZWQuaHRtbNIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>These lessons provide you with an excellent opportunity to ask questions related to advanced topics, like how the data conversion process operates or the best way to set up a budget. All QuickBooks certification training classes are designed to maximize engagement and interaction, so feel free to ask questions whenever you need clarification. In this lesson, you will learn how to set up key areas of QuickBooks like bank and credit card accounts, invoice templates, products and services, and the chart of accounts. By the time you complete this QuickBooks online tutorial, you will be ready to start using QuickBooks to manage all of your income and expenses. QuickBooks Online is an accounting software for small businesses to help them keep track of their daily transactions and manage their expenses and sales. Developed by Intuit, the financial software is suitable for small and medium-sized businesses, with cloud-based versions and on-site accounting applications.</p>
<h2 id="toc-2">Platform</h2>
<p>For example, if you&#8217;re preparing for the Online Certification, a QuickBooks certification training class can help you review important related concepts. What&#8217;s more, your instructor can cover common mistakes people make when taking the exam. This can help you look at ways to avoid pitfalls that other test-takers before you have experienced, as well as how to anticipate and avoid problems that could affect the way you answer test questions. This YouTube video tutorial from the Bookkeeping Master channel is a 3-part introduction of a QuickBooks online training that covers the basics of the software. Users learn how to set up the software as well as how to create and email sales invoices, create customer and supplier accounts, and record purchase invoices.</p>
<ul>
<li>The dialog box that opens is a wealth of time saving tips you can thrill your clients with.</li>
<li>Both courses cover the same amount of content, so select the one that&#8217;s best aligned with your goals and preferences.</li>
<li>In this lesson, we learn how to record expenses downloaded from the bank and matching expenses previously entered by hand.</li>
<li>Together, the two of you can look at the concepts you&#8217;ve been struggling with and come up with a solution that works for you.</li>
<li>Students will learn by doing, watch presentations, and using tools to work on the processes discussed.</li>
<li>Hector Garcia, a CPA and QuickBooks consultant, created a tutorial video with the aim of introducing the software and getting users comfortable in using it.</li>
</ul>
<p>You’ll also receive a badge you can download that you can include in your credentials on your website to show potential clients that you are certified as a QuickBooks ProAdvisor. Although no business will ever ask you if you have this certification, by learning the information you need to know to get it, you’ll know all the features you need to know that will help your clients. Not only do you have to find a qualified instructor who actually knows what they&#8217;re talking about, but you also have to find a course that&#8217;s compatible with your schedule. QuickBooks offers five different certifications, each with their own certification exam and prerequisites. This certificate program rightly has one of the most challenging tests. To be eligible to take the assessment, you have to possess a current Online Certification.</p>
<h2 id="toc-3">QuickBooks Training class Buffalo</h2>
<p>If you enjoy studying alone, you might think there&#8217;s no need to participate in formal lessons. But just because you&#8217;ve downloaded study packets doesn&#8217;t guarantee you&#8217;ll be able to actually understand the concepts you&#8217;re reviewing. There&#8217;s always the chance that you&#8217;ll misinterpret something or become confused because of ambiguous explanations.</p>
<ul>
<li>Developed by Intuit, the financial software is suitable for small and medium-sized businesses, with cloud-based versions and on-site accounting applications.</li>
<li>They can select to play, rewind, or pause the training at any point, creating a stress-free environment that fosters effective learning.</li>
<li>The exam is open-book, so I had one window of QuickBooks open, and I was taking the test in the other window.</li>
<li>This site contains free bookkeeping and accounting courses and is ideal for anyone looking to learn finance, bookkeeping or accounting.</li>
</ul>
<p>Time reports are automatically used to update the schedule, and uncertainty analysis gives you insight on risks and lets you make better decisions. Whether you’re a small startup or an established brand, Wrike has the solution for you. Join our community of 2.3 million — start your free two-week trial today. Wrike’s customizable features include Gantt charts, request forms, dashboards, cross-tagging, time tracking, and proofing. Integrate with 400+ apps from the likes of Microsoft, Google, and Salesforce.</p>
<h2 id="toc-4">Stand out from the crowd as an official Intuit Certified QuickBooks User</h2>
<p>You will be able to manage all of your downloaded banking transactions by the end of this lesson. You will also understand how to enter basic banking transactions manually. Finally, you can use the reconcile tool to ensure the transactions on your bank statement match what has been entered into QuickBooks, resulting in up-to-date financial statements.</p>
<p>Your <a href="https://1investing.in/understanding-the-cash-flow-statement-2/">cash flow from operating activities</a> can have you and your peers take an assessment that emulates the actual test you&#8217;ll take for your certification program. This can help you get a feel for the structure of the exam and the type of questions you&#8217;ll encounter. Practice assessments are also a great way for you to evaluate your current test-taking skills to look at whether there&#8217;s anything you should work on before taking the official exam. Of course, your instructor can help you identify weaknesses and offer you advice that targets the concepts in question. One of the best features of our QuickBooks certification training courses is their flexibility. We understand that you have a busy schedule and may not be able to study at just any time.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2020/01/early-stage-investors-entrepreneurs-new-business_1.jpeg" width="308px" alt="profit and loss"/></p>
<p>Live classes are also available, depending on the student’s location. Additionally, users can also get certified to give their careers a boost and supercharge their resumes. With any QuickBooks course, students will learn new skills to  help them hurdle the challenges of using the software.</p>
<p>This isn&#8217;t a problem you&#8217;ll face when studying in a live course provided by Varsity Tutors. Our training programs give you the opportunity to receive further clarification and look at how various scenarios can influence the way you solve problems in a professional environment. Moreover, ready-made study material doesn&#8217;t always use the best examples.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2020/01/how-much-of-my-company-do-i-offer-investors_5.jpg" width="304px" alt="deduct the cost"/></p>
<p>It’s important to fully understand how to best use the system for you and your clients. Margie&#8217;s QBO training is excellent, not only does she do fantastic videos covering the material, but her quick notes and exercises are clear, concise and make it really easy to understand the material. Varsity Tutors connects learners with a variety of experts and professionals.</p>
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		<title>How to Simplify and Automate Closing Entries in T Accounts</title>
		<link>https://shipraded.org/2021/09/07/how-to-simplify-and-automate-closing-entries-in-t/</link>
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		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Tue, 07 Sep 2021 12:01:01 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=2846</guid>

					<description><![CDATA[Contents: Recording a Closing Entry What are Closing Entries in Accounting? What Is Wrong if a Company Doesn&#8217;t Complete the Closing Entries? These account balances do not roll over into the next period after closing. The closing process reduces revenue, <a href="https://shipraded.org/2021/09/07/how-to-simplify-and-automate-closing-entries-in-t/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Recording a Closing Entry</a></li>
<li><a href="#toc-1">What are Closing Entries in Accounting?</a></li>
<li><a href="#toc-2">What Is Wrong if a Company Doesn&#8217;t Complete the Closing Entries?</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/09/definition-of-small-cap_1.png" width="301px" alt="temporary accounts"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/09/the-best-days-of-the-week-to-trade-forex_2.jpg" width="308px" alt="closing entries"/></p>
<p>These account balances do not roll over into the next period after closing. The closing process reduces revenue, expense, and dividends account balances to zero so they are ready to receive data for the next accounting period. It is like resetting the balances of temporary accounts to zero to make it clean to be used in the next accounting period, meanwhile hitting the balance sheet accounts with their balances. It is also known as closing the books, and the frequency of closing can vary as per the size of a company.</p>
<div style='border: grey solid 1px;padding: 13px;'>
<h3>Renowned journalist discusses Nixon, Trump during Bucksbaum Lecture &#8211; Times-Delphic</h3>
<p>Renowned journalist discusses Nixon, Trump during Bucksbaum Lecture.</p>
<p>Posted: Thu, 13 Apr 2023 20:17:38 GMT [<a href='https://news.google.com/rss/articles/CBMiZGh0dHBzOi8vdGltZXNkZWxwaGljLmNvbS8yMDIzLzA0L3Jlbm93bmVkLWpvdXJuYWxpc3QtZGlzY3Vzc2VzLW5peG9uLXRydW1wLWR1cmluZy1idWNrc2JhdW0tbGVjdHVyZS_SAWhodHRwczovL3RpbWVzZGVscGhpYy5jb20vMjAyMy8wNC9yZW5vd25lZC1qb3VybmFsaXN0LWRpc2N1c3Nlcy1uaXhvbi10cnVtcC1kdXJpbmctYnVja3NiYXVtLWxlY3R1cmUvYW1wLw?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>In this example, the business will have made $10,000 in revenue over the accounting period. Within this time it will have also incurred expenses of $9,000. In this example, it is assumed that there is just one expense account.</p>
<h2 id="toc-0">Recording a Closing Entry</h2>
<p>Each transaction (let&#8217;s say $100) is recorded by a debit entry of $100 in one account, and a credit entry of $100 in another account. If the error has not counterbalanced, an entry is necessary to adjusted beginning retained earnings and correct the current period. Close the Income Summary account by transferring its balance into the Owner equity account. Close the various Expense accounts by transferring its balances in to the Income Summary account. Close the various Revenue accounts by transferring their balances into the Income Summary account.</p>
<p>Below are examples of closing entries that zero the temporary accounts in the income statement and transfer the balances to the permanent retained earnings account. Notice that after the closing entries are posted, all revenue, expense and dividend accounts have a zero balance and are now ready to begin the next accounting period. This is the same figure found on the statement of change in equity and balance sheet prepared in the previous section.</p>
<h2 id="toc-1">What are Closing Entries in Accounting?</h2>
<p>The sales returns and allowances account tracks the sales returns and allowances for an accounting period. The journal entries to record a return or allowance are to debit sales returns and allowances and to credit cash or accounts receivable. A company&#8217;s net sales amount is the difference between gross sales and sales returns and allowances and discounts.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/07/multi-channel-distribution_2.png" width="304px" alt="drawing account"/></p>
<p>That way, your next accounting period does not have a balance in your revenue or expense account from the previous period. If dividends were not declared, closing entries would cease at this point. If dividends are declared, to get a zero balance in the Dividends account, the entry will show a credit to Dividends and a debit to Retained Earnings. As you will learn inCorporation Accounting, there are three components to the declaration and payment of dividends.</p>
<h2 id="toc-2">What Is Wrong if a Company Doesn&#8217;t Complete the Closing Entries?</h2>
<p>In this part, we’ll take you through a comprehensive guide on closing entries. In this segment, we complete the final steps of the accounting cycle, the closing process. You will notice that we do not cover step 10, reversing entries.</p>
<p>The month-end close is when a business collects financial accounting information. DebitCreditCash10,000Accounts Receivable25,000Interest Receivable600Supplies1,500Prepaid Insurance2,200Trucks40,000Accum. A Debit BalanceIn a General Ledger, when the total credit entries are less than the total number of debit entries, it refers to a debit balance. A debit balance is a net amount often calculated as debit minus credit in the General Ledger after recording every transaction. Expense AccountExpense accounting is the accounting of business costs incurred to generate revenue. Accounting is done against the vouchers created at the time the expenses are incurred.</p>
<ul>
<li>The dividend account is a temporary account where monies to be paid to the stockholders are accounted for.</li>
<li>The first entry closes revenue accounts to the retained earnings account.</li>
<li>So after we&#8217;ve adjusted our books, made our adjusted trial balance, created our financial statements.</li>
</ul>
<p>Since the income summary account is only a transitional account, it is also acceptable to close directly to the retained earnings account and bypass the income summary account entirely. The $10,000 of revenue generated through the accounting period will be shifted to the income summary account. Remember that all revenue, sales, income, and gain accounts are closed in this entry. All of Paul’s revenue or income accounts are debited and credited to the income summary account. This resets the income accounts to zero and prepares them for the next year.</p>
<h2 id="toc-3">Relax—run payroll in just 3 easy steps!</h2>
<p>In this case, if you paid out a dividend, the balance would be moved to retained earnings from the dividends account. Once this has been completed, a post-closing trial balance will be reviewed to ensure accuracy. On the statement of retained earnings, we reported the ending balance of retained earnings to be $15,190. We need to do the closing entries to make them match and zero out the temporary accounts. All these examples of closing entries in journals have been debited in the expense account. At the end of the accounting year 2018, the expense account needs to be credited to clear its balances, and the Income summary account should be debited.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2020/04/how-to-read-stock-charts-for-beginners-w-simple_2.jpg" width="303px" alt="time"/></p>
<p>And this is after the financial statements have been created. Temporary accounts are accounts related to a certain time period. Okay, so they&#8217;re temporary because they&#8217;re only related to that time period. And those are generally going to be our income statement accounts for the most part. I&#8217;m gonna say income statement and dividends because that is the other one. So we&#8217;ve got our revenues are expenses and dividends are are the temporary accounts.</p>
<p>Closing the Dividends account—transferring the debit balance of the Dividends account to the Retained Earnings account. So that, for example, revenues and expenses for ABC Ltd. for the accounting year 2018 should be isolated and not be mixed with revenues and expenses of the year 2019. Financial StatementsFinancial statements are written reports prepared by a company&#8217;s management to present the company&#8217;s financial affairs over a given period . Accruals are revenues earned or expenses incurred which impact a company&#8217;s net income, although cash has not yet exchanged hands. Users can view transactions in general ledger format and perform closing entries if necessary. It also helps us to ascertain the net income of the present accounting period.</p>
<p><a href="https://1investing.in/a-relatively-painless-guide-to-double-entry/">double entry accounting</a> entries are journal entries made at the end of the accounting cycle to move temporary account balances into permanent accounts. Closing entries zero out temporary accounts, preparing them to be used for the next accounting period. The closing process in accounting prepares accounting books for a new fiscal period by resetting income statement account balances to zero. This is done through a four-step process often known by the acronym REID . Closing entries are an integral part of the accounting cycle.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/07/gap-plans-to-shut-up-to-half-of-its-shops-over_1.jpg" width="303px" alt="carbon collective"/></p>
<p>Thus, if the normal balance is a debit, then a credit will be taken, if the normal balance is a credit, then a debit will be taken. The income summary account is a special account created to facilitate the closing process and to leave an audit trail. Because the income summary account is an optional step in the closing process, some firms choose to skip it and close all accounts out to retained earnings.</p>
<ul>
<li>They carry balances forward from previous accounting periods and do not zero out.</li>
<li>As well as being consistently up-to-date on the financial health of your business.</li>
<li>After financial statements are prepared, businesses conduct the closing process.</li>
<li>This is done as part of the annual financial closing process.</li>
<li>The method of first moving the balances to an income summary account and then shifting the balances to the retained earnings account will be more time consuming for the company.</li>
</ul>
<p>Closing entries are journal entries used to empty temporary accounts at the end of a reporting period and transfer their balances into permanent accounts. Temporary accounts are used to accumulate income statement activity during an accounting period. The use of closing entries resets the temporary accounts to begin accumulating new transactions in the next period. Otherwise, the balances in these accounts would be incorrectly included in the totals for the following reporting period. The objective of closing entries is to transfer temporary account balances to a permanent account on the balance sheet. This resets temporary accounts for a new fiscal period,  allowing them once again to serve as the repository of information for the following accounting period.</p>
<p>This is because the <a href="https://1investing.in/">https://1investing.in/</a>s of these accounts are transferred to the owner’s equity section of the balance sheet. In addition, if the accounting system uses subledgers, it must close out each subledger for the month prior to closing the general ledger for the entire company. If the subsidiaries also use their own subledgers, then their subledgers must be closed out before the results of the subsidiaries can be transferred to the books of the  parent company.</p>
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		<title>Key Wins PowerPoint Template PPT Slides</title>
		<link>https://shipraded.org/2021/06/25/key-wins-powerpoint-template-ppt-slides/</link>
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		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Fri, 25 Jun 2021 12:33:32 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=1810</guid>

					<description><![CDATA[Contents: Bayern Munich: Two key aspects of the win against PSG Software Testing and QA services Windows 2000 Highlight your achievements and milestones with professionally designed key wins PowerPoint templates. Flaunt your business accomplishments and success by including these creatively <a href="https://shipraded.org/2021/06/25/key-wins-powerpoint-template-ppt-slides/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Bayern Munich: Two key aspects of the win against PSG</a></li>
<li><a href="#toc-1">Software Testing and QA services</a></li>
<li><a href="#toc-2">Windows 2000</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://bookkeeping-reviews.com/wp-content/uploads/2021/03/image-ztyqXCEvhZRcasFn.jpeg" width="308px" alt="ppt is compatible"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://bookkeeping-reviews.com/wp-content/uploads/2021/03/image-RwWyjiZCPIF3Y5zl.jpeg" width="307px" alt="north"/></p>
<p>Highlight your achievements and milestones with professionally designed key wins PowerPoint templates. Flaunt your business accomplishments and success by including these creatively designed business key accomplishment PPT diagrams. Get your audience’s attention towards the big win by using the trophy and medals PowerPoint graphics.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://bookkeeping-reviews.com/wp-content/uploads/2021/03/image-j80kWoRXYBze5rL2.jpeg" width="305px" alt="gpp"/></p>
<p>Acted as lead counsel for the plaintiff class in the largest private class action racial discrimination settlement in history, which settled for $192.5 million. Plaintiffs’ Class Counsel in a class action antitrust case filed against Masco Corporation and the four largest manufacturers of insulation. The case settled for $112.25 million, one of the highest antitrust settlements to date in the state of Georgia. Finally, this version of GPP makes it clear that presenting  authors can be reimbursed for out-of-pocket expenses. This is important because I know patients who have been unable to accept invitations to present posters at conferences because the sponsor has said they can’t reimburse expenses. It is now absolutely clear that this is allowed and can be done.</p>
<p>With three assists, Matthew Maggio became the first OHLer to score 80 points on the season reaching 82 by the time the final buzzer sounded. Denver Barkey in his 100th career OHL game completed the Knights’ comeback scoring with less than a minute to go. Darrell Barnett’s 133  second game was the best of the day for St. Augustine (0-9).</p>
<h2 id="toc-0">Bayern Munich: Two key aspects of the win against PSG</h2>
<p>&#8220;They have those kids that understand what a regular <a href="https://bookkeeping-reviews.com/xero-vs-quickbooks-online/">xero vs quickbooks online</a> entails and also what a tournament is. They have depth, their kids understand their roles on the team, they&#8217;ll be a tough team to play against. The scoring woes came in part due to a tough time doing two main things that offensively successful teams are usually good at, according to Meyer. &#8220;In the beginning of the year, it took us a while to get our first win,&#8221; Meyer said. &#8220;We had a lot of close, one-goal games. We had a lot of games where we lost points that we needed because we went into shootouts, but when we needed it, we got the points we needed.</p>
<p>Pressing the key in combination with other keys allows invoking many common functions through the keyboard. Holding down Ctrl+Esc will not substitute for the Windows key in these combinations. This requirement was relaxed in Windows 8.1, allowing the Windows key to be placed on any bezel or edge of the unit, though a centered location along the bottom bezel is still preferred. But the patient voice should also be included if such a task force was to be established.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://bookkeeping-reviews.com/wp-content/uploads/2021/03/image-kTSMVYEdL4RFOb0X.jpeg" width="308px" alt="access"/></p>
<p>Morris&#8217; two goals helped the Lions start the week with a 6-1 victory against Brenham, keeping them in the middle of the 21-5A playoff chase. If one plugs a Windows keyboard into an Xbox 360, pressing the Windows key performs the same action as the Guide button on Xbox 360 Controller or remote controls, opening the Xbox Guide. Holding down the Windows key and pressing M opens a pop up conversation window over gameplay, if an instant message conversation is in progress. On a PlayStation 3 console, pressing the Windows key performs the same action as the PS Button on the Sixaxis Controller, opening the XrossMediaBar.</p>
<h2 id="toc-1">Software Testing and QA services</h2>
<p>At the climax of the first set, a double fault from Keys at 5-5 handed the crucial break to Ostapenko. The former Roland Garros champion tightened her grip on the contest by breaking for 2-1 in the second set with an efficient backhand winner. Former finalist Jelena Ostapenko advanced to the second round of the Qatar TotalEnergies Open in Doha with a straight-sets win against Madison Keys, while Sofia Kenin posted her first Top 20 win since 2020. View the survey instrument and additional information. Approximately 2,000 of 3,000 small local health department employees completed the survey. Download a summary report of the national-level data or explore the findings by setting or HHS region.</p>
<p>In addition, the company is committed to proactively managing the Information Security Management Policy designed to protect the confidentiality, integrity, and availability of business. Adapt it to your needs and capture your audience&#8217;s attention. Download our Key Wins PPT template to give a spark to your boring presentations and help your intended audience quickly comprehend the concept explained by you. The deck features engaging visuals, appealing icons, and a captivating background theme. Using it, startup owners and business development managers can display their key achievements throughout the years in front of investors, new clients and customers, and other stakeholders. Presenting quality improvement initiatives PPT diagrams PPT slide.</p>
<p><a href="https://bookkeeping-reviews.com/">https://bookkeeping-reviews.com/</a>s had claimed victories at Birmingham 2016, Charleston 2019 and Cincinnati 2022, while Ostapenko&#8217;s only impact on the series was a win via retirement at Eastbourne last year. But at a tournament where she has had greater historical success, the 25-year-old rectified that. England took command of Group 2, beating Ireland by four wickets to notch their second successive win, while South Africa played themselves back into contention in Group 1 with a 65-run win over New Zealand.</p>
<h2 id="toc-2">Windows 2000</h2>
<p>Finally, 2022 has been a year of advancement and accomplishment in the realm of security. Security Engineers, Development Leaders, and Executives have all played important roles in the growth of security. From cloud-native security solutions and DevSecOps approaches to the application of machine learning and artificial intelligence in security solutions, there has been significant progress.</p>
<p>This has aided many firms’ overall security and has been critical to the success of various initiatives. However, none of the bills targeting these initiatives passed. Julian Nagelsmann got his defining win in the Champions League on Wednesday. Even though Bayern Munich clinched comfortable wins against FC Barcelona in the group stages, they needed a statement knockout victory after disappointment in the last two seasons. Beyond Key has placed special emphasis on Data Privacy while providing its services, especially in a world where radical digitization also means that client security is at risk. With people’s worlds being online, Beyond Key is expressing higher interest in maintaining the security of not just information but of people’s lives- something that reflects in their business.</p>
<h2 id="toc-3">Key Strategies for a Secure and Productive Hybrid Workforce</h2>
<p>Security in mobile and IoT devices has also been a prominent focus in 2022. With more firms allowing remote work and IoT integration, mobile and IoT device security has become increasingly crucial. To safeguard their mobile and IoT devices, businesses have introduced solutions such as mobile device management, mobile application management, and IoT security platforms.</p>
<p>Not only does this update recognize the importance that patients can have in the publications process, but it also provides advice on how to go about actually doing it. People are getting practical advice on how they can include patients. SlideGeeks added 260 new products (e.g. Completely Researched Decks, Documents, Slide Bundles, etc), which included 1040 slides in total in the past 24 hours. SlideGeeks added 86 new products (e.g. Completely Researched Decks, Documents, Slide Bundles, etc), which included 344 slides in total in the past 24 hours. Lay your hands on our well-crafted Key Wins PowerPoint template to show your organization&#8217;s key achievements, partnerships, major projects, and much more to stakeholders. We have made these slides creative, professional, and colorful to let you present with excellence.</p>
<p>Presentation layout is easy to download and save for later use. Entirely modifiable presentation design can be modified anytime. Presenting initiatives for revenue growth PowerPoint template. Change the design elements e.g. font type, color, size, shape, background etc. PPT can easily be downloaded and converted into JPEG and PDF formats.</p>
<p>Provides an option to save in divergent file formats like JPG or PDF. Presenting critical success factors ERP PPT example file PPT slide. This PPT provides a unique diagrammatic representation of content. It ensures easy inclusion and exclusion of content as per individual need and completely editable presentation vector, text, icons, and graphics. Hassle free inclusion of the company’s personalized content. The PPT is a high-resolution slide model which does not deter the quality when projected on the wide screen.</p>
<div style='border: black solid 1px;padding: 11px;'>
<h3>Key Security Wins 2022: Securing the Future &#8211; Security Boulevard</h3>
<p>Key Security Wins 2022: Securing the Future.</p>
<p>Posted: Sun, 05 Mar 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiUWh0dHBzOi8vc2VjdXJpdHlib3VsZXZhcmQuY29tLzIwMjMvMDMva2V5LXNlY3VyaXR5LXdpbnMtMjAyMi1zZWN1cmluZy10aGUtZnV0dXJlL9IBVWh0dHBzOi8vc2VjdXJpdHlib3VsZXZhcmQuY29tLzIwMjMvMDMva2V5LXNlY3VyaXR5LXdpbnMtMjAyMi1zZWN1cmluZy10aGUtZnV0dXJlL2FtcC8?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Many firms have made considerable progress in safeguarding their digital assets as a result of a greater emphasis on API security, mobile, IoT, and open-source security. As we look ahead, we must continue to emphasize security in our own enterprises and anticipate a more secure 2023. According to a new survey issued by AimPoint Group, W2 Communications, and CISOs Connect, CISOs listed API security as their top priority. Businesses have begun to consider API security as the use of APIs in the digital sphere has risen.</p>
<p>We’ve updated our privacy policy so that we are compliant with changing global privacy regulations and to provide you with insight into the limited ways in which we use your data. Enjoy access to millions of presentations, documents, ebooks, audiobooks, magazines, and more ad-free. Clipping is a handy way to collect important slides you want to go back to later.</p>
<ul>
<li>https://maximarkets.world/wp-content/uploads/2019/03/MetaTrader4_maximarkets.jpg</li>
<li>https://maximarkets.world/wp-content/uploads/2020/08/forex_team.jpg</li>
<li>https://maximarkets.world/wp-content/uploads/2020/08/logo-1.png</li>
<li>https://maximarkets.world/wp-content/uploads/2020/08/forex_education.jpg</li>
</ul>
<p>This PPT design is also compatible with google slides and can be projected to widescreen for business meetings. This unique PPT slide can be used for finance and business topics by professionals. Include your company logo here in the PPT to personalize further. Use this design with Google Slides at ease and project on widescreens for your best experience. Presenting critical success factors business strategy PPT sample.</p>
<p>Use this PPT design while developing business strategies and plan. Change font type, color, background and other important elements. The slideshow can be downloaded into JPEG and PDF formats. Enlarging and reshaping is easy and supported on Google Slides and PowerPoint. High quality icons make the design appear more attractive as well as professional. Presenting critical success factors diagram PPT example file presentation slide.</p>
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		<title>Smart Tax &#038; Business Solutions, Inc : A professional tax and accounting firm in Honolulu, Hawaii: Business</title>
		<link>https://shipraded.org/2021/06/24/smart-tax-business-solutions-inc-a-professional/</link>
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		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Thu, 24 Jun 2021 17:10:39 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=1456</guid>

					<description><![CDATA[Content Outfitting An Office Bookkeeping It&#8217;s one of the best investments I&#8217;ve made in my business because of how confident and supported I feel A Massage Therapist&#8217;s Guide To Business, 2012 PDF Advertising and Marketing Expenses • If you paid <a href="https://shipraded.org/2021/06/24/smart-tax-business-solutions-inc-a-professional/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Outfitting An Office</a></li>
<li><a href="#toc-1">Bookkeeping</a></li>
<li><a href="#toc-2">It&#8217;s one of the best investments I&#8217;ve made in my business because of how confident and supported I feel</a></li>
<li><a href="#toc-3">A Massage Therapist&#8217;s Guide To Business, 2012 PDF</a></li>
<li><a href="#toc-5">Advertising and Marketing Expenses</a></li>
</ul>
</div>
<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/2022/07/computer-graphs-min.webp" width="255px" alt="taxes"/></p>
<p>• If you paid for training or higher education, you may qualify for a credit of up to $2,000 using the Lifetime Learning Tax Credit. Far too often we find that financial professional send reports they want to receive rather than the ones that the clients could actually use. Our mission to make sure that you have the information you need to make solid financial decisions in your business. We partner with you so that you can get that information easily, quickly and in a format that makes sense to you.</p>
<ul>
<li>You are responsible for paying any additional tax liability you may owe.</li>
<li>Some platforms also capture customer pictures, notes and purchasing habits that help massage business owners provide personalized services.</li>
<li>Whether it’s a solo or a small practice, CAEA provides healthcare professionals with a unique, personal level of attention that supports their business’ growth.</li>
<li>Clients in the professional and specialized services industry often get support with cost management, cash flow, and profit goals, using Quickbooks to organize and track profits.</li>
</ul>
<p>It should cover everything from planned expenses to unforeseen overheads and justifications for your budget. It should be as realistic as possible and account for worst-case scenarios. When deciding how to handle your operations and documenting them, it’s a great idea to get a massage booking software that will help automate your booking process and daily admin.</p>
<h2 id="toc-0">Outfitting An Office</h2>
<p>People will take your newly established business more seriously when they see that you take it seriously as well. Every time I work on a new client I look at it as though they are interviewing me to become their new massage therapist. If you also treat such clients as gold, chances are good you will gain a loyal following in no time. I have one friend, who in her 15 years of practice, has never had an office. She has low overhead, doesn’t have to keep an office clean, and gets to visit many beautiful homes with incredible views.</p>
<p>This segment of the business strategy  should contain information about the company and its objectives. Detail the experience within your company and the structure of management and legal status. State what your business has to get ahead of the competition.</p>
<h2 id="toc-1">Bookkeeping</h2>
<p>They understand the value of educating their clients to live better financial lives rather than just do your tax at the end of the year. From questions about  tax planning, or should you lease or buy a business vehicle, we can help. We can guide you through questions about mortgages and business financing, give us a call. The majority of Chiropractors, Physio, and Massage Therapist costs lie within Payroll, Rent and Utilities.</p>
<div style='border: grey dotted 1px;padding: 11px;'>
<h3>Therabody Solidifies Category Leadership with $165 Million Growth &#8230; &#8211; PR Newswire</h3>
<p>Therabody Solidifies Category Leadership with $165 Million Growth &#8230;.</p>
<p>Posted: Tue, 20 Sep 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMisQFodHRwczovL3d3dy5wcm5ld3N3aXJlLmNvbS9uZXdzLXJlbGVhc2VzL3RoZXJhYm9keS1zb2xpZGlmaWVzLWNhdGVnb3J5LWxlYWRlcnNoaXAtd2l0aC0xNjUtbWlsbGlvbi1ncm93dGgtZXF1aXR5LXJvdW5kLWFuZC1sYXVuY2gtb2YtZWlnaHQtbmV3LWlubm92YXRpdmUtcHJvZHVjdHMtMzAxNjI4MzU2Lmh0bWzSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><a href="https://www.bookstime.com/articles/bookkeeping-for-massage-therapists">bookkeeping for massage therapists</a> creates a record of financial transactions that can be summarized for various uses. It is a crucial component to building a financially successful business or medical practice. At TTE, our medical accounting Toronto bookkeeping services are used to understand how much you make, spend and provide you with the ability to make smart business decisions. Having inaccurate bookkeeping or financial statements that are three months behind is the first sign you are not making the correct decisions and working in the dark.</p>
<h2 id="toc-2">It&#8217;s one of the best investments I&#8217;ve made in my business because of how confident and supported I feel</h2>
<p>PCMag.com is a leading authority on technology, delivering lab-based, independent reviews of the latest products and services. Our expert industry analysis and practical solutions help you make better buying decisions and get more from technology. To grow your business, you might spend more than you make for the first year, so having an accurate cash flow projection is paramount. At points in the year, you might see a surplus in your bank account but then refer to your cash flow as you should have higher cash outlays coming for CRA and professional fees. If you pay an IRS or state penalty or interest because of a TurboTax calculation error, we&#8217;ll pay you the penalty and interest.</p>
<p>Helps you support your market choice and avoid entering a section of the industry that is either too broad or niche. You will both waste your time and end up with a bunch of insights that won’t make any sense. This will help you understand if the location is oversaturated in your niche and if you can break even pretty soon. Make sure the description are not very massage jargon-heavy and even a layman can understand its contents. You will probably have a list lying around that details the above information.</p>
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		<title>QuickBooks Online: How to Reconcile a Bank Account</title>
		<link>https://shipraded.org/2021/05/27/quickbooks-online-how-to-reconcile-a-bank-account/</link>
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		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Thu, 27 May 2021 12:35:39 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=1978</guid>

					<description><![CDATA[Contents: How to Fix TurboTax Updates Not Working Error? Bank Reconciliation Opening Balance Discrepancy Warning in QuickBooks Online Way to fix QuickBooks QBW32.exe Error (Fatal Application Exit) Our Services Report All you are required to do is remove the transactions <a href="https://shipraded.org/2021/05/27/quickbooks-online-how-to-reconcile-a-bank-account/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">How to Fix TurboTax Updates Not Working Error?</a></li>
<li><a href="#toc-1">Bank Reconciliation Opening Balance Discrepancy Warning in QuickBooks Online</a></li>
<li><a href="#toc-2">Way to fix QuickBooks QBW32.exe Error (Fatal Application Exit)</a></li>
<li><a href="#toc-3">Our Services</a></li>
<li><a href="#toc-4">Report</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://bookkeeping-reviews.com/wp-content/uploads/2021/03/image-tjX1FbH7KJ3QZym4.jpeg" width="303px" alt="transactions"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://bookkeeping-reviews.com/wp-content/uploads/2021/03/image-hJ1d7jlNbcQZmvoM.jpeg" width="306px" alt="quickbooks bank reconciliation"/></p>
<p>All you are required to do is remove the transactions that you think are correct. This way you can narrow down the result and find the transaction that is causing errors. In QuickBooks, you are likely to find a Transaction Detail report. Running it for finding out the new changes will help you get rid of the discrepancy problems in the accounting software.</p>
<p>In the report, you have to find the adjustments that have been forcefully done and fix them. You can double-check your actions by clicking on the Reconcile button. You’ll get a warning that your beginning balance is off by the value of transactions you’ve unreconciled.</p>
<p>Sometimes following all steps carefully QuickBooks Checking Account Reconciliation some entries missed . By following these steps, you can effectively troubleshoot bank reconciliations issues in QuickBooks Online and get your accounts back on track. Remember to be patient and pay close attention to detail, as this will help you identify and resolve any issues quickly and efficiently. Sometimes users make a reconciliation adjustment to force their bank records to match in QuickBooks. You should not make adjustments to your reconciliation without the guidance of your accountant. Also, adjustments don’t resolve errors, and if you resolve an error, a subsequent adjustment will cause processing problems.</p>
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<h3>Switching to Xero from AccountEdge &#8211; TidBITS</h3>
<p>Switching to Xero from AccountEdge.</p>
<p>Posted: Mon, 10 May 2021 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiQmh0dHBzOi8vdGlkYml0cy5jb20vMjAyMS8wNS8xMC9zd2l0Y2hpbmctdG8teGVyby1mcm9tLWFjY291bnRlZGdlL9IBAA?oc=5' rel="nofollow">source</a>]</p>
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<p>Select the newsletters you’re interested in below. If it is, then click the green Finish now button in the upper right-hand corner of the screen. The cleared balance is calculated as the beginning balance minus payments cleared plus deposits cleared . Tim is a Certified QuickBooks Time Pro, QuickBooks ProAdvisor, and CPA with 25 years of experience. He brings his expertise to Fit Small Business’s accounting content. Then, set the date of today in the “Date to” field.</p>
<h2 id="toc-0">How to Fix TurboTax Updates Not Working Error?</h2>
<p>We suggest to discover new changes to get rid of the discrepancy. There should be no mismatch in the balance because of the changes. Set aside enough time each month so you can thoroughly examine your bank and credit card statements and carefully reconcile each account. Compare each transaction on your statement to the transaction in QuickBooks, marking them off only once you’re sure you are selecting the correct ones. QuickBooks Online will automatically check off transactions on the reconciliation screen which have been entered or matched using the bank feed feature. If your filters aren’t set correctly, this could lead you to reconcile a transaction that didn’t actually clear the bank during the statement period, causing problems in future months.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://bookkeeping-reviews.com/wp-content/uploads/2021/03/image-7cyTIsxSKVgzf6XL.jpeg" width="305px" alt="identify"/></p>
<p>QuickBooks software is equipped with innumerable functions and utilities that have attested to its superiority in the accounting industry. Discussing about the bank reconciliation process, it is the procedure where the transactions performed will tally with the bank statements or credit card account. At some  point in time, you might face certain disruptions in the QuickBooks bank reconciliation. While running with QuickBooks accounting software, if your records in QuickBooks Desktop don’t coordinate your bank statements toward the finish of reconciliation.</p>
<p>In order to track down what is going on here, the following strategies may be helpful in uncovering the discrepancy. SelectViewto see the history of changes to the transaction. Enter the ending balance from the statement and the ending statement date. Catches errors before they spiral out of control into bookkeeping Armageddon.</p>
<h2 id="toc-1">Bank Reconciliation Opening Balance Discrepancy Warning in QuickBooks Online</h2>
<p>If the process is performed in proper order and without discrepancies for “QuickBooks online bank reconciliation“, you can reconcile the statements without error. Though because of the complexities of the tasks, there might be some issues that can lead to unwanted delays and disruptions. In such a situation speak to a Certified ProAdvisor at QuickBooks ProAdvisor Support Number. Hence, before reconciling the next month, you need to resolve it. Here you get an option to fix the under ‘ We can assist you in fixing it’ option. Gather your bank, credit card and loan statements.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://bookkeeping-reviews.com/wp-content/uploads/2021/03/image-n5zQlgJoKEqbBLud.jpeg" width="304px" alt="banking"/></p>
<p>You will get a pop-up warning that your changes could put you out of balance the next time you try to reconcile. Click Yes if you’re sure you want to undo reconciliation. Repeat this process for every transaction you want to un-reconcile. Reconciling your accounts is an important step in your business accounting process.</p>
<h2 id="toc-2">Way to fix QuickBooks QBW32.exe Error (Fatal Application Exit)</h2>
<p>One of those features is “Reconciliation in QuickBooks” that ensures that all your business transactions are displayed accurately on your account. But at times there might be Reconciliation Discrepancy in QuickBooks that may impact your productivity. If you have experienced reconciliation discrepancies in your QuickBooks account, identify the reason that might have caused the issue in the first place.</p>
<p><a href="https://bookkeeping-reviews.com/">https://bookkeeping-reviews.com/</a> is a system of checks and balances for your bookkeeping. If you’re worried about screwing up your bookkeeping, then reconciliation is going to quell some of those fears. It should be part of your monthly bookkeeping routine and you’ll reconcile your bank and credit card accounts once a month. One of the most common problems with the QuickBooks bank reconciliation is that the beginning balance does not match the opening balance on the bank  statement.</p>
<h2 id="toc-3">Our Services</h2>
<p>They can help get your reconciliations back on track. Make sure you’re reconciling the right account for the right month. If there’s a transaction that equals the discrepancy, it likey needs to be unchecked because it hasn’t cleared in the statement window. Get out the statement for the month you are reconciling and find your opening and closing balance. In the QuickBooks Online Accountant when you are signing in as an accountant user, choose Client from the drop-down on the Toolbelt to open Client’s company file. The Filter Icon field will give you several options for filtering data.</p>
<ul>
<li>If reconciling and the transaction has cleared the following month, mark it as cleared on the reconciliation for the previous month.</li>
<li>By verifying such information in QuickBooks and QuickBooks Online, the discrepancies can be removed from the accounting software.</li>
<li>If your difference is, for example, $21.50, then look for a transaction for this amount on either your bank statement or the QuickBooks list of transactions.</li>
<li>We suggest reading this guide while following along in your account.</li>
<li>If you’re using Rewind Backups for QuickBooks Online and need to perform an Advanced Restore, you also may need to undo reconciliations in your company files.</li>
</ul>
<p>Only after that, you will be able to reconcile them. Before proceeding further, you should know how to find reconciliation discrepancies in QuickBooks Online so that you can review the beginning and opening balance. Whether you are reconciling the account for the very first time or the second time, you need to make sure that the opening and balance should be accurate.</p>
<p>Gentle Frog, LLC does not have any responsibility for updating or revising any information presented herein. Accordingly, the information provided should not be relied upon as a substitute for independent research. Gentle Frog, LLC does not warrant that the material contained herein will continue to be accurate, nor that it is completely free of errors when published. Readers and viewers should verify statements before relying on them.</p>
<p>Some user has <a href="https://bookkeeping-reviews.com/how-to-implement-demand-forecasting-to-your-supply/">how to implement demand forecasting to your supply chain</a> the transaction into QuickBooks that has not cleared the bank yet. At the beginning of the reconciliation, you have entered the incorrect ending balance. You may not find a proper way to locate discrepancies in QBO. By following the manual approach, however, you can initially find any financial report in it. In this report, please observe the starting balance as well as the opening one. You can manually see and find the discrepancies in both.</p>
<p>Even a minor error can completely unbalance your accounts, and unreconciling and re-reconciling your company files can slow down your workflow and reduce your productivity. Backing up your QuickBooks Online company files regularly ensures you can quickly and easily recover data and undo mistakes, big or small. When you need to restore your data in a hurry, automated cloud backup solutions such as Rewind act as an undo button for businesses using QuickBooks Online. Reconciling business accounts is crucial because it compares figures against bank statements and verifies that they’re accurate and consistent. Reconciliation confirms that the books are complete and ready to be closed for the month. If there’s a discrepancy, the bookkeeper may need to redo the reconciliation altogether.</p>
<p>If you don’t find the transaction on the bank statement then it should not be on the reconciliation. It is common to make new changes in your QuickBooks report. When the changes are not correct, a mismatch in the balance may occur. These changes will have to be checked in reports like the Reconciliation Discrepancy report, Transaction Detail report, etc. Along with this, you can remove the reconciliation discrepancies from your account in QuickBooks by reverting the adjustments too.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://bookkeeping-reviews.com/wp-content/uploads/2021/03/image-fyAJ6vWSUbEkZgzD.jpeg" width="307px" alt="bank reconciliations"/></p>
<p>In the Delete process, select the file, lists, or transactions you want to delete, then apply the filters on the file and then click on the Delete option. After that, apply the filters, select the fields, and then do the export. This as a report in where all the details of discrepancies are shown. When the financial records are compared, the information related to the discrepancies can be stored and used later to resolve the errors.</p>
<p>Check that your closing balance in QuickBooks Online matches what’s listed on the bank statement. Typos, missing digits, and reversed digits can all lead to reconciliation mayhem. Reconciliation is a process where you make sure your bookkeeping matches what’s in your bank. You review the transactions in your bookkeeping system and cross-reference them with your bank statement.</p>
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<h3>3 Most Useful Features for Excel Small Business Accounting &#8211; The Motley Fool</h3>
<p>3 Most Useful Features for Excel Small Business Accounting.</p>
<p>Posted: Wed, 18 May 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiVGh0dHBzOi8vd3d3LmZvb2wuY29tL3RoZS1hc2NlbnQvc21hbGwtYnVzaW5lc3MvYWNjb3VudGluZy9hcnRpY2xlcy9leGNlbC1hY2NvdW50aW5nL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>To successfully reconcile your transactions against your bank statement, the difference between the ending balance and cleared balance should be zero. If the difference isn’t zero, then we’ll also share some troubleshooting tips to help you locate the discrepancies. In QuickBooks, reconciliation discrepancy due to adjustments is common. This usually happens when a transaction is missing. Also, if a change has been made to the reports in the accounting software, then the reconciliation discrepancy error will be displayed.</p>
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		<title>Families First Response Act Expanded Leave Provisions Set to Expire Diversified Group</title>
		<link>https://shipraded.org/2021/02/17/families-first-response-act-expanded-leave/</link>
					<comments>https://shipraded.org/2021/02/17/families-first-response-act-expanded-leave/#respond</comments>
		
		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Wed, 17 Feb 2021 13:23:53 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=2062</guid>

					<description><![CDATA[Content Consumer Protection Provisions Interaction with COVID-19 Leave Provisions Employee retention credit Employee Retention Credit for Employers Subject to Closure Due to COVID-19 (Section Leave A Comment Cancel reply I am self-employed. Is there any way I can get paid time <a href="https://shipraded.org/2021/02/17/families-first-response-act-expanded-leave/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Consumer Protection Provisions</a></li>
<li><a href="#toc-1">Interaction with COVID-19 Leave Provisions</a></li>
<li><a href="#toc-2">Employee retention credit</a></li>
<li><a href="#toc-3">Employee Retention Credit for Employers Subject to Closure Due to COVID-19 (Section</a></li>
<li><a href="#toc-4">Leave A Comment Cancel reply</a></li>
<li><a href="#toc-5">I am self-employed. Is there any way I can get paid time off due to COVID-19?</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://adprun.net/wp-content/uploads/2021/03/image-VW6LpuQG0yMSa1ON-227x170.jpeg" width="259px" alt="provide"/></p>
<p>But Google <a href="https://adprun.net/">https://adprun.net/</a> Section 230 of the Communications Decency  Act provide it immunity. Allocates $386 million for up to 12 months of retraining assistance for veterans who are unemployed due to COVID-19 and do not have other veteran education benefits. This funding covers the cost of the retraining program and provides a housing allowance for veterans while they undergo this training. $1 billion for contractors to extend the payment of wages, salaries and benefits.</p>
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<h3>Health Care Week in Review: DEA Issues Proposed Rules on &#8230; &#8211; JD Supra</h3>
<p>Health Care Week in Review: DEA Issues Proposed Rules on &#8230;.</p>
<p>Posted: Tue, 07 Mar 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiUGh0dHBzOi8vd3d3Lmpkc3VwcmEuY29tL2xlZ2FsbmV3cy9oZWFsdGgtY2FyZS13ZWVrLWluLXJldmlldy1kZWEtaXNzdWVzLTY3ODQ2NTgv0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>This means that a child’s classroom in school or place of care has been closed after concern that a person who had been present on the school or daycare premises on or after January 1, 2021, was exposed to, or had contracted, COVID-19. This does not include caring for a child whose school or daycare was closed before January 1, 2021. If the school or daycare was closed on or after January 1, 2021, it must have been due to a closure, or partial closure, making the care unavailable due to COVID-19 on the premises. If needed, the University will supplement the pay of employees receiving FFCRA benefits with COVID-19 Paid Administrative Leave so that they receive full pay without drawing on other available accrued leave balances. If you no longer have a qualifying reason for taking EPSL before you exhaust the full entitlement , you may take any remaining paid sick leave later, until Dec. 31, 2020, if another qualifying reason occurs. Also note that any leave you take off to care for a child who is out of school or daycare due to COVID-19 counts toward the FMLA&#8217;s 12-week limit.</p>
<h2 id="toc-0">Consumer Protection Provisions</h2>
<p>The requirement to <a href="https://adprun.net/cares-act-and-ffcra-provisions-expiring/">Cares Act And Ffcra Provisions Expiring</a> “retroactive” 2021 COVID-19 Supplemental Paid Sick Leave does not start until March 29, 2021. This “retroactive” payment is only required if the covered employee makes an oral or written request to be paid for leave that qualifies . Employers have a 10-day grace period after the signing of the law to begin providing 2021 COVID-19 Supplemental Paid Sick Leave. This means that employers are required to provide this leave beginning on March 29, 2021. The order or guidelines must be specific to the covered employee’s circumstances. For example, guidelines or an order of a local health officer that directs individuals who live with someone who has COVID-19 to quarantine themselves would satisfy the eligibility requirement for taking 2021 COVID-19 Supplemental Paid Sick Leave.</p>
<ul>
<li>Paid sick leave under the Emergency Paid Sick Leave Act is in addition to other leave provided under Federal, State, or local law; an applicable collective bargaining agreement; or your employer’s existing company policy.</li>
<li>If you do so, you must pay your employee the full amount to which he or she is entitled under your existing paid leave policy for the period of leave taken.</li>
<li>Employers should keep careful track of amounts accrued and be prepared to pay the amounts when due.</li>
<li>In contrast, the second business where you are placed will generally be required to provide its employees with paid sick leave or expanded family and medical leave because it has fewer than 500 employees .</li>
</ul>
<p>May I take 80 hours of paid sick leave for my self-quarantine and then another amount of paid sick leave for another reason provided under the Emergency Paid Sick Leave Act? You may take up to two weeks—or ten days—(80 hours for a full-time employee, or for a part-time employee, the number of hours equal to the average number of hours that the employee works over a typical two-week period) of paid sick leave for any combination of qualifying reasons. However, the total number of hours for which you receive paid sick leave is capped at 80 hours under the Emergency Paid Sick Leave Act. Individuals who have only foreign health coverage or are uninsured are considered uninsured individuals for the purposes of vaccine administration claims reimbursement in the Uninsured Program, as foreign health coverage may be impossible or not feasible to ascertain. Providers who administer FDA-authorized or licensed COVID-19 vaccines to individuals whose only health care coverage at the time the vaccine was administered was foreign health coverage may submit vaccine administration claims to the Uninsured Program.</p>
<h2 id="toc-1">Interaction with COVID-19 Leave Provisions</h2>
<p>However, the HRSA COVID-19 Uninsured Program continues to reimburse independent laboratories at a rate of $100 for COVID-19 PCR testing claims with HCPCS codes U0003 and U0004 and did not implement the add-on reimbursement for HCPCS U0005 on January 1, 2021. The program guidance is intended to define what services are eligible for reimbursement under the program. Claim reimbursement eligibility for diagnostic testing services performed by independent labs is different than claim reimbursement eligibility for such services performed by hospitals or physicians. This is because independent labs do not always know the reason for testing when ordered by another provider and they are dependent on the diagnosis information indicated by the provider. Therefore, HRSA reimburses for specific COVID-19 diagnostic testing services for any diagnosis only when performed by independent labs. Initially, the Families First Coronavirus Response Act and the PPPHCEA each appropriated $1 billion to reimburse providers for conducting COVID-19 testing for uninsured individuals.</p>
<ul>
<li>Coronavirus Tax Relief for Businesses and Tax Exempt Entities &#8211; The IRS established a special section of its website providing guidance for businesses and tax-exempt entities affected by COVID-19.</li>
<li>Similarly, any unused amounts that would have expired at the end of a plan year ending in 2021 may be carried over to the plan year ending in 2022.</li>
<li>You must therefore pay the second employee for 6.5 hours per workday times 2/3 his or her regular rate for each day of expanded family and medical leave taken, subject to a $200 per day cap and $10,000 maximum .</li>
<li>If your leave of absence is voluntary, you may end your leave of absence and begin taking paid sick leave or expanded family and medical leave under the FFCRA if a qualifying reason prevents you from being able to work .</li>
<li>This legislation continues many provisions provided in the CARES Act and the FFCRA.</li>
<li>The additional 11 weeks of benefits extends to 24 weeks the extended unemployment eligibility period.</li>
</ul>
<p>In an effort to continue to support employees, updated COVID-19 work and leave provisions are available effective Jan. 1, 2021 through March 31, 2021. Please visit the COVID-19 Leave Information page for more information. ARPA allowed taxpayers with a modified AGI of less than $150,000 to exclude up to $10,200 of unemployment compensation received from taxable income in 2020. Though unemployment benefits continued into the third quarter of 2021, no such  exclusion exists for the 2021 tax year. Taxpayers who received unemployment compensation in the current year will need to include these benefits in taxable income.</p>
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		<title>Contra asset definition</title>
		<link>https://shipraded.org/2020/12/22/contra-asset-definition/</link>
					<comments>https://shipraded.org/2020/12/22/contra-asset-definition/#respond</comments>
		
		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Tue, 22 Dec 2020 13:16:28 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=1500</guid>

					<description><![CDATA[Content Presentation of Contra Assets What Does Contra Account Mean? What is a Contra Asset Account? Definition, Types, Example, and More It https://quick-bookkeeping.net/ all the depreciation related to an asset or the company’s overall assets. Usually, companies add to the <a href="https://shipraded.org/2020/12/22/contra-asset-definition/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Presentation of Contra Assets</a></li>
<li><a href="#toc-1">What Does Contra Account Mean?</a></li>
<li><a href="#toc-2">What is a Contra Asset Account? Definition, Types, Example, and More</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="equity"/></p>
<p>It <a href="https://quick-bookkeeping.net/">https://quick-bookkeeping.net/</a> all the depreciation related to an asset or the company’s overall assets. Usually, companies add to the accumulated depreciation account after every accounting period. The accumulated depreciation account plays a vital role in representing the accurate value of an asset in the financial statements. They are also helpful for keeping the books balanced and creating a clear trail of financial breadcrumbs for historical review and reporting.</p>
<p>Contra revenue account, which is used to record the net amounts and usually has a debit balance, as opposed to the revenue account that records the gross amounts. The decrease in the asset and accumulated depletion accounts reduces the balance to zero and removes the account from the balance sheet. That calculated amount is credited to either the appropriate intangible asset account or accumulated amortization account . Suppose a company has recorded $100,000 in accounts receivable (A/R) and $10,000 in the allowance for doubtful accounts (i.e. 10% of A/R  is estimated as uncollectible).</p>
<h2 id="toc-0">Presentation of Contra Assets</h2>
<p>At the end of the year, their assets are as follows… Nova Company valued a van at $30,000, an office building at $500,000 and office equipment at $20,000. At the same time, depreciation for the van at the end of the year ended up at $500. When examining the term “contra asset account,” look no further than the root of contra to get a vague grasp of the definition.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="contra account balance"/></p>
<p>Intangible assets are created through time and effort, and are identifiable as separate assets. These assets represent rights to receive future payments that are not due at the balance sheet date. Fixed assets, according to International Accounting Standard 16, are long range assets whose cost can be measured reliably. Despite being classified as a liability, it functions more like an asset because benefits are provided to the company. Still, the dollar amounts are separately broken out in the supplementary sections most of the time for greater transparency in financial reporting. So, an organization looking for a robust accounting process must move to this reporting for better understanding.</p>
<h2 id="toc-1">What Does Contra Account Mean?</h2>
<p>The sales discount account represents the discount amount a company gives to customers as an incentive to purchase its products or services. Expense accounts are technically contra equity accounts because they are linked to another equity account, revenue, and maintain an opposite balance. The expense account uses its debit balance to reduce the revenue account’s credit balance.</p>
<p>To offset this, the allowance for doubtful accounts balance is adjusted via a credit, while the bad debt account is debited to balance out the AR account. When combined, the AR account and the allowance for doubtful accounts contra assets offer a projection of how much net cash is expected to be received from outstanding accounts. Contra assets are accounts in the general ledger—where you enter your transactions—that carry a balance used to offset the account with which it is paired.</p>
<h2 id="toc-2">What is a Contra Asset Account? Definition, Types, Example, and More</h2>
<p>The credit balance in the account Allowance for Doubtful Accounts tells us how much of the debit balance in Accounts Receivable is unlikely to be collected. When a contra asset account is first recorded in a journal entry, the offset is to an expense. For example, an increase in the form of a credit to allowance for  doubtful accounts is also recorded as a debit to increase bad debt expense. Balance sheet, users of financial statements can learn more about the assets of a company.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Which of the following is a contra asset account?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Accumulated depreciation. The accumulated depreciation account is a contra asset account because it reduces the effective value of fixed assets of a firm.</p>
</div></div>
</div>
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		<item>
		<title>Audit, Tax, Advisory and Outsourcing Real Estate Construction</title>
		<link>https://shipraded.org/2020/11/23/audit-tax-advisory-and-outsourcing-real-estate/</link>
					<comments>https://shipraded.org/2020/11/23/audit-tax-advisory-and-outsourcing-real-estate/#respond</comments>
		
		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Mon, 23 Nov 2020 15:51:28 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=3146</guid>

					<description><![CDATA[Content Services Accountants for estate agents Property Investment As a Business Xero&#8217;s 2022 industry performance report A team of accountants specialising in estate agents Talk to an accountant Property management software offers landlords the capability of creating a maintenance schedule <a href="https://shipraded.org/2020/11/23/audit-tax-advisory-and-outsourcing-real-estate/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Services</a></li>
<li><a href="#toc-1">Accountants for estate agents</a></li>
<li><a href="#toc-2">Property Investment As a Business</a></li>
<li><a href="#toc-3">Xero&#8217;s 2022 industry performance report</a></li>
<li><a href="#toc-4">A team of accountants specialising in estate agents</a></li>
<li><a href="#toc-5">Talk to an accountant</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="bookkeeping for real estate agents"/></p>
<p>Property management software offers landlords the capability of creating a maintenance schedule for each of their properties that will remind them and help organise their calendars accordingly. That same software can also help improve relations between landlords and tenants as they create maintenance requests with visual references direct to your property management tool. 123 Financials take the time to understand your needs as a client and not only support you from a transactional perspective but also provide advisory services.</p>
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<h3>What are real estate accounting methods?</h3>
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<p>Generally there are two methods available for real estate activities: cash and accrual.</p>
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<p>Hire an Accountant Work with a London-based accountant for tax, accounting, payroll, &#038; EIS/&#8230; Need Startup Accountant Work with a London-based accountant for tax, accounting, payroll, &#038; EIS/&#8230; Hire Startup Accountant Work with a London-based accountant for tax, accounting, payroll, &#038; EIS/&#8230; Whether a sole trader, a partnership or limited liability partnership, the director of a limited company or a Trustee our team can produce end of year financial accounts. These can be used by our tax team in order to complete the tax return, or sent to your own tax adviser.</p>
<h2 id="toc-0">Services</h2>
<p>We are an award-winning, multi-skilled team of more than 90 experienced team members and industry specialists, and featuring in the Accountancy Age ‘Top 100’. So the estate agent&#8217;s turnover is only the commission which he receives. Property developer’s accounts have unique patterns with some seeing large sums outgoing at the beginning of a project, payments throughout and lump sum income on completion. The information provided throughout this website is not and cannot ever be intended either as financial investment advice or legal advice or otherwise. You should take independent specialist advice before making any decision.</p>
<p>We’ve taken a look at how property management software can save time and ensure data is up-to-date. We understand how the property industry works and which reports <a href="https://www.world-today-news.com/accountants-tips-for-effective-cash-flow-management-in-the-construction-industry/">construction bookkeeping</a> you need to run your business efficiently. It’s totally understandable to be overwhelmed with all the accounting you have to do for your real estate investments.</p>
<h2 id="toc-1">Accountants for estate agents</h2>
<p>Indeed, it’s important that landlords understand that having a rental property is a business. You will be generating an income and you’ll need to pay tax on that income. We offer a free one-hour initial consultation so you can find out more about our accounting for estate agents, and we can learn about your business’s priorities and needs. If you want to run a successful real estate business, you have to take accounting seriously.</p>
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" width="259px" alt="bookkeeping for real estate agents"/></p>
<p>If these food purchases are essential to your business, you can keep the receipt and claim them as tax-deductible. These deductions also include any office supplies or equipment you have to run your business. As a self-employed real estate agent, you may work from home or rent an office space. You will have a DR on your business bank account for £95,000 &#8211; code £90,250 of this to suspense or create a nominal code for monies collected on behalf of clients, code £4750 of it to sales including VAT. Then when the transfer is made to the holding account, record the transaction as a transfer on your accounting software and these should green off.</p>
<h2 id="toc-2">Property Investment As a Business</h2>
<p>No matter how urgent or complex the need is, our five decades of collective experience can solve any issue. Our clients turn to us when buying, selling, developing and asset managing property portfolios or investing  in a wide range of asset classes. Whether you are a privately owned or publicly listed and whatever your size, from start-up to large UK or global enterprise, we have the approach and resources to meet your needs.</p>
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" width="253px" alt="bookkeeping for real estate agents"/></p>
<p>We offer a service called Direct Bookkeeping to estates and landowners who want to outsource their bookkeeping, but where Strutt &#038; Parker is not involved in the day to day management of the business. As specialists in accounting for property, agriculture and the rural sector, we understand the particular needs of such businesses. You likely have a budget for advertising and marketing to grow your business. Marketing charges could include a range of things, like website hosting, graphic design fees, business cards, and open houses. You can also include paid ads, billboards, or signs you use to promote your property services.</p>
<h2 id="toc-3">Xero&#8217;s 2022 industry performance report</h2>
<p>Since it’s a business, landlords really should keep on top of their paperwork to ensure that everything is up-to-date and no expenses are being missed. The cost of any services, including cleaners that may be part of a rental agreement. Don’t forget also that some professional landlord organisations will also offer access  to programs for free for landlords with up to three properties on their books.  Fortunately, there are various software <a href="https://time.news/how-can-retail-accounting-streamline-your-inventory-management/">https://time.news/how-can-retail-accounting-streamline-your-inventory-management/</a> packages available and while some of these are free, it’s also worth considering the paid-for offerings, particularly since you can claim these against your tax bill. Also, the ones that cost also tend to be more professional and easier to use. OUR PURPOSE ABOUT US ‘’Growth is the only evidence of life’’ – John Henry Newman Corient Business Solution is one of the leading outsourcing accounting and bookkeeping company based in&#8230;</p>
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<h3>Can a bookkeeper prepare accounts?</h3>
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<p>This is a task that only your accountant will be able to do for you. Your bookkeeper will also not be able to file corporation tax returns, calculate your capital gains tax and prepare management accounts, business plans or cash flow forecasts.</p>
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<p>Rest assured, our industry-specific experts and newer technology can seamlessly propel growth and bring new revenue avenues. Charity and not for profit newsletter 12 April 2023 Stay up-to-date with the latest updates in the charity sector by downloading our 2023 spring newsletter from our experts at Price Bailey. End of life planning | Making sure your affairs are in order 17 April 2023 There are said to be two certainties in life – death and taxes. Whilst we will readily discuss our tax affairs, death is an uncomfortable&#8230;</p>
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