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	<title>Bookkeeping &#8211; Ashok Sawhney</title>
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	<title>Bookkeeping &#8211; Ashok Sawhney</title>
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		<title>5 Ways To Reduce Work In Progress Wip In Manufacturing</title>
		<link>http://ashoksawhney.com/2022/05/23/5-ways-to-reduce-work-in-progress-wip-in/</link>
					<comments>http://ashoksawhney.com/2022/05/23/5-ways-to-reduce-work-in-progress-wip-in/#respond</comments>
		
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		<pubDate>Mon, 23 May 2022 16:06:21 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[Content Avoid Hand Calculating Ending Work Reduce Wip In Manufacturing And Accelerate Production Retail Vs Cost Inventory Accounting Looking For A Fulfillment Solution? Accountingtools The term work-in-progress is a production and supply-chain management term describing partially finished goods awaiting completion. WIP refers to the raw materials, labor, and overhead costs incurred for products that are [&#8230;]]]></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">Avoid Hand</a></li>
<li><a href="#toc-1">Calculating Ending Work</a></li>
<li><a href="#toc-2">Reduce Wip In Manufacturing And Accelerate Production</a></li>
<li><a href="#toc-3">Retail Vs  Cost Inventory Accounting</a></li>
<li><a href="#toc-4">Looking For A Fulfillment Solution?</a></li>
<li><a href="#toc-6">Accountingtools</a></li>
</ul>
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" width="250px" alt="work in process inventory"/></p>
<p>The term work-in-progress is a production and supply-chain management term describing partially finished goods awaiting completion. WIP refers to the raw materials, labor, and overhead costs incurred for products that are at various stages of the production process. WIP is a component of the inventory asset account on the balance sheet. These costs are subsequently transferred to the finished goods account and eventually to the cost of sales. WIP inventory is the cost of partially completed goods at the end of the accounting/reporting period. It forms part of the company’s balance sheet along with raw materials and finished goods.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="work in process inventory"/></p>
<p>Knowing your business&#8217;s WIP can help you to calculate how much has been invested so far and how much the production for a product truly costs you. A work-in-process unit can be defined as inventory that’s not finished and therefore, isn’t quite ready to be sold yet. WIP units are inventory that still requires work, assembly, inspection, or processing before they’re completed. Since work-in-process units are included in your production costs, it’s important to keep an eye on this inventory, know the number of units, and set strict limits. As the name suggests, work in progress, or WIP, are the goods that are not complete and are at some stage of production.</p>
<p>Then you find that you have invested $225,000 in production costs for the quarter, and the total value of your finished goods is $215,000. Work in process is generally used for unfinished products that will be turned into finished products soon.</p>
<h2 id="toc-0">Avoid Hand</h2>
<p>Even if all work is completed on a WIP unit and it becomes a finished good, it doesn’t necessarily mean the unit is ready <a href="https://www.bookstime.com/articles/work-in-process">work in process inventory</a> to hit the shelves and be sold to consumers. In some cases, a finished good still needs other components to go to market.</p>
<ul>
<li>To keep things at optimal levels means that the company can efficiently minimize its WIP.</li>
<li>And one thing that these professions agree on is that it’s usually best to minimize work in process inventory.</li>
<li>Work in progress would then refer to large projects that would take a considerable length of time to complete- this is more relevant to the construction industry and less so to commerce businesses.</li>
<li>The cost of a manufacturer&#8217;s work-in-process inventory are to be disclosed in the company&#8217;s financial statements.</li>
<li>If you still need to find your beginning WIP inventory, you can do so with a formula.</li>
<li>In other words, ordering finished products from a manufacturer lowers the amount of work in process inventory you have, which reduces your cost of manufacturing.</li>
</ul>
<p>WIP inventory is considered an inventory asset, and as it moves through the stages of production, it becomes part of the cost of sales. Work in process inventory is the stage immediately before it becomes a finished good. They aren’t yet ready for sale and are still listed under the inventory asset account in a company’s balance sheet. The inputted value of work in process inventory is often not the final amount, as other costs for packaging, storage, and transportation are also added in later steps.</p>
<h2 id="toc-1">Calculating Ending Work</h2>
<p>Supply chain and managing all types of inventory are established fields of expertise now. And one thing that these professions agree on is that it’s usually best to minimize work in process inventory. When it comes to inventory management, better insights mean better decisions. But in order to build the optimal inventory management system, you need the right tools. A WIP is different from a finished good which refers to a product that is ready to be sold to the consumer.</p>
<p>Before you create your WIP report, finish as many units as is practical for your business. This will minimize the number of WIP units you need to claim on your report.</p>
<p>Auditors focus substantial effort on analyzing how companies quantify and allocate their costs. Under standard costing, the WIP balance grows based on the number of steps completed in the manufacturing process. Therefore, auditors analyze the methods used to quantify a product’s standard costs, as well as how the company allocates the costs corresponding to each phase of the production process. A “work-in-process” unit is a unit of inventory that’s waiting to be finished and still needs some work. Not only does the cost of this unit represent the materials it’s made up of, it also represents the labor and other overhead costs that were spent to create it.</p>
<h2 id="toc-2">Reduce Wip In Manufacturing And Accelerate Production</h2>
<p>Instead, work-in-process should move between work centers one unit at a time, with very little inventory piling up between workstations. Ideally, a lean production environment should contain so little work-in-process inventory that the amount on hand is immaterial. Last-in, first-out concerns the last items placed in a goods inventory that will be sold first during the accounting year.</p>
<ul>
<li>Work in process inventory refers to partially completed materials within a production cycle.</li>
<li>As soon as a company’s building project wraps up and they start using the building that would no longer be under work-in-progress, or construction work-in-progress.</li>
<li>The direct materials that are used to produce WIP are credited to the raw materials inventory account and debited to the WIP inventory account.</li>
<li>The difference between work in progress and finished goods is a measure of completion of the inventory stage from the raw material.</li>
<li>Companies must report the value of raw materials, WIP and finished goods on their balance sheets.</li>
</ul>
<p>Some folks refer to work in process inventory only in the context of production operations that move along relatively quickly. They reserve work in progress for larger-scale projects like consulting or construction work. It doesn’t take into account waste, scrap, spoilage, downtime, and MRO inventory. In order to achieve 100% accuracy, you’d need to itemize every factor in the production process. That said, it’s better to have some grip on your WIP inventory than none at all.</p>
<h2 id="toc-3">Retail Vs  Cost Inventory Accounting</h2>
<p>Work-In-Progress is used in the construction industry to refer to a construction project’s costs instead of a product. The formula to calculate both terms, however, is mostly the same for accounting purposes. WIP, or “Work in Progress” is a part of a company’s overall inventory that has begun being processed but is not yet finished. As raw materials and components are consumed, they gain value because they have incurred some labor and overhead. And each subsequent sub-process throughout the factory adds additional value. WIP Inventory (Work-in-Progress) is defined as the goods in different stages of production. Work in Progress Inventory includes material that has been released from the inventory for the process but has not yet been completed and is waiting for a final inspection.</p>
<p>This total amount represents the conclusion of the accounting period’s work-in-process inventory and the start of the following accounting period. BarcodeShack’s software and hardware specialists help solve clients’ manufacturing and work-in-process challenges using decades of product selection and implementation experience. Financing– companies with short-term cash flow issues tend to seek short-term financing solutions, such as WIP inventory financing.</p>
<ul>
<li>It is based on the accounting equation that states that the sum of the total liabilities and the owner&#8217;s capital equals the total assets of the company.</li>
<li>For the majority of manufacturers, WIP inventory is the raw materials plus labor and production overhead.</li>
<li>Kirsten Rohrs Schmitt is an accomplished professional editor, writer, proofreader, and fact-checker.</li>
<li>Work in progress includes goods that are partially completed, and are still in the production process.</li>
<li>On the other hand, work in progress takes time and cannot be termed a current asset as it is not anticipated to be converted into cash soon.</li>
</ul>
<p>However, these two terms actually refer to different things within the production process. Tracking of WIP levels and inventory is good manufacturing practice that ensures operations proceed smoothly.</p>
<p>In the accounting department of manufacturing companies, the in-process inventory is an important process where accounting for the value of in-process inventory is done. This process works in a cycle that keeps on repeating during the year for manufacturing. Raw materials are converted into work-in-process and then turned into finished goods. Auditors perform additional audit procedures to ensure that a company’s recognition of revenue complies with their accounting policies. Under standard costing, companies typically record inventory at cost, and then recognize revenue once they sell the product. For job costing, revenue recognition typically happens based on the percentage-of-completion or completed-contract method.</p>
<p>Management tries to keep WIP inventory as low as possible, as there is no market for unfinished goods, and moreoverWIP tracking helps in monitoring production schedule and process. Keep inventory at a minimal level as per requirement helps in reducing the investment of the company. The production or the business manager must monitor the WIP constantly to allocate appropriate cost and for proper valuation of inventory. <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> Work-in-process inventory is materials that have been partially completed through the production process. These items are typically located in the production area, though they could also be held to one side in a buffer storage area. The cost of work-in-process typically includes all of the raw material cost related to the final product, since raw materials are usually added at the beginning of the conversion process.</p>
<h2 id="toc-4">Looking For A Fulfillment Solution?</h2>
<p>Since these products are finished and ready for sale, they&#8217;re not accounted for in the work in process. Companies must report the value of raw materials, WIP and finished goods on their balance sheets.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="work in process inventory"/></p>
<p>Work in Process is one of the three types of inventory, with others being Raw Material Inventory and Finished Goods Inventory. Alternatively, companies assign a standard percentage of the entire WIP items. This assumption considers that an average level of completion would be roughly correct when averaged over a large number of units. Reducing WIP is a vital process in lean manufacturing, and achieving this is an ever-evolving practice.</p>
<p>By utilizing JIT, locating bottlenecks, and by upgrading, manufacturers can truly begin to achieve maximum production levels. One of the most common solutions to this problem in manufacturing is to provide guidelines on which places items should go, along with how many. Labeling storage bins and organizing them will help solve organization issues. By knowing exactly where materials are, transitional time can be reduced so more time is spent on work. Workers can better set up the processes that follow and precede them, resulting in faster task completion. With small amounts of time saved in each step, manufacturing WIP is reduced greatly. When a bottleneck occurs, it slows down the work process and requires employees to work overtime or sacrifice other tasks.</p>
<p>Therefore, this number is technically equal to the previous quarter’s ending work in process inventory. However, calculating WIP inventory is also important for understanding the health of your business’s supply chain and optimizing your supply chain planning. Generally speaking, it’s considered best practice to carry as little WIP Inventory as possible.</p>
<p>The more WIP you have on hand, the more capital you have tied up in items waiting to be sold. All of the following terms are under the umbrellas of manufacturing inventory. Investopedia requires writers to use primary sources to support their work.</p>
<p>Having too much WIP is undesirable since it ties up funds that would otherwise generate higher returns in another part of the organization. Managers should be concerned about rising work-in-process inventory levels.</p>
<p>On the other hand, ‘work in progress’ is often used in construction and other service businesses and refers to the progress of a project and how much it costs compared to the percentage of completion. When these terms are used by businesses selling a physical product, both mean the same thing. Work-in-process inventory refers to a material that is in the process of being produced or manufactured into complete goods to be sold to customers by a company.</p>
<p>The value should only include raw materials, overhead, and direct labor spent so far. Projected costs for finishing the goods are not included as they will be listed under the “Expense” line of the next cash flow statement.</p>
<p>All direct and indirect costs must be added to the Work in Process to ensure accurate valuation. This requires an accurate Bill of Materials that applies each line of direct and indirect costs in the right proportion and against the produced volume.</p>
<p></p>
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			</item>
		<item>
		<title>Helping Financial Analysts Communicate Variance Analysis</title>
		<link>http://ashoksawhney.com/2022/05/19/helping-financial-analysts-communicate-variance/</link>
					<comments>http://ashoksawhney.com/2022/05/19/helping-financial-analysts-communicate-variance/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 19 May 2022 16:28:12 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=6334</guid>

					<description><![CDATA[Content Examples Of Variance Analysis Cost Accounting Study Designs Learn The Common Ways To Measure Risk In Investment Management Iii Variable Overhead Variances: Mixed Labor Variance Standardized effect-size estimates facilitate comparison of findings across studies and disciplines. However, while standardized effect sizes are commonly used in much of the professional literature, a non-standardized measure of [&#8230;]]]></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">Examples Of Variance Analysis</a></li>
<li><a href="#toc-1">Cost Accounting</a></li>
<li><a href="#toc-2">Study Designs</a></li>
<li><a href="#toc-3">Learn The Common Ways To Measure Risk In Investment Management</a></li>
<li><a href="#toc-4">Iii Variable Overhead Variances:</a></li>
<li><a href="#toc-5">Mixed</a></li>
<li><a href="#toc-7">Labor Variance</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="255px" alt="What is Variance Analysis"/></p>
<p>Standardized effect-size estimates facilitate comparison of findings across studies and disciplines. However, while standardized effect sizes are commonly used in much of the professional literature, a non-standardized measure of effect size that has immediately &#8220;meaningful&#8221; units may be preferable for reporting purposes. Early experiments are often designed to provide mean-unbiased estimates of treatment effects and of experimental error. A variety of techniques are used with multiple factor ANOVA to reduce expense.</p>
<p>It also initiated much study of the contributions to sums of squares. Laplace knew how to estimate a variance from a residual sum of squares. By 1827, Laplace was using least squares methods to address ANOVA problems regarding measurements of atmospheric tides.</p>
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" width="251px" alt="What is Variance Analysis"/></p>
<p>Thus, over here, Variance analysis comes into the picture &#038; looks over the facts which cause a difference between the standards &#038; the actual. The management analyses the variances &#038; takes corrective measure where ever required to forecast future factors for growth. Variance analysis is a quantitative method of assessing the difference between estimated budgets and actuals. In cash forecasting, variance refers to the difference between a cash forecast and the actual cash position for a particular accounting period. The root cause analysis of the deviation between the forecasts and actuals helps to identify the areas that need correction. It also helps in budgeting accurately, regulating risk, and forward-thinking to implement proactive decisions.</p>
<h2 id="toc-0">Examples Of Variance Analysis</h2>
<p>Either way, if the company aims to keep costs low and operate at its maximum efficiency, then it’s necessary to have these results immediately to help manage future operations. Variance analysis facilitates assigning responsibility and engages control mechanisms in departments where required. For example, suppose labor efficiency variance is seen to be unfavorable, or procurement of raw material cost variance is unfavorable. In that case, the management can enhance control of these departments to increase efficiency. Healthcare organizations often use variance analysis to explain variation between planned and actual costs and charges.</p>
<p>Popcorn PR, a marketing and public relations agency, is interested in calculating its fixed overhead. Its level of activity is 8,000 hours at a standard rate of $10 per hour and an actual fixed overhead cost of $82,200 at 6,300 standard hours. A variance analysis should be performed on an annual basis by all centers. The purpose of the analysis is to compare the estimated costs of a rate proposal to the actual costs for the same time period. This will aid centers in determining their variance between cost estimates and actuals from year to year. This analysis is performed the month following the end of each fiscal quarter. In order to identify errors and appropriately account for budgeted variances, analysis should be completed prior to period close.</p>
<p>Operational factors may come from wastages, inefficient processes, etc. In cases where there are multiple sources of revenue, it is important to identify the budgeted numbers and actual numbers for each source. The same applies with costs, as looking at aggregated values can be deceiving. For example, if you group all sales together, one product might be lagging behind the budget but others might be exceeding and making up for it.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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CAOMs8NlPOXZhquGEZvUOTpxxI88af2POtzHOCXU1zt9B7m3PN8eNz1RL/ynJI2BcZEdIoV/nGUjm3luP7uZG/8AKV3/AD6dHSPKc/wBcZfBQv8AWMpAEPGQ2yZnztIuTS8qMCzFRkJJwMzVTmFplpJly19BecICl2IJSnUoAgkAERtXG3Ja7YuB6DMYhdwHT60zKNl11ij1JuZmAgC5Ia7lSyOpNyegGOwthLMDaxxjsyS2W+SWSWGsIUaTpczI0vHdYqym21z6yrXNpl+ZcW+sOKKh3BaujSVWGmOtdkvAGeOXGG69hvPTPSQzLqonkPy7zNy9T0qSdbTilWWQSLpCgLAEDduAER3J8bKGYWcubeFszpbDclPYLwdiqVFeM0+2ClTOl7QWVb1g9wCLWNyOuO6OU62Rcys8qTglWS2D6QZXDLdQfqIS6zJpbSpLZTZJtq3IVwjWWR+eWOMseUtxls5YQFMlMF4zx7U6jVJbsNJdL3YK3btucUArbSbAdfXG4eVC2rc3dmunYMkssJ2mMNYobqDFQE7IpmNSEJbA0knudy1QBEXkzkFmxn/ipWDsp8Gzdcn2U65paLIl5Ru9tbzqrIbF9wubk7gCY3VmNyY+13lrheZxbP4Ck6xJSTZemWqNPomphptIJUrmhZawAN4QFHyWESlcnRlbI5dbHeF6hh1iSZruMZBeIJybcbJS7MP6ixzlrEpQjm02v0KtxjINmnKTadyyxZiKq55bRsnmLRq0zzkvJdhFlUjN6xZTJJshsoKgWxYXCSLb7gRX7EGQmY2beEcTVLB1OYeZp1Tal5jnXktlKy1cCx8kdInYuzyCtBpFP1dXZiLx1xkplfR8tM787hhdhmTo9dqtMrIk2G0pbRMvyt3ikDgCtKlEdajGwnZCvKqc8oVZGh58Kl081bmkiwt54q9WhUblJnCu9Btrus6885ZwMvYqz2QNS6NIpA6TNoEeo2K89XBqbosiodaZtBiRZ5mdl6QWZ+ZTMTKiQHALWNtxtFgw3SsUsVZc5MVgPSJWEql+k7vCBtu+CK5W0VsjCnwrZzzmTWFk4Ac2N86mlqbdkKWhSLagqfbBF+F98Vl7FueTbRedo0iEAaiozibAW4x3ZiBmeXjKmMytKkpilzS1+qkw4Brb0nuCnfcxlbqw3SZgMhxaEpWlvSASRbdYHd54slZ08KS7yiHDVpJtPJHHJbG+dFRaD0jTqZMNk2C255JBPw3iv+4pz1BA9RZEE8P36jfHblLYw7L4dlZeo1yepyJV1xbLvcoKj98e4uDbfF7ksDU2ZaDkliWpOAd0lwPXUm4vuuPLGDtYIs/lezx3/U4KGxPnueFEkvlaIUbFeeinC0KNIlYFykTiLgddokWpGG2aTKuSqZ2cmEuLDl3nSpQI8sY5VKJNVCuVldMqE3Kza5RKUPtqsQr71IB3WFvTGUbSnLOWR/LFovwt/U4OOxPnwP8A1HJ/K0RTGxdnipwsik08uAXKOzUarfBEhlARNYUwgh7ElWmp1+XaL0y+6LrJ42AA80WmgJn6zTpJ5eGnpCZVM9kmdeUkKU3qJF7G9yLCxjONlCUeZtlc+G7OLws/U4N/cTZ8fzJJbv8A2tEH7ibPj+ZJL5WiJKUff3Av5IaKvVoFq4Ys/F/UxKvMY39UnHaUqmOSSwEpRMiykG3G/wAJiq2JiVw289jZMm2ptSlKVL3I0i9j13jJXW2nk6XkJUL3sodMWvENUlKZKJ7JkFzTbpI0IF+G/fF723h1PSLHeYppwDVZNCJ2aelgtlKxzrhbOk30n4Y++kVTAFElzJSdXbdS44p5KC4Vqukb7DjuigcZ4QnNSn8PTSw2QEqMmTcDhaLzQ2sO1lC6hL0FEuWlqaBdYCVEdfwRK8yHjuEbzGwY60HhXpZKTbwjYgnr6o+mp1xa8PTVZw4lFRdbl3HJZCN4dWBuEVzhrDqteqjyR5zwu8p7r0RWkBKtIEvKSoYbZOhKAnSPyCAMfpuI8VTmDqZVpqhKl6xOLaQ9KFB0shS7KUeoAb4+uo4gqknieSoTVJU6xNpCy+EkpQADqueA4DzxkVxck238YO5PSOEAfOJggXdRzB3iygCePkjxEysqSlCNSDc84Ei1+gWi01LF0rTJxyTmKdOLKCAlTTRWFbrkgxfGXkutNvJBSFJCgDuIuIbroC0sVGpGovsmUS7LBBW2Up0kEdF+m8Yv68NDTmN2iFZDmgIB5tRJf46NVrWtGwLIPC0UVy8ohSpnsRpTg36gkaifhjWoxuFDFVpvPcmtv3bNmg7eLfapvbbDS389n/sWytVCpSsmiYk2FJcUQC2e6KfhtEfecu1b+5b5SBNexNzisJYlwhTKZiFttsqW0jvimphIG8qbX0b7oU4ALkESLSzyZiz2kovusrjEKnK4n/6XTxB39rVM4f8AWRsmquhJNnzslbNG31TsO5lpxg+47LSnMSVfwzOsLMzKFRWGXNaFpIQtSyAQFIUpYPSIp5i5pbP3JwbOkvgjDlSlkz1Pk304foq3w/P1KdcKlF95KbHSXFaluEJSB3KbdymIH6Ji3FmGtfa5iarUrnTdfYU64xqPDfoIvHwz9RqNVnHKhVJ6ZnJp4guPzDqnHFm1t6lEk7gBAkmU5HzNbA+IcpMVYOma7LnHy8STderDUw4EzM8iYS2EzQv90TdJSq3gm1wNab5NllszS2TO23UM8c4s8ZXEFdx5PVGRwRSVOLM3oWwt5wuhZ7hDMu2ppIRdsakb0lSURCPTarVKNOt1Gj1GakZtr7m/LPKacR8CkkER9VQxTiirVFFXqmI6pOTzY0ompibcceSOoLUSQN56emAJH+WUaUrPnKWdFiyukraSsG4KkzlyPMtPnjqHlbZhh3Y1rCW321q9XKWbJUCbc91RBtO1Wq1JTa6jUpuaU1fmy88pZRfqud3CKk3Xq7UGTLz9Zn5lokEtvTC1pJHA2JtAE5WxTtBZYbW2y6zkvirEDCsSy2F1YWxJSnJgNzkzK9jmWVNN33rS42QSpN9K1WNrpumWmx7smbD2XGLcT5n1Wk4jpU6tD81PYvkZR7m20AhuXZbUghS1FRFgLrURYDhEGElPz9Nmmp6nTkxKTLB1NPMOFtaD1pUmxB+CPtreKsU4mU0vEmI6rVVMghoz044+UA8dOsm35IAkz5MLPbLqu7Wub7NLodJwdIZgoTN4ao8sw1KMMMyzznNyqG27IDnMuaiEixKFkR1RiXZZyXwFthye2BizMecYrmI6hKUujUBxTTbTtTelRJDQT3bo5oKcKAO50rWSUpsIFGJiZlX25qVecZeZWHG3G1FKkKBuFAjeCDvvFzqmMMX1x+Xmq3imsVB+V+4OTU666tr+gVKJT+SAJPuWzdafreRymnErAcrvgqB+/p0dIcpq8y5sEYyQh9tStNDNgoE/3RlIglnatVqkWzUalNzXNX5vn3lOaL2va5NuA80VJmv16dl1Sk5Wp99hdtTbsytaDY3FwTbjAH6AchKjhzO3YboWGckcat4dmZnA7eHWJ6Scu/Q6imTDK9WkhSXG3LquCFHcoHeDGN7AeRGHNmCl4wywqWaNOxbj6bmZWsYk7DcUWZFLiVpl2brOorIS4slQSohaTpA0lUE1ExRifDK3nMN4iqlKXMAJdVIzbjBcAvYKKCL2uePXFNmvV2XfemmKzPtvTKtbziJhaVOK61EG5O88YA7pqeN8OZX8r1O4yxnUWabSJXGTyZibfWEtMImZMsocWo7koBeSoqO4JueiJD9szYzwptj0rDczUcwJrD4w12Q8w/KS7cyiZQ6lJIN1C3gCygTx4R+f2ZmZqcfXMzcw6+854TjiypSujeTvMXqVx/j2Rpwo8ljavy8glOgSrVSeQyE9WgK02/JAEwfJp7SeWubGQbWy9jauMS2JqDJTdFRJTTwbVU6WvWApgncpSELKCkd0AkGxG+Pmys5L7IDZ/nMWZhZ/ZiyWMcKNSTiJVqss+p7FOZ1hReddS8St0BIQCnQN6rC6gBDU0/MS7yJhh5xt1pQWhaFEKSoG4II3gxdK1jLGGJJduTxDiqsVRhlWttqdnnX0IVa1wFqIBsSN3XAE0vJ44kynxRNZ0T+SGFk0DBLWKZWVo8sXXVKdablQkvq51SlDnFArsTuBAsDeOm6gjHaZt5Ui1SHGluHmS9cKA6LnpjhTkX221ZS5iOKQkuJxFLBJPEAy0SMONtO6OcSlWghSb9B64Axmcl8bO0thKHJEzqXFqcGmzZT96I+CmJzQTMNomkUYS2o84W9RUBv4eWMvn51EhJuzSm1LDYvpTvJ/JFnoWKJCpzztPladNSxTdetxkpSs/fWMAWxcpjpBBKKQ4uw744g3UeqLjTe2LsebXixqUS3v5tMtvsi2+/l3RkC0NuW1pSrSdQv0HrjxyylICrEE77xKZKxlZ6GvJeoYal6CHJjB7yJLnHA02tq5Ui+9QHl42jJcOYqo9YaW3R5CbQhlSEKCmCi1+HHqi/8ANtFIRoTpHAW3CPUpQjwEJF/yRCz3kzcXL3FhdyGFuNjxtaMLXVMVKqD0nKVCklHOKILiwXNAPC0XGu41laBOdiO02dfUdKgploqBvf6osUnSMBYsqSk+pU03NoRzyuc1t7iq/HpuYZwYn3uPYw7GmW5mo0xDipq8tqIspqxOlXl4R84m8evy5LM7Rg6paA0EuDSpIJ1+gRkVTwtRatKIkpuWJaSR4DhSdwtxHHdHx0vAOF6RMJmZKSWlSSbBTpI3ix4n4YZZHzL/AC91NXUQSQLkG44RUim0ENpUhFkpTuAHVD3HXAksBmaa081KTNXQ3MOpSsN90SApWkemL12szCvCmwbb94MWRXY7hSt6Sl3FotZa2wVbjcb/AIYuPbDUOkt/FgD6RhZ0CwmkgdWmEdoRl9IXPEFRISLEXIF4o9sNQ/xfxY8ViCfULHm/iwBblOqStLRWvUb2sY+9unK7CE89O6EKNjuJPoi3nulalbz1x9rFVmpdhMujQUJ4XF4AuCMOPrQFpnRYi/TFJmiGZUtDNRQso8LTcgRSTiCfTYDm934sI3W5xkENJaSFEqPccTACVGUl6ZNyclNzw5yeWUNbjbdxvH1IoT65lct2VvbSDcX6Y+GYnlTUw3NzEuwt1oWbUpF9PwReaFOPTczMPvkFRSkC27hAHCG1dykI2X86Kpk+5k0vExpsrKTPqgMS9hBzn2Uuaea7FctbVa+o3tfdwjT55aRvo2anPpr/AOAjRnKvgnbTxQpN/wC5lJ8v95txx7pJP/dErDJwSajlo2/wanPpp/4CLRU+VzwbW5oz1Z2QqXUJkpCS7NYlZeXpHAalU4mw+GI4PJDaTa1/RBrBC3JEvZW8tvwLMP8Az9L/ALOjw8q5lsP8CzD/AM/S/wCzojsItxI+CFPGDBIoOVcy1H+BXh75+lv2bHvsruW34FmH/n6X/Z0R1QRAJFfZXctvwLMP/P0v+zoPZXctvwLMP/P0v+zojqj1O8gQBIp7K5lt+BZh/wCfpf8AZ0B5VzLYf4FmH/n6X/ZscHDLrHykhScEV9QULgimvWI6/BjH5hl6WeXLzDS2nWyULQtJSpKhxBB4GK4VqdTaEk/kyWmupIj7K7lt+BZh/wCfpf8AZ0HsruW34FmH/n6X/Z0R1QRYQSK+yu5bfgWYf+fpf9nQeyu5bfgWYf8An6X/AGdEdUEASK+yu5bfgWYf+fpf9nQeyu5bfgWYf+fpf9nRHVBAEivsruW34FmH/n6X/Z0HsruWv4FeHvn6X/ZsR1QQBIr7K7lt+BZh/wCfpf8AZ0HsruW34FmH/n6X/Z0R1QQBJRSeWFw7QGnGaFspSlObdIU4iTxW2wlagLAkIp4ubdcfeOWkaH+DU79Nf/ARGRBAEm55aVs7hs2OgHiO3W//APQjrPYi2qf3ZFExTW2cBHB/azNy0rzZq/Z/ZHPIWrVfmGtFtFrWN79Ft8CsS38iDuwJmof+N6b/AKF6AJFO1uY/lg9MeHDUwf78HpjILnyeeC58nngCwdrcx/LB6YO1uY/lg9MX+58nngufJ54Ax/tYfJ3zifMY8GF3ArWmZQFcCrTvIjIbnyeeC58nngCwdrcx/LB6YO1uY/lg9MX+58nngufJ54Ax84amD/fg9Me9rcx/LB6Yv9z5PPBc+TzwBrapVaTpTSXJp0BTh0oQOJMfAMRdzcy5AHExjNWenJl5xUyzrQ2wVNvEb0qvwH1xsGQwZgFyRl1vz6itbSVKvPEbyN+68DBywzHJPGUpUELclGwtLa1NqOq28cYu9OqHZ4X3GkotH3tYCy3lwoMTQRqNyEztrnzxUoVBwy1XpyQp00p5tMu24pAfK9KiTv8AJugRz9zLRUK7TaZOyNPm3Sl6orLbACbhSgL7+qPvUdKSom8ZM9g/D0w60+/JhxbB1NKWokoPWIqPYcpBQolK+HtzAsMUW4htCnVGyUgqJ6hFGQnmalKInJdKw2u5SVJsSOuMz7W6OU6ShZBFjdZinL4ToEm1zEtLc02CSEpWQLmAMWSrUd3RHxPYgkpKqsUdbziJiZF0aQdPTxP5DGcJw5R9azpXx9uYpLwfh1yZTOLkwp9sFKXCrugPhgDQOGsV4ZxTnJmTl1U6PIv1TDLlLn0OPSyFKXKTkkgp3kEqKXWnr9QWmOOOVyyqkW8D4KzPolJlpf1NqLtHnTLy4T3D7ZcaUrSNyQplYuelaRGb1fH8tgHlaq1hVb4ZkcXYckaUdajYvJkm3mrk9JU2UjyrA6Y3ltoYD9cjZix/h5tjnX2aWqpS4AuQ7KqD4I8veyPOI/J3FFWtwX6Vbe9cn2NeUZYztifuT26bSy/I7tCMbiyce9EGOB8MTmNcbUDB1Nb5ybrtTlaawnhqcedS2kedQid3NheEMisgq9iaToVNAwnh9aZNa5JtRLqGghm+7eSvTfrvEXfJjZeoxptRUyuTbHOSuEZGZqygQCOd08y1f4FuhQ8qRHXPKz5pLw1krRMsqe+UzOMKoHZoD+RytllJ6ruqZIP4ihHpfSdWq8ScbaTwzQk1GPvzw8bN5fTwhFv/AFFFnFUradaS8kRJurUtwuKUVKUbkniTCWFuH5Yky2GOTzwDiXAVKzlzukXK05XGhNUqhrKm5ZqXJOh57SQpxSwApKbhISQTqv3PU7dB2IKLiZGVYpGVEviBSxLJo62JMzXOdDekjVr/ABePkj0+uemnS9Mv6unWFtVuZUs87pr3Y4679cLo3jHmVU9OnOKqSklnxIJrDgILC8TFbU3J2ZP47wNVq/lTheTwni+my7s5K9g3blZ5SUlRZda8FOq25aQCDa9xcRHpsJ4MwnmDtSYOwjjagSlZo88J/siRm29bTuiSeWnUD1KSk/CI9FoHpL0niPRLnWrRSxbxlKcHjmWIuWOuHlJ4efEprWdSjUVOXeaAsOmGCQCN4icbH2whs4YnkqVTaRlNQaQhNWlpmffkGA08uUbJWtkKBuA4UpQq2/So2txHMnKqZZZc5e5bZfpwPgah0Erq0wwtVPkW2VrbSwLJUpIBUAesmPP8O+mnR+JtQttNtKE1Os5Lfl93lWcvDfXu+RdW06dCLm2sIkZw60k4fphKR/vJk8OnmxH57s8B/wCeTHH/ADgqH+nXE2lD2RNmeYotPfdyVwwtxyVZWpRleJKAT0xDqMoahmZtOT+TuBpZmUcqWJ5uQlUJSealWEOrKlWG/ShtKlfAmPEehG40y1vdTuKVabUVzTc4qKik5NtNTln6Iv1GM5Qpppft/wDDT4Aj2wvvFom6y82HtlPILB4qmKcOUmrvU1nnqliHExQpNwO6XpWeaZRfcEgcLAlR3nJ8PZb7GWeVIm04QwjltiiSlVBqaNKlJZRZUeAUWgFJO643i8ehufT7pUXOraWVapQg8OoklH79PJNplcdLnsnJZfcQPEC3CDcOiOzOUK2N8O7OdSpOPsuVutYSxJMrk/U554uLp02E6whCld0tpSQojUSQUkEkERvHk0dn3JPNXICq4lzFyzoWIKmxiqbk25qelw44llMrKqCAeoFaz/0jHttR9JekWPDUOKaSlUoSajhYUk28NNN42a33NaFnUlW7B7MjCt5ICkRNxJ7E2zNhDMusZlYmwZhaTpTrUpJUWmTWhqRl1pQS68UKISt1ajYA3sEbt53ZnmNsdbOGaGHJih1TLChSC32SiXqFJlESkxLKI7lxC2wLkbjZV0npBEeHq/xB6DSq0k7ep2c1FuXu4i2stYzu49Hh9emTZWlVWnusogTI6o9tv6IzHNjLasZV5pYjyuqCzMztAqbtPDiE/dwFd7cSn8dJSoDj3Vok32SeTYy8wthWQxpnvRUYjxNUWG5lNJmbiUpqVC4QpAPfXQD3WruQdwTcaj9I4q490bhHTYaleTclUX+Go7ueUnt02w1lvZZNSha1a83CK6ES9h1QWET9PZK7LFamn8Dqy6y8mJ1psh6nIkpTslCLb7pSNad3TEfm37sF0LJ2juZz5OS0w1hgPoarNIU4XRTC4QlDzKj3XMlRSkpUVFKlix0myfIcKemjR+JNRhplWjOhUqfg58Ylnosro33bYfTJdX0+dGHOnlI4HsI9CeqOuNhbYme2larM4xxs/MyGA6JMJYeLCtD1TmAAosNq36UpGnWvjZQCd9ymRus5dbEGQUjJULFWHMtcMpm0aZZusJYL76RuKtT2pahu3qJ48THQ4q9K+m8O6j7ItqM7m4X4o01nl2zh+eOqSeO/BFCwnWjzt8q8WQWW8kSn8jQtxGB8zQhak/7q07gT4l6M92h+TvyTzowcrE+S1OpOF8SOM9l0+bpyz6nVFJTqShxCCUBKrizjYBF9+obosnI04UepmHc4KBiWRelajS69IysywtVlNOIbfSpJtuuCDHe4M470vje3nUscxqU3icJbSi/915/XBVcW07Z4l0fedzP4klZeqtUdcy8Zh0ApG/SCb2BPltH3LmXkpuXl7zbwjGRuYOw67MonHJQLfbGlLhV3QHwxUcw3SNI7le4j789ce0NYxOeqfqdKPzsw+4GpdCnFnUTZI4wlNqwqsi1UJV53mnkBadVwbHrBjMF4YorqC242pSVDSoFdwQeIj0YaoyG9CWlJSBYALNgIAxZMy8q9nl7vxjFvRiaUVWFUMTL3ZSU3077cL2v123xm7eHKP3Xcr8I/fmKBwVhkzwqZkEmaCSgO6jq09V4Ax9Uy8ODy/jGPkq9daolMfqs/MOpYl06lqBJt+SMyXhykEtjSvwvbmPH8K0KZaWw+wXG17lJUq4P5IAxWVqCpyWam2X3C28gLSSSLgi4iqiYfWLpec+MYydvDFFaQlttpSUpFgAsgAR41hyj6eC+J+/PXAGvS08cRPLcdQpgywCZccb33qI6uiNly9PpxYbJprXgD+KT1Rq0v0xWL3GEuKNRElqIIOgNauF+u8bblg72O3vT4CeHwQIayUvU+nfza1/VJgYlJSXfW5LyCGlKA1FDYF/hj6bO+TzwoS5rJ7ngIDHkNceKPxYRw9we8q8wh+++SFdDug+DwgSNqHij8WPCoeJPxY9775ICHbfewAiVd0rvKuPV5IfUPFHzQgDutW9PGH775IAg55SrFE/gnlB5vGdLcLU5QhQKkwofeuMsMuJPnSIlkw/V6ZjXCdPrsuht+n1yntTKUE6krZebCrHrFlREDysN/3a2KNR3+plJ/sbcd28mxmgvMTZeolLnpnnqjg996hvlRFyyg65fcOADTiED/AJMx+dP4idEdfSrXWaa96jPlfyn0f7SSX+o62k1cTdN95j/J7bORyRqOblTnUO845ip/D9NW8ka1U+TJUh2/+MLwuOtoRxjyoeZqMc7S0xheQmEvSOC6ezSwUqBSZlY557f5CtKCOgtmJgK5VKThDD9XxHNhmVk6dLzFTnFgBKdLbZWtaiPIkknyR+ePFuJ3cfZh1bF9cmXAuv1Z6fmnCLrHPOlSj5SAoxzPQ7XuOMOJ73i29W8IRgvKTilt+0X9Sy/iqFGNCPeSI7GlN5QHMzB1EqMrm9IYQy8lJRuTpblRoUpNOuy7KQ2gMMpQhakJCAnUtxI6tW+Nj0vkzspcP4wazNxpm9iSfq6aoiqOTTzkvKNOTfPc4DvBO9fRqjsqgUyjUShU6j4bl2GKVIyrMtItMEFpEuhAS2lBG4pCQLGIwa/su7W2bu2O5V8yJCrdrFJxH6oorM3NpNPYpjb/ADjaZYFVu6QlKQhI1JJ7sCxI8zo/FN3xRqmoVKN3S02hCLbUKcFOaTeFl4lKXjv1e0dy6pQjQhBOLm35kolUP+5k5u/iHOP9ExCtyfgSjbewihIACZmrgAC395TMTVVQf7mTm/8AiHP80xCtyfwttwYSN/76q/8AYpmKvRHvwvxEv+S/+3VF/wD59H5/2Ja9ovNReSWSGL80GJVMxNUSnFUm0sEoVNOKS0zrAN9POOI1W36bxBZmhnvm7nROCazMx/WK6hDyn2JWYmVdiy61biWmBZts23dykG0TE8okbbHmPT1IkP7cxEHO64j3v8O2kWT0StqTpp1u0ceZpNpKMXhPqurzg19WnJVFDO2D9I+HP/R+mf5Ex/mCIK0V/NXDm1lXp3JR99rGT+JalJ0wy8u286VuuuIUEpcSpO9KlAm24ExOphwjtfpf+RMf5giMvYCpOHKht25pTtVbbcqdNZrD9KCwO9uKn223HEE/fhtak7vvXFx4D0TanDRrbXr+pTVRQp55Xupby2a8H3+WTZvodr2UM4yzezOyptS55ZZDB21NtDS6JOedamX6RRKLLF4FBCkpcmkBtJIPFKW1JuAdRjZWzFsj5X7LtYricE4sq1VqdXlGUTrM/MNFSW0KJQsNoSCneSLnyxe9sKm5x1jIHEtOyLdmk4pdS0EpknObmly2sc8llVxZZRe1jci4G8iNA8mjs4ZrZSJxfmHm5TZqkVHFCGZeTkZ50LnFttqUtx90XKkXUsABVlbiSLEE8l6vfa5wje31xf06FLmwrWnCEed5i90sPl89/wAO7LFCNK4jCMG34sflc0pVs+YdWpIJTilkpPV+9n4+vkj/AODJWv8AnpPf2OSj5+VyF9nrDx/96WP7M/H08khu2Za0Cf8AhpPf2OSjqz39DUP+v/5srX/EP2NAcr7imtOZs4LweqfeFKk8PeqLcuF2T2Q9MuoWsjpOlhsb+o9cd/7J0/OVTZnyzn5+ZdmJh3DMiXHXFFSlkNAXJO88Ijq5XkD90BhXf/wRY/tk1Ehux/8AwXMr/wDmzJf6MRfx5Rp0/RhorhFJ5X3jJv6vqRavN7URH5ibC9OxdytqaJVWUuygxLKTym1C6Vqlqc3MJBB4gqaTcHjviUrGtafw3g2vYil0hTtLpk1OoSRcFTbSlgedMRE5+ZlN5P8AKW1bMqZaW5LULEVPfm0IA1KllSTCHgm5A1c2tdvLaJem36HjXDAekZtqfo9cku9vsrCkPS7yPCSeopVu+GNH0tULilb6Bd1k+w9XpLy5kouX7uLXzwZWLTlViuuWfn/yxznxVlvnJR86GpqZqVWp1WFSmw9NKC59KlkvtuOG6u+JK0lRue6vvjqHN/lRsWZs5d4hy5fygoUjI4ikHZB95dQdfW0laba09ykagd4J6Y2XlDyV2J8I560/EuPcSYfrOBqLP9ntMJStT9Q0K1NtPMqToSkkJ1jUoEAjpjce3LgLZtym2dsUYgXlhhCn12pS5plDLFNZbeVOvbgpuwG9CdbhPABB8kfU9a4z4J1ziHT6FC19brPlUJwbSp5lsmts8v4nt7pp07e6p0pty5V35Nn7DOFZLCWynl1JyaU3nqSmqPLSkArcmVF0k26QFpT8CRGP557BGU20FmBNZi46xDioz8wyxLNsy04hLMu02gJCG0lBKQTqWd+9S1Hpi08mzm7SMxtm2jYXRPtrrWCtVJnZdSgHEtaiqXXp46SghIPC6Fb7gxpbbk2KdoTMTOKZzQySm3qtI4galkz1PFXbklSL7TKWStIdWhCm1JbQrcSrUpW61o+Rafa3ltx9qFC41D1GrKVRqo0veTnzKOW0kpR3TzvjBvScJWsGocyR3Jk/lXRMl8vKVlrhudqE3S6MlxEsuedDjqULcUspKgBuBUbbuEYxsrYbl8LbQm0axKSobl6lWKBVG0pHFT9PUp0/ldDvnjSGTHJ4Zc0fK+mymeS6pVsX6XH6jOyeJJ5hpnUbhtOhxKVBCbDUU7zfojIeTEdwM7inP1nLByaXheVxJTpSmLm5tyaccaaYdQXOdWSpQUpKlC/AKAG6Po3odsLP+Zr+8srydw+VqpJ01GEm5pqSkpyy202vdW2ehqajOboxjKOP33O8Qf8AFHzQjqrJ+4niOjyxUHOdFoVwO6eI4j64/Sy8zjDah4o/FjwqFj3o+aPe++SDvtjvESBG1Duu9Hwj0Q+oeKPxYVHO91vHhGG775IAprVvR3k8eqH1ce8q80eLDt0b0+FDWdHDTABqHij8WEaV3O9hXE9Ah+++SEaS7p36eJgDVRcme2Bxl2XQJTsYFLw8LVfem8bRlux+x27Kv3Cek9UapS1NN4qffVVNbK5UBMluuk38MRtmWUex2+8nwE9XVADd46/rhRzOs930CKmo+JMIFnWe8ngIA97x1/XCO8xoVv6PLFXUfEmEdUdCu9dEAe946/rgPMdf1wwUfEmDUfEmAKSeZ1Ksu2//AGQ/eOv648CjrV3knfD6j4k+iAIHuVhsNtXFFjceplJ3/wD3NuMK2SttDE2yixiKRpOFZLEEniBTDqmZmZWyGXWwoagUg3uFAG/tRGxuVWw3iKpbZuJ5unUGozLCqbSglxmVW4gkSjd7FIIjkPtMxh7lKx8hd/Rjm6tpFlrtnOw1GmqlKeMxed8PK6YfUzp1JUpc0HhnYudPKhY5zeyuxDlo1l5TaAnEMt2G9Py0+464hlS0lxASpIBC0BSDv4KMcSApvvtYRdu0zF/uVrHyF39GDtMxh7lKx8hd/RjV0DhrSuFreVrpFFUoSfM0m3l4Szu2+iRlVrTrvmqPLOvtnjlPMxMmcH0/AeLcIyuM6TSWRLyDrk8qUm2WU+A0XNDiVpSNwum4FhewEXHPTlUsf5oYNqOCsD4ClMHS1Xl1ys3OKqKp2a5pYstLaubbSjUCQTpJ3m1uMcYdpmL/AHK1j5C7+jB2mYw9ylY+Qu/oxw5+jbhWpqPtWVlHtubmzvjm655c8uc79OparyuodmpbHe6uWFxm7LliYyYoaytGlZFTdAVusd2jdHIeSmec1krndIZ0UzDstUHqe/OPN0915SGz2Q043bWAT3Idvw32jBO0zGHuTrPyB39GDtMxh7lKz8hd/Rjb0zgXh7RqFxbWNsoQrrlqLMveWGsbt42b6Y6mE7mrUac3nHQ65z95SzEufOU9dyqqOV9MpTFbSwlc2zUHHFt828h3ckpANy2Bx6Y4wBAN+Pki7dpmMDwwpWPkLv6MHaZjD3J1n5A7+jHT0Hh3TOGLZ2elUlTptuTSbe7wm9233IwqVZ1nzTeWd6SHLAYxkJGXkkZMUVQl2UNA+qjoJCQAD4Hkjjai524wwnnI7ndgyaFHrpqj9TZCDzjaedUoraUD4aClakkHiCYxTtMxgP8AgpWPkLv6MHaZjD3KVn5C7+jHP0jgnQNC7b1C2UO2WJ7tqS32ak2sbsyqXFWrjnfToSE0TljaqxSUM4iyMlJyohNlzEnXlS7Kj1htTC1D45jXUtyp2a/ruKzIqOEKTMUtmjTFHkqAiYcbZZ515l1T6nLErd7wlN7AWJsBHHfaZjD3KVn5A7+jB2mYwPDClY+Qu/oxyLf0V8H2sqkqVjH304veT2fVLMtv2wy2V9cSx73Q6c2oNv2tbTuXbGX9Yy2ptFRL1BqoNzbE846oKQlSdOlSQN4WemE2Wdv3EGy/lzOZeUrLym11qcq71WMzMTrjKkqcaZb0aUpIsOZBv5THM3aZjD3J1n5A7+jB2mYw9ylY+Qu/ox0/5D4d9k+w/Vl6tzc3JmWObrnOc/cr9aq8/aZ97xNq7Vm01UtqXHdLxxVcLStBdptJRShLy8yp5K0pddc13UBY99It5I31lPypmK8q8tsNZbymU1Jn2MOU1mnImnKk6hTwbTbUUhBAJ6o4w7TMYe5Os/IHf0YO0zGHuUrHyF39GM77gjQNS02jpF1bKVvS/BHMsRwmuqee99WI3NWE3OL3Zk2e2bE3njmxiHNWfpDNLfxA808uTadLiGihlDVgogE3Dd/yxuLZo2/83tnOkN4QQ3L4pwq0srYplRcUFSlzdSWHRcoSd50EFIJJCQSb879pmMPcpWfkDv6MHaZjD3KVn5A7+jHQvuG9K1LTo6Td0IzoRSiovuUVhYfVNLbOc+ZjGtOE+eL3JD6nyyM27TnG6PkIzLzxTZDsziIutBVuJQmXQSPIFCOL9oDaWzQ2kcTtYizFrCFsyaSin02VRzcrIoO8htPEqJ3laiVHcL2AAwAYMxeTbtVrHyF39GDtMxf7lax8hd/RjlaDwBw3wzXd1pdpGFRrHNvJpeTk3j9sGdW6rVlictjJMnc6swciMZy+OcuK4qQqDSS262pOtiaaPhNOoO5aD5xuIIIBjuTD/LG1aXpqGsU5GSk/PBNlvSNeVKtqPXoWw4R8aI+O0vGHuUrHyB39GPO0zGHuUrHyF39GLOIOBuH+Kaka2rW0ak47J7p48G4tNr5kUrmrRWISwdVbRHKVZtZ3YcnMEYeo8pgrD9RQWZ1uUmFPzcy0eLanyE2Sd4UEpGoGxNrg9W8iHpOBs1Cs/wDramf6F6IqO0zF/uVrHyF39GJYuRRpVUo+CM0W6rSpuUW5VqaUJfZU2VDmXt41AXjp6Jw9pnDdt6npVFUqfXC734tvLb+bMKtWdaXNN5ZJR3j/AObwjnM6dy7bx19cVdR8SYR1R0/cukfXHZKz3vHSfrgPM2NlW88NqPiTAVGx7yYApN8zdV1X7o9cP3jr+uBtR7rvJ8Iw2o+JMAUV8x3G8+F1mKneLnefTHjijdB5o+FD6jv7yfRAC946/rhGuY07lHiekxV1HxJhGVHT9y6TAGpRUpBeLHqYhtfZqJRKy6UdxovuSD1xtqXDvY7fdjwB0eSNTc5UTiVxKpdgU4yoKXwbLLl/B+CNryyWux2u7PgJ++8kAVrO+3HmimA7zh7scB0Q2lr25+NChLWtXdngOmAKlnfbjzRTdDuhXdjh1Q2lr25+NCuJa0K7s8OuAHCXfbjzQWd9uPNHmlr25+NAUte3PxoA8SHdSu7HHq8kPZ32480Ukpa1q7s8evyQ+lr25+NAFJ+VQ5ZS22iSRvKATHvYTHDsdj+rEeuJasO7PhD76H0t33rPngCn2Ex/J2P6sRTbkmSTdhk2J+8EfRpa9ufjRTaS3dXdm1z0wB8NdbTJUWfnWGZdLsvKuuoJaBGpKSR9UQZ+yw7Yg3dseGPo7LfmicvFAaGGqsdRP7xf6f8AFqiLbYe5N7Z32htmzDObGPZjFqK3Vn6g3MpkKm2yxZmceaRpQWlEdw2m+877/BAHP3sse2J7osL/AEdlvzQeyx7Ynuiwv9HZb80cnYrpstR8T1ekSermJGfmJZoqN1aEOKSL+Wwi1WPVAHY3sse2J7osL/R2W/NB7LHtie6LC/0dlvzRxzYjiIBxgDsb2WPbE90WGPo7Lfmg9lj2xPdFhf6Oy35o6I2K+TX2dc/9nXDWaeOprFyKzVjMiYEjUm2WO9vrQNKVMqI3JHSY3IeSN2K0kpVifF4INiDiGW3f9jAHCfsse2J7osL/AEdlvzQeyxbYnuiwx9HZb80fRykOyjk1st1XAkllDUqvNtYhl6g7PGoVBqaKVMqYCNOhCdO5xV73vujjGxHEQB2N7LHtie6LC/0dlvzR57LFtie6LDH0dlvzRx1YwWPVAHY3sse2J7osL/R2W/NB7LFtie6LDH0dlvzRxzBY9UAdjeyx7Ynuiwv9HZb80Hsse2J7osL/AEdlvzRxzY9UbD2ecB0TM/PPAuXmJjNJpWIq7KU6cMssIdDTjgSrQoggGx3GxgDuvY05RDaXzq2mcDZYY7rOH5ihV2bmGpxpiiMMuKSiVecTZaRcd0hPCJcRIsAWMuwf+rER9p2F8kdlTaOyFxZlm/iRc9WMVztOmPVOfbfb5oUmcc7kJbSQdSBvvwiQcJat4Z88AUnJJkINmWfiCGEkxYDmGDu8WIZ1LWg92fjQ2lvddZ4e2gCn2Ex/J2P6sR4wwGXFhpLaASL6UgdEVdLXtz8aESlrnF92ejp8kAVbO+3Hmim6HdPhjiOjyw2lr25+NCOpa0+GeI6fLAFWzvtx5o8Idse7HmjzS17c/Gg0tWPdn40AeNh3uu7HhHoh7O+3HmimhLXdd2fCPTDaWvbn40AK4He47seF1Q4Dvtx5oprS3dvuz4XXDlLfSs/GgBrO+3HmimyHdPhp4nohtLXtz8aEaS3p+6HiemANMvySl4tRNtV5fcK7qR17iQnoHpjcssoiXbswQNA6uqNOOTcgMUiVEitM4pdw+Uix7jj5t0bjlg52O130DuE8U26IAqaz4k+aFC1az3k8BDWc8aIUJd1nvo4CAG1nxJ80I6pWhXeTw6oeznjRCuB3QqzqeEANrPiT5oNavEnzQWc8aILOeNEAKlStSu8nj/shtZ8SfNCpDupXfRxhrOeNEAI4tVh3k+EOiHK1X+4nzQjgdsmzo8IfXD2c8aIANZ8SfNCNKUCrvJ8I9EPZzxohG0u91d0eEYA+DE6lHDVW70R+8X+P/Jqjl3kqf4EGB/8AKqx/rKYjqHE4c7Wqt30f7xf/ANGqOXuSp/gP4H/yqsf6ymIA4h5MXLjL3M3akzXpOYmBqDiiRlabOTLEvWKczNttO+qLadaUuJUEqsoi432JEdkuUPYQyG2l1ZYVLAWHUY5zPelX6fJN4baclKZLiXbl25dNk6GEuuS7rh0pBUtwle4AxyxyRf8AC0ze/wDg85/rJqPs2riRyuOWoufuuHhx/GXAFm5XbZcyyyoXhLN/LPDknh3tinH6VV6dINJalXXko5xp9DaQEtqIDgXawVZJtfUVRs8TfyxMZy2otkll+Lk3xUv+yOxDmOMAT8cmCnVsU4GTe1zPj/8ANORzTiTkbsd1/EVVrjO041Lt1Gdfm0s+obyubDjhXpv2SL21W4R0tyYQUdifA4Rx/f8Ab5U5HH2KctuWRexPV3cP1HFSaWufmFSQRiWkpAYLiubsC9cDTbcd8AciTnNbKO1bNYdxzI0rMql4Hra6bUpSsSCHpapS25Lull7nA2rSbpNzZSQd4uDJ9tHbA+SO1JlRg7Fezrh3CmEJh+bk6izO0mmMSbU9S5goDwcDSRqWhB5xF790hSN2q4i9z52dNqfC2ZVGbzzwnPLxlmTPLEgVz0tOzFTmdbaFf73cXZRU62Be177r2MTRbP0rl9skYAyk2WcUYxCsV16Um+wm3XCsTE4nVMzSUng23rWsNg2BtpF1HeBH/wApovZ9ykp+F9l3I/KjCkliNhiVcrVYYpMv2e2ylKUy7BmdPOredI5xxZVcjTcq1m3UeTWx1sybFWQcxm5nrhmm16u02ntVCvVWqyKJ0yjqylIlpRlQKUHW4GwR3S1K3qsQByLyjGSFVyF2vKJn9NNTlSwjjCuytbU84suBmbl3WlTEqpR8AFICmwTbSSE7kECRHbxwTiDPLY0xnh/K+VXXZ+rSlPqdPYkzzip5lqcl5khsDwypptRSBcqIAG8iANU13IXZD5RHIOax5lDhKRwxWEGYl6dVmKU3ITknPNpuGZpto6XWzqRcEq3KukgxzByZ+wJhfNmYrebGedFXPUjDVXdo0hQ3j3ibnWLc8t+33RpBUlISDpUoKCrgFJtORXJP5pZlZPDGOY+ZtRyxU8++/wBrtVoLji0MIAHZDyVTDRaUrSe5Ui4SkEnfHZ/JQ4rwvU9ldvBtAqbc7MYOxBVKfNOJToLwcmFvtPhNyQlbbqbX6UKHRAFqwpj3Yp2h8x6tsyJ2YjL09tualpKrvYXZkpGa5kELMs+0UvMkgKLbg0kgXBSbX4txFsuDZS5R3K/BtImnpvDNYxFS6tQX3SVOJl1TGhTLhtYrbcQoX6UlCjYqsOvcB7W23njTPKeyPd2bsMUSZprsymarVRl6kimoaavpdDwJSpDlk6Cm+rULcDGm9pLFeaNW5QPZ6wzm63gluuUapybyW8MPzLqUMPzadAfL4ulR5pRCR96QSN4uB2xtKf8A107N+6//AJdT3+pZ6Ogdaulk+aOf9pO/r07N9jb/AMup7/Us9HQGlzxogBXVq0HvJ80NrVYd5PmhXA7oNnRDaXPGiADWfEnzQiVK5xfeT0dHkh7OeNEIlLutffR0QA+s+JPmhHVKKdzJ4joh7OeNEK4l3TudHEfXADaz4k+aDWbHvJ4dUFnPGiCzlj30QAqFq7rvJ8I9ENrPiT5oVCXe6u8PCMNZzxogBFqVdHeTuVDlavEnzQiw7dHfU71Q9nfGiADWfEnzQjSlad7J4noh9LvjR5oVpLune6OJgDUEx6sCvtjsZhciV2Lmmykp09fXeNty4Y7Ha4+AOvqjTUxLy7mLm3m8QOJdQvUqR13So6Lf98bollL7Hbu2B3CenyQB7pY6lemFAY1nwuAirqV7QQgUvnD3scBABpY6lemFcSxoV4XCKupXtBCOqVoV3A4QAaWPxvTBpY/G9MOFKt4AgKlH7wQBSAY1q8Lj1eSG0sfjemPQV61WQOP+yG1K9oIAouJYsnwvCHXDlLN9+rzGB1SrDuB4Qh9Sr+BACaWPxvTCNhjuh3XExW1K9oPPCNFV1dwOJgC2YmDAw3VrXv2C/wD6MxCJs38p/mPs25Q0fJ/DuXGHarI0Z2acbm5yYeS65z8w48bhJtuLhA8giceqSiqlTZunaub7KYcZ1gX06kkXt08Yi6VyHLAI1bTDtzu3YOH69AHF2zHti4r2YMzMUZm4awnSqvOYplnZV6XnHXENspcmEvEpKd97ptv6Iq5k7ZmLMy9pygbT9SwlSZSsUBUitqnMuuGXc7GJKQSTq3332js32Ddj8Jh36Hj9eg9g3Y/CYd+hw/XoA5T2uNv7HG11hGi4RxXgeiURiiVI1Jp2RedWtay0pvSdZtayid3VHKo4xKqnkOJdQuNpd3q/9Dh+vR77BuwP8Jh36Hj9egDQGzxyomZOzrlLRspcP5b4cqkjRi8W5qcmHkur5xxSzcJNuKiI2QOW0zj6MnsIfKpn88Zt7B1L3A/dLu/D2nD9djBcyOTWwVs7zMg3ijHL2ODWW3FM3pppqZUNkX3Jfc1lWodItbpvGM5KCyzR1LUKWlW0rqvnljjOPN48jAcV8qHjLGeb+DM5a9k5hSYquBZOflqSwqYfLSHZvmwp83360pbKU/01HqjSOem1vmpnnnjJ58VOcTSKxR1SpostJKPM0xLBCkpb1bzdzW4oqvcrI8GwG+zs25PE3OGV7/8A2p39KLzhrZcySqDj6ZrCi16EpKR2Y6LXJv8AfRR61A8jL0h6XFZcZ/Rf3MN2h+UzxltKZUVDKrHOUeF22JtTT7E/LPvc/JzLagUvN6iQD4SSOlKlDpvFDZo5UDPPZ6wjL5fT1Mp2NMO08aKczVHFomJJvxSHk71Nj71KgdPAEJsBtb9yTkP7jl/Lnv0ovOGeS6wFnu7NTeDsdv4FTSght9r1NVU0zJXeygVvtlBFiDxvccLb8oV41HhG7pXGun6vdRs6EZcz8Usf1NNbR3KnZ35+YMncu6VRqZgqhVRBZqPqc645NTTJ4tF1RGhChuUEgFQ3E2JB0Ns5bT2a+y5jJWMMr6y02mbbDNRps2jnZOfZBuEuouCCDvStJStO+xsVA99+wbsfhMO/Q8fr0eHkN5cC52mHfocP16Lz15hdY5bLNyaoq5Si5QYWkaotBCZt2afebQroVzXc3+Aqjimi5+Y5l8+qftD4lmu2HFEpWma4+ucWUpmnm1ApSrTbSgBKUgJsAAAOESFDkOJcgEbTDu//ANzh+vR77Bux+Ew79Dh+vQBZ8l9v/HG13tUZKYQxbgih0OXomIZ2pNOyLzq1uLNMmm9JCja1lnhvuIljswd5ufgvEfuzfyTzWz3nbhjOBvPZyuqw0+6/6nHDIlhMc4w41bney16bc5e+k8LeWJBQpVt7fpgCi6GNB8L0w1mN3hcI9dK9B7geeHBVu7gcIATSx1K9MIkMc4od10RW1K9oIRBVzizzY6IANLHUr0wjgYCfvuI+uK2pXtBCOqXp3IHEfXABpY/G9MeFLFj4XpipqV7QQFSrGyBAFJCWLq8LwjDaWOpXpj1tSu6ugeEYbUr2ggCisMXb8Lj1Q9mLm+rj5YFlXe+4++hwVC/cDjACWY/G9MK2GAncVcTFXUr2ghGSrT4A4mANJzU5TU4yZk3KM+maUq6JsJ7i+jjf4N0bqlkqMu3d37xPR5I1M43VvVsLcW2JAL3AJ7ojT+laNsS/Mhhr+gn6oAraD4yFCFaz33oEHeOr64UFjWfgEAVNB8ZCuIVoV33og7x1fXCuljQfggCpoPjINBH8ZC946vrgPMf/ADeABKVald86f9kNoPjIpJLGpXHj/sh+8dX1wB44hVh3z74Q+hRO9yKThYsP6Q64fvF4AbQfGQjaFXX3374x73jq+uEbLF1f0jAFXQfGQjiFXR33pj3vHV9cI4WLo+GAKug+Mg0KB+6QveOr64LsX3QB42hWk996T0QxQqx756IptmX0/lMPdnoG/wDLAHH+0TthZg5UZpT2CMN0ShvylPZZIdnG3VuOKW2FnwFpA4gWt0cY5vzk2h8xs252loxZQ5CnvyCFpYblZV1tTgcI3kOKUT4Nha2+8XLbZcCdonEOnoZk7f1CI3RleG8y8rMN554ww7MT2KctJKpN0uXNh2wNyyElp2xspSWVrsoi41g79+mOdKU6knHJ8su3d6zd3FlOq+VPo1thP+q2a8TjiexNXZBLiH2UtOtIKi240UKG64BB4Rk2X2Onppt55cggKWy0s2c3b7+SNf4zxXWMW1SrYnxDPLnKjU1uzMy8rdrWoG9gOAA3ADcAABuEPl7iKlyssQ8tQHMNAWRfoMa6Z4y6sqc6MpQjlZ2eMbG7u3Bz+Qp/rP8AujqfYmqy6vL4qJa5nm3JXgb3uF/mjhrtvonjXP6uOxuT/qshVZXGSpVSlBtyTBuk9Ici+3/zEbvBlvyazSljx/ozsDQfGR4pCtJ770GPO8dX1x4rmNJ+Ax0j7yMhB0J750R7oI/jIRHMaE7ugdcenmLf/wCwB5pVzqu+dAh9B8ZFIdjl1V+oQ/eOr64AHUHQe+w2lRt3zoim7zGg7vrhgWLD4IAbQfGQiEK1r77HveOr64RBl9a4Aq6D4yFcQrT916R9cHeOr64RzsfTv6x9cAVdB8ZBoVY98hbsdX1wEsWPweWABCFHV3z74w2g+Mimgsd1/SMN3jq+uAPHEKu33376H0E/xkUnOY73/Sh+8QA2g+MhGUq0/dOkx73jq+uEa7H07uswBpGclqWrG0tMpxCtuaCz+8tZ0rJRbhw4b43dLLc7Hbu396OkdUaReqEhMY0blF0F1cw2sgTmncg6PKOgRu+WSrmG7uE9wOIHVAFTUvxfpEKFL1nvXQOkQ2k+29AhEp74RzieA6oAfUvxfpEK4peg976OsQ+k+39AhHUnQruujqEANqX4v0iAqX4r0iDSfbegQFJt4foEAKlS9Su9dPWIbUvxfpEIlHdK7vp6hD6T7b0CAEcUuw7198OkQ+pd/uXpEK6gkDu/vh0CG0n23oEAGpfi/SIVtS+67198ekQ2k+29AhGhcq74DvMAPqX4v0iEcU5dBDfT1iH0n23oEK4gkp7vp6hADal+L9Ig1Lv9z9Ig0n23oEGg38P0CAEQpyx72OJ6RDlS7eBb8ohW0EJPddJ6BDFJtuX6BAEW23I92LtGV4TILYclpNabnTrTzCRcX47wRfrEY3UNqjFRxtgrFmHKTI0eSwJKJkqbSJV1SpctEEOhw8SXEnSo+QdO8yxvU6UfUnn2GXCN11tpNoj05VOgUt6p5eXlkNpDFQHe0hNzqZ42jRnbyWZJnhdQ0KpaSq3sKuMvOy89jkvMHE1PxNXq1iGn0KWocvUXXZkU+XcKmZYquVJRfgm9yBwANhuEWTCjjbcsOccSnvSOJ8kY12s0q9+bV590XZCW0JCEWGkW/JFPLtueflbR7OUObLbz0Mt7Jl/Ht/GEd1cmm6ldPx1zKkrs/I3sQfvXYjp1fBEgHJbf3Px+bgDn5C+78V2M6FPlqLBucPaeqGoQmpZxnu8jvLUvxfpEeKUvSe9dB6RHuk+29Ajxae5PddB6BHRPpwIUvSO99HWI91L8X6RHiEnQnuujqEelO7w/QIAQKc5w966B0iH1L8X6RCBPfFd2DuHQPLD6T7b0CAFcUvQbNekQ2pdh3vo6xCuJJQRq9Ahgnh3fR1CADUvxfpEIkuc4olvq6RD6T7b0CFSg61911dAgBtS/F+kQjqnNO5rpHSOuH0n23oEI6LDescRxA64AfUvxfpEGpZB736RBpPtvQICmwPdgfkEAKhS+67198ekQ2pfi/SIRtPhd2D3R4AQ+k+29AgBFqWSjvX33WIfUvxfpEI4jejuh4XUIfSd/degQAal+L9IhGi5p+5dJ6RD6T7b0CEaTZPhDiegQBp5tvEC666660E08OdwjSm5Tp4g8eMbIZxHTEMoSWHQQkAjR5IxR6bpRLrb9XkkmXUQ4kugFJHEGPanMyNPpC8RPvpXIy6OdLjN17vIE8YAy7tkpXiHfiR9Jq1Hbm0yrs9LofcSkpaUsBVrX4fBGEUWYYxFIGfpKgtu+kFaFJIPHgReLbiHAM1iafFRqsnIrfDaWwtDriNwFujpiN+4wqSlFZismznKhSWlJS7OSySogAFxO++4emPjm65TZd1yWcZcK0EA2RGtadlkulqC5aSkVKCkqu486s9yQRxPWkRlYkKrMKU/PcwHVquQ2DpHniSITlL8SwXc4uoaXRLqSsOdWmKoxJSj/ABDvxIxJ3CDjlSTUS7vSQdPlvf8A2RchSpoDimBYXoYjpV78w7vPtIbtkpXiHfiRZPUub/F80HqXN/i+aALyvEVLI3Mu7jfwIYYkpR/iHfiRZPUub/F80HqXN/i+aAL32yUrxDvxIVvElLurvTvH2sWb1Lm/xfNB6lzf4vmgC99slK8Q78SFXiOlXT3l3j7QRZvUub/F80HqXN/i+aAL32yUrxDvxIDiWlD+Jd+JFk9S5v8AF80HqXN/i+aALyjEdLCbFh3j7SG7ZKV4h34kWT1Lm/xfNB6lzf4vmgC8nEdKKrhh2/8AQiy4opOXONmmGcX4RkKyiWUVsJnpJD3NE8SnUDa9he3UI99S5v8AF80HqXN/i+aBEoqSw+hjnrS7Pw/+yPDXD+aGfzR4nKbZ+0gnKLDXzOz+aMk9S5v8XzQepc3+L5ox5UV9hT+FfQx31ptn73osM/NDP5oyDDFNy9wS07KYQwnI0Zh9fOPIkZNDIcVa11aQLm3XDepc3+L5oPUub/F80Skl0JjShF5SSL32yUrxDvxI8XiOlFJ7y7w9pFl9S5v8XzQepc3+L5oksL0jEdKCQOYd3C3gR6nElLUoIQw8VcLBHExZPUub60+aPGKXNMPc+AlRBCrHdwgC/JrMqXSOwZlRKehu9rRU9V5f+bZv+pi0yQn6cT2JLspSrVuUomxJufSY+31TrXiJbzmAK6qrLKBApk3/AFJhhV5e1jTZon/ko+X1TrXiJbzmD1TrXiJbzmAPq9WJf+bZv+pjxNWlwVK9TZrj4kx83qnWvES3nMHqnWvES3nMAfV6sS/82zf9TCrqzCgLU6bG/wAUY+f1TrXiJbzmD1TrXiJbzmAPq9V5f+bZv+pg9WJb+bZsf9UY+X1UrPiJbzmMUxFm2jDU4qTqEujWnddO8EwBmiaswL3ps2bm/wByMe+q8v8AzbN/1MYxTMw3qlS1VVLLSGEkDugSTeLm1iWoPSJqDYYLOkqvY3sIAuS6tLG16bN7ju7zDCry/wDNs3v/AMTFqlsUzk3LrmUCXS214SlkpA+G8VRiCfKQoKkSFC4IXxEAXD1Yl/5tm/6mFRVpZAsadNf1Rj4vV+odcn8cx8FIxwiuyip2mzkg+0l1TRUDbu0myhv6jAH5tXM180XlqdezIxS4tRuVKrEwST171xXbzmzfaY7GbzVxglm1ubTXZoJt1W12jDoIAzNrOrONlJSzm1jNtJ6E16aH/wC+H9fDOj338bfP839pGEwQBm3r4Z0e+9jb6QTf2kHr4Z0e+9jb5/m/tIwmCAM19fDOn338bfSCb+0g9fDOn338bfSCb+0jCoIAzX18M6fffxt9IJv7SD18M6fffxt9IJv7SMKggDNfXwzp99/G30gm/tIPXwzp99/G30gm/tIwqCAM19fDOn338bfSCb+0g9fDOn338bfSCb+0jCoIAzX18M6fffxt9IJv7SD18M6fffxt9IJv7SMKggDNfXwzp99/G30gm/tIPXwzp99/G30gm/tIwqCAM19fDOn338bfSCb+0g9fDOn338bfSCb+0jCoIAzX18M6fffxt9IJv7SD18M6fffxt9IJv7SMKggDNfXwzp99/G30gm/tIPXwzp99/G30gm/tIwqCAM19fDOn338bfSCb+0g9fDOn338bfSCb+0jCoIAzX18M6fffxt9IJv7SD18M6fffxt9IJv7SMKggDNfXwzp99/G30gm/tIPXwzp99/G30gm/tIwqCAM19fDOn338bfSCb+0g9fDOn338bfSCb+0jCoIAzX18M6fffxt9IJv7SD18M6fffxt9IJv7SMKggDNfXwzp99/G30gm/tIPXwzp99/G30gm/tIwqCAM19fDOn338bfSCb+0g9fDOn338bfSCb+0jCoIAzX18M6fffxt9IJv7SPmmc3M1ZxfOTeZmK3ldblZmVH0rjE4IAzBvOPNxprmG808Xob46E1yaA82uKgzrzjSjm05s4zCPaivTVvNrjC4IAzMZ1ZxBJbGbGMghXFPq7NWP/44PXqzjAAGbOMgBuFq9NfpxhkEAZn69ecfvs4z+fpr9OKcvnDm1KNlqUzRxcwgqKilutzKRc8TYL4xiEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAf/2Q==" width="253px" alt="What is Variance Analysis"/></p>
<p>It is important to note that the budget should be included in this package of data as this is what the actual results will be compared against. Typically, variance analysis is always performed through the lens of understanding what, if any, corrective actions are required for the business to achieve the budget targets. Often, you will find variance between the budgeted requirements and the actual requirements. It is then up to managers and cost analysts to determine if that variance was favorable or unfavorable. Material Variance, Labor Variance, and Overhead or Indirect cost variance are three main types of variances. In such cases, the management will only examine more cost areas where differences exceed these limitations.</p>
<h2 id="toc-1">Cost Accounting</h2>
<p>Not every organisation will focus on the same variance calculations. Depending on your service line and business goals, you will choose what variance analysis makes the most sense to track to ensure you are maximising efficiency and minimising costs. Either positive variance or negative variance reflects negatively on the budgeting efficiency unless caused by extreme events. Overhead costs may refer to a business&#8217;s operating expenses, like rent for an office space or insurance costs.</p>
<ul>
<li>The HighRadius<img src="https://s.w.org/images/core/emoji/13.0.0/72x72/2122.png" alt="™" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Treasury Management Applications consist of AI-powered Cash Forecasting Cloud and Cash Management Cloud designed to support treasury teams from companies of all sizes and industries.</li>
<li>An effective format would express the data in a visual summary that is simple enough to be readily understood and detailed enough to provide valuable information.</li>
<li>Planning variances show the difference between revised and original budgets.</li>
<li>Each variance is typically accompanied by commentary that explains the deviations from the budget.</li>
<li>For example, if you group all sales together, one product might be lagging behind the budget but others might be exceeding and making up for it.</li>
</ul>
<p>The overhead variance can be divided or breakdown into subcategories, two the fixed overhead total variance and the variable overhead total variance. In other words, It is the difference between the absorbed overheads and the actual overheads that have been incurred. The overhead variance is considering both fixed overhead or variable overhead. The labor rate variance is the difference between the actual labor rate of production and the budget labor rate of production at the total production units. However, the direct material total variance is the difference between what the output actually costs the company and what it should have cost (as per the company’s budget), in terms of material.</p>
<h2 id="toc-2">Study Designs</h2>
<p>It is an effective measure to analyse the performance of the sales function which further helps to analyse the performance of an entity in the present market conditions &#038; helps in forecasting future growth &#038; profitability. Variance analysis aids the company in targeting and positioning of the various products on account of profitability &#038; thus, helps in analyzing the score of customer satisfaction. These methods range from simple and straightforward to the very sophisticated and complex methods. HighRadius is the industry’s most preferred solution for Accounts Receivable &#038; Treasury and has been named a Leader by IDC MarketScape twice in a row.</p>
<p>If it’s your budget, you can start by looking at the differences between your budgeted and actual cost for each of your expenses. And if you’re measuring how long it took you to complete Project XYZ, you could look at the number of hours it took each department compared with your predictions. When performing variance analysis, you must remember that you should compare like with like. For example, if the company doesn’t have figures for the actual production level, it cannot substitute the budgeted level of output for the actual level when performing variance analysis. The basis of virtually all variance analysis is the difference between actuals and some predetermined measure such as a budget, plan or rolling forecast. Most organizations perform variance analysis on a periodic basis (i.e. monthly, quarterly, annually) in enough detail to allow managers to understand what’s happening to the business while not overburdening staff.</p>
<p>Once the actual values and emerging trends have been identified, it is important to update any forecast and additional financial models with the new information. Forecast should act as a compass that helps the business navigate towards its goals and provides a gauge to measure whether it is headed in the right direction. Variance analysis typically involves the isolation of different causes for the variation in income and expenses over a given period from the budgeted standards. Variance Analysis, in managerial accounting, refers to the investigation of deviations in financial performance from the standards defined in organizational budgets.</p>
<h2 id="toc-3">Learn The Common Ways To Measure Risk In Investment Management</h2>
<p>There are several areas of cost accounting, one of which includes standard costing. Standard costing is a concept that has existed for a long time and is crucial for companies. When a variance is unfavorable, that means that the actual costs and requirements of the operations were more than the expected costs and requirements for the operations. In other words, they expected the production process to cost a certain amount and it ended up costing more. As you may have noticed, all variances other than the sales volume variance are basically calculated as the difference between actual and flexed income &#038; expenses. The difference between flexed budget profit and the fixed budget profit is accounted for separately in a single variance, i.e. The total variable costs or direct costs are calculated by multiplying the number of direct materials or labor hours that will be required with the estimated, inflation-adjusted price of the direct materials or direct labor.</p>
<ul>
<li>100 skilled workmen, 40 semiskilled workmen and 60 unskilled workmen were to work for 30 weeks to get a contract job completed.</li>
<li>Budgets help management establish benchmarks to measure future improvement.</li>
<li>When you have data spread out across spreadsheets and in different records within an organisation, then compiling and assessing data becomes tricky and timely.</li>
<li>This is the variance in respect of the overhead cost of fixed nature incurred in the production of goods.</li>
</ul>
<p>AI-based cash forecasting solution supports drilling down into variances across various cash flow categories, geographies, and entity-level variances and performing a root cause analysis. It uses the closed-loop feedback model to reduce the variance eventually by analyzing the historical forecasts and understanding what caused the spike in variance, and improving accordingly. This helps CFOs to get actionable insights to make investment, borrowing, and funding decisions confidently. Majestic Auto Ltd. is manufacturing and selling three standard products. The company has a standard cost system and analyses the variances between the budget and the actual periodically.</p>
<h2 id="toc-4">Iii Variable Overhead Variances:</h2>
<p>Some companies also calculate variances for forecasted and actual sales. When it comes to sales, companies cannot establish standard costs. However, they can calculate the expected selling prices and set them as a standard. Once they do so, they can easily perform variance analysis on their revenues and identify any weak areas. Usually, most companies perform variance analysis for business planning and meeting their financial commitments. The finance/ treasury team produces variance reports for certain types of variance and presents them to the treasurers. The variable overhead cost variance represents the difference between the standard cost of variable overhead allowed for actual output and the actual variable overhead incurred during the period.</p>
<p>Multivariate analysis of variance is used when there is more than one response variable. As values of F increase above 1, the evidence is increasingly inconsistent with the null hypothesis. Two apparent experimental methods of increasing F are increasing the sample size and reducing the error variance by tight experimental controls. The randomization-based analysis has the disadvantage that its exposition involves tedious algebra and extensive time. Since the randomization-based analysis is complicated and is closely approximated by the approach using a normal linear model, most teachers emphasize the normal linear model approach.</p>
<p>It is the difference between the actual variable overhead rate per hour and the standard variable overhead rate per hour multiplied by the actual hours worked. The actual hours worked must be used not the actual hours paid because the latter may include idle time and it is usually assumed that variable overhead will not be recovered in idle time. The labour cost variance is also called’ labour total variance’ is the difference between the standard direct labour cost and the actual direct labour cost incurred for the production achieved. Overhead variance is the difference between the standard cost of overhead allowed for actual output and the actual overhead cost incurred.</p>
<p>A sales variance is the difference between the actual sales and budgeted sales. The company incurred actual fixed overhead USD45,000 for 2,300 units. You can leverage automated software solutions likeSolveXiato help store and manage data and information. These tools <a href="https://www.bookstime.com/articles/what-is-variance-analysis">What is Variance Analysis</a> also help businesses thrive by maximising productivity and lowering costs. Automation solutions can quickly collect, transform and process mass amounts of data in seconds, relieving your team of having to perform time-consuming data entry and manual manipulation.</p>
<h2 id="toc-5">Mixed</h2>
<p>It highlights all inefficient performances and the extent of inefficiency. It is highly useful for fixing responsibility of an individual or department or section for each variance separately. The reasons for the overall variances can be easily find out for taking remedial action. A variance is controllable whenever an individual or a department or section or division may be held <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> responsible for that variance. It also helps when assigning responsibility to individuals and assists in motivating employees and other staff to achieve the organization’s performance targets. FREE INVESTMENT BANKING COURSELearn the foundation of Investment banking, financial modeling, valuations and more. Controllable variance can be controlled by taking necessary action.</p>
<p>Cost Of LaborCost of labor is the remuneration paid in the form of wages and salaries to the employees. The allowances are sub-divided broadly into two categories- direct labor involved in the manufacturing process and indirect labor pertaining to all other processes. For example, the supplier that had been providing raw material at the time of budgeting has gone bankrupt and raw materials have been purchased from a new supplier now. Variances arising out of each factor should be correctly segregated.</p>
<h2 id="toc-6">Accounting Topics</h2>
<p>They help treasuries around the world achieve end-to-end automation in their forecasting and cash management processes to deliver accurate and insightful results with lesser manual effort. Having up-to-date standards and, therefore, more meaningful variances is likely to make the standard costing system more acceptable and to have a positive effect on motivation. The standard wages per unit is based on 9,600 hours for the above period at the rate of Rs. 3.00 per hour. 6,400 hours were actually worked during the above period, and in addition, wages for 400 hours were paid to compensate for idle time due to breakdown of a machine, and overall wage rate was Rs. 3.25 per hour. The sales quantity is the difference between the budgeted profit on budgeted sales and expected profit on actual sales. The labour yield variance arise due to the difference in the standard output specified and the actual output obtained. Balanced experiments are relatively easy to interpret; unbalanced experiments offer more complexity.</p>
<p>Budget variance analysis helps to reveal where your business exceeded expectations and where it came up short. The process of analyzing the variances reveals processes, initiatives, and other activities that created positive or negative results.</p>
<h2 id="toc-8">The Most Common Types Of Variance</h2>
<p>Lastly, the cause analysis needs to be done so as to investigate the reason for the occurrence of such variances so as to use this information for planning and decision-making. Analysis the information for the preparation by determining how to examine &#038; compare the results so as to create the appropriate model.. General Motors is a world known brand manufacturing diverse brands. The total sales turnover is almost 8 million vehicles in around countries as in 120 countries of the world. General Motors Company is an American multinational, one of the largest automotive corporation, which is headquartered in Detroit, Michigan.</p>
<p></p>
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		<title>Other Variable Costs Definition</title>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 24 Mar 2022 12:15:35 +0000</pubDate>
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					<description><![CDATA[Content Variable Cost Explained In 200 Words &#038; How To Calculate It Company Packaging And Shipping Costs Fixed Vs Variable Cost: Whats The Difference? Variable Contribution Margin Free Business Tools Learn More About Variable Cost Whether your company grows rapidly or doesn’t do quite so well, your landlord is still going to charge you the [&#8230;]]]></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">Variable Cost Explained In 200 Words &#038; How To Calculate It</a></li>
<li><a href="#toc-1">Company</a></li>
<li><a href="#toc-2">Packaging And Shipping Costs</a></li>
<li><a href="#toc-3">Fixed Vs  Variable Cost: Whats The Difference?</a></li>
<li><a href="#toc-4">Variable Contribution Margin</a></li>
<li><a href="#toc-7">Free Business Tools</a></li>
<li><a href="#toc-8">Learn More About Variable Cost</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="variable cost"/></p>
<p>Whether your company grows rapidly or doesn’t do quite so well, your landlord is still going to charge you the same amount. One way to reduce car usage is to increase the <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> of using a car. Direct labor and overhead are often called conversion cost, while direct material and direct labor are often referred to as prime cost. So how many cups will you need to sell per month to be profitable? If you’re starting a new business, then the break-even point will help you determine the viability of the endeavor. If you already have your business up and running, the break-even point will help you find areas to improve your business and profitability.</p>
<ul>
<li>The variable costs are not constant, but depend upon the level of output.</li>
<li>Variable costs are the costs that change in total each time an additional unit is produced or sold.</li>
<li>For example, you may be able to purchase 10,000 units of a given component at a cheaper per-piece rate than you would 5,000 units.</li>
<li>Unlike variable cost which is subject to change depending on volume of a product or service provided, fixed costs are those which do not fluctuate according to sales volumes.</li>
<li>However, because fixed costs do not change as production increases, fixed costs will decrease as a percentage of total cost as production volume increases.</li>
<li>The information featured in this article is based on our best estimates of pricing, package details, contract stipulations, and service available at the time of writing.</li>
</ul>
<p>Variable costs are a type of business expense that fluctuates in relation to business production and sales. Startups have a number of fixed costs, especially those with physical locations . These other methods generally have a higher fixed cost, but a lower variable cost than metal spinning. Breakeven analysis shows the relationship between the price of the product you sell, the volume of the product you sell, and your costs.</p>
<h2 id="toc-0">Variable Cost Explained In 200 Words &#038; How To Calculate It</h2>
<p>Costs may stay the same or may change proportionately in response to a change in activity. The Fortunly.com website does not include reviews of every single company offering loan products, nor does it cover all loan offers or types of financial products and services available. In contrast, businesses with high variable costs, for example, hospitality ventures, are more vulnerable to competition because they are relatively inexpensive to launch. Some companies employ workers on a flexible basis, which means they pay per day or hour. If this is the case, variable labor costs will rise when workers record more hours and fall during quieter periods. In all these scenarios, the fixed cost will remain at $2,000 per month.</p>
<ul>
<li>You can plug production data into the variable cost formula to determine total cost.</li>
<li>Your total variable cost is equal to the variable cost per unit, multiplied by the number of units produced.</li>
<li>Similarly, property taxes on the business’s assets will be owed regardless of how much the business produces, and its assets will gradually depreciate in value.</li>
<li>Capitalize on lower costs when dealing with high production, which can affect variable costs in the following way.</li>
<li>Fixed costs, on the other hand, are more stable, and you often have less control over them.</li>
</ul>
<p>Our goal is to provide an overview of these costs, how to calculate them, and what they are used for. Variable costs can be found by simply adding all variable costs together but sometimes it is not that straight forward. For example, a utility bill can vary from month to month depending on production levels. In this case, you should add the costs into the right categories and plan according to these changes. Some common examples of variable costs include raw materials, direct labor, packaging, freight, and utilities. They are a regular recurring expense and the amount paid out is set.</p>
<h2 id="toc-1">Company</h2>
<p>Over a one-day horizon, a factory&#8217;s costs may be almost entirely fixed costs, not variable. The main variable cost will be materials and any energy costs actually used in production. The most common examples of fixed costs include lease and rent payments, property tax, certain salaries, insurance, depreciation, and interest payments. If your monthly fixed costs are $5,000 and you’re able to do 1,000 oil changes, then your average fixed cost per unit is $5 per oil change.</p>
<p>If variable costs are low the business will have more budget to spend in areas of the business as there will be no sudden costs incurred. How you classify some expenses, like utilities and taxes, can change with the situation.</p>
<h2 id="toc-2">Packaging And Shipping Costs</h2>
<p>These types of expenses are composed of both fixed and variable components. They are fixed up to a certain production level, after which they become variable. It&#8217;s easy to separate the two, as fixed costs occur on a regular basis while variable ones change as a result of production output and the overall volume of activity that takes place. As a small business owner, you should know your total variable costs.</p>
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width="258px" alt="variable cost"/></p>
<p>Variable costs will often differ between businesses operating within different industries. For this reason, it’s often unhelpful to compare the variable costs of companies in different sectors, for example, a company that manufactures TV sets and a car manufacturer.</p>
<h2 id="toc-3">Fixed Vs  Variable Cost: Whats The Difference?</h2>
<p>While variable costs tend to remain flat, the impact of fixed costs on a company&#8217;s bottom line can change based on the number of products it produces. The price of a greater amount of goods can be spread over the same amount of a fixed cost. In this way, a company may achieveeconomies of scale by increasing production and lowering costs.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="253px" alt="variable cost"/></p>
<p>Amy asks for your opinion on whether she should close down the business or not. Additionally, she’s already committed to paying for one year of rent, electricity, and employee salaries. The marginal cost of production is the change in total cost that comes from making or producing one additional item. For example, last month, your variable costs were $3,000 and your revenue was $5,000. To analyze cost behavior when costs are mixed, the cost must be split into its fixed and variable components. The way a specific cost reacts to changes in activity levels is called cost behavior.</p>
<h2 id="toc-4">Variable Contribution Margin</h2>
<p>Free Financial Modeling Guide A Complete Guide to Financial Modeling This resource is designed to be the best free guide to financial modeling! Therefore, for Amy to break even, she would need to sell at least 340 cakes a month. Decomposing Total Costs as Fixed Costs plus <a href="https://www.bookstime.com/articles/variable-cost">variable cost</a>s. The quantity of output is measured on the horizontal axis. Investopedia requires writers to use primary sources to support their work.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="variable cost"/></p>
<p>Variable costs vary greatly depending on the kind of business you’re in, and the product or service you produce. Although taxation usually varies with profit, which in turn varies with sales volume, it is not normally considered a variable cost. Direct materials is considered the most purely variable cost of all, these are the raw materials that go into a product.</p>
<p>The more oil changes you’re able to do, the less your average fixed costs will be. Also known as “indirect costs” or “overhead costs,” fixed costs are the critical expenses that keep your business afloat. These expenses can’t be changed in the short-term, so if you’re looking for ways to make your business more profitable quickly, you should look elsewhere. There will be some expenses you’ll have more control over, like variable costs.</p>
<p>While fixed costs do change over a long-term period, this change isn’t related to production. For example, an employee might receive a raise in their salary after an annual review. However, this is unrelated to how many units were produced. At the same time, the employee might receive a sales commission directly tied to production, making it variable.</p>
<h2 id="toc-7">Free Business Tools</h2>
<p>Other fixed costs, like depreciation, on the other hand, won&#8217;t improve your cash flow but may improve your balance sheet. As an example of variable cost, let’s assume that the UK was currently experiencing an economic recession. In this scenario, companies might expect that their variable costs would decrease on the back of reduced consumer demand. Fixed costs are costs that don’t change in response to the number of products you’re producing. And, because each unit requires a certain amount of resources, a higher number of units will raise the variable costs needed to produce them.</p>
<p>When sales are $100,000 the sales commission expense will be $5,000. Sales of $200,000 will mean total sales commission expense of $10,000. Sales of $400,000 will result in total sales commission expense of $20,000. A variable cost is a constant amount per unit produced or used.</p>
<p>For example, let&#8217;s say that Company ABC has a lease of $10,000 a month on its production facility and produces 1,000 mugs per month. As such, it may spread the fixed cost of the lease at $10 per mug.</p>
<p></p>
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			</item>
		<item>
		<title>Income Tax Calculator</title>
		<link>http://ashoksawhney.com/2021/12/27/income-tax-calculator/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 27 Dec 2021 07:33:50 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=2832</guid>

					<description><![CDATA[Content Personal Income Tax For Residents Policy Centers Combined Sales And Income Tax Leaders South Dakota Individual Income Tax 1040me Small Business Destination Sourcing Exception Extended Key Organizations For 2021 Tax Changes Key Actions For Filing Requirements Most states also allow taxpayers to deduct income taxes paid to other states from what is owed to [&#8230;]]]></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">Personal Income Tax For Residents</a></li>
<li><a href="#toc-1">Policy Centers</a></li>
<li><a href="#toc-2">Combined Sales And Income Tax Leaders</a></li>
<li><a href="#toc-3">South Dakota</a></li>
<li><a href="#toc-4">Individual Income Tax 1040me</a></li>
<li><a href="#toc-5">Small Business Destination Sourcing Exception Extended</a></li>
<li><a href="#toc-6">Key Organizations For 2021 Tax Changes</a></li>
<li><a href="#toc-8">Key Actions For Filing Requirements</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="State Income Tax Rates"/></p>
<p>Most states also allow taxpayers to deduct income taxes paid to other states from what is owed to their home state. Unlike the federal government, which provides a preferential rate for long-term capital gain income, most states tax all capital gain income at the same tax rate as ordinary income. However, Connecticut, Hawaii, Massachusetts, and Oregon do levy special tax rates on capital gain income. As a taxpayer, you must make estimated payments if the expected tax due on your taxable income not subject to withholding is more than a certain amount. Generally, you need to pay at least 80% of your annual income tax liability before you file your return for the year. You pay through withholding and making estimated tax payments on any income not subject to withholding. Your filing status on your Massachusetts personal income tax can affect your exemptions you&#8217;re and how much you&#8217;re taxed.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="State Income Tax Rates"/></p>
<p>The overall tax burden—including property, income, sales, and excise taxes as a percentage of personal income—is 6.14%, ranking the state third-lowest. The effect is that residents pay the equivalent of the federal income <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> tax to the dependency, rather than to the U.S. government. In any event, the other mirror tax dependencies (the U.S. Virgin Islands and American Samoa) are free to continue mirroring if, and as much as, they wish.</p>
<p>Welfare is a government program that provides financial aid to individuals and families. Learn how welfare works, the types of programs, and who qualifies. State income tax is a tax levied by a state on the income of its residents, as well as on any nonresidents who earn state-sourced income. Taxes are a mandatory contribution levied on corporations or individuals to finance government activities and public services.</p>
<h2 id="toc-0">Personal Income Tax For Residents</h2>
<p>Personal income tax revenue has become increasingly important to state revenues. In 1950, personal income tax comprised approximately 9.3 percent of all state tax revenue.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="State Income Tax Rates"/></p>
<p>Full BioAriana Chávez has over a decade of professional experience in research, editing, and writing. She has spent time working in academia and digital publishing, specifically with content related to U.S. socioeconomic history and personal finance among other topics. She leverages this background as a fact checker for The Balance to ensure that facts cited in articles are accurate and appropriately sourced.</p>
<h2 id="toc-1">Policy Centers</h2>
<p>However, often an overpayment is refunded directly to you. Estates seeking an extension of time to file andpay the estate tax must still request approval from DOR by filing Form M-4768. Click on the income amounts below to see how much tax you may pay based on the filing status and state entered above.</p>
<p>Before sharing sensitive or personal information, make sure you’re on an official state website. You may have dreamed of a tax-free retirement, but if you live in one of these states, your Social Security benefits may be subject to state taxes.</p>
<ul>
<li>Our information is available for free, however the services that appear on this site are provided by companies who may pay us a marketing fee when you click or sign up.</li>
<li>The combined total of pension and eligible retirement income may not exceed $12,500 per person age 60 or over.</li>
<li>The more you earn, the higher the percentage you&#8217;ll pay in income tax on your top dollars.</li>
<li>Legislation passed in 2016 included a plan to lower taxes on unearned income by 1% per year until the tax was eliminated at the start of 2021.</li>
<li>Most Americans have until April 18 to file, though they can request a six-month extension to Oct. 17.</li>
<li>Q. I am a Resident of Pennsylvania and have worked for XYZ company in Delaware for the last 20 years.</li>
</ul>
<p>Such taxes apply to U.S. and foreign corporations, and are not subject to tax treaties. Such tax is generally based on business income of the corporation apportioned to the state plus nonbusiness income only of resident corporations. Most state corporate income taxes are imposed at a flat rate and have a minimum amount of tax. Business taxable income in most states is defined, at least in part, by reference to federal taxable income.</p>
<p>This was especially true for states that used the federal standard deduction and personal exemption on their state income tax calculation . Most refunds are claimed on an original return and will be issued automatically by the Department. For e-filed returns the turnaround time is about 6 weeks; but for paper returns it could take up to 10 weeks. You must claim your refund or credit within a certain time period, as further detailed below. Also, the Department of Revenue must issue refunds within a certain time period or pay interest on the amount of the refund. This page contains important information on the time limitations for claiming a refund and on the calculation of interest.</p>
<h2 id="toc-2">Combined Sales And Income Tax Leaders</h2>
<p>A.Yes, you would be required to file a Delaware Non-Resident return and report your non-military income from your part-time job. You would include all your income in Column 1 but, only your part-time Delaware income in Column 2 . Q. I am a Resident of Pennsylvania and have worked for XYZ company in Delaware for the last 20 years. The company moved its operations to the State of North Carolina last July and did not operate in Delaware after that date.</p>
<p>To give notice of a county income tax rate change, you must submit a certified copy of the County Council passed ordinance or bill on or before the deadline required by law. Location is everything if you want to save a few income tax dollars.</p>
<h2 id="toc-3">South Dakota</h2>
<p>In 2014 voters approved an amendment to the state constitution prohibiting state or local governments from levying any income tax. Prior to January 1, 2021 Tennessee had the &#8220;Hall income tax&#8221;, a tax on certain interest and dividend income from investments. Tax brackets for long-term capital gains are 15% and 20%. An additional 3.8% bump applies to filers with higher modified adjusted gross incomes .</p>
<ul>
<li>Social Security and Railroad Retirement benefits are not taxable in Delaware and should not be included in taxable income.</li>
<li>Gross income generally includes all income earned or received from whatever source with some exceptions.</li>
<li>Nonrefundable credits are deducted from your tax liability until your tax due equals $0.</li>
<li>Single Filing – Unmarried, legally separated and divorced individuals all qualify all single.</li>
<li>What personal income taxes will I be required to pay as a resident of Delaware?</li>
<li>Investopedia requires writers to use primary sources to support their work.</li>
</ul>
<p>Of these, Alaska also has no income tax, thanks to the severance tax it levies on oil and natural gas production. 37 states, including sales-tax-free Alaska and Montana, allow local municipalities to impose a sales tax, which can add up. Lake Providence, Louisiana has the dubious distinction of most expensive sales tax city in the country in 2021, with a combined state and city rate of 11.45%. If you&#8217;re a consumer, you&#8217;ll want to consider that all but four states — Oregon, New Hampshire, Montana and Delaware — rely on sales tax for revenue. Alaska only levies a paltry 1.76% sales tax rate. A myriad of taxes — such as property, license, state and local sales, inheritance, estate, and excise taxes — can eat away at your income. Often, the biggest tax ticket citizens face after paying the Internal Revenue Service is the one their state presents.</p>
<h2 id="toc-4">Individual Income Tax 1040me</h2>
<p>Your effective tax rate will be much lower than the rate from your tax bracket, which claims against only your top-end earnings. Deduction for state and local income, sales, and property taxes limited to a combined $10,000. There are nine California tax rates, and they are based on a taxpayer’s adjusted gross income. State tax is levied by California on your income each year. California income taxes are drawn from your paycheck as a percentage of money that you pay to the state government based on the income you earn. For information regarding property taxes you may contact the Property Tax office for the county you plan to live in. A.As a resident of Delaware, the amount of your pension and 401K income that is taxable for federal purposes is also taxable in Delaware.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="State Income Tax Rates"/></p>
<p>Refund Advance You could get up to $3,500 within minutes of filing your taxes. Mississippi allows certain exemption amounts depending upon your filing status and other criteria. Below is listed a chart of all the exemptions allowed for Mississippi Income tax. Links to other years tax forms are on theformspage. You did not work in Delaware during any part of the taxable year.</p>
<p>The tax rate information on this page was last updated in January 2021 and the below historical tax rate data is available for reference only. For the latest information and insights on Global Tax rates, and what they may mean for your organization, please speak with your local KPMG Tax professional. Enrollment in, or completion of, the H&#038;R Block Income Tax Course is neither an offer nor a guarantee of employment. There is no tuition fee for the H&#038;R Block Income Tax Course; however, you may be required to purchase course materials. Additional training or testing may be required in CA, MD, OR, and other states. This course is not open to any persons who are currently employed by or seeking employment with any professional tax preparation company or organization other than H&#038;R Block. The student will be required to return all course materials, which may be non-refundable.</p>
<p>Of the 50 states and Washington, D.C., only seven do not levy a personal income tax. Tax rates vary significantly from state to state. Some use a flat rate to calculate the tax, but most often states use bracket systems that vary the rate according to the individual&#8217;s income. Delaware does not have a specific income tax rate for municipal bonds.</p>
<h2 id="toc-6">Key Organizations For 2021 Tax Changes</h2>
<p>All states have a statute of limitations prohibiting the state from adjusting taxes beyond a certain period following filing returns. Tax software packagesincludes preparation and filing for only one state. Filing multiple state income tax returns often means paying extra. Federal income taxes, but they can still put a large dent in your wallet. How large depends on the amount you earn, as well as where you live and work. Here&#8217;s how it works, and a list of states with no income tax.</p>
<h2 id="toc-7">Who Should File?</h2>
<p>Conditions and exceptions apply – see your Cardholder Agreement for details about reporting lost or stolen cards and liability for unauthorized transactions. Fees apply to Emerald Card bill pay service. See Online and Mobile Banking Agreement for details. <a href="https://www.bookstime.com/tax-rates">State Income Tax Rates</a> Payroll, unemployment, government benefits and other direct deposit funds are available on effective date of settlement with provider. Please check with your employer or benefits provider as they may not offer direct deposit or partial direct deposit.</p>
<p>While taxpayers still may use itemizing if their total deductions work to their advantage , boosting the standard deduction was designed to simplify calculations for the vast majority of filers — and it worked. For the 2018 tax year, 90% of households opted for the standard deduction, up from 70% in recent previous years (Urban-Brookings Tax Policy Center). The federal government gives tax credits for the cost of buying solar panels for your house and to offset the cost of adopting a child. Americans can also use education tax credits, tax credits for the cost of child care and dependent care and tax credits for having children, to name a few. Alaska has no statewide sales tax, although some localities have one.</p>
<p>The information requested on the contact form is personal information that is classified as private data under Minnesota law. The department will use the information you provide to verify your identity prior to discussing any of your data with you and for any law administered by the department. The department cannot disclose your private data to another government entity or third party without your written consent, authorization by law, or court order.</p>
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		<title>Welcome To Ezlabormanager</title>
		<link>http://ashoksawhney.com/2021/03/25/welcome-to-ezlabormanager/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 25 Mar 2021 09:47:02 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[Content The Security And Trust You Expect From Adp® Login &#038; Support: Adp Ezlabormanager Payroll Administration Payroll, Hr And Managed Business Solutions Adp Payline Au Adp Payroll Integrations Ezlm.adp.com @ Adp Electronic Timesheet @ adp ez labor login ezlm.adp.com/ Welcome to the ADP ADP ezLaborManager client login page. Find top links easy labor adp for easy [&#8230;]]]></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">The Security And Trust You Expect From Adp®</a></li>
<li><a href="#toc-1">Login &#038; Support: Adp Ezlabormanager</a></li>
<li><a href="#toc-2">Payroll Administration</a></li>
<li><a href="#toc-3">Payroll, Hr And Managed Business Solutions</a></li>
<li><a href="#toc-4">Adp Payline Au</a></li>
<li><a href="#toc-5">Adp Payroll Integrations</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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tkjeAhqaYuDImn4WCOSCe2aR3z1UZcnCUkpBuRp6whXmWq6iST3h1laTN1FXxj7C25QKLZdSi6QoJuEjudtPX1EPshJ4ZlENu1FwhZASRbMdU9B3v10/TS8ZWx7DXwVZsZcoiiWfUgLDSsuutoxTQKMxBBEWvhSh1GclJlySwwl5pKihKZhBzKUQNkix7En2v3iBVilTMpPvSL0sUOoWpK0WsQQT0gY6psjyzojfTvY0OI0Kj1rGxP6xsKAPW/eFU5TpuUfUzMMONqTuFpKSPcHaExbKRe0WgQdQoNkJClBV06XhfINqmX25VYbBeWEJUrQAk2F/TWELac+oNjtClIUpry69LHvDEJeSsJrgzi1+VE1LpZWi4BCen9XhW5wJxlYraRnQE5jbe/aJZwI4pYckEOyWO6i6xLycuGZZDDPmeUSohSljUZRZI01zC+wiaYj8SmBKXiWnS2HadMT9MC7TxcSpKgnuMyb9th++CL4Bpl1WYfTc1s2nkuaH6EuVnjT5wOomWnOWtlQsom9tIt/D3BGiVjDqG5qmz8pUl6h5ZGW3qCbfqIkeKeNnBl+uqqlNwAmYKrEurShKsw62zX/WGie8U84lXLpeH2GGkiyBzLWHTQJIhMlZuPmEUraiQWIPuNlHq7wOmqHJzMyiVU8lpsqzkAfuJ/SKopdJmKlVGac3lQt5wNi+1ybRaVZ8R2MKow5LhmXQ26ClSTdQIPTTLFYNVaZlakKrKnkzAXzElGgSfQQsw4UkDJmg5vmbo7EdDew7WpmizQSXpYgKIsQbiMhBUp+Zqk87UZ14rfeVmWrQXP0jIZW2ggDNuhZfSNZYNtAsgMRXRJMpJttBDgUBpDhkuI0phKukOCkmZSlX3MCQ64nZRhzVJtk3KRGhTmlflg84SWShLjQUvWD+S2d0wNlgNJCU7QaEWtEROqSI+EbI0vBL7KWbHvDiBpcCEVTUEISSYQJJSRKHGQNQYPbclobeYg9YEFjoRBFqSdiplQskiAFltWwENubsYEHVj80NlSS4yaTtpADIqGxhOmadTsqDk1BwHWxhWKSCZR0bC8BLTiD8phSmop/MiDUzssoawrlJIA68g6KUIdMPNzVWrUjSW1OFU3MNsjInMq6lAaC4uddB1OkBCpRzqmHrByGJXFVKn0IUsys22+Ag65kqBTb6gRHI7KwmyJjczg3qvUTAMlKYYwlKUKkXXT6RTnGZWYP5kAEggWO6Ug3/AMxtFNcesJuO12Wxth5x1lc60hLmU5G3k2skrHuCAojZZ9AbubdZl5dVEuWg3JNKQ+g5EJKgWwR20F9uo9YrzHsu3iXhhMiWbUJumhTQlgQHFISrLlAsR+VCk32JB6iOCMrnO1W5AwRuzBQnw845qlFdmZOflEMMSsx8I42hOr2uZJsB5BleXvYeRIvrlNwMYlanKg9T5ptTzE3+GhRQQA50sd77HW1weu0c58LcQyuI51Es/LrbnJAkKUUctTjKdQhzWxsSq1jpcdQDHU+F6FTqkhp515LroF8+W5SfW+5hqsF0gaBZW4omNaZHcrJrE5oqUU+pUN5maUQWUrX+G8u4IyrG99RrqLC4B0DarH9Vw7UFMiiLnKc+3zUvJ3uELTy7EXN8iQCT72OhsljBdOqKmjNOrmeUdA75knpb7C0SCYwlSm5TkKlkEKHVI3/oe8TR0crwXjYKF00DCGuFyd1WknxOoE7KS6Wqe+jMRYqSCUKsRlO+tgdvSKu4wMImcL1icknhLN2LPISFXK3AHG3AAdwpKuutraiLsZwXT5acctLtpSXeblyXFzvb9Pb98c4p4epAwjWVrkQtRl1OlKcqQsp1F76W0t6AxE0vzhz+FMYImgiMnVeUWJnVytenQwrMw46X2tDohwBaR9AoCG5M+hWjibQ51kpnJ51aFXAytpBBukJSEgG5J0AA36Q2N0uedWrkS6nLb2Ed8y2UXXMhjnn1RdD5rahdB1hG9Pz61FHMeUBoBmNoPVzJZfLfYKFDoRaBpda3GkHlB13QG7DY6JtUZtdyUH6wskQ+2lzO/wAtL6OWUgnzAkaabwY4kuDQgwQkuOTaEMIWQkC4Cc21t/1MC4aImG50UnoGBcRVd9mXZlHUqeb+IRmQQC1zC2lwJ6+YKAt2NvlNnzCNIo05U2GEvpUXZlt0TbyNG5ZLhQpZ+axJsSD03IGsCpOMpmnqcpkoha6m+21LIdWvLlSlCllCUkaKLq1KB1ObXcw0Yfw7jSfKZukU11xE4pMsl0oI5nnCtT0Gl7/rGZI572uzkNHC1Yo2tc3IC48rvrg3wTwTSqWuoyTnxk4+CBzHSpIBuNOovfzdzvewiAcYPDVLV2pTNUpUqiWe52VttSblVgVA3tqDqNQTp6a2h4dsLYhwThmQpVSeVMOhGdwlVwCoXsLdBsPSL6TJomZc/gJBOp7n6xxMTpu9L43+sOeoXUTSRxeo9gLTx0XmJxQ8P+KKDLuztHoAQ2wgKfSt1anVdyRYDc3unTbSOeX2HG5lTLiMq72sNdfSPZ3EuEJOekHWnGWQXAQo5dT9Y82vENwUqGCalMzolypt15biXRtlUb3007i3tHT4RiUhd3FRvwVh4jQxSsM9OLW3H8KgbFskEWO2ogZ5gKhcDTr1gaisJusX6GCrHMkZdLWHtHUA3XOJTKu5fmvc2OkTjCmOqtQsOVvDlPpdOmWqwLOuTCV529LXFiAdNr3EQNB5JN03JAKe0LpVaSjKArXT1itUQMnblkFxofhqpoJ5Kd+eM2Oo+OhRc5ITEowXnHm/YQGUl2JlkOOzvLP+G0GOJQhdlALsQddQY3MzAmHlPclKCrcJvr94lAda11Fcb2WfC01PzzTivYRrl0pP/dPL9zBec9hGs6uloLJ1JTZj0RpVID5KeT7qjIKzLOxjIWQeKWZyUBMCSmBJECAHaASQQkbRsJEDtpft6wJKbwN0kDliBJbEHBHpAgkXgS5JFZIFkgwJAjYy9x94EuSQAj0hrrg/CTeHqw94a68j8FNupg4zdySj20bCj3MGKZUkaiAZTeLaSwLV/igQdWIDbpG7QkkIPK2gXP8ASC7RmU9obRJGmYA6GA/EK6CC1CMAuLwrBJGpmVCJTw4el38X01udUoS4mGi6qwICM6cxJJ8oAJObW1u1yIjYWvDnQFKROkpNiEEgje41FoimaHRuHgpIjaRp8V664Gn5PEmDmZt+UWqYl2P2dOXVmVltZDoNr7FKr23Ft45L4tyuK8D4unjR54zUg87ynpRxQTmUAAoAk2KVADNn0UCkG+VJiUeGXjtSZmWNOxRUXZCqMNEy8ylwIEwANUjNdOoSbhfludxcES7xBVKexBhB2rT+HaTVaUuXytT6ry02hQAGUJ1RexOumxsE3Ijg23ppgyQa7fn5711QpC5pcz2Xa/nXn+NFztw9xfJM1tmfefcpsy27Y5miNhl81tSbaan36x2nw6rK6jLtziX+Yg6BVrA/TbrvrHE3CrAk3jKquzdGkgyzLrzHOrnZDrZIVsLC3U7/AG64wImcpDKJWaSoKQEhXmuB7ekBir42SWburtHSvfDdxCvul1ZKUApUBl3tD0qspeayHUp0uO0QinqS+2HEH31hw+IQ0DnUNPW0QQ1crW24VaSijc7xTpMTiSorF723infEbXGpXhPi7MCrPRJxsAG2qmVJH6kRYU1WJZlCgV2TbU3ii/EbjLD0twuxQmceQXHKe6whGbUOLTZAPuogQUchkmY3xH1Vj0YRxOc7QW3Xmv8AETDCwo5t7+8LpXEk3JlSmFZL7gpvCN6feWsrDaQO1oTvPOPCykpHtHods3tNC5EPEFzBIQfAWSp6deqSi7MLSFX7WgIbdWPwwFW9RCDk67wNBebFkOEAwRuBZqjEjJHZpwSTub6/NLiCiyVKAUfWDaS+9JTzsw3KtPhtlbiw4kEJSARfX3B09PeG2y1qGdSjD7JzrMtJ1GRnCpL03Lp+Hy6gea5TvoCD+gERSEhtjqjaGF92CyDhRQna+0uYcsq61Zl6hFkKF9f9utxbQjaLwomIaNJ16X+ErraJCnTSnFJcVlCm2yEBVyfPdKUqSnfzCw2SaDlHXaehE00citAkg3vobj/zfqIleGsN1XFVbcptLSl2ZQyC82pQbSkpSPmVYJGgI3/LvGdX07ZvWcbABX8PqHQmzRckru2h+KHhZRmUS65+eddQgEoalirS177g7fXWJxhbxT8NMSPNsSVdQ2464lttuYSWlqUewVvv0jjPhZwu40uF1+k1ScoqVvZmXnpVbku4gfKvILrVcbBTZSR+kk41cCca4cwfKcTcYcQ5WdqMotLL0uxT25BpJUtQC0ZcvMV8l/w0qIudkAHnhQ0zXd0yXX46/D7rYM0r/Xli0+H3+y7zr9SdTh2ZqjNrIaUpJOxNtB948yvEDxBreKK9NydcxOhxqWccS3KJQW2r5rFIyglRFrea20dwcOuKOJ8QcFcL1Sq4ccblZ4y1NmqkH2XHw68pLKXEsG6PMs2BUokKUm7ahcRW/GLwn0ypTM1VMPUiWpjaCt9D3OLynVrsVeUp8uuui7A3IAJvBUJZTTCSbX7HlRVDXyxuhjsL677j81sV57OtK5fM+GKEqUpKTbcjfT6wnUFZQjW6Tt1iYYqwrM4brc7R5pBDko4Uk2NrWuP0MRJ0ZZki4VZZTcddY7KN4eLtXLyRuYbOFigFZU0CdVJVClolpYS4SEr2I1gpLCc97nJe5hzo9FmatPsyckjmOOKKUXcSlNwkq3UQL2SbJvcnQamCcQBdR2N7ItyUUtJcaupKQL3FoTZY674G+EencYqTMJqWL38PzrE65JuNTNNNxkQDbzKTdR8xsLgAamLmY/sscLpcLT/E+prUE3OSQbTc/VRiCOpa4JpPUNl5v5R2jMl+hjtfFn9n/IYcqKpVGNZhxoLICltISSPoDG5DwJYbUjmzWKJ1YtewUkD/ANEWGva7UKB0uXdcTFAG9oyHbHmFVYXxpWMNsTJcRTppbKVnqAdIyD0CkGovdJgBAgm0CAtG7ekV0awJ9YMSn1hsqMw8woBtVgYSoqc2PzQQYXC6SkKR3gYTDRTqi+9MJaWdFQ9hP2iF7S06pItaLIJvbSAyTTapYLWoA33Jg9xHkPtCcSTkxJJ5RsQowhsklKmmw3mSq5HrDVXUWYSR0MOMnJvy7Kw9c3tbWElfCRKpv3h2aPCSYUzSkWC0ZxClsSrqVEsFKraaQlCm0C6heHNosvISEABR6RaJshICbTJqFzbSNJlyTlyw+CnvWupOkLRQnFSippLflT1gS8BODdRxqSK1ZdIGmTHMLaukObTCWxzVbCEZfBmVOpR5YbMSUQF0zzCQh4pHSAoF7wZNqC31EC0FpIG/WJeEywjSFEi+ZWbbfSL5Tt6bQR94fMNYTrOJHSqSl1JYb1W+tJyD0vbU67RFLIyJhdIbBX8Nw2sxaqZSUEZkkdsALn/XUnQcqzuD1SkZPHNP+LEsEz15RRmlKCC2sWKbg6G9sqhsd9NI64xpLv0bDrmGGphidpU6ht2SKFhamHFEFxFjYgXVmsBfU3NxeOBcS0qsUOoy8i+tSc6czTiFEJVr0Omo0+4i5MJca+Ik1TaThnElbcqFPafacR8Q0kupCbgEOWzelze4vHKYrRGoy1ULgRb6dF3uG09TRTvwivjLJIzqDwTb58gjQg+S6Q4SycrhmWU208AZlxS3EEWJ13i1UyxnWnZyUZWtZSBZIvr02v1inafMS7SGpllYBUBdRHX176dYtnAdc5aEoL2ZO1yrW0cnK4ukzOWtNR5GXjGyjVZx9iHDyhLvYCrLoAUM7TQDign/APGLlaz/ALQn1iKJkPEHiisN1jCExO0umuMlwytdU21MNea2VSWyo30uARsb36R0i5SqPWmi+qenGHViyyy+oXFrWsbgetgIcaXJ0OhSSpentts805St5wqWs6nVSiSesX4hG1uw+vyWDLPI11wD5W++6p/EeGMWu4Bzz+LFU6ZfQOdNsyqnC33ASDca2GYkWFze9o5o4zcIMaV+TpD9IfkanIzDTgLjDIbU4tBQOYpaSVPnfzLUq22lzfvGYfTJyCgtKeU0Q4lXTKd/5xS/GPFIXN06Woz2eds4QE2ORBtuPUgfYxfwV+Ssjjtve+ngVSxkvlopJTxa2um40suEhwLxb8e3T3KetLjmtzew94cKj4ecUUlKVzbbeVXUXjoVM3i415tuYDfyghRJBhdiHE1WYQG52lh9tI+YWsTcd47l/qkBcTC4Sxudc6fJUjhnwq1mvTDLKp1DRcTm+S/8Yej4QZ1mqGnvVdCQnXMUDWLmw1xATIV2UZNHLbriCASBb7iAcVuIr0gymeTKKS+hW6DvqO0O03NlBKcgzX0QuD/gSwVWJtb2KpyZmghkqbQh7lIK+hJSLgD0jkvjPw9omBcXV7CknLTaJuiufDLE0opC3ElfMIBGoNgUkKttbMFC3ZOCPFpTZCWl5OQknVzjbZVMNlJvy0i6jcdbA2jl7jrXp7HmMJ3EFYWtb9RqLpCmm0ErCStgBBzJUtLfwyQk5BfMu5BIz1JXODwSp6F4kzAG/wCfl1WFApsjPyAbqL7yHDMrbYCrBCTZJ+Y6akpH1ESHCs8jBuNGa+tBX8HMHQ2WpIzm4PRVrabag9oiLry5qmrkufcoUXyNP7wpsT31va++2ukEyDr8mmX+KdcLTq8oBtYG9r7+mvsN4hkiMjXAnQ8LWglbFI022tqvTfhXjygYyoErOzczMOOrSM61vlAcIFj5EkJ6HQDv1iqPGTRZCUoNArzTs2DMTPwcnTnFL5Vz+Kp5LS/kKQ1Y6C/M10BCq58NvEX/AKRm3aZNltDDhzodNgRf8pI1tc3iL+KbijXMfcU2ZGlIWqTw8DIyjSUZ+Y8sWdVlNwSonLtslMctSUb212Ruwub+C6qsljZAJLe1oR482C7b8JEoqX4OSkrMzvxBeSp9JJ2ClKJSfuYsapSsxUEGVempcIBIWOSolaTqLHMAk/Qj0jmbwf0DE1JwlMu8QMUfAUyeedl0U4PIYdYJTqVqBzNk5vKlOUi179B0vUq5gumtSshKVWSCg2hlpCZkKWoWNtySScp1Opsd4qTkNLhmBsTzvc3QPY7vA8NPrAcbWFvz4rzz8XWCW8L4w+ME0+8ioXXZwiySBbygAAWAEcvBYVmSrqoqGv3Edo+Pl6XbdpD6cuZId1B11At++OKEKGUG1rax1+COMlG1x/LFczjVhU6dAfknN08tIZLgcQpIUFdRcC8OmHpwys2HAhp1qWCnHWXWwpLgCVWJvpfzEAm9iRoYbae03OcqUDqErCiCojdJtb7QcWFMTKG2lLS4o8tR9DvfvoRGibG7VmHSzl6Xf2ddTxBUMM1+UqU4oyM7UFzcr8W7zJxtooQNVm2dCkoShKsiAC0si9wlPWreJ0KxA5LNyy1OH8MAa7a39o8+/CRjqUwJWqW8/PfE0yqBMvKzC3Vy7ctMKSgJYQnK4Vq5agooU4lBU4m6U5UrjsNjFkvMTH7fbUqXU4SWg63lNiBYFPtaK9OwuBFll4lUtgc0h251+6YeLqVu1IuzLnJAJUBmA6dYh+FqrSJ+l1RydrCWjJJJF1gJCbXuSR/GHepy1XxnMVNyaeD+cKQwQLZTa1/SK9xNwAxBgTw2Y9rWI6k3MzszTn5toBwksJShRtmNgCRa9h6RdIjij9f2lkQ1M9XVf2v/AJ/mq89+I81KVHiFiKfkZxE2w9UHS28lVwsX3B6xkQdwPMKLa7jXYGMh7LpQLCykSReN27QAHXrAxEFk6aquklSbbwhS2bEq6jSF9Y8pSesNmY232idl7JJbTApE4gq2iR85IGYmw9Yi8gpZmUgG8Oc2l7Ibk2tEcjbuSTiqoMl9MuNcw3g8FYkAlJISXLEjtEUYl5lxaSlwgXte8SuT56GWpfIFpvZV4EsDdkLtktQnPLKyElKTYHvDJiRJEmD6xIApSS7L5QltPygCJ5wd4TUri1XXqPV5tbDLDYWcpsT9YiziM5ik3ZUHkIYS4SD6RIKNSUvpbmyrLbpHWk54WeFFMk5tlioLmJiXQVW5hNjaOY6rN0mhVGZpbRVkYdUgH0BiZsoluGoS48I9ErmOp0EO6WbUl5AuBbtpEMnMUltSUSQuOsDTjaoiWdlwhAGXqOsIxk6lN650ARjjA+GKFqAzaCC2KVLMp/FUXDrfoISylQTPJurRxOhF/wB3pDqkBSRcdBFOaZ7TYaL2PsL2awyqD5KxolNgRfYa66c+8e5PmFMEYcrwcRMUzO4k3zc5wafRVokaeEuE0jM7SSEjW4fdF/uqCeFzgFQeZvYqH3P9CLPyAi6um+kcfiWJVUFQWNkIHmV9G4b2U7OPo4nuw+Akt1PdM11I/wAVAGuFODGwSKOF5h5Sp9elunzf1aJa1S2mJPlMtJbQgAJShIFgOgELJhJ5dkaXWj7Zhf8AS/3g+6SixPt7xkTVk84HevJ8zdb1DhmH4Tc4fTsizb5GNbe218oF1K+FnAzCPFObmZ7FMu/MChpbSyy25y0L54WFFVtSRyk21tve8QXxM8Lk8McR06vUOTQzSJj8JLbd8rTiANPqNfoY6O8KBZXUcQSK1pzuSrDoQdyEKUL+wzj7xJfENw0a4i4EqlAabT8Zl+IkyTYJmEfLr2OqT/qi1RVckL2OkcSza3AB3/lfO/b+Rx7SVIbo45CD4hjbfSy5qwZi5mep8owtzOHUAg5dNToT+6/0ieTWKpvBqJeoiRmphpbgaAZbKySdtBtoDHKuGq1M0CbXQ6lnYdlnlICXLpyLGhSrtrHUGGasMQ4L5kslC3ZV1C1tqOoCCNP0iavpPRpA4i7SseOtFTFnboeR0PKnOFOPNLxHW2MJUglVXdTqy8Q0GQCAS5nta19tzbQGF3E6d4q4Afp2L8NUNGMJflOt1GUbdCFNHQoW2LKJFioEAHYG28NmK6HhSr0BdFq2GqfMyvME4lC0ZAXlC+fOnKpKyCRnCgd9bExEJBPB6lIelZ7CzrE0pKQ00aq/5SPmsMw0um4Fr2NrneI4BA6xaD5HX6WUTKGoqGmRm3gG31/7ED6pW54vGm8LPVWawhOy8rOvLYlmkuoWlyYSkFSBchWUZ9VBNhcDewNd8LMVZHA9V5h2YmnwkFx0lSrAWGvSKqq9GV/10qgSj02qm0pzktiaUSvMtXMcKtB5ipZBNhokR11w4wFw/l6FLvusMF9SAVE73+sd3hlDDSx527u+Q4H8ryDtDic1RVmGMgNjJGmxOxJ6+Hh5pkrrap12VnZd9DSW9T5txbaEWKS3M0rR1IKBm0O40/lC3i5/03TxLyNMfU24rqg2AirJ+fDLYz1JbidQQVaRsmNjiD0WM2sljY5uljukmN8XSc41Lrpk2qXmpVJBUmwMVdiDiLXp2WMtNTqntbZlHUw6YlepD9RZQypIStX4tv1hnmcJqmJ4zcqA5KIGYkRGC1uhCoS1nePu7pwkNDq9Spk43V2kEOqsEa75jY3HbuO0KMZ02bZfbqypB6Wen1LmlTBGqlLJUbE3KgSN+n11tzhP4f8AGuL0HEKJcsSDSjy23WULW4nLu2lS0lZsel7b62IG+J/D/HyDUGXJddcTIPIeyolUtKbZsryFCRc3A3BJujWMGsxGEThgN+PzgrscHwupfCZCMo3PJtYcbjn81XNM3KTDThEw2tLiUhQQUZStvckHr1+mo2hA8WZmVSlbyvwyNcu40vr9b7RMq3Sylsz8s0HS0RbmknNcE3uk6aEJ6XOm+kQZ9ThSpoMpQFm9gnpf90XKeTvRcKaphMJsVY+CJz9s0xtYN5uRUkuIvqsDZQ9D19fpE9414Yww9UaZjrB01UG/22lJnJNtxQLb+pWpKhsCfy663sekVLw+D0s4+82soWnKoKHTeLNouKWfi5dT7ol3WHAsIWfwlnUGx/Jud9IyKproajPHsOPPhdDSObU0rWye118ufNWjwRwm7OPMk8K6pPBzTnTapgy+SxHmS4sBVgfXeOvqVQpSl0FNLalGpdJSlS8rSWwCkaWSkAC39GOU8A8eGsIKmGa3UGkSqlZ2SLLIvukEG1u2kPWN/FvIKQ5SJOTeZlkuqYfmVuoTzstwpLZSo+W/5wdem4Mc5UQVFRISGn6/VblRWvljbAXANHQW+KrPxFy9d48cV04YwZJrnKZh5HJfmU/3bj+6gk31y7e4I6RSWMeF83h196SmZdDb0utTaglKkEkG2qVAEdwbR15wS41YVxBUCxRKdKSaGElHIbShKcpVrZAtbX98XJjHhhhHiPTFrm5UlTydSk2VcgfwA19BGjS4nPRkQOZla3jnxJWDXUMEgz3uXc8eS8qGJSYkn1NrCkr/ACkdR6QpM04p5AeV5gdSRrr3i/uMPh3quCJ992RSuZp9y4w6R5mz2Ueo3F/T2iinKVMtuuMvIsts5HG1iykG+3t17R1EFXFVN7xpXNz0slP6pCtLhDirFruKJdqkSrrjT0yuwaX5UTD6VMpWTbKFXcy6BIUVC+YhNuvKtw58UTkzTpam4bamqc240tT7E60hTbQGuYLWFE9wATHnvh6u1DDFaZnZaYeYCXm3nFNGyiEqzaX06aeoEeoXhx8S8nVcHtzVXlkMMyckVTT3L0UoJJCyoEgKyoUpZPzFQIy2yk+8khkBZssiqoYKphzjVJ6DxIp+CWp2UxE+ZeoMOfiMujKsE9LH/iEfjI4g1qZ8IT9akCWUVZ6Vl30heoZW6Adj1sB9YrLxGGX4l4iqz9GLkq/kytqSk3Kk6W0IN/8AmOauJ9e8RFK4YS+A8aT0xUcHiYS8w+ppKy2tJuEKc+YAHoe/0izMw1GV48LrLw6nFFIY81wdlUsnWZBYWzPy6SgHMhVtfaMhhUOoBt3tGRYa4gWWq6nDje5UmHcQMGCgR3gaVARTU6LmZFE5bOSLQT+w2P8AEYUfHsoVlINxAxUGTsD9oL1xsmuEnYpaJdwOIJJELFsKeukp0OkATPthKl5CQIWS76Hm0rGxgHZtyle6ZZ2nzbYbRLoOVJveJBTG3eUOYCFgWMBeUnINesKpZSMp1IsYWcuFkL9kctokA3VoLQ/4L4gT3DycfqUmrKXW8hN7QypcbKFb3hkxF56cojvAABxAKVrtsFYtD48IpgqM1OzDj0zO5r5iTvFKV6pCqVWYn0iweWV/eCFsBNt9RGctNvli21jWEuHKTW5QPBbaWgtaJ842MCUleUuLsB++D5dMtLoKngNdh3gSHETisqWyG0b+p6CGfJbZX6eAFpkefIdf/EnlHFyrqXjteyvrEsYUFspVvcQx/BIKCUXt1EOlKzCUS058zZKfpuP0IijVWcA4L0P9O6401c+mk2c02+IU34bvFquFNzqkdCYtnPdNhbU6gRTWCnA1W0Em10xaTU+lxLagbcxOYC+0cPjUZdUZh0X1t2fBnwyJw4uPmSlzywEhQAJKk9dN/wDiMRMecpAAhEp8KCTe9hf7GAPvZXM6VanU+0ZQjvotoQ30KvPwyVUyfE1mUbKP/mMlMS2upsAHdPX8IfS8dJYilnZhJUi2fZN44p4Z1l+n44w9PSkw4ytNRl0lbRsrIpYSsD0KSoW6g2juSdZmmW8zgS+2Bcm1lfpBAO7sttsvnn9UqH0XGoqkEeuy1vFpP2IXAnis4SO0yvJxzTGMrdSWETiE/letoseigNfX3ircEcV6nw+LiHf+1SQTkcTfUXFgPX+Aj0bxRw+wni+kzEpX21zTE6A0porUm1zpbLY3vbaOY8Uf2f1ar2LzL4exA3SMJtEKS5Ngvza1lPmIQAlOUbAqUFDzXB0vvYZVxzw+jVmw53093K8xrpBTkz05s/kHS/8A51+SV8OuPuDcVSsvLVial2VBsMOtuLtp+Uj+gRrE/mZ3htQ2BPr+CeWklTalKDqh/oF4qzG3gWcwnJydd4cYjfrr8i80Z+nzPL5i0ZhmW0pISLgXOQ3JF7EkBKodRMNVOdxMihSbTbTrwstD7iWsiwrKb5rd9QNdNooVdNCx96VxsePsvRuxuC0vaGkkqq6obEIvaHh1uSLDi5BTbVcN1DEOLJ6uicSw/V5t6cKEquAVKKikE72uB9oeJvGFU4eUEzNWm31pbUEAgxduFvC1jCpuIVP1qkyrNkKzoK3jre4CbJ8wHqBqLGLFqHgvwribD7lCxLiuemG3iLrlZZDKk6dMxXr6n7R2+E4i6WId7GWkfA/f83Xh3bjs9g2F1xdg9aKiNx21zN8yGhh8xY8Ful1wXWeJdUxzUmnKa8uyBsd4a6tUq3JyRLzquYTte8d/4Z/s/uCGFgsqnMSVO6cqPiZ5KC0e6eShFz/quPSOV/FZhTAnDDiiMJYflnZaUTTpeYU248t4qcWV3UVLJOuUabRpmsB/afz3rjGUgkNs2i52nqqEfjLdWVqOojrfwQcFJriC29j3F8vzMPSrpakZV9slE48PmUQbBTadragquD8pBoHCfCOpcWuINFw5QlJRLTpDk262AfhpZJGdwjvsB6kR6wcP8JUbBGGKbhahSaJaRpzCWWW0DQAfvJNyT1JMUayodpFyd/JX4aKLKJLXsdPMJ7bwxKTEo0ywRL8haFoyNgAFKgbW00NrH0JhDUuHmF63NNVSbk0qfKQFOBKQpwEWsVWzWsdr29Ifp6ZXI0idm2bFbMu44m/cJJEBlnOXLNJJvZKRGVJDE4gObdacM00bC5jrcfz9lQnE7wccO8cUssUvl0SosZgxOsyqFFQN7h1OiV3ufNYK21NrRwZxw8L+PeDs41UKtIImqVML+HTPyys7RdAvlPVBKQSAQL5TbaPW5bwIV94jVQp1LxBK1Gn1uSl5uSmHgktTDSXG7hIsSkgjcQhJ6MbRfBW4Z3TttPqB8V494aSinzWV0WSvynSLYwN4dce8Rp9ExIITTKYpQKp6aukFPXIn5ln7D1Edvv8AC/A9DqCnafgyjyUyg3StmQbQSPQhN/4Q9UuSlWXMzbaUFW9tIx58XkdIQxtj4ro2UrBBYajcLzR4zYAq3DPGM5habDzjLRC5WYdQE/EMnZYtprrtsQR0iC1CsqqU3LyrrYaSiXEo1reytLKPub/ePQPxR8CHeKX7HqdAm2ZepyyvhX+aTZUuo3BA7pUTp1Cj2isJb+z1l6g0lc9j8ocIuoIZTYH6xv4fM2eIOfuFz9fUNpX2zaGxsuNqTW6vgyts1emzC23Wl2UAopzp3I/rrHeXALxEyGJZFiRqc0hLwSAklQGe3Q9ldx/CxiPj+zdo7liviLMf+EiHehf2ekhQZpM3IcTZ1pQIzJDaMqrfx9Ykr6SKtYCDZ45sqVLikcJLH6sPyV41eaw/iZlchM8laXE2sqx37Ry/xe8JRnpF+pYLmnEVAHmZH3LpeSB8m3l02P6duhqX4bXqaw23/wBfTi1t6ZzludeukWDRcE/sySRKVGspnVNgjmufMR6xhwUlbSSZ41qzYlh0sWQuv7j8ivH+o0eq0apTFMrEo/Lzco5ynmXL5kK9R19DfW/aOoOAc1J4WwC3W55ubzTzkwEplVAOKSnykJvofltbv9Ivziz4QsGcS641X1VlVPm0jI6pkD8ZAOgV3I6H19oQL8J8o20xLN47mgxLWS03YANoAHlSALAG1z6kx1Uc4cAXjzXMyviN2tdoqUrXiawxR6k+61QXZiYcJUG3vIQdr/KdbAbw11fxhUaqYefw3U8Dpfk5i4daW7dJHa1otfHXglwviOrIqsrixyWWEAODKDnUOv1iIzPgRogUr/60Ubm+qIsmqZfRZ0cDALuJuuOa0uTn6nMzNFlFS8m44VtsZieWDsLxkdjyXgsotOJCMWIVmFjdEZEZqm30V5r2gWuuLf2pN9Fj7Rr9qTnRz9IS7RkWcoUiU/tCZH5h9oGKrNZQm6NP8ohHGbQrBNYJemsTiElAyWO/lhdS6k46FNqNinXSGMWhXTnMkykE6K0gXNFkrKQrmPL/AHhPpGCfyEjnCx6ZoTFaE/MRDfNyaXCXGF2J3F4iDQla6eTOrUPLMAf7oTzzi3JZQ+JCj2vDCpl5Oija3rGkIfWbICjbtB92N7pAWStxl82KddIEiXm7Els2G5hK6xNsIC3UOISrYnrAmZlxCCnmGx7mC1tonC04c2puSYcJNvltAW1OsIQgKcSgahR/SHNobWiCQ6WWiBqlssLixG/pDw9KplmJGYTcCbaX7ZkKsT9lJ+0NcoDoIlk9KKXgmSnAi5lpshSv8qyU/vKftFGd2Ww6lbnZ6f0avjl6HXyOh+RSfDaymrIUD0MT1qYHPZTcXDahvcCK8oiwipNKPqIlrczabQSq9k3P1jn8Qjzye5fbnYeRr8IAJ2cQn16bQ2q6iAgtKvb7w31TFKWUZJSQnZojy/hyy7E9sxAH6xp2YAfbOYHQjUdIOLil3Vcm6bnXbWMxsbGkFwuunqKaWRtoXhp62ufdrb4g+Sj1TxFjdhC3pCUYlpZsFSSVJUvKkEkkXsNBsL9dTHcXhq4/VbilgRUnW6c6us00tyrr6f7qZSUkhzPcgEWsq+tyDbW0c94E4NVjGJam6lLuy1PWvMkFPnmEnokdEkfm7bXjrjhvw+p2C8Ooo9IlGpNlAAyNpt/z7nUnUw09TFIzuo2AO6jp49V86fqjV4fDL3Dah1Q8f5FtmOuNsrQNRcOaLbC+o0mVPnqXTAl+cPPmUnSybhF9wkdPfcw0Y+xFjSrSTMjw8+EamnnMrjk8hXLbRY3Nkm5O0DTKobdCXQVe24hyZZCigS4yqB32MQgvyZG6Dw3Xi1PUNgqRUvaHuH+WrfeOngqjw3wQ45y9dXWavxibUl+YU4tpmRTZLZPlQkEaWFhf01vFwSPDXBzLrVSq2HqTUKo3YqnnpX8dSh1uD5e/lsIXz6cSNUp1dMEoubS2eS264pKFqtpnWEqIF+oSfaIVhR3jrP1ZS8Y0XDlNpiQLJkJ9yYmHDfUZlNpSkW/ykxdiHcnO1p+X0H8I8QxSqxQDvHsblBHqgMJFtQSLE3Gmp1VhUxCJSbelk2CQvMjW/lOoESqVVdIiNVJclLplZqTaW0EkMupVvfUgk9b66+kPVPmErQDmveOnpCQ3KTdedVYAkJAsnF22Q6R5ReNyefqHiaxOw6cyJBmQYaA6JMo05b/9lqj1YedAbOu0eRvHiUnMV+JHGko26p52YrzsvmvcpQhQRb/alNvpFwvDBmOwCkoYnTyiNguXWHxK6b8ENOwPT8JyjFMxFSZrElQedmKmzzimZUUn8JttKwC4223mJKbpClKN+sdeJmPh5VUwvTlN5lg9BHM3CXBVKlcNSdGelEKaZbQEEXCm1AaKQoWKFDopJBB1Bi+6c/UVUt2jTzqpt56XW3LzbgALhsQEOW/NrvYZvffmqeuFU9x2JXVYphraJ4Yw3aPwqTVyfaaw8+p5RCZltMum3+J0hCf1WI25MhDSR7RFcUVuXfwyhsq5bjU9IZmz8wtNtCHKanhkb13i26S7tOg+6zGw2iFxyfoE5vTJS3cHpCKnWcYmUKAspwmEz80eSNd43SXdHBfrEbnXkCeNuWI2SCaeS2tmTn2UvsqzJGb5kdrHp/7QWqjybZ5stNKQnoFpv+o6fSMxEhRAWN0mBMvAyxWToBmMU3xse4h4utRkskcYdG619xwqM4iY3mpHHaqSmaQUS7QV+Go2uSRrfrpApXHMw2kEvHX1ipccVtU5xGrMyk3CH+UD7D+ZjG6s4oXzmN6kiEcLQOi5XEpTLVPJ62+GiulHEB9Kbl8/eAf/ABJmE688/eKgNYXlyle0JnqstGpWdfWLIaqKuZfEyZKb84/eEj/E58jR8/eKaerKwCErJ0hE9Vl2uHD66wYYlorgmeJsyFEfEK+8IXuJ00Bq+r7xUD1VVbVZ+8JHqqs/nJgu7CbMrWmeJk0rQTCvvDTN8SJwXAmFE+8Vk5VFEHMq0IHqipR+cn6wQjCEvVlO8RZ0m4fVr6xkVU7UVX+aMgu7CWdcxRreN9YyLi0VkZGRkJJbECQohQI7wERvrCSTqJN1NlKWDmF4Ut8xtBbARr1y6wXLvFbDaib+W32g0KiAp7lJxSkTD4U66rzHWwg6Yk0U0OfDOK0HWD2l5VhXaCp9eZlwk7w1yTZMm6Yn5qbZS0+4VJTsIS2SBtG+kbESgW2SR0qc7ib/AJQYdGUXtDbJJupWlthD1LIJ3ivKbFX4ruCXSTQuLiLXw1Qma/gOYp61ZeYXEX6puND9DrFYyqbEWH3i7OFnLThx4O7c4j9IxMSkLYw5u4IW5hUYMhB5Cpqn81mdQ28kpdbWULSeihcEfe8SBh7PNOK10ARr6f8AMBxxJN0vGanGz+FOqzjsHALEfUWPveCJNZ5z9ujhH6A/xiCe0gDxyF9Y/ptibanCma+sHkO/7Bv3GvvTst0FaLn3i/vD/wAJn684zi6pymZlBHwTTidFrv8A3hB6Dp669BHNtRqM7TFtPSzAW8kLs0uUW6blPkISQEKuVXFyfkUSDayu1vC7xzw3jKTp2A5ySdbxE1KuurEhKqeluQ0cqVqUgZUXTvukEWuCQmM2rop3QB8Y0O/Wy5z9Rv1Uhp3S4Hhj/X2e/gdWjx6npoNVdMhQZCmNBYQFu5fmt16+0LPjlNtEOZEAabwOpOXzrlHQQg2UAPMD6jpFHcVuKmH8DTTbFXrdQlXJhVkGWdYUs37IIzfURjxscH5IxqvArGp9Z5urYm6uGQUpcQsDogFSvvBclX1PTHJlmpkv/lSQE3P1jmGe4+4ReRlPE7E8otVyEqaaT9QOVt7RGH+O0xTJ1E1R+Nzi0Ag5Jyn8029MhHr0i6KKd/B+B/hO2NrePz4ruKZxTWpVkJdpjMplTYqm5iw9/KDFQcUvEpM8OJJ2oT81hma5YPLlJSrKVMOK6AILQv73sL62jlDjX4h6/jKSYw9ScRVCYlVJzzc4UmX+IBAshCEm4RvfNqdrCxzUAu5cPrGvSYa+RodK4gdOft9Ep6P0Y/3WWd0sfvquu5rxlcRcTzUnVabJStOpzSlc6nKWXRMm4sVuZQQU2NsoHzG99LTpfj4ncPURU7MYFbmX2QkclM0W0kkgf3hCj1/wRyJh4luksDvc/qYb8cTgTTES4VZTzo0vuALn+ET04c2oEMZ0v8rr23HewXZWHsacbqKe07acEEOcBnc0BpIBsTmI052XQ2LP7RfitVpadbw5QaLSG3UlplSs8w6ySPmSq6UlQOoukp7pMRrw/YXn8RVmYxnXXn5ycnHlOLmJhRW464olS3FKJuVKJJJMc90GmOVaoSVKbSSX3QVkC9hHePBvDDVOp0uylrKEoSAm0P2gqBBEIGbu+i8J7I4e0Z6940bo3z5PuH1V24OkBLstpyZSLWiwEJSWC06kKQbfT+RER6gSqW2k3T9xrD+pYS0dTptHO0rcjbqbEH97IVSHiF4gVHC0/gyhkhb9XrUsy9MEhJmJdt9pdyE2srMUZrWGxFrkJuuTLNSkmXkKWgkJNjqL6Rxt40cUNIxzw/piFn4iUm/ibA7Bx5pI/wD8lR1Hw+rSZumtJWvMVNi1zvaNiHVrXu/df5FZlWzLCA39v3UpfaWn8BK0qUDpaN04uNBaloIFxraEUxOE1Ai+3T6Q9Uhdmj1ubxMGB7lnF5YzXlJaq2X5YqSnUDpDDMTiZSjzj6zYNMqJv00iYBlt1KmyjL000iu+KhaomBq7PLdUjLLuEW9tIjkgdmuFYgqWFuRy41VN/HVSeqJN/iJlxwE9iomFiJgoF+kM1PCkyyE7ACFRfCeugjogwAWXKPeXuLjylap6yr3MFOzmdNyTCJx8FVoKWskaqg0CUqmuhMJH3/XrCd161xeCVLJG8Ohutuv76wkcfVa+4gT69heEbyyPWDAQlbcd0JJhIp3XUxp10ncwjdc0gwEJRrj6Qd4yELjhvtGQSZUNpGoGsZVqT2JEBiVa6yNRuMhJLIENoDGx6Qkk5yCrsZb7GFSBc7whpqvnQe14XAxC7dJGAEa3gma1aUINDhG0FP3U2oWgRukmgi3WNhK9xG3E5dQIOb8yU6RPdJHyCdDm7w9S1gkWBhplQkqsn2h4lkLOw32ilMblaUAs0J0lLX6Ra3D6cSzQplBNwl6/6RVMqhaNYllGq3wFGnAV2JWCB9DGRWxmRmUdQtnD5BHJdyaeIc5+1qq2xLrIdl/xUKv+YbA/eJBgrC9axFIO1iXkFsSLralpn158rLqGi4ACg3HyZcxBSL99opQKRNV+qmceSQ0tVyT1uen0AjvXhFgOiP4JboszT2jT3ZcNKbyjKUkWsOxH6RQxCsbQtZGBmP5ddtQ4xNR4VNDSPLHS+0RxpZtvEguDrbi3uo2Qo0nxD4bP4YkJSnM4lpbSpqhvCfbdfE82LutCxzAqGYJBKjmTn2yWtrwY8GMMSGAJTHVQZbnxUnn8rEw4eW0WXg0VpaGZLylLZXY2GVKkga587BjDDGLOHddUxQiFz88JhctXZ6bayrZDaCpDzsxohQCHLqWsBQcKbHSz1w043U/CrdRo+AqW1OSjNULDeGZyoJbmRNuFLri5V6zjaGHCHCEklOcCywFi+jRuaYy+I+qTfyPP51815XXtme4Mf7XXw4/2rC4zCgcDMKzGMaVJS9MbmV5JiWkmg0046pAJIJBAUVBepvYBNgNQfODFderNfxRM12vOKXNTD3M+a4Cb3SEnqLW167nUmLv448bMVcccRNKnqaugUGlTPxUlT0Phxxxwgct511NgpYTa1kgJFhdR1it1sMraDJaSUJGUJI0A7WiKSeKGYvaLuOhXun6cfpbiGNYQ6qrX901xBj0uSNb3FxZp0ym/XQghV5NTkzUKmpPmcUCGmxufX9YeJLCyyrnTjwSOiUan7w6yFJlJJSlsSwQtROYklRGu1zDhl2HSFPWk+rFoF6D2P/SmnoYBNjf9yS9w0E5R57Fx67DjVNVQozMxLIZZ8imhZBP7jDM1hWbLt3n20pO5SSTEtJUhQUlRBBuCOkAVp9ohjqpGCwK6/F+wWB4vUtqqmLUACwJaCBoLgdBppbRFy7CZWWbYavlQmwiHYumw/U0S24YSB9Tqf4RNVEgWiu6lzZutOIb863XylA762H8It4Y0OlL3cBcB+uFYaHAIMMphYSPAsP8AFguAB55fgrZ4D4XFZrpqipchDADabjrubR3HgmkJl2W8iQL2OkUZwEwcmm0iWStPnUMyyNLk7x1Bh6nfDtoskAARymJVXpdWSNtgvJmwDDaFlNyBr5nU/NSenNBppJvqIyrT6JWVWrMBYamBJWGG7k6GKg8QHFCX4f4FqdZLiS+03y5dsqAzvK0Qn11Nz6AnpEkYLrRs3Oi5qQgkvfsNVxr4mcbJxPx5S7LOF1qhKl5RJ6FaFla7eyllPuDHXHCbF7RlmGlPbZkklWxFrj0jzil5yZnKguozT635h95TzrriiVLWTcqJ6kk3jqjB2L1U1lp4vkJdcOQlWw1v/COirqf0dsbG/tFvoqeHSCsbLm5IP1XZKJ9MzU1LQq4KUjf0iY0l66ABFH4FxGZ9Db61a2TcX621i4aLNpU2PMLGK0LtVSrIu70UjA3MU54oan8Bw0mZYHWcdQyPUFQv+l4uNpxCkaRzX4wKoTK0OioctnfU8tPcJSR+9Qi6wZntHiszMWNc7wK55YUEMBNoLdcGmkBTom0aWLi0a6x0WpV9TBLrgvvA13BN9oIJBN7CEhKAognMTBSyb73gxaikaJhOsqvmhwhKIcWrMbmE7ygRa+0HPK09doROFSSbwYTFEuncQnULjeD3jmBsN4LbA1uIMISkqxbT+EZCktAxkOkqEmk5ZhY9bwV9YPnhZ8+oEJ4kGy11v0jNIyNdIdJbjY94DAh7Qkkaw6ppRKDa4tBin3lbuGCU76C8HpRl1WlQsLk7faGsEliVO3F3FCDs7iQUqWojYm9xBIKCbZLDvfpAiq60lsEZtBDgBASeEapCbKCki+ybjXTrBBJQbJPpAypRWpZSTvpBagcwUtJhO2uniBLrJxp6QSNeu8SSQaQsgnWIzIqsBDyJ74VqyNXFaJHrGdM0uNgtiF4aLlO05Ny8oAhN1LPypG5g/DjD1RmzKTKxld82UbC3SGCXJJLjiipatSo9fSJPg1aUV+Wzdbgj6RWlYWxmytRPb3rS7qrOwtQWWiElINj2jsbhpMIl8MSoRoA2nY+kclSc4EqSlAI9iI6a4ZvA4clUqWdUi2t+kcdiLXGziunY4OjLVNq3SabiunPUitSqJmTmEFLiFEg2ItcEapOp1BBEcu8fZOnYRm6bSKTW3Kg6wWlNCoJL70lLtoU3yWXMw5basyfKlI+S5vHRWMMZ0rB1BmarPvhCGWyo23J6D1JjhrFWKJ3FVdm65PqUXJp3OAPyJ/Kn6C0Fh7pWE5DYcru+wHYyHtJWGqro80EXB/c7geQ3Pu6psClOqzLXe573v94AlWbNfvBXNSVE3NtgRpp3gaiErWbaE/wjQc226+o6STKRGBYAaDgAIBN1q7AxvSEynlhxVh1/SArdUSRfbsYLuyU7qlgujHFJBvfbfWCs4UbG29hGs6bEHQ37wV8LW51l39g0l+oTDSeYWmUFRCAQCo22Avv6iJ2s4XPYpjcGHxPqag2YwXPJt5DVGvPhtCnFmyUgk+0RvBMmxPYsamJhPkbJcUD3J/5hBNYomZqTdZcYS2SQkkK2F9f3QOiVRMpPfEpV5bi+WNKOlkhheOTovnPt922wztXitEyicXRRZnEkEesbWFjbbKDfxXY+DseSFFlWkMy5cUkAXBtFqYe4yU9RCJuTeQnu2oKsfUG0cNJ4ouyoSmSkkqKdi4r+A/nAHeMGMFE8mfRLpP5W2k6fcExzRwKZ7sw081z9XilG7R2vkvRiXx7SasyfhKg2pQHyqOVRt6GOB/FVxWcx1jZeGqc8pymUR1TZCSCl2Z2Ur/bqn3zRG2+KOLVOB12vzqiOzpA+whLM1Og1h0v1CmoRMq3eZshZPc9CT3IMauGUDqCbvZvWttbjxXK4oWVsRjpjlvvfn4KFSByTCEKTkNxcdos97Eck5RJFlt1bcwy8pRyK0y7XP6frERmMMMTEwZyn1Zqy9cjySmwA7i9/qI0KNWpYm0vz0jZTKgu/sBr+kbMxjnIN1k08c9ILFv3+i7H4WVtwYdp7qpoKVlAIKrk+/eL5oGIGkNo/7Qm1hbWPNaW4p4wpMr+zafPqkm02GVCAFD6nUQW5xJxhOIyzmJqo8kk3Cppdv3xRGGvJvdFPWRv3C9XmsU06XYDz9Ql0IIuSt1Kbfcxyr4ksWyOJeIEuxTp9mZYkZbLmZcC05lHUXHXyj7xydL4pqbjAZTOTDnXVRJH6xN8IuvOy6HniVLVqSYsw0pjeHOOyyayRgiOXn/amGUADWClmx3MDBOTW8FqAvreLqyUQ6dd4LsO8HLRrte0Bt1tCQotQTuYTPBKhoIUukWuE6QlWSdYcJikbovubQjmCD5QYVzBPQQidJubDUxIEJRDgNgCdIxtPvAyNNveBIFknaCuhKAlOY2vaMg1pBuTa/wBIyEnXPs9/ej/TCaFM8fxB7QmiUbLXWRmsZG4dJagQ26Rr1gbIClAnYbwkkY2lQbUs+g+//ED83LFibk3t/X1g3RKHG1jUuAge1x9N4EJdIJU6SbjQHy2+m/ftoIEuA3TgXRNnFhKTuo7nt0EDDTirIBypJse+9th/WkHlBN8iL9SLWIGm4+3pe+ml42XCsJSpRISLJvqQPbrvt6pEDnKfKigy6UEJuQBcgC9h6/zglSQkG0KXQWtCoXIuSFXFiO479f46GErlzbffWFckI4m+slMouxSB2hTzCXyon5dBDc2ooVCppRWq5iNzVLnsU6yy1KESTCi1Csy6tyknT6RGpTpYbxIsPPBiotuqt5QT+kV5W+oQjiee8afFWow/cpIJB7XjpDCmKqbhvBzU1PPoTkaCrlQ00jkBeJOSsKz2PT1g7EeOqvXJNulF9SJRAsUpJ859fT0jmquidNlbsF6P2WwifHpzHGPVHtO4A/noPtqpZxV4tznEKqmWl3FIpkqo8tF/71W2Y/raIHzdLFUN7AypKtu5g/NYHrEjYGRDI3ZfU2BU0GE0EdJTts0fM8k+JSlLmmwv36weFeXa2pNoby4Nze4MGKnGWmytTuVKQbknaE9hI0W3BVsjJc82FuUFSxe/rGiqwhHLTSZ5tDzAUULNkki14UhCQPxlFCQL5raWHXTpEmXKbFcdP27wSMkd9fxAcR8QLfNMGJX3EpZKVEDMf3Q4YExsrDchiRxybcExN0wycqNT51rTf2sAT9IBVJGl1NCWxWZdqyr3zA9IbzhOmhByYllrnobD+MX2GF0Xdy/Q9b9F85drq6bEMXnqsPfdj/G3FtiQoytIclnio/nT/GAyzoYQpIVub3h3eoTUuhbJqLSwog5kEEaX9fWE8izTpKbC55KJ1nZTQd5eb/cLkfSNMSse0garzs0tRSSh7hb3hEImyTqYUNuqUN4LqiaU9Ml2lMGTaI/ulzHNsfQ2Bt7394SZ1NDyuIP+6GyBw0UvpBHtJxLqh+aBIfUVaq0hq+MUD5/0MYJ5JPzQ/dKL0gX3T+KgtJ8qrCFLFdUxrnUo9rxFlTROoVAUzJvqYH0cHdOas8KYrxHMzo5L7DMwgbB5AVl9juPpCNx5hFy3JtpPfzEfqTDPLzgCd9Yxc4pR1OkCIsps3ZJ0ocLu1KWrnnXnkS/NOVSrZUCwi8cIy3Lk2UZdkARSNBLs7VZaXbT5SsZrDpHRWHpNLcsjy9IIjKsmvfmc1qcFIsm1oJcbIOghxUyBaClNIF76wwN1RSAtqt8sAKSBt+kLHLdBBL4ypFh9YdNZIH0m2phGpXQdIUPqhKSL9rQ4UZSV8HNptCNYudvrCp9QBNtTCRR1BMSBCVsgZbW1gJNrAGNFVzroILUrX0hwklcu4hNys9IyEvNSE6mMh0+ioaca1SSTc6QnEutR8tj1hTNOBeW3QwWpSkapPpEgWsiFNOIF1IIgELUOlSfMTAVIbVqQIe6SSQulJdRTmSU+XVQtc6/S0Aal0KWFWOXrrDlkclkctQWCQNMx36XCR69/XrAPfbQImi+6LQgp8wHm11tqPX1GhP0T3jFrSSMqUoAA06H1P6XO2h11jZNkKzZCCCnMpOYJv1FuwTfc7dIKKVKuQDpdSrnb1v8ApffQ77RGNd0d1pRW382ZOZNzm3KfXv6+pO28Ym2VS1KAIO3fe5/f23O2kAzdDcdLbEf8fwPeMJSCSldwNjbp7fT9LdYKyFaWogabH+f9fb7lqSnZHy9IE4UmyALKJ11uD/XeBZRuYcmys07L3KAlIuQekK5ZOtjCArUF5ht2hUxMpvYmxhiDZRvFnGyemFJQjUj2g9qpolFqVYqOUgAd4ZH5woTlbWFLPXtG5ZZU0LqJJUbkxE9uitUkXeO1TxLzb81MpceV10A2ESBBsm9iYjMqcjqNdjElaIKAb7iMup3C94/TiRsMUsA5sj0GwuLbdY3nI1t1tpAQdNSDaC3HcjZzrskXNybARU3XrsmIiBm9gFinQAVKXlSBdVzsIjjs4/iWqJpkmVJlwSpahoco3P8AL6QirldVOKMtLKIlx91/+0SjBNH+BklTj6bPTASr1COg+u8Xu79Gj713tcLwrtZ22kx+p/ptC8iH97h+7wH/AB+vlvIWpdLPJbaaQGgnK3YAW00/dCPE0wiUpyUNJCVv5W0kHXIACfpraHiTbQ5KNnqlYIF+t9ohOKZwP1MsNqJRKpS1e9xmA8x++n0ihTx95Lrwueqq3LDod01Kvc6Aaa6RrPmvca9TBajrffXeH/DdFkBJu4rxMVIo0mvKhoGy557cNI9P8R6CNg6BYAfc/VCksIzs1TGarOT0jTZWZWW5dc44Uc63zKSEpJKRoCbWufeE81gNDLoLWMcMrzaj/tqk/wDqQIDU8RzuKpn9qToQ3pymWWxlbYaT8qEDoAIZqq1maS4LeQ/oYGJzw/KSp8TomS0XpMRNwAfdz8k+s8Ma9PIK6ZNUWeAOvIq0tf7KWDCCo8PMVUttT05RXQ2gXUptSXQB3ugnT1hFQZ9UlM3vdK9CDF2VNUthLha5VKs1eo10BiVavZSUK6jqNLqP+0Q8s0sTw0WNyuepKeKqYXE2sCT4WXP65JX+GDKdTpOYnkM1F9bDCtCtCb2iT/skqTcb+0NtTpL6WCpi+Ya6dosibNpdUTEWnMRcJ/RwwpbiA43OzLiVC6VJWmxHcaQF3hnKIF0OPn3UP5Q24PxvMUR4SNQu5LE2KTun1H8otqTmZGflUzcs8hxpYuFCKUslRA6xOivRxU8zbtCqOfwPMygK5cq07wwu0+bl3LPpJF9dIveZYlVpPmTEOxLL0qTAXM+UOaJISSDEsNS5xs4KvPThgu0pgwJJNzGIGXEZrNi+W8dFUdASwkAdIpTh3Kyj1VdelCSlNhcpIi7pJBbYSSemkTSm6w5j/cSp1QKrbQQ4RtaMW4LwnddubXgGhRoDqiNYTPveTXeNzDnUGG951RNr/rBoSbIpxRUTCVboGlxA3nALi8N7rwJ+aDaFGStPO3VoYSrfAVa8add130hE86R1GsSAIUpW+Ad7wU48QD+6EanrbmC1v3O8FZMlaZkai8ZDY6/lMZD5bpwqluVLSPWDn0ZG726wUlXnT6GFU2PwbX6iHste6RgkAHpBiELdFkoO9oyXl1zCghJ9z2h9l2GpdoNttFRJAJtrAPfl0UrIy9JWGkNIK2FOBKQFKJy2/W5P07+saVzMxSQSu+qRrZV7fWygP/Dhz5SDo4EH/WAdYSqaU0vmtoS4hBKSkjNca/fQkdveIA66lMZA0SJ5zmAENo8qcoNt7a699hfra9wIJdBRlOouAoXI1HT+fvf3BigpwgISb7Eeo/8AcK69toTlZ0FyQT1H10t9/vEzQoTussMvqPLa2/8AWmn87xiVAWJCVDsTv/X/AD3gCtyEqunppv8A1/EdoxStLaC2/r/X7oKySElJUsnt3jFqO3SNg5ECAhKlG94Hm6vsGRgaN1oIudoAUDNtChO0EK+Y+8IFJzQBqtj06Qsp/mJBG2sIrmFkgbOkf5YGT2Sp6Q2manNskLTp1ESZg/hJI6xFkrIIvEll3UIlgtawlIFyb6ARlVIuAvW+w1S2CeUuOlketxDYLijlSBckm1gIiNdry50mXliUsA6nqv8A9o1W66qdWZeXJSwN/wDOf5Qy6qVYdYs0tLk9d+6xe2XbZ+JE0NC60fJ/y8B/x+vlu40GnftOottrB5SDnc9h0+sWZJOi4SB85ATppYaRHcMU1ElLpuLurAK/S/SH+QUtMwGyLgenSIKt/eOPQLjKE9y0EbkpbUH0UeSmZo/lAWkWt5iCAPvFal5alKW5cqUblR11MSfHdULgakGl3zHmKt2GgH74jtGpVSr9SYpFJlnJqbmVhDbSBe5g6SLLHndymqarNLlGwSZ1SlJsN/3xd2HJPB3E2WpdEelMOlUmwhmXln64/IvJNvMMmRSFKKr69RaLh4OeCOjzDDFW4k1Bc06oBXwMurI2n0Urcn9I6lwxwiwBgyVQxhjClLkQgWKkS6c591WvBuIdq3hZNTijGgxjW9r28Pj9Fxu34U3CxaVwHPhCrqC5WusvJ17Zwkw0TXhro+VUlVpOuU2ZcUUpbXOSRV725m0d6zsssNKaQAhBBFxpHDPH3w6Y1aqU5XqDmr4dWpxpbbijMtAkkpKfzAX0tEItnFzY/nimixmrfEYcwy2tYgbdL2Q6T4LWW5in1dNYnX5f4glyWcbbzZUjMCopNrE2Ghho4ncGuMOKMULm0YMmf2VIDkyLaXWzcDddr6FVvsBEy4L4C8QeHcCN1rCUhNuPy8+H5uXqc0pJclcoCmeS6QE2PmCk69NY6LVjxiWabTWaLMyThQCvmWICragWgHVBzlzuLgfz70zZJaeHuYy1wdYmx104Ouw3XBs9w3x7SUkVHCdTZy9fhyoW903iNz8hNMFTb7K21DdK0FJ/WO+Z/ijgValMzdQbllnYPpyg/XaGGr0zCWLGCEytNn23NBYJV+o1gRLreyH0h2zgvPKtUpK1qW0myt9IFhnFs/hyZ5ThK2FGy21HQ/yPrHV2PvDbQXJZdQpbqqesalKTmQPoY5xx9wxrWG1c59hLjKvlfa1Qr+RjQjmjlGRyhDy052KZSNXkqrLCbkXApP5kE6oPYwVNKQ6kpWMwPS8VDSa1P0KbDjK1C2iknZQ7GLBptflqw0HGlhDoF1oJ2gHQGI6bKyJhILKQ4DprcnMvht1xxJXoVm5HpFmtv5WwntFd4QcDTRdURdSibxKjUki/miUi+6wZHAvJ8U7rdFt4SrWd4bF1VHVf0vCd2rp25n6w9ioy5L33TtCJ522o6wgdqrZJOfaEb1WQrXOIMNQEpa+9vYwgedBEJXas0ASVg+8IF1RBv5xaJACgulzroO8JXnB1hA7VEXPnhK7VEW8pEGAnAKXOOwQp7KSTDa5UkX+aCHKig3814KycNJTit3Mom8ZDSqpJ6KjIdFkKgyT5htvC5xvnJDY0uftCBANxDiF8tSSTYbQLrgaLVFiRdL5NlplAQgX0vcDf6wpJSHEgJIASVCw+/vvCVuYSdALk99oGpYRYoUCsf1aKhBJ1VoG2yVIcSgDMbJA1CRl/SDFKaQ0QpOlwLXFxc9frCNx5Sk2OSx0339IEibuOSlrKLWvbb2H2hrIw7qm2fYDai5lIJJ7ddent/W0IiRYkq1Jtb9/9esO1RQpaCtASoKFx7wzq0t5jfTpFiM3CryCzkJFiTZOY22vrfv8A1+kBRdZzbARptSiQpAKdbX307QJaio5U2gjopIWg+sVilgq22gxOth1jG2Oqt4HlCTtAEjhXWsd7RWBJ7QnWLKI9YU81KRqdYSqN1E/WE3UpTWsLLBbeFMmr8W47QmHSDGXA0vMe0O4XFlHE7K8EpwU6lsZlrsBBU9V3pttMsjyMp6f4j6whdfU6q5PsILKoBsIvcq1JiUoa6ON1mu0Pj/4hFWveHChygmJoOLHkb19zDakFaglI1MSenMJlUttBOpF1e8FK7K2wVBpuU9SDymH1Or1TvbtDrJzbeV2eVa6tEg9IZ23wWVhSQlQ094Tz8+uVkfhR8yx9ozXx5zZXmTd2Lpnq02qdnHX82l7JHpFl+Giv0agcRmX6uEBTrZbZWrZKjFWgE7CAF12UcS+wsoWg3SoHUGLrow5mQKk2Qh2ZerFIxOxykKaesCAdDD3M42cYknFsrzrQklI7mPPThx4mKpQm2qXilK5iXQAlL6T5kj1jo7CXGnBeJ5dtuTr0sXCLBDiglXtFItkjBa8e9V546dxEjNDyP4Vp4IrdSxJV5mdxlNOmXaBUxKpUUoPv3iQzuNZxB5FMlZaTaTokJbF7RBaRNvPPh5ltpxHQtrBBESuWcpcwq09TnUq7pSSIqsLhoUdQ5p1sCOBwPd1Whi6ukKLlZaTboUDWEUzih2fQpqfEu8k/5BDmqgYWmlXJeR30MHNYZwg2b5Zh30CTE2XMN1QDmtO3yVZOUai13E7WH5vDTE83NJKytCLBu3+LpDFxO4UUTBVP+NpyX5PObN8l0oyn6RfcqKbTRko2H3c50zloj9SIrPihgziNjyYS0hyUlZFv5eesIA9esR92W6DUq0yYPIv6oHjqVzZNO8R3W1SVPxRNPMKNsrxzi3uYnNDwLNVHBlX/AOpnC5LIklOPOOABKHANCIfDQuFnCxYqXEbiVLTEwyLpkpZQJJ7W1J+0VRxc8S7GPKa5g7AkiaVQb2cUoWdmR69h+p9IkbDM83OjVM6aANtFck9dh/K55rlJbWtbjCb2J6biGFh9+RdugqB20OsTd1CSCDbWGOfpiVqK2wL9o1I5OCqqklDxtJMybbbrxbUkWIMLHuIMkBYTBPsDEUkaG04jMtIJhUqhMD/uxEtmqg5keblOjuPpc7OLP+0wnXjltV8ocP0hGKKwBflj7RsUlAHypA9oKwTZY1teNFqNg06bwQrF0wdBLr19YOFMbHQfaNKp6bXCRpC0RWj6JEvEk6raXVr6wSquVBRsGrQ5/BJCb5QILVJC+iRD3TgsHCbFVOoqNikCCzOVJXUD6Q6qlEjWwJgBlxrpDog5vRNReqCtM9oCTOnd0w68gWNgIDykj0hIs46JrKJq+rhjIcS1eMhJ+8UfSbqSIWP6tKjIyGU/KSuPOJskLNveApJUblRMZGQx2Rt1IW3FG9u0CQ862cyHFAj1jIyGRPJzlOcnMOTTLiXbEpSSFAaw22Cmsx3Tt9SYyMgI9CUU3CLzErJ0EKkAJAsBqLxkZDyKzSbLSnFX3gpTqyQm+hjIyGAUkjj1Qi2ACq5Nu8FFRJJMZGQ43UT9lhJAvASo2jIyCUZQVki3tAbmMjIIKB5N0vo7SXZglf5RcRImScwV1tGRkVZvaU8OyOHmUb9TCOqqKnwDsAIyMiJvtKV/spEAIJmgMoMZGRYG6rO2SKwIue8CaccZUFsuKbUOqVEGMjImUKktF4lY7w+tJpWKZ9kJ2HNKh+sXNw58R/FQvtsTVYZmk3A/GZuf0IjIyK87G5b2UEwAGi6ewhxYxPUWUKmmpIkgbNr/AP6idMcR67KtqW3LSJJFtW1f/wBRkZGcN1W4VXcVPEDxAw7KrVSV09lRB1+HJI/80cm47428UcSKd/amMJ8odvdtpwtpA7AJtGRkX6YAi5S2IVTvTD8y6p6YdW4tR1UpRJP1hRTnVomU5Ta5jIyLTtlcan9biiIAdTa24jIyKjVIllPSOXtDhkSreMjInWY/2iisoKto0pKSU6RkZDoUF1KUp0SIIWBoYyMhwnCCr2goJB3jIyHRhFECxMFO9+0ZGQ4ThF7iCTqIyMhyiCCdTaMjIyGCJf/Z" width="259px" alt="easy labor adp"/></p>
<p>Ezlm.adp.com @ Adp Electronic Timesheet @ adp ez labor login ezlm.adp.com/ Welcome to the ADP ADP ezLaborManager client login page. Find top links <a href="https://adprun.net/adp-time-and-labor-time-and-attendance-software/">easy labor adp</a> for easy and hassle free access to ezlm adp login. Each time you use ezLaborManager, you will begin by accessing the ezLaborManager login page.</p>
<p>You can use the Tray Platform to design scalable account provisioning processes that enable employees to submit requests in important collaboration tools. Connect your recruiting and payroll solutions with your HR system of record to seamlessly onboard, offboard, and maintain employee records without manual data entry.</p>
<h2 id="toc-0">The Security And Trust You Expect From Adp®</h2>
<p>The company gives employers the tools to ensure they are Affordable Care Act compliant and that all of their eligible staff members are covered by appropriate health insurance plans. This helps companies avoid legal fees and fines for not meeting compliance protocols for worker health insurance.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="easy labor adp"/></p>
<p>At ADP, we are committed to unlocking potential — not only in our clients and their businesses, but in our people, our communities and society as a whole. You face specific <a href="https://adprun.net/">https://adprun.net/</a> challenges that require solutions based on experience. See how we help organizations like yours with a wider range of payroll and HR options than any other provider.</p>
<h2 id="toc-1">Login &#038; Support: Adp Ezlabormanager</h2>
<p>This new functionality helps employers monitor current testing status for their employees by prompting employees to enter their latest test dates and results. U.S. Communities and National IPA, both wholly-owned subsidiaries of OMNIA Partners, have come together as OMNIA Partners, Public Sector. All public sector participants already registered with National IPA or U.S. Communities continue to have access to all contracts, with certain exceptions, in the portfolio and do not need to re-register to use a legacy National IPA, legacy U.S. Communities and National IPA remain separate legal entities and lead agency contracts completed under each brand are effective and available for use through the contract’s approved term. In the event we believe re-registration is necessary for any reason, OMNIA Partners will let you know. For more information, see the developer’s privacy policy.</p>
<p>You get all of the basic payroll functionality you would expect from ADP, as well as talent management, HR, time tracking, PTO management, and more. You can add some features to this platform for your business, using what is called “My ADP Workforce”, and you can really make it your own. It is one of several platforms that ADP operates, and it is the most popular of them all. This is a large business online payroll platform, ideal for companies that have 1,000 employees or more. The software can accommodate that many employees easily and makes it simple to modify the input and payouts for large numbers of employees at once. While ADP is a popular human resource management system for many businesses, the costs and available features may not be right for your business.</p>
<ul>
<li>At ADP, we are committed to unlocking potential — not only in our clients and their businesses, but in our people, our communities and society as a whole.</li>
<li>The best payroll software doesn’t take up a bunch of space on your computer, and that’s exactly how these online payroll services work.</li>
<li>For companies looking to improve their recruiting and hiring processes to attract top candidates.</li>
<li>Given its time-tested tools and services, ADP has probably seen every possible benefits-related challenge that companies experience.</li>
</ul>
<p>Paychex is not quite as user-friendly, however, when compared to the Run Payroll ADP platform and Workforce Now. It also doesn’t share the high customer service rating that ADP boasts. We believe a lot of businesses will benefit from how simple and user-friendly the interface is and how quickly staff members will pick up using it. While there is some great customer support and guidance available, most people will hardly use it since a lot of the software is self-explanatory and simple to understand. That ease of use extends to the very helpful and efficient ADP mobile app. Health Benefits is a service that ADP Payroll offers, but it isn’t yet available in every state.</p>
<h2 id="toc-2">Payroll Administration</h2>
<p>Too many issues, poor implementation from ADP team, poor customer support and they were not able to resolve any of the issues we were experiencing. Once you assign a schedule to an employee there isn&#8217;t a lot that the employee has to do. Unless they ver from what&#8217;s scheduled the system does everything for the employee. I manage 6 student workers that usually work evenings and on the weekends when I’m not in the office. What I like most is that EzLabor is set up to only work on certain computers/IP addresses, so I never have to worry about them clocking in from home or somewhere else.</p>
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" width="251px" alt="easy labor adp"/></p>
<p>The ADP-EX is designed for those vehicles without an exterior compartment or if you need for a flush-mounted solution. The assembly includes a built-in 8-foot hose with plug-and-play fitting to easily connect to your RDS 3110.</p>
<h2 id="toc-3">Payroll, Hr And Managed Business Solutions</h2>
<p>One of the drawbacks to using this payroll software for small business is that some of the software is not very user-friendly. It is inaccessible in many ways, using language and interfaces that are hard to figure out. Businesses may struggle to use these kinds of software and then give up on them.</p>
<p>ADP&#8217;s human resources outsourcing service has stood the test of time and continues to get better. Many businesses of all sizes and industries utilize ADP&#8217;s partnership, thanks to its flexibility, comprehensive product design, and knowledgeable staff. Although there are several good benefits administrators on the market today, few have been customer-tested as much as ADP has over the years. It&#8217;s for these reasons and more that ADP is our choice as the best HR outsourcing service for benefits administration. QuickBooks Payroll is one of the leading ADP alternatives that combines payroll and accounting software into one solution.</p>
<ul>
<li>We went in-depth to find out, reviewing key aspects of this business so that you can make a decision that is informed and that is right for your business.</li>
<li>See how our single, scalable platform is designed to help your workforce thrive.</li>
<li>That is a huge plus for businesses without a dedicated HR team to help them navigate difficult situations.</li>
<li>Now, you can use the Tray Platform to save hours of manual work, boost internal productivity, and scale mission-critical HR processes.</li>
<li>At the same time, employees can easily log in to view their HR-related information.</li>
<li>Connect your recruiting and payroll solutions with your HR system of record to seamlessly onboard, offboard, and maintain employee records without manual data entry.</li>
</ul>
<p>For companies seeking to optimize talent resources to develop high-performing teams and leaders. The core tools needed for companies just getting started with their payroll automation journey. Set rules to help ensure your freelancers meet all the appropriate requirements to start work for you.</p>
<h2 id="toc-4">Adp Payline Au</h2>
<p>On the surface, ADP Payroll has all the essential features that a business would need to run payroll, regardless of which pricing plan your business uses. When you take a look under the hood, you’ll find that ADP Payroll has jam-packed a ton of features into its software. Comparatively, the quality and breadth of ADP Payroll’s features are on par with other industry leaders, such as QuickBooks Online Payroll and Gusto. Make it easy to pay your global workforce with automated invoicing, multiple e-payment options and year-end tax compliance via IRS 1099 form support.</p>
<p>Each company has to look at its own needs and what kind of payroll services it requires. The size of your business will determine which kind of plan and platform would be best suited to your business, but you also have to look at pricing and how affordable the plans are. Your business may benefit from comparing multiple payroll online services, judging Run Payroll ADP against its competition to see who comes out on top. Many payroll companies don’t offer personal assistance 24/7 like ADP does, but you can contact this company over the phone and talk to an actual person at any hour of the day. They also offer email customer support and live chat and forums for internet users. ADP Payroll services are designed for the everyman, and they are very easy to start using and keep using for years on end, according to many ADP Payroll reviews we have looked at and our own research. It is encouraging news for businesses looking to find an accessible small business payroll service that they can be comfortable using without having a year of tech experience.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="easy labor adp"/></p>
<p>Here are the payroll tax features you can expect from ADP Payroll. When you sign up for ADP, you can expect a setup fee that usually gets waived with a contract. ADP generally offers customers two free months and reduced rates to sign a yearly contract. Each contract is different, but most request a 12-month commitment and are paid upfront. There is no termination fee, but there are no refunds for canceled contracts. I appreciate ADP&#8217;s centralized HRIS platform; everything from applications to hiring and payroll to performance and termination is housed in one system. ADP recently incorporated a robust analytics portal that allows me to run reports quickly and from a single dashboard.</p>
<h2 id="toc-5">Adp Payroll Integrations</h2>
<p>This includes IRS notices, withholding errors and overpayments. The hold times are insane and the damage they have done to my Quickbooks has cost me days. For time and attendance software, ADP works with ClockShark, Deputy, Homebase, MakeShift, and TSheets. There are about a dozen more, including Slack, and ZipRecruiter, among others. Connect directly with your workers via a state-of-the-art mobile application.</p>
<p>The APA allows for both manual hand-application and remote-head fogging . This accessory plugs directly into the RDS using our simple ADP connector. ADP kits are available for easy, cost-effective installation by both OEMs and after-market installers. Install ADPs in rooms or vehicles, allowing you to connect your AeroClave RDS unit directly to an enclosed area. Ports connect to spray heads that are permanently mounted in the treatment area, which eliminates excess manual labor and exposure in contaminated areas.</p>
<p></p>
]]></content:encoded>
					
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		<item>
		<title>Personal Accounting Firm In Windsor Locks, Ct</title>
		<link>http://ashoksawhney.com/2021/03/05/personal-accounting-firm-in-windsor-locks-ct/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 05 Mar 2021 15:33:36 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=2435</guid>

					<description><![CDATA[Content A Professional Team Of Accounting Experts On Your Side Understand Your Returns Why You Should Use A Cpa Personal Accounting Brexit Scenario Planning There is more that goes into corporate tax management than simply compliance, and it’s rarely a one-size-fits-all solution. We provide comprehensive corporate tax strategy and planning that minimize risk, ensure compliance, [&#8230;]]]></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">A Professional Team Of Accounting Experts	On Your Side</a></li>
<li><a href="#toc-1">Understand Your Returns</a></li>
<li><a href="#toc-2">Why You Should Use A Cpa</a></li>
<li><a href="#toc-3">Personal Accounting</a></li>
<li><a href="#toc-4">Brexit Scenario Planning</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="personal accounting services"/></p>
<p>There is more that goes into corporate tax management than simply compliance, and it’s rarely a one-size-fits-all solution. We provide comprehensive corporate tax strategy and planning that minimize risk, ensure compliance, and maximize value for your business. We’re committed to making your corporate tax matters simpler, less stressful, and as cost-efficient as possible. Our team will assess your situation and work with you to develop the best tax plan possible for you and your business.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,PGh0bWw+PGhlYWQ+PHRpdGxlPlNpdGUgTm90IEF2YWlsYWJsZTwvdGl0bGU+PC9oZWFkPjxib2R5IGJnY29sb3I9IndoaXRlIj48Y2VudGVyPjxicj48YnI+PGgxPlNvcnJ5IHRoaXMgc2l0ZSBjYW5ub3QgYmUgYWNjZXNzZWQgZnJvbSB5b3VyIGN1cnJlbnQgbG9jYXRpb248L2gxPjwvY2VudGVyPjwvYm9keT48L2h0bWw+Cg==" width="255px" alt="personal accounting services"/></p>
<p>You get one-on-one guidance and a comprehensive financial plan that helps manage risk, improve performance, and ensure the growth and longevity of your wealth. As your Representative Payee we work with individuals and families to create a housing budget based upon their living choices. Monitors benefits and expenses not to exceed available funding and report any invoices\expenses unable to be process. No matter your business’s size, Bardaglio Hart &#038; Shuman CPAs will always be there to provide personalized support and reliable financial advice you can count on. Is CPA firm that looks beyond the numbers to powerfully assist you with planning a solid financial future and realizing your dreams. You can count on exceptional service from the same partner and staff over the long term. Our continuity enables us to understand your business and keep you advised of changing compliance regulations.</p>
<h2 id="toc-0">A Professional Team Of Accounting Experts	On Your Side</h2>
<p>Our team of professionals will review your affairs and advise you on the best way forward to optimise your position. You can count on us to help you plan ahead and structure your affairs as efficiently as possible. Our team of personal accountants will work closely with you to understand your personal finances and all your accounting needs. We will listen to your requirements and offer advice tailored to your personal circumstances and individual goals. You can rest assured that our team of chartered accountants have your best interest in mind. Bench gives you a dedicated bookkeeper supported by a team of knowledgeable small business experts. We’re here to take the guesswork out of running your own business—for good.</p>
<p>Working in conjunction with the country’s top trust and estate attorneys, we can then document, execute, implement, and help manage the administration of your family office. Accounting services involves recording, reporting, and analyzing financial transactions of a business or individual.</p>
<h2 id="toc-1">Understand Your Returns</h2>
<p>Bookkeeping may be done in person (your home or the bookkeeper’s office) or online. Either way, you’ll need to provide access to your bank accounts and credit card statements, so be sure to check the references carefully of anyone you want to engage. This is an accountant (with a college degree and perhaps a master’s degree in accounting) who has received certification from the American Institute of Certified Public Accountants . While a CPA can provide bookkeeping services, this professional may be too expensive for the task.</p>
<ul>
<li>Our tax advisors will work with you to develop a clear understanding of your goals.</li>
<li>We can also help you develop a strategy for maximizing your tax return, as well as helping with a number of common tax problems.</li>
<li>You can count on exceptional service from the same partner and staff over the long term.</li>
<li>Eliseo CPA, LLC is a full service accounting firm in the Atlanta area.</li>
<li>We stand by your side through thick and thin and help you make the right decisions for your personal finances.</li>
<li>We focus ontax planning to make sure that you pay the least amount of taxwithin the confines of the law.</li>
<li>From complex joint tax returns to seemingly straightforward “standard deduction” forms, we’ll ensure you’re filing in the right format and maximizing the desired results.</li>
</ul>
<p>This includes advising on the liability protection benefits of restructuring your current asset holdings. We will help you manage the administration that accompanies wealth and spending, from reviewing real estate contracts to contracting for personal in-home services.</p>
<h2 id="toc-2">Why You Should Use A Cpa</h2>
<p>For your convenience, we’ve provided some helpful resources to guide you during your tax preparation or financial planning. With ATS Accounting &#038; Tax Edmonton you will have access to a talented team of experts with several years of experience in providing accounting services in a wide range of industries. Properly structured and staffed family offices can yield significant improvements in tax efficiency, operational effectiveness, asset protection, and investment management to families of significant means. After an initial analysis, we can help you develop a plan and model costs.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="personal accounting services"/></p>
<p>We apply our skills every day to our own, real-life situations and are great at untangling financial, as well as non-financial puzzles and illustrating the total picture with clarity and objectivity. Whether you are struggling with questions about how to chart the future of a rapidly growing business, or trying to ensure a grandchild’s education, our CPA’s can help you assess your options. We’re North America’s largest bookkeeping service, and we’ll do your books for you, all online. Our easy-to-use software makes it easy to stay on top of your business finances, and your personal bookkeeper is always just a message away. Understanding your deductions and claimable expenses is key to reducing your tax liability.</p>
<h2 id="toc-3">Personal Accounting</h2>
<p>This has saved our clients an enormous amount in penalty abatements. And we’ve secured a workable payment schedule — and even reduced liability for our clients. By tracking your financial requirements, we’ll help you reduce the chance for errors and duplicate payments, and to avoid costly overdraft fees. A Certified Public Account is distinguished from other accounting practitioners <a href="https://personal-accounting.org/">personal accounting services</a> by strict licensing regulations. To receive a CPA designation, it’s necessary to pass a rigorous national exam and meet stringent experience requirements in addition to completing a five-year course of study in a college or university. To maintain licenses, CPAs pursue continuing professional education requirements, keeping us current with the latest business and related issues.</p>
<p>Tax laws change from one country to another, and dealing with international taxmen can be taxing. From investing in foreign mutual funds to dealing with FATCA compliance, our team enables you to do it all.</p>
<p>We’re continually searching for tax breaks and deductions and tax planning opportunities that can be used to save our clients money on taxes. From business tax preparation services to personal income tax returns, we work hard to minimize tax liabilities for all of our clients. Price Reuben offers a wide range of personal accounting services to established businesspersons and entrepreneurs based on their individual needs and lifestyle, especially during taxation period. We understand how your financial state is often intertwined and impacted by your business.</p>
<h2 id="toc-4">Brexit Scenario Planning</h2>
<p>Your financial life may be complex with multi-faceted undertakings such as alternative investments, corporate entities, private equity, international exposure, collective properties, and personal accounting needs. By applying a controller-level’s financial insight to managing personal finances, Plumb excels at high-net-worth accounting and financial consulting. A personal accountant can provide you with a record of your financial transactions, and brings the advantage of having foresight into potential gains or even losses.</p>
<p>We are responsive, timely, and able to provide the kind of partner-level attention you’d expect from a well-established accounting firm. Through the years, our clients come back year after year and quarter after quarter for different accounting and tax services.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="personal accounting services"/></p>
<p>As a global entrepreneur, you should not underestimate the complexity of setting up your Dutch administration. Although you might have experience in keeping your books for your current company, there are a lot of details to consider when you start a Dutch company and apply for a Dutch tax number. It’s important to avoid paying too high taxes, or creating extra work, penalties, or even costly (and frustrating!) tax audits.</p>
<h2 id="toc-5">The Alphabet Soup Of Financial Certifications</h2>
<p>Personal tax services at a competitive rate for you and your family. Corporate year-end for your small business, incorporated farm, professional corporation or holding company. We provide sound advice and peace of mind to clients seeking due diligence on a variety of topics from accounting software to asset valuations, tax considerations, <a href="https://personal-accounting.org/">https://personal-accounting.org/</a> identifying risks and more. When a life-changing event, such as death or divorce, takes place, it’s very important to know where all the financial assets are located. We can help provide the answer through a service which records balances in all of your investment and bank accounts from copies of printed statements or online access.</p>
<p>We work hard on your behalf, to give you timely and correct information so that you can make educated decisions for your business. At Eliseo CPA, LLC we work to help you learn and understand the financial side of your business. If you have questions throughout the year regarding tax planning, retirement and savings strategies, book keeping, and financial strategy you can always ask us. Eliseo CPA, LLC is a full service accounting firm in the Atlanta area. Sam Fisher has been providing personal accounting services to Middlesex County and the New Jersey area for more than 23 years. We focus ontax planning to make sure that you pay the least amount of taxwithin the confines of the law. We’d love to lift your tax burden here at Robert P. Russo, CPA, P.C. Headquartered in NYC, we offer meticulous and strategic financial and tax services for individuals and families across the U.S., and even overseas.</p>
<p>In fact, hiring an accountant can help you achieve more wealth in the long run by advising you on sound financial plans and strategies. Choosing to hire a skilled CPA to manage your individual tax return will save you a lot of time and worry.</p>
<p>Although VAT or Wage taxes/social contributions, might not be relevant for each company, it should be considered that each Dutch Private Limited Company should prepare and file Financial Statements. Companies that incorporate according to Dutch laws are typically taxes in The Netherlands for its worldwide income. Once your business is operational in the Netherlands, we can assist you during every accounting milestone, and perform the administrative duties of the company. Accounting services in The Netherlands are used by most entrepreneurs who start a new business, especially if they are not familiar yet with the accounting regulations. When an Agency of Choice is selected the FMS partners with a Staffing Agent to ensure service being provided is within the service authorizations. Regularly monitoring services to authorizations, and submission of agency service claims to funding agency. No matter how big or small, our team believes in empowering individuals’ by utilizing a variety of supports choices.</p>
<p>Personal finance is all about managing your personal budget and how best to invest your money to realize your goals. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts.</p>
<p>That invaluable information provides you — and if you wish it, your wealth advisor — with a clear picture of your liquidity needs and allows you to make concrete financial decisions. Some accounting firms sell accounting software to their clients. We understand CRA problems can have a negative impact on multiple aspects of a client’s life. If you or your business owes back taxes, the CRA could send you a garnishment notice that can seize or affect your wages, pension, savings, business, and property. Our firm is here to help resolve your CRA audit problems and, if necessary, successfully negotiate settlements for our clients, often saving you thousands of dollars.</p>
<p></p>
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		<title>What Is The Accounting Equation Formula?</title>
		<link>http://ashoksawhney.com/2019/09/30/what-is-the-accounting-equation-formula/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 30 Sep 2019 13:16:35 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[Content The Math Behind The Accounting Equation Final Thoughts On Calculating The Equation Business Is Our Business Profit Margin Equation Accounting Equation: How Transactions Affects Accounting Equation? Accounting Topics Accounting Equation The Basic Accounting Equation In this sense, the liabilities are considered more current than the equity. This is consistent with financial reporting where current [&#8230;]]]></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">The Math Behind The Accounting Equation</a></li>
<li><a href="#toc-1">Final Thoughts On Calculating The Equation</a></li>
<li><a href="#toc-2">Business Is Our Business</a></li>
<li><a href="#toc-3">Profit Margin Equation</a></li>
<li><a href="#toc-4">Accounting Equation: How Transactions Affects Accounting Equation?</a></li>
<li><a href="#toc-6">Accounting Topics</a></li>
<li><a href="#toc-8">Accounting Equation The Basic Accounting Equation</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/05/shutterstock_530862445-300x200.jpg" width="258px" alt="Basic accounting equation"/></p>
<p>In this sense, the liabilities are considered more current than the equity. This is consistent with financial reporting where current assets and liabilities are always reported before long-term assets and liabilities. The assets in the accounting equation are the resources that a company has available for its use, such as cash, accounts receivable, fixed assets, and inventory. Accounts receivable include all amounts billed to customers on credit that relate to the sale of goods or services.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/maxresdefault-min-300x200.jpg" width="252px" alt="Basic accounting equation"/></p>
<p>The shareholder’s equity is what remains after all liabilities are subtracted. Creditors, or the people who lend money, are the ones who have the first claim to a company’s assets. This equation is the foundation of double-entry accounting. Double-entry accounting is a method of accounting that means each transaction affects both sides of the accounting equation. For every change there is in an asset account; there has to be an equal change to a related liability or shareholder equity account. It’s important to keep the accounting equation in mind when taking care of journal entries.</p>
<h2 id="toc-0">The Math Behind The Accounting Equation</h2>
<p>This is the money that you have earned at the end of the day. It’s possible that this number will demonstrate a net loss when your business is in its early stages. The ultimate goal of any business should be positive net income, which means your business is profitable. Equityis the portion of the company that actually belongs to the owner. If shareholders own the company, then stockholders’ equity would fall into this category as well. Accounting equation explanation with examples, accountingcoach.com. We will increase the expense account Utility Expense and decrease the asset Cash.</p>
<ul>
<li>Net worth increases through income and decreases through expenses.</li>
<li>It is used in Double-Entry Accounting to record transactions for either a sole proprietorship or for a company with stockholders.</li>
<li>In other words, the shareholders or partners own the remainder of assets once all of the liabilities are paid off.</li>
<li>However, the asset Cash will decrease by the same amount.</li>
<li>Receivables arise when a company provides a service or sells a product to someone on credit.</li>
</ul>
<p>The buyer pays cash to cover a debt to the seller with two transactions. Firstly, the buyer debits accounts payable, because the debt is now settled, and secondly, the buyer credits for the amount of the payment. These two decreases occur on different sides of the Balance sheet, maintaining the balance. The three elements of the accounting equation are assets, liabilities, and equity. These three elements are all essential for understanding a company&#8217;s financial position.</p>
<h2 id="toc-1">Final Thoughts On Calculating The Equation</h2>
<p>An income statement of the company shows the revenues, cost of goods sold, gross profit &#038; net profit. The net profit/ net loss is then added to the balance sheet and shows any changes to the owner’s equity. In case of a profit, the owner’s equity increases, while in case of a loss, equity decreases. It is used in Double-Entry Accounting to record transactions for either a sole proprietorship or for a company with stockholders. Although the accounting equation appears to be only a balance sheet equation, the financial statements are interrelated. Net income from the income statement is included in the Equity account called retained earnings on the balance sheet. The balance is maintained because every business transaction affects at least two of a company&#8217;s accounts.</p>
<ul>
<li>A month later the company receives the vendor’s invoice and immediately pays the invoice amount in full.</li>
<li>The total debit entries in the trial balance are then compared to the total credit entries to ensure the amounts are equal prior to reporting the transactions in financial statements.</li>
<li>Double entry bookkeeping states that for every debit entry there should be pass a credit entry.</li>
<li>To understand this equation better we need to understand the different components of this accounting equation.</li>
</ul>
<p>Double-entry accounting requires that every business transaction be marked in at least two financial accounts. For example, if a business buys raw materials using cash, it would first mark this in the inventory accounts. The raw materials would be an asset, leading to an increase in inventory. The transaction should also be marked as a reduction of capital due to the spending of cash. According to double-entry accounting, this single transaction would require two separate accounting entries.</p>
<h2 id="toc-2">Business Is Our Business</h2>
<p>It is the standard for financial reporting, and it is the basis for double-entry accounting. Without the balance sheet equation, you cannot accurately read your balance sheet or understand your financial statements. Liabilities refer to the amount a business owes to the outsiders.</p>
<ul>
<li>Show bioRebekiah has taught college accounting and has a master&#8217;s in both management and business.</li>
<li>Contributed capital comes from the capital provided by the original stockholders.</li>
<li>The owner’s equity increases or decreases by the net profit or loss reported for that particular year.</li>
<li>Intuit Inc. does not have any responsibility for updating or revising any information presented herein.</li>
</ul>
<p>As a result, only the assets and liabilities elements of the <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> are affected by the transaction. In this instance, both the assets and liabilities are decreased, while the owner’s equity remains unchanged. The income statement and balance sheet play a pivotal role when it comes to formulating the accounting equation.</p>
<h2 id="toc-3">Profit Margin Equation</h2>
<p>You only enter the transactions once rather than show the impact of the transactions on two or more accounts. A company&#8217;s liabilities include every debt it has incurred. These may include loans, accounts payable, mortgages, deferred revenues, bond issues, warranties, and accrued expenses. Assets represent the valuable resources controlled by the company, while liabilities represent its obligations.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/06/3358fd1f-719d-465b-8b96-c84e957aeef3-300x200.jpg" width="254px" alt="Basic accounting equation"/></p>
<p>For this reason, it is also referred to as Net Assets. All adjustments for profits, reserves, and drawings reflect in this account. The balance sheet is also known as the statement of financial position and it reflects the accounting equation. The balance sheet reports a company&#8217;s assets, liabilities, and owner&#8217;s (or stockholders&#8217;) equity at a specific point in time. Like the accounting equation, it shows that a company&#8217;s total amount of assets equals the total amount of liabilities plus owner&#8217;s (or stockholders&#8217;) equity.</p>
<h2 id="toc-4">Accounting Equation: How Transactions Affects Accounting Equation?</h2>
<p>Any transaction in a business, will without a doubt, impact one of the three variables. Therefore, it is important to understand the context of each variable. The accounting equation is important because it forms the foundation for all financial statements. The income statement, balance sheet, and statement of cash flows can all be derived from this one simple equation. Furthermore, the accounting equation helps to ensure that a company&#8217;s financial statements are accurate. The accounting equation states that total assets is equal to total liabilities plus capital. This lesson presented the basic accounting equation and how it stays equal.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="Basic accounting equation"/></p>
<p>The expanded accounting equation is derived from the accounting equation and illustrates the different components of stockholder equity in a company. Shareholder equity is a company&#8217;s owner&#8217;s claim after subtracting total liabilities from total assets. Locate the company&#8217;s total assets on the balance sheet for the period.</p>
<h2 id="toc-5">What Are The Three Elements In The Accounting Equation Formula?</h2>
<p>Liability is also classified as current or long-term. This category includes any obligations the company might have to third parties, such as accounts payable, deferred revenue, or other debts. This is where the idea of the accounting equation comes in. The two sides of the equation must always add up to equal value.</p>
<p>Changes in the balance sheet are used to calculate cash flow in the cash flow statement. You may have made a journal entry where the debits do not match the credits. This should be impossible if you are using accounting software, but is entirely <a href="https://www.bookstime.com/basic-accounting-equation">Basic accounting equation</a> possible if you are recording accounting transactions manually. In the latter case, the only way to correct the issue is to review all entries made to date, to find the unbalanced entry. ABC Company pays $29,000 on existing supplier invoices.</p>
<p>He is also the author of Narrative Generation, a book on narrative design and strategy for businesses, NGO’s, nonprofits, and more. Being an inherently negative term, Michael is not thrilled with this description. The net assets part of this equation is comprised of unrestricted and restricted net assets. The company purchases a significant amount of supplies on credit. The company repays the bank that had lent money to the company. Expert advice and resources for today’s accounting professionals.</p>
<p>To boost his working capital, John decided to now purchase goods on credit. He, therefore, opened a credit account with his vendor, Swiss Dairy from whom he regularly purchased cheese, bread, eggs and other items used every day in his produce. With the information that is given in the example, we see that Ed has a store that is valued at $40,000 and equipment that is valued at $10,000. Looking back, we see that Ed owes the bank $25,000 and his employee $15,000. Ed invested $10,000 when he bought the new equipment. Make a trial balance to ensure that debit balances equal credit balances. A trial balance shows a list of all debit and credit entries.</p>
<p>Upon activating your course, you will have an initial 36 months of access. You can then renew your subscription as many times as you need to pass your exams—for FREE.</p>
<p>Accounting equation, also called the balance sheet formula, to ensure your company’s assets equal the sum of your company’s liabilities and shareholder’s equity. The accounting balance sheet formula makes sure your balance sheet stays balanced. A company&#8217;s quarterly and annual reports are basically derived directly from the accounting equations used in bookkeeping practices. These equations, entered in a business&#8217;s general ledger, will provide the material that eventually makes up the foundation of a business&#8217;s financial statements. This includes expense reports, cash flow and salary and company investments.</p>
<p>The claims to the assets owned by a business entity are primarily divided into two types – the claims of creditors and the claims of owner of the business. In accounting, the claims of creditors are referred to as liabilities and the claims of owner are referred to as owner’s equity. If a business buys raw materials and pays in cash, it will result in an increase in the company&#8217;s inventory while reducing cash capital . Because there are two or more accounts affected by every transaction carried out by a company, the accounting system is referred to as double-entry accounting. This straightforward number on a company balance sheet is considered to be the foundation of the double-entry accounting system. The accounting equation ensures that the balance sheet remains balanced.</p>
<p>It’s important to note, however, that net income does not equal cash in the bank. Payments on liabilities — the debts you owe, which appear on the balance sheet — are not included in the net income equation. Neither are contributions of capital, draws and distributions, or asset acquisition. This makes our list of important accounting formulas because once you understand it, you can see at a glance how healthy your business is. For example, let’s say the balance of your bank accounts, plus your other assets (like computers, furniture, etc.) and your accounts receivable total $15,000. This is the “assets” portion of the balance sheet, or the entire top portion of it.</p>
<p>Billie Nordmeyer works as a consultant advising small businesses and Fortune 500 companies on performance improvement initiatives, as well as SAP software selection and implementation. During her career, she has published business and technology-based articles and texts. Nordmeyer holds a Bachelor of Science in accounting, a Master of Arts in international management and a Master of Business Administration in finance. Current assets are further broken down into its sub-components for the sake of easier understanding. Let&#8217;s plug this into the equation to see if Ed&#8217;s accounts are balanced. Business professionals who understand core business concepts and principles fully and precisely always have the advantage, while many others are not so well-prepared. Rely on the premier business encyclopedia to sharpen your grasp of essential business concepts, terms, and skills.</p>
<p></p>
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		<title>13 Best Boston Bookkeeping Services</title>
		<link>http://ashoksawhney.com/2019/09/27/13-best-boston-bookkeeping-services/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 27 Sep 2019 07:52:37 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[Content Follow The Sawyer Business School Nyc Career Centers Quickbooks Level I Will Learning Bookkeeping Help Me Get A Job? List Of The Top Boston Bookkeeping Services Supporting Strategies Diane Fulginiti, Mba, Msa, Cpa Dukhon Tax And Accounting The course covers a wide range of topics and tools that will have novices up and running [&#8230;]]]></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">Follow The Sawyer Business School</a></li>
<li><a href="#toc-1">Nyc Career Centers Quickbooks Level I</a></li>
<li><a href="#toc-2">Will Learning Bookkeeping Help Me Get A Job?</a></li>
<li><a href="#toc-3">List Of The Top Boston Bookkeeping Services</a></li>
<li><a href="#toc-4">Supporting Strategies</a></li>
<li><a href="#toc-6">Diane Fulginiti, Mba, Msa, Cpa</a></li>
<li><a href="#toc-7">Dukhon Tax And Accounting</a></li>
</ul>
</div>
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" width="253px" alt="bookkeeping boston"/></p>
<p>The course covers a wide range of topics and tools that will have novices up and running with QuickBooks. This course also offers a free retake to allow students to revisit any concepts needing to be refreshed and walk away with a much stronger grasp of the material. Leslie has over 20 years of accounting and financial operations experience. She started her career in regulation and internal audit before joining KMPG focusing on business process consulting. She developed a passion for working for small companies when she became the Vice President of Accounting and Finance for two healthcare technology companies.</p>
<p>Our services are streamlined for small business and startups in Boston, Massachusetts who would rather spend time growing their business than doing the numbers. Sharon has been working in the accounting and finance field for over twenty years. She began her professional career with a focus on real estate accounting. Karen has been working in the accounting field for over twenty years. Most of her professional career has focused on manufacturing finance. At Harris Corporation, she gained experience in planning material purchases based on customer orders.</p>
<p>More recently, Linda managed her own small business, providing bookkeeping and financial analysis services to clients south of Boston. Linda holds a BS in Finance from the University of Massachusetts in Dartmouth and an MBA from Northeastern University. Linda has over 10 years of accounting experience, working in both the public and private sector. She started her career at Price, Waterhouse, Coopers in their audit practice.</p>
<ul>
<li>By using our Services, you’re agreeing to be bound by these Terms, and our Privacy Policy.</li>
<li>Thanks to the presence of institutions such as the Massachusetts Institute of Technology and Harvard University, along with an active venture capital community, Boston continues to have a vibrant startup scene.</li>
<li>A high-achieving accounting and finance expert, Lynette has over 30 years of experience across the medical, construction, real estate management, investment, nonprofit, manufacturing and government sectors.</li>
<li>AGS Tax Group provides bookkeeping services to clients in the Boston metropolitan area.</li>
<li>This 7-hour hands-on QuickBooks Online Level 1 course teaches individuals with little to no prior experience with QuickBooks how to get up and running with Intuit’s industry-leading online accounting software.</li>
<li>An entrepreneur herself, she has an in-depth understanding of the challenges that small businesses and startups face.</li>
</ul>
<p>Bookkeepers record and manage financial transactions for businesses of all sizes. Often working as part of an accounting team, they maintain a company&#8217;s books and produce key financial statements. Some may be responsible for handling payroll and reconciling bank accounts. Bookkeepers <a href="https://www.bookstime.com/articles/bookkeeping-boston">bookkeeping boston</a> are important for the accurate recording of financial transactions, which are then analyzed by accountants and CFOs. SmartBooks gives small and mid-sized businesses the expertise, reliability, and availability of a full-time in-house accounting department, at a fraction of the cost.</p>
<h2 id="toc-0">Follow The Sawyer Business School</h2>
<p>Many schools offer the ability to continue learning with intermediate-to-advanced courses, and some offer package discounts. In this 2-day course, students will expand on their foundational QuickBooks skills. They will learn more advanced capabilities such as memorizing transactions, customizing forms, and working with credit card transactions. Students will also learn how to create reports and graphs and prepare payroll. You’ll have your own team of GrowthLab business, financial, and marketing professionals by your side to discover and implement the best practices that suit your unique needs. A $1 billion telecom company experienced rapid growth, resulting in disparate systems and an inefficient cost structure.</p>
<p>Merit-based aid is awarded based on the applicant&#8217;s academic credentials presented on the admission application. Focus your study on the rules, regulations, practices, and strategies employed in the field of taxation, as well as taxation’s impact on financial reporting. Learn to design databases, retrieve data from business processes, visualize and analyze results, and communicate solutions. Talk with one of our specialists and learn how hundreds of Accounting firms are accelerating their growth, generating thousands more per month, and achieving their dreams. Because with capacity, you can better serve your clients, scale your customer base, diversify your offering, stand out in the competitive landscape, or simply do more of what you love. You can now take back control of your bookkeeping without relying on hiring more people team or having your team put expensive hours into data entry work. A Financial Accountant is responsible for recording and reporting the business operations transactions over a period of time.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="bookkeeping boston"/></p>
<p>Treeful Damaso Aniceto, Inc. is a full-service accounting firm that offers top-notch financial, tax, and accounting solutions to businesses and individuals across the Needham area. Treeful Damaso Aniceto, Inc. is a member of the American Institute of Certified Public Accountants. AGS Tax Group provides bookkeeping services to clients in the Boston metropolitan area. It handles all aspects of bookkeeping and accounting on behalf of small to mid-sized businesses, including payroll, cash flow management, tax planning and preparation, and audits. The company also provides services to individuals such as financial planning and estate planning. Lee Agranovich, the president of AGS Tax Group, is a member of the National Society of Accountants.</p>
<p>She excels at systems analysis and implementation, employee training and cultivating client relationships. Navitance offers specialized financial services to a wide range of industries and organizations needing more than what their in-house resources can provide. Our virtual bookkeeping and financial services enable business leaders to focus on strategic issues and growing their company, rather than on routine financial matters. Whether yours is a start-up locally here in Boston, MA or a long-established company in Austin, TX, a nonprofit or a for-profit business in Seattle, WA, we support you and your business in reaching all your financial goals. We provide accounting, tax and valuation advisory services to more than 1,000 public, private equity and venture-backed clients in a variety of industries.</p>
<h2 id="toc-1">Nyc Career Centers Quickbooks Level I</h2>
<p>Nonprofits today must be professional and innovative in their business management practices in or&#8230; Baker Newman Noyes is a tax, assurance, and advisory firm entrusted by individuals and lead&#8230; We sometimes release products and features that we are still testing and evaluating. Those Services have been marked beta, preview, early access, or evaluation and may not be as reliable as other non-beta services, so please keep that in mind. Some of our Services allow you to download client software (“Software”) which may update automatically. So long as you comply with these Terms, we give you a limited, nonexclusive, nontransferable, revocable license to use the Software, solely to access the Services. To the extent any component of the Software may be offered under an open source license, we’ll make that license available to you and the provisions of that license may expressly override some of these Terms.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="bookkeeping boston"/></p>
<p>Integrated, secure cloud accounting technologies that streamline your business and keep you nimble and poised to grow. With your personalized accounting team you have access to the most innovative tools in the industry. Launch into the 21st century with our forward-thinking bookkeeping and accounting methods.</p>
<p>Prior to joining the Supporting Strategies team, she held roles ranging from Cost Analyst to Controller for manufacturing, construction, design and development, and start-up companies. Jessica has not only performed Accounts Receivable/Payable tasks, payroll, monthly close duties, bank reconciliations and balance sheet reconciliations herself, but also managed teams tasked with such.</p>
<h2 id="toc-2">Will Learning Bookkeeping Help Me Get A Job?</h2>
<p>You also have the option to take classes back-to-back in one evening or online on a space-available basis for added flexibility. The Botkeeper Proven Process is the recipe we&#8217;ve used for over 200 Accounting firms and their 5000+ business clients. Our firms have saved countless hours, generated millions in new revenue, and experienced a better quality of work-life balance. For group classes, in-person training in Boston ranges from $53/hour to $69/hour, and live online training ranges from $0/hour to $69/hr. You have several options when it comes to learning Bookkeeping, so we’ve chosen 7 of the best Boston courses from the top 5 training providers to help you make your decision. But even so, with the variety of considerations including cost, duration, course format, starting level, and more, choosing the perfect course still isn’t that easy. Offering on-site training all over the world and online, New Horizons is a computer learning center.</p>
<p>In this intermediate-level 7-hour QuickBooks Online course, participants will take their QuickBooks online skills to the next level by learning some advanced functions within Intuit’s industry-leading online accounting software. Our accountants are CPA-level and innovative experts who will help guide you with your financial management decisions with the main goal of growing your business. We provide reliable data and information with the use of the latest accounting technology for more convenient and efficient bookkeeping processes.</p>
<h2 id="toc-3">List Of The Top Boston Bookkeeping Services</h2>
<p>We strongly believe that once you experience a stress-free bookkeeping, you wouldn&#8217;t want to go back. Whether you&#8217;re bootstrapped or an already venture-funded startup, we work with you through every stage of your financial growth.</p>
<p>Hamilton Bookkeeping, L.L.C. was recognized as the 2015 Small Business of the Year by the Greater Beverly Chamber of Commerce. Code Property Management and Bookkeeping Services is a full-service accounting and property management company that provides detailed professional services for businesses throughout the Charlestown area. The firm offers a broad array of services including property promotion, tenant screening, property maintenance, financial statement preparation, rent collection, refund disbursement, and income and expense tracking. Code Property Management and Bookkeeping Services is accredited and rated A+ by the Better Business Bureau. Swift Air is dedicated to the growth and efficiency of your business. They are a strong Professional team of seasoned accountants and they serve small to middle-sized businesses that need better financial strategies.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="bookkeeping boston"/></p>
<p>Get in touch with us to obtain effective bookkeeping and accounting services. Tristan CPA Boston is an outsourcing experienced accounting company that is run by experienced financial Professionals. They are helping Greater Boston bookkeeping clients adopt technology to streamline Processes and create efficiency for solid financial footing. They are passionate, Professional and committed to always learning how to better help their clients achieve their business goals.</p>
<h2 id="toc-4">Supporting Strategies</h2>
<p>She has a history of progressive advancement in various organizations and is known for her capacity to adapt seamlessly to evolving processes and technology. During a career spanning over two decades, Deserie has gained significant management and accounting experience and had the opportunity to live and work in various areas of the United States.</p>
<ul>
<li>If you don&#8217;t use QuickBooks we will get your business or personal finances setup.</li>
<li>They are a strong Professional team of seasoned accountants and they serve small to middle-sized businesses that need better financial strategies.</li>
<li>NYIM Training offers results-oriented business courses and corporate training online and in New York.</li>
<li>But even so, with the variety of considerations including cost, duration, course format, starting level, and more, choosing the perfect course still isn’t that easy.</li>
<li>Our Services also provide you with features like eSign, file sharing, email newsletters, appointment setting and more.</li>
<li>Sharon has been working in the accounting and finance field for over twenty years.</li>
</ul>
<p>Rhonda’s professional career career began after undergrad with a position in Boston serving as financial assistant for a non-profit adult education center. From there she spent 12+ years as an accountant / financial analyst for IBM’s Software Group; then onto a short term budget coordinator assignment with a Netherlands based software company. Along with all pertinent accounting and bookkeeping skills, She’Na has superb analytical abilities and extensive knowledge of the nonprofit sector, including fundraising coordination and grant writing. Maria&#8217;s skillsets keep her clients on track, eliminating errors, fees and late payments. She keeps clients organized, in control of their finances, to get the information they need to make wise decisions with graphs and reports at their fingertips. Finally, Maria works with accountants to deliver the information they need in a timely way.</p>
<p>AAFCPAs is the premier CPA and consulting firm based in New England and considered an attractive &#8230; I confirm this is a service inquiry and not an advertising <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> message or solicitation. By clicking “Sign Up”, I acknowledge and agree to the creation of an account and to the Terms of Use and Privacy Policy.</p>
<p>This 1-day beginner accounting course teaches students the fundamentals of financial accounting. This course is designed to teach beginners how to analyze financial statements and reports of real public companies to build a deep understanding of accounting principles in action. Topics covered include financial accounting concepts, three key financial statements, how the financial statements interact with each other, and hands-on work looking at real financial statements. This 2-day QuickBooks Desktop Introduction course is designed for individuals with a fundamental knowledge of accounting and who are interested in learning Intuit’s powerful desktop accounting software.</p>
<p>Students will benefit from collaboration with other students in the online lab environment. Navitance&#8211;a full-service accounting firm providing outsourced bookkeeping, Controller, and CFO services to nonprofits and for-profits, including startups. This company is offering a free consultation with their accounting specialists to discuss services needed. They will Provide a detailed Tax Return Documents checklist to help you gather the information required for a complete return. They require that all information will be Provided to them no less than 30 days Prior to the date when you expect them to deliver your tax return.</p>
<p>Karen maintained A/P, A/R, payroll, bank accounts, budgeting, month, quarter and year end financial reports as well as worked with auditors and outside parties. Most recently Karen worked at Renesys, a small company that monitors internet speed and activity. Marilyn has over 20 years of accounting experience in the private sector. Her corporate experience was for a distributor of electronic components, Interface Electronics, a strategic partner to EMC Corp. Marilyn started with this company shortly after they opened and worked there as the corporate controller until they sold the business to Jaco Electronics. She was responsible for the consolidation and preparation of all financial reporting.</p>
<h2 id="toc-6">Diane Fulginiti, Mba, Msa, Cpa</h2>
<p>A bookkeeping firm that will handle all your computations will definitely charge more than.one that just deals with a few. Jessica has elevated the systems and practices of businesses across industries for over 10 years. A skilled professional experienced in both public and private accounting, she has received praise for building partnerships, maintaining exceptional accuracy and managing increasing levels of responsibilities. Arianna, a forward-thinking finance, accounting and consulting professional, brings excellent business acumen along with a reputation as a strong business partner and change agent.</p>
<h2 id="toc-7">Dukhon Tax And Accounting</h2>
<p>Lisa is an accounting and bookkeeping operations professional experienced within a wide range of industries. With an impressive record of improving and streamlining financial processes for growing companies, she brings her many talents and fresh perspective to our team. Supporting Strategies provides outsourced bookkeeping services, controller services and operational support to growing businesses. Interim CFO Solutions benefit you with an outsourced CFO and allow you take advantage of our years of insight and expertise without the cost of a full-time CFO. Our part-time CFO services match your needs and resources and guide your business through periods of challenge, growth or transition. We work on-site or off, for a short time or long-term to help you increase profitability and improve your company’s cash flow, financial condition and value. The company focuses on accounting, commercial brokerage services, commercial development, commercial property management, and more.</p>
<p>She has owned and operated a small tutoring business and currently owns a professional organizing company where she has acquired hands-on experience and practical knowledge in business. Heather is a graduate of Rider University where she earned her Bachelor of Arts in Education. Elisabeth is an accomplished financial business leader who has refined her expertise through the course of 20+ years and numerous professional challenges. She excels at controllership, financial project management, and in the development of unified processes that optimize performance and ensure compliance. Jessica is a very enthusiastic accounting professional with over 15 years of experience.</p>
<p></p>
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		<title>Quickbooks Payroll Vs Adp Run</title>
		<link>http://ashoksawhney.com/2019/07/17/quickbooks-payroll-vs-adp-run/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 17 Jul 2019 14:44:56 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">http://ashoksawhney.com/?p=2509</guid>

					<description><![CDATA[Content Top Features In Adp: Support Run Powered By Adp®: Whats New? How Does Run By Adp Payroll Work? Time Tracking For Adp® Run Powered By Adp® Screenshots When I Work for RUN Powered by ADP® is now an integration option. The When I Work for RUN Powered by ADP® connector enables you to send [&#8230;]]]></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">Top Features</a></li>
<li><a href="#toc-1">In Adp:</a></li>
<li><a href="#toc-2">Support</a></li>
<li><a href="#toc-3">Run Powered By Adp®: Whats New?</a></li>
<li><a href="#toc-4">How Does Run By Adp Payroll Work?</a></li>
<li><a href="#toc-6">Time Tracking For Adp®</a></li>
<li><a href="#toc-7">Run Powered By Adp® Screenshots</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/what-is-depreciable-property.jpg" width="251px" alt="ADP Run"/></p>
<p>When I Work for RUN Powered by ADP® is now an integration option. The When I Work for RUN Powered by ADP® connector enables you to send payroll hours from When I Work right to ADP before you close payroll. The When I Work for RUN Powered by ADP® connector enables you to send pay period hours from When I Work right to ADP before you close the pay period.</p>
<p>Users will lose access if they don’t complete this before processing the first payroll. That’s why it’s convenient that the system automatically calculates and withdraws taxes from paychecks. This ensures that payroll, benefits, retirement, taxes and deductions get deposited, filed and reconciled automatically. RUN’s delivery is simple and gets payments out on time. Multiple payment options allow companies to pay workers with prepaid Visa cards, direct deposit or ADP check. RUN Powered by ADP fits businesses with fewer than 50 employees.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/GustoPartner.png" width="255px" alt="ADP Run"/></p>
<p>All ratings are determined solely by our editorial team. After your employee&#8217;s track time, you can review the timesheets and make any changes you need. Just press the Export to ADP® button and your timesheets are now in your ADP® payroll. You no longer have to key times into payroll every pay period. The ClockShark and ADP®&#xfe0f; connector saves you from hours of hassle and costs only $5 per month. Focused on small businesses, the reimaged payroll platform is designed to help small business owners manage their business more seamlessly and accelerate growth.</p>
<h2 id="toc-0">Top Features</h2>
<p>These are all effective resources to learn more about ADP RUN and HR software as a whole. We do not recommend ADP RUN for businesses in need of advanced time tracking capabilities. As you can see above, offboarding employees requires you to fill out their termination date, reason, and description. Unlike Zenefits, there is no assistance in discontinuing payroll and benefits for employees. Alternatives like Zenefits offer a more user-friendly employee onboarding experience.</p>
<ul>
<li>The service is also integrated with ZipRecruiter, a leading online employment marketplace in the US.</li>
<li>ADP RUN clearly states which employees are missing time punches with the exact date and time.</li>
<li>ADP Run provides the payroll features you would expect, such as automatic pay runs and the capability to run payroll on computers and mobile devices.</li>
<li>RUN is more attractively designed and easier to use – but it’s also more expensive.</li>
<li>RUN offers 24/7 service, whereas QuickBooks offers only biz hours.</li>
</ul>
<p>Your financial situation is unique and the products and services we review may not be right for your circumstances. We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities.</p>
<h2 id="toc-1">In Adp:</h2>
<p>For instance, filing in more than one state incurs extra charges, as does administration of health benefits, and workers comp – though 401 plans come free. Flexible payroll input options, which enable users to enter data online or via a mobile payroll app. Basic payroll features, including direct deposit, checks and debit card options plus W-2 and 1099 creation. The idea is Great, but the execution is terrible especially from the largest payroll processing company around. <a href="https://www.bookstime.com/articles/adp-run">ADP Run</a> is a payroll, HR and benefits administration software for startups and small businesses of one to 49 employees. You can purchase time tracking and attendance as an add-on with any ADP RUN plan to let employees clock in and out directly through the platform. Our ratings take into account a product&#8217;s cost, features, ease of use, customer service and other category-specific attributes.</p>
<p>Forbes Advisor adheres to strict editorial integrity standards. To the best of our knowledge, all content is accurate as of the date posted, though offers contained herein may no longer be available.</p>
<h2 id="toc-2">Support</h2>
<p>Easily discover, try, buy and implement solutions to build a custom HCM ecosystem, all with the simplicity of single sign-on, single data input and single billing. When I Work has a Primary API service and is continuously building new, smaller service APIs to support each new feature in the product.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/05/e931628a-87e6-4770-bae8-dce35bd1981c-300x200.jpg" width="252px" alt="ADP Run"/></p>
<p>ADP programs integrate with many other human resource products, including popular accounting software such as Xero, Wave and QuickBooks. Because of the integration options, exporting and sharing data between systems is much more straightforward. Check with ADP to ensure these products are compatible with your systems. The system’s onboarding capabilities remove the pain of filing the paperwork when a new worker—whether full-time, part-time or contractor—joins the team. By getting it completed before the start date, prospective employees don’t have to waste time sorting through papers. It takes care of the whole process, complying with federal and state requirements, access finances and HR and completing common tax forms like W-2s and 1099s. Through the employee access function, users can sign in, view payment history and see as much as three years of tax documents, W-2s and 1099s.</p>
<h2 id="toc-3">Run Powered By Adp®: Whats New?</h2>
<p>This information may be different than what you see when you visit a financial institution, service provider or specific product’s site. All financial products, shopping products and services are presented without warranty.</p>
<p>Administrators communicate with the small business client support staff given at the time of subscription. The New Hire Wizard creates employees and contractors in the system. The Employee Handbook Wizard creates professional worker handbooks following federal laws. It doesn’t matter that your business is small, companies still can quickly access and analyze data and generate custom reports. It also improves the efficiency of HR processes by transferring all data to the cloud, allowing them to go paperless.</p>
<p>User-friendly interface that makes it a pleasure to navigate this system. I can process the regular payroll for my employees knowing that I am compliant with requirements for tax purposes. I can use this to better manage paid time off to meet my employee&#8217;s needs. This helps us manage payroll and time off and appropriate tax deductions to be compliant with various regulatory requirements. We are looking forward to incorporating more features as we grow, as a company as there seems to be many more features to take advantage of.</p>
<h2 id="toc-4">How Does Run By Adp Payroll Work?</h2>
<p>Many larger companies have the personnel to sort out IRS issues and fill out forms, but that’s not always an option for small businesses. Luckily, with the help of providers like RUN, it’s easy to automate and save time. Well, according to the Small Business Taxation Survey by the NSBA, one in three small businesses takes over 80 hours—two weeks of work—to sort through taxes. While there are several options on the market, a comprehensive solution requires a vendor with the experience and resources to accommodate complex needs. To edit a payroll that has been submitted but not yet processed, you literally need to call ADP customer support.</p>
<p>Users also get alerts from state and local tax jurisdictions directly within RUN, along with instructions on how to address them. The new, advanced features are in addition to the existing components of the system, which include RUN &#038; Dome, designed to help small businesses save time by automating the payroll process. Additionally, RUN can help assist businesses with the managing of payroll deductions for retirement and insurance plans.</p>
<p>The redesign of the system comes as small businesses continue to rebuild and redefine following the ongoing impact of the pandemic. With an even more streamlined and intelligent approach to unavoidable payroll duties, small businesses can improve business operations, saving them time and effort. With time and energy saved, small businesses can concert greater effort into growing their business and making it more profitable. <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> has a resource hub specifically for small businesses. Its resource hub offers case studies, legislative updates, and HR FAQs.</p>
<p>Because of this, we recommend ADP RUN if running payroll in all 50 states is the top priority for your business. If payroll is not a priority at all and affordable HR management features are more important for you, consider Zoho People. ADP RUN’s pricing is ambiguous and not stated on their website. They offer four plans with pricing based on employee count, frequency of use, and feature needs. Unfortunately, we were not able to obtain more details through our research. ADP Run provides the payroll features you would expect, such as automatic pay runs and the capability to run payroll on computers and mobile devices. Its system can handle computations for hourly, salaried, and contract workers.</p>
<p>As tax season comes to a close, researchers at a cybersecurity company are seeing a new type of phishing attack embedded within documents sent via email to tax professionals. At the time of launch, the RUN Mobile app offering is only available to ADP clients who operate in the United States and meet certain eligibility requirements. The timeclock allows employees to swipe an IDbadge card to clock in and out quickly. No need to ﬁll out,track and store time sheets or punch cards. The cost depends on various factors, such as number of records, number of products and use of advanced filtering and search criteria. Yousef Fatehpour is a Junior Research Analyst at SoftwarePundit.</p>
<h2 id="toc-6">Time Tracking For Adp®</h2>
<p>It displays administrators’ tasks, in order of priority, on the home page. People can also manage retirement accounts and enroll in paperless statements. RUN tries to make payroll processing straightforward, so businesses can focus on their day-to-day operations. It meets many of the key requirements that payroll solutions need to be effective. ADP RUN is a simple payroll and benefits administration platform for startups and small businesses, with room to grow into enterprise plans with the main ADP platform. Explore our full range of payroll and HR services, products, integrations and apps for businesses of all sizes and industries.</p>
<p>Support for external payroll vendors is the ability to integrate with 3rd-party payroll services. It’s worth noting that ADP doesn’t give you unlimited payroll runs as standard, and has extra charges for a number of features. You’ll also get a workforce portal where employees can access their pay stubs and W2 forms. To get all the features you want, you may have to purchase a higher-tiered plan or pay for add-ons. For expanded HR features, you will need to move up to either the Complete or HR Pro plan.</p>
<p>Save money by preventing early clock ins and automatically clocking out employees who forgot. On top of ADP Run’s great HR tools, Homebase allows you to post jobs for free to top job boards and manage applicants all in one place.</p>
<p>Users can see paycheck details, 401 data and much more. It’s good for when you need control over every aspect of your money at a moment’s notice.</p>
<p>However, new employees or positions added to ADP are not automatically added to When I Work. The Admin needs to retrieve the data from ADP or manually match employees or positions from the When I Work for RUN Powered by ADP® configuration page in When I Work. New employees and positions must be added from the integrations configuration screen. ADP RUN is a cloud-based solution designed to meet the payroll needs of a small business. This simple and intuitive payroll platform makes paying and managing your staff easier and faster. As your business grows, it is not unusual for an ADP RUN customer to upgrade your payroll software to ADP Workforce Now . This generally occurs when you have more than 50 employees or have other complex business requirements.</p>
<p>If you use either RUN Powered by ADP® and ADP Workforce Now®, we’re ready to help you get connected today. As an ADP® partner, we’re able to provide you with a direct connection to payroll. Let’s cut the time spent on your payroll runs by 50% or more today.</p>
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