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	<title>Bookkeeping &#8211; CERCAV &#8211; Alvôco das Várzeas</title>
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	<description>CERCAV - Centro de Recreio e Convívio de Alvôco das Várzeas</description>
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		<title>The Pros &#038; Cons of Rollovers as Business Startups ROBS</title>
		<link>https://www.cercav.pt/the-pros-cons-of-rollovers-as-business-startups/</link>
		
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		<pubDate>Tue, 01 Mar 2022 20:47:13 +0000</pubDate>
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					<description><![CDATA[Content Rollovers as Business Startups: The Pros and Cons of ROBS Cons of ROBS Step 5: Build a debt-free business You are unable to access franchisebusinessreview.com Unlock your retirement savings to invest in your business What Are Rollovers as Business Startups (ROBS)? A Growing Small Business: This Ohio Candle Shop Specializes in Customizing Candles Step [&#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">Rollovers as Business Startups: The Pros and Cons of ROBS</a></li>
<li><a href="#toc-1">Cons of ROBS</a></li>
<li><a href="#toc-2">Step 5: Build a debt-free business</a></li>
<li><a href="#toc-3">You are unable to access franchisebusinessreview.com</a></li>
<li><a href="#toc-4">Unlock your retirement savings to invest in your business</a></li>
<li><a href="#toc-6">What Are Rollovers as Business Startups (ROBS)?</a></li>
<li><a href="#toc-7">A Growing Small Business: This Ohio Candle Shop Specializes in Customizing Candles</a></li>
<li><a href="#toc-8">Step 1: Establish a C corporation</a></li>
</ul>
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" width="257px" alt="Rollovers For Business Start"/></p>
<p>This gives you a high level view of which funding programs you qualify for and how much capital could receive (it’s probably more than you think). Pre-qualifying for ROBS can also help you understand whether you can access additional types of funding, such as an SBA loan. “The individual can now transfer the retirement funds from the previous retirement account to the new retirement plan under the C Corporation,” said Curry. Now that there&#8217;s money in the pocket after the successful rollover, you as the business owner can now use the funds to acquire a new business, fund its startup, or invest the funds into an existing business.</p>
<p>You would need to file the proper forms each year to make sure your retirement fund, which owns your business, remains compliant. <a href="https://quickbooks-payroll.org/">https://quickbooks-payroll.org/</a> No matter what stage you’re at in the funding process, it’s always a good idea to pre-qualify for business financing.</p>
<p>Who knows, maybe you and a fishing buddy have global success on your horizon. Although technically the IRS is always watching you, using a ROBS financing agreement only draws extra attention. The IRS views ROBS agreements as “questionable,” so it’s important to make sure that everything you’re doing is correct and on the books. If you use ROBS incorrectly, the IRS can deem your funds as taxable, and you run a risk of being exposed to costly fees and penalties.</p>
<h2 id="toc-0">Rollovers as Business Startups: The Pros and Cons of ROBS</h2>
<p>These offers do not represent all available deposit, investment, loan or credit products. The idea of taking money that’s technically already yours and using it tax-free may look like the ideal scenario on paper, but when it comes to ROBS, caution is key. There are a lot of things you must take into consideration with these financing agreements if you want to succeed. It’s  important to get all of the information and carefully consider everything you’ll have to do in order to make it work. When it comes to starting and running a business, money is everything .</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="251px" alt="Rollovers For Business Start"/></p>
<p>DLs do not give plan sponsors protection from incorrectly applying the plan’s terms or from operating the plan in a discriminatory manner. ROBS doesn’t incur an interest payment like a loan – because it’s not a loan. With ROBS, the injection of  funds into your business comes from your retirement account buying shares in your business. This transaction is viewed like any other stock investment, where you wouldn’t be expected to pay interest. Based on our review of a dozen providers, the cost of a ROBS transaction can range from $4,000 to $5,000. There are also monthly fees to cover ongoing support and maintenance, including IRS reporting, eligibility tracking, and plan reconciliation. Some providers charge a base monthly fee for a maximum number of employees and then add a charge for additional employees.</p>
<h2 id="toc-1">Cons of ROBS</h2>
<p>Small Business Administration loans offer a practical method of small business financing for entrepreneurs looking to start, buy, or expand a business. You can use the funds to purchase real estate, cover construction costs, or to use as working capital. To take advantage of the ROBS option, you would need to set up your business a C corp. This would allow you to purchase stock in your company with your retirement funds, then use the profit from the sale of stock as working capital. One of the biggest obstacles business owners face when starting a new venture is finding financing to support the operation.</p>
<p>Please consult with your legal or tax advisor with respect to your particular circumstance. This publication is intended for general information purposes only and does not and is not intended to constitute legal advice. The reader should consult with legal counsel to determine how laws or decisions discussed herein apply to the reader&#8217;s specific circumstances. DO – Follow all federally legal activities in your day-to-day business activities and business in general. If even one of the five pillars is ignored, the whole structure becomes unstable. DO – Follow all the rules of ROBS set forth by your provider and the Internal Revenue Service and Department of Labor . DO – Maintain your status as a C corp for the life of your business under ROBS.</p>
<p>But this pillar does mean you can’t be a passive investor in your friend’s wine bar or use ROBS to buy a franchise for your spouse or child and not be involved. Since there’s no collateral requirement, the approval process is quick and straightforward. This speed makes unsecured loans a good option for business owners who need funding fast. To meet eligibility, you need a minimum credit score of 690, credit usage below 50 percent, and a clean credit report with minimal inquiries.</p>
<ul>
<li>If a business funded with a ROBS fails, there is a much greater possibility that the retirement funds invested are also lost.</li>
<li>Instead of relying on a fluctuating stock market or other types of investments, you’re investing in yourself.</li>
<li>The IRS issues a DL based on the plan’s terms meeting Internal Revenue Code requirements.</li>
<li>Ebony Howard is a certified public accountant and a QuickBooks ProAdvisor tax expert.</li>
<li>Require everyone to follow all rules set out by the IRS, DOL, and your ROBS provider.</li>
<li>Some, but not all, ROBS providers will help you find a custodian for your retirement account—likeMerrill Edge,Vanguard, orFidelity.</li>
</ul>
<p>It’s also worth noting that the IRS doesn’t set a limit on ROBS business financing, meaning you can take out as much as you want. Without a doubt, it is possible to roll over retirement funds into your retirement account by yourself. However, handling the accompanying legal requirements and paperwork can be a daunting task, and many may prefer to seek expert assistance. ROBS allows business owners to pay for all initial costs needed to start up their business, meaning that they don&#8217;t necessarily need to look for funding in the form of a business loan. Some individuals who started ROBS plans lost not only their retirement assets, accumulated over many years, but also their dream of owning a business. As a result, much of their retirement savings were depleted or &#8216;lost&#8217;, often even before they had begun trading.</p>
<h2 id="toc-2">Step 5: Build a debt-free business</h2>
<p>If you have account-specific questions, see EP Customer Account Services. The plan sponsor can also furnish any other documents or materials that they believe would be helpful for us to review as part of the compliance check.</p>
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" width="257px" alt="Rollovers For Business Start"/></p>
<p>Many business owners who have engaged in a ROBS strategy are not familiar with the unique requirements of IRS Form 5500 (the information/tax return required of their retirement plan). They don’t have the support or knowledge of how to go about completing and filing it or believe they are exempt from filing it altogether. As the business owner, you would need to file articles of incorporation with your state’s secretary of state office. C corps operate independently of owners and can raise funds through the sale of stock. Because you would be buying stock with your retirement funds, your business would have to be a C corp to pursue a ROBS plan. ROBS can be an ideal opportunity for motivated individuals to invest in or purchase a new or existing business. However, it is important to thoroughly explore the ROBS requirements and to be aware of the potential pitfalls.</p>
<h2 id="toc-3">You are unable to access franchisebusinessreview.com</h2>
<p>As a form of funding for startup costs, a ROBS can be a viable option for a business owner once they’ve reviewed the requirements and looked into all options. Promoters aggressively market ROBS arrangements to prospective business owners. In many cases, the company will apply to IRS for a favorable determination letter as a way to assure their clients that IRS approves the ROBS arrangement. The IRS issues a DL based on the plan’s terms meeting Internal Revenue Code requirements.</p>
<p>A ROBS is an IRS-sanctioned process for using your retirement savings to invest in a business startup without incurring taxes, early withdrawal penalties, or loan interest. A ROBS provider facilitates converting your retirement account into a business funding vehicle by rolling retirement funds into a separate IRA. The COVID-19 pandemic resulted in widespread layoffs and closed hundreds of thousands of businesses across the country. <a href="https://quickbooks-payroll.org/rollovers-for-business-start/">Rollovers For Business Start</a> Despite the economic downturn and one of the worst global health catastrophes in modern history, start-up businesses in the United States have grown from 3.5 million in 2019 to 4.4 million in 2020, a 24 percent increase. For most prospective business owners, the biggest financial challenge is often finding sufficient funds to pay for new business start-up costs, acquisition costs or to refinance an existing business.</p>
<p>With the correct approach, a ROBS can definitely be a money-saving means of funding a business. Therefore, before you opt for this form of financing, you’ll want to make sure you evaluate the pros and cons—as well as look into any alternate forms of funding that may be worth considering for your business. Roll over funds from your old retirement account to your new retirement account. In many cases, the broker will apply to IRS for a favorable determination letter as a way to assure their clients that the IRS approves the ROBS arrangement. The IRS issues a favorable DL if a plan&#8217;s terms meet Internal Revenue Code requirements. A favorable DL does not give plan sponsors protection from incorrectly applying the plan&#8217;s terms, nor from operating the plan in a discriminatory manner.</p>
<ul>
<li>This means that you are free to run your business the way you want to rather than the way that will guarantee the bank or other investors get their money back as soon as possible.</li>
<li>Further, cash received for the stock could be rolled over into an IRA.</li>
<li>There can be staggering penalties of 110 percent or more of the amounts involved in the prohibited transactions or the rollover amounts themselves.</li>
<li>In other words, the proceeds from the sale of stock could be used as working capital.</li>
<li>DLs do not give plan sponsors protection from incorrectly applying the plan’s terms or from operating the plan in a discriminatory manner.</li>
<li>We take the stress out of employer and employee benefits by taking on the responsibility for you, making sure you stay compliant.</li>
</ul>
<p>These types of amendments tend to result in problems with coverage, discrimination and potentially result in violations of benefits, rights and features requirements. Because ROBS isn’t a loan, no one is evaluating your likelihood to pay the money back. However, if your plan is subject to an audit, you have the full support of FranFund&#8217;s staff, including ERISA and tax attorneys.</p>
<h2 id="toc-4">Unlock your retirement savings to invest in your business</h2>
<p>Certified financial planner Don Grant advises reviewing your spending and netting it against your income. This plan, launched in 1983, allows you to roll over your IRA or 401 to receive funds for your business, and takes as little as ten days for the funds to be available for you for use. FranFund offers aspiring entrepreneurs an affordable option to help their franchise get off the ground successfully. Change the C-corporation entity into another type of business entity. Ultimately, however, if you do decide to use ROBS, remember that working with a ROBS provider can make the complicated setup and maintenance process much simpler. Although youcando a ROBS yourself, we highly recommend finding a financial company to help you with setup and maintenance. FranFund claims that less than 1% of its plans have been audited by the IRS or DOL with no disqualifications.</p>
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width="251px" alt="Rollovers For Business Start"/></p>
<p>And if you’re considering a ROBS plan because you want to use your own savings, not outside money, here are some other ways to bootstrap your startup. The corporation would receive funds from the sale of stock when the transaction is complete. You can use the money to start your operation and cover costs such as equipment, leasing space, franchise expenses or hiring employees. There’s a better way to access your retirement funds to start or buy a business without triggering penalties.</p>
<p>Let’s take a closer look at the process, regulations and advantages of funding a business via the ROBS arrangement. Below is a list of the guidelines for using ROBS, categorized by specific areas of the business. Instead, it’s a reference when thinking about using or changing your ROBS setup.</p>
<ul>
<li>This means you have a fiduciary duty to wisely invest your retirement funds.</li>
<li>You can then either terminate the Retirement Plan or maintain the Plan so you can continue to use it for additional business financing, retirement savings or even tax reductions.</li>
<li>All sales will first cover business obligations before the remaining funds are distributed to stockholders.</li>
<li>The plan allows participants to invest their account balances in employer stock.</li>
<li>Its ongoing monthly fee of $139 for compliance support and IRS filing is within the middle range.</li>
<li>ROBS was introduced way back in 1974 when congress passed the Employee Retirement Income Security Act .</li>
</ul>
<p>When the business is ready to be sold, Guidant is there to ensure the retirement plan is closed down properly and rolled into an IRA. Richard has more than 30 years of experience in the financial services industry as an advisor, managing director, and director of training and marketing, specializing in Finra exams, investing, and retirement planning. He has served as an editor or expert contributor for more than a dozen books, including Webvisor, Wealth Exposed, 5 Steps for Selecting the Best Financial Advisor, and The Retirement Bible. His personal finance column appears on the sites of more than 100 regional and community banks. We can help with traditional investment options (such as mutual funds, target date funds, etc.), enrollment forms, comprehensive enrollment kits, payroll contributions and so much more.</p>
<p>But there are pros, cons, and requirements that need to be given serious attention. You may weigh the advantages (tax-free, no debt) and disadvantages differently than a fellow entrepreneur, so speak with an accountant or ROBS provider to thoroughly review the opportunity. At $4,000, MySolo401k&#8217;s regular setup fee is up to $1,000 less expensive than many of its competitors. Since the pandemic started, they have discounted it to $3,000 making it $2,000 less than many others. It charges $899 annually ($74.92 monthly) for ongoing support, which is also $50 to $60 cheaper per month than most competitors. For each additional employee over 10, MySolo401k charges $75 annually. Also, because MySolo401k says there is little in the way of ongoing maintenance needed in the first year, it waives the ongoing fee during year one.</p>
<h2 id="toc-7">A Growing Small Business: This Ohio Candle Shop Specializes in Customizing Candles</h2>
<p>Forming and maintaining a corporation can also be costly, depending on the state in which you operate. While there are a few important, rules and regulations to follow in order to maintain good standing with the IRS and DOL, ROBS is perfectly legal and has been since the ERISA law was passed in 1974. When congress passed this law, it shifted the responsibility of retirement savings from the employer to the employee, giving individuals more control over their savings. When fishing buddies Don Poffenroth and Kent Fleishman first dreamed up Dry Fly Distillery in 2007, they placed high importance on finding affordable business financing. But with the costs of finding a location, purchasing distilling equipment and the other costs of launching a business, they faced the very real challenge of gathering enough cash to create the business they had in mind.</p>
<p>A business structure that allows for shareholders, such as a C corporation, must be formed first before a 401 plan is set up for that C corp. Once established, the business owner’s retirement funds are rolled over into the new 401. Finally, those funds are used to purchase stock in the C corp, and that sale translates to cash that’s invested into the business for startup costs. A rollover for business startup allows you to use your retirement funds to pay for initial startup or acquisition costs. However, using a ROBS can be a risky move, and close consideration must be made when weighing the pros and cons of putting your retirement eggs into one basket. Understanding the process, options, and stakeholders involved is a starting place in reviewing rollovers as a potential funding outlet. Your client is likely referring to “Rollovers as Business Start-Ups” .</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Montgomery County Maryland Real Property Tax</title>
		<link>https://www.cercav.pt/montgomery-county-maryland-real-property-tax/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Fri, 03 Sep 2021 07:07:01 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=4349</guid>

					<description><![CDATA[Content How Real Estate Taxes Work Pay Property Taxes Watershed Districts What Are Personal Property Taxes? Other Special Taxing Districts Services Is It True That You Can Sell Your Home And Not Pay Capital Gains Tax? Property Tax Calculators By County Property Tax The revenue funds the provision of services by local authorities. Such services [&#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">How Real Estate Taxes Work</a></li>
<li><a href="#toc-1">Pay Property Taxes</a></li>
<li><a href="#toc-2">Watershed Districts</a></li>
<li><a href="#toc-3">What Are Personal Property Taxes?</a></li>
<li><a href="#toc-4">Other Special Taxing Districts Services</a></li>
<li><a href="#toc-6">Is It True That You Can Sell Your Home And Not Pay Capital Gains Tax?</a></li>
<li><a href="#toc-7">Property Tax Calculators By County</a></li>
<li><a href="#toc-8">Property Tax</a></li>
</ul>
</div>
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0FJV5XzbTHB4AlIOyB6aBrYvqL1i6ZdNLjbrNbbzaZ+Uun4CI3PuyltW9sA+Y9JdUpRaSE7Kv/eOEAd/Uee33C/0tw7WjPvJLfCeF6+XXoico3HeU+8muVeZNFKs1myW0z8Wi5O5f7TIguRg85cIzwENWuylpWSQE7B9T29Capsc6i4Jl78uNi+W2u6rgKaRI+EkpcS2p3l5aeQOiVcVaAO+1Rndzw3jbfyNjmRkVKUqwqKUpQClKxjLOp3TrBOYzLOLJZlob80tTJzbbnHROwgnkfQ60O9XQhKo+WCyyjkorLZCfj6ukuD0QZgxnXUN3G8xmXwgfKtCUrcCVH6ckJP5pFaR9DOoX9FvVXHs0ddWiJDk+XN4p5FUZwFDo17/ACqJH4gVIvit8VNn64XlOD4QpLmNWJ5EtubpxCrg4tGvM4OJSpCUHmkAje9neiKhrEMIyrPLku0YhZJV1mNtF9bMZsrWGwQCrQ76BI/fXrXZ+xja8FnSvlyqXNzZ0wmktfB+/Y5m8r99dKVB5xjHodgLDfLVk1lg5DY5YlW+5MIkxXwlSQ40sbSrSgCNg+hANV9RJ4bOiLvRHB/0VPvcufc7mW5U9CnNx2HgnXBlOyAAnSSrfzcAew0BLdeVXMKVOtKNGXNFPR4xle46Sm5SinNYYpSlYC8UpSgFKUoBSlKAUpSgFKUoBWq3j36qXLFMKt3TyzrLTmVeYqY8hxPIRWinbevvALUod+wISod9kVtTXOP+UhzW3f0tWGxWxaXZ1qs+p6VJ7I8xwrbTv13x2fppQroOy1tG64rSjKOUsv4LK+eDQ4nW7i1lLOOnxNcKVZGMpjLGpEdxs/VJ5D/lV7tgVeg5+iW3JZZR5jgaQVFCfqRrYH417W5qP7tPeclGSn+15FSp0HsFtn3OXeZSHFyLfxDIKR5aSoH5t/1u3b6d6iv0rYjohbVQcIRKWnRnSHHh/wDCPkH/AITWjxOfLRwnuzcso81XL6GfONtvNqadQlaFgpUlQ2CD7Go0zW2NWq782Wksx5SAptKQAkFIAUAB+w/tqTa+VtNOaLjaF69OQB1//tD91QUJunJTjuS04qawyHIsOXOUtEOM6+pA2oNpKiB+z86/X4U2MnlJhvtJ+q2yB+81LMaLHYmPrYYbbBQhJ4JA2QVH2/MVV1nje1Hq0jF+nj4kKBSVDaSCPqKVMcm3QJh5SoTDx+q2wT+81Qy8dx7yHHXbSxpCSo8E8ToD2I1WRX2F7UfmWu28GRM2V8B8gI9tGvrkv+p/Gv1I4pCdAaGtCv2tyEXyrLNdtZPnmr/ol/vH99WjKeDljkB4KRrRSSR3UD2HrV5qhvqELs8wLSFAMqI2PcDsaOL8fp/BRvTGCMK8ZchuJGckOqISgeoHfZ7D+Jr2qnuEdyXBejNLCVOAAE+nqD/yqTqJuLSI7bYorV1X6l2W9/zjtmdXti5mN8EZSZrnm/D/APRct7CPT5R27D6VSs5YpxZVOjlRUdlaFbJPuSD6/vqxSIz0V0sSGyhafY151WNtRj7VOKTfVabbfA0e/qx0b+JtT0I6O9TuuVrXabNlL0LE2JDDclmRNWltaFLDiy0x6KKAQs9gOSk+5rOesPSrov4bchw9Kbxkt6uqVrkXH4G6MRX45RxU08hPlqKCVHaRv0Qe/cGpC/k/PgU9Kbzn0q0uRY9k8y2xUNhTnNDbSHpTyd7JcdcKQQO2mm0gdq03y/M8jzm8P3vJro9NkvOuOAuLKuHNRUUp2SQBvsN9gAK4e0/WcV4nWoTly0qbxJLTLaa1a3emup0snSoW0KiWZS2b1wdRegvVHFeqeHvXXFrxfLgiJMcZkrvLbaZKXVfacfswEFIC/l49gNDtoCpKrn34Uur+FdBsZeuOTTXZkrN7ozFREirQr4CPH5JMh7Z2nkp86HqQ3sV0Erg+NcOXDruUKafd5fK31xo/g9CatK/f005fu6ilWXM8wsGAYtc8zyiW5GtNoYVJluoYW8pDY9whAKj6j0H8K1Kvv8qf0Kh2+Y7YcXyu4zWgRFZdjNMNvK0dFS/MUUJ2Bv5Se/oa1rPhl5xDLtqbljfC+5W4vLe1x300s+Jr744fGhl+W9QZXT7pRltys+M48tcWRJt76o7lylDs4orTpXlJ+6kb0e6u+061Wss+XcmZL86U7JkB7zHHXVFa1cx6lR7nuk+v1qn6h5rceo+c33PLtFjRpt+nOz32YySlpC3FbISCSdfmaocbWU3VtvRKXULSoD1Pykj+IFe3cO4dS4ZaQhTgk4pZ2y31y+vU86r3lS7unOUspvTwx00L9YbwIuZFDyyGnk/CjfYJ9CP94fxrsB4W+hGJ9McLtuVMQVuZDfrbGflyXyFrZC0BZab7DgnZ2R6nQBJ4iuQaLNFeuai3E8yU4eSWnF7Vs9hpPbZ2RoaPtXXjwydd7Z1OwnG7bEsN7jvsQ1Q33JqHXCFRxwS4p7y0trDgQruFbC0qTrtuuQ7bTrfpqapP2M+1h9caZw9nr6nRdnsKc1U36fcnalKV5kdYKUpQClKUApSlAKUpQClKUApSlAK4seIi23u0dcc3t+RXdV0uDV5keZLUoKLqSraCdEgaQUjj+rrjoa1XaeuM3iewq+4H12zC0ZAsOvSrm9cmXgdh1iQsutq9e3ZWiPYg13nYGSV7Vi2suO3V6r8x/Bz3aJN0IPHX7EW1sf4VbCWbXecldT3lPIiNbH6qAVKO/wASpP8AZrXCt2Okdhax3p1ZILaRzcjJlOnWipbvznf5cgPyAr0Li1TlpKHi/p/eCE4TT5qzn4L6l6uOJ4zdlKcuVhgvrX95amU8j/8AN61UQLU1aojcC2uFmOwng00UgpQPoPc/tNV1K55rOh0iSTyUxeltuoaW005yBPJKyk9v+yQfqPf+6vr4ooP2sZ9H0IRz3/Z2f36oAVzSo+jTYSPzUe//AIU/vr3qxJ9GVKaEsO+dITvi46eOwQflASdg+ndJqpqmaMhhvgY3PRJ+RY77O/fVfqJzagCpp9G/q0T/ABTsfxpGSisMNFRVBkD6YthuMlaikNRHVEj1GkGqky4wG1PJSPqrsP31Yc7nxRhd7U3JQoiE4PkWCRsaHp+JFXJxk+XO5R5iskMIzezq+8iQn80A/wDOvdvL7C5rctSO2/mbV/yFR3Suodsujfy/gg1Xl4ElN5LYnVBCLi3s/wBYFP8AEivaS5EuUR+KzLbVzHlqKFBRTvtUX17Q5TkOU1KaJ5NqCux1v8Kx1LafI+V6/nmXxrrKyjL/AOYUP/P3v7Ir9TgcEH5pr5H0AArJGHkyGW30fdcSFD9or7rEptrKb+LMnJHwIu6kYjHttnZnwy+6pD3Fe0g8UkHuSPQbAqM62Tuc23wITki6PtNRtcVqcPynfbX41r5dpbJuco2t94RPNV5IKyTw329a2bapLLglnrv/ANkbfUoxann0OmP8nqzZ7r4bpNkdhOHldp0e4oc5AO+YlHp6aBbUkdvcGtIeo+NRMNz/ACLFIEpUiNaLnIhsuq+8pCHClJP46Hf8alPwMdd8gwCPlOCx4jU2NMbRcYSXnClMWQD5bi9BO1hQLe08h/kxrWyarZHROx3KfIut7vl1nzJbqn5Dy3EguOKJKlH5d9ya5Xh9Grwvi13Vrfsm8rHVvX5ZwTOl3Z0lT3Wnw0IRxTG7hmGTWvFbSkKmXaW1DZB9OS1BIJ/Le66+Yda7jj+H2azXue3Km223sRpUlJPFxbbYSpfcA6JG+9czcEKunGTwMtx9tr9KWxZWyuSgPICikpPynt6E6I0R6gg1JWf+IfqZ1DgrtFzujUG2uoSl6JAa8pDpAOypR2sg77p5cew7Vg7R8Ou+O1qUaWFTS3e+Xv8ALBmsKlOzjJy1kzLPGP4toruK3fpP0feYn3G5trt90ujmxHYjuIUlxLJHdazsDkPlAJ1v250w+mMpR3PubTY+jSCsn9p1r+NS9mbIavanAP8AKtpUfz1r/lViroeC8Ko8Ltu7oN67vTVrT88CJ4g/1lbnra42RikfpxYWh9s7KeOtd1hI39ewrE3McXHyVVngzmFK5lO1OBHBBSSSpStJ0En5jvt336GpXJABJOgPUn2qo6LwS94qMItNmt65kt+9sM3SKthDyC2lYLoKVhQ0lCVFXbsB21rtt31Z29GcoPVRk8N+Czrvp98GlK2ptwSWMyS+JOnhF8HWI5VdbRm8ti+ZDb4Kw9JuLwVbLW68lSfs4qVJ+IlpACz5hDSeQSO/eujNtxLGLMlpu1WCBERHKCyhlhKUtFCVJSUgDSdJWsdv6x+pq6pSlCQlKQEgaAA7AV+14hxLidfilbva8m/Dy+i+SO4s7OlZU+7poUpSo82xSlKAUpSgFKUoBSlKAUpSgFKUoBXPn+Uitlmx7L7JkMfHW1T7/CDciY7HDjboYKk+WVH7quLie6NK+VJ2NCug1ahfyllqySZ0estztsgfoiBeEm5MeXtSlLQUsucv1Qk8kka7lwdxrvO9m5qPFKKls3h6432+ePUj+KRbtJtbpZOaSjyUVBIGzvQ9BWyXhs6jquMNeB3iUVSYiS5b1LI+ZkfebH1KfUfhv2Fa2VV2i6zrHc4t4tj5ZlQ3UutLHsoH+I/CvbLu2VzS5OvQ4i0uXbVVPp1N/aVjPTvOIHUDGY99iaQ9/k5TG+7Tw+8Py9x+BFZMSANk6ArlJRcW090dbGSmlKOzPCLtZed9lukD8AnSf+KSf21714wyTEaURoqQFEfTfevarIftRe9z5dcSy2t1f3UJKj+Qr4itrajNNuffShIV+eu9fkwBUV1B9FJ4n8j2r2qv+Q6Cvh5hiQng+yhxP0WkEfxr7pVWs7lDD86xuwN4pdZDGPwviBFWlpTcZAWFnsnWh9TWuarPdUjZt0n/AFZraDNnC3jUsggFRaSPx24nf8N1GFSfD6koKSRo3dOM2iLP0Xcx3Nvk/wCqV/dXn8FM/wA0e/1ZqV6VI/qJ+X56mp3ET06eWJeRWNtKJrbEiMfKWy6lQX29CPqCKy1HTeSrfmXdpH04sFe/94VYsYmqgXyK8hpDnNXkkK9grtsH2P8A+PepXqFrTrUpuLlp022/okaUISinjU106/26XiVghwW30yWrqtSHHPKKeHllKtep9dj9xqAq3uy/EbLmtkesl7iJeaWCptW9Kac0QFpPsRv/APNaXZriUvCMgex2fMjSZDCEKcVHUVJSVJB4nYB2AfpUpwu4jJOlL92/57iG4rbyjJVV+3b3Gf8AhjkBrqK6yVEedbnkgD0JCkHv+41tZWpPhvanK6lx3osQustxnhIXsgNIKex/taGvxra+TKSyC22pKnjxCUep2reiQPbse/4Go/ikkriWfL6EhwrLt172RNdkFu6TEH1TIcH+8ap2mnZDqGGG1OOuqCEISNqUonQAHuSakW44Tb7iS+t1bMha1LccbHZW1b1o/TuAf37rIulGA2eLmsd+fLbkoaYWtlmQ0k+Y+CCCnfoUgFQ9/l3v1rFPiCoUOZx1S9MmyrZznjOgtPhWs2SWeBMzqZPiXBAWVR4bjYCEqIKUqUQraho+h182vbZjq/dD8M6W29hGVzVZBfJ7j4MFp4sNx4p5BLgWkb8wfJpSu2yrSDomttcnvjGN4/cL4+Rxhx1ugH9ZQHYfjs1pjdbxdL5LM+7znpcgjj5jquR1skAfQDZ0Paozh/6m/k1Ob5E8tZxvl6Ge5hRopNR9oiuzYebd1Bg2ORMjz03ViVHiJmJW4GnlsrSydAEFzmRw7EcgN9q248EJ6e33NG1v4W0xnlgtDpn3D4JbLzSllDSkPFQHJSgCoH7w5LB9dCCpACUeclG3G1JWghOyFA7B/Ye+/Wt+ugptuSN3vqY2q1vzshVCS7IiBJWUtwmAUuq+9zCysEKAI0NADVRvaqvKgnTlrzRwmnjGH101ynhryTLOHW8c80ej+32a+ZLNKUrz4nBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAVh3WOzQMh6UZfZrnDelxpNlmJWyynk4shpRSEDR+bYGux76rMaVfTm6c1NbrUpJcyaZwXeZejPLjyGltOtqKFoWkpUlQ9QQe4NfFdX/ABFeEnFuseMpnXPJo9ryO3LMhWRO25hLkhsN8S3I8vykqSSEkKP3ddu2xXL3N8Hynpxk8zDsztDltu8ApD8dxSVaCkhSSFJJSoFJBBBI717hwLtDb8bhiPs1FvH7p9V9OpwPEOG1LCWXrF7P+S/dHuob/T/Kmn3nT+i5xSxOQd6Cd9nB+KSd/kSPetwHJSZqfJiJD7LzSV+alY4lC96IPuNA+n1FaCVtN4aMlevOJSrVNmOPSLU6ltAX+qwQSgA++jzHf20PQCruL221aPXR/nyNvhFy8uhL3olsw2DoJC0AeyHFJ/4Ggjuo+5LcI9goJOv263+8170qG5UTuWUMsTQWW+bLiVujsUlBHHah37/1fpVR5slI2uKCfohwH/jqjhBlMo9+K1/u0P8A+Ve1WKOr1GTw+LKf8rFfbHt8nPf9gn+NfolsEb5KH4KQQf3EV7Uq/D8RoYvncyOqx8EOJUVPJ7A+gAJ3+Xao7StCjpK0k/gasszrFnEGfLiszY5abkOJbSqOk8UhR0N+/wC3vV2xjq7k+QZFbLNcottXHlSUNL+wO9E6JG1aBqRo0bi3pOfKmt9/I0Z1qVWaWXnY9aVMnwEH/MmP9WP7q8f0LZv+qYX+oR/dVn66X/H5/wBGT9N5kW2j/wBrQ/8A9w3/AOIVL9UKrRZmh5v6OitBshZWhlAUkDuSDrsalb+ie3f9czP7KP7qj7u+iprnWNPebFGg0sIjeob68dJ7Ze7RNzGzW983xryytLHcSE7CSVJ+oT7j2T3rbAdKrSAAq6TT9T8n91YL1Gw1VnejwY0p34GaoIJceSXlhKVFzQSkAJ7oSd7+9+Na9PiahNOlnm6fw/Jl1a0VWDjU2IE6BdML1irV2nZMw9DkvuIYSwlZSoJRslXNJ0pJ5DWjrtUwoixIv23BIUkd3Fnah2/rGnwMckFYcc1/XcUofuJ1X0mFDQoLREZSoHYIbAIraqSlWqOrNLLMdGnGhTVOGyPwTYauyJLaz9EqCv8AhWOZJcbzPIt1ht8lSQQVyPLKPmB7BJVrX/xfurKHXEstqdXvigbOhs1TxIsm+ShFbZW86kEiGwvms+g2vj7bOtb49+5+mOc+T92PXb1MnLzaIxG5ReoeXpQu/XR2ShtXypkyAUpI+XYSnY38vr7+vfe6+I3TmWrZmXNpvXoGkFe/2nWv3GpUVg2VRYvmqsK222k90JdaUUpA9kpUd/kKoZFpusSP8XKtkthnevMcYUlI+ncirqV5BRUISS8lhFsqGuZLJhjeBWOOhTkl95wJTslawlI/E61/xqYfDNcnMcv02LDicIEppr9JFt4GM06XEtMcNjfPajy5Ecgvtvh3xG0Wa45Dco9ltUZT8qWvy20AEgb9VK7HSQO5PoAN1s30q6cXPArGmz3u/NXdDLgehtiIhtEMnkVhJA5KJKj8x12AACR2rnO011Hu1Rk8yeuMv4/mDatKeHlIz2lKVxBvilKUApSlAKUpQClKUApSlAKUpQGL5/1EsPTe3RrrkDcpUeS+Wdx0BRb02pfJWyNJ+UDfsVAnQCiMjiyWpsVmYxz8p9tLqObakK4qGxtKgFJOj6EAj3qx53g1i6iY3JxjIG1/DyNFLzQR5rCx6LQVpUAdbB2CCkqBBBIqnxXMrJcrtccLjxLjb59hV5Aj3AHzJMZHFKZLaipRcaJOgsnkT6gbG8jUXBcuc658MaY/v0Ka5MppSlYypS3O3oukNUJ1xSG1rbUsAAhaUrCihQPYpUAUqHuFEVpr/KC9Bs66mXXFMm6cYE/eZcSLLj3OREUku+WFNqZQUEgq0VO61snkRrsN7qUre4bxCrwu5jdUcc0c77arGuMGvdW0Luk6U9mcTr70J60Yyy5JvvSzKIbLSeTjq7W8UITreyoJIA1W0fS3H4GNYJabfbw4UrYEhxbjZQtbi/mUVAgEeuu49AK6ES4kafFdhTGEPMPoLbjaxtK0kaII+lQlm/h5IK7hgsjt3UbfIX/Btwn9mlfX71dnT7YLiDULyKhjqs49fAjKHCI2bcqbznxIPpVRPt861THLfc4b0WS1rm08goWnfp2NU9TcZRmuaLymXtY3PAArnKJ9GmgB+aj3/wDCn99e9eEc8nZCvYOBIP1ASP8AmSP2V71SO2SrFfD7yI7Lj7n3W0lZ/IDdfdWvKnksYxdnl/dTCfJ/sGrnnoU2NTFHaiR7ndZB09uEG1Znap9xeSzHaePNxXonaSAT+0jvWPUrrJ0lOm6XRrBz8ZuMlPwNwINwg3OKibbpbUlhzfFxtQUk6Oj3H4iqitQoN2udscQ5b577BQsOAIWQOQ9Dr0NZPE6vZ7FW2tV588N7+V1pJCt/XQBNQdThleL9nDXw/PiScL6m/wBywbJSFobjuuOJ5IShRUn6jXcVsBCaeYhR2JDnmOttIQte98lAAE9/xrnc11eztL/mybsmQ2pKkqZWygIUFDX6oH7K3a6QdS3OouDRMpusRiFJfddbWyzyUgcFlII3376qC4xaVqCjOotNs56v59Pcb1ncU6zcY7mfVhUvFYmcXR2+y5i0Rmh8LBVHCftGgApaypQJO1lQHtpII+9V7v16SxZrguCqSmQiK6pl1MNxxKVhBKTvjxOjr3qssbTDNlgNRt+UiK0Eb9ePEa3+NQak1Ncr2N9rK1MUd6a2CLIhNrkTn0PyC24lbqU7T5a1a2hKSO6R6HdXZnp7iDBSUWkq4nenJLqwfzClHf7avMjvNib9uZ/3aqqyd5OW8m/Ut5UuhBGT2GJbL/Ot64rSkNulTe07AQoBSQN/QED8xX3j95l41OTNtxCUq4IeaAHF1tJJ49x8vqdEa/d2rKuqtuUzNh3ga8p9Iiq7+jg5KT+8cv7NYNUzbqFxQSkvJmtPMJ6E42O/27IYnxdvdJ4nTjatBbZ+ih7f86qp7sNmE+7cCj4ZLZLvMbBTruCPf8qg+0XeTYLi3doatKb0HUb0HW/dB/edfQ962H6Y2JzKYkbNr0lsw3HjJtEbyykhsbSl1zZPIq++kaGtj3G6guJSXDlmWudjZpS7wvWA9MMcxJwX5i3qRdZLfzqU8pSWEqCSW0J2UgbHr3Pr31oDN6Urj6lWdaXPUeWbKSSwhSlKxlRSlKAUpSgFKUoBSlKAUpSgFKUoBUD9UbZP6VZTbOpGNCdcVP3CbNuyJbXnJ8lbKUhhMjW47QO1JQTrlok6QUmeKijqX10i4feFY1Y7Y5cLjDfYNwUoJDTTSkpcU2DzBLqm1J49uI5gk9tHas4VKlVRpw5vLy/OpbNpLLeCTrdOZulvi3OMl1LUtlD7aXWy2sJWkKAUlWik6PcHuDVTVLa7nAvVti3e1yA/EmNJfYdAI5oUNg6OiO3sRsVVVqvQuFKUoBSlKAseVYZjuZQjCv1uQ8Qkhp9PyvMk+6F+o7gdvQ67gjtUdTPDXjziD8BkdyYX+qXUNup9fcAJJ7fQj/lUw0raoX1zbLlozaRZKEZbogqyeGgwLwwbxkDVztQU8t5Lba4rpKgviBpSvuqUk/eG9dxrsf3PfDLEuONT28Fya5W69hBchKkONrZ8wdwhf2e+B9Ce5GwfbRnSlbH+r3vOp949Me7TxWzLXRg1jByevnUjqxh96nY1ki0sXGA8WZDMiGhKkKH5AbBGiD7ggjtVJcutGUXa0ybRNhwC3LZUytaG1JVpQ1sfNrdbi+PLpdY7v06/pNjW1KL3ZX2GnpLaDydirVw4r120lSkkE+nce9c+69Y4Fc23GbRXHJiSeGvNY28tTmrxVrWp3fNldPcKV+qQpB0tJSSAdEa7EbBr8ro087EcKUpQCt1vCBkdtuXTNePMLImWeW58QhX9V1RWhQ/D1H5pNaU1sh4KYLrmU5FcUyVpaYgtNKaG9LUtewo+3bgr8fm/OoTtDTjOycn/AItP7fckOGzcbhJdf+/sbXXi4NWu3PTXWi6E8UJbHq4taglCPw2pQGz2796+LBbF2ayQbU48HVxWENKWkaSSB30PYb9B7DQqomwYtxY+GltlSAtDg4rUghSVBSSCkggggehq03yIxBtsl5kzFuIYW4gKlvL2RrsByOyd+3cDZ9q8+m+T23sdGXOUoImQir9da2x+fAq/4JNVLjiGkKcdWlCEjalKOgB9Sa/bfi+SZfaIN7tBt8Vpz7ZhbsrmtJIWhWwhCkkgKP6x7+vYd8OyHwkPZtk72RXrJ2rah1tCVNRmS+46tPYrJWQG9jXypBAO+5rBG/tVJqc8LyWf4EozS9lFB1PvVgk2iNGbvcBb6JbawymQhSztKkghIO/VVR7VT1F8Juc4eqPLxKYrJ4zzgb4MRizJZUdkEp5KSU9h82x39gO9e8zwfZ+nDFX6RcYjt6ZC3l2gJLii3xB4pdBIU7sEcQNHtpX1nbW/4fRpRarr2n1TTT81rheb0NOarSk8w2Mdu98tttiOOPS0BR2hISnzDy0dAgHXt7kD6kVvTaLfDtFphWq3gCLDjtx2dHfyISEp/gBXMB+O9FfXGksLZeZUW1trSUqQoHRSQfQgj0refwy9U42d4NGsVwlt/pyxNiM82pfzvMJ0G3gD3I1pJP8AWG+2wK0+1dhUVGncxeYrR+WcYf2+BWyrqUnBrDJkpSlcISYpSlAKUpQClKUApSlAKUpQClKUApSlAfD3neS58Pw83ieHPfHlrtvXfW61NvXTLq0yh/Ib9iL8h6VIefmGA43IWlxSyVLDTaisoUpXyhAUQPvBOjW2tK3rHiFXh83Okll+KMdSmqiwyPug0C4Wrpjb7bdLZNgSWJU8raltKbXpct1xKuKu4BSsEf3VINKVqVajqzdR7t5+JelhYFKUqwqKVb8gnT7ZZJtxtkJuXKjMqdbYccLaVlI2RyAOu2/aqOy5ZbL9hkPOIznw1vnW1FzQqToeU0pvzNucSQNA99E+hquHjJTOuC8SZDESO7LkupbZZQpxxavRKQNkn8gKxi2dV+md4xh/NbbndkesMV1TD9w+NQlhpxJ0UqUSAD9AfXYI2CKgTpH48sR6mZhC6c3DBbrGvdwlKhtqt7iJ0RziPmc5fIoN9lHfE6SNmubvUS2SbFneRWZ6H8D8Pc5KPhUuJWloeYrinaflOhodvpXV8J7LVb6tO3um6cklJaJ5TbT6/MiLzi0beCq0lzJtr3M7aWLKcayeKzNxzILdc2JDYeaciSUOhaD+sOJParpXCrHMuyrD5wueKZHcrPLSlSA9BlLZXxOtjaSOx0Nj8B9K6YeB7xLv9YMacwPKVSHMlx2MhapjqgoTY++KVEk8lODQ5EjvsH61XjnZOvwei7iM+eCeumGvDIsOMU72fdNcsvqbOz4EK6Qn7bcojMqJKbUy+w8gLQ4hQ0UqB7EEe1a1QfAlgFo6m2zL7Td5SbDBcTKVZ3wHSp9C+SE+Yre2vYpUCrt97v22dpXO2t/c2SlG3m4qSw8dfzx3JOpRp1WnNZwYfnXSTp71FsUiwZPjEF5p9kMofbZSh9gAgpLbgHJGiAdDt20QRsVyz6t9PZnSzqJe8GlqdcFtkFLDziOJeYUAptz6d0kenvuuvlav+NjoPEzbFHeqFlQhm947GUqZvepUJIJKdAHa0k7B7dioE9hrouyXGf8ATrvuKsv/ABz08k+j+z/o0uJ2vf0+eK9pfQ56V+pQtZ4oSVH6AV+DudVur4LvDnYbtaYfV7KEvvrD6xboxBbRybWQXCQdrAII12B+YKBHavR+OcZp8Gt+9ksyeiXi/PyIGztZXc+VbdSIfDn4Z8x6p3kXO62RUDGUNrQ7MnMrSHeQ4/YDtycTsqBIKAUje/St7enfh96XdMLQ7acZsTn+M8VSZMiS4488obAUTsBJAJ+4EipFbbQ0hLTSEoQgBKUpGgAPQAV9V5LxXjt1xWq5zfLHT2U3jT6vzOltrOnbRwtX4mFyuk+MS5TEx2Rc/NjKKmSmWRwHEgD0+bRO9q2ewBJBINib6S5LIbTEvGaNPsokIX50WGuM6tkbKkqAcI5H5U7+73J4+gEo0qMVzWjnEnqbWEY1g+OXfFoL9ml3KNItsZaW7S01HDa48ZKQAhZHZR3vR16epJPbJaUrA3kqKUpQGm3jNt1vjZ3apEC2Bp9+2edLeba0lz7VSUlRH63YjZ+qaijpNmKcD6h2TJ5EqSzDiyAmb5CjtcdXyrBA+8NHlx9ykVu11x6StdW8TRamZoh3KC8JEJ9SSpAPotCk7GwpP49iAfTYOgV0tN1sVwftN8tki3zoygl6NITxcbJAIBH4gg/iCDXo/Zy4ocS4e+HVd0mseTe/o36aENeQlRrd9H8Z0+jSY8yM1MiPIeYfQlxpxCtpWhQ2FAj1BB3XrUJeES/XC8dKfhJ763hap7sRhS1EkNcULCdn2BWoD6DQ9qm2uBvLZ2dxOhJ5cW0S1OaqQU11FKUrWLxSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUq3Rbm+u6yLVMhrbWlJeYcQhxTS2dgDk4UhIc3vaASQNHferjQCvGXG+KaS15zjXF1tzk2dE8FhXH8jx0fwJr2pQH4pKVpKVJBSRogjsRURZf4kvD30/kDE7pmNnL7kwW9+2wgh3yVuuFK/NSn5UJB5Fe/TvsbPfKuoVhy6W/bsnxDK5duesTcx1+3NxhJauqVMng0psqTpQcSgpUCD94bG9jjj1Ki5O3l9xmZjZJNovM19cqbDkRfhlNOuKKjxbPcIO9gke/v6npOzvBKXGa0oVanKkum+ddNfJZ0Ivid/OygpQjnJsX4pOgGI9Kpkfrb0Yz61QrE/OCILMWcp51q4IK1qTHW0khKU8BoFXyk62BqtWLteLhfJRnXR4PSFb5u+WlK3CVFRUsgAqUSo/Mdn8e1UpeeU0lhTqy0glSUFR4gnWyB9Tofur4r1vhvD52dNK4n3k1opNJPHhnf4s466uY1pN048qe6zpnxFXHH8hvuKXiLkGNXaVbblCcDkeVGcKHG1fUEfhsEehBINW6lSUoxnFxkspmqm4vKOqPhe8aGI9Y4FvxLNJsez5wr/ABfyFbSzcVBI+0aVoJSpXf7Pe9g62K2arjT4YemF+6r9Z8fsFjkyIaIUhFymzWHC2uLHZUFKWlQ7hZPFKdfrKHts12VSkJSEjegNdzs/vrxXtXwu14XeKnavSSy4/wDH+vmd1wi7q3dDmqrbTPiftUtztkC822VaLpFRJhzWVx5DK/uuNrBCkn8CCaqqVzCeNUSpzh6oeCHqviVzcewuAnJrS88vyPhlgSGkbUUhxCtbISACpPYn2HatwfCsq7t9FrNbL1aptufthXC8iZGUy6CjXPYIGx5hXxI7cdD1BqXaVNcR49dcVt4ULnDcXlPrt16fJGpQs6dtNzp9egpSlQptilKUApSlAKUpQCon669ELZ1Nx6VJslst7GU82VsTnAGy4lJCVIcWASU8CrX4pT7CpYpWa3uKlrUVWk8SRbOEZx5ZbEZ9AOml46WYXIx++SIr0l64OSgqPsjiUITok+vdCiPwI9DsCTKVCV+8XnSTFMpvOMZU7dLYLDKkRJsxUNT7SFt/ChHFDPN1XmrlhDYSgklpzsAATSvXnc1ZVajzKWWysYKEUlstCbaVDNy8W/RK0XG+sXG/zWbfjkVmVNun6MkqjHzH32ODPFsqfUl2OtCvLSoBR475BQTW3bxO9K4mOZBkVluMy8oxmVAiTmWIbkchUueYLSkOSEttuI89DoK0KKR5S+/pvE9Nyu+hLNKhyD4tuhUi3mbOy5y3usotxkx3YEhxTC5rQdYRzaQttwltQWotqUEJIUopBBqqd8R+IM3CBGcs94EWVjjWUyJgZQtMSC55+iptKi4tYEZz5W0qPprZOqAlmlQjdfGR0HtMET3chuTrcqJ8bbPKs0tX6Tb+CRM+wPl6J8pxGwop0tQQfmIFZM/16wiTheU5riibhkMfDn3Y10jR4q4rzbjX+VSn4oNJXxG9lJIJSQCSCKLXYEkUqOcR8QPS/NL7HxS0XqSb4/KmQVQV26SPLkxG0Lktl3y/KPBLrfzhZQrmnipWxUjUApSlAKUpQClKUApSlAU1wt8K6w3IFwjpeYdA5IV+BBBBHcEEAgjuCAR3FfcKIxAiMQY3Pyo7aWm+binFcUjQ2pRKlHt6kkn3r2pQFtgZJjt1uMu0Wu+2+ZOt4SZcZiShx1jZIHNKSSnZSfX6GrlWP5FgGH5W/GlX6xMSX4jqXmXQpTa0rSoLSeSCCdKAVo9tgH1FWTM+nuU3q/NZRh/VG945NbYLConBuXbngAriVR3B2VsjakqBIGvXuLkovrgo20Zw+l5TLiY7iG3SkhC1o5JSrXYkbGxv22PzFcnPGp0v6iYb1bn5FnGQtZCq+ttzkz2GCyhlslTbbBQSeHENFKRyO0p367reHKZvjSwmGtWPQsJz5CHwvzVNKhSSzxSCnygtKB35HspR127n1iDrlinjY61WJ2wZVjeJ4njkBLs+RIZuaEtPIQlJHmKK1rSEjkruEj1J7pFdR2bry4ZdxrqcOV6PL1x8OZeWmvUieJ01dUXTcZZWqwuv0OfFK3A8O3hEwbKLpPg9SsntN6lOxDMtMPHb6lbj3lrIUFHyy2QsDt84I0dp9SLBnvh964Xa6FiR0Zs+GYouQxEQqPHjITCbG0oeckLcU4Se/IqdIJI9ynfoL7WWDrSpQksR3baSf/zu2/LC+hza4PcKCm1v0Sz8eiNXqVlfU3p3d+l2XS8SvEmNJdj90SIyipp5GyOSSQN9wQfoQR7Vn3hH6Kjrb1ht1muMfzLDaR+krvsHithBHFrt/wBIspT+RUfapmpxK3p2bv8AmzTxnPj/AG9veaUbWpKurfHtZwby+AvocOmHStGY3qG0m/5ihuapRT87ELW2Wtn02DzIHupIP3a2dr5bbQ0hLTSEoQgBKUpGgAPQAV9V4NfXlS/uJ3NXeTz/AF6bHoVvRjb0o0obIUpStQzClKUApSlAKUpQClKUApSlAKUpQCorvFr6UXWfeDdOl1onuz31MXB1+Awsy1MuKALnIbVpQJG/Te6lSo5kYbkhmzHG40ZTb0yQ+g/EaJSt1Shsa7HShW1aQozm1XeFgpJtbFnl470cnLuDk3o9Yn1XZTapxXbox+JLaipBc7fNxUSRv0JJ96yOywel8e2SZgxqy2dgPIU+HWGW0qVGWqahZI7Hy1rceB/VUVq7HZqi/mbk/wDmcb/vP/8AVVK+mov2PP2bIJDkUvPyFf4qtKiWnopjOJJUk+qFr0R3B4n6g57unbQhmhLLyWpy6lRN6UdG2EebP6fYq2mQ7Fb5OW1hPNxA8qOnZT3IC+CR9FcR27UyfC+j0VEOfl2NYy0htlFniOTYzQAaVy4xk8h935nPk9NFR+tY9kfhtwPI2FRn3psZtcpyWpLAaT9ovyOSknhtCiYyNqSQVBSwSQauS+huMJx5ePQJ02Chy5xroZDAb85LrLDbCAhxSSpGkNJ0pJCh3HLiSkx0dtfz81L3ufs7AegUsInT8Rwt/wCBUqzodchx1+SoI4rjg67EIBCk+yQd9hV0sdv6UJauGMY7CxwN3Zbjk+DFba1JUofOXUJ+8VAE9x3Gz3Fed66W2e9iWw9MfZizJrs91ppKQfNdimK4AfZJZUsa1sKVy37VTYv0axrE7+nIYEyc4+n4f7N1aSgfDxVxWNaAPysuLSe/ckE9xVVjC/NSjLzbemnTyzXVu+WnCLJDuLTzslEpiC2h1LrqeLiwoDYUpPZR9wAD2ArJaUqhUUpSgFKUoBSlKAUpSgFKUoBSlKAVTXK2wbxb5NqucZMiJMaUw+0reloUNKSdfUGqmlAYxhHTHAOmyJreCYnb7Im4qQuUIjfHzigEJKvroE/vJ9zWT0pVZScnmTyyiSSwiCvE54Vca8RFtYmm4u2jJLYw43BmIALbu+6W3062pAO9EaI5H19KwfwMWaw9M4eRdIJ9gucDO4Uhc2/PSWEJZkNpcLbBYWFFS2wkgpJA++o/rVtbWtPiwXf+lVztPX7p4m3R74Iz+NXFUpR4yGXwFx1lJUEKLTja9Ajv5nc6Tqpa3v69a1fDZz9h6rya+z+uGalS3pwq/qor2tn7jZalQz4TOqd/6sdIo95y+cZeQ2+dJt9zdLDbJW4lfJCvLQAEjy1oHoNlJP41M1RlalKhUlTlung2oTVSKkuopSlYy4UpSgFKUoBSlKAUpSgFKUoBSlKAVplnsOI5nORLcisqUbtM2SgEn7ZVbm1p31F8QUiwZ7kFkR0xwmYINykRxIlW4red4rI5LVy7qOtk10HZ1VncS7inzvl2yl1Xia11KMYrneDGfgIP+ZMf6sf3VNmCS8wtPTCyqwaG84tWTstzGY7KFFURTiA73UlQQOJJKuI9PvI3yqF/8JiV/okwD/ZR/wDqrYDpl1it6umNnym74zGtyLpeRaksWeOlqOytx0NocXzUAkFRAPckkgAE1JdoY3Stod9R5FzLXmTy8PTTxMNrOnKbUZZ08C93y8dVWMdaas0YSchbmSxx+DCGHk/EOpihZOwhpTSQVKCuQ0nZ2oBVvtt76zLtV0edgvma3ari7b0SYTYDjqVL+DUsJ4/arATybCgNdyEk98rmdUcdgY8zlMmNcW7a5JlR3XXI4aMYR3HEOOOpWUlKQWlaGio7Gk77VRxesuMSIM+4u2+7RmbZEmSpXmR0KU2qKVB5nihaipwBJI0Ckj0UfSuN6s3/AALRlGS9W/5n3mbZLE4LpDnoTDajQwlyQxzO0AOlY7pCPteJA5kFKOKlorr5dOozDE2NCL5ltXnzI/kW9KvOt/kBSWuR5JQVPkNFw7KRtZASCRdMh6q4pj+PzsjUqXNjW19LElMdgpU2SSCtRd4JCBxVtZUE7SQCVdq+JvVawW6JMlz7fcmRBuDludQUNKVtEdUhbm0uEBKWULWQSF/LrjyIBqt/zy/PVlHt+eZj+EXjrJLytuPlduLVpPl/OY6EhX+LrMnZA2PLlBptreubSlK+01zEqVg2NdYcUyq+Ix+2s3BMhflfO60lKPtWFyGO4UT9ow2twaHYJ0rirSTnNOiK9WKUpVAKUpQClKUApSlAKUpQClKUApSlAKUpQCoh8VGC3LP+kUy22mEuZJgy49w+GQrip1ttX2iU6Sok8FL0AP46qXqt2R2g3/H7lYxKVGNwiOxfOSnZb5oKeWtjet/UfmKrGTi00UaysGrHgHu0SHHzPDlfDQ3USYtxjQviErdLSmy2tZ/WPdtG9ga5p+orbitaukPhA/oq6vQ89GUquUG32pyMyFcmnVSF6RpSUniW0t70CVdyOw4g1srWxdShOanF5yln37f36mOknGOGKUpWsZRSlKAUpSgFKUoBSlKAUpSgFKUoBWk/U7Cei0rqJkkq9+Iq12ie9c5DkmA5ZXHFRnCsktlQdAUQTrehW7FcxuvHSHqneOs2Z3S1dO8imQ5V5kusPs251bbiCs6UlQTog/Wun7K01Uupp1u69nfTXVae1oR/EZuFNNR5tfP7GdfzC6Bf/qks/wDsF3/zq2j6HYZgUjpXb7XbMgh5naWLg5LYnJiqYbLyXOXZBUo/Koe50dVzn/oQ6x/6L8o/2W9/9NbrdBOm+ff4PuK2QRpFiutsyM3B+PPW7FJYTJKlBSAgqWCn0T8vfR5DWjL9qaKp2cGrrvfbWns6aPX2VnQ1+H1HOq06fLp5+XibDv4njsptbEq0x3mFrU4phxPJrmpalrVw9NqUtRV27k9/QV4sYLh0Vh2LHxuAhl+O7EdQGhpbTpJcSR7hRJ39d96wJfTnqHKxBmwpvTNruKnlvOy490febjKc18zHJCVq8sJHFC9citRUre9rf0y6gM2i6QpOSNNvzrXco8dxm5SVGM9IUsstpUUhXBrkkhz7/bQSBXA/1+ehMeBnsrBsQm2+VapePQ3Yk5fmSGlN/K6rvsn+0r+0fqa+RgmI+SmL+goxjNuLeRHKdtJcWVFawj05K5rBPuFKH6x3hmTYF1HveI3i0M5Gwm4SJ6ZMBarg8G0ISpRAWoN8gniUAtgH7mwtK1c0/V0wLPZsebDh3puIJVzcnIcTPdIaQqKpgBOkAgpWpMgIOxzRxKzvkmq3KdDNrdheJ2icLna8dgRZY19s0yEr7JKR3/BJKR9ASBoHVXqoswnptntgypF4veWiZBHlbZEt5Z+zjLZX8qgE/bOLTIX6cVthI575CU6p0RXqxSlKAUpSgFKoLjfrHZ5EGJd7zBgv3N/4WE1JkIaXKe0T5bQUQVr0CeKdnQNV9AKUq1rynGGnVsOZHa0OtyUwloVMbCkyFfdaI32WdHSfU/SgLpSrbGyTHZklmHEv9ufkSfN8lpuU2pbnlqUlzikHZ4qSpKtehSQe4NVUSfBn+cYM1iT8O6qO95TgX5bqfvIVo9lD3B7igKilfDzzMdsuvuJbQCAVKOhsnQ/iRX3QClUv6Utn6R/Q/wCkYvx/lef8L5yfO8veufDfLjvtvWqqqAUpXgxNhyXno0eU047GIS8hKwVNkjY5D23QHvSqaJc7bPekx4NwjSHYbnlSUNOpWplet8VgHaTrvo96qaAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBXLzxAeKnxA4l1rzTGcc6mT4Vstt5kR4kdDDBS02lWgkFSCe34muodc4+uWe+BG29X8ugdQOnudTMkYur6bm/DkkMuSOXzKQPPTpO/wFdP2VdFXU++oOsuXZRUsarXEmvcRHGHJUY8lRQ13ba6PTQhj/DL8Tf8ApauX/do3/l1vH0A63Z9cPDriOc5NMRf7rdsk/RcyTKKEL8hcstAoQnjyUE60EgnsTxVrValf0l/ycP8Aow6jf96P/wBxW8/hhy3ownoVab500amWDEHZctEVq8vjzg4l1Zd2orV22lavvHSQT2AOpftTK1dnDubN0XzrVwjHKw9Mxbevh5Gnwd1HXfNXU9HopN9Vrqi7yusV5i4um8JsEWbcGpjzDkOG8pwS0pP2aY6v1luJPynRG21pISoKCPi19ZL7LtdzuTuOxnlW61XCchlhxY+JMZSwhxCiD9i6E6SdbB9OQ9JXQloqL7aUcnANrAG1Aenf39T++ra/leMxbhItMm/29qbEbQ8+wuQlK20LUEoUoE9gVKSB+Kk/Ub4H8/n4nRmC5d1ikWrDL1k1isSXnbNLRHcbkvAJUnmQrjxOyvSeyPvaWkgKJCFeEzrNdG4t3daxR1l6331dsYYkpdbdfjohJkpd4LQk7dcPkI1tPNxvuo/KZBlZVjUKW9Bl36AzJjrQ26yt9IWhS08kgjewSkFX5DfpVRbrhaLsFzbXLjSvLUWFusqCikjR4Ej09QdfQg+9VW5R7EcYR1evuU5W3j8zFxEYX5f2wKtq8yOt5Wgew8haBHd7n7VxP3PumVKUqhXqKUpQClKUBgHVvpFC6swoMSTk14sDsEu+XOs7wYmIS5x5JQ7olIPAAjRB9dckpUnELd4WrJCjMW9/OcgkwG3kPuQ1lpLK1JnCXwCQn5Gu3lBsdg329e9TdSnivEPXBDFj8MWP2TLYeYDL7/LlwIZhMtPyVeQUl1TiluMghp1xZXtbjiFKKkIUCkiswunTCPeLvOvE+/zFvTnUggNtjy4yU6EdJA+6DyUFHagpazvuAM3pQbmD2rpfGtLtrcYvcjVnuFxuUVKWW0gOzDIK0kAaKEmUriNA/Inv67xZ3w043JQ83Nyy/wAoPmQ4VOLZQrzX4qY7rm220grV5bThURvkg+oUoGYaU65HTBFs/oBYpsS5Mt5NfYsm4FxYmMylF9hxx9p1xxCllXFSvIbRsaAQCAByO/O7+HrH73cX5srILmyy8y4wIcUNsstoXGQzxSAnfFKmw8hO9JcKiPvK3K1KLTGOg3MCybpLDydV4bkZFco8a9zBNkst8CAsQhECUkg/KAlLqQd8XUhf4Vabz4fccvDchtd9urAlpdD6m1IKnSpTawVqKSVcXGkr0ex9DsACpTpVMFcvcjRPQ20NMmCzkd2TBMgyPhVKQtJJlmTwUVAlSO6m+J7FC1A7J3VLY+gdqx6bbZNvyG4uKjONiZJf4KlS47ReU3GW7rfl8nU7HrpsD9YmpVpV2dW/EtwsYI0yLolDyBckNZferUzLdlPuMW9aW2w486w6VpBB4K81gLJTrkXHNg8zukvfh7xq5Sp82PcbghL/AM0W3mS43DjqSylDYSlspOkrDi+5JJecHca1K1KtwsYLsvKZasWsX82rBDsq7g/PdYQS/Lf15kl5Sitx1QHYFS1KVodhvQ7CrrSlXN5eWWpYWEKUpVCopSlAKUpQClKUApSlAKUpQClKUArmz14/k8Ou3UrrJmGfY/csUbtt9ur02KmTPdQ6G1nY5ANEA/tNdJqVJcL4tc8IqurbNZaxqs6b/Y072xo38FTrbJ5OTv8A6LjxG/8AW2Gf7Se/8mt5vDR0Bybpb0Lx/p1l93ZjXuyzJ8kSbW4l5sJkKdGh5rej8jvunsoD1GwZ8pW1xTtDe8XoqhdNOKedFjXDX3ZhsuE21hUdWinnGN/c/sROvw1dPlt29gu3NTFtXJMdpcnmhDTqWUhoAjRQhDCEJ2D8pWDsqJq75D0UxbJ8jlZBdJtzSmS1GR8HEkmKwFsKBacUGeJdUnXy+YVBOzr0TxkGlQmWSWCPb10Wx7ILzKv10uM1UqUt1ag2UobSHooivpA0TpbSUjuSQU7TrZByPDcMtmEwH7fbHn3G33W3CXlAlIbYaYbSNAdg2w2PqSCT61f6VTOiXgOuRSlKAUpSgP/Z" width="256px" alt="Real Estate Taxes"/></p>
<p>The revenue funds the provision of services by local authorities. Such services include public parks, libraries, open spaces and leisure amenities, planning and development, fire and emergency services, maintenance, and street cleaning and lighting.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="Real Estate Taxes"/></p>
<p>Cook County property owners are able to search for their records online. To begin, they may enter their 14-digit Property Index Number or property address. Personal property taxes are assessed on moveable items such as cars, campers, boats, and business machinery, equipment, or furniture. An ad valorem tax is a tax derived from the value of real estate or personal property. In most Organization for Economic Co-operation and Development countries, immovable property tax represents a low proportion of federal revenue when compared to income taxes and value-added taxes.</p>
<h2 id="toc-0">How Real Estate Taxes Work</h2>
<p>Approval depends on your loan to value ratio, payment history and the age of your loan. For real estate sold after the annual July billing and before the bill becomes delinquent in January, a statement for the unpaid tax will be mailed to the new owner.</p>
<p>Search for the amount of taxes billed and to make an online payment. She holds a Bachelor of Science in Finance degree from Bridgewater State University and has worked on print content for business owners, national brands, and major publications. It is proposed that as of 1 January 2022, annual loss compensation will be limited to 50% of the taxable profit to the extent that such profit exceeds EUR 1 million.</p>
<h2 id="toc-1">Pay Property Taxes</h2>
<p>If you are on a personal connection, like at home, you can run an anti-virus scan on your device to make sure it is not infected with malware. Mobile homes that are placed upon a permanent enclosed foundation on land owned by the owner of the mobile home.</p>
<ul>
<li>Other individuals, such as attorneys, can apply on the property owner&#8217;s behalf.</li>
<li>These itemized amounts make up your property tax statement which is sent in March of 2011.</li>
<li>Property tax rates and the types of properties taxed vary by jurisdiction.</li>
<li>Cook County property owners are able to search for their records online.</li>
<li>E-check payments require that funds must be available for immediate withdrawal for e-checking from a regular checking or savings account from a U.S. bank and U.S. dollars.</li>
</ul>
<p>The money collected is generally used to support community safety, schools, infrastructure and other public projects. Use SmartAsset&#8217;s tools to better understand the average cost of property taxes in your state and county. If you are making the minimum 75 percent payment of the property&#8217;s assessed ad valorem taxes and 100 percent of the property’s assessed non-ad valorem assessment, on or before March 31, 2022. The real estate property tax notice also includes non-ad valorem assessments levied against the property for services such as solid waste, fire rescue, libraries and other special assessments.</p>
<h2 id="toc-2">Watershed Districts</h2>
<p>If payment is brought in person the payment must be received by May 31, 2022. Also known as ad valorem taxes, real estate property taxes are based on the assessed value of a property&#8217;s land, buildings and improvements, determined by the Property Appraiser as of Jan. 1. The tax return is filed by the taxpayer, whose law on local taxes defines separately for land, buildings, flats, and non-residential parameters.</p>
<p>With restrictions about COVID-19 rapidly changing, please check with individual departments to be sure a building is open before you seek in-person service. Also, some downtown buildings are not open to the public due to a project to close the Administration <a href="https://www.bookstime.com/articles/real-estate-taxes">Real Estate Taxes</a> Building and relocate the agencies affected. This project will continue at least through the end of 2021. This means that if your home was assessed at $150,000, and you qualified for an exemption of 50%, your taxable home value would become $75,000.</p>
<h2 id="toc-3">What Are Personal Property Taxes?</h2>
<p>Tax collectors also process and issue refunds for overpayment of property taxes. After collecting taxes, the tax collector distributes property taxes to the local governments and taxing au​thorities. Use the drop-down menu to visit your county tax collector&#8217;s website.</p>
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klS3HFBKUgcySdhFcNYL9XqrW6fp1YKDPsJmQtx9Iwh53BAwf0aQVEqIx3jkCZ7iFyWHxudO1w2GpKlfQuZfmtKqC5MqUpSW3WwT+al1aUj4AAfCN8jFWrQJe1rbptvSuOrkJZDPEB76gO0r4nJ+MZWKjZR53iSVzxzJKQhCKrGkIQgiQhCCJCEIIkIQgiQhCCJCEYy4bmotrSBqNbnUy7RVwpGCpS1eCUjc/d3xY97Y25nmwWSKKSd4iiaXOOwAuT4BZOEYG2L4tm7+tTQ6iHXWRlbS0lCwPHB5j0zGeikcjJRmYbjuV1RTTUkhinYWuHIix+hSEIRkWFIQh8RFL2RIQhFUSEIQRavqbaYvSyqpRG5dt2bcYKpQqAyHkkKQAe7JAB8iYiToz30xKGb07qznUPl5T8ilzYlWPxjW/f2QoDzVFhIhTVnQV64aku7bHmESlVWoOPy6l9Wl1Y36xCx7i/sJ3yDkmxwU+kmYWOppTYHY9CpqhFZmr/6R1rYpc/b89OljsBb9MU/nH/Fb2X65OfGOVm5+kveSlScjS52mtrB4lpkkygA8Q47g/I5hmKuOGvbqXtt1urqaA1STkdYKBIvzrLT08mabZaW4ErdxLuKISDurHDnbwi5ceZvQ10NuSia/Wze95XKZqpSpm1JYQtT2eKVdSeN1e5OFHYDu5x6ZRFm1K6DCWRshLY3Ztd+/RatqpLia0yu6XxnraFPo5eMuuPIm2ji4qSonGJ6XP/UTHsLerImbPrssRkO02ZQR6tKEeO9vnFcpijtibYP76Y5LHwe1jv3+oX0H7JT/AKStb3t9HL2iHIR1KtU5Gi0ybrFTmUS0nIsLmJh5ZwlttCSpSifAAEx2hyHpFY+nfqmbR00asSmzCUVG63C06B7yJJGC6fLiJQjzBX4GOgqZxTQulPJeSYLhcmM4hFQxbvIHgOZ+QuVSu8rhrmves0zU2kD2y6as3KyLZGzbalJaYSR+qgIyfImLW9M7ReRpGhVqTtutJLdhBuQWopAWuUdShsrOPyutS2cfrqMU40/q18WvcEvdthMTIqVNKg1MMyQmOqUtJSdlJUnPCT3Z32iSLi1v6UV40Ketm4J6sz1NqLJYmZdVCaAWg8xlLII9QQY4ynqYuylEoJc/nb5+q+jMVwmtOIUTsPexkFPb3SSCQRlI0B/JcC53JUif2feo4ol8VXTmfmEplrgY9rlEqVjE0yDlKR4qbKif+UIv/HjdZ9y1bTq9qXdMpLrRUKDPImOodBQSptXabVncZGUn1MewFu1uQuWg0+4aW6HZOpyrU2wvxbcSFJ+wiN7gNRnhMJ/L6FeZ+1XCPwuJMxCMe7KNf/Junm230KyCtxHnD04dJ6Fp/qOxctAnJdpq6kuTj9OSoBbD4I43EpA2bWTn63H3YAvNrBq1bejllTl33C6FFodXKSiVgOTb591tGfmT3JBPdHmzISWpHSo1f4XH/aKpWHON51XF7PT5VPPbfhbQNgOZJA3UremNyRva2maLvJ07v+1X2Y0VVTVEuMvk7OmY0hxOztL2/wDXcn5DcrGaQ6d1fW/Uml2YqtBlUykF+amHeJaJZlICggHPEoNpASnlsOSQSPVay7Mt2wLZkLTtanNyVOp7QbabTzJ5qUo/lKUSSSdySTHlZe9o3n0eNV1UwzipeqUKaROU6ebBCXms5adSPAjZSfHiSc4Mel2hmrlK1o0+kbvkEpZmsCXqMqD/APLzSQONP1TkKSe9Kh35EYcDMcbnxPFpO/otl7UmVVVBTV1M/NSEaW2DjqCfEbdLEbnWQYqN/aC1vU+Uotn0XTOnJffnJicemnils9SEJbSjHWEJBJcVzz7sW5itfSunUrrtCpwIyzKOvEeS14H/AIzHURC7wvCcSl7Gmc6wO2/iqCHRXV2+Jhpeod6BuUB4yyHS6pHkltOGwe7OYlmw9M7V08kixQ5MrmnEhL86+Qp53fOM8kj9VIA9TvG1wiblXJy1k0wyk2HQaBIQhFyiJCEIKqQhCCJCEIIkIQgiQhCCJCEIIkQZ0iWpwVajvKKzKKl3EIGOyHArKt/Egp+UTnGXldIaRqfQpySuZLiJJSSJVxvZxt/BAdQf1c8uRzg5GY1ONPjZRvMhsNPrfQfNdPwdPJT4zE+Nmbe/cCLE/Lz2VIqdVqhRZkT9LnnZR9KVIDrauFQCgQd/QxuVtazXjQXkJnptVVlArttTByvHfwucwfXI8oy179GTV20qsuny1sTNyU9xWGZ6kp4uJJP5bZyptWOecpHiY49Q+jdqfpy+pxqkTFwUYJLiJ+QaLjjTYzs80nKkkDmRlPnHGQ1zoiOykt8/svcqukw3EgWVLGuzDcjX67j6qYrPvmg3rJmYpL5S82Px0s5gONHzHePMbfwjYIpxSKvPUmdZqtInXGH2SShxs48iPMcwQYnG1NeaTPGVkLjk1ycwsBC5lvBZK/EjmkH44z4bx1dBjLJW5Kg2d5FeT8Q8CVNC4z4aDJFvb8zf3Hn3c1K0Se9f1lUXTUWNQqCifqM8ylc9UJlkBCHlbkoz2lFAJSk7AEZ3iMAcjMZKmW1cVbYdmqPQqhPMsf4rkvLLcSjbO5AwNt43Lg19rrg4pXR3DBqRba5ssbCEIyLCEhCEVVUhCEEQ7nJ5x+5J5mPyEUVFJfR2l1Paq0x1IyGGZhZ9C0pP/qi4EVc6LVLXMXpUasUnq5KnlsnwW4tOB8kKi0cQ5z7y67BGltNfqT+y6VbbDtHn2SM9ZLOpx6pIjxoopCaxIEnHDMtH94R7QuNIdSUOJCkqBSUkZBBjXZLTTTqmqC6dYVuyqgc8TNLYQfmExpcRw41zmkOtZepcG8YR8LRzskiL+0y7G1rZu49VsYI4Se7n8I8x+k5UL/1Z1erFckbRuGapMir6NpZbpT5QZdokcYwjcLWVrz4KAj06xtiPkIAjNXUX42MRl1gPNavhfiMcM1TqtsIkcRYXNrXOvI77eF+qiDoqaYOaX6N0em1CSDFWqgNUqIKcKDroBShXgUNhCSPEGJg4U+Aj9AxtCJMMTYYxG3YCy0mIVkmJVUlXP8TySfn9hyXnj0uOj5fP+2apXFY1m1qs0+4W0VFxUhIuPpYmD2HUEoBwSU8e/wCfFiOiNVr0tvRmYoGo1pVukOWq477P7TIu9Y/KEFxPAjHEtSTxp4Ug7cIHOLC4GcwxEKDDm09Q6oY7e+nLVdNiHGNRiuERYRVRAiPLZ1zm93Tw1Gh+q8yteKrrdr3f6ag5pxdstS2XPZKLIO0qYSlhtSsBSyU8IcWcFSs4GwzhIi63Rs0Dpeh9lolnUNTFxVNKXatNjByvuabOMhtGceZyrvAEg3NfdnWc7T2LquSn0x2qTCJWSbmX0oXMOqUEhKEndW6hyG2d46+pN7S+nFiVu95mTM23RpRc0WA5wF0jkjiIOMnAzg84tp6GOmldUyPzO7+X89FnxbiisxiggwelgEMNwA1t/fNwALm17HU9SblRT0vNB06uWGaxQZJKrnt9C35Ph2VMs83JfbmTjKf1hjYKMVQ6Ll46jaJ6gNv1Gy7kFt1oolau39FTH4tOTwPgcPNsqJP6pWOeIsvp108dI7yn26XcstO2pMObIenSlyVJ8C6n3fVSQnziyEs9LTjDU5KutusvIDjbjagpK0kZBBGxBHfGM0sFbOKunks4b25+PyUyPHMT4bw1+BYtSl0T72zG1r75SAQbHUW2K+21haErByFAEGKi9I2oOTuqE2wtfEJKVYl0+Q4ePHzWYt4BiKNamVRVZ1AuCfUQQqoPNoPihCuBP7qRG/g+K68gx19oGt6n0WswhCJi5VIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBFk7doj1wVVqntEpSe26sDPAgcz9w8zGyasXDd1u0ChU3TBMkzNGuystUC6W1KlqalSi+4EL94nhSnYE9vIwdxnNMKW1LUZyprR+Om3CEqPchJxj55+yMZfGmterFXduG3q4kOOpSFyc3xFs4GBwLGeHYcsc8nIjzfH8SFTXdl+SPTuJ5/svZOB8FghpRLUuyukF793IXtpca3W80mryVbkxOyC1Kb4ighScFKhzB+cYm7dQbUsift+l3HUvZ5q6KimlUxpLalqefUNhsOynkCo7AqSO8R9WRRqjRLeTKVPq25txa3FpQrjCCcADPfsBHzWrEtu6a7QbkuWjy83ULYfcmaU71i/xDziAla+HkdgMBWcEAjBjmW9mHnPtrt5ea6ioble5sRvqta1rs2yZzT65a9VbSpM1OyNLmphmYVKoDyXEtkpIcA4hvjvjz1aZdmnkS7TZW68oIQkc1KJwAPiY9KNV5J6o6YXbIy6Sp16iTqWwBklXUqx9uIozoPp/V6nWxdlwyz7MpTVf3VDrfD1z+PewfyU5Bz+cRjkY3WCU7qp3ZN6+SpUYtDg9FJUzctu88h8yrBUuXckafKSrqw65LsttqUoZ4ilIBJzzziN9RrLqOzICmylw+yyyU8CUS0qy1wDwSUoGPhGlQj1ARttYi6+eRPIHF4Nid7aJCEIyLEkIQgiQhCCJCEIKisx0U6Uti3K1WVoIE3OIYQT3htGT9rhHwMTnGk6MUJdvaa0STdSA69L+1ubflOkr+wKA+EbseUa55u4ru6GPsaZjT09dVrmoGoNraY2xN3deFQEpT5QAEgcS3FnZKEJ/KUTyHxOACYxOj2rVC1ntD8M7ekpyVlFTb0oGpvgDoLZxlQSSBkEHGTz5xUT+0SvuoTV129p2zMFMhJSX0q+2Py33FrQji+qlCsfXMR70aulS5oJQ67bs9bj9ZlKg4J2TQ3MBoMzPDwq4sg9lQCM43HDyOdtJJigjqjE7Rg9V6hScDSVuANr6cF07iCBcAZb258/zb7aK8F49J7RzT+9nLCvC4nqbUWmmnVuKlHHGE9YMpSpaArhOMHcAYI3jc7Z1IsC8gDat50WqkjPBKTrbiwPNIOR8RHkLeF2Vq+roqd33DM9fUKrMKmX1DOATySkHklIwkDuAAjENuONOIeaWpDjZylSTgpPiCIhf114efdBby62XSH2XUz4Gf3nNksM2gLb21sNDa/evbPiSeREMjxjx5pmr+q9FQlqlalXPKto91turPhA9E8WI70xr3rZNNFl/Ve6ygjBAqryc/JUSBj0dtWFah3ssrA73ahtvA3+mvqvVi8NQrIsCQVUryuinUhgJKkmZfSlSwOYQn3lnySCYqHrN/aAdYh+h6MUxQ4k8JrdQbwRvuWmD5clOY35oimFRqlTrE25P1aoTM9NO++/MuqdcV6qUSTHWiFU41LKC2IZfVdPg/s4w+gcJaxxmcORFm/TW/zNu5ZW4LruW6607cVyVydqNSeXxqmZh4rXnORgn3QO4DAHdE06n9MK89T9JpTTOpUdmWfV1IqtTbmCVT6WsFI6vhHBlQSpXaOSO4HEQDCNWyolYHAH4t12lRhVFVuidNGCYjdnLKe61vptovw77RaroVdImqWldMlpVdNRW/b1ZcEvT1PLyZGaUewlJO/VrPZ4eQUQRjKs1WjuUZ6Yl6vIzEmpSX2pltbRScELCgUkfHEX0tQ+nkD2qzGcLgxeifS1A0I0PQ8iPBe0j7zbMu5MOnCG0Faie4AZjz+mn1TU09NLOVPOKcPqTmLz3k+uXsWuTO4U3SplfPfIaUYomNhHotNrcr4wx4+8xvj9khCESlz6QhCCJCEIIkIQgiQhCCJCEYy5KlNUmjvz8m0hxxrh2XnABIBO3rGOWVsLDI7YarPS076ydlPH8TiAL6ak2CycIjeRvW9qtU0sU+Xp7iOfViXWTjxKuMYHnEiSxfVLtqmm0oeKRxpSriAV34PfEakr4a0Ew3sO6y2mM4BVYE5raotu7kHAkeI3+ey5IQhE1aRb9P1mr03RafqVtcZqMlJvdUW08SkKCzlQHeQklQ9IqC/ft8TE2Z9+8q2qYJ/xDUHeLP7UW70vraJd96hzCwEzBLrOfzwMFPxG/wAI2S6dNbHvGVdla7bkm4pwECYbaS2+gkc0uAcQP2bbgx5diTf6fXSNkbo45ge4/wCV9GcA8R0sWFsD48xFmk6XGUAWse6x35qr1gdJC+bWnW2rjnnq/TFqAdRNL4n2x3lDh3J8lZB8ucW6odaptx0iUrtHmQ/JTzSXmXACMpPiDuD3EdxBio179Gu/bdqq0W5IOVymOLAYfaUkOpB7nEEjB5jI7JxnbOBY/Ri1a1ZmnFLoNwEJnmS6440FhYZC3FKCOIZBxnfHeTGqq+xID4911XELMOkhZVUhbmJ1A5jqRysfVbPXqmaTT1TKEpU4VBCArkSf6Axpd7TSKnaslUZ5KUzhmSGykY4kYOfhsPjH7WtRUN1Oak0UyVn5NpQQ0XNu0AQpXI53zjyjUa9cE7cEwh2aCUNsjhZZRshseQ++OnwTA6uGojnkblA1vfU3G1vW68a4h4nw2egko4RmkJttoLHe+3gsXCEI79eXJCEIIkIQgiQhCCJGUtiiO3JcVNoLKuBU/NNS/H+YFKAKvgCT8IxcS10are+ltQDVnWipqjyynwcbdYvsJ+wrPwix5ytus9LF28zY+p/nkrWyzDcrLtyzSQlDSAhIHcAMARyHlCEa/dd9svPD+0Ltyep+rNIuVTK/Y6tSEModx2etZcXxp9QlbZ+MVZj111u0doGttjzFo1pRl3QoPyE6hIUuUmACAsDI4gQSCnO4J5HBHl1qhpNe+kFwLt69KSqWWSfZplGVS80gflNL5KHLI5jO4BjksWo3xTGYD3T6r37gHH6evw9lA4gSxi1uo5EddN+m+xWnwhCNOu/SEIbnkMwRI7tOolWqx/8Ah8i68kHhKgMJB9TtG3WrYiHGkVGtozxAKblz3DxX/KN6babZQlpptKEJGEpSMADyEbCGhLgC/Ra+evbHdsYuVHkppnUHADO1BljIyQhJWR/CMojTKlBIC6hNE95HCPuMblH4SAMk7RMbSRDSy15rZ3c1p50ypOOzUJsevCfuiSujh0cXb11Pps89NqfoVBmG56oFTfDxFJ4m2s7g8S0jI27IVG/aX9HS9dQXWp6oyztFopIKpuYRhxxOM/imzurP5xwn15RcGz7TtfTigM0GgsJlpdvtKJ7Tjrh95azzUo/ZsBgROpsMY9wcW6LiOJuNRRQPpKaTNIQQbWIb1169By5rmvxlTti3CwndS6VNJG3f1SoonF8KlUGKhKvU8M8Tcy2plfHywoEHb4xRJ5lUu84wv3m1FB9QcR08LC0ar5xxxwe5hb3r4hCEZ1okhCEESEIQRIQhBEhCEESNitGgW1cpnKPcDTrpfaIbQhSkhScHj3T34xGuxlbXqrVGrsrPzCillKihw4zhKgQT8M5iBicT5qORkZIdY2t9bfNbHCJmU9fDLIAQHC9+Xf8ALdb9b9n2hR6O7bFOo4aluuKFddu8rjTxhXERxbbgH9WNLqVk3BIzLzbVPcfaQtQQ4jB4052OM5juzOvOmH4Qy8wXJtaWWlpM2JQ8KVEjA58RwOMciO0cczGxU3VbT+sq/uNxslZ36tba0rHwKcxyHC80kb3tcdCBoevd8l6Lx5QOeyKcxnNrd1uXebfS60BdCrbfv0edH/6Ffyjj+iKt/wDi5z/QX/KJTVedsJ51Zv4Nr/lHUmtQrdl9mXH5k/8ADawP3sR2vaP6Ly8xM/UtOtW1q1VLjpkimWnJRMxNtNqmepUA0CoZXkjGw3iRbd1K08uvU+c0lpU1XZWuSkzMSiRP00Bp1bIUVkLQokDCCQVJSCMeIjfbHkCqmM1qblFMPzaeNttz3kNnlnwJG/kDjxiMLq1ZkdL+kxJ0eq02myshc1FlW1VNuUQmaafU84hKlvAcSmyUJSQSQOFJGMEHncaihq8hltYG3Pn3gj7r0vgWkeG1EUbHSPLC5oDgLFvdY5tDe2hNrA3Uwr0vrwPYmZNQ+uof+mNU1Ltau2taE5U0zcr1pKGUoaUouErUE9kY3ODn7e6JGXNzLgw4+4r1UY0y/NR6ZYhlWZqQmJt+bStaEtqSlICSBuTyznwPKI1NgFKyVrrE21tdR63H53U7mudlBFr2110UE0nTO+qygOyluzSWzyXMYZz+2QTGUXonqChHGKZLqOM8ImkZ+04jMz3SDuNbh+jKPIS7Z/S8bqvmCkfZGbsDWaq3DX2KHX5OVAmyUMOy6SjhXgkBQKjkHGNsbkR1LnzNaSAFw8cNE52TM77eihmpUyoUiccp9TlHZaYaOFtuJwR/MefKOrFgtc7cYqNriuobQJqmOJyvHaLK1BJT8FKSfLfxivsZYZe1bdRqqnNNJkSEIRmUdIQhBEhCEESLS9F+gKp9mTlbdb4V1SbPAT3tN9kfvFyKtpSpaglIyScAeJi5VnUx217cplISoJdk5VttZHevHa/ezGORheLBbTCLNnMhGw9VIEIw7FdUNplrPmj+Ud5qpybqQQ7wk9yhiIjonN5LrWysdsV2ow902fa97Uh6g3ZQpOqyD4IWxMtBYzjGQTulW+yhgjuMZZLjaxlC0kHwMfWYxubcWcFmjkdG4PjNiNiN1TvUf+zwtyourndL7repCiCRI1MGYZz3BLo7aR9YLPnFfLn6GXSDtkPOfgairss5/G0uabf4x4pbJDh9OHMeo2fIx+FaQCSoADnkxq5sHp5jcCx7l2+H+0LGaEBkjhIP+Y1+oIP1uvG+oaa6i0h1TNVsG45NaeYmKW+2PmpIEd6yLJrc9XkLm6HPBuUBeKVyywFKGwB28Tn4R6+rnZRHvTCPgcxwO1iTbxwlThP5o5fOMDMAAeHBxt4LeO9q7zGWupxfqH/bKfVec8tZ13TygmRtSsTBUdgzIOrz8kxt9H6POsFaSHGLOflUH8qddQx+6ohX2Rd92uqOQywB5qMdN6pTjuR1xQD+ZtG0ZhV/iK0FR7SKgi0MTR43P7KuVu9DyqHqpi9LvlJJBIK2JFsurI8AtWAD58JES7aGkGldhLExRre9vnQQfa59QecBHenI4UH6qRGzwibFQQx62uuVxHivFMSGWSQhvQaDy+67b1TmnQUpUG0+CBiOoSSckkk95hCJjWhuy5wuLt0io2pFH+g75rMgBhHtSnkfVc7Y+xWItzFfukXQxK1+n19pGET7BZcONusbO37qgP8ALFVrcTjLog4cioihCEFo0hCEESEIQRIQhBEhCEESMTdk6ZC3Z19OeJTfVj1UQn74y0Y+v00ValPSOMlXCoDOOIpUFYz3ZxjPnEerD3U7xH8Vjbxsp+Evhjr4H1HwB7S7wuLrkpkjbVx6JL6yZTRG6LLzD7pW1LPmdnONPDwqKi+3x/iknCUp8zELN06o1VbdOpUo7MTc06hlhttOVLWpWAB55Bjfp5jS2mF1DSKgJlP4stzTSlhByrtnBRxDCE9nIx1uQVcOBh5jVablZY0W0KYGuNr2UPLSFLICWkpKEpA7WW1LBPEUqcUQc9o+Um7SW819OQuJaXR6g667WPqO9Z61py46LVhaN0LEw4qWTMMPpVxFIwOwSQCdiDnw3BIIMS7phbSLovCUk5horlZfM1MDuKEYwD6qKR6ExE1l0SuiYcuO7JuYmJ91oMsIecKiwzt2cck8gAkbJAiR7S13060Rq5VqE9OyjVcaLUvOMypfbZLaklQcCe2OLiTjhSr3TnEeiYWKhlC0T3zcutuS8D4j/A1OOubQgZdL5fhLhe9u7yvcq2PpFQenjbc0Z617vblVKYUy9TX3gk4QoKC20k92eJzH1TFhbb110Xu6UbnLf1StmZDoBS0qottPDyU04UrSfIpEbU83Qrlp65SYbkKrIvjC2lhD7Tg8wcgxCq6U1MJjdoul4Wxx/DeKR4gG5g29xe1wQQdeut/ktB6Nl01m8dGaBV69lU22l2TLqs5eSy4ptKznmSlIBPeQTGk69TomL1ak0qyJOSbQoeClFS/4KTE+U+mSNJkmabSqexJSkungZYl2g222nwSlIAA9IrPqq6XtQq0skkh9KDnu4UJTj7InYezJYE3IC5riiqjqp5Z4WZGveSG9ASSB8lqcZuyg7+F1GW0lR6ueYcUUjPCkLBUT5AZzGEje9K5lAn5qUEokrW2HC9xbpSDjhx5kxIxKrfSUj52NuQFocIpGV1dHTvdlDjvv/Pspg1KqNPmrGrEqzNIdWtjIQgEk4UD3DyiskWAm5mXk5ZybmnEoZbSVKUo7YEQC4pK3FqQMJKiQPARquHMSlxBknaNta2o7/wDpb7i3DIsPljMbrlwOh305/O/kvmEIR0y5BIQhBEhCEEWx6d0gVy+KLTlJCkKm0uuJPIob7ah8kmLdxXXo70tE1eMzU3E5EhJqKfJayEg/s8cWKgt7hrMsRd1KQhCC2CA45R9B50cnD84+YRTdF9F1w81k+sfhUSMEx+QhsiQhCKokIQgiQhCCJCEIIkaNrPbyrgsObLDfHMU5Qnm/qoB4/wBwqPwEbzHy60h9pxh1AW24koWkjIKSMEQVkjO0YWHmqRwjN3pbzlq3RUaEtKgiWePUlXNTR3Qf2SIwkFyzmlpLTuEhCEFRIQhBEhCEESEIQRIQhBF1J6k0up//AFCQYmMDGXEAnHrHzIUOj0xZVTaXLS6lbcTbYCj5Z5x3YjDWXWOW0/kzR6MpqYr0y3lIPaTKII2cWO9XelPfzO3PA6GPNnLRfwU2GarmaKaN7i3pc2+myyupmrtvacy3VTChO1Z1IUzIoXhWDyUs4PAnb1PcDuRXhCtS9f7iDK3SthhfFuC3JySD3433IHmo/COHTvTi5NX6+/UahNzKZEOlU/UnDxqUs78Cc81nPokbnuBtrbluUW1KSzRaDINykqyPdSN1q71KPNROOZi8C6mvMWFjKz3pOvRVHuPQrUm3ZhxtNvu1NhB7ExIDrkrHjwjtj4pjX5W1dQKdMcMjbdwSz/8AwZN5CvsGYvVDz88xUtVG41K0WcwHyVNbbreqM/d0jZc7ft0Ul+amkSziXahMJU0VY5o4hvg98XDp8kinSMvT2nnnUSzSWkuPuFxxYSMZUo7qUcbk8zFW9cETVn60M3QywoJcMpUmjjAWW8JUM+OW9/rDxiZ5bpAaVPyKJx25DLqUkFTDkq8XEHwISkj5Ejzi1tgr8R7arbG+Nt2kcuqkSOaVnZuRWp2TmnWFqSUFTayklJ5jbuiF6n0orClONNNp1Vn1j3T1aWkK+KlZH7MYazukbXbsvimW/wDg9ISsjUJnqSeNa3kAg4PFkJzn9WLjlcMpGigsoKpoMgFra9FP6n31o6tbzikc+EqJHyjjgNxCLgA3ZQS4u1KQhCKokIQgiQhCCKWtDbqtS0ZWtTlx1tmSXMKZShK0qPYQFlStgcDtD5RuNt9KDQm75mYlLbv9iedlQC9wScyEoBOB2i2BvvjffBij3SLvVy2LLTR5JxSJyuqVL8STgpYSAXD8QQn0UYzGiNlt2dYkml5gt1CppE7OFY7QUodlB8OFOBjx4otvc6Lbw1DqekDyNzYfclXuTq3pusbXXL58C04P4pjty+o9hTOOqu6lb8guZSg/vERUSHh5couWL+qSfpCujKVqjT4BkavJTIPLqphC8/Ix3fMHPpFIgSDkHBjuyNcrdMUFU2sT0oRyLEwts/YRBZW4p+pvmroQipcvqnqHK/4N2z2By6wpd/7wcxnqdr7qBJAJmXafPgf7xLBJ/wCmUwWUYnEdwQrLQiAWekjX049ptunOf8txaP48Ud9vpK8uus714Z/+bcFkGIQHn5Kb4RDA6SlPwOK0pgHv/vif/ZHw50lZYf4NnuH688B/BswV346D9XqpqhEDzHSTqSs+y2rLN+BcmlL+wJEYWp9IG+51Bbk0U6njuWywVL+bhUPsgrDiMA2N1ZIJKuQzGMq9z27QEcdarclJjnh15IUfROcn4CKr1LUa+au2Wp66J9SFe8lt3qkn1CMA/KNeWtTh4nFFR55JzBR5MUH5G/VTNrD0t7P0st1+4KVQJ65fZ3EIUhtYlmhxHAytYJG+B7p5xoFN6TF46l2vIV+lutUWXqDIcUzKDK21clILh32UCMp4c+ER5eluIu21KpbqlpQqellNtrUMhDnNCj6KCT8IrxphrG7pVLz9l3jR51aJR9ZZQ0B1jDme02Qojsk75zsSeYO1hcQVcJZa2AhnxA7DmFO+reoq7JtmauGZe9qqcyrqZRL6youvHvUTuQkdo+mO8REei2u1Un60LZvmoe0/SLv9zm1pSktuqOzSsADhJPZ8DtyIx06BTq/0irvXXriafkbXp4U20y2s8IJB7CFY3XnClK7sAeEaRqVo7cmnc25NIQuoUfi/FTzaD2R3B0D3FfYe49wtuVlp6amyGmmP9w6+H+VcmERxoXqEu+rRDNQcKqpSSmXmlHm6nH4tzzJAIPmk+MSPGQG60ssToHmN+4SEIRVY0hCEESEIQRIjHUjV6d00uunyVToiJqiVCXCxMNKIeQ4FEODB7KsAoONufOJOjR9YbBF/2c/ISyE/SMofaZJWBkuAHLee4KG3rwnui1wWelMfagSj3T/LrrXtrDbtAsVF2UWdYn3Kgnq6cgHZbuN+IcwEZyoHfkNiRFbLJs64tX7xdD806ovLMzUp5faLaCdzvzUeQT9wMapLSVRnZxiisMurmHXw03LnIPWqITw4PIk4EXS0ysGS07tdijtBC5xzDs8+k5614jfB/NHIeQzzJiwC5W6mEeExERm7nbHuWdoFApVs0mWolFlEy8pKo4EIHM+KlHvUTuT3xkI/CtA5rHzj861r9In5xkXPEkm5X1CPj2hgHBeQPVQj89oY7nkH0UIqqLVdR9NaLqRSkSNSWuXmZdRXKzTYyppR2O3ek7ZHkIhtfRQrXtBS3eEl1GfeVLr48fVzj7Ysh1rX6RPzj940nkofOLS0FTIK6enbljdooPonRWtyUc62vXJPT4G/VsNJYB8iSVHHpgxF+mFFXStc5GiLSVKp1SmWjn/hpcwf3YuDz5RoSNKZJjVj/aSxMoQ2uWUFyoRg+1FPB1gPLBRnPfxb75ihFlJixOQte2Z17jTxW++kIZEbDbF6z9qkmUpNHnDxcaTOyKHVIPkvZQ9MxcbhaxuUn3jYKTtF9JLUuq2nLguWVmJlxyYWy031q2kJQkDtDhIJJyfLaNslOjjYjL00uaen323lksID3B1CccgQO0c53PltzJ+dKda27tcmKXdb9PkJ9KgZXgy026jG6RxKPaBHLO4O3Ixvlfva1rZklz9XrUq0lAyEJcCnFnwSkbkxgJdddJTQ0j4Q4AEDmfuqnahWcuxbqmqB7QX2UBLrDhGFKbUMjI8RuPhGtxlbnuOo3ZXJqvVR4uPTKttgAhA91IA2wBtGKjM29tVzspaZCWbcl0Z+vUOlOpYqlZkZNxY4komJlDaiOWQFEZ3Bjsy03KzrImJOZafaVyW0sKSfiNoj3WDSCT1Jk252SeRKVqTb6th5eeB1GSerX8ScEcsnnFXZpi99N6y5JOu1GizyN1dU6pvrB3EKScLT5gkRQkhT6Shjq2e6+zuilbURA1B6QdNtZThck6etmXcSDtwJHXO/YSD6RZSKwdHFZrOoVVuquzfXTbcqtzrXMAqecWAVeGeHiG3iYskazTQSPa0nHgCYNHNWYiRE5kA/KB9Tuu5CMeuvU1JwHVK9EGOI3HJDOGnj/lH84vWuzBZWEYg3JLd0u6fUiPk3Kz+TKL+Kx/KCZgszCMIbmTnaTP8Aqf0j8NzbbSf/AFP6QTMFnIRgvwlX/uY/1P6Q/CVf+5j/AFP6QTMFnYRghcqs7yYx/wAz+kfX4TD/AHM/6n9IJmCzcIwouZGN5M/6n9I+hcrGN5VzP1hBMwWYhGIFySv5TDo+A/nHKm4JA4z1qc+KYJmCyUa5cWnNj3ZNtz9w23KTky3gdcoFC1DwUUkcQ8jmMqmuUxWxmCk+aFfyjlRUqe57s418Tj+MUIurmSFhu02K+pGQkaZKtyNNk2JWWZHC2yy2EISPIDYRyutNvtqZebS42sFKkKGQoHmCO8QS60v3HEq9FAx9QtZL81h6HaFs21Nzk7QaNLSDs+UmY6hPAlfDnHZGw948gOcZiEIAWVS4uNykIQiqokIQgiRxTUw3KMLmHc8KOeBHLDnsYKiwD1yPqJ6iXQlJ5FW5jpqrNSWd5oj0SB90bA9Sae+rjXLJBPMo7OflHVXbkmo5Q86n4g/dBY3A81HstY1uSl0P3gzJn6SfJWVlXZQs+8tKe5Ss7n+ZzsKnHFjC3FK9STGaNs+E782/6xxKtubGeF9o48cj7oK573yfEbrEDbYbQjKG3p8ci0f8x/lH5+D9Q8G/24K1YyEZE0GpZ9xv9uH0DUvzG/24IsdADHKMn+D1Q8G/2xH6LdnzglTI9VH+UEWNS44g5QtSfQ4jlRPTqPdm3h/nMZAW3N57T7IHlk/dHKm2vz5z1wj+sEXQRWakgj+8lQ8FAGO41cj4ID7CFA/m5Bjst23KJILjzq/LIEdtmk09ghSZZJUO9W/8YKoBXPLvomWUvtghKhnBGDHJDlsIQV6QhCCqsFVZ+rsPrSkFlkbJUlOcj17o1S46DSbtlPYrik0TqBkoLhPG2T3pVzSfQxJHqM+scDshJP8A+LKtE+PCAYK1uZpzNNiopsqwKJYrU2ilLfdXOLCluPqBUEjPCgYAGBk+uY2WNpXQqavk0pH1VH7466rblT7kw6PXB+6CSPfI7M83K16EZ02yn8mcPxR/WONVtvDPBMoPhlJEFYsNCMsbcncbOsn4n+UfBt6oDvaPov8ApBFjIRk/wfqHg3+2I+foGo/o0ftiCLHQjJfQFR/Ro/bEPoCo/o0ftiCLGwjJfQFR/Ro/bEfgoFRJwUNj/PBFjoRk/wAH6h4N/tx+i3p44ytofE/ygixcIy4tubz2n2QPLJ+6OUWycDinB54b/rBFg4RnxbTW3FNr+CQI5UW7Ip95Tq/VUEstcBI5R2WJ6osqDbEw6Srkk9rJ9DGxIo9NQciWB+sSY7SGmmhhttCPqpAgq5SuCnuzb0uFTjPVuZ9Mj0jswhBXhIQhBVX/2Q==" width="252px" alt="Real Estate Taxes"/></p>
<p>But the only factors you can appeal are the assessed value or a rejected exemption. The clerk of court performs tax deed sales and is responsible for the operation of the value adjustment board process. The VAB hears and rules on challenges to a property&#8217;s assessment, classification, or exemptions.​ Use the drop-down menu to visit your county VAB&#8217;s website. To get an idea of where your property tax money might go, take a look at the breakdown of property taxes in Avondale, Arizona. The map indicates the relative cost of property taxes across the U.S.When you purchase a home, you&#8217;ll need to factor in property taxes as an ongoing cost. After all, you can rely on receiving a tax bill for as long as you own property. It’s an expense that doesn’t go away over time and generally increases over the years as your home appreciates in value.</p>
<p>Those in the married filing separately category have a $5,000 cap. The government wants to strengthen the position of first-time buyers compared to other buyers.</p>
<h2 id="toc-4">Other Special Taxing Districts Services</h2>
<p>The State Department of Assessments and Taxation determines the taxable assessment of your real property. The taxable assessment equals the full cash value, as determined by the Assessor’s Office.</p>
<p>Other individuals, such as attorneys, can apply on the property owner&#8217;s behalf. The 311 Call Center is available to process 2021 tax payments until May 31, 2022. The 311 Call Center hours of operation are Monday- Friday, 8 a.m. The 311 Call Center only processes e-check payments for the full amount of taxes due. 311 Call Center does not process partial payments, installment payments or credit card payments. Property tax is an ad valorem tax assessed on real estate by a local government and paid by the property owner.</p>
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" width="254px" alt="Real Estate Taxes"/></p>
<p>Properties that have accumulated three or more years of unpaid tax are subject to judicial sale. With almost 54,000 businesses, Anne Arundel County is a major hub of commerce and development. An ad valorem charge is levied on real property located within the Metropolitan District.</p>
<h2 id="toc-5">Pay</h2>
<p>If your account has a debit filter, contact your bank to add the following company sending ID to the debit filter. The Treasurer distributes the money to over 2200 local taxing agencies, including the County, cities, schools and special districts. The Assessor assesses all real estate located throughout the County and establishes a fair market value for each property. The Cook County Treasurer’s Office provides payment status for current tax years and the ability to pay online. Search to see a 5-year history of the original tax amounts billed for a PIN.</p>
<p>The millage rates would apply to that reduced number, rather than the full assessed value. You can view and print your current property tax statements or view past payment history by visiting the Property Tax Payment Portal. The deadline to submit your 2022 Installment Payment Plan Application is April 30, 2022. If you have an escrow account for payment of your taxes, you should not participate in Installment Plan. Discounts for payments made in person are based on the actual date payment is received.</p>
<p>The Tax Collector’s Office does not have access to cancel or modify online payment transactions. Suffice it to say that real estate taxes are much steeper than personal property taxes. When you think about it, you can typically register a car annually for a fee of $40-$75, with a value of $20,000-$60,000. A home is assessed at a much higher value with a much higher tax rate. Even the cheapest real estate taxes in the country for a modestly valued home would likely be several hundred dollars. If paying delinquent real estate taxes in person on or after April 1st, acceptable forms of payment are cashier&#8217;s check, certified funds, money order, or cash. On April 1, 2022, taxes became delinquent, and additional interest and fees are added.</p>
<h2 id="toc-7">Property Tax Calculators By County</h2>
<p>On Budget Day, 15 September 2020, a number of tax measures were published in the Dutch 2021 Tax Plan that could have an impact on real estate investments in the Netherlands. The proposed bills include some important changes in respect of real estate transfer tax , corporate income tax , Box III, and the landlord levy. The various proposals will have effect as of 1 January 2021, with some beginning 1 January 2022, if approved by the Dutch Parliament. For more information on the 2021 Tax Plan, please refer to an earlier GT Alert. SeeProperty tax and assessment administration for important updates and access to New York State resources for assessors, county real property tax directors, and their staff.</p>
<p>It is important to verify any assessment notices received from SDAT for accuracy. This tax is levied on all property in the County and funds, in part, such basic services as education, public safety, public works, and community services. The amount of property tax is equal to the tax base x the tax rate voted by the municipality. The tax is calculated by multiplying the current year property-value assessed by the Municipal Property Assessment Corporation with the total tax rate. A study from 2019 showed that Toronto, the capital of Ontario, has the lowest property tax in the province. Brazil is a Federation Republic, and its federated entities , as well as the Federal government, levy property taxes.</p>
<p>The First Time Home Buyers Program is a program by the BC government that offers qualifying first-time homebuyers a reduction or elimination of the property transfer tax. Ontario, British Columbia, Prince Edward Island, Montreal, and the City of Toronto offer land transfer tax rebates for first-time homebuyers. Taxes are assessed by the Property Appraiser as of January 1 of each year and levied in Hillsborough County by the taxing authorities. Taxes are normally payable beginning November 1 of that year. Tax Exemption Application and Formsare available online or by contacting your local Department of Assessments and Taxation office. Completed forms must be returned to the local assessment office where the property is located.</p>
<p>General government revenue, in % of GDP, from property taxes. This rate alone <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> determines 44% of the international variation in PPP GDP per capita.</p>
<p>The owner must apply for the return of the money and the authorities regularly take up to a year to return the money. It is the buyer’s obligation to pay this amount to the tax authorities. The tax is levied by the governing authority of the jurisdiction in which the property is located.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Remote Books Online</title>
		<link>https://www.cercav.pt/remote-books-online/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Fri, 27 Aug 2021 10:15:50 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=3612</guid>

					<description><![CDATA[Content How Remote Bookkeeping Works Meet Some Of The Fantastic People Who Make Working Remotely For Basecamp Such A Success Frequently Asked Questions Company Technologies Influencing Virtual Teams: 17 Tactics That Get Things Done With Your Remote Employees By Hassan Osman Each item can circulate to one borrower at a time for a 14 day [&#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">How Remote Bookkeeping Works</a></li>
<li><a href="#toc-1">Meet Some Of The Fantastic People Who Make Working Remotely For Basecamp Such A Success</a></li>
<li><a href="#toc-2">Frequently Asked Questions</a></li>
<li><a href="#toc-3">Company Technologies</a></li>
<li><a href="#toc-4">Influencing Virtual Teams: 17 Tactics That Get Things Done With Your Remote Employees By Hassan Osman</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="Remote Books Online"/></p>
<p>Each item can circulate to one borrower at a time for a 14 day lending period. Remote books has done a very solid job at getting my non-non profits books in order. I&#8217;ve been using RemoteBooksOnline with 2 of my business for the last 3 years. They have saved me both a lot of time and are considerably less expensive than past bookkeepers that I have used. All in all I couldn&#8217;t be more satisfied with what they offer. We work with you to customize bookkeeping solutions based on your specific business needs and budget.</p>
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" width="259px" alt="Remote Books Online"/></p>
<p>Articles and books of interest to the writing-across-the-curriculum community, providing a wide range of Web-based resources for instructors who wish to use writing in their courses. DOAJ is a community-curated online directory that indexes and provides access to high quality, open access, peer-reviewed journals.</p>
<p>Bookkeeper.com is online and cloud-based, with a wide range of add-on services available, including bill pay, tax return preparation, and payroll. Business, financial planning, and tax advice are also available at no additional charge. Bookkeeper.com <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> offers more services to QuickBooks Online users than QuickBooks Live and, upon enrollment, you’re assigned your own dedicated bookkeeper and account manager. While it lacks its own mobile app, you can use QuickBooks Online’s app to access your books.</p>
<h2 id="toc-0">How Remote Bookkeeping Works</h2>
<p>Sign up to receive more well-researched small business articles and topics in your inbox, personalized for you. Tim is a Certified QuickBooks Time Pro, QuickBooks ProAdvisor, and CPA with 25 years of experience. He brings his expertise to Fit Small Business’s accounting content. At this time, I would like <a href="https://www.bookstime.com/articles/remote-books-online">Remote Books Online</a> to turn the conference over to Amy Conrad from investor relations. After market closed today, Bionano issued a press release announcing its financial results for the first quarter of 2022. Earlier this afternoon, Clean Energy released financial results for the first quarter ending March 31, 2022.</p>
<p>Full-time Python Software Engineer will build high-availability, robust, scalable infrastructure to support web products. Full-time junior designer will work collaboratively to create user friendly technical solutions.</p>
<h2 id="toc-1">Meet Some Of The Fantastic People Who Make Working Remotely For Basecamp Such A Success</h2>
<p>You get apps and tools to securely and electronically transfer your statements to Citrix ShareFile. Move faster, set clear goals, and connect more effectively with your team. Executives Activate imagination and innovation across all your teams.</p>
<p>Open access digital collection of alternative press newspapers, magazines and journals, drawn from the special collections of many libraries. Tellows provides information to identify trustworthy or potential risk calls &#8211; thanks to our worldwide community. The tellows score will then be calculated with reference to the category, representing the potential risk of a phone number. If you are the owner of the number or if you have additional information on the company, please use special company listing for more details. Fit Small Business content and reviews are editorially independent.</p>
<p>Bench is an online bookkeeping service that handles your bookkeeping on a monthly basis. Because of the catch-up services available, it’s a great solution for businesses that have fallen more than two years behind in their bookkeeping. Its plans are very affordable and include the preparation of annual tax returns. Sunrise by Lendio is a free cloud-based accounting and bookkeeping software application that allows you to create quotes and estimates, track expenses, and more. Its wide range of features includes A/R and A/P as well as financial reporting and payroll integration with Gusto. Sunrise’s software is proprietary and is ideal for freelancers on a budget.</p>
<p>By default, the online status is checked automatically only for Internet-ID connections and not for direct connections. To turn on online status checks for direct connections, enable Check online status for direct connections on the Security tab in connection properties.</p>
<h2 id="toc-2">Frequently Asked Questions</h2>
<p>Along with your accountant, a support team is available ensuring you receive a same-day response to any and all questions. Read our reviews, and see why hundreds of restaurants and Small business owners trust Probooks NY to save them time, money, and stress with online human supported bookkeeping services. Remote work books are guides that cover topics related to telecommuting. For instance, maintaining self-discipline and focus while working from home, managing remote teams, running digital meetings, and establishing a company culture in online organizations. The purpose of these books is to help employees master skills needed to succeed in virtual offices.</p>
<ul>
<li>Each item can circulate to one borrower at a time for a 14 day lending period.</li>
<li>Go ahead and share this link with others to Getting Ready for Online Meetings that Matter, a free download.</li>
<li>For many folks, remote work is synonymous with Zoom meetings.</li>
<li>Covers topics like remote onboarding and employee retention strategies, collaboration, conflict resolution, and routine in virtual office settings.</li>
<li>Enjoy virtual collaboration via video calls and get detailed reports, so you can stay on top of it all.</li>
<li>Click here to download your free copy and receive our monthly newsletter with all the latest thinking in remote team management.</li>
</ul>
<p>Any small business in need of affordable bookkeeping should use RemoteBooksOnline. You won&#8217;t need to spend time and money training employees on bookkeeping. If your CPA has questions, your Remote Books Online dedicated lead accountant will work directly with them—saving you from being the middleman. Your dedicated lead accountant will answer all your questions.</p>
<h2 id="toc-3">Company Technologies</h2>
<p>We&#8217;ll organize your financials into a year-end financial package containing all of the financial statements needed to file your taxes. Not only can you trust the experience of your team, but you’ll also find out first-hand why we get high marks for our customer service. Bookkeeping is often a pain point for entrepreneurs, small businesses, and startups.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="Remote Books Online"/></p>
<p>Help clients set up their books, manage them month to month, and provide valuable insights through reporting. You’ll also help clients get the most out of using QuickBooks. A full-time Visual Designer is needed to develop company brand guidelines, develop visual presentation system, crate HTML prototype for overhaul of existing product, create design for mobile app, etc.</p>
<p>It’s ideal for businesses that are looking to outsource their bookkeeping with a full-service accounting firm. Merritt Bookkeeping is an affordable online bookkeeping service for cash-based businesses that use QuickBooks as their accounting platform. Its basic, no-frills package includes monthly financial statements and annual 1099 filing for your contractors.</p>
<h2 id="toc-4">Influencing Virtual Teams: 17 Tactics That Get Things Done With Your Remote Employees By Hassan Osman</h2>
<p>It matches you with a dedicated bookkeeper who’ll work with you virtually to ensure that your books are accurate. The company’s 100% Accurate Books Guarantee provides additional assurance. You can opt to be trained on day-to-day bookkeeping tasks, which is ideal for novice QuickBooks users. Merritt Bookkeeping is a cost-effective remote bookkeeping solution that’s available at a flat rate with no restrictions on the number of transactions or the frequency of service. It works with businesses that use QuickBooks and, although it doesn’t offer many of the advanced tools that other online bookkeeping services provide, it’s easy to use, with a quick set-up process. If you’re behind on your books, catch-up bookkeeping is also available. Bookkeeper360 offers both accounting and cloud-based bookkeeping services, as well as business advisory services.</p>
<ul>
<li>This is a remote position where you work virtually, so you can choose the best location that suits you.</li>
<li>If you are looking for class materials, don&#8217;t forget to check our extensive collections of online study aids.</li>
<li>As part of ongoing bookkeeping, your bookkeeper regularly categorizes transactions and reconciles bank account to keep your information accurate and up to date.</li>
<li>It works with businesses that use QuickBooks and, although it doesn’t offer many of the advanced tools that other online bookkeeping services provide, it’s easy to use, with a quick set-up process.</li>
<li>The service is only compatible with QuickBooks and Xero and can accommodate multiple-entity accounting.</li>
</ul>
<p>An accountant or bookkeeper understands the fundamentals of accounting. The proper classification of income and expenses is important. Incorrect accounting can lead to financial losses and can be stressful specially during tax period.</p>
<h2 id="toc-5">The Accounting Experts At Profitbooks Will Accurately Maintain Your Books While You Focus On Growing Your Business</h2>
<p>By subscribing to Caribu you are supporting our partnership with Blue Star Families. The connection icon displays a yellow monitor and the label says ONLINE. This status means that the remote Host is accessible, but you are not logged on it yet. Use this status to determine which of your Hosts are available for immediate logon/connection. When in the LOGGED ON state, you can immediately start a remote session in one of the available connection modes without entering your access password. This is because being logged on means that you have already authenticated on the remote Host.</p>
<p>Angela has a Master of Fine Arts in Creative Writing and worked as a community manager with Yelp to plan events for businesses. For more present inspiration for remote employees, check out our list of the best work from home gifts. For many folks, remote work is synonymous with Zoom meetings. As one of the most popular platforms for virtual meetings, Zoom is a fixture in telecommuters’ lives. We organize virtual events like conferences for people from all over the world to attend virtually.</p>
<p>Merritt Bookkeeping’s 100% money-back guarantee is also an attractive feature. You can use its monthly financial reports to assist with filing taxes and Merritt also provides a simplified issuance and electronic filing of 1099s for your contractors at an additional fee. For a direct comparison of Bookkeeper360 with other online bookkeeping services, see our articles on QuickBooks Live vs Bookkeeper360, Bench vs Bookkeeper360, and Bookkeeper360 vs Bookkeeper.com. For a direct comparison of Bench with other online bookkeeping services, see our comparisons of QuickBooks Live vs Bench, Bench vs Bookkeeper.com, and Bench vs Bookkeeper360. For a direct comparison of Bookkeeper.com with other online bookkeeping services, see our articles on QuickBooks Live vs Bookkeeper.com, Bench vs Bookkeeper.com, and Bookkeeper360 vs Bookkeeper.com. The accounting services will be done remotely using online accounting software .</p>
<h2 id="toc-6">Boatwright Memorial Library</h2>
<p>Enhance your own finances while helping small businesses manage theirs. Exchange knowledge with an industry-leading community of bookkeepers and take advantage of available resources on demand. Meet some of the fantastic people who make working remotely for Basecamp such a success.</p>
<h2 id="toc-7">Minds Online</h2>
<p>If you do not have a public library card many allow digital sign-ups for current access to resources. They’ll understand your business and set up your accounting in ProfitBooks software. For small businesses&#8217; state, federal, monthly, or quarterly, and state sales tax preparation and filing. Remote Books Online will also meet with customers during the year to help minimize tax obligations. RemoteBooksOnline is an america&#8217;s premier QuickBooks Pro Advisors and Tax-Experts!</p>
<h2 id="toc-8">List Of Remote Work Books</h2>
<p>The price is the same regardless of your business size or number of employees. We have been working with Remote Books for 2 years and overall, the experience has been great. The team has provided us with efficient booking keeping services. Remote Books is great at answering any questions or doubts we may have along the way. ProfitBooks Remote Bookkeeping service doesn’t include sending invoices, paying bills, or management of inventory, payroll accounts receivable or accounts payable. The service doesn’t include filing of tax returns – this comes at an additional cost. Your books are reconciled &#038; you receive a detailed monthly report containing your profit and loss, balance sheet, and cash flow statement.</p>
<p>I really needed help ensuring my accounting software matched real life. Remote Books kept me updated and ready for end of year taxes with no worries. We prefer using ProfitBooks as our experts are trained on it.</p>
<p>Covers topics like remote onboarding and employee retention strategies, collaboration, conflict resolution, and routine in virtual office settings. The book serves as a comprehensive guide to the remote workforce for managers and employees alike. Each chapter covers a different aspect of leading remote teams and ends with a set of questions to help you plan your next steps. We are excited to help if you need advice on using library resources, doing research online, or accessing materials. Merritt Bookkeeping offers a flat rate of $190 per month, with no restriction on the number of monthly transactions or the frequency of the service.</p>
<p>Conversely, in the &#8220;My PC &#8211; Internet&#8221; connection properties you can decrease the color depth to 8 bits to accommodate to not-so-fast Internet access. Having two different records for the same remote PC will save you time adjusting the properties each time you connect from a different place (e.g. a local network vs. an Internet cafe). Now you can create two connection records in your address book that cover these two scenarios.</p>
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		<item>
		<title>Long Term Liabilities Long Term Liabilities vs Long Term Debt</title>
		<link>https://www.cercav.pt/long-term-liabilities-long-term-liabilities-vs/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Mon, 07 Jun 2021 23:06:22 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=12000</guid>

					<description><![CDATA[Content How to Automate Your Accounts Receivable Process for Accelerated Cash Flow Accounting 101 Basics of Long Term Liability What are Long Term Liabilities on the Balance Sheet? Business Reserves &#038; Surplus is another part of the Shareholders’ equity, which deals with the Reserves. Then the total reserves would be $(11000+80000+95000) or $285,000 after 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">How to Automate Your Accounts Receivable Process for Accelerated Cash Flow</a></li>
<li><a href="#toc-1">Accounting 101 Basics of Long Term Liability</a></li>
<li><a href="#toc-2">What are Long Term Liabilities on the Balance Sheet?</a></li>
<li><a href="#toc-6">Business</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/shutterstock_1635883990.webp" width="257px" alt="long term liabilities"/></p>
<p>Reserves &#038; Surplus is another part of the Shareholders’ equity, which deals with the Reserves. Then the total reserves would be $(11000+80000+95000) or $285,000 after the third Financial Year. All line items pertaining to long-term liabilities are stated in the middle of an organization’s balance sheet. Current liabilities are stated above it, and equity items are stated below it. A liability is something a person or company owes, usually a sum of money. 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>
<ul>
<li>These obligations are usually some form of debt; if so, the terms of the debt agreements are typically included in the disclosures that accompany the financial statements.</li>
<li>Too much long-term liability can overwhelm your business, however.</li>
<li>Loans for machinery, equipment, or land are examples of long-term liabilities, whereas rent, for example, is a short-term liability that must be paid within the year.</li>
<li>The team holds expertise in the well-established payment schemes such as UK Direct Debit, the European SEPA scheme, and the US ACH scheme, as well as in schemes operating in Scandinavia, Australia, and New Zealand.</li>
<li>Report discrete component units using the full accrual basis of accounting in the same manner as proprietary funds.</li>
<li>But if you don’t make time to address your business finances, they can quickly spiral out of control.</li>
</ul>
<p>Although your workforce may be far from retirement age as an employer you are legally obliged to offer a pension to all of your employees. Your future pension liabilities should also be factored into your long-term liabilities. The GoCardless content team comprises a group of subject-matter experts in multiple fields from across GoCardless.</p>
<h2 id="toc-0">How to Automate Your Accounts Receivable Process for Accelerated Cash Flow</h2>
<p>Long-term liabilities are also known as noncurrent liabilities and long-term debt. Working capital, or net working capital , is a measure of a company’s liquidity, operational efficiency, and short-term financial health. Pension liabilities accumulate when a business provides pension plans to their employees or matches the employees’ pensions. These loans typically have a large principal amount, and will accumulate interest that will need to be paid over the life of the loan. Long-term liabilities are also referred to as non-current liabilities or long-term debt.</p>
<div style='border: black solid 1px;padding: 11px;'>
<h3>Fitch Rates Dallas College, Texas&#8217; $342MM GOs &#8216;AAA&#8217;; Outlook Stable &#8211; Fitch Ratings</h3>
<p>Fitch Rates Dallas College, Texas&#8217; $342MM GOs &#8216;AAA&#8217;; Outlook Stable.</p>
<p>Posted: Tue, 29 Nov 2022 21:36:00 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMigAFodHRwczovL3d3dy5maXRjaHJhdGluZ3MuY29tL3Jlc2VhcmNoL3VzLXB1YmxpYy1maW5hbmNlL2ZpdGNoLXJhdGVzLWRhbGxhcy1jb2xsZWdlLXRleGFzLTM0Mm1tLWdvcy1hYWEtb3V0bG9vay1zdGFibGUtMjktMTEtMjAyMtIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Also, if a liability will be due soon but the company intends to use a long-term investment to pay for the debt, it is listed as a long-term liability. This is possible because once the current liabilities are refinanced, they will not be paid within the year and, therefore, will be long-term liabilities. This can occur if a company intends to refinance current liabilities. The operating cycle of a company is the amount of time it takes a company to buy inventory, sell it, and then receive the cash from selling the goods.</p>
<h2 id="toc-1">Accounting 101 Basics of Long Term Liability</h2>
<p>Too much long-term liability can overwhelm your business, however. Plus, high long-term liabilities can scare off investors <a href="https://www.bookstime.com/articles/long-term-liabilities">long term liabilities</a> and new creditors. Long-term debt’s current portion is  a more accurate measure of a company’s liquid assets.</p>
<p>Together, current and long-term liability makes up the &#8220;total liabilities&#8221; section. Current accounts usually include credit accounts your business maintains for inventory and supplies. The long-term debt is most often tied to major purchases used over time to operate the business.</p>
<h2 id="toc-2">What are Long Term Liabilities on the Balance Sheet?</h2>
<p>Interest expense and amortization expense are shown together as a single operating expense on the income statement. Additionally, a liability that is coming due may be reported as a long-term liability if it has a corresponding long-term investment intended to be used as payment for the debt . However, the long-term investment must have sufficient funds <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> to cover the debt. Many businesses and sole traders have taken advantage of deferred tax payments offered by HMRC to help them to better manage their cash flow in the wake of reduced revenues caused by COVID-19. If your last financial year’s liability is spread over longer than 12 months your deferred tax payments are classed as long-term liabilities.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/shutterstock_524387770.webp" width="258px" alt="long term liabilities"/></p>
<p>Present value represents the amount that should be invested now, given a specific interest rate, to accumulate to a future amount. Long-term debt’s current portion is the portion of these obligations that is due within the next year. In this example, long-term debt’s current portion would be $1,000. This ensures a more accurate view of the company’s current liquidity and its ability to pay current liabilities as they come due. Long-term liabilities are a company&#8217;s financial obligations that are due more than one year in the future. Long-term liabilities are also called long-term debt or noncurrent liabilities. A long-term liability is a debt or other financial obligation that a company expects to pay over a period of more than one year.</p>
<p>Deferred TaxDeferred Tax is the effect that occurs in a firm as a result of timing differences between the date when taxes are actually paid to tax authorities by the company and the  date when such tax is accrued. Simply put, it is the difference in taxes that arises when taxes due in one of the accounting period are either not paid or overpaid.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/Working-Couch-1.webp" width="251px" alt="long term liabilities"/></p>
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		<title>How to Do Accounting for Small Business: Basics of Accounting</title>
		<link>https://www.cercav.pt/how-to-do-accounting-for-small-business-basics-of/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Sat, 06 Mar 2021 00:49:06 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=12121</guid>

					<description><![CDATA[Content Excel bookkeeping vs. online bookkeeping What Is a Subsidiary Inventory Ledger? Tips to Small-Business Bookkeeping and Accounting How software can help Bookkeeping is a core part of business finances and can impact the growth and success of your small business. This document summarizes your business’s assets, liabilities, and equity at a single period 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">Excel bookkeeping vs. online bookkeeping</a></li>
<li><a href="#toc-1">What Is a Subsidiary Inventory Ledger?</a></li>
<li><a href="#toc-2">Tips to Small-Business Bookkeeping and Accounting</a></li>
<li><a href="#toc-3">How software can help</a></li>
</ul>
</div>
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ocQlxtIJQNw92fAxo5GR1UWVwu0rI1NOHgwzC46Ke1l6j0e/KPI1ekB5S5v9+ZSlJLCkkbkqzz4/TkR1+QeQMRCbs/6iP2ReLLbru2mVZSJebbUrCWyThLg+GYmyFBY3JUFA85A6x5bjuGfhlRkaO6dQV5ZjWG/h1RlaO67UIgggKghC3SlSktoLqtqScJSMknHgADFM1peQ1u6pw0vIa1ae6rwt+y6WurXDOol2RwgDlx1XghCepJ/3k4AhlZztKXJW5007T+yVTbijhsONuTLpz0/AtYOfmY3GgmjVyduHXWakJubmaZatGaE1UZprBMnKbtrTDecjv3SFHOCAEuKP2Qk+vului+mejFuy9tabWbIUaUYbCCppsKfeOOVuvKyt1Z8VKUTHpGF8MU8MYfVDM48uQXo2GcNU0MYfVDM48uQXjib57VjSUuu6M1kNnopy0qglKvgeMwhOums1H79q4tG5R7v2+6KZ2jz7Wz3pHeDB9+I9yQD74rt8+cxcjBqAHMIm+itTg+Hk/wCy30Xgd/ZnvRjiasdCcdUlt5P6SDGylu0IlilOSdR0z/txSitE6moOIKB4J7soKSOD7/eI92HafIvfv0my5n8psGMN61rZmM+sW5THf5co2r9aYecLpDuwe6YcCw4/+oe/8rwrY7Tk5Lyb1KMhMMyjpyuXRUMIUfMpIxCj2hbedYSGrfnC6rPeEzLZSfhgZ+se38zplpxOZ9b0+tx7PXfS2FZ+qY1czoPonOgpm9ILMdCuoXQ5Y5/0IQ4VSH+33KYcAw4/2e5XkPePbRmL2s9FoT9tKYaPdl95pwFb+wjGQTgDgE48fLpGusLtJWbat10m4ahb1RfYkHDubSlsqOW1JyApQ5BVkdORHrZOdk3syT4PrfZ+0+cz5W7KpP6ERppvsQ9kucO53QCz0H/4EiGf+4RCnDICQdbjxSOwGiJuL+q82NaO1npzqXI0qSpNKrkqqSdW847MS7YXynG0bXDx5/AeUWNF+0DopbNVnalfLk6VJYQ3IqVTXJhKFZO84SCAcBPJ9/vj0SqPo8exxUsl/RSTbzyfVqrPy/8A4T6cRoZn0YfY0ez3WmlUl89O6uiqHH86YMDsMgc7Mb/59EjsAo3G5v6qB2qfaI0rqF2S9Z0qrszIJelUpmHm5CYllJe3qyEgpT+LtyQMHj3x0OmWpWgFbpbtW1S1MDtYmVqQGXzMtlpCeErKwjlRxnrgDHGcxLuZ9Fd2TXv/AGekXTKjybr7y8f9ZujTzvolezbMH+1blv2UB/FbqUsof6cuYQ4VAd008PUbuZ9v4UY6b2hrW09qtVolnX3RalR3H97DsyrKFZSn20nKfa6A+GU9IW7J2HqBT3LhnNabOVXJzdMerKqrAdSrGcKIWNqseGMDge6JBP8AohdDVZ9W1Gvpvy3uSi8fH8AI1M36HvTdzJk9YLla8g5IsLH6MRwODx3/AFGyjflinBuJHf59E1Frdpy37dsdqzZxMtMz8myuWbmWpptTKkqKtq1DOcgEZAzk5PjHMTEr6pIMVCYelUy7wy2pM20o89NyUqKk/MCHomPQ52+r/wBk1zqY/wCcorR/U4I1U16HF9O77n65NAnoXaF+vDsMmwZk9rvOngudRwtFPb+qdPBW74vLS2sWFJSVA9T+6CAyG222cOM9N+5WMHjI68mGyprclOVCXlpiYS0w88hDrwP2EqUAVfIcx3T3oetQm8+pa60JRHTfRX2/1On9Ua9/0RWuTQIktYrRdHgFtzjWfolUcZcDMhBzjTwXB/CYe4ES7eCuapWZbtp1CTYt2rOTKJhlTjjTjqHFowcA5SBwfhHMUqkVW7q5KUph1b83MqDaC+4QMAE8q5IAAjYzfopO1PKZ+5upFjTGfyqtPtfqlTGrX6NXtu0h0O024rbcW0coXJ3VNNnPmncwjB+kNfgTi64fp5Lk/hJ5d3ZRby/7Vqr0acodTmaPUWgiZlHC26AoKG73EdRGCpMWKl2Cu33JuuPNUWbqTilFSlS13y3tk9Tl55BPzjUu9kH0g8l7J0tuJzHiiu0l3/8AsmOJwGW/dcFyPCNQD3ZB7rcqAxwBmLZST/w5jlK3o924bDkXK3culVzpkpZOXd8jLziEpHUq9XK1Ae/j4xrbG1alLjnBSa+yKdPElLahw26oHG3B5SrPGDEefCqimbm0I8FCquHqyjZn0cPBd0pOeMnHvhPdjyjIWnJJwefMdYRsiu3VIHgaFOXATiDOOTGVLS2cOOj3gRjWguNgogF0MSo4ddB45Aip/Cla1AFROAB4YjKxxiMZHsOulP4x2j+uO5aGiyeRZDzm9OUg+0nj5RadOdoHQJEXSe6dCinIQjp5xjFYUScEEnOD4Qx2iaUl1aW2lvLOENgqUT4ADMQH1Ju925r1qlUUsATMwvac/iD2U4/yQImNq/cRt+wqk+hRD0w0qWYwedywQf0Zjz9qT5M+oEk8dBG44PpAGSVJ56D7lbjhGmytfUnnoPunO0jtlFx1pxQ6I4T7zx5RMG0bYTT0sSCgEHAA44JiM/ZSDLlzTzbyCtaZQONjGfxgDgRJun2fdFyzhqFQuUUplsnuJSWb3qSB0KlZGVHyiXioM1Tlc6wC9aw0iGnzNbclO3R5KTlZUImFp9kYxGrrtOlneWGwUq8ob9TN80uZVLN3IqaayAUOoAz8QQT+mOzt56dfpS3aiMutnnHOBFTUQsaLNddW9NI86uFlrnKU02klTfyMcpdNLlZqUWEJTkcdI3t71WqNMAUZTffrRnCxwPKG7FG1OrAW1PXUzJNLGUBIH9QhtPA07vAT553NIAaSmO1lskVWmPusIHeyftpIGCfMQxtPmApgIV1wUn4iJU3ZQbhtZD8jWZtqoykyhXdzKE8g4zhQ8PKIlt7kvuKa6BxZx8/+MazCXOMToyb22KzGMMaXNe0WJ3W2lke2EFWAQckfoib2hF6JvLT+QW89unqckSc0CedyRwr5pwfrEHpRxJwonrxD69ly6VUq85m3XHSJerM7kJPi+jJBHyz9IicS0XxVEXDdmv05rDcSUQqqIvaO8zUeXNS3lJSZnZtqSlmip55xLaU+8nA/THdamUqnae6HXlOsBJmEUWZDr5HtLUpspwD4Jyrge/xjV6XyombvZdcTvEuy66M+BxtH/eiz2zqz9x+zvciELSl6ouyUijPiFTTZWP8Aq0rjP8NUUb/67hqTYeFljsEgbJO0nqul9D/bypTS6/LkKBmpV5mWQs9ShlgH9bqvHxj0BAwMREX0Wlvij9lCnVMA/wD25WqjOgn8lLvcfrZMS7j0ML1IqhOBmGSuntr9leybjqVo3XrXb9MrFImFyk9JvrWHGHkHCkKwnGQYe0jIxHivKylem+37rk3b3ZjpGtz4qs+VUapzDDTcon1kf2wC8lQJ6J459qFSL1x0y1u0l1mkX6jpbqBRrlZliA/6hMha2c5xvRwpOcHGRziOX1M7XfZu0frqrY1E1coNJq7eO9kVPF19nIBHeIbCig4IOFYOCDHmz2L5qb0h7Ruvv7oLed061HctWpzVEsZlkGTYSUpnQltYUQottpbLacYKCs58I7L0XfZ10J15sC89TtX7dkb3u+brr0vOirKU+qXS4gOd4Uk/vji1rUVn2sp4I5gQvS3T7U2wNVreauvTi7qZcNJdUUCakXw4gKAyUqxylXI9kgHmOF1K7XvZs0hrirY1C1eoNKq7eO9ki8XXmc/nEthRQfcrBjzd04qVT7MHbY16067Os2+9bMjaNanvuagqmGZWclJAzDII53KZmFFsZ5AcKDyTHb+i/wCzdoJrppbduqurdBkb7vGeuGZlp/7rrU8ZVCkIcCthP23VOLWXTyegOUmBC9IrL1U061GtY3tYl40uu0NKVKXOyL4dQ3tTuUF45SoDBKSAcEcRq9OdedINXLdqV26c37TK5RqOstz87LrIal1BAWQtSgMYSQSfKPNbsxU2naO9vPW7RTSOcfesJy3amZiWS8XWmXGWULQCecltx1xoE84JGesQs0/1k1IoWhdX0jphq9J09rlxy7921imy6luONONpQmUUvhKQUsuqCCod5twfZBBEL3bp/a57OFVs6uag07VejzFt228zL1WqN94ZeVdeWENoUvbglSiBgZ6jzEdJUdc9JKRplL6y1S/KXKWXNtNvsVl53Yw6hw4QUkjJ3HoAMxC/ta2do7ZPos6nTdB2pVVnzSKJOyk0yoKXOqcqMsVvvL6qeUoEKzykp2YG0JEIdKtSpPWq99DNKO05MVWgaO0GUbkKPKoC2pGpTLZLffvOEpBSt3LanE52JygbcrVAhew1e7YHZste2aBeNxas0enUa6UzC6NNzAcQieSyUB1TeU5ISXEDPT2hiEWP2x+zHqVdchY9iax0GtV2qKWiTkZZay48UoUtQTlIHCUKPyiDPphaPJ0q5OzpQ7eteTmJWTfqspJUZDaWpd1tLlNS3KhIwEIIARgYABh3OyhY16DWSRqF7ejzsvSeVp0nMzMtc1PeZdfYmduxLaQlRI3JWsE+WfOBCfap9u7si0WpTdIquu1uSs5IvuS0wy4tzc26hRSpJ9nqCCI3Q7XfZtVp+dVE6t0Q2mmpijGrBS+4E6Wy4Gc7c7tgKukeR+hFGvCr64axi1OyXbutymq7Ml9qrPttppo9aewpG8j7fI4/JEPz24bcmLd9HXbRquh1H0mq9Rv9mYqNtUsoLLDoanm0ObkEhSltNtqJ8MgeECFOy1O2p2Vb3rUvbts652tN1GbWG2GDN90XVk4CUlYAJJIAGckmOuurXfSOyL9oul92XzTqZdVxBs0qlvKV302HFqbQUADHK0qHJHIjxZ1TujssataGadaU9nrQ+rva0Fmlys/O06nqbMw+iWCZvcEqUXyt3kHaMYKiRjBfjW2kXlb/AG2ex9Q9Q51c1dEha1sy1ZfW73i1ziJp5LxUvPtneFZV4nJ8YEL0souvej1w6j1LSGi39Spq8qQFmcoyXMTLWwAq9kgA4CgeCeIuTWuek0lqnK6JzV709u+Z1kzEvRCVesOthlbxUBjGO7bWrr0SY8b9erY1jq/pAdWrt0MdmU3VYc4u5WEym4zK2mG2g4lpCR+FJQtWW/x07k4OcHt+z52gx2l/SYaVaqppKpKpPW7NyVQlPxEzrFEnw4W/4ijhSeh9rHUQIXqLqv2mtBtD5lmQ1S1OotBnZhsOtyb726YUgnAV3SAVBJIOCRg4PlG10s1x0k1tpr1V0rv2k3GxLFImBJvZcYznG9s4UnODgkc4OOkeZvYE0q0y7Uev+st/doaQl7vuiRqRWxTqo4XEBCnXEKdLRPtJQG22kg5SlIAAHGJUdmWT7Kdj9rbVTSXRfSCbtq8qHTWnqtUlFCpNcsoy6izK5cUttClOtKUnakEoHkkQIUxIIIIEJJQFfaEedHpPeyfQkW292k7BozMjU5B5pFztSaAgTTK1BCJspAwXELLaVK4JSdxPsR6Mw3XaMp8jVdBNRKdU0JXKv2xU0OpV0KfVlwaHQo05ryK01udy7LUlp2bVmcYJlpk5+0tPRXzSQfjmOl3fxD9Iazs8rUukVVDucJdaUMdMlJz/AFQ7ndq98YSva2nqXsG115PjMXwldJHHtdORLS/+EdHJ6CMvA6xWCMg1oYLBVwFlbdXsB9ySr6QlSU7A8B0GT7zCnvsK+EY0qvcyptJ9rxUfAQhIDrFI4q5MZbSlZOSVA593lFh0bgJg/jKioecOWQrfnjMW5taGmllxYQhlBUpR6DA5/RHI97RqaAXGwUeO0/c6A/I0BhXtNAzDiAegPCSfnn9MRPeaK6qVbc5VvAPgM9IdXUy43Lkr1RuBTqj61MnuUnoGUH2fljw95htZ0+rBb7avbfASPcI9bwilFHRMj5ga+ZXrOD0/wlIyO2vPzUiezLR3pK7JyqOtJbTNyWW9o9j7Yzgw+lco1z1WqyAk6y9KSCXB601LrS2t1vxCVnhJ+P6OscHotKTUtbtp+sIS0l2mb0jPKknaTn556+6JDSNBFWkEzDaHAEJGQlWIzVXUuNSX2vZej0lKDCGA6Jh5O0r6oVzViZn6tOqlVKT9zG1vpcCsqGe8SUAjjyUeSPtdS7tpzk5JUpxFQJ7xbOFjIIz8hGJNzUrI1lMjNO5yRgKOYy3XQvetKSpvHskA4MQ6mqNQL5bKdBSiDS5PmuHuCvTRqgflWu+JWEJBUEpSPiekcdcsvqX+7AIo9RfTRUynemYQhtILm3JSElZON3s53cjnjOI6mpLYYnXlL9hLeVEmOjolO+6tORMMBC0rHJ255jpBVCnbYtBv1RUUZlN8xCZSo1K5Zq05pVzoQZlLax7ByBx1PviKMg0pffIzzlRz8cxN7VSleoUCcSUoB7tQIAx5xDSUCGn5nB5SlRPxJAjR4K4ODyFm8baWljTyWtlFqQEtKJyk8x3GnNXco940WoNrKSzPNHg/ilQz+jP1jhJhSWphl0chxSgR5xtJCZcbQlbS8OMqBTjr16xcTRiWNzDzBWdmjEsbmHmLL1e0YSJqfnagkcJl0pHxUcn9UNd6QurOS2m1r0NDhT69XDMOAH7SGpd0YP8AlOoPyhwuyvUm7g09ar6Dn1tDSCfJSE+1+mGK9IfPOT9es22JRClTIlJp5tIIwVuuIQkfPZGdwGAwxtYRrc/dYnAacx1bY3DYlelHYotv9yvZQ0tpimi04/bcpUXUEYKXJpPrK8+/c8Ye2NLZdHat6z6HQGE7WqZTZWTQPJLbSUAfRMbqNSt0qHoYhFdPo0TVdYLu1ntDtI3pZtXu+efnJpFHl229iXV7y1vCwVJBA6xN6KEgdYEKK/Z39H/p7oTqTUNZazfVz6gXvUJdyW+6tfdQvukOJCFqSkAkrUgbNylKwglIABOW81H9FdalQvSpXpoNrbdmkSq0sqqUjSt7sq5k7iGwh5laE7iTtUpaRn2QkcRILXDth9nfs/Sjzuouo9PaqDQJRSJFXrdQdVzhIZbyU56bl7UjxUIjJ/y0nZsHH7htQD/0SV/bwIUgOyz2KtKOypT6i7bDk7XrlraO7qlfq21czMJJ3FtIAw22Ve0U8kkAqUogQymoXoq7Wm7xqF4aC633bpKqtr7yoU+khTkqvkkpaDbrK0IySQlSlgEnAA4CbX9MJ2eLtuakWrTrKvtuarM9L09hbsrKhCXHnEoSVEPkgZUM8RPBII6+MCFHXs49iLSns02tW6VaszUqpX7llnJerXFUlBc0+FA5SlIAShAJ3bRkk43KV1jUaCdgfTTRjRi89DqxWpi87fveY9YnvuhKttLThtKEhO0n2klAWlXVKgCOkScnZ6Spso9P1CbZlpaXQXXnnlhCG0AZKlKPAAHiYhTrb6Wjs16W1WZt60RUr/qUqoodcpAS3IpWDgpEy5ws+9tKk+G6BCzKF6OCTonZ9u7s1/2crgnLRuaclZ6WRMU9pTlLdamUPq7k78FLhQApJHX2hyTnr767BOluofZptXs63JUpl1VlyqGKPcbcqhM5LKB9tYT9nCxwpGcHAPVIIi8z6b62lTJTNaC1ISxPVuso34+beIk/2ePSMdm3tET7dvUq4Jm2rkewlqkV1CWFvqOOGXQS24fJO4LOD7OOYELkdV/RxI1isXTazbx1+uZ+a0zROsU6sJp7Xrb7T5ly2HFb/tNerpAWDkgjPIydhpJ2Abm0t1HoWoE32tdTrnZokyZhdIqs44uUmxsUnY4kukEe1noeQImAFowPa69Iot1tpCnHFhCUAqUpXAAHUwIUB3PRRS0pdtwXZafah1AteYuKeenptujpEqFFxxSwgltxJUElRxmOvuL0czN3aCPaFXj2hL0r7Tlzs3Ims1RImppsty7jIl0944QEHvCrr18OY7bXj0hnZe0ELkhW78RcNcaXsVR7dCZ2YQeM94oKDTWAQcLWFEdAYZD/AJaTs1j/APAt/wDylJX9vAhTZ0008o+mdg23Y9O7uYFu0aTpAnCwlt2ZTLsJaDiwn8ZWzJHmTDPaw9jWg6v9o6wu0TP3rUKbPWIiVQxTWZVC2pnuZhx4b1k7k5LhHHgBHDaE+k+0P7QGqNF0mtG0bwk6rW1Ohh6el5dLKdjanFFRQ6o9EHoDyYmKekCFHSwexvQLE7Ul2dqCWveoTlSuxl5l6kuSqEsMBwNj2XAdxx3Y6jxMaC3fR9aX2X2sZHtUWXW56jTEu5NzD1utS6DJuTMxKPS7q0K4U2D32/bgjcDjAUAJUEpHj1gznxgSXUM9d/Ro2NqZqJN6uaU6mXFpRd1TUpdRmqKCpiZWs+2vu0uNLQtX421wJJ5KSck9r2T+w7a/ZjuKt6gv6h3Je953JKCSqVXqywkLa3pX7LeVKyShGVLcWfZAGBEl+Mj/AHQuBA1RBBBAlRDIdtq4/wByvZR1OqqXg0tygPSDa/JyZKZdH+k6Ie+Ic+lZuX7jdlN2iAqCrkuKm0/2T0Da1TeT7syoHzEA3RvovOXQdxqUtycW6kpEzNkZ68JQkfrJh1cp/PM/z4avTRlVPsWUddA3Pqdc+risH6ARve9nfNUYmvj7SdzvFebYnE2prZZHG2qkVBBFCcAnyBMY0myoFacJCicZASMfHMWlpEuDs5zmL4IcbBV4j+qLEwUkJQjlROPgI5P2zJpCtja2pteeo5EcHrdXnbe0/nQ2rZNVMCTYx1KnODj4DPMdxhPdgH7RIiPXaRr7lVuml2tLzCkplGC+4oDIS457I48wkZx74n4NT/FVbGnYan6Kwwen+Jq2NOw1P0UfLvWlM4ZNDgIlWtmE9Cc5Jz8SY5aeUd+xXQAY56cR2t60Vyk1SZkHE7VsNoCs9RkBXP1ji5s7nEuK6Fe2PWISHMBavVYCCwEbJ9+z1qQ5Urip1nTLakESvdtLWsrJW23wlJJ4BSknGOMRLSh3xUKehUpx+GRjGfE8R52WdWl2dcdLumXcB9SfaeI809Fp+JBIiarNwUq45JirUOZQ6zPMhaFJOcgjn4GMnjVKYZhIzQFbLBqkSxFjzqF1gp8vOVkXBOzzSPV1DbtO5O4ecZv7q6k3JTcoy5ITaZhSAUpSlClYPBBPT38xxlF06NDqlNSqu1MUJ1BS7IpWk4WofaStQJSrJzg5B5BxwYdFei9BrVKZCb6lpUtODuW6jSkNvbTgqUXEkbwB069DEJlIXNu03Vu2YjvPGibOo1F+uvPS03L0yR3+w4Ut5I4I9nB5PmYzLSrEtZUl9zCuYeCVYDq8KSfIRi31p+1bLTq03dLzSWUrDapKnhAWrw3OKPT4ZhvqSxVqOyJ+4q0qcefaLaZZDe1tKdwVuxk88Yz74WWmIbqU8zEnbQq9rDfq5+lzzuxISEqzx+KB0iJUk0oMvq6knYD7s/8AAQ6ett2sSlGFLl3AqdqKyVISr97bzkn59IbaipKqclRHVxtX/ezGkwaIshzEWusnjkwkmDQdlpqowdg2H7Cjg4gpswUuoUvgHqMxmVJoNSaQB5Dn3xrJhPdPoSnjgE/WLoCxVIvSf0fNzs1PTSr26hzcul1JTwB59hxCcfpSqOL7RbCbz7ZdhWUkBSQ9RpU48FOzRWofzSn6xp/Rr1NRuG9aJ3hx6rLTSR7wtaT/AN4R0mn/AHN/+k9okqkpfYlbkIHHCTTqatZHyclj84gQsAnICo6WINxOR3QX+y9hWwAnanoOBC4SnPJP6oVE9XnkiIp+k8um5rO7HN3Vu0rgqVFqCZumsCbp805LvBtycaQ4gLQQrapJKSM4IJBiVkRf9JLYV5am9k247LsG3J6uVufqFL9XkpNve45tnGlKOPABIJJPAAgQvn+mZyYnJhc1OPOPOuq3LccWVLUfMk8n5xYibVA9E72gk2TXL/1Nq1Es2nUWkzNT9UW4Z2feLTRcDfdNkNoBxgkuZH5JiEp6wIXaaJf3ZrC/xnpf9Kbj6clKCeo6x8xuiX92awv8Z6X/AEpuPoP7YuqE7o12Z9QdQ6S6WqnT6O6zTnE9Wpt8hllwee1biVf5MCF5cekz7dFe1aviqaGaeVN2Tsa3ZpUrPvSzxBrM2jhe8j/AoXlKU8hRTuPgBAUq3YGOenEUWVKWVLJJJySfGOw0f02qusGqNr6YUJWyduWpsU9t3BIaC1De4R5JTuUfcIELjykgZMKaecYWl1lakLQoKSpJwUkdCD4R7J60eiQ0FlNEaonTJNbl71otOdm5WoPTinhUHm0by2419kBeCBtxt3DriPGtxBbWUKBBSSCD4GBC9iPRZ9uSsaqS/wB71qzVFzdxUqT76gVWYc3O1CVbGFsOk8qdbGClRyVJCs8p9q96Z+7bqtrSaxJGgXJU6bLVWtTDU8zJzbjKJpCWNyUuhJAWkHkBWRmPKbRXU6q6NarWpqjR9ypi2apLz5bBwXmkrHetZ8ltlaD7lGPXj0qejOp3aCsjTSiaR2dO3JMirvzLnqoAQyytgBLi1qISlJyOSfOBC8Ulr3kk5yTnJOTCYl5q16NXV7QnQKva46p3LQaeukuSTTNEkVqm33C/MIZPeu4S21t7wK9kuZxj2esREWEg4T0gQpS+jI/v19Pf5c7/AEN2Pf8Ac+z0zzHgB6Mj+/X09/lzv9Ddj6AHDhJMCCmL1fvW4kXSzb1utVB5TBwlinvBtxxe3epRJUkYA8MxppLWa8rbwzXfWUJTwW6nKKSU+7vUjar4hSh7416rno7Op79wV+eZk5JxEyliYeUQ33i3EBIKugO1PGTzu46Q6TL0tUGAtlxp9lacgpUFpI/VGeq618Eu2nVU9JSHEA6dkxa4k8+XksOg690efbQuo05xKD0flXEut8efIP0zHbU3UG0KocStdlwr8l092forENnVdNrLq8wqcdoTUtNrACpmRUqWeI8t7ZScRzNd01FKkxNUm555JK0oQzNSyJnvFqIASMbVHr5+fMdIsXadD9lKdBidOOTx7qR6Jlp1IW0tK0kZCkqBB+cXQc8xD9u47htGYm1zT6pZ2Tl3JsLknFp7xLailSVIUAUKKkkBJKgcHmJR2TO1WftOkTdcKDPvSbS5lSE7Uqc2jJA8ATz84toJ+2F0lLWmoeYntyuG63pjzx9MTX0s2Np3bG4/21VpuoKA6/gmQhJ/1yhHocekeV/pd62J7V3Tu0A6D6tRHZtbYPOZiZ2JP+oV9I7E5RdTybapibdp6maLSpFSFBuXk2eo6q2DI+OY6n7mv+TcZknTZSUaQhCCkhKeg8QMZjI7tv8AKV9Iwb587yV5DV14dIXAaElOlFOCcHyMVzjmLSyMgqBOTGTKipJJQ4WgOVEY9wx+qLbqUsFWMEq9kHxzFxakqKu7ThSBgK+OItPj8M2lPOwZPxjmUxyQhKQv2wSU8kYyfpEbaNLN3trtVnZ9HfMy04eD0KWyQkfMpP0iSUwC2pIB5Vkk5iOtkq+4OuVYos60UKmXZpDbiuhV3inW/mUO5+UW+DyGOOoLf1ZdP3VzhDyyKdzf1ZdP3TS62zaG9R7qSEgJStISPD8Uj9ENNMTKS0UAhW1e4YMOfrrLOP39eU0Fe1KvsLVjptOEE/UiGeKyMx6RhxvTMt0H2Xo2HkGmjt0H2Wa+8tEiEnPtDcMeXIP64kh2dEzztkiZlVLWJebdSUZ4xgHjyPMRlMwpxtKB7WzIAPiIlx2ZaO/I2G25OsuI9amXH+7IwdpwAf0RExtwFLr1WjwYEz/RSAoE01XKM21Nq3/iKz1SYtVw3nLKalJarOPS7IAYS8ndsT1ABJixKy8zSc1CnJ7wKGHGD4+8e+EVC+ZB51KHkOSymwNyVIOePLzjIiVzRdq2UByO1WlrrVy1Ftt66Kk4+xKg9ywMpQB44EMXqtqJLUXeA4VvpSUtNA9MdAT4CHTvK+pyosKl6dIrSlKVJD7ySAPeAesRQ1HkZgTCpmZfW4pRUSVeMW1BEKh47VV2KVL4mHJuuDq9ZqFbqTlTqEwXn3SOfyR+SPdHSUFw/c4t5OW/1eH6zHIhPPAjqaESmXJV0WP0DrGvaA0WCxDnFxud0urnfLpSkeA/WYwp1jvJZUwE8ttpOce//iIzJoFaNmRlKin9MWX5wy1KcS1gmbaSwQR0wsHcP5oHzMBNtUx2gv0Uz/Ro2zMCavC8nCQ0GmJAEjjcVFZ/QAfnHd+jcpab07bF43stIW1I06t1ZCyM4emp1tCT7iUOux2XZss06TdmlMzNy4bmnqfM1d9WMFSi2pQJPjwAB8Ir6Hii+s1/U28HEEqMvT5BKj4FS3XVD5+z9BEWm70jnKroH9tUzS+QXpsnHgMQqKJisTFbIihAPBEVggQm/wC0D/cM1B/xZqP9HXHzLx9NHaB/uGag/wCLNR/o64+ZeBC7TRL+7NYX+M9L/pTce43pQ5aYmOxXfRYzhlcg44f4nrbQ/WRHhzol/dmsL/Gel/0puPo71w0zp+smkN36W1JwNNXNSJmnoeIz3DqkHunceJQ4ELH8mBC+ZBQwYkp6OOqU+kdtXS2bqTyGmFVGZlgpZ4716SfaaHxLi0Ae8iGAuq2K3Zly1S0rikXJOqUacdkZthYILbrailQ5944PiOYt0C4Kxa1cp9x0CfckqlSppqclJlrhbLzagpCh8CAYEL6iqzNylPpE7PzriW5eWl3HXlqOAlCUkkn5CPltqSgufmFJOQXVEfAk4ib+rnpbNa9U9G39LmbQolAqNWlBI1mvSbzi3Jhgpw4GWlcMFwcKJUvAUoJwSCIMKO45gQqDPQZj6hdPJZ+SsO2pKbSUzEvR5Np4HwWllAI+oj56uxjofMdoHtE2dYLkiqYo6Z9uo1z2cpFOYUFvJJHTeB3Y96xH0bJTtxjGAPKBCiN6VrjsQ3rj/wB9pH/mDEeCRj3t9K3/AHkN6/8A62kf+YMR4JGBClN6Mj+/X09/lzv9Ddj3qu6pfcm2alPpXtWzLLKDn8fGE/pIjwV9GR/frae/y53+hux7e651xqjWDNPOglClblhJwpSEJK1AfzP1QyQ2YSo9U/s4Hu8FHFysVCWl3592QYck2VLSEocUl4oSrbwkjC8kHAyPLmKMzlLpEw+/T356kobcLSnpVTjLG4KwckewPa/KAyfOMOXpk3JPyP3YdZcRMO9+62wXG20uJ/C52qWoEBac5G3wznmM52jXOKTLy87SixTav+EbmFH2ltOEuuIUlBVhZb3ckpBOcDgiKg2580VGDUNNIyOcPhc2PM4jvXdy2vYHXey6iUvG/acsKYrMpUmUdWp6W2LP/wC62Rj+YYzpzU2qzKZL1ijPyUxLPh7vJciaYeyhaChaN7SyMLJGD9pKTg4wWyUuSdbmWEykw5VJmaWpqZl2lOJVudIbJeaykJSjYPbIICeY5K49VLkotzzbFN9WmJVD5ZEo42DgpX3fsrThWVEZ9rcBuxjiEZRMlNw0afRU9fU1OCQxPFQHiQbDXL4FOi60/dNySsojvFKrM3J09K3GO5U6EbnnXSjJ27lqeV8CMk8Ey/lmG5dhthpAS22kISkdAAMARGvSWnGt6pS76kENUaSU7jnG9w8kjzAS3j/nDEl0njJGM8xY0jMrNl3wguma+pfu4pRIAyY8dPSB1xF49u9VEQ4VigS1Goyk44SAj1xQ9/E0THsWroeMx4g6n1FF6duS/wCvqJU21cFQwonOUy6PVW/0IR+iHVb8kD3eBU6uk7Glkk6NP2XdlSzycxTJ8zFzaSPsmDYry/VHnQdbZeLkk7apyD0i0hXeZGOmDF1RHQRZQe7mCj8UjpFEd1KKqoYZKB1wMmLLGSFrKVHJ6wt51aVKCE5CxtEIRllhecj7IHPTIzHPQnRNOqsrUXHFE+B4hp9adO52tNsXfa+WKzIKQlZbWGy+MjZ7XgtJ6H4ggw41YuS37aZXM3BWpKQTt3D1h5Le74A8n5Qyl/8Aass2ny0zTLTp7tcmVoKO+XlqVSfcftqI9wHxixwumrHztkpmE/a3irHDKesdM19Own7WUbL6uOuuVuvNXHLrTUp5llmYBAHtIcScn47D9Y1tm6WXZequ/pckUSQVgzDnCeOoA6mFXJcVSumqOViqrSp90/ipwEjOQB48e8mJCdmC4JCoUCZtd9KRNSbqn2cj7bauv0OY9GqpZaCjzsb3tF7Bg1GyeRsUumnusOxNALft3bN1VAqM2OdzqcJQfIJ/rMP5ZlDbakA2hoIB4ACcYAisvRQ+vcUfaV4R3Vt0ltuVSkNkFORzGLnrJap2aQ3W6jp46ZuVgsFhCQAY5BynjjiMN5LLbfdrR08c8x0szLqRlI+cc3Oy70y+UhBAiM4kaKQwX1Te3BR/X5taENJSknkxHTXGkKlHFJSnKQooBES7m6Z6u0t1QHIxEfdZqIqalF7UABtGSffzFvhc1pRcqFiMYdC5RTLZRuSRygRvqO4EywUTwhJz8I1k60lqcdZHTcU/QxkUlaltOtg8YIEboahYUixsthMgpBUk5BAwfPkEH6RvtNrXcvi56RZ7TQWqp1FhjP5LZcTvP0BjnWXkzEsnjhGT8iI7jQ+uotq96NWvZD0hVZXcT0U0pzY4PosnP8WGTXawkLhUX7J2VestxW4JuwanaNOAT31Jep8uPBOWihOIY/0SWo9Hta9b40cuF9uRq9YDM5ItvK2qeeld7bzIz1WlJCtvXCVn8UxImVd72VaeSftgEH3GIj9pvs43VTLuGu2iiZhisMTKajOy0irbMNTKMETcukfaJIytI5JyrB3KiFRyhps7ms3glY2F7opTbMvXRByIVHnX2fvSv25MyjFtdoyhzdIqLA7ldfpsqXZZ1SeCX5dP4VlZI52JWnOchAiYFjdqLs+6kFlFn6v2xOvPna3LKnkMvrV5Btzasn3ARZ77LV2KdSCEJXvAUkggwofGBNuuA7QHOh2oA87aqP8AR1x8y5GDjMfVDOyUnUpR6QqEozNS0whTTzLyAtDiCMFKknggjqDHEjQLQkDH9hWw/wD+OSf7OBKvnI0SH/3zWF/jNS/6U3H05YKuoHHSOIY0K0RlH2puU0csdh9haXGnW7flELQtJyFJIbyCCMgiO2yAPIQIXnp6Rb0dMzrZNTOteiUnLovVDA+69I3BtNaSgey42T7KZgJ9nkhKwE8hQ9rx6uK1rhtCrzFv3VRJ+kVKVWUPSk7LqZdQoHHKVgEcg/SPqPI5yeYaXWqk9mq4pNUlrdb9mVnuRlLVVkmZmYb46tjaXEHHinEc5Zo4G5pXBo8VzklZC3NIQB4r5tyjBIKhxxHbaTaKana4XOxaOl9n1Cu1B5aUH1do9yyD+O66fYbSOpKiI9T67p/2C6FVVTFi9lul1N9tWUv1SbmRKk+YYW6sKT7lJT8I6qjdoq5bQlmqPp3aNoWnSGOG6fSaQhlnHlhJSPpiKOfifDoHZc+byF1TT8R0EBy5r+QunV7C/Yqt/sj2G8ioPylWvmvhK61VmUkoQkD2ZVgqAPcpOTkgFajk4wkJlFHJaZ3gu+rGo91LlvVnKjLhbrY4CXASlW3P4uQce6Mu5b+s+zkd5c9ySNOBGQl55IWr4I+0fkIuRUxGITE2aRe503VuKiMxCa9mkXudN1Gb0rWT2Ir0AGcztI/8wYjwTUADjMfQtqP2pNHKxT3rdfs1V5yLhSpyXn5NoyS1JIKcpeBJIIBB2cEZzHJad312b7yuWStqrdm+y6S7UXQxLvoosi+1vP2QsllJGTxwDyR8RBGN0BkEQlBJUEY1QGQRCUXK8vPRkgjtq6eng+3O+P8A8m7HsP2kqtlVMowmxLNnl10hB2BxYSeFgpzhKhyMe0Icii6QaS2zUma1bml1pUqoS5JZm5KiSzDzZIIJStCApOQSOD0MMVrhUpef1CVLTs85LSDLa0qcS+ppJdQGwlClDAx7bh2q6lI4ibUGzLKa+I1MsdO213OaNdBvzK4NqkhM+9QZZIm1zLEtLsHcWShU04trPs/g+AlSipKAQB45jtrtqd2yMiKFdjUiwGJc+rTLGe6eKvwacDJUCMgcoTnvMJB5A56zqJO1eoysnb03Kyj6ZqYnWp5Ms3gJZwkL2oAQskqCckHg9CRG2rj9zzlalJertM1SqyU4wtLEu2stvolHO9T7SEZT7SuVbOFDbtOOamQhzwARoPquWLSXmmyNLLkMABzCwtcajztZXqpcVFqdCkZaToTsjUKMydy32miXNjCmg2FIUVYJXuGQP3rkDIiP9r1qaq+oVOkJ1mTqqH5twqE3LNuOsoQlau8SvAWCCEjkkc4AGYebV6+F1GizM8JGZpU0EokVJUshaVgKccAUnChlvISSEnJ6DglsNL6xWnU3AZidcmW5WTbLC5hXeuIfcKhjerKscDjOImUbMsLnkWJ6rH47MJa1sDXXsBqBa9uqlZ2b5D1qTrd0KTkTk13Uusjq2nICh7lJDavmIe0COK0borNF0/pks02EJWjekD8joj/RCY7bETohZgWvw+LsqZg8L+qtTj6ZWVemV/ZaQVn4AZjwg0umHLi1Zu+5nHFOOTD02+HFc572ZK+vwAj2w1quNNn6O3xdbjmxNGtypT+f+alnF/8A0x4m9m6RKJOrziwVbSwwlR9yVEj9I+sQsWfkpH/5zUPiCXs8NkPWw9SE85UT9lZ/RBlf5Z+givKuVHMVwIwJB5Lydpy7JwnRtST+qEJUC0VKTwAcYPHxhaiN21XQDOY1tWrEhb9Dnq3V30MSUkwuYmFK8EAE4HvPQDzIiksXENG5UgauACwrruqg2nRVVevz7clKMYypZ9pS/BKR1KvcIihqz2mrmu9ZptnuzlCprS1ZW3M4mZkeClqSBsH8VJ8epjhtT9TK3qPcT9SqLqkSaFESUqCdjLXgP5RHU9SfdxHFFJIwDxHoeD8OxUbRLUAOf05BegYTw/HStElRq/2CVOT07Uphc3PzTkw8vlTjqytavio8xjwspwITjEaYNDRZugWkaGtFmjRGB4xvLKuyoWVX5WvU50hxhY3IHRSfERpCOPhCFA+BhsjGyMLHbFdY3uicHN3CnVZuq9PuCjMVSXbA7zhQB4C/GOyk9RGpbCw1nPBOYghp/qRVrBqfrMs0iZknSBMSrnRafMH8VXviU9l3rY99ygXRJttE2AFPSr3suNgckkeI68xhcSwuWleXsF2+C3OH4jFWMDXmzk7n7vJCdASV7D1PMZslVpJ0halp4jhH6CyUAtI4I3Jx15i7L06Yl2yd7mR74pC65VuIbDRdPdlYknFFxC04SnATjEMRqZVZRdPdZSoEuDBHlk/8IcaYlg+FIfWVq+McbdlpSkzT31HhWxWOM8+ES6SQMkBPVRqiEujIUN7iQ01UMoTkqJxGDTXdr2FcZODG9vikGkVx+WUCSkkp8sdY5hlZSs4PJj0anOZgcOa8/qW5ZSOi2si9tW8x1z7PyEZ1JnXZWZJZWQpTh3e0QPqI1LCkKf7zkADn3xfaJayEnlSkkH5x2IBFio5AOhXo1ot28NKa5TZO3b/W7alSk2kS/ezGXZR4jjKXE8p8/aAx5mJOW/cdu3VT261bFckarIucomJOYS82fmk4+UeHs6ds6+EnjcTzHQWJqDeendURWLIuSoUebB9pcq+UJdHktH2VjnoQYhPogTdqoqnBGPu6I2PivWzUTs76RanTK6ldNpNfdNY2rnpRZlphfGAVqR9vA6bwrHhjxYi9PR52vMMOTFnahTlOSgFapepyaZtopA5G5BQocDrhXwMdn2Ye1XbepliMS9+XHKSV109Rany8nuGn0lR7t1J+yMjAIyAFA8AERISVm5GpS/rMjNsTTSxwtlxLiFfNJIMQjNJCcl9VS/GVVC4xB5uOv/agzZ9gdtnSSnGa0c1GqszSWSUtS1Hra1y3s+AlJoBAPToj5mO6p/pGu2LpE61Kar2LI1NkEJUavSXZFbnXhEw1hvPv2q+EShnJqi2rTA66EScqlQGxpH4x8gkfH6Rg3Rb0lfVAalUze1hwpfbXs3oUMdCk4yCDAMSlYwtIDngbDS/qpkfEM7RaRocfRaHTv0umkFabba1J08uO1Zo4C3ZNbdTlc+5YDbv+qiRdhdsrsxajONStuaw283OPKARKVF/1F5aj4JS+Ebz/ACcxFSsdmzs/zVPlqdcdo0dMyoFImUESbryyeSChScnn3+EMrqT2C6M5PB3TuoVOWl3UY7qbWiaQhXOQc7FYIxglSokDFIgzNICDpcDW1+tlYx4/SuAz3B9V6+B1t9lLrDiVoWApKknII8wYZrtCazXPpKik/cGgys01Ug8FzcyVd20tG0hOE4ySCT1H2Y8zaT2cO17oylD2k2pEy3LtArTK0mtuyzY8f3hza2Sfn88xauPtjdru25BVoa027J3FS2JhBdRX6StC0KSf8HNSi28K5wFEr69D0h1c59TTmOlkDXnY35qRUzCsp3Mo5QHnZSZujtCas3clTE3dUzJSzgILNOPq6ce9Sfb/ANKNdZ2ldz3y6s0qXfmFrIUVttl1sZPtFTiTtCvHBPPPIxzxOkHpAOzNRVsKvfs9VOmTgwVTUvPIrDYWPxgHg2pJ8RgH4xMrT3t2dk+/e4k6XqzSKLMu4SiUroNMVuPRKVPBLaj4YSoxm4uGampOeulzeA1/z6Kii4bqKh2eulv4DX3TdVfs7S2ntlVC87umkp9QY3NpcXvcddUdqEd2khLeVEc73OPLwYORXJJnG3qoy6+xncplhYbWs+CdxB2jzOCR4CJ8a12q5q1phN0i0qjJzUw44zNSy0PpU06UKBwVDIwU5wfPERq0v7Mlb1Bbnp+pXHKUuVp1Tm6TOIbb759MxLOlpxAHCQNwJBycgpOOYgYtgUwqGRUMd2238fFQMVwSQVDIqKK7bb+PiuWOuWpMtbslaFArKqTTZJr1dpqTGx5Sc55d5Xk58MdeI21t6FXTdRMxVqm43WJpXeuyzwW7MMtkfvrwG5e5X4qVBII53g8RLaytE7FsSSl2aPTAqZaSA5NqwHniPxlKTg/IcR2rMpLSjQblGGmkAk7W0BI568CLSm4allDTXSF1uV9AOisafh2WUA1shdblfQBee2p9t2vZFRTaNNTMzNUltqqhMu7UIQojOxCAtRHUZCjkdMQnR9Fry16SNwXpcLVPplJdTNlBStT0w4jlCEhIPG7BJPgMeMd1qV2eNUqjqRWZih26qfkqjOOTTM4mYbS2ELUVYVuUCCM88fWLlN7H2oU06w3U6zQ5B1zKi0p1brgQMBSglIGcbgOuMkecZoYbXfGl0MBs06aaaba6XWe/D6sVZfFDo06aaaeOl06ta7ZGnMgkopNKrFTWOAQ0hls/NZ3fohj6rrHSrnuCoVX1ap0cTbxeDTbyJtvnqTlCSOecDPxh6bW7HVs01o/uluabqbgI2+rSrUskD37u8UfkoD3Q4bWhNgpLKJiSmJhlgJCJd13LGE9MoHB+B4jVRwY3UHNM5rfCwWikosYrgDO5rQNbKOluVCv1ZhVxW/LPTjMjul1T9LK2XWdwSpSXG1+ztICCQVKBwOOBGdJXi5Qqq1XnXmkTCG3GlCqoUyl3vVhRw8BtQoqB6bup9nmJU23adCtKn/cugU9mUlitThQ22lIKj1PAAi3VLItas71VCiSy1uDCnAjas/EpxFwyjcYwJbF3OysI8NqYWtMcuoIPO11DPV5u4Llpnr1PphednHVuzDUq53gSSpGwpJCSrCEJRnAyATgZxGn0ztyo06kolKhILlZuuVhtptpwYX3bScjcOcZDThH8oRKKr9nC13N71uT8xSFnJ2Nk92fkkp595yY01t6GXNS70p1RqdSTOU6TC194p1JUF7mykBIQCc7SMqJIAI5zHVsckcYiA0VRPhNTJVfESC5PNPfSZJum02WprAw3KsoZR/JSkAfqjLhCAACAekLictm0ZRZRv9IZdDlrdj7UOZZSC5UZWVpATnGUzc2yw58+7cWflHnV2XdPJiq6fuVx+dSwzPVF5TeElSilAS2fLHtJVEzfSwV00/s2yFFQvmr3JJoUn8pDSHHP+8lB+UMT2eaaml6MWrLpRt72UVNH4uurc/8AriqxcAwBh5lZ/iYg0QYeZWW7pg2pCyzVlhY+yFt8KPxB4jW/2Na3/wC8S3/Xr/8ATDmYxFYzXw0fRef/AA8fRcS+sAIB4BVkn3QwXa9u77n2lI2xKqI+7D/fOgHqy0QcH3bin6Q/LzbSUFxbpxgpwecRCbtR3E7V9UZmnlwlmjyzUk2kHgHBWs/HcvH+SIquHKcVGIC+zQT/AArPh+nFRXtJ2FymgUv2jyeIqlXviyVjPIBMCXB5R6evSnG6uqIxxCVeEU3g+EUKskQICqVcQhS8RVXSLRBPjAlVS4U8g4+EZFPqU9IzSJqQm3GJhtQUhxtWFJPmCIxCgk4iiMtK356QEX0Kc1xadE8tudoy96AwwxVGmKiwlxCXHFg7wjxxg4zD1Wrrlbtyy/eInW2CcAIdVtVn4H9Y4iGMw6t9OErUOc/Pzi0lJSrvEur3DocmKeqwSmqdWixVzS43U02jzmHip2zOoVrSran5urSjKQMlTjoT+uG6vPtFWLKsqlqOmYqj5BBLaClsH+Uf6sxF1x6Yfx3rzi8flKJiyoFMR4OHoIzd7r/Zd5+IJpG2Y2y2N43NOXRV11GZYbl0r6Nt54HgCT1P0jRJJCsxcd56xbHSL5jAwZW7Kie90ji525V9pRwo59oDIjNQ4gbSTxwfn1jWpJChg9Yvuqw2BDk1IeV3z63TwVkniFoGB8OYtt88mLySAPCDZIVvrUuaoWrW5atSSzlpYC0+DiCfaQfcR+oRNawbjcnqQxXKFPTDLczhxC23ChWCMgHBHPnEDAcnmJZdmmrfdCwFyil5ckJtxo5PgQFD9Zigx6H+iJRuFkuK6YOphO3cEA+RUgpTUq72keqTdRTUZUgBTE82l1Jx05PtD5EQ5Nn6rV6q095bdloflaa2C8qRfSjYnBPCFnJOAeATwIZDaF7/AG0p2pCsEdeeg9/+4xmSFaqtKbmGqdUZmWRNN928GnCkOJ8j59T9TGZiqXROzXWCiqnxOuSnYq11afX9UJSZfr0zS3GBsWiYllbVDOeFjhJ8Mnzh15Ko02cS2qQn5V8LTubLbyV5A4yCDyIit+5+uIo6LgXT3BTnFlsTJxsJzjpnOM8Zx1jpmtS5lixW7MbkG2nEDambS5hW3cVZwBwecZz74701SInukc3vH3UqGtyEmQWTiPUC9V6gGeSHxKCa399vw2JfP2eT5cY655juqmy3Kys3U2qe0/PNsOFGUDe4QnIQfPPSI9Uu/r5tp1lL9Wn/AFdZBLcygrC0eO0uAnp0wY7V6+rWs59qpUO4p2tidJDsm4vlAP46lEYCvdjPWCnfHCHZeZ1JI0vpoOa6wVcbQXNuPNcvRdPbH1HuRcneVi0WqImULdedEmhhxtQGQoONbVDnA6xx+qvYh0ppdIdrNt1uvUh5awhqWW4ibl8qJPIWO8GAD1WYeiW1QpVblnJK0KUuXrj/AAG32mxvH4xSQrCiAOAcE56RtLemZ655Sdtq+JcBaEoW2HAGnTySCkDxBHXEdaWrlpmGnZIXPds7l5KfS4lPTt7OGU368lDazezp2gLcmJh3R3URUi8wkOBmTqj1OUvJ8ADs3ZHiofGJ6+jBrl1V/Ru7pu8qk/UKr+7SfM3NPPB5bswUNd6orBIUSsH2gSD1BOcwymvGoVu9nOwZk0XvHK7XW3GJLvHApwL247zpjCN27pjIx4gRKbsAaVVXSXsyW1TLilFytZrina9PMOAhxpUydzaFg8hYaDYUPBW4eEabCpKmSD/Um7hpey2uDVNVVQl9T9LBSLxCSPZwDzCsjzhiO0X2xtGezdSX1XRXBVbi2f2pb1McS5OPL8N/O1lAyCVLI46BRwk2RF9FcJydTdTbL0gsqpX9f1cZplHpTRdddcI3OK/FabT1ccUcJShOVKJAHWOQ0Fmb6vWnTOsOodMXRZq6EoVRqCpWVUmkjllLvnMO5713wTlCB9gk+bWptK7V3bTW3qPX56kW9TpRzvLcth+cclu6a6+sJCUKJWT/AIR3Cjg7dqNudfbnaa9ILojOKo1QqNYr0tKHYZStSLdWQUp6kPt/hvDxdxjwjl8RDe2YX81HbVU73ZQ8X6XXsiAMCKkAx5k2b6X64Kc+mn6qaLtuOIA71dHnVMvJHn3L46+4rHxiRunXpLeylfrLYqN5T1nzzhAMpcMitjaf+fa7xj/WZ90dt1ItzClTiDAjnbS1FsK+2fWbLvSiVxrAOZCfafxnzCFEiOiyPMQIsqFIPMGxPl1iuR5iKwIVAMQHpBkQZHTIgQvN/wBMTXgii6Z2q25hc1OVGoKT5pabab/W9FuxZA0qyaDTlJ2ql6bLNkeRDaeIbP0mV2s6pdqy2NL6AtM0bbkZalvFB+xOzb3eOpP8lr1ck+e4eEPO22lptDaBhKEhIHuHEUuLO/S3zWU4of3Y4/MoycZim5XuhcEUyx64dYQXUb+nKjHnVqjUvuvqDcVRyrD1SmMBR6ALI/qj0OdWXCXVHlKgB8PGPNa5HjMVqovk8uTTq/qsmI3B4a+WWToAP89Ff8JMHaSu6ABaw/azFAoA9YQScxZcUQTzG8W53WSpzaQnPJ6QoKWeojGYUVp7xRyScfARfz0gQrm4gcwhSh1zFeTgAZJOAPOELQ4hRSpJBGcg+GOv9cF0X5JWeAfOKKAMbKq0ZmnUig1NL61O1iUfmnGyAA0ETTzCQD1Oe5UeY1SnBjJ4hLoRtEU8DFCsAj2gMjPPHl/vgMKlsVX2vxVYhKgo9TmFHIJGPsjOPGE7gcjI8oEWWM6CBFtGTwYyXRkDHOfGMRDiMFYVkCBOCuFBC0GFuklWBC1N4IOegziLeN6s9IEJQBA5hR6CErPGIQhZOc+ECYr4V5Q/PZSrSma3WaE4rLc3KomAn+M0rBx7yHP0CGFQQOsOn2c5tTGp0k0j7L8u82rnw2E/rAiDibO0pHg9PsqzGou1w+Vvhf0speE5iuQE/Zzx0hMKHSPPzsvIiNFnGuVVVKTQl1CYNNQ53oY3ewF8+HzJx5wuepFWoapVyp0tcsX0B5nvU8LTxzjxHT6xriARggdQY2U3Va3cbsrLT07MzzjKUy0sgncoDgBCQOvQD6QrTm3OvJLmvqTqumvjUeevyUkJFdFallSyy4oodLinFkY9kbRtHPTnw8o1dlu0WQuiUdutgiRbKg6hxskJVj2SpPiAcZGPKMSkz0/Z1zMTkzIETVOe3LlnwUKzjofyevB+Bi9e1zi8K85X1SSJPvGkJDfebs7c8lWBk+/EdS8k53G5uNE8vJIkcbm+3gttqdU7PqNclpizmmmUIaxMLYb7psuZyCkcc46kAZ48oaW8dc6TprPq3yE5V7mS21MyQW5iXaVvzveUfaVgJ4QBz4kQ92ldrInFztUrFnv1OV9W/tYONBLbiyRnaVEZ4xz4cx2z2gmk9dp8t+6rTyizk4EElx1sqca3HJQlzIVtHQDOOvvzZUMTZZxLKNNTYK3wuKN04nqm3b0GmqhXpdq5ptdWsyNXe1ZWq7WZSkKbmKfQ6TTkvNzDqVFSGzvcQhplB9opyVLUfaPB3TCvH0wlgSTK29OtHLgqLowAuuT0vT2kj8oBkvk/D2fjHC3ZoBonQLkkpCQ0np7rTyUr9uZmld4VKxhP4XGenHvhxhoNoRa5brzdi0Kk+pgK9Z7pKcEeKlq5/TzF8zFonZmRNvl+nutq3iGma3JEw93yCZWt9rTt29pVDlI0/pS7Pok77BmaRLqlNqD1/t107xx4tEK44jdaOdkizrLrTFy6o1UXZc5cD5D6VrkW5jOd29wZfWDn2l+IztziHk1BuKvS1nitWmWW5MtJWqZ3EOIaOAkoSRgdR1PHl4w2NQ1hn52yHLRNPCplct6q9Oqe3qU34naRnJHjuPiYiVWLOB7M6e91T1/EcryYmjKPuuzZsW7EXl6+sJSyma79c0HMAo3ZwB16YGMfohzprvGpZ5+XZ3zCW1BPgVEDgH3H+uIsylc1DsGckRPTFYlKe84h1DDylhDjWRvCQrgHHl0zDhO6n27bT6ahZjM5OuTZ/tpiccUltI65TnJC/DPIwT58U1O6Kka61+8dbnUX81QMnjiBO1+u6zqHRpbUioTlM1CtKlVySDaisT9MaUWl5GEoUU5B6+/xjjNQ+xtoQKXN1qmUirUZTSSvbT51SkFROANru8JGT4YHu8I71rXCnVSVVLsSC6fPuAIaU+4lTAWfErOMePJEb+1rwp9akXaXclWpCpxSy2pnv2yHUEDoMlKuvh9IlUdUYGdgyQlxvZym0mIywjJFKb9VDyV7FN2T8gq5NK9QmWp2VfISxPh2UcSsAEKTMs7snBGDsTg+I6x0Mnqb6RXs+MJSu669WKSwoISJ91qtskeHtubnwODxuT8Il3ValRrKpSHTIdxLlzaluWaABJ5zjgeHWMmep9Nualtsz7Bdlndr7YJKVJJHBBHIOD+mLKCvnZH2ZcHPAG+l1dQY9VMGVxDio9Wp6W/VS2Zlqnap6O0ypLGO8VKTD1MmAnxUEOJcCvcPZB84kfYPpSOy7d6EN16fr9nzSgN7dYp25oHODh2XU4jHvUUn3RgVi0rXuKlChXDb1Mq1OSkN+qz8s2+2AMYwlaSPCGmubsa6CXEHFMWu9RnHDnfTZpbQSfcg5QPgE4iyZWtsM41VtDj0LwBK0g+CnFbXaH0Iu6QNTt7V+0JuXSNy1CrsoUgfxkrUFJ+YEMP2mfSKaPaR23PU/Ta4Kbel5PJLMpLyLvfSUqsjh195HslKeuxKtyjgeyMqEPa56OimPzaXLd1WflGASdk/RkTTn85DrQ/0YTKdl7R/TCqtsV2cnrwqLWFPImGW25NB4O0tA+15kKUocjiEqMRp6aPtHldpscoYIzIXX8Oa5vs3WDdV3XjUdfNRFuTE5UXnZmTdmEjvJmZe3d7M7fBOCUp/lHHAESc8TwB8I0MteNEG1lQdlk4CUpU2NqQOgGDwI3jTzLyUuNOBaFDcFJOQR7vOM7LWtrnmRp0WGrsQdiMxmP08kvwzmMP7sUn/APMpb/rBHEXneyXiul0V1SkJyl59Ixu8Nqf0gw33qzv56c+giG+pa02Auq19Q1ps0XXfqKkoUQfNUeaVSWVzr6ieVOKPyyY9KZwlmVedPAQ2pX0BjzQm1hTneA/bJV9YfwWNJj/x/darhAX7U+X7rFWrEWHF84z1MLdPtZ90WXfsn4RultVelAO7OfBRjIyPCMeVUC2R45i7u2+0CAc9SekAQt7Z1Fm7kuqjUOSSpb05PMtDaMlI3AqUfcE5Pyh3u1dp1TLZuOQuujyolpatBaJppAwj1hHO8eW5JGR5g+cOJ2aNFRa1PYv6405q1RYCpNlSeJRlY6n+OsYz5JOOpjn+2VdVPU1RLQZfS7Oturnn0pIJaQU7EA+W7k/KMmcVdV4xHDTasbcH9/RZb8UdVYsyKn1a24P7+iYu+GBJSlpU/nLFty7qvjMPvzP6n4cuw9N7PrHZB1U1MqFIS7clBuChSFMnC4sFhp9Z75ISDtVuHmDjwhs9SFldapaDkBq2aEkfA02XV+sn6w+Onhx6PrV0g8m+Le+m1Uauy1Kj7aM/RKXcchPXJSU1OmNzAE5LEHK2jkK24IOQDke/EbXVKyE2Nc3q9Nc9ao1SbE9SJoHch+WXkpwodVJ4B8ennHI+fvMPzopcVtXNbL1vagyLk6zYiHbjpysbj3DacusKHindtUB49DwIgVsklMRUN1GxA9iPr91BrJH0x+IbcjYjr0I8j91x93WxQNPbCodIqsi3MXXXFoqs2pZO+Qks4baxngrwSc89fdEjO0NqXofobqtPab0zseacViRkqdSZuXqE49OodmUzVOl5hSiEObeFvLTx+TEPrzumo3ncdRuequKVMVBxThTnhtPRKB7kpwPlE3O1zJdj5GpNEmtYXdXU3LOWbb77/wC5tymiSLfqLaWyA+2V7tqOecZHESKaN7I7ym7jqfry+ik00b2MvIbuOp+v8KLmqesunV+z1vKofZ8tGxmaTPB+f+4j8ys1BklOWnA6ojACVYI59oxJTtJahdm/s/613FpUx2JrKrEnSTLKlKgusTbDj7T0u24FEDcAcuEceURT1lb7PSF05WgsxqAtvY4KiLtMmVBWU7O5MslIxjfnd7sRMntaWx2Qbi1LpNwatasX9bd0VW0qFOvsUq3m52U7tck3sUFlQVkgcjjESFIUO9Yb9091EuGTqunej8jp1KMSQl5mnSVUcnWn3QtSu+y4hJQrCgkgZGEDp4t4nAPMOnrHaXZ+txFJm9D9X63eTsyt4VFiqW6umGTSkJ7tSSVEOFRKwQOm0ecNcUkqKiAM88QgN0pCtvKwDiEtkbfjFZlOCIQiFTCLLISQTzDk9n7I1TpW08bXv/DVDZJhz+zwndqdTTn7Lb5/1ZiJXf8Ajv8AIqBielFL/wASpixUHEWgo+cKB56x54vIFcJELYfclnkTEu4W3W1BaFp4KVA5BEWQcDkQoH3fogt0TSLLLfmKlWJ12bmFPzs08S46ogrWvA5J+AjMoldRTSUO05LyVpIKm3C07gjgb8K9nzGOY18rOzlPdMxIzTku7tKN7aiDtIwRx5jiLHUYJz7jCH3TQbajdOrT9e6xKS7UtNUGVme6QEZQ+tBIHmSFRno1ibqSVVN6ou0hyTTlqRQ36wiaUfNeE7efZ5HHXJPENhT643JUapUddLk31VDu9sy6klxnaSfYPhmNWNivtgEeRiV8VJlDc2g+ik/FytAs66cWra3XbO+xLNyEgAfYW2zvWOPylEgfHAguahLqllSl7VC8l1CZWU7pZftpQpRwUIweCOc8eHgI5SZctUWxJiSZnU1wPrM0tZHclrJxj3/Y+is+EahTmAFKTnb7XPiIQyvdcSHNcdU10z3EiQ3v4rcO3fcExQm7bdqbq6e3ja1tGMA8DOMkA9BF657OuCynJN6rSrLZe5aKXAsbk4JSR5jIi3dVvs2/NS8uxWpSoesSyXlKl8+xuPIPX9fyi1OVO47vmZGSn6jM1B5OGZZtRBIKiBgA+J45PzhhIAs++YWsmX0s++bktjqBqDPagsyMg7TWpdMoSpIaUVlbqgBnoMA9NvPWNVbEzKUquyU3XaeuYlZVwF6XKclQxjofI84PXEVkXanZ1wtTi5dLVQpr+Sw+gFIUOMKHXx8D5ERW5rgeuatzNcnWm2nZopyhoEISEgJAGST4DqYHSl1nOPeHgldLn1duFm3zUqBV7idn7bkFScmtCU90EhAK8cq2jp4frjFtmmUKq1X1Gv1j7myhQtXfgb/bA4BEWKFOUKUnu9rNLcn5RTS09yhxTftkeyrcI1+4AkISQVDqfCG57u7Q8+SYX3Ochben1mtycyabQ6nOONqXsbbaJ2Oc8ZbOQM9en6oeq3rluaRkkIrc2ieeBytSkBOP4oKQM/HmOHsShJkpD7rTDYMxMJ9nP4iPd55jq9xPI4B5xFhStcwZ77qwpWuaM1/outYvCTWUmblFNnPCkkLx8OIyJq8rdk5ZU1NVANNo5O5Cs/IAdY4WammJJhczMuBttA5P9XxhvK5XH6y+Dy3Lo4ba/rPvh1TiXwrepUiSsdGNd04lzazNuMLkrXlnEuKGPWneNoP5KOufj9Iat552YcW886pbjiipaycqUfMmEeOfHzg6dIzdTVy1ZvKb+HJV00zpzdyB7PTiLq6lUmKe/KSc0ttLieQP048s+6LUUPOOfGOMbzG64XMEjZc8cpyDz74RuV+UfrF2bSBMOpHQKPEWNvvi3AuAU5rQd111yzgk7Yq8y4pWGJF9xPP2cNqP9UearpI2hXUCPQ7VqaMnpfdcyFYUmjzaUn3qaUB+kx54PqBPHSLjgxv9CV3iB7Ld8IttFK/xA9lZdwRmMZxfl4RkOcpjCcV1HyjaLXrLk3dwWjaPAxfyhK0qcQFJCgSPcOv6Iwqec71eOMRlqORCEXCCLixXoNqRqJJWLZSa7INJmZmdLMvSZdA4fecx3fTwA5OPAACIS6qUm5KJqBWZK7pxU5VO+756YOcOhadyVJHgnBGB0GMeEO7pLfEpqdc+nFpV0KLlqNzj6g4PYmXG0I9WPvKUhRP8jMcF2jLoTdOrVXeZb7timhFMb4wVd1kKUf8ALUv5YjJ4JSuw+rMDhqQST9bNH3Ky2C0jsPqTA4akEk//AF3R+60WpgT91KDMoOUTNr0VQI8SiTbaV9FNkfKJJdmjT+4NYOxvq1ppZr9INembroU7Ly9QqjEilbbaVd4re8pI4AiMd3OLfodkzaxyaAtrP/N1GcQP9FKYxaNQKbP23XK3N19iUnJHuRISS1pCpxRUS71OQEIGRgHJIEa1auyfsej47QSB/bE/p3LDnIdven5H0WYa/RablmkXt6y+2yH7QqTbfeLCdyikYSPMnyji56lyTUtSnm5pKvXgpT7qnUqS0oL2lJbTlY2jCiT1zwOOdiu36Om6qjREzylycj3pl1CcYBmwk4Th3Hdo3D2+hwBt5PMcp4fiIzHe17e2v7LjPD28Zj629tVzCyMKSnnIx8Ikl2+alTaxrDb0zSqhLTrTdhW60pcu6lxKVplcKSSkkZB6jwhlqbbFv1FdfL1zMMtUlE0qXWpaAZoIZfU3gE5UVuNsownP76PjGO5btFl7EZuhNyMqqa5r1dVMBTvSgleHDznHsHw8U/lCOg2XZosFzLjaQhWeDjxie/aj7JvaB1mu+0r50zsH7u0Vdh27KCYZqskg981JIStBbceSsEHjlMQsmKLRnqhRJCXqjiG52ntzE664626GHDuJRwE44CfZJzlWPea0u3kTtnTt0KuxEvMSS1J+5uT3jjYLKUuJwrpudKSMZGEkbgVbVSrstU+y3r9orRWbm1Q0zqNApUxMplG5t91lxtTygSlALa1ckJP0hrQQeM5jobjo1XpVsUGozVanpmWrAdcTLun8A0tsIPsfhFFRw6ASUJwcgFWDjmgsjGTmEslukTagMfCLKSVdIpNKyoc+MVQcCFTbK8lXgfGHT7O3s6m08Hxaf/8ADMNYnHU+EOZ2fHg3qhTAropt9P8Aq1RFrh/pn+RVfigvRygfKVMPIhSCCYtbvdCkKJJjz4iy8iLVeJ54MKyRFoHzMVBzDU1XdwMGR5QgHwhQOISyTKFUkDwhffKLQZ7toAKKt20bj7s4ziEbiT0hPOesFk0hL9r3RkThkt7X3PVMBAbRv73bnvMe3jH4uenjiMYfHMVg0CS1kpIC3EoU6G0nqtRwlI8zgdB7gTCg4qVmA5LzPtsuZQ62SDkHhSc4I8COhi1tTnOOcYivPmYS5Sa7pcxMvTTy5iYdW644dy3Fq3KUrzJjIpdUmqTMKmpVDClKaW1h5pLgwpJB4UCM89YxIICSUtydVXcTCVEpBV+TzjzisVBTnkiAb3Rre6e+TaQzKMNNEbUtpAx0wAIJqbl5JhczMupbbQMkn9XxjS25X5N63G5qYeCDKIDTuTyCBx8cjpHMV2uzFZfBOUMN/vbZ8PefMxOqKxkDBbdWTpQ1gsqVyuPVp/JBQwg/gmwf0nzMayCCM495kcXOUJzs5uUQRQnyihJMIkVSQRCFLDYK1HCUgkxU4GSSAB4mNPUKiHiWWvsDqfOOkUZldonZVivOFbinPyjmEb4QpefH4e6EZEXGQ2AC6Bqua+P9zpBc5BxulEt/znEJ/riALigQQOmcxOTtRT5kdH6izuB9cfl2Ac9fb3dP8mINKHBEXnB7MtE53V37Bb7hNlqNzurv2CtFXsnPnGG/wrIHvMZPTrFh9OcYjWhaobre0m23HrOqF2peITI1GVkC2E8K75t5e7Pu7oDHjuPlGvKsiJLv6TydJ7KDs5K7lz08mWuGYWRyemEj3BtZ+eTEahtCeARx4xAoa1lcHlmzXEellCo6tlXnLdg4j7K7TKrUaJUJaq0qbdlZuVdDrLzRwpCgRyP/APc9Iu16uTdw1idrk/3aZmeeL72zhKlk+0fdk5OPfGAoEnIhOT74mZBmzc1LyDNm5roqvU5eds222BMNKmZFc9LKbSsFaWlOJeQSOoBU87g+OI5/OcniAdBCiP1Q9OSftDn4QHpzyMY5hQBzCSTnpCFCoSOogOMDgfSAk+UJPPJgCUJG1OQcDI6QFKTyRzzFYoTzxCpVQ9YVnjmEk+cdJp1S5OsXnSpGeUhLKnt6t34+0ZCfmRiGuIa0kpr3iNpceS5Fatysq8DFxs54i5VZJ2m1Obp7ySlcs8tsg+YJEWmgVeEOuHahKCCLhX0c8mO/0Qf7jU2hH8p5bZ/ym1RwCQU9I6/Sh0s6jW+vwM82k/5WR/WI4VLc0Lx4H7KNWtzUz29QfspthRx1hTasE5MWELzFUr9ox5+WryFzdFlhQMKBiwD5wtK4ZlXK11dCuYrk+cWwsGK5HnDS1IWq4FYiu4RbCvAGK7jCWTLJYV5QrdjrFreYN2esFkK5nMV3iLWRBkQWSq7vEG8Ra3Y6QbzBZJollcVQkuqCEpyTCWwtxYQgEk+GY20rLpl0eaz1V/VHKWURDTdJZXJRgyrRRvJK8FWDwcdIuZA4hOSesEVznF5zOTt1XcIIpFCcQgTgFWKFQEJUsAHJAxyY01QqRe/AsnDY6n8r/hHWKF0rtNk7KlVCp98SyyT3fifyv+Ea4qhKlQkr8ot44gwWaugYVUqGIpvEIUownJjrlK6Bq4btmVYS1oUOj5AXPVBb5Tnna23z+lxMREUvA6E590bO+dVr81Idk3ryrfr6pBK0S5Eu01sC8bv3tKc52jk56RyxmXz1cMbDCKB2HUjYHG55+pXqOFULsPpRA43PNbBxYHWLKHGxMsqeTvbDiSpP5Sc8iMQvOH7Ss/GKd4rIPlFkRcWVjbRenFek6ZOWDUJJpppEg5R3G0o4SgNlkgAeAAGPhiPN0ugoTjJ4jrqn2hdXaxbzlrT92FdNdlxKraRKMIJaAA270oCugweefGG99ZeznecxRYJhMmGCXtHXzm/kqXBsLkw7tO0dfMbrZ7gB0P0hGT5fpjXmZfP+EMU7938qL5XVlsslPiD8DmK78nofpGt9Ye/OGKesPfnFQIstrv8AcfpCS55IOY1vrD35wwGYePVwwJQLLY5Urjbj5wlakp4USD8I1/fOflGDv3R+OYEqz8p8DCSR5xhd8vzEU71fugQswnOMDMZNMmJhipyj8sVJdaeQtvb13BXGPnGq7xfniLsvOzMo+1MsL2uMLS4hRAOFA5B568wjhmBCa9uZpb1XY6v0Z2kX3UVLxsnlCdb552rzn6KCh8o5FjA8fCMy47qrl2TqKjX5wTMwhoMpX3aUYQCSBhIA6kn5xqw4odIbG0tYGlNha5kYa7cLPCkgck/SNzZ04JC66NPZISzUJZZPTgODMcwH3B0ViFIm5htaVocIKSCPjCubmBHVLI3O0t63XoUhfvH1ioX7YGRz74hmO0Fq2Ol1D/MZf9nB98Hq3kK/dUMj/wCRl/2cZn8Dm6hYY8K1R/vb7qaYWDxuH1ioWB4j6xC374bV3Of3Up/zGX/9EH3w2rv8KU/5jL/+iGHAZvmCYeE6r5m+6mqFnPBB+cKCj+NgfOIU/fD6u/wqT/mMv+zg++I1e8bqSf8AoMv+zhPwGf5h7pPylVfM33U18nOQQR8YqFxCf74jV/8AhWP8xl/2cK++L1h/hb/sMv8As4PwCb5h7pPylV/O33U2N48jBu9xiE/3xesP8Lf9hl/2cH3xesX8Lv8AYZf9nCHAJ/mHuk/KNZ87ff8AhTY3e4xTf7ohR98XrF/C7/YZf9nB98XrF/C7/YZf9nAMAnH9w90DhGrH97ff+FNfePKFNhTqw22CVK4AxEJfvi9Yf4W/7DL/ALOLrHaT1mlyVNXckE8EmnyxP6W4DgFQRo4e6PylWfO33U7pSWbl0c4K1D2lYi+SB4xA/wC+c1t/hin/ALOlf2cH3zmth63in/s6V/ZxBPC1U43c9t/qj8pVnzt91O/cPf8ASKFwDz+kQQ++b1s/hgn/ALOlf2cH3zetn8MR/wBnyv7OE/KtT87fdL+Uqv52+6ndv+P6YSpYAKlKwB1JiCf3zetn8MR/2fK/s4S72ltaXkFty8AUnqPUJYfqbhRwrU83N90flKq5vb7qalQqXfZZZV+DHU9N3/CNdv8AeIhn98Lq6et1A/8AQZf9nFPvhNXP4Up/zGX/AGcT2cPyxjK0j3TxwnU/M33UyysHxH1i2VfP4RDf74PVv+FQ/wAxl/2cUPaB1aPW6R/mMv8As46fgc3UJ/5Vqfmb7qYxc9xinefxT9Ihz/Z/1Z/hQP8AMZf/ANEH9n7Vj+FA/wAyl/8A0Qv4HN1Hul/K1R8zfdN7BBBGnW6RBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECF//2Q==" width="254px" alt="how to do bookkeeping"/></p>
<p>Bookkeeping is a core part of business finances and can impact the growth and success of your small business. This document summarizes your business’s assets, liabilities, and equity at a single period of time. Your total assets should equal the sum of all liabilities and equity accounts. The balance sheet provides a look at the current health of your business and whether it has the ability to expand or needs to reserve cash.</p>
<p>The balances of the debit and credit columns should be equal. The general ledger is a collection of accounts that display the changes made to each account based on past transactions, along with the current balances in each account. The first step of the accounting process involves the  preparation of source documents. A source document or business document serves as the foundation for recording a transaction.</p>
<h2 id="toc-0">Excel bookkeeping vs. online bookkeeping</h2>
<p>Sole proprietors don’t legally need a separate account, but it’s definitely recommended. With the launch of your small business, you’ll need to get on top of the accounting tasks that come along with owning a store. While accounting may not be the most exciting part of growing your business, it’s crucial to start off on the right  foot. If you opt to not link your software with your bank, you will need to reconcile you accounts manually.</p>
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" width="257px" alt="how to do bookkeeping"/></p>
<p>So if I see a lot of Cs in the register, mixed up along with a lot of the Rs , then I know that we have a problem–even though it says it’s reconciled. CPAs hold a complete picture of their employer&#8217;s financial situation, making them valuable advisory team members. By contrast, bookkeeper positions focus more on day-to-day record keeping. Many two-year and four-year colleges offer undergraduate certificates in bookkeeping.</p>
<h2 id="toc-1">What Is a Subsidiary Inventory Ledger?</h2>
<p>Both organizations&#8217; membership programs can help test-takers save money. CPB candidates can also buy a bundle package from NACPB to save on costs. Each of the four exams leads to a standalone certification. To maintain CPB standing, bookkeepers must complete at least 24 continuing education hours each year.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What is bookkeeping example?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bookkeeping is an integral part of accounting and largely focuses on recording day-to-day financial transaction of the business. All the financial transactions such as sales earned revenue, payment of taxes, earned interest, payroll and other operational expenses, loans investments etc.</p>
</div></div>
</div>
<p>For example, if you have a sole proprietorship, your business taxes are paid as part of your personal income tax known as &#8220;pass through&#8221; taxes. But if you have a Limited Liability Company, <a href="https://www.wave-accounting.net/">https://www.wave-accounting.net/</a> you’ll pay self-employment taxes and no corporate taxes. Again, this all depends on how you structured your business. The cash basis method is usually the best choice for most businesses.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Time Tracking Software Free Automated Time Tracker TimeCamp</title>
		<link>https://www.cercav.pt/time-tracking-software-free-automated-time-tracker/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Thu, 25 Feb 2021 00:05:41 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=13301</guid>

					<description><![CDATA[Content Track Confirmed and Unconfirmed Past Scheduled Hours ⦿ Efficient Management of remote employees through Remote Track Addon. Free time tracking software Achieve full compliance with data regulations ? Task Time Tracking Select number of months that load on Times Explorer page Add a Time Tracking user A 7pace Timetracker administrator can create Approval Managers and [&#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">Track Confirmed and Unconfirmed Past Scheduled Hours</a></li>
<li><a href="#toc-1">⦿ Efficient Management of remote employees through Remote Track Addon.</a></li>
<li><a href="#toc-2">Free time tracking software</a></li>
<li><a href="#toc-3">Achieve full compliance with data regulations</a></li>
<li><a href="#toc-4">? Task Time Tracking</a></li>
<li><a href="#toc-7">Select number of months that load on Times Explorer page</a></li>
<li><a href="#toc-8">Add a Time Tracking user</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="How To Turn On And Set Up Time Tracking"/></p>
<p>A 7pace Timetracker administrator can create Approval Managers and Global Approval Managers who can view and approve the timesheets of their team members. Select the Lock Weeks Automaticallycheck box to automatically  lock the week for further editing after the timesheet for that week is approved or closed by a manager. Let employees know all about the benefits of time tracking. Explain how it can help show off their progress, prevent them from burning out, and improve their productivity. A time tracking tool like Hubstaff makes accomplishing this nearly effortless.</p>
<p>For getting super fast support from Apploye, you can contact us through any of the following channels. Get random screenshots of your employees’ desktops and know what they are doing. If you have outdoor employees and you are concerned about their location, this pricing plan is the suitable one for you. Track the apps and websites used by your team members during the work hour. Anyone who wants to check the daily usage of different apps and websites. It helps to sort out the apps and websites refraining you from productive work. In the member section of the Apploye Time tracker web app, Admin can add members, remove them when necessary, and designate different roles for them.</p>
<h2 id="toc-0">Track Confirmed and Unconfirmed Past Scheduled Hours</h2>
<p>Hiring too many people adds to your overhead, sometimes without bringing in more revenue. This, in turn, leads to higher costs for your business. The more employees you have, the more services you end up using and the more equipment you need… and the cycle continues.</p>
<ul>
<li>When you first introduce time tracking, the process will be spotty.</li>
<li>Time Doctor can sync with leading project management and accounting tools, including Jira, Asana, Trello, GitHub, Basecamp, Slack, Salesforce, Teamwork, QuickBooks, and more.</li>
<li>You can also track project progress based on the expenditure of the cost.</li>
<li>Swipe card systems are a modernized version of the traditional punch card system.</li>
<li>If employers use it right, then it fosters productivity and engagement, and it boosts profitability.</li>
<li>Find the employee or vendor you want to add, select Next, then enter their contact info.</li>
<li>If you have a team, you can assign their hourly rate to track project costs and budget, and see if the value of the time each employee tracked is greater than their fee/salary.</li>
</ul>
<p>Online or off, your work progress will be monitored and recorded. Even if  you and your team are working offline or get disconnected, Time Doctor will continue to track your progress.</p>
<h2 id="toc-1">⦿ Efficient Management of remote employees through Remote Track Addon.</h2>
<p>If one task is taking a team member hours each week, there’s likely some automation tool that can speed things up and take work off their plate. If this is the case, you either have staffing issues or a project plan to correct. It’s possible that your workflow isn’t as smooth as it could be, and projects pile up with your designer because they all reach that stage at the same time. This means that it’s safer – the risk of data loss is lower. Also, it’s quicker to have all your modules in one place, than switch between third-party apps and integrations. But most importantly, it’s way cheaper – you are paying for one product, not a dozen. Remember the advice about cutting your team meetings down to minutes?</p>
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" width="255px" alt="How To Turn On And Set Up Time Tracking"/></p>
<p>Speaking shortly, a time tracker helps you understand which practices in your business lead to time waste. With this knowledge, you can reduce bad practices and optimize workflow. If you’re struggling to keep track of your work across different projects, you need a radical change. The primary reason I chose TimeCamp was the direct timekeeping-to-invoicing function, which has been a tremendous timesaver. I love the way it shows me what I&#8217;m spending my time on even when I&#8217;m not logging billable hours. TimeCamp allows both you and your employees to keep an eye on their absence, sick days, or vacation leaves. Track attendance and working hours easily as never before.</p>
<h2 id="toc-2">Free time tracking software</h2>
<p>It reminds you to take a break, to rest, not to overwork yourself. When working remotely, time tracking can give you the cue when to call it a day. On a personal level, keeping track of your tasks and endeavors will give you a better picture of your time spent outside your workplace. If you can’t remember what you did last week, then that’s a problem. Auto-track every application or website you use for more than 10 seconds with our Timeline feature &#8211; then turn that data into time entries. This list indicates days of the year that your entire organization is not working.</p>
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<h3>Is QuickBooks time included in payroll?</h3>
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<p>Note: QuickBooks Online Payroll Premium and Elite includes QuickBooks Time. If you don&apos;t have QuickBooks Time yet: In QuickBooks Online, go to Apps.</p>
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<p>There are different work styles, and these particular four – perfectionists, multitaskers, imposters, and creatives – are more resistant to time tracking. It’s not out of malevolence – it’s a bit of impostor syndrome here, a bit of disorder there. Whether you track seconds, minutes, or 6-minute increments, automatically round time entries up or down to the nearest interval of your choice.</p>
<h2 id="toc-3">Achieve full compliance with data regulations</h2>
<p>Clock-in &#038; out feature is right inside the desktop app to manage shift &#038; staff attendance. Track time &#038; Increase your team’s productivity by up to 20%. After selecting a Project, Tasks List will appear where employees will be able to Start / Stop the Timer and edit it&#8217;s Progress. In addition, Time Doctor won’t track anything on any computer while a person is on break or hasn’t enabled work mode.</p>
<ul>
<li>Here you can see all the users in the system with Time Tracking &#8211; Clock In/Out enabled.</li>
<li>Compare that with entering time at the end of each day.</li>
<li>Calendar – gives a weekly overview of tasks with time blocks for each day.</li>
<li>Employees don’t want to track their time because they feel micromanaged.</li>
<li>This would allow you, among other things, to put together realistic project estimates.</li>
<li>If one task is taking a team member hours each week, there’s likely some automation tool that can speed things up and take work off their plate.</li>
</ul>
<p>Harvest also has its own employee scheduling app called Harvest Forecast that tightly integrates with the core app. All of our best apps roundups are written by humans who&#8217;ve spent much of their careers using, testing, and writing about software. We spend dozens of hours researching and testing apps, using each app as it&#8217;s intended to be used and evaluating it against the criteria we set for the category. For more details on our process, read the full rundown of how we select apps to feature on the Zapier blog. Once work is finished, simply tap &#8216;Finish Job&#8217; which will stop tracking time automatically and mark the job as finished. Employees&#8217; total travel and time on the job can be viewed from the mobile app and web portal.</p>
<h2 id="toc-4">? Task Time Tracking</h2>
<p>Upon Login, on the Time Tracking Widget user will firs see Assigned Projects list. An overview list of Projects they are working on with total time spent on all the Tasks for each Project individually, and which Project has currently active Task Timer. Time Doctor offers flexible configurations because every company is unique. The range of options available for user and team settings, company and account settings, and email report settings allows you to customize Time Doctor according to your needs. Here are all the benefits of using time tracking software in a nutshell.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="How To Turn On And Set Up Time Tracking"/></p>
<p>If you are tired of calculating your employees’ timesheets manually, you can try the Apploye Time Tracker App. Through the Payroll feature of Apploye Time Tracker, you can set the employees&#8217; salaries in terms of the hourly rate and one-time rate. You may look up the hourly pay rate for a given project, person, or date.</p>
<p>You can even integrate them with your payroll system to simplify the process of paying workers for their time. Swipe card systems are a modernized version of the traditional punch card system.</p>
<p>By using a geofencing system, you can reduce or completely eliminate buddy punching and time theft. These types of systems automatically start and stop tracking time based on location. But instead of pulling them out of their work to think back to a previous project and guess a number of hours, you can use time tracking data. Reference similar projects you’ve completed in the past to determine how long it will take your team to complete this new project.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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WFy0OAMWaZXFoMPqIE8waO/k7Qka+zTdcUq0W2l4yRmbS4O4L7pgpgx4fw34YovBfsSVBKgo6vJKvJXyySVBKgo6vJKvJASVBKgo6vJKvJASVBKgo6vJKvJASVBKgo6vJKvJASVBKgo6vJKvJASVBKgo6vJKvJASVBKgo6vJKvJASVBKgo6vJKvJASVBFHV5IgK1w7lLh3KhqbulTd0BNcO5S4dyoam7pU3dATXDuUuHcqGpu6VN3QE1w7lLh3KhqbulTd0BNcO5S4dyoam7pU3dATXDuUuHcqGpu6VN3QE1w7lLh3KhqbulTd0BNcO5S4dyoam7pU3dATXDuUuHcqGpu6VN3QE1w7lZQ64sRsNnUuIA13Kr1BXMEofjWHsfoWumoQPlWFS9dlqqVsbVyIp3lmiGzDxh2W4Aog4RJQYAb/5haHOP+Y/wV3G8DgYqcl9lsRjXy2NxYuPYzBJ1vycoYT7bx/aY6PFlWOaejm6tOoJC+hm2H2aQsam42OdpOEYZNvif1kvMYhAhuYegpLXOB14VrCXXu8BikFwDpeQyRhbpJ/8A689OiNT5iXl9fJq+bPD9jzLbenLVnaKr1+XFFwVftwwTzPaJudgPkIMnAX6Ux9zsKZfEl5WLFgyzph0JjnMgwy0OiEDowFxDdT4dSBuR4rpTsT73HZ72t4vNZExuTncjdoOGPMHEMp4/pBm2vHQmC7o2YZyzroQdACCe8iNRouiu833Ssg947Boc1Na4FnLDNH4RmOSbTMQHjqGRNNLkI/3T1b4tLT1XfN2eCmpWtMDvSoLpftW7x8hljNEt2Udl2Avz32k4gBbwaSihsDDIR8ZrEJjq2WhNHXQ/vdoA1pJC1eyTKf8AaSz81iHdlxjEoeG4dJOh3+0eZgGLGZhjiQIcrMa6R4rgNNXNMZgDqnN1Y9bh9iHYHkDsDyqMu5LkokWbmTexXGJx12fxWYPV0aYinq4k+DRo1o6NAAUq1G8SlFVTmODyeLzWWZWRzq3DZrEI0oIWJtlobv0sR7m6RAxr9SWHUjR3iPFasds+Toc92M4vgUUXcQ7KMa/Qy0R4NZwuLDhxIDdT4tEGNBbr/egnqSCtvfNdA54l5Kf7Se2XAcYxUyOER+zvLc1MRjCMRsvFfNY2x0WlvVzqIMLoOv8AVtWRIzP9HMMj1ojVRfx59DGnpRZ6A6XRKq5KIn38up0l3ZMX/pjK+e+zea/c18gMdkmn+y+C4Nin+dUH/ArMRCRrqeq5D3eMm9muDZ5mZzLHam7HJ6Jg85AdJf0LHlg6EWguJe/p0pb09q4xVpoHePtXcSE/Kz8xGiSj0c1aL+aUX9jip+yp2yYMKBaENWPxwXjSuCk1w7lLh3KhqCVN3W2NWTXDuUuHcqGpu6VN3QgmuHcpcO5UNTd0qbugJrh3KXDuVDU3dKm7oCa4dylw7lQ1N3Spu6AmuHcpcO5UNTd0qbugJrh3KXDuVDU3dKm7oCa4dylw7lQ1N3Spu6AmuHcpcO5UNTd0qbugJrh3KKGpu6ICtU7dKnbqG7yl3lCsmqdulTt1Dd5S7ygJqnbpU7dQ3eUu8oCap26VO3UN3lLvKAmqdulTt1Dd5S7ygJqnbpU7dQ3eUu8oCap26VO3UN3lLvKAmqdulTt1Dd5S7ygJqnbpU7dQ3eUu8oCap26llph0vMQo48Yb2vHGh1/6Kpd5QRSD0KhyVShLVVFRUPzvIYVEle1KaxyG0fpsxycri0u4eBa6EGP671w3H+YWx2VszQZzEOzDtGZGP6fHMJjZWnX6ikTJoiwC7kRJeOwcxl0znDD39o/ZDBmpaGY2NZELxEa0avjYa/rUB7bZHXYN19qpdgOdMFnsPxDsYzvOxpbBsfiNiYdNw4lqJIT4cHMfDif2HVtY9h9j2DxqK+a9jdfxPHlY+DIq1RfLFap/g7KRmGpER/k79/8Aam8eqEA+K6+yBnyediH/AHd9ob4UpnGShuLH02oONS7Dp+slvYdQWmJDBJhOdof2lrndg6jdd4qIhv8ABeARNRuiEn4fHoentWr/AGqZml2dnvaRnu8wuzfi8HL2FOGn75KTba6H+0L365+u0Tg69oZ8znN5lxGb7Muz/F7E7DIZmPG4JBh4DKlodEaHn9onHwzpDYf93W2K8Foa1+pHbp2hYVmrFsOynkyHZyllSAJDC4LCSIpaA10Xr1droACdSQCfFxWttWabLSyovF2CHWeCrGfa1qw3f+cNUc5fLDGnuv7VPt92aQdJTGc88RBTL4PgMWUYT0BjzBFOh3Ahu/8AsFVD3EfxarmU1hx7MOyfC+z6KwQ8bx6KMYxgeDoTDpagu50A1HspO64PdHsPRd14Is98jZjVicXYnCfqfbcO2vEER8FasZ8qfjjquP5JqnbpU7dQ3eUu8rsTzsmqdulTt1Dd5S7ygJqnbpU7dQ3eUu8oCap26VO3UN3lLvKAmqdulTt1Dd5S7ygJqnbpU7dQ3eUu8oCap26VO3UN3lLvKAmqdulTt1Dd5S7ygJqnbpU7dQ3eUu8oCap26KG7yiAq1FKioa+Ur5SgJqilRUNfKV8pQE1RSoqGvlK+UoCaopUVDXylfKUBNUUqKhr5SvlKAmqKVFQ18pXylATVFKioa+Ur5SgJqilRUNfKV8pQE1RSoqGvlK+UoCaopUVDXylfKUByDKGbcSyZjkHG8Npe5gLIsF/8EeEf4mOGx/y01VPtV7K5KFJO7RuzyG2cyvN/vmZZvWLhUXqXQ4jR4Q9neevgCfl1r7mUs7Y9knEjiWBTTWGI23HgRG1Qo7P7r2+0f5hcZ4w8HS/iqX2X/LFb9LjPk5v4KfDifT9vI+hkrt7wvFcElMj9tOGRsZwqUiw40jisCI5s9h8Zn+7isiNIfU3Xo9pDwCR+4Ehd6ZbzbmiYlGP7Nu1nK2dZe3/V4fmR7pOd16aAzcBpI9utUs53XXX2HpGeyr2PdpUR81h2IDIOOxer5eKy5hsV58aCOsIa+zoB7AVxnFu7j2r4eTGwvBpXH5TxE3hE9DjMPk0lr/8A8rxxz/Evhj/rzcBYrE4KlV6pVdU/J00tORUamzRyfY2zdmvvAtlA4dkeSGTA0qdFz3HEsNzWMNL9P/bC4lnDPExJysR/af21YNgcDxdg+T2ufNOGg1hmaeTEdqdRUyHBOh9niuFQOznPMTuq4hliJlzEhjf9MMmIUi+E4Ryy/DBIafZTUdtNV1fg3dn7TJrWYzNCw3Ksj0LpjFZ2G3VvtLWMLnE8OpXQpac3GhsWBAXaelaeinpXhuxbJtCVWetWb+CiLTZwqtMevsp+donbn/TeXh2e9nuDNyxk+FW39PDd/XTlRLnOjOBJ1e4lzuri4lxc5xK5D2V9m0pkHD4Pax2mSjGPhkRMAwaJ0jTMcdWxntP8LGmkj29NenTW7hUl2QdkseHOYJVnfMcD/dzs1DokJWIP7TGHq9wPUHqB4ggrjOY8043m3FouM49PumZmL01I0axo8GtH9lo9gHO5W/sPwjNT0dJ21eCf2lHin9RbPs2RdY3hltGr9T/NfX71X1/Yyx/HsSzLjE1jeLRrs1NvL3n2N2a0ewAaADhfPqKhr5SvleqMhoxqI3geDPc57lc5aquJNUUqKhr5SvlVUKCaopUVDXylfKUBNUUqKhr5SvlKAmqKVFQ18pXylATVFKioa+Ur5SgJqilRUNfKV8pQE1RSoqGvlK+UoCaopUVDXylfKUBNUUqKhr5SvlKAmqKKGvlEoCtcG5S4Nyq1wbJcGyqLmBZuDcpcG5Va4NkuDZBgWbg3KXBuVWuDZLg2QYFm4NylwblVrg2S4NkGBZuDcpcG5Va4NkuDZBgWbg3KXBuVWuDZLg2QYFm4NylwblVrg2S4NkGBZuDcpcG5Va4NkuDZBgWbg3KXBuVWuDZLg2QYFm4NylwblVrg2SsbIMCzcG5S4Nyq1Y2S4NkoowXCpYraTqRqrMriuISLw+RxCZlnDwMGIWEf4L51wbJWNkdR6UcSny8MDkRz1nJzLZzdjRb/AHTPxdB/KrRfLmZ+anHmJOTMWO4nUmI8uJPmVRuDZLg2VDYLGr8rUT8FToquSjnL1X+SxcaT4BftwblVrg2S4NlcxVSiicSzcG5S4Nyq1Y2SsbKBgWbg3KXBuVWuDZLg2QYFm4NylwblVrg2S4NkGBZuDcpcG5Va4NkuDZBgWbg3KXBuVWuDZLg2QYFm4NylwblVrg2S4NkGBZuDcpcG5Va4NkuDZBgWbg3KXBuVWuDZLg2QYFm4NylwblVrg2S4NkGBZuDcpcG5Va4NkuDZBgWbg3KKtcGyIMCpdKXSq90blLo3KihBYulLpVe6Nyl0blKAsXSl0qvdG5S6NylAWLpS6VXujcpdG5SgLF0pdKr3RuUujcpQFi6UulV7o3KXRuUoCxdKXSq90blLo3KUBYulLpVe6Nyl0blKAsXSl0qvdG5X7cGmvVKAnulLpUFwePVfl0blSiJxJochyxlyfzXOmQkYkKG4Foqi1BtT3BrQSAdNSdNTp/0Vz0RMJs02dxuSgTMlJOnYksGufEADA9rToNOoPiCdNRr4r4GFY9iuCxjMYROvl4ji06hoPVp1aRqDoQeoI6j2FTvzZj8SCZaJib3Qyx0MtLWmppaW6O6fu/aSBr4Dw0WJEZHc5dhUp5GQx0JG/MmJzGFknAHR4chGnsRZNHHYWCHQQywOeda9zoB4bqKQ7OhOQMOxB2JubJzWDuxCPFoBtRw39sEblxdD0+Uk+xcOdmXGzHEz/SUYxhNtng7UA/qB4RP+ZZMzRjrJdskzFplsvDLXMhB+rQWMcxp04Y9zddif5UOgzK8H6kpEl0+pp93NmBYLljE4EiJyZmGtpdMlsaCXAFjXftaNSw/u8HK1ieS4BxaPIYHNRXQpWJMQokWbpBLoMu+YcQGjwoYdB466LimJY9ieMPZ/SU0I7m+DjBYH6aAdXNALvADqpoObMwS5mnQcVjB0/UI7v21PLmFjvEaglri06adCq1hR9lPmxG3BquGByWN2c4gJ/wDQyOKSkaJEjmFA1DmuisERkN0TTToA5+mhOppcQo4XZ/PzsQwsOm5eLblHTDnmqh5EWOzRp06a/p3aVaa6H+XwRnPMlNIxeMNYrY2op1DwWnUdOmpYwkDoS0a6nqsJPNuYZIESeKRoQLAzTRrtBU93TUdDrFidfH97t1Cw5peDkG1AX+0lzBIwsIxWJIQIsSIxsKBEDnjqa4THnw6eLiPIBfOulYTM9GnIxmJqM+JEcGtLneOjWho/wAA/koro3KyWNXZ+biYzlRV+XgWLpS6VXujcpdG5VVCCxdKXSq90blLo3KUBYulLpVe6Nyl0blKAsXSl0qvdG5S6NylAWLpS6VXujcpdG5SgLF0pdKr3RuUujcpQFi6UulV7o3KXRuUoCxdKXSq90blLo3KUBYulLpVe6Nyl0blKAsXSir3RuUSgKt07JdOyrXAlwKSdks3Tsl07KtcCXAg2SzdOyXTsq1wJcCDZLN07JdOyrXAlwINks3Tsl07KtcCXAg2SzdOyXTsq1wJcCDZLN07JdOyrXAlwINks3Tsl07KtcCXAg2SzdOy+1kqDAxDOOCSE5BbGl5jEJeFFhuGoex0QAgjbQrjlwL7/AGfRmtz1l57nAAYnLEknQAXGq3GVUhqqFyGyr0RTm2LdmE/mbPWfIOWX4VISGWMQimKyajGAyHBdHe1tJDSAGhpJ1I6Dpqeh+FmPs8xLLchhuPQMZwTHMLn5n9Myaw6O+JCbHboTDfU1pHQ6+HULsCbnJe93gNZiF/Wx2Wv3D9/+2RD+3dcSkZiC3sKlIJjNMQZza6gn9wH6YddD7FqIUeMjUq75UVqKlPVqKq14mxiQITlXDGirx9FocqwXstksw5/zhh2aJvLeEx8KkY8RshIzEaFChRWwGPZGYLfWC3XV5PXUnQFcGGBTsnkDMM5Ch5dn5TD8Vl5WJicN0R0epzTpYcWgGEQNTrofDoV2dAmIE53is/yEGNAMfEcFnJSUBiNAjRXysINY1xOmp8/YuBSkrN4L2H5xwfEWCBPy2PyTIku9wqDmsdqCAeqswo8VFq9eTD0rxoXIkFipg2n1Y+3AwkexrMU4ZSTfmHLspjM/AExLYPMTrhORGubU0aBhY1zh1DXOHOitYDJMhdh+d4s3JtZOSmMYfC1fDAiQjc0c3U9RsV2VlrLQy9n3Lz8pZQyxHymDLRhmWdiQ4keKS0FzmvfE1Y+o6BjW9NlwrFo8KH2edrUu6KxsQ5vhaNJGp0mnakD2j26hS2biR12HLVKtXy5v94kOlmQk2m/f19PucU7HcCwPNWfJLBswaPl3Qo0WHLGJQJuMxhdDg1a9Kj/jpoPFfemMdy7FmcRy52l9m8jlYfpookpnD8OfBmJeYb/AD/4rD4HXXz6rhHZ9gmC5ox44Ri2Yhg0SLLRDh8w/RsN82NDDhxHHowH9wq30HtXcOVoXaDAwfGMH7dzDi5Qg4fHcyPisxBjxWTIb/UmWiBzojna+GhI28dDfnVayNtKtaIiIlVRU+7fJfYtyrVdCoiUxXHin59DrPAOzbFcXwWXzFiePYFl6QnXuhyMXFpl0ITbmnR1sNa40g6AuIA81ybI3Y9+tx3MOB5yxbCpCawmQmnsl4k49sS42CHw5kFrCHQBUCXa66A/tXI4c/HzZ2b5MflPImX82xcJkDhuIS04KpmSjNd40l7f2P8dRrzxVwLFcYxvtYxzDMahYNBxWNlSawmBAw+Ya6AYv6WmHBDy7QvHRp66ajxWO+bmIrH40oi+lUotEw44p6+6F1srAY5uFaqnrRcMdDrSayRiMtlrEs2QsUwucw3DMTZhT4stFe69FcysPh6sAczQ+J0PCmw/s7x/EoeVokvM4eBm+YiS0hXEeLb2RBDN3RppGp/s1dFy7LOXcaxbsgzV2eyUoHZkw/MMtOxcNMVjYxhCFQ4t1OjtDrroVyTD8LnMvTfYpgeKvgsnpfFJkx4EOOyMYTnzLHBriwkVaEajXodVfiz8SGitaqKqKtPZG1RdS0yTY5UVUWn81pTQ4JG7GMxCXxFsjj+XMRxPCYb405hMlPOiTcKGw6POlAa4j2gOJ8B49F17d20K7yyXk7Hsk9p+MZ/zO2XkMAwv+k47pwzUN0ObusisZDh0uJe5xiA6aainQ6HQLoWJHbEiOe1tLXOJA2WXJR3Rlcm1tIlMfuvFMPT+SzNS7YSJRKYrphRSxdOyXTsq1wJcCzzC2SzdOyXTsq1wJcCEbJZunZLp2Va4EuBBslm6dkunZVrgS4EGyWbp2S6dlWuBLgQbJZunZLp2Va4EuBBslm6dkunZVrgS4EGyWbp2S6dlWuBLgQbJZunZFWuBEGyVbqXVUu8pd5QuFu6l1VLvKXeUBbupdVS7yl3lAW7qXVUu8pd5QFu6l1VLvKXeUBbupdVS7yl3lAW7qXVUu8pd5QFu6l1VLvKXeUBbur9EZzTq0kEeBHsVO7yl3lAXL8T9xrca/4uv8Xnuvy++mnU6a66anTVVLvKXeUogLgmItd4RHh4OtQJ1180dMxXVVvc6o6u1JOp3Kp3eUu8qKITVS7+qjiG2EI76GmprQ46A76exfl+J+7WI81nV2p8TuVTu8pd5SiCqqWjE1Hgs3zcxGa1kaPEe1v8LXOJAVK7yl3lTRFIrQuw5mPAcXQIz4ZI0JY4jUfyWLY8Rjg9jnNcDqHA6EFVLvKXeVFEJqpeE1HbFMdseIIh11eHGo/wA19bJ2Z35VzXhGZXQTMjC5yHN2S7Sul2umvXTXdcbu8pd5UPhte1WrwXAlr1Y5HJ5H1sXxaNi2JTk8S9kObmYkyIJdqGF7i7T/ADVS7wql3lLvKlrWsSjUwIcqqtVLd1LqqXeUu8qSC3dS6ql3lLvKAt3Uuqpd5S7ygLd1LqqXeUu8oC3dS6ql3lLvKAt3Uuqpd5S7ygLd1LqqXeUu8oC3dS6ql3lLvKAt3UVS7yiAqXPmS58yrXBuUuDcpVCuiFm58yXPmVa4NylwblKoKIWbnzJc+ZVrg3KXBuUqgohZufMlz5lWuDcpcG5SqCiFm58yXPmVa4NylwblKoKIWbnzJc+ZVrg3KXBuUqgohZufMlz5lWuDcpcG5SqCiFm58yXPmVa4NylwblKoKIWbnzJc+ZVrg3KXBuUqgwLNz5kufMq1Y3SsboMCzc+ZLnzKtWN0rG6EKiFm58yXPmVasbpWN0CULNz5kucqtWNylwblKiiFm58yXPmVasbpWN0JwLNz5kufMq1Y3SsboMCzc+ZLnzKtWN0uDcoMCzc+ZLnzKtcG5S4NylUFELNz5kufMq1wblLg3KVQUQs3PmS58yrXBuUuDcpVBRCzc+ZLnzKtcG5S4NylUFELNz5kufMq1wblLg3KVQUQs3PmS58yrXBuUuDcpVBRCzc+ZLnzKtcG5S4NylUFELNz5kufMq1wblLg3KVQUQs3PmRVrg3KJVBRDjHp1lD4rwn62H+U9Oso/FOFfXQ/yvPJFxu9UXLTXsdLcEPn6Hob6dZR+KcK+uh/lPTrKPxThX10P8rzyRN6ouWmvYXAzn6Hob6dZR+KcK+uh/lPTrKPxThX10P8rzyRN6ouWmvYXAzn6Hob6dZR+KcK+uh/lPTrKPxThX10P8rzyRN6ouWmvYXAzn6Hob6dZR+KcK+uh/lPTrKPxThX10P8rzyRN6ouWmvYXAzn6Hob6dZR+KcK+uh/lPTrKPxThX10P8rzyRN6ouWmvYXAzn6Hob6dZR+KcK+uh/lPTrKPxThX10P8rzyRN6ouWmvYXAzn6Hob6dZR+KcK+uh/lPTrKPxThX10P8rzyRN6ouWmvYXAzn6Hob6dZR+KcK+uh/lPTrKPxThX1sP8rzyRN6ouWmvYXAzn6Hod6dZQ+LMK+sh/6k9OsofFmFfWQ/8AUvPFFG9D8tNewuBnP0PQ707yeP8AizCfrIf+pPTrKHxZhX1kP/UvPFE3oflpr2FwQ+foeh3p1lD4swr6yH/qT06yh8WYV9ZD/K88UTeh+WmvYm4IfP07nod6d5QH/FeE/WQ/ynp5lD4rwn6yH/qXniineqKnCGmvYi4IfP07nob6d5Q+K8J+sh/lfvp1lD4rwr6yH+V54oo3pflpr2JuGHz9O56HenWUPizCvrIf+pPTrKHxZhX1kP8A1LzxRN6H5aa9iLgZz9D0O9OsofFeE/WQ/wAr89OsofFeEn/5sP8AK88kU70xE4Q017E3BD5+nc9DfTrKPxThX10P8p6dZR+KcK+uh/leeSJvVFy017EXAzn6Hob6dZR+KcK+uh/lPTrKPxThX10P8rzyRN6ouWmvYXAzn6Hob6dZR+KcK+uh/lPTrKPxThX10P8AK88kTeqLlpr2FwM5+h6G+nWUfinCvrof5T06yj8U4V9dD/K88kTeqLlpr2FwM5+h6G+nWUfinCvrof5T06yj8U4V9dD/ACvPJE3qi5aa9hcDOfoehvp1lH4pwr66H+U9Oso/FOFfXQ/yvPJE3qi5aa9hcDOfoehvp1lH4pwr66H+U9Oso/FOFfXQ/wArzyRN6ouWmvYXAzn6Hob6dZR+KcK+uh/lPTrKPxThX10P8rzyRN6ouWmvYXAzn6Hob6dZR+KcK+uh/lF55Im9UXLTXsLgZz9AiIuUOgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiID//2Q==" width="251px" alt="How To Turn On And Set Up Time Tracking"/></p>
<p>The most powerful time tracking apps offer dashboards and reports that let you break out daily, weekly, or monthly time spent per project, per person, or per client. A 7pace Timetracker administrator must manually enable it if they wish to restrict time entry for their team on closed items. You can set a &#8220;grace period&#8221; or amount of time after an item is closed that your team can no longer track on that item. In other words, the simpler it is for your team to track time, the better. There might be detailed reporting features or aspects that managers want. But when you’re assessing time tracking tools, ask yourself how easy it is for your team to start and stop the timer. Here, we focus specifically on time tracking apps for individuals and small teams.</p>
<h2 id="toc-6">Proof of work features</h2>
<p>Finally, you can enable email reminders that will remind you to submit your timesheet . The &#8220;Unsubmitted&#8221; section of the &#8220;Approval&#8221; page is available/visible to any approval manager .</p>
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<h3>How do you set up an employee to track their hours in QuickBooks time?</h3>
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<p>From the Pay tab, in the Personal info section, add your employee&apos;s email address. Then select Invite this employee to track and record their hours with QuickBooks Time by QuickBooks checkbox. Select Done and the invitation will be emailed to your employee.</p>
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<p>But that’s exactly what happens when you give a marketer two hours to complete a project that might take 12. Have you ever heard the expression, “If you can’t measure it, you can’t improve it”? It’s a quote by Peter Drucker, who’s widely known as the founder of modern business management. These are all signs that your process could be running more efficiently. Time tracking helps you spot underutilized and overloaded team members.</p>
<p>It’s easy to lose track of each employee’s work day when everyone is going by different time zones and schedules. A time tracking tool will tell you how long it takes different members of the team to complete comparable assignments. Maybe Marissa spends an hour writing homepage copy, while it takes Corey three hours to write the same copy. In this case, it can end up costing you more than assigning it to an expert. Time tracking allows you to see just how long and how much of your billable time was spent on a project, so it’s easier to assess if the return was worth it. Payroll management – There are two things to consider here.</p>
<ul>
<li>Because you always see the Toggl Track button while you&#8217;re working, you have a continual reminder to track your time.</li>
<li>Time tracking prevents systemic time theft while encouraging employee accountability.</li>
<li>One simple example is the morning lark/night owl paradigm.</li>
<li>For example, maybe you notice Jordan’s activity levels dip when you ask him to map out the user journey for a product.</li>
<li>You can select from more than 800 icons to visually represent the task and use color-coding and tags for even more organization.</li>
</ul>
<p>Even better, timesheets are great proof of work for your clients or superiors. You’d think rounding up time entries is frowned upon, but it is actually legal and regulated by the Department of Labor. Rounding up time entries makes payroll easier for certain types of work – usually consultancy-based projects like lawyers, architects, and consultants do. If you do so, you’re setting yourself up for failure because you’re basically giving employees the green light for Parkinson’s Law. They’ll slow their pace down to fill up as many tracked hours as possible while making sure they reap the benefits of whatever bonus you’re rewarding them with.</p>
<p>This setting gives your team the ability to track and report on actual time spent per project. This update provides more clarity on the full labor management offering of Team Management and will allow for additional features in the future. Read the sections below <a href="https://quickbooks-payroll.org/how-to-turn-on-and-set-up-time-tracking/">How To Turn On And Set Up Time Tracking</a> to learn more about what you can expect from the new Shifts section. This flexibility is better than requiring people to ask for approvals when all they want to do change a typo, attach a missing tag, or nudge a minute to make the entry nice and round.</p>
<p>You can manually fill in Excel timesheets and print them out. We’d say this is a slightly more efficient way than pen and paper, but there’s a long way to go to reach peak efficiency. Time tracking prevents systemic time theft while encouraging employee accountability. This way, if you encounter time theft, you can examine whether the employees are being cheeky about it. Even so, understand that squeezing every drop of productivity is simply not possible. So, in a sense, time tracking also increases employee wellbeing.</p>
<p>It’s our perception of how much time you deem necessary to complete a task. For example, Writing that report will probably take me 4 hours, which I don’t have right now.</p>
<p>You can track using any app and all data is synced online, so all your tracked data is available from anywhere. But, there&#8217;s a point when you don&#8217;t want things to change anymore and after which period timesheets are locked. And if you do trust them, but want to make sure they&#8217;re working, talk to them and track their work based on results &#8211; <a href="https://quickbooks-payroll.org/">https://quickbooks-payroll.org/</a> and not by how much time they&#8217;ve tracked. But, you should strive to make the process transparent. Others will be able to see who worked on what, see that people are regularly filling their timesheets, and be motivated to do the same (ie. follow the crowd). Time rounding is also useful for accountants, who often need nice and round numbers.</p>
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		<title>Control of Cash</title>
		<link>https://www.cercav.pt/control-of-cash/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Wed, 11 Nov 2020 01:40:17 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=12176</guid>

					<description><![CDATA[Content cash short and over definition Example of How the Cash Over and Short Account is Used Presentation of the Cash Over and Short Account Chapter 4: Cash C) Repairs costs are principally variable costs incurred on assets because of the level of use of the assets through wear and tear. Some durable assets, however, [&#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">cash short and over definition</a></li>
<li><a href="#toc-1">Example of How the Cash Over and Short Account is Used</a></li>
<li><a href="#toc-2">Presentation of the Cash Over and Short Account</a></li>
<li><a href="#toc-4">Chapter 4: Cash</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/7fb34e910e.webp" width="256px" alt="cash short and over is classified as"/></p>
<p>C) Repairs costs are principally variable costs incurred on assets because of the level of use of the assets through wear and tear. Some durable assets, however, deteriorate with time even though they are not used. Fences, buildings and some moving parts on machinery and equipment are prime examples, although they deteriorate even more rapidly with use. Intermediate-term loans are credit extended for several years, usually one to five years. This type of credit is normally used for purchases of buildings, equipment and other production inputs that require longer than one year to generate sufficient returns to repay the loan. Operating capital in a company or firm usually refers to production inputs that are normally used up within a production year. On the other hand, investment capital refers to durable resources like machines and buildings in which money invested is tied up for several years.</p>
<p>Cash Short and Over is used to balance the journal entry when actual cash received does not agree with the cash amounts indicated on the paperwork for the day. For example, the cash actually counted may not equal the total of cash sales per the cash register tapes, or the cash counted may not equal the cash received on account and credited to accounts receivable. These discrepancies may be due to errors in recording sales or cash receipts, to errors in making change, or to theft by a sales clerk. The Cash Short and Over account is not a cash account, but it is debited or credited to make the journal entry balance to the actual cash amount of the transaction.</p>
<h2 id="toc-0">cash short and over definition</h2>
<p>In this lesson, you will learn about cash over and short situations. This account is used to record both increases and decreases to profits resulting  from errors. It&#8217;s also the name of the account where the firm records these cash discrepancies. Carla Tardi is a technical editor and digital content producer with 25+ years of experience at top-tier investment banks and money-management firms.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/dividends-min.webp" width="253px" alt="cash short and over is classified as"/></p>
<p>Assume that when the box is counted, there are $45 in receipts and $25 in cash. In this case, the petty cash balance is $70, when it should be $75. This creates a $5 shortage that needs to be replaced from the checking account. Companies replenish the petty cash fund at the end of the accounting period, or sooner <a href="https://simple-accounting.org/short-of/">cash short and over is classified as</a> if it becomes low. The reason for replenishing the fund at the end of the accounting period is that no record of the fund expenditures is in the accounts until the check is written and a journal entry is made. (Sometimes we refer to this fund as an imprest fund since it is replenished when it becomes low.).</p>
<h2 id="toc-1">Example of How the Cash Over and Short Account is Used</h2>
<p>Also, without records, a dishonest employee could collude with a dishonest supplier to get more than one payment for an obligation, payment for excessive amounts, or payment for goods and services not received. A petty cash fund is frequently established to make routine payments of relatively small amounts. It is an amount of cash that is physically separated from other forms of cash and immediately available for disbursement upon proper authorization. The petty cash fund provides convenience and efficiency for payment of small amounts without writing a check. The custodian of the fund maintains the cash and receipts for expenses, which usually sum to a specified total.</p>
<ul>
<li>That is, when the bank balance is reconciled by another person , errors or acts of fraud by the mail clerks, the cashier, or the recordkeeper are revealed.</li>
<li>That is, each and every investment would be adjusted to fair value.</li>
<li>Complete this form to update Petty Cash/Cash in Drawer fund custodian information.</li>
<li>The petty cash payments report and all receipts are given to the company cashier in exchange for a $71.30 check to reimburse the fund.</li>
<li>Intermediate-term loans are credit extended for several years, usually one to five years.</li>
<li>Therefore Saudi companies must take immediate tactical action to free up cash while building sustainable cash positions for the long term .</li>
<li>The account is usually left active until around the end of such a company&#8217;s fiscal period or year.</li>
</ul>
<p>Simple interest loans are those loans in which interest is paid on the unpaid loan balance. Thus, the borrower is  required to pay interest only on the actual amount of money outstanding and only for the actual time the money is used (e.g. 30 days, 90 days, 4 months and 2 days, 12 years and one month). Single payment loans are those loans in which the borrower pays no principal until the amount is due. Because the company must eventually pay the debt in full, it is important to have the self-discipline and professional integrity to set aside money to be able to do so. This type of loan is sometimes called the &#8220;lump sum&#8221; loan, and is generally repaid in less than a year. Dealing with alternatives is what management is all about.</p>
<h2 id="toc-2">Presentation of the Cash Over and Short Account</h2>
<p>Any discrepancy should be debited or credited to an account called Cash Over and Short. The Cash Over and Short account can be either an expense or a revenue , depending on whether it has a debit or credit balance. The issuance of checks in excess of the balance on deposit creates an overdraft in the bank account.</p>
<ul>
<li>A small business owner often signs checks and knows from personal contact that the items being paid for are actually received.</li>
<li>E) Insurance costs are also fixed costs that are incurred when a financed asset is purchased and has to be protected against fire, weather, theft, etc.</li>
<li>This means the petty cash account has a cash short amount of $10.</li>
<li>This process involves making additions to and subtractions from both balances to arrive at the adjusted cash balance.</li>
<li>In the example, if you have $300 in vouchers for office supplies and $140 for transportation expense, add $300 to $140 to get $440 in total vouchers created during the period.</li>
</ul>
<p>Rarely will the balance of a company’s cash account exactly equal the cash balance shown on the bank statement. Certain transactions shown in the company’s records may not have been recorded by the bank, and certain bank transactions may not appear in the company’s records. Therefore, a necessary step in internal control is to prove both the balance shown on the bank statement and the balance of cash in the accounting records. The bank reconciliation for July is <a href="https://simple-accounting.org/">https://simple-accounting.org/</a> determined by reference to the above bank statement and other data. You must carefully study all of the above data to identify deposits in transit, outstanding checks, and so forth. Be advised that tracking down all of the reconciling items can be a rather tedious, sometimes frustrating, task. Modern bank statements facilitate this process by providing sorted lists with asterisks beside the check numbers that appear to have gaps in their sequence numbering.</p>
<h2 id="toc-3">Chapter8: Cash and Internal Controls</h2>
<p>Periodic unannounced audits of the petty cash/cash drawer fund should be conducted by the supervisor. A minimal amount of cash kept on hand to pay for small expenditure items ($75 and under) when a procurement card cannot be used. Funds should be reconciled at least monthly and every time a Disbursement Voucher is requested to replenish the fund. Petty Cash funds may be established for payment of minor or infrequent expenses where it is otherwise impractical to obtain a university check or use a procurement card. A bank to report daily discrepancies between the actual cash of the teller at the end of the day and the estimated cash sum based on cashed checks and deposits collected.</p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>Pair Trade: Buy Oil (USO), Short Oil Stocks (XLE) (NYSEARCA:USO) &#8211; Seeking Alpha</h3>
<p>Pair Trade: Buy Oil (USO), Short Oil Stocks (XLE) (NYSEARCA:USO).</p>
<p>Posted: Mon, 05 Dec 2022 13:30:00 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiVGh0dHBzOi8vc2Vla2luZ2FscGhhLmNvbS9hcnRpY2xlLzQ1NjE5NTQtcGFpci10cmFkZS1idXktb2lsLXVzby1zaG9ydC1vaWwtc3RvY2tzLXhsZdIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Miscellaneous revenue collected by the bank for Nile Corpn. Cash presents special management and control problems not only because it enters into a great many transactions but also for these reasons. If there are receipts that need to be credited against the account, prepare a Distribution of Income and Expense e-doc, and attach the receipts as backup.</p>
<h2 id="toc-4">Chapter 4: Cash</h2>
<p>Fair value is defined as the price that would be received from the sale of an asset in an orderly transaction between market participants. IAS 7 Statement of Cash Flows requires an entity to present a statement of cash flows as an integral part of its primary financial statements. Notice that the petty cash account is debited or credited only when the fund is established or when the size of the fund is increased or decreased, not when the fund is replenished.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/www.usnews.com-min.webp" width="258px" alt="cash short and over is classified as"/></p>
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		<item>
		<title>Difference Between Stock And Flow With Explanation, Examples And Comparison Chart</title>
		<link>https://www.cercav.pt/difference-between-stock-and-flow-with-explanation/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Tue, 06 Oct 2020 23:41:31 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=3776</guid>

					<description><![CDATA[Content Weighted Average Cost Retail Inventory Management Inventory Management Vs Inventory Control Nature Of Inventories Top 4 Techniques Involved In Optimum Inventory Control But in a perpetual inventory system, inventory levels are monitored in real time. And all inventory management and control decisions can be made at any time based on current, accurate numbers. Because [&#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">Weighted Average Cost</a></li>
<li><a href="#toc-1">Retail Inventory Management</a></li>
<li><a href="#toc-2">Inventory Management Vs  Inventory Control</a></li>
<li><a href="#toc-3">Nature Of Inventories</a></li>
<li><a href="#toc-4">Top 4 Techniques Involved In Optimum Inventory Control</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="inventory economics definition"/></p>
<p>But in a perpetual inventory system, inventory levels are monitored in real time. And all inventory management and control decisions can be made at any time based on current, accurate numbers. Because those numbers are all updated perpetually, after every purchase and every sale. Inventory control focuses on maintaining and adjusting inventory levels to ensure the most efficient production possible. Inventory management, on the other hand, is higher-level management of inventory.</p>
<ul>
<li>As the unfinished cars make their way down the assembly line, they are considered a work-in-progress until they are finished.</li>
<li>For example, data recorded in Q1 of this year may be considered relevant history for a projection of Q1 of the following year.</li>
<li>In this system, the stock of each item is separated into two files, bins or groups.</li>
<li>During inflation, the FIFO method yields a higher value of the ending inventory, lower cost of goods sold, and a higher gross profit.</li>
<li>Also, unlike the LIFO method, it does not offer any tax advantages.</li>
</ul>
<p>Both lead time and consumption rate can be increased without notice; and inventories are generally geared up for this contingency. As lead time increases, inventories increase correspondingly. Lead time is the time taken for identifying the need and placing the order, for procuring from suppliers, for shipping, transport, receipt and inspection of the items to the delivery of finished products. Inventory management aims to monitor and control the level of stocks available with an organization.</p>
<h2 id="toc-0">Weighted Average Cost</h2>
<p>While this method introduces a high degree of accuracy to the valuation of inventory, it is restricted to valuing rare, high-value items for which such differentiation is needed. Inventories can be further classified according to the purpose they serve. These types include transit inventory, buffer inventory, anticipation inventory, decoupling inventory, cycle inventory, and MRO goods inventory. Some of these also are know by other names, such as speculative inventory, safety inventory, and seasonal inventory. We already have briefly discussed some of the implications of a few of these inventory types, but will now discuss each in more detail.</p>
<ul>
<li>If higher levels of inventories are maintained stock level will be influ­enced by obsolescence, change in fashion and improvements in technicalities.</li>
<li>The ERP software accommodates and links the different business operations.</li>
<li>In a perfectly competitive market, the individual firm is only a ‘price taker’ and not ‘price maker’ and the individual firm cannot have a price policy of its own.</li>
<li>Just-in-time ordering may reduce or eliminate safety stock inventory under the assumption goods can be procured in a timely manner aligned to the demand period.</li>
</ul>
<p>To avoid that risk, the firm must equip itself with its own inventory management system. The system will prevent the shortage of vital raw materials and components needed to produce goods. The system will manage and notify any shortage before it is materialised.</p>
<p>Shortages of inventory delay the fulfilment of contractual orders, which would involve a loss of profit or some kind of indirect cost. Understocking or out-of-stock cost is due to the non-stocking of an inventory. Refers to the rate at which the inventory is consumed in the production cycle. When the turnover rate is soaring, <a href="https://online-accounting.net/total-cost-in-economics-definition-formula/">inventory economics definition</a> investment in inventories is likely to be low and vice versa. The manufacturing organizations generally hold all the three types of inventories while distribution organizations hold mostly finished goods. Inventories represent the second largest asset category for the manufacturing organizations, next to plant and equipment.</p>
<h2 id="toc-1">Retail Inventory Management</h2>
<p>Each of those types of manufacturing inventory can be recorded on the balance sheet separately. That’s why it’s a particularly apt inventory definition from an accounting angle. Ordering costs are the costs that are incurred to prepare and process purchase orders and to receive and inspect merchandise that&#8217;s been ordered. Carrying costs are <a href="https://online-accounting.net/">https://online-accounting.net/</a> the costs that are related to keeping inventory in stock. Shortage costs are the costs that a business incurs when they run out of stock. Knowing inventory costs is an essential part of knowing the total cost of goods sold. The cost of goods sold is the total dollar amount, including inventory costs, that a business paid for items sold.</p>
<p>As an accounting term, inventory is a current asset and refers to all stock in the various production stages. By keeping stock, both retailers and manufacturers can continue to sell or build items. Inventory is a major asset on the balance sheet for most companies, however, too much inventory can become a practical liability.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="inventory economics definition"/></p>
<p>This system is quite inadequate for the larger firms that deal in several product lines and maintain a heavy sales counter. Thus, self –operating or an automatic computer system is to be employed to keep track on the inventory stock and place the order in case of a shortage.</p>
<h2 id="toc-2">Inventory Management Vs  Inventory Control</h2>
<p>To eliminate the effect of earlier prices, the total quantities and total costs are considered. The periodic simple average is also similar to simple average price except that the issue price is calculated at the end of the period. They are the simple average, weighted average, periodic simple average and periodic weighted average. Under simple average method, materi­als are not charged at actual cost but an approximate figure is calculated by dividing the total of the prices by the number of prices which may result in profit or loss. It refers to that level of inventory which gives an indication that action for replenishment is necessary and proposals for purchase of particular item are to be initiated. This level is fixed between minimum and maximum stock levels.</p>
<p>This depends on the consumption of and the demand for the items. There is a risk of running out of stock, so we need to be confident that our suppliers can deliver on demand. A reasonable degree of care may be taken in order to control the items of Class B. A routine type of care may be taken in the case of the third category, Class C. With changes in styles, tastes and other market factors, inventories may become obsolete. They may get spoilt because of deterioration during storage.</p>
<h2 id="toc-3">Nature Of Inventories</h2>
<p>Effective inventory management enables businesses to balance the amount of inventory they have coming in and going out. The better a business controls its inventory, the more money it can save in business operations. Your EOQ is the optimum number of products you should purchase to minimize the total cost of ordering or holding stock.</p>
<ul>
<li>They had to be protected from the elements, from theft, from spoiling, and from changes in the local economy.</li>
<li>The reason for this is the existence of an inventory of parts between machines, a decoupling inventory that serves as a shock absorber, cushioning the system against production irregularities.</li>
<li>The reorder point indicates when an order should be placed, and depends upon the consumption rate and the duration of lead time.</li>
<li>Inventory levels and reactions to market consumption can have broad economic impact.</li>
<li>OTB is the difference between how much inventory is needed and how much is available.</li>
<li>The importance of inventory control is to minimise the blockage of financial resources.</li>
</ul>
<p>The re-order level is slightly more than minimum stock level to guard against – Abnormal usage Abnormal delay in supply etc. In case of inventory management, a financial manager while evaluating the order size of inventory required to be purchased has to strike a balance between the ordering cost and carrying cost. If ordering cost is tried to be minimised by placing less number of orders, carrying cost gets increased whereas if carrying cost is tried to be minimised, it would lead to increase in ordering cost. Product may become obsolete due to improved products, changes in customer tastes, particularly in high style merchandise, changes in requirements, etc. This risk may prove very costly for the firms whose resources are limited and tied up in slow moving inventories. Product obsolescence cost risk is least controllable except by reduction in inventory investment.</p>
<h2 id="toc-4">Top 4 Techniques Involved In Optimum Inventory Control</h2>
<p>As a result, the cost of spoilage and obsolescence gives rise to the accountability of inventory cost. It represents stock of raw materials and finished goods held for realizing stock profit. It is a must for every concern to make inventory profitable for adequacy of business operations. An inventory is needed to store a large amount of raw materials and unprocessed components.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="inventory economics definition"/></p>
<p>The firm’s work in process includes those materials from the time of release to the work floor until they become complete and ready for sale to wholesale or retail customers. This may be vats of prepared food, filled cans not yet labeled, or sub-assemblies of food components. It may also include finished cans that are not yet packaged into cartons or pallets. Budgetary control is a tool of management used to plan carry­out and control the operations of business.</p>
<h2 id="toc-5">Difference Between Stock And Flow</h2>
<p>Fluctuation in the ratio of inventory to sales is known as inventory investment or disinvestment. The specific inventory control activities and tasks required of a manufacturing company depend on the types of inventory it needs to manage. For most manufacturers, inventory generally falls into one of three categories. One category is raw materials; that is, whatever materials the company uses at the starting point or elsewhere in the production process. For example, iron ore is used by steelmakers, and silicon chips are used by computer makers. A second category of inventory is work in progress, which is any kind of unfinished product the company has on hand. As the production process grows more complex and the number of components in the product rises, the amount of this inventory increases.</p>
<p>JIT manufacturing represents a different philosophy and is changing the way we regard the role of inventory. Shortage costs are those costs that arise due to stock out or either shortage of raw materials or finished goods.</p>
<p>10.Provide a critique of the prototype forest systems model and suggestions for its upgrade. 6.Viewing the mature trees subsystem as an inventory system, use steady-state values for the zero-trend model to calculate the expected longevity of mature trees. 5.Superimpose the output rate equations of SS1 of the zero-trend model. From the resulting equation and the dynamic form for delay, calculate the expected longevity of trees in SS1. Free Financial Modeling Guide A Complete Guide to Financial Modeling This resource is designed to be the best free guide to financial modeling!</p>
<h2 id="toc-6">Inventory Systems Models: Shaping Dynamic Response</h2>
<p>An inventory becomes obsolete because of changes in product design or because of technological changes. Obsolescence cannot be controlled without a proper identification of inventories which might become obsolete from time to time. Average waiting time for those customers to whom delivery cannot be made immediately from stocks. In organisations which have to stock innumerable items, it is imperative to reduce the number of items carried in an inventory, particularly the different small items which are sparingly used. In the case of work-in-progress, the increase in varieties may be due to technical bottlenecks. The buffer, in fact, is the multiplication of normal consumption and average lead time. However, the difficulty becomes pronounced because of the fact that lead time is not constant but varies over a certain period.</p>
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		<item>
		<title>4 Things To Remember About Certified Payroll</title>
		<link>https://www.cercav.pt/4-things-to-remember-about-certified-payroll/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Tue, 25 Feb 2020 12:34:10 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=5573</guid>

					<description><![CDATA[Content Understanding The Basic Requirements For Certified Payroll Public Agencies &#038; Municipalities Certified Payroll Report Example Certified Payroll Reports: A Guide To Payroll Reporting And Compliance What Is The Prevailing Wage? Penalties For Not Complying With Certified Payroll Laws A Prevailing Wage Service Created For You IDI can automate your manual process of filling out [&#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">Understanding The Basic Requirements For Certified Payroll</a></li>
<li><a href="#toc-1">Public Agencies &#038; Municipalities</a></li>
<li><a href="#toc-2">Certified Payroll Report Example</a></li>
<li><a href="#toc-3">Certified Payroll Reports: A Guide To Payroll Reporting And Compliance</a></li>
<li><a href="#toc-4">What Is The Prevailing Wage?</a></li>
<li><a href="#toc-6">Penalties For Not Complying With Certified Payroll Laws</a></li>
<li><a href="#toc-7">A Prevailing Wage Service Created For You</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width="258px" alt="Certified Payroll"/></p>
<p>IDI can automate your manual process of filling out these reports! Collect, verify, and manage compliance data as well as certified payroll report data from prime contractors and subcontractors.</p>
<ul>
<li>The payroll submission becomes technically certified once the contractor or owner of the business completing the work signs a statement of compliance included on the WH-347 form.</li>
<li>However, HUD may refer to the IRS or other responsible agency copies of certified payroll reports that show wages paid in gross amounts (i.e., without tax deduction) for its review and appropriate action.</li>
<li>If you work on the project, you need to report certified payroll for yourself.</li>
<li>HUD Labor Relations will notify you of the DOL decision in writing.</li>
<li>Government contracts require certified payroll reporting for you, however.</li>
</ul>
<p>The rules address a worker’s rate of pay and fringe benefits. Certified payroll is a standard reporting requirement that protects contractors and subcontractors working on federal projects.</p>
<p>It’s a very data-heavy, time-consuming process but, to stay competitive and compliant, you need to understand certified payroll. A county-based Davis-Bacon wage is listed online that could be found by putting in a Wage Determination number. This figure is a reference number that is different for every state and can help you in finding out the accurate prevailing wage by the nature of the job and location. You could be responsible for paying back wages to your employees.</p>
<h2 id="toc-0">Understanding The Basic Requirements For Certified Payroll</h2>
<p>However, to be eligible to sit for the CPP exam, the American Payroll Association requires that candidates meet specific payroll experience or educational criteria. See the links below for details on each certification option. After Hurricane Katrina swept through New Orleans in 2005, the City found themselves in the midst of the costliest natural disaster to ever hit the United States. The storm wreaked havoc on both private and public places, leaving much to repair and rebuild. The City of New Orleans has since developed programs to reinvest in the local community.</p>
<ul>
<li>Foucault says some states require additional or different types of reports so you should check with state requirements.</li>
<li>Rather, they should be aware of their particular state&#8217;s regulations regarding certified payroll.</li>
<li>If cost centers are being used in this company, when running the Certified Payroll Report, Spectrum includes the job only if you have permission to access the job.</li>
<li>Like most federal forms, Form WH-347 can be confusing.</li>
<li>At its most basic level, a certified payroll is a company&#8217;s accounting of everything paid out on a contract performed for a government client.</li>
</ul>
<p>If you answered no, then you likely do not have a prevailing wage project. If you need additional guidance, contact the awarding agency offering the contract.</p>
<p>You avoid errors like incorrect calculations, inaccurate employee classifications, and omitted fringe benefits. The Davis-Bacon and Related Acts are the laws that regulate <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> reports. Accuchex has considerable experience and knowledge in processing and reporting certified payrolls. We have been a leading provider in certified payroll management services for many years. We have proven experience in payroll management services and you can expect the highest quality certified payroll management services from Accuchex.</p>
<h2 id="toc-1">Public Agencies &#038; Municipalities</h2>
<p>Field on every line for a particular job and check. Have the option to exclude or include social security numbers and mask the numbers if desired. The following paragraphs describe common payroll errors and the corrective steps you must take. The Department of Labor is an equal opportunity provider.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="Certified Payroll"/></p>
<p>Your search results will contain a lot of standard information. What you are looking for specifically is the minimum rate you’re required to pay a particular worker. Since 1988, we have been giving open-shop contractors a competitive edge when bidding on Davis-Bacon, Prevailing Wage or Service Contract jobs. With an increasing number of companies committing Davis Bacon fraud on federal labor jobs, the Department of Labor has put more attention on making sure companies are in compliance with Davis Bacon laws.</p>
<h2 id="toc-2">Certified Payroll Report Example</h2>
<p>By filling in a few fields, you can quickly get the wage determination for local contract action. Paying your employees at least prevailing wages helps you attract good workers. Complying with the Davis-Bacon Act also protects you from penalties and fines. Some employees may be exempt from your <a href="https://www.bookstime.com/articles/what-is-certified-payroll">Certified Payroll</a>.</p>
<p>Covered contractors and subcontractors performing work on state funded projects must furnish a statement with respect to the wages paid each employee during the preceding pay period. Contractors and subcontractors who are working federally-funded construction projects have an added requirement known as certified payroll reporting. Failure to submit reports on time can result in contract funds being withheld and ineligibility for future projects funded by the federal government. HUD no longer requires the signature of the employee on the correction payroll to evidence employee receipt of restitution payment. In addition, except in the most extraordinary cases, HUD no longer requires employers to submit copies of restitution checks , or employee-signed receipts or waivers.</p>
<h2 id="toc-3">Certified Payroll Reports: A Guide To Payroll Reporting And Compliance</h2>
<p>These remarks will appear in the ‘Remarks’ box on the Certified Payroll cover page for ALL JOBS WITHOUT ANY ACTIVITY for the week. This report can be printed only for certified jobs that have been entered in either Pre-Time Card or Time Card Entry, transferred through Time Card Entry in a pay cycle, then updated to Time Card History.</p>
<ul>
<li>For information on taking the exam at APA’s Payroll Learning Centers, internationally, and on military bases, review the Candidate Handbook.</li>
<li>You can use theCertified Payroll Report for Labor Contractors (WH-141) formor email in the certified payroll reports.</li>
<li>Must attend L&#038;I training on Public Works and Prevailing Wage Law unless a contractor has been in business for 3 or more years and has completed 3 or more public works projects.</li>
<li>The Contractor shall strive to achieve on each project the labor workforce participation goals contained herein.</li>
<li>It is a very detailed report and any mistakes or errors &#8211; whether intentional or accidental &#8211; can lead to severe penalties.</li>
<li>Certified payroll is for workers who are on-site and whose primary work duties include manual and physical labor.</li>
</ul>
<p>To ensure business owners who work on federal construction projects compensate workers fairly, they must pay their workers a specific pay rate. Prevailing wages or wage determinations, not to be confused with minimum wage, are hourly wages, including benefits and overtime, the DOL has determined to be prevailing in a given area for a particular type of construction. Certified payroll reporting requirements are extensive and can be confusing and complicated. When filling out certified payroll it is extremely important to do so carefully as there are stiff penalties for wrong reporting. Determine whether all subcontractors have filed their required forms through your Contractor Portal in My L&#038;I. Must attend L&#038;I training on Public Works and Prevailing Wage Law unless a contractor has been in business for 3 or more years and has completed 3 or more public works projects.</p>
<h2 id="toc-4">What Is The Prevailing Wage?</h2>
<p>It is located on the reverse side of a standard payroll form (WH-347). Be sure to complete the identifying information at the top, particularly if you are attaching the Statement of Compliance to an alternate payroll form such as a computer payroll.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="Certified Payroll"/></p>
<p>The Detail format shows the breakdown of the employer fringe, including the regular, overtime, double time, and total hours for each fringe. “No work” payrolls may be submitted whenever there is a temporary break in your work on the project, for example, if your firm is not needed on the project right now but you will be returning to the job in a couple of weeks. If you number payrolls consecutively or if you send a note, you do not need to send “no work” payrolls. The weekly payrolls are called certified because each payroll is signed and contains language certifying that the information is true and correct.</p>
<h2 id="toc-5">Online Education And Certification For Labor Compliance</h2>
<p>The government may be able to withhold your payment for the project. This leaves you to pay your employees directly out of pocket. If an audit finds violations, the government can remove you from the project. They can bar you from future government construction contracts for several years. Using the correct prevailing wages for each type of worker is very important.</p>
<p>Reviewers will confirm you’re paying each worker the prevailing wage rate they’re entitled to. To comply with the Department of Labor’s certified payroll requirements, you must submit a completed and signed certified payroll report (Form WH-347) for any week your company performs contract work. Remember that this is in addition to standard payroll forms.</p>
<p>Simply fill out the form for a guided tour from one of our time tracking experts. Fields on the form include Name of Contractor, Name and ID Number of Worker, Work Classification, Total Hours, Rate of Pay and Deductions. In section four of the form, create a calendar for the week with days on the top row and dates on the bottom. At ADP, we believe sports and business both require the right approach. That&#8217;s why we&#8217;ve partnered with some of the top athletes in the world. Learn more about Privacy at ADP, including understanding the steps that we’ve taken to protect personal data globally. Today’s digital landscape means limitless possibilities, and also complex security risks and threats.</p>
<h2 id="toc-8">What Is The Difference Between Prevailing Wage And Certified Payroll?</h2>
<p>It needs to declare that each employee has been paid a wage greater than or equal to the Davis-Bacon prevailing wage. Prevailing wage is the average or majority hourly rate of pay, benefits, and overtime a contractor pays. The pay rate of the majority workers, laborers, and mechanics in the largest city of a given county determine the prevailing wage. The report requires specific information about your payroll. Gathering basic payroll information like pay rates, wages paid, and deductions is usually the simplest part since these must be reviewed before you can even process payroll.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Present Value And Future Value Of Uneven Cash Flows</title>
		<link>https://www.cercav.pt/present-value-and-future-value-of-uneven-cash/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Mon, 27 Jan 2020 20:16:34 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=3596</guid>

					<description><![CDATA[Content The Hp 12c Cash Flow Approach Interest Rate How Do You Calculate Present Value? Kinds Of Functions Used In Excel Cashflow If the multiple cash flows are a part of an annuity, you’re in luck; there is a simple way to find the FV. If the cash flows aren’t uniform, don’t occur at fixed [&#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 Hp 12c Cash Flow Approach</a></li>
<li><a href="#toc-1">Interest Rate</a></li>
<li><a href="#toc-2">How Do You Calculate Present Value?</a></li>
<li><a href="#toc-3">Kinds Of Functions Used In Excel</a></li>
<li><a href="#toc-4">Cashflow</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="calculate present value of cash flows"/></p>
<p>If the multiple cash flows are a part of an annuity, you’re in luck; there is a simple way to find the FV. If the cash flows aren’t uniform, don’t occur at fixed intervals, or earn different interest rates, the only way to find the FV is do find the FV of each cash flow and then add them together. If the multiple cash flows are a fixed size, occur at regular intervals, and earn a constant interest rate, it is an annuity. Multiple cash flow investments that are not annuities unfortunately cannot be discounted by any other method but by discounting each cash flow and summing them together. For some professional investors, their investment funds are committed to target a specified rate of return. In such cases, that rate of return should be selected as the discount rate for the NPV calculation. In this way, a direct comparison can be made between the profitability of the project and the desired rate of return.</p>
<p>For a brief, educational introduction to finance and the time value of money, please visit our Finance Calculator. Present Value, or PV, is defined as the value in the present of a sum of money, in contrast to a different value it will have in the future due to it being invested and compound at a certain rate. The method may also be modified by industry, for example different formulae have been proposed when choosing a discount rate in a healthcare setting. Risk premium – reflects the extra return investors demand because they want to be compensated for the risk that the cash flow might not materialize after all. Non-specialist users frequently make the error of computing NPV based on cash flows after interest. This is wrong because it double counts the time value of money.</p>
<p>The first step in finding the FV of multiple cash flows is to define when the future is. Once that is done, you can determine the FV of each cash flow using the formula in. &#8220;Fair value&#8221; represents the economic characteristics of an asset or a liability.</p>
<ul>
<li>Finally, the discount rate, which is 10% in this example, is specified for each period on the time line and may be different for each period.</li>
<li>Company management also use this theory when investing in projects, expansions, or purchasing new equipment.</li>
<li>As the length of the holding period is extended, small differences in discount rates can lead to large differences in future value.</li>
<li>For example, assume that an investor could choose a $100 payment today or in a year.</li>
</ul>
<p>Let us take another example of John who won a lottery and as per its terms, he is eligible for yearly cash pay-out of $1,000 for the next 4 years. Calculate the present value of all the future cash flows starting from the end of the current year. The last and final step is to sum up all the present values of each cash flow to arrive at a present value of all the business&#8217;s projected free cash flows. We calculate that the present value of the free cash flows is $326. Thus, if you were to sell this business based on its expected cash flows and a 10% discount rate, $326.00 would be a very fair price. Any cash flow within 12 months will not be discounted for NPV purpose, nevertheless the usual initial investments during the first year R0 are summed up a negative cash flow. Therefore, it is important to determine the discount rate appropriately as it is the key to a correct valuation of the future cash flows.</p>
<h2 id="toc-0">The Hp 12c Cash Flow Approach</h2>
<p>Cash inflows must be positive, while cash outflows must be negative. If your expected cash inflows exceed outflows, you will have a net cash inflow. However, you will have an expected net cash outflow if the expected cash outflow exceeds expected inflows. Where CF1 is the expected cash flow next year, g is the constant growth rate and r is the discount rate. The present value of a growing annuity can be estimated in all cases, but one &#8211; where the growth rate is equal to the discount rate.</p>
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" width="254px" alt="calculate present value of cash flows"/></p>
<p>Adjusted Present Value of a project is calculated as its net present value plus the present value of debt financing side effects. To make things easy for you, there are a number of online calculators to figure the future value or present value of money. NPV can be calculated using tables, spreadsheets , or financial calculators.</p>
<p>A person who receives a reduced amount now under the present value concept, rather than waiting later to receive more money, expects to be paid for the privilege, which is known as interest income. C. Taylor embarked on a professional writing career in 2009 and frequently writes about technology, science, business, finance, martial arts and the great outdoors. He writes for both online and offline publications, including the Journal of Asian Martial Arts, Samsung, Radio Shack, Motley Fool, Chron, Synonym and more. He received a Master of Science degree in wildlife biology from Clemson University and a Bachelor of Arts in biological sciences at College of Charleston.</p>
<h2 id="toc-1">Interest Rate</h2>
<p>The discount rate is multiplied by the present value of one period&#8217;s cash flow to calculate the present value of a cash flow stream. This cash flow can be discounted back to the present using a discount rate that reflects the <a href="https://simple-accounting.org/how-to-calculate-present-value-of-future-cash/">calculate present value of cash flows</a> uncertainty of the cash flow. Concurrently, cash flows in the present can be compounded to arrive at an expected future cash flow. An annuity is a regular series of predictable cash flows, for example, interest on a bond.</p>
<p>It is used in investment planning and capital budgeting to measure the profitability of projects or investments, similar to accounting rate of return . For each future cash flow at any time period in years from the present time, summed over all time periods. If the amount to be paid at time 0 for all the future cash flows is known, then that amount can be substituted for DPV and the equation can be solved for r, that is the internal rate of return. In finance, discounted cash flow analysis is a method of valuing a security, project, company, or asset using the concepts of the time value of money.</p>
<h2 id="toc-2">How Do You Calculate Present Value?</h2>
<p>A more simple example of the net present value of incoming cash flow over a set period of time, would be winning a Powerball lottery of $500 million. See &#8220;other factors&#8221; above that could affect the payment amount. The 10% discount rate is the appropriate rate to discount the expected cash flows from each project being considered. Net Present Value is the value of all future cash flows over the entire life of an investment discounted to the present. Present value is the current value of money to be paid or received at some point in the future. These future receipts or payments are discounted using a discount rate, which results in a reduced present value.</p>
<p>Determining the appropriate discount rate is the key to properly valuing future cash flows, whether they be earnings or debt obligations. Is a negative value, the project is in the status of discounted cash outflow in the time ot. Appropriately risked projects with a positive NPV could be accepted. This does not necessarily mean that they should be undertaken since NPV at the cost of capital may not account for opportunity cost, i.e., comparison with other available investments. In financial theory, if there is a choice between two mutually exclusive alternatives, the one yielding the higher NPV should be selected.</p>
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" width="255px" alt="calculate present value of cash flows"/></p>
<p>It not only helps you in evaluating the present value of cash flow, but also helps you predict potential outcomes of your investments. A company may determine the discount rate using the expected return of other projects with a similar level of risk or the cost of borrowing the money needed to finance the project. For example, a company may avoid a project that is expected to return 10% per year if it costs 12% to finance the project or an alternative project is expected to return 14% per year.</p>
<h2 id="toc-3">Kinds Of Functions Used In Excel</h2>
<p>One good example of an uneven cash flow is the dividends on the common stock or interest from a floating-rate bond. Regular cash flow and proper planning thereof are very crucial for all businesses.</p>
<p>As payments occur periodically, the more cash flows there are, the more liquidity there is. The more periods in the annuity, the more cash flows, and the greater the effect of time, thus increasing the future value of the annuity. It is common in financial planning to calculate the FV of a series of cash flows. This calculation is useful when saving for a goal where a specific amount will be required at a specific point in the future (e.g., saving for college, a wedding, or retirement). As expected, the present value of the annuity is less if your discount rate—or opportunity cost or next best choice—is more. The annuity would be worth the same to you as the lump-sum payout if your discount rate were 4.16 percent.</p>
<p>The basic premise of finance is that money has time value &#8212; a dollar in hand today is worth more than a dollar in the future. The study of finance seeks to make it possible to compare the value of a future dollar in terms of present dollars. Here&#8217;s how to calculate the present value of free cash flows with a simple example. It is not necessary to clear all registers to start cash flow analysis because only the registers updated <a href="https://simple-accounting.org/">https://simple-accounting.org/</a> with cash flow data are used. Provide a single, clear number that managers can compare with the initial investment to work out the success of a project or investment. When it comes to investment appraisal, it can be highly beneficial to know how to calculate net present value. Find out exactly what you can learn from net present value and get the lowdown on the best net present value formulas to use for your business.</p>
<p>To calculate the present value of a cash flow stream, you need to know the discount rate and the number of periods over which the cash flows will be spread. The discount rate is the rate of return that you require on your investment in order to break even &#8211; that is, to receive the same return as you would from investing in a risk-free security. The number of periods is the number of years, months, or days over which the cash flows will be spread. NPV seeks to determine thepresent valueof an investment&#8217;s future cash flows above the investment&#8217;s initial cost. The discount rate element of the NPV formula discounts the future cash flows to the present-day value. If subtracting the initial cost of the investment from the sum of the cash flows in the present day is positive, then the investment is worthwhile.</p>
<p>And the future cash flows of the project, together with the time value of money, are also captured. Suppose that Sombrero Corporation expects a new project to yield $500 one year from now, $600 in two years, and then $750 in three years. The figure illustrates how to convert each of these future values to present value so you can determine total net present value. According to this figure, the total present value of these future cash flows equals $1,458.59. NPV is determined by calculating the costs and benefits for each period of an investment. After the cash flow for each period is calculated, the present value of each one is achieved by discounting its future value at a periodic rate of return .</p>
<h2 id="toc-4">Cashflow</h2>
<p>Compare the answer you calculate for each cash flow to the answers in the table below. In completing the steps, you learn that the present value of $50 is $45.45 at a 10% discount rate. Thus, we could say the year one cash flow of $50 has a present value of $45.45. N is the number of years, CFN is the cash flow for the year, n and r is the discount rate for the year. The discount rate is generally the opportunity rate or interest that an asset could generate elsewhere. Of course, there’s no reason to calculate NPV by yourself, especially since there are so many NPV calculators available to use instead. Investopedia provides a simple NPV calculator that you can use to determine the difference between the value of your cash inflows and cash outflows.</p>
<p>The equivalent value would then be determined by using the present value of annuity formula. The result will be a present value cash settlement that will be less than the sum total of all the future payments because of discounting . As the length of the holding period is extended, small differences in discount rates can lead to large differences in future value. In a study of returns on stocks and bonds between 1926 and 1997, Ibbotson and Sinquefield found that stocks on the average made 12.4%, treasury bonds made 5.2%, and treasury bills made 3.6%.</p>
<p>The present value of any future value lump sum and future cash flows . The annuities considered thus far in this chapter are end-of-the-period cash flows.</p>
<p>The word &#8220;discount&#8221; refers to future value being discounted to present value. Receiving $1,000 today is worth more than $1,000 five years from now. An investor can invest the $1,000 today and presumably earn a rate of return over the next five years. Present value takes into account any interest rate an investment might earn.</p>
<h2 id="toc-6">Using The Online Calculator To Calculate Present Value Of Cash Flows</h2>
<p>In this case, the 5% is the discount rate, which will vary depending on the investor. If an investor knew they could earn 8% from a relatively safe investment over the next year, they would not be willing to postpone payment for 5%. For example, assume that an investor could choose a $100 payment today or in a year. However, what if an investor could choose to receive $100 today or $105 in a year?</p>
<p>It is best exemplified by the prices of commodities such as gas or food. If, for example, you were given a certificate for $100 of free gasoline in 1990, you could have bought a lot more gallons of gas than you could have if you were given $100 of free gas a decade later.</p>
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