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	<title>Bookkeeping &#8211; Lo Sapio Pools | Piscine interrate skimmer, a Sfioro e Iso Blok a Napoli</title>
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		<title>Business Cost Control: Importance And Best Practices</title>
		<link>https://losapiopools.it/business-cost-control-importance-and-best/</link>
		
		<dc:creator><![CDATA[Giuseppe]]></dc:creator>
		<pubDate>Wed, 10 Nov 2021 17:53:49 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://losapiopools.it/?p=6113</guid>

					<description><![CDATA[The industrial or factory-based mindset is all about getting the most with the least. Adopting a continual improvement process is fundamental to the sustained success of cost control initiatives. This bookkeeping involves regularly reassessing existing cost control strategies, embracing technological advancements, and incorporating feedback from stakeholders. The savings generated through cost control measures can be [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/e2496d18-883f-4014-8933-2b9048e58917-300x200.jpg" width="258px" alt="how can a business control costs"/></p>
<p>The industrial or factory-based mindset is all about getting the most with the least. Adopting a continual improvement process is fundamental to the sustained success of cost control initiatives. This <a href="https://en.wikipedia.org/wiki/Bookkeeping">bookkeeping</a> involves regularly reassessing existing cost control strategies, embracing technological advancements, and incorporating feedback from stakeholders. The savings generated through cost control measures can be strategically reinvested in innovation, market expansion, and talent development, fostering a trajectory of long-term prosperity. Finally, the closing phase is where you assess how budgets were utilized and whether cost control methods, strategies, techniques, or systems helped in doing so.</p>
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<h2>How to choose the right expense management software for your business</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/11/shutterstock_524387770-300x200.jpg" width="253px" alt="how can a business control costs"/></p>
<p>By keeping expenses within the budget, companies can improve their profitability, enhance their cash flow, and maintain financial stability. Total Quality Management is a management approach that emphasizes the importance of quality in every aspect of an organization’s operations. It is a long-term strategy that aims to continuously improve the quality of products and services while reducing costs. Process improvement refers to the systematic approach of identifying and removing inefficiencies, re-engineering processes, and enhancing operational efficiency in an organization.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/e5b809ca50.jpg" width="254px" alt="how can a business control costs"/></p>
<h2>Budget</h2>
<p>Debt management refers to the strategies employed by an organization to manage and control its debt levels effectively. Debt is a useful tool for organizations to raise funds, but excessive debt levels can result in financial distress and bankruptcy. Cost control requires an effective debt management strategy that can reduce debt levels, minimize interest payments, and enhance financial strength. It involves monitoring the inflow and outflow of cash within an organization with the aim of ensuring that there is always enough cash to meet the organization’s financial obligations. Effective contract management can contribute to cost control by ensuring that costs are managed throughout the life of the contract, and that any disputes are resolved quickly and efficiently. Ultimately, effective contract management can reduce the risk of contract failure and minimize costs, contributing to overall cost control efforts.</p>
<h2>Future trends in cost control</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/XeroAccountingFeat-300x225.jpg" width="257px" alt="how can a business control costs"/></p>
<p>In the coming years, supply chain operations will become increasingly interconnected and digitally driven, leveraging technologies like blockchain, IoT, and AI. Also, as supply chains evolve, the role of supply chain costs will remain significant. Businesses will need to strike a delicate balance between investing in innovative technologies to optimize operations and managing costs effectively to remain competitive. Moreover, controlling supply chain costs will be crucial for ensuring profitability, mitigating risks, and adapting to dynamic market demands in the rapidly evolving landscape of the future. Managing food costs is crucial for a restaurant owner and the overall success of a restaurant business.</p>
<h2>Process efficiencies</h2>
<p>For example, it relies on estimates of labor and material costs, which may not always be accurate. Among the different approaches to cost control, detective cost control plays a critical role in detecting and addressing cost inefficiencies and irregularities after they occur. The success of Corrective Cost Control depends on timely and accurate data analysis, as well as effective decision-making and execution. Corrective Cost Control refers to measures taken to correct deviations from expected cost behavior. It is a reactive strategy that seeks to address cost overruns after they have already occurred.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/11/08dda2b2-3258-4b80-a71e-e49a10fbc2b5-scaled-1-675x450.jpg" width="253px" alt="how can a business control costs"/></p>
<p>By leveraging Happay’s expense management solution, organizations can streamline their cost control processes, reduce manual effort, enforce policy compliance, and gain better visibility into expenses. This ultimately helps in optimizing costs, improving financial management, and driving overall cost control effectiveness. Happay leverages data analytics and reporting tools to provide valuable insights into spending patterns, cost drivers, and potential cost-saving opportunities. These insights enable organizations to identify areas where costs can be reduced, allocate resources efficiently, and optimize their cost control strategies. In addition to monitoring expenses, budgetary control also involves identifying potential areas of cost savings. This might involve renegotiating contracts with suppliers, streamlining processes to reduce labor costs, or finding new technologies that can  help to reduce expenses.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/Cryptocurrency_logos-300x169.jpg" width="256px" alt="how can a business control costs"/></p>
<h2>Benefits of effective cost control</h2>
<ul>
<li>With an efficient cost control system, businesses can battle any financial obligations and complete projects without splurging money on unnecessary expenses.</li>
<li>Preventive Cost Control is a proactive approach to managing expenses by identifying cost drivers and implementing measures to reduce or eliminate them before they occur.</li>
<li>Staying within your estimated project schedule is one of the best ways to stay within your project budget.</li>
<li>By optimizing energy use, businesses can reduce operating costs while also promoting sustainability.</li>
<li>If not that necessary, you may consider a virtual meeting through the various digital resources.</li>
<li>It involves determining the optimal price point that aligns with the company&#8217;s objectives, market conditions, and the perceived value of the product or service.</li>
</ul>
<p>This approach is based on the idea that even minor changes can have a significant impact on overall efficiency and profitability. The Lean Management strategy is a popular cost control technique that emphasizes the elimination of waste and <a href="https://www.bookstime.com/articles/cost-control">cost control</a> increased efficiency. By applying value analysis to product design, organizations can identify ways to reduce material costs, improve manufacturing efficiency, and streamline production processes. Conversely, not having enough inventory can lead to stockouts and lost sales, resulting in lower revenues and decreased customer satisfaction. Implementing an effective inventory control system can not only reduce costs but also optimize operational efficiency and enhance customer service.</p>
<h2>If You Could Save Money On Your Taxes, Wouldn’t You?​</h2>
<p>When you uphold employee spend policies, get competitive bids from vendors, and use software to handle administrative tasks instead of swelling your headcount, your company can become more profitable. Automated reporting features generate detailed and accurate financial reports, offering businesses insights into their expenditure patterns for improved cost management. Cloud technology offers flexibility, scalability, and accessibility in cost control practices.</p>
<ul>
<li>In this section, we will delve into the crucial aspect of cost analysis and how it plays a vital role in managing and reducing expenses in your business.</li>
<li>This pricing strategy helps attract customers, retain market share, and gain an edge over competitors in the marketplace.</li>
<li>The goal of contract management is to reduce the risk of contract failure, minimize costs, and ensure that contracts deliver their intended benefits.</li>
<li>When deciding to do this, be sure and factor in labor costs to make sure it really is saving you money.</li>
<li>Organizations can reduce debt levels by cutting unnecessary expenses, controlling capital expenditures, and optimizing cash flows.</li>
<li>This empowers decision-makers to implement targeted in cost-control strategies with a clear understanding of the financial landscape.</li>
</ul>
<p>There are plenty of online marketplaces that allow you to browse and hire freelancers from all over the world. Though, keep in mind that with freelancers, cheap isn’t always the best option. <a href="https://www.bookstime.com/articles/virtual-bookkeeping-assistant-for-your-business">https://www.bookstime.com/articles/virtual-bookkeeping-assistant-for-your-business</a> You’ll save money over time by paying someone  more for higher quality work rather than paying a cheaper freelancer that continually disappoints.</p>
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		<title>Days Sales Outstanding DSO Ratio Formula Calculation</title>
		<link>https://losapiopools.it/days-sales-outstanding-dso-ratio-formula/</link>
		
		<dc:creator><![CDATA[Giuseppe]]></dc:creator>
		<pubDate>Mon, 11 Oct 2021 09:17:42 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://losapiopools.it/?p=9022</guid>

					<description><![CDATA[Access and https://bgrielt.ru/en/sobstvennost/inventarizacionnyj-nomer-eto.html download collection of free Templates to help power your productivity and performance. Set realistic DSO targets based on your analysis and industry benchmarks. Regularly monitor progress towards these targets and adjust strategies as needed to ensure continuous improvement. Benefits of days sales outstanding A high DSO number can indicate that the cash [&#8230;]]]></description>
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width="253px" alt="days sales outstanding"/></p>
<p><p>Access and <a href="https://bgrielt.ru/en/sobstvennost/inventarizacionnyj-nomer-eto.html">https://bgrielt.ru/en/sobstvennost/inventarizacionnyj-nomer-eto.html</a> download collection of free Templates to help power your productivity and performance. Set realistic DSO targets based on your analysis and industry benchmarks. Regularly monitor progress towards these targets and adjust strategies as needed to ensure continuous improvement.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="days sales outstanding"/></p>
<p><h2>Benefits of days sales outstanding</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="days sales outstanding"/></p>
<p><p>A high DSO number can indicate that the cash flow of the business is not ideal. If the number is climbing, there may be something wrong in the collections department, or the company may be selling to customers with less than optimal credit. Your ability to quickly collect outstanding accounts receivable has a direct impact on cash flow. Since cash plays a fundamental role in operations and growth, it is important to know how  effective and efficient your company is in collecting that money so it can be reinvested back into the business. However, for a small-scale business, a high DSO is a concerning matter because it may cause cash flow problems. Smaller businesses typically rely on the quick collection of receivables to make payments for operational expenses, such as salaries, utilities, and other inherent expenses.</p>
</p>
<ul>
<li>Factors such as high volume sales at a discounted price and what the credit terms of the sales were all need to be evaluated.</li>
<li>Learn financial statement modeling, DCF, M&#038;A, LBO, Comps and Excel shortcuts.</li>
<li>​On the other hand, a low DSO is more favorable to a company’s collection process.</li>
<li>Days sales outstanding tends to increase as a company becomes less risk averse.</li>
</ul>
<p><h2>WHAT IS DAYS SALES OUTSTANDING? CALCULATE AR DSO, INTERPRET, AND ASSESS SHORTCOMINGS</h2>
</p>
<p><p>The ratio is calculated by dividing the ending accounts receivable by the total credit sales for the period and multiplying it by the number of days in the period. Most often this ratio is calculated at year-end and multiplied by 365 days. ​On the other hand, a low DSO is more favorable to a company’s collection process.</p>
</p>
<p><h2>Additional Resources</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="days sales outstanding"/></p>
<p><p>This isn’t to say that DSO should be completely trashed as a calculation to use in the accounts receivable department. Often times a CFO or CEO wants to see this number in management reports. What should be done, however, to ensure that all factors are accounted for and a clear view of the accounts receivable department is portrayed is to couple the DSO calculation with other key indicators. Below, we’ve highlighted some additional calculations that give a more rounded view of effectiveness in collections efforts.</p>
</p>
<p><div style='text-align:center'><iframe width='565' height='317' src='https://www.youtube.com/embed/JDBpJOGpvqs' frameborder='0' alt='days sales outstanding' allowfullscreen></iframe></div>
</p>
<p><p>It measures this size not in units of currency, but in average sales days. Given the above data, the DSO totaled 16, meaning it takes an average of 16 days before receivables are collected. Generally, a DSO below 45 is considered low, but what qualifies as high or low also depends on the type of business. Also, cash sales are not included in the computation because they are considered a zero DSO – representing no time waiting from the sale date to receipt of cash. In many businesses, the days sales outstanding number can be a valuable indicator of the efficiency of the business and the quality of its cash flow. If the number gets too high, it could even disrupt the normal operations of the business, causing its own outstanding payments to be delayed.</p>
</p>
<p><div style='text-align:center'><iframe width='568' height='311' src='https://www.youtube.com/embed/ZyyeU6asCTg' frameborder='0' alt='days sales outstanding' allowfullscreen></iframe></div>
</p>
<p><p>Days sales outstanding is considered an important tool in measuring liquidity. In some sense it measures the balance between <a href="https://tpk-pravo.ru/en/zakonodatelstvo/sistema-upravleniya-riskami-eaes.html">https://tpk-pravo.ru/en/zakonodatelstvo/sistema-upravleniya-riskami-eaes.html</a> a company&#8217;s sales efforts and collection efforts. If sales decreases in isolation DSO will increase indicating that may run into cash flow problems in future when the sales dip flows through the collection cycle. If sales decreases proportionally to accounts receivable, DSO will not increase. While this may not be welcome news, it does not indicate a change in the balance of sales and receivables, and therefore will not affect DSO. If a company has $500,000 in accounts receivable and $2,000,000 in total credit sales over a period of 90  days, here’s how the DSO can be calculated using the formula mentioned above.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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mCOGGCaeQRwxPkcToNaNkqVbhatUdeYyDa57fuY2+ZL+gIA/M7+iSZv2Vhq4eL2WLuHSb3NJ+L/UDXwGh/NRheCd/M7O0zZ0f7CirW233LzfgSQyuOpAtxeLjDhv99ZPmuP16ezR+hXJbzGSvAC1elka3s1nVprR8g0dh+S4+3fusKTOeKqzWzey4LJdyMkhOrXosIhzmepZDl5RLAk8Znb1DUAlMtV3368nvRv/ACPofqO695+pWp5F8VMu8h8bJWNcdlge0O6T+G1FxAOkaHO6QT3PyXfl7cdy8+WL7gY2NnzLWtDR/AKLZnZzznhnCbvZq3Rk726NMiOQHR2iKTjNglcNaeQR8Qu2rn8zRBFXK24wfVrZndJHyI9CFHIljSFWpT9iTXU7E2zkTZwI8tjKNxgO+oxeVJ/tR63+e1tbhsflYnScesyPmYzrfTn15vb16COzwPwB+ir621Z5q0zZ68jo5GEOa5p0Wn5g/BRbgdcca6jUcStpcf2u/V9TujMo1tuiNdjsLSrHlwzN4puehY0W4nNivsYNdTj92bX+l6HXoQT/AEgq4QR6hE7mGJocxNJO8Wrp8V+sn0hERSc4REQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFK4P8AesvUh9+xVcGfi1zX/wAmFRS307MlSZtiE9MjHBzXfJQzbD1FTqKT039TyZpPosKevY5mUhkymJiaA0ddms370J+Lmj4s38vT4qDe0t7H1HZEya9CVF56PR7mugw37w/FfoCx4wcB8T/BzjnhZ4k3srgMrxvITWmZuhj2XY70boIoWNnj8xjhIxkLGh7d7DW7BPdfn5Nn5rkxmApY3YlO6lB7UWtU7Nb7p5PRprtSMlLZPseE5t4ceElmSfgNvN8jydxhr2ctZrMx3s1Z332VWB8rhI7sDI/sACA3vsRHIvFLEch4/V43HxqbG1+PHr45LXtB81dziHTe0OLf3xkePM2Onpd90AEhfNOo/NZaSTrapDkygqirTvKf7zee/crLRtZLRtb2VPpuWm4je4tx7kN7F5CCpks5kTkq9SRjC17YKvUa5cCA3b+oNcO3du/iq/zG5xN+KxeM41lspkhSksEz36DKz2RP8ssiAbLJ1BpEjt7A286Czyu7THF+J4HHXorIqUZrdnyiSI7M87yWHt94RMg369+ygKGCzWUd043F2rTvlFC538gr4XD2Snd5OWW7V26dOnrNadKpXahTi2+CzfgdWI5ZlMJVnx9cVrFKyQ+StagZPF1j0eA8Hpdrt1N0dEjeuy85PlWWybqxfJFVZUH7iKpE2BkZOtuDWAe8dDbj3Oh37DXfB4Z8+uR+ZBxTIFvzdH0n9Ctv+5R4i/8Aile/Qf4rs5hOW1s59R6Ufo/yvNbUcLUa+5LyOOlz3ltHQhztp4bMLLWyv8wCXWusdW9O18fj8drvg8VubQ4yPE/aFWaCGMQxusY+tNMxgGmtEz4zIAB2Gndh6aXuDwg8RrDukcYnj7esr2MH6ly6R4IeJBPfBRgH4+1xa/6SpLBU6nt00+tLyNo/RflyavHB1f5cvI5bvPcXPjrlfHcBw2Nt34PIntwT2XHpJBd0xvlLASWg+mmn7utDVYxuTv4e6zIYy5LVsRH3JYnlrh8+4+nZXgeC+chcW5LkXHaTQPeMuQB6D8iANr2/w141QA+2PEvCRj5VA6x/Ea/ktIYdQTSWvH8zoj9EOWX/AGlLY+/KEP6pIhn+J/JyHuhZia08jCw2quIqwWGgjRLZWRhzXEE+8CD39VowviNyvj1BuPxV6OJkfX5Ejq8T5q4eCHiKVzS+MO2dhpHqfmVOni3hM3s7xHs/ljXlYdjvBeqRDJn8/bcB3lhrsYw/gHdwq+iUrbLUbdhb7KYqOdSvQX/PpP8Apk2VmtzHkFG9BksdffUsVrD7ULq7WxtjlcA1zmtaABsNAI9CBrS6s74jcu5JH5GUyp8gjToK0MdWF/dp96OFrWu7sae49QFOGr4KfDJcm/5KJZkm8EqwEbK3J7XzeXxM/hpWeGouSm1G60dldfML6MNZzxdBL/3E/CKb8CnQ8izteYTw5e6yQej22Hhw7EeoPyJ/UrqxXMuT4CBtfA5y7jWtkfIDUndE7qcGdXvNIJ/zbO2/h+O7IL3gqDv7G5Mf/Xw/4Lb+03hFVYIa/h/duAf8bZvljz+Ib2VuYptbOVv10EfZ3DxzqY+il0Ob+FNsqEPKMzFSv451wzV8m9stps7Gyl8jSS14LgS146ne8CDpxG+6jTMTvt6+qv8A+13hX/5MH/8AvN/+Cftb4V/+TB//ALzf/gp5qO5rx8iPqHA/+I0e6t/lFH9vturwVHTvMNd7pImE9mOdrqI/Hpb+inPEywb/ADvL5Y73lZm5PR9R7Sxs2vrrzNbVjHJPDT2Ztv8A3J5vIc/yhL9oS9JeACW71reiDr6hafGKbCjM4+rQwnscww+Omkf57nlzJKUD4mEH0LGFrSfiRsrmmoxrRSavZ5dsfM5sZyThcNRdWnjKdRr9mKqXfvU4rvZ87Vm4+xs/EeSxv/4r2Sdv0Ie5v8nlVpw0VZuOOEXEuTvce0kdWJv1cZS7+TStHpkc/JH+8v7lT/65FacO2/qvK9OO26+q8qTywiIgCL01hcTob0tkUMjpmRtbtzyGgfU9gpSuDSilM7Uq1Mtbp1C0w1pXQtc12w/p7F35kb/NRrwPgoetiItSSa3m/G1jcuw1Q7p814YXfIE9yt+Vu+1yBkQ6K8I6IGD4NHx/E+pPzK98bcxuXgDyB19TAT6BzmkA/qQr1yPD49vAsTjY6UMGToY5mUlcGaklZLO9r2uOtktHkkb9B1LCtVVKUU97PZwmDliMHOcHa12+m1rLxb7D5lpFudGQN9iFpW55DVgiaKAEnQQgIhBB0QrNxCnjGdOUzNeOeubcVSOOR2mFziOp7u4PS1u/T4ub8FSc1BXZth6LxFRQTt08CsrZJBJHHHK+NzWyDbCRoOG9dvn3BXRlY68eQsMqa8gTPEejv3Q7t/BSTo2viiE8XmNq40v0fQF7jp35GQH8gjnZJ8S0cO5OUb6ECi3dA3rsu/E42K9JabMXagqyzDpIG3NadflvW/ptWbsrmUIOb2URSLf5cflueZG9QcAGaOyO/ffp8v1XkRvLS4NJA9SB2CkrsvcZr1prUjYq8Mkr3ejY2lxP5BZs07NWQx2a8sLh/RkYWn9Crf4UQ+28tbhmS+TLk6dunHLvXlyOgd0nY2R7wA9Pij4J8zUfh6t6xk5vPEbJ7Wo2RuHwj6iXHfffoNDuPTXJLFbNZ0mskk++/kepT5NdXCRxEXnJySX3Un153W7rKTrSyz6qROFyvsYyRx1gVHEhs5jIjcQdHTvQ9/qhx09vrnx9Cw+Fg94tBk6O3ckgD6ldW0rXuedzU3lbPqfeSHD+qbIT4xx/d3ak0TvxDC5p/JwBUDITs7Pf4r6L4WYTIT257lak5j3M8qOxKwhjA6OQ9QcRod2tG/gCe/dU3ldmrc5JlLVH/g8tuV0fbW2lx0dD0WUaidRwR6+LwkqfJlDETeblJJdGXzv1XIhERbHiBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAQHSIgOinbs1Z22K8z45G9w5p0VLNsYPK6bkYzRsH1sQM6o3H5uj32P9n/AGVAg6O168w/JRY6KOJlSWy1ePB6fl1qzJefjGSZF7XTjZer635tV3mAD6j7zf8AWAXnBfYlfJxu5LUszUxsPjruDZCddtb7eqjoLlitIJa8r43tIIc06IUuOU27OhlqtTIAf0p49P8A9tunH8yVKujroVcLCpGrFbLTvaS24voejt0NMshyXgv8ON8h/KxH/ivcee8G6fVLBwzL25OnQjtWw1n47b3Vbc7iFxrW+VkMc8nRcC2wz9D0ED9V5bx2rZ6zQ5BjZun0bJI6B3/6gA/QqVUtuPonyzi3nQo4eX3adO/YpK/gWgeJ3H8aXfs94dYmt20HWXOsEfXvpcl/xk51aa2Otko6EbRoR1IWxgfw3/FV5/FOQiH2iLETWIideZX/AHzN/iwkKMlrWYHdNitJGfk9hb/NTzstzOTE/ST6QQjsOpKkuEIqmu6CiS9znfML0nm2eSZB7/TfnuH8lz/tbyf/AMYMh/zl/wDiostJ+Hp9EA7dk25PeeHLlPHVHtSrTb+8/MkJ+S8gssMVjN35GH1a6w8j9Nrm+08h8b1j/lXLn762sbKjabMZYvETd5Tb7WbHWJXHbpHO/E7Xnr+q8ooeZg5N5s9df1Kx1fUrCKLC5nq/FC5YRSQNlNn5oiAbKbKIgLJxDxF5nwM2f2WzbqkdwATwvhjnik1vpJjla5vUNnTtbGzo91FZ3PZfkuXtZ3PZCW9fuP8AMnnlO3PdrX5aAAAHYAABcIaT8D27rZDXkmkbFFG97nnTQ1uyVkqNKNR1VFbT1ds+8lJydkeGjq+GyrNkh9h8Yq4aRnTZyEovztPq2MAtiB/Hbnfg4JWxdPjP+/eQsBuM7wY7fvh3wM39UD+r6n6KCyWQt5O3JfuymSaZxc9x+f8Agr6s9VR+raMtv+1mrW3xi9W+DeiXBu+qOZ+tdl5QnaKx5TdwiIhBcMXHXwXHoM7DhI8hduzvhjksReZBWDNHXR6Pkdv+lsAD0JOxa4+Fcnz/ACrhkVvj7IRblqwWp6NJoZG985OpWRta1kjWOZtp0daJ9V80xnIMzhZXTYnJWKj3DTnQyOYT+OivEWby0Fk3IcjYZO5/mGRsrg4u3vZIO9reE4RttI86vha89p05JN3zd3rp1W8esueXn+0oX08NyXEwY4N0+u+L2SZx+PmbB8w72ez3b+nouDlnAjhK0NzDXXZqqI92bdWIPgifvWutjnD/AGuk+nb4CoOle5xe47J7r02xMxpayRwa71AJ0VSU1JWsa08LOjsqE8lrks+vQQ9pB8O6+0ZSbj03PX4mxJZjyDKTMSTK9ogka6uIyfTYI6tjvo6+C+KBxHoAts1yxYmdYnldJI87c57iST9SuStQVZpt7mu+x9Hybyr9X05Q2FJSlFu/CN/HPUvDMRiq/HGjI9FSW7kKtSRz26fCxvWZXgE+mjEd9gd6+BXBagwWNsZK4/BtYxxY2hWtPe5pbvTn7ae5GgfXXvfFQdTP3IWCtMyG1XOv3U7eoD8D6t/IrofLx230hzLdF5PvFupo9fQEtI/UqFRab9Z5/l5WNp4mhWiuZSTS0ks9++1tXfdnxsdbq/GLNQvnyQiuOiBYGRuEYeSCWuaGdgBsdidnv2ClcZjOF0zFYffgsBzvK82YPMZI6S8hhYOl2iOnqJb3O+40q6cHFN1exZihOB6B0pidr/1gA/Qld+O45m7FeXH/AGdPLFM3zIpIR5jRK0Et7t2O42PzHyUTpOSspMtTVWM0+Yi+DSbXem1mcfJaFWK3Neqz44QzyuMcFSbr8pu+w9PkvWMfiL2Kbi8lkTQfBPJPHKYXSMf1tY0tPTsgjoHwPqfTXeJnqW4HGOxBLGR2Ie0j+a0lpHbS1cLxUb6Hlus6dWUtm19U9Pky00mcOptnq377bxlALbEVSQ+UNOBDQ5zPe7tOyCPd0t9uzhY/bzDabIx2LpQsaNgud1QmRv4jpdv81UB1DZBH6LPU/XchRzOd3Js1WPajsxgl39PF9JdbuR4Ney7Mi6axDBFH0R1mY9mgQD0F58z3tOI327gELVFySphm2nUsv7a63DMwgY6OMMc5oAd3H0HYKne8fzWDv5qvoytZttdNiZcpVHLbUUndu6ute3hoTuPyXHo4AzIUDNKDvqLCW+p32a9nr7vx7aPbuu08ixLBUpY2tJTq+1SG20uJbNC4tADu5J00O/Xt9ap29VkB3y/iruhF5u5nHHTjHZSXdmTHF81+zfJsbn4gX+wW47HQDova1wJbv6jY/NdUPLDXN6vDTZ7Jcmkk8syPa5gcfQOaR20Ggg7HZV3v2PxWe/5o6EJSc2s9O7NfFlKeMrUoKnCWV2+9JPvSRLZDOyX6FHGOgjbBjxIISN9Wnu6iCfj33r8Spin4i5jHVxXoRQRNiMpgduTqiEhJPYODXH3iNuaTrXy0qk1riQACSfQa9VPV+MupdNvkkpx9bQc2Mj9/KP8AQYe4/tHQH19EdGk1ZrI6cJVxtSblRk9Em9Eluu9EkWHF8svYvjVy9YhqgZANoANYWvsxgDzOp2+wDdD3ddz9CqHYMbpHvhDgwn3Q47IHy32Xdm8u7JyMbHEIKtdnlVoAdiNg+vxJ9SfiSosehVowjD2VYtylj5YvYo7W1GmrJ+Lfa/C28wiIrHlBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFnq+iwiAz1fROr6LCILm6O3NCQYpHt1/VdpScPMORwMETcrYfG30ZI7rb+h2FDIljeliq9DOnNrqbRPftfYlP8Av3E4y18+usGk/mzSNzXH7BPtXFo2fHda09n/AEuoKBQKLI6PrPEv22pdai/imT0ruHWQBFHlaTj6jbJx/wBRefsvi8rf3HJJ43fKxRLRv8WOcoTYWEsQ8bGWc6UX2Nf0tE4zjdOYbg5TiXH5PMsf8XMA/isHiOTdJ5defH2D8PKvQkn8B1b/AIKF2gOvmmZPP4Sft0bfdk1/UpE1LwrlUILjgbrm/wBZkJeP1btcUuEy8B1NjLbNDZ6oHDX8FytnlZrpkeNfIrur8izVQAVstcjA9OmZw/vTMi+Cf7Ml2p/JHG+rNH2kikafkWkLX0FTP7acpA19vXj/AGpif5rA5hyLe3ZOV39rR/mFI2MC/wDiSX9xfjIbpQNJOgpz9tuSA7GSd/ybP8EPNuTHv9qyg/MBo1/BRmTzWBt/ay9xfjI2tisjccG1KNiYn4RxF38lIjhmcY1sl6COix59025mQk/gHEE/kFpscs5HajMNnN3ZI3dix0x0R+G1Fukc47c4k/UpmTtYCG6cu1R8LS+JPx4vjlDbsjnX25mnvDRiJaR9ZH67/g0rLuVSU2uh49RixrCOkytPXO4fV59P9UBV7qWCST6qLcR9YSpq2HiqfTHX3m2+5o2yyvlkL5SXPd3JJ2StbjvSwhO1Y4G23cIiIQEREAREQBERAANrJbrff0U3wZmNl5jhYcxG2SjJkK7LLXfddEZGh4Ovhre1YOUYen9t2+N2cXBi8xWPS1tZzjXmOgQ0td3a8j0I7E6GhvawliFCpzTW6/6/W85qmJjTq801uv2aeG/rKGDo7Wer6LLmEH1CCNzjoLc6dDHV9FOYzlEuOETjjKdmWDp8qWUPD2aHbu1w2Br0dv8ARcmV43ncHHBLl8ZPUbZBMRlYW9Wtb9fxH6hd/F+L3s5JM9tC3LBFVsS9cMbiOtsbi0bDSPvAdviNjss5um47UtCYY30Zc9CdlxONvJs9COiLK2mN/qiU6/RbYuUZUjpkMExJ1+9rsef4hR01adhf1xPHl9n7adt/H5Kw8ODadTLcgDGyTYqu19Zru7WzSSNYHkfHpBJH1DT6AhWqSUIto2lyliaMXKNR24XerOS7krlGcQ5LAUWyEB3RLUMZLT6HQIKz7fXkrC3JxSqYXSeV5jDK1vXret9RG9d9LOTu5fmdimIKFm1brVRA7yw6V8mnOd1nQJ/pfwUrgoZIaXHmytdG+LOXCQ4aLXNZW7EfAghZ87ZJS1/1fyMpcrYmEVzjW1vVk9zfDoIT2/j/AJhZPx6dhBIcGXC3X5Fh0vYucQJ97B5AH6ZBv/8AEuS7h8pDDHkLVSWOK08+W97T759f71si4zmAIZLNf2Rlhokrvt/uWTt36sc/TXD81pzkbXbOh8pyteSh7sPI6PaOH70cRlW/P/fjD/8ALU5i+J4/MYa7yDG8ZzU9HHvayxKy3ESwkFw93p6j2aSSAdAbKiuf46bHcryrJnVz13Ji0RWI5NAPPr0k9P56V2hfmsH4dcOjwdutWuS5K5m3GW1HDtreiCPfmOAP3ZgR37ErjxGJcKcJU2rye/TRv5HBiuWp06UJ0o07ze+Kto2811W7SixnickzYo8ZlXvcekM9pZsn5D3FvyYw2Cyc+M/Z1s1ipIY5BNddK3rB7j3Gt9D2U5YxGOx/iWLUUQioRQtzoijPU2Jns/tAjB2QRvTAd9+yncQctiPC/G8kwmUdjJ79687JXoml1l8Ubog1rXAdXSDISRsAkjaieMUdlpe1a3W78L6W8Stb6QTpODpwj61l7K1d3rZ6bL04o+dftVkq4MePhrUPXvXiDXD6dR27+KiJ7M1iQy2JHyPcduc47JKnOaZupm8pHary2bL2wNjmt2Y2sltPG/3jmgkA60PUk9OydkqvHv3XdTblFSasdjxmIxVOPPN9W5dmXwMl2wVgehWEVmZBERQAiIgCIiAIiIAiIgCIiAIiIAiIgM9JWF0U6/tViOv1Bpke1gJ9ASdLfm8TLhctdxMzg6WlYkrvcAdEscQSN9/gm+28jaW1s7zgRCCD6IhIRE0fkgCIiAIiaPyKAz0nt9VhTI43kTxh3Kgxgox22Utk+86UsL9AfIADf4hQ5B3vSrGSlez0KxnGd9l6ZGETR+SaProqxYIvTIpHuaxsbiX/AHRr1/BerFeWtYkrTRlskTix7d704HRCC5rRb/YbfsYv+zS+zmQwiXpPQXgAlu/no70vMNaacSGOMkRN63n0DW71s/mQPzS5F1qakWel3yKxo/IoSACUII9V1ewWm0mXnwOEMkroWPPoXtAJH5Bw/Vbs5iZ8Lk58VYIdPVeYpenemvB0R+RUXV7XK7Svs7/Ij9bTRXRRrOtWo62j1SvawfiTpTucp4OOzbw2NoPZaqWTXim85zvaAHFp20+hPY9tD1CrKaTsRKooyUbFaRbrdSelZlqWIyyWB7o5Gn+i4HRH5Faul39U/orlzCJo/JEAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAe4XFj+pp0RrRX1TxEtYW34j5HmtfNUZ6G4p6pr2GOkmlbEwAdAPUAHg7JA7A/RfKW72vZJ1ruuerh1Ump3s0mux2v8DmrYVVqiqXs0mux2v8AAt+Ty3A7OPbSgxtlsjZettiOBkbms6ddDtucZNnuXEjXwC5bFTFMxsNzGW2xQXrfll88Z667o2gkbAJ1uQHY3sAdt9lWdH5LslyEsmKr4kMAjgnlnB+Jc8MB/LTB/FWVFxtstiOH5u2zJ673f4k3npKrsWfbs/SyeRM7XMfXY8u6CHF5ke5jdnfRruT6+i5uM8mlxVnybt60aBrWIPJa9xa0yxubsN3r1cD+SgNuKx0kq3Mx2HB6F1Qi6bpvNFrxnNIKODfh5qUsrfLlb0tslkMrn70+WPR63NJ2Dseg+XeKwnIbmBnllqGIx2IzFPBKzrinjJB6HtPYjYBHyIBGiAVGMrTP+5C934NJW4YzJSd2Y+w4fSJ3+ClU4Z33mkcLe6UW766lmh5lx+Nj4GcSbWgnkZLYirXpGCRzNlo94OPTs76TvuAe2l5i5dUr18ZeiiabdTNWshJW6SGeW8QFreo/A+W8fgPqq6MNlz6Yu2f/AFLv8E+xcx/4Kt/8g7/BZLD0k7/N8Lbyq5LazUJf4nua333Mn8/y7GcgqQsmxU0NmCNrGujnaISQGt6izo31FrdE9Xy+HZaeQcopZ/dmTGuguvcHPlZZeYydAEiN29dmt9D8FDfY2X/8FW/+Qd/gtb8bkI/85RsN/GJw/uVo0acLKO7TMtHk/mkrQatprvOjNZN2XyU+Sk7PnPU76u13P5nZ/NdeX5NZzGPw+OsdIjwtZ1WDQPdpkfJs/Xbz+QUK6ORh09jmn6jSxo/Iq+xHLo0I5mPq3Xs6d1i93+RwS8atZJgbDbv1aeEjjDupwr144zI89vd6nMi19C4d+6jY+eZKHjuG4/XEcTcNatWo5NEmTzwwOY4HsW6jA18QTtVfbunXwWCD8is1hqaVmr538LfAxjhKSVmr537bW+B3Zi3Ru3XWaFJtSN4BMTXFzWu136d9wN+g76+a4U0fkVktIGyFvFWVkdEY7KstxhE0fkilkhERQAiIgCIiAIiIAiIgCIiAIiIAiIgOnHf8Nra9fNZ/NfUvEXw1H7Y8hij5Pj35hslnIuxgZJ5giG5C3r6ejrEYLunf09ey+c8cylbC53H5a3SFyKlaisSQF2hK1jw4t38N60pxniJlByrMcwFeN+Ty753eY/3hF5rj5mh8dsLmfg4/FcmIhXdRSpZWXRm75J9HE83FU8VKup0HZKL4Zu6snfdx8GQ1/jGfxVFuQyWIt1qz3BjZZYXNaXkbA2fjrZ0oyGCSzPHXhic+SVwYxrRsuJOgAPiVbLHPW2HVoosLDWrxZJuTnjjmkd50o7f0yddifT599r1jub4jG5KpkYeHVCcdL7RV3M/r80EFrpXf8YAWg600eutAkK0alfZvOGfR/r8zaNbEqPr07voa7N7/AF3Fax+JuZO7BjKVd8tmxK2KOMDu5xOgP1XS7i+eZZvUxiLj5cc57LbY4i/yS0kO6i3YAGiuji/JpeN8px3KTVbZlo22W/LedCQtd1a+i62c/wCTOydS/kMpYutpStmZDK8lnUPjr5n4n1PxJV5urteola3iXqSxKl/s4q1t7evR+kQUWLvzVpLkVKd9eL/OStjJY38Xeg9QvRw2RbT+0TSsCqR2m8s9H+16evb8VPR856Me3HPwlMj2UVHyN6g8sGvu7JDCSNktA2Sd72VG3OS3rk0rx0xRyVI6XlsAAETOnpGh237gJPxOz6lIyqt5qyEJ15Sd42XyI2CjPP5vTGf3DDJIT26QCB3/ADIH5rswmCu5yeRsDo4oYG+ZPYmeGRws3rqc4/j6DZJ7AE9l3ZK06TDttWIw2xkJAOprdeZHH/TI9DtzvUa2WE+uyuLC8hyOB89tJtV7LIa2WOxVjnY7pOx7sjSPVWk6jg9jUvN1ZU3sJbXgfSMxha9fwgwmGxF51x+Uzdq1G58Xkgshha18nvH7nce8dfdPppfO8rxjIY25WqP6Z33YRYhMQdp7CXDt1AH+ifgurIc85Rkmxss5R58mR0kXlsbGYupoa5sZYB0M00DpGm9vRKWb5Bm7dLHiWa3edYZ7JOXEzRvJ+612/QnXY7A1sa2d8mHo1sOntNO7bfbpuWhw4ahicJF7bTTcpPtz4LTI1UuOQ9VR+TvCCO5A+xC0dnSAPcxoBd7o6nNd3PwH4BRmTq+x3Zq3kTxCN5b0Tt08f2h81ZOUZ+q/lUjpoIslTpRNot79AlaxvS57SPu9Tup4Ovj6fBQecyjMtbFiGqa8TI2QxxmTrIaxgaNu7bOgPgumlKpK0pLJruOqhKrJqU9Gu75kvxrjUd27jZr+do45szo5YBYErzKDK5vS0RscQepjvXXw+aj+RQ0mcrvxC62Wt7ZJuaBh10lx2WhwB7fXXouZuayEMtG1HN0yUAG13Bo9wBxcPh/WcT3+aj3yOe8vcdknZKRpz29uT3WLRpz5xzk91vE+jXcBQyPCsJQ4/LkJjJbvWi6eENAbqCNzulhc49wB236lcnFOH3LFPk9W9BNG+tThBaGDzXbsRkNYHEdRPT2/D49gaS+5YkjjhfNI5kWxG0uJDQTs6Hw7917lyFqaJkD7Ezo4wQ1rnkhoJ3ofJYxw9SEHTjPffTPW/HsMI4SrCDpxnq27tZ5yvxLBluOUqGKq5Z8k9UW5dQ1pQHPdC0ua6Tq7dw9hHToAbHc/CNzOKgoSssVPMlozb8mYkHr1rY9BojY2D3G/wK525rJ+yDHe32vZA/rbAJndAd8w302s5HNZTKsiZksjbteUD5fnzuk6N+utnt6BbwjUi/Wd9e46KUK0X67vr3bu3tLzbdxa1wTCUKOOnZYt5W01jp77XeSS2uOtwDG+7+J+BXZzfAcXk8ThbfnPacNlbU881mPo6Q8SSAxtdvWiWt04kdnA+ndfKnHv6LG/oFisK1PaUnv8fI5lgZKW1Go/2v8AF5FxxmJixfNamOv4oSCxdiFaOO8x3lh0g6duZ1B3bS5cw/GZzlr4MZXdXjtX3MMjpfM6uqXQcOw16+irLXlp6h2I+IWNrVUmp7bedrfmdKotT5xyztb87XLrW4/gsZhMnn8u9959bIHGwVI3+WC7pcRK9w79Om+g+PxXVkeKcQpcV4zmb2dmrXsrXntWYI4vOJjbPJGzo9A0/ujvqcPUHuqBv6BN/QKjozbvtvW/Za1u/MyeGqNp861nfK2lmrcN976kvnsdQpOq2MbO+Stch85jZNdbNEtc12u2+prvy0og+pQlF0RVlZnVFOKs3cIiKSwREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAWRpYRASuPHHmQ9eUdedJ1aEcDWhpH1cf8F2yZLikRPs/G5pAPQz3D3/ENAVdRRY7aeOlSiowhHLe4pv8AxJlhZyPDxAtj4ZjXE/GSadx/6aw7lgH/AAbjmGhA+Hsgf/09qvojSZf60xS9lpdUYr4JFkZzvNxAiGDFxb/qYyAf9Rapec8nedtyjov/AELGx/8ARAUAiWH1tjt1aXeyZ/bLlW9jkWRb/ZsvH96O5fyl/c8kyZ/9qf8A4qGRLIpLlPGy9qtJ/wB5+ZLnlfJj/wB8GRP/ALU//FY/avkw/wC+DI/85f8A4qJRLIr6fiv4sveZLDlnJvhyDI/85f8A4rYOY8raNftJkx9Pan/4qFRLIlcoYtaVZe8/MnY+bcqadnO25P8A0ry/+e1ubzzPf8Z7BN21+9oQv/m1VxEsjT62x++tJ9cm/iWIcxnkJNvB4WcH1HsEcf8AFgCw7kOGmGpuH49p+cUsrD/0iq8iJWJ+tcU/akpdajL4pk+chxOVupOP2oj/AOZuHX/xNK0GHjUxPTayFf5dUbJB+oI/kodFK1uZTxsqntwi/wC6l/TYlZcXREJlr5utIR38pzJGPP6t1/FRR9URDnqTjN3jFLqv87hERDMIiIAiIgCIiAIiIAiIgCIiAIiIBs/NZDnD0cR+a2V601qQQ14XSSEEhrQSSANn+AK1JcXzsNn5lNn5lEQDZ+adTvmV2YrHTZSyaldrTJ5ckvc67Mjc938GleLdCarXrWpG6ZbYXx/gHFp/iCo2knYq5x2tm+f68jm2fmV6YT1Dv2/FeW9zrS7L2Nmx74mTgNdNDHO0fHpeA5v6gg/mjedidpJpE3Pl8Ab5guULF2pUiZWq+VY8rXT95/ofvOLnf6y1/anCv/Fm7/z/AP8AoUJLWsQxRSyx6ZOCWHt3AOj/ABW3KYuziLbqN2MMmY1j3N36BzQ4fwIUK0cjqw+Nlh4KlFRduMYt97RMDJ8IPrxm9/7w/wDoW6pneJUZ2W6OHy1adgcA+O+3bdgg63H8QSFVeo/Aqz8V4Ta5RjruSZkqNKKnNDXDrcpjbLNL19EbXa0CfLd3cQPTuonONON56F6vK3NQcqsYJfcjvy3IjMhPgHt3j4L7JP8Az0zHDf5NCjHOPbuV0ZGjaxV6bHXYHQ2K0jopY3Dux7SQQfzC5SSfVXvfNHPUrc+9uyV+CsgSSNElERo2dIZhNldtrE26lGnkZ4umG8HugO/vBri138QuMjXw0id9CE080YBI9Cmz81asNxvBv4xY5RnbF0QMux0Y4qjWl5e5jnlzi46A03X5rxleN4d+AfyXjly3LUgsx1LEVqIMfHJI17mac0lrwRG/5Ea9O4KxVeDls9Nui/A5/Sqe24Z5O191+HiVhEI0UWx0hFnpcO+isAIAikL+OZUr0Zg47t1/PII1r33N7fP7q95nDfZEePc+Vr33ajLRYAf3YcT0g/MloB/NV2lkuJTbjkuJGIiKxcIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAg9URAW3w7x9O3n4HWctBWIZMBG+ORzj+6f391pA/Vcx4PlJ2NmxYF+N7ephj917/AHun3WP053ca90Eb7KNwOZfgsi3IxQNlcxkjWtce23Mc3f5dW/yXdj+Z3MeKzhjcfYlpACvNPB1Pj0djXfR0TsbBXLOFZVXOGllr2nFOFeNZzp6NLXo2vNHNgMCc1mosU6UwMLZZZpC3ZiiijdJI7XxIYxx19FOZPhuNyGWMHEJZG0YqkM9ixkLUQZA54370mmtHqPd9dkt7kbUFhuR2sRmftowx2pHsnjlZNvpkZNG6OQEggjbXu7g7Cmx4gU6kElPFcQx0dWZ0cksVpz7Ic9gcGOHUe2g5w/NRW59TvBbui175339RXEek87tUtLLha9829HpaxjimMOM5h7C61BY1Tufva8nWx26kh7H813t4u3PcexEz7jasFDCXL80hb1E9Nl7GNAHqXPcxv06t/BVk8ryn23Jn2ujZakZJGeiJoYGvjMZaG66QOk6HbssV+WZ6m2mKGTsVX0I3xQPgkMbmse4uc3bdHRcSVE6VaUlNNXsvnf4lKmHxEpqcWk7LvSlfd0rcdEPFXQUaGay1sVaFyYxhzAJJmtBcOvy9jbdtcPUen6zHiXTwVe9iH4bLTXWvxNLZkrCIabC1u+z3dzo7HbXp3UXF4hctigNZ2ZnmjcS4icNmIJOzovBI779Pmq/JO+R5kcducdk6V406kqinUel8l09m41hQrSrKtUlpfJaO/HK+XWTdfBVWVcdksvkJK1K++ZvVFF5r2FhH9HbQdk/NWvlmN4za8RMjVv3bMsHstX2Z7HCDrk8mLs89MnSNb76PfXovnr79qSCKtJM90UBcY2E7DS7XUQProfoFvxmcyuGkfNicjapySN6HugldGXD5EhWlSm3tbWea6M2u0tUoVJS21LOzSW7Npp8dx4y9CXGZS3j5oXRPrTvicxzg4t0SNEjsfT1X0fAcaflPDbCYarlqdW7n85NO2Gdzg6dsbWRQ9Omn+m6Yd18vllkmlfNK9z3vJc5zjskn1JKkf2ky3/cwttyRvw8fl03xnpdEPMdJ2I7763uO/VVr0Z1YxSdrO/g/nYrisPVrwhGErNO7fY/nY+gcxwOC5LyexJSs2pMnnsi4UHs02t5QmdD1P7EkuMbneo0Neu9iu/sXhZYZsjDlcjHjabmw2J5aI63yu6ukRsDu4Ia49yNa7nuAoWvy7ktOn9nU89ka9Tv+4itPbH3Oz7oOvVdFXxB5vSa5lXluYjY7W2tvS9J1vXbevif1WUKGIhHZUtP1w4eZhTw2LpQUIzVl8O7h45my1wm+MhXoY5zrZuO6a/uFjyDG146mn7p6XtPqR9fipTAcJxj6lG7mLFj2i9HasV6rAA2SKBpJ6n+rC4tcBoH0+qro5ZyNsc8bM7kWttuLrAFp+pSfUuG+/wCa4RftCb2htiUS6I6+s9WiNEb9fTsttitKOy5W6UdDpYicdmU0ulLr/LuPo/IH8Yu4PhAlxlmnSdWuCVrZ+twPnydJ6uj06tbOidfBUPP4/wCz8jJCK4hjOnxNEvmgsI7EPA07fz/l6L3iuUZzCb+yslYrdQ6SGP7Fu9616eu/1K5cnlr2YtOvZK1NZsPADpJX9ROhoeqmjSlSyvln4u/zJw9CdB7N/Vz8W38z6/4cVMPP4UyfaNKpYsWORivRbb/zHtJpvMQkGwCCdt7nQLgTsBQuHxee5wb2My4sEYeyxpxVOAR+U09fmGOtGAOsFjW70AOr3iqAOQ5QYI8b9rk+zTaF32ft0+eGFnX6b30khcTrMhkMvU7rJJLt9yT6na544OUZzntZyd1vtp8TjhydUjOrU285Susr2000tfeXMeGtythHZTM08xXnMssQgjpdRi6Gtc10oJBa13XoH/Rd+CziPDw5LiFvNxUsrayDbLq8NerCXiLo6C4yjpOgWvOjsd2+h+FQgyd+sSa9yeIu7OLJC3Y+R0vBtzFznukeXP7uJce5W7pVX+3v4eB1ujXas5709N3AseM4nlMzkWYGSdzLLKLrVWFwLvMPR5giaPg5w3+fbuVcL3gjLJezDsWcg6nUtWqlMR1/P6pIQQRLJtrY9vBaPUknsNd18sju2InskZNIHR66HB5Bbr5H4epXo5C07r6rEp6z1O289z8z81WpSryknCpZdRSvQxU5qVOrsq3C/wA/1mX+/wAFyGUx2Grsguw3qlAwzQPpSfu3+bK4B7tAN2HN0e40V31eIYvllfCW5pi+xLhIhHUF2Os6V8diSElrntIOmRA9IGyT2+K+YuyNt/37Ezu3SdyH0+S1Omc/pDiSGjQBPoFDw1R57ea0y8CksHXksqlmtMtL6rty6ciT5LgLHH8pLSsVLFZpc50LJyC8x7IaTrsT2UQfVei/fwXk9ySuqKaST1O+mpRilN3fHTzCIgG/ipLhFnp7J0/VAYRZ6finSgMIt0tWaFwZLG9jnAOAc3RIPxWGVZZGve1ji2Pu4gdh+KPItsSvaxqRCNEhEKhERAEREAREQBERAEREAREQBERAEREAREQBdONoS5O7HSg6euQnXU4NA0NnZXMssOipRaDipJyV13E99g4ITtrO5J1SEhp8qq9439CdE/oo2xirEWSmxcY82WKZ8Pud9lp12/RTnFr1V0E+NbS8q7Kx74bzfedGWtJDek7AB9OoaI3va04Gs+1XvyCyyGTTWGV/fpjcT1u7d99gPz18VSUsz23haOJjSVKKvK7yvolmntPXfdWWfdE28b7NOyvHOyeR3YiM70fl6fy2vT8JdjjMkjGMDRsh0rQ4flve/ouy5in4R9PI1b0dqKZxdFI1haeppGwWu7j4fquHLweyZKzBogMmcG7+Wzr+CnM4K1GNFy5yFnwvkrq6zzucR7FEPqik4QiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCmOOYQ5qeQSzsr1KzDNZsP8ASOP+8n0A+ah1YOM5nG0ql/EZds4qZFrOuSvrzI3MO2nR7OHc7BIU2udvJ0aM8TFYh2jnrkr2dk3uTdk3uTJf7b43LiMvj6WIqwwRV2tpyTQtfakkMjdvMh7j3Q73W6AVcp8ezOQgkt0sfJJAw6MgGm79dbPr2UiK3BAOoZ3K79dHHMI//dXnlXJY83aYyg19fH1oxFXg7AAD1cQO2ydn/FNlXPWxfN1Yc7jZRvFWjGm453bequoqOml3lbe1KO4PSxuLFjP256k8lfz2HoaI9lvUxg2ep5PbehobXDjuKROu0q9/KVoJrD4yIOh73dLiOnZaCASD6KPucjt5GtFXyDK874WCJkzmalDB90Fw1vXw2vbeY8gYxsbckdMaGNeI2dYaPgH66h2+qraxLxXI6qJqm9lW6W+O16y7Gr6vJ5JTviM+efmArVD1T04mV/3fo0s2QB+AP8PotUHG81Y49kDCW2pHzwTl0Mwf1s09rt999i9uwVwHl0MzpLVzD1pb8kL4jba97HHqYW9Tmg9Jd33vXf47UbjsmypBfifsm3WELTodj5jHf9Uq2ppiMbgq+Oq4mbbVTb0bWymsk7xd3udu84bME1aZ0M7C17DpwPwWpZcduJWFB8w7XyCIiEBERAEREAREQBERAEV74d4Qcj5x4f8ALfELCz0jV4cavtlR73CzOJhK7cLQ0hwYyCR79kENBI3orX4R8Fx/iFym5gslanrxVsFmMqHQ66i+nQnssb3+DnRNB+hKApCIfVEARWHw74/T5Xzvj/Gsi6RtbKZKvUmMZ0/ofIGnRPodE91ASdJe4saWt32BO9D8UB5RNE901pAFlvY7I7L1DGZJGsA7uIAX03lJ8PcHZ5Twh3E6bJ8LA6lTynn2TcsXoZ443vcPN8kMcBMenyxpuhsuHUQKRJya15DoKdarTEjCyR1eENe9pGiC7udH5AgFR1a7YpyebVsywvI0XRuLTr5dl9FwnDeFjwVl57yGG+Lc/JThYZq0mzExtUSlwjPuv7uGwXNOtaI77pGf49awc0TjLFap2mGSrbgJMU7N620kAgj4tcA4fEBRZG88TVqNSlLTTo6jqfkq8wbfzt2fI2AB5cJJ6R/bd8Pwb6/MKIv3ZL9ua3OQXzPLnaAA2fkB6BaPf+aeW8+jSdqSauJnWWzL82+Le88ohBB0R3Xc1mI+xn9Tbf2r7S3pPU3yDX6DvY11dfV06761v4+o5zhRdlrDZelXht3cXbrwWRuGWWFzGSj121xGnfkpfw/4lc5ly/DYKHH27EF7IVqs7q8LnljJJGtJ9307FAVzR1tFbZsXLQ4/yEy4Z9S0MhSqiCSNwfBG9s8paA/3h/mWd/XQ9fVQuF4zyDkcksOBw9u++FvVI2CMvLR8N6+fwHx+CAjFkMPx0PxQtIOiF+msrnuJ8VzUrbvGeGjjT6dGfEYdnGoLOUyrLNSOVgFh7C5jdydL5i/qDt9DXEHpA/MnoinLHB+YQZibAHjWRfkIIW2ZK0MDpZGwua1zZCGb90te079PeHzUYypN7PJM+q8NZII3SEEBjiDpp+p6T+hQHMssY5500bP4L35RBA13K+4/5PvH+QYJmR59NjbWPx+JkqXLl+eJ8UUuOj86aeBshAB88wRQa37xlDT2cQgPhRBB0UXuZ/mTPk0B1OJ0PhsrwgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIpuAiIoAREQBERAEREAREQBERAEREARbIWeY9sZc1vU4DbvQfivosfgwJImSO8SOHt62h2jkO42PQ9ltSw9Wvfm1ex34HkzFcotrDR2ra5pfFotvhZyrJ+GngZl+ZVY2ONznOIggglG47sUFG/7XA8fGN0dpkb/XtLpTPGOPcR4FS5t40cW5Dj7XG7vF7+NwtOW5GL8F7IN9kdTlh6vM64Y5pn+YB0OYxrgfeLRRZfCeV9KHHT+LHGDUhkdLHCciXRse4NDnBvoCQ1oJ+IaPktJ8HsUwe94p8WH4WN/3rb0DEfu+K8z0fstyrvppdc4L/qIfG+HMeTr4zIHNVq1K7jpbMtiaWJjY7QfMyKsOpw957o4x310iTqOmgldH7AcRp4+rDyLncWGzDoTas15a0lhjGebIwQtMId++1G2QBxawtlb7w137j4S8fYNyeK/HB/ZcXfyK1u8MOJR683xbwo3/AFYHu/kU+r6/Be9HzJX0W5Tf7Mf5lP8AGdnGZPDbiOa43z7j1/M5D7C5BU9ur3X1q0tmMbkD4ow53ljcbmlznPHvN3r0MlZ4T4LxSNqZ7OS4C2eosghzsWVD2gAjzZ69cxROcfugdQ2CHeWPeVd/3OuCs/zni5jR/ZoSH+9P2A8Ox97xfqfli5T/ANZWXJ1d8Pej5lvsryjv5v8AnUf8w9YqPw747xDPZPKYihnM2MtWqY2hbyMpbHSfFM+SfdV8fW4OZC07d0jqPu7Pap8dq8fy3JK8XI7oxOLnmcZpIg4iJuiQ0HT3AEgN6tPIB2Q7WjajwTw1A97xdg/LEy/4rLOE+FbP874tdXy1iJf+0p+rqy1cffh+IL6LY/fKkv8An0f8w2ZOTww4tYq2cdRxvI5Jz0yVfa7r4KzAe0nnBtdxlJ/ohjmADudnTYDxR5Bh+UeIHIs9x+iytj7+TtWYA10h8xj5XODz1kuBcCDr4KeHD/CId3eKsv5YqT/Fe/2U8GGjb/Eq7If9HHub/MKPq+rxj78PxD7L4zfUo/zqX4zroZ3iuU8BMNwC1yevjclBy/J5e2yaGZ4FZ1KpHEfcaQXOfHK0DfwJJA7rn47yHwix2MsYXO43PZWBk0VmB8zWtjfJ0lsh8qOZjoxojWpSXEAu10Bp8N434Jg+9z3KflT/AP6Xr7A8DWevN8yf7NT/AOlPQKn70ffj5j7MYnfWo/zqf4iDnr+HVTJWJG2cjksZeZIakVdvs9ug7raWCUSB0b/d6mkNed731D0Upbs0eG85iwd6FkMOIpx4y6JK7pnsnDeucAMkjcHCcvb1Ne0gfPuD0xVfBGnYhswci5E+SF4kb/vaIgEHY2HN0fwIIS8fBbIXJ8hkM5yyxYtSOmmlMcAL5HElzj+JJP5qfQJfvx95E/ZqrvxNH+bHzKhzR/FZ806zxD2/2OSMOkFyMRnze/V0N63kM9NdT3O9dlSNHk/FsbLxe3+zEOROLpWI8nWsARx3J3zTlji5pLiBG+EfA7YQNeqlHweBTfS1y52v/wAun/3FNHpy9/8ArV09B/8AUh7xH2ca1xdD+Yvkity8tyGSt5m1lpHTfbYc+drQNCXq6o3NBGmhpGu2tMLmjsVu4Lz7kHBM7j8tishcbBTv1781KO3JFDZdE8ODZA06IOtHsexKsAn8CGDXsvLnH+1Asi74FA7+yOVuH1lhT0KK1qw7/wAifs9DfjKPvSfwiyv4LxB5Pxilk6nH7vsMmVsw2JbkI1biMQl0IpgeqPq853UWkEgAb1sGVxPijfx1vkjnUOmtyifz7LKtl9eWF/7z/NSDfSNTSNIc1wIcu9uW8Cmfd4xySQ/6Vhg3+hXoZ7wPZ6cHzbx83XdfycjwcP4sfHyI+oKC1x1Hvn+A+d35KMll7sdXnggJ9xk0olePxcGtB/2QrbyDxOyWVzPEc9SoxVLfEMZj6FUk+a2R1R3UyVwI13drbe4127qYPJfBBvp4e5R345Bw/vWs8t8GWn3PDK44f6WSeP71X0SH8WP+L8IfIWGWuPo//K//AMyGk8U+SOPJTFHXiPK8bFi75LppXCCOeGZoY6WRzmndeNvqQG7AA+FcjzN+PEzYRpj9knsxW3t8sF3mRte1p36gakd29D2+SvbuZeELR7nhRM7+1lpQtZ5v4WA+54RM/wBbLzf4KfRKX8aPdL8I+o8Fv5Qpd1b/ACjq5B44zchxsFJ/h7xatPA6uW2GQTODRE9rg1sTpDGxrunRAb91zm9gTvxlfHrleVxGT44cbjauFzjxLlaMRsSe2ytcHRySTTSvm3G4BzGh4Y0j7vd2+c878NB9zwhr/nlZT/csjxC8PW/d8IqI/HJSn+5PRaP8aPdP8JK5F5O38o0/drf5Z86Pck6+Kwvo48SOENPueEuL19bsp/uWweKfEmaMfhLgwR/Wlcf7lHotH+Mu6XkR9UcmL/vCHuVfwHzRFOcs5BT5HkxkKWBp4lnlhnkVd9Gx/S/FQa5JpRk0ndHhYinClVlCnLaitHZq/TZ594REVTEIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCbPptEQH0jwz8KcbzDjme5zzDmcPFeMcfkrVZ7povuTT27HWYoIYWub1uLY5HuJcA1rdqH8QOC1+JDHZTB8iiz/AB/NRvkx+SjgdAXujd0yxSxOJMUrDolhJ917HAkOBX0ylh4bH+Sfg8NPyDF4h2e51kcmJb8r2MfHUo1oWtBY1x6uq1IQCB22oyXhJl8HMdi/2lw9irFybIXXX4ZZDBBAynVEz/eY1x950LdBpLnOY0bJAQHxbZ+abPzV3h4LxyPzpcrzevXrSXZqWPmhpvl9pEbtee4Et8uE7Hfbnb3pp1tc0Phfy+bHyZEUasflwe1eyzX4I7boexEgrueJS0hwIIb3B2EBUdn5p3J9V1RYy7NL5EdSVzzK2D3Wk/vHb6W79NnR0PoVfqHhfjaFxrOS57zWxZOvirH2NG237NZkLtRyF742kkRv0WF7fcd39NgfOpY5YZHRSscx7TpzXAgg/UFeF9HzmGwHN/Enlk9XNXIIJLVq3Va7HAzTOM3+bbE2U+gdv3XOPS0kN+C+dOZ73S3v30D80uD6Tz7w64Xwvlt/gv7XZL7Wxc5qzTW8WyOk+QDuQ9kz5A0/A9B9RsDuvnd+lYx12ejaYGTV5XRSNDg4BzTo9x2P4hfpX/Khx1ar495Ovx7E07WSy92Kv7VaHmR1bDIoQWNj10bDXMe4vD/v7GiviuT4eJszekfyuncgrwi5kciSXCN8jtdB6S7zJC5w0Gk+p3rpd0gU3Z+ay1pd8QNfNWnD8CvclsZF3HZDax+LhbPYuvryMYxrhsdQAcWej9k9gGOO9Dah4b2ar4mfG15pWY61Mx0zAB0PkaD07P02eyAjd6UhXw12zh7mca6NtWlLDBIXEgmSUPLGjt3Oo3n8Gn6K4zeCXNfsbE5CrUjntZWe8xtUPbGY4a8rIRO57yGBkkzpImd9udE4DfZdXFeC8iz3hpyGOtDVqCrn6DLE2RuwUYY3sgtgxmSd7G9fvdmA9XY9uxQHz5uMvuxsuXbA41IJo68kvwbI9rnNb+JDHH8l3cbocbyFiSLkvILOIhDf3csND2rqd8i3zGEfiNr6FxXw8zmb4zkeCyeRSuycmpiSWZ4dFHHFRuyySBzdh7fLBcC3YcNEb2vll2GKtblrwTNmZG8sbI0ECQA9nAOAIB9dEA/PugL5HwjwtlgfaHixfEMbmsfJ+zEpa1zgS0E+b6kNcR+B+SiuR8c4HQx7rfHPEX7XstcB7LJiJqrnD4kOJc3t9SFy1I3Dw8y0pGg7M0GtO/XUFvY/i39Qu3F+GnIstFXuVq3k0J6/msyFtphqvlLOpsDJO4fI52mBo79R7gAEoCnnYOvRN/VW61wzH4PjwyPK8pcx2XnsywQYptDrlY2NrD5kxfIwxtcZNN01xPS4/LfWzj3DvaMRxyK1JdyWSpRT2LsNtvs9SxM0vZEWhp6gxjo/M94EO629unvN7Aouyfimyvrg8IIamEvPv8b5GPZcZLfPInaixQkZF5jYmbjPmiQjymvEgJe9pDSOx3P8LfD3E4HjWS5JyeWseZ260uOkhc2T2PGxsLbcswOh1mwTCwHQBhlLiBrcA+O7PzVk8OeHTeIHN8Nw6G0a5yllsLphGZHRs9XuDR94hocQPjr4Kc47xriWF43l+Wc5qXbs1G7DjaWGimFYzSyRvk86Z/dwia1g21g24vGntA2pX/J8uUsb4gZTl881SjBgeOZzIRskk0DM6jNDXjZ1HbnedNEAO51tAQj+O8EzmQGG4rkc1TyLniKGDMwxBk8u9eWXxn904nsOoEbIBc31VHfG+N7o3gtcw9JB9Qfivq8UuQt5TGxYHlOMwmGzFZz47daCnXsVpI49yV3vBjeHdY6Wl72h4c12z1FRGT4txvhdyObP4+/yPEW2NLbdC9DWdFMCeuIyx+0wl2i0lpJOi0+7vvNwUfI421irRp3GtbKGMe5ocD0h7Q4A/XRGx8D2XKvq3LuOUs9z7kLOGsmoQRXG0HR5CZlg7eyVz3F7Y26aGQPPZpd27bJVGzXF342sclj8nUy+PBjY+5TbKI4pX+Z0xO81jHB5ET3a6fQbS4IJERQAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgLLf5xlsnwfC8AnjrDHYG7dvVXtY7zS+02ESBx3otHkM1oA93b3sansl4pknHYvEYOrJgMfh4sV9mXw57Jj5jZ55XujLHBz7ALwWkENaxuyGr5613SvXmD5IC32PEm8aseOxvGePUacUj5W1/Yfa2B7gA5zTbMrmEhrQekgHQ2OwUnP42cmmnkvxYXj9W/ZninvXa2PEU1zy5GyBjyHdLWF7GFzYwwHpA9Oy+e+YPksdY+SAtkviZnhBHQpV6FPHQWortejBAfJisxu22YdRLnP9Wlz3OJa4j0A1z47neWoRTxmOtMLOYq5ubrYQXWIPN6R2I00+c/Y18ta0qyiAsOH5NRx1ia5kOL47LWJZ/PbJZmsx+UdkkN8mVm9n57Pb1XDZzUtzPy5+zXgMs1x1x8TW9MfUX9ZaB8G7OtfJRoOvgsIC8c18WuT8w5nl+ZSTMqy5TO2M+yFjQ9taaV3djC4bLQ0MZo9iGN2Oyjq/iLyGrakswQ4hjZ4zDPXZiKrK88fUHdMkTYwx3doIJGwe4IVYRAWerzqeGe353H8NPSvBnn0DA+KAuZ1dDx5T2va4dbvRwB33BUPcyz7Akhr1oKtd83ntgiDiGO1rQc8ueR+LiuBEBf8AMeO3iZlc2c7X5A7FS+yQUmw41grwMii2WARjsD1Pkfv16pHn4rgm8VuWWrMl+/FhLt2d3XPat4OnPLM/+u9z4z1P9dvPvHZ2SqeiAmL3L+R5Gw+1bykplfZ9sLmHy9TdIaHNDdBumgAAaAA0NBcOTymRzN2TJZW5NbtTEGSaZ5c95A1sk9z+JXKiA2i3YFc1BK4QueJDHs9JcAQHa9N6J7rx5ryNb7D0HwC8ogPRkcTslPMcO4PcfFeUQGw2ZyzyzI7o/q77fojrEzmta55IYNNBOwBvfb8ytaID0ZHEa+Cw17m+nwWEQHrzHfHRHyK9tt2GROgbK4RvIc5mz0uI9Nj4rUiA7m5zLsv/AGq3I2G3PPbZ88SOD/NaSWv2D94Env6qQz/PeYcqqQUeRcgt34Kz3SRxzP2A8jRd9XaGtnZUCiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIvTW9RA+JV1xfhdcyGJx+Rn5BiaNjMBzsbRsyvbNaa15ZsEMLGgva5rS5w2QVKi5OyMa1enQSdR2uUhFvvU58falpW4XwzwPdHLG8acxwOiCPgdrQoatkzVNNXQREQkIinY+E8kl4y/mUeFtuwsc5rOuNbuMSDXY/L7wG/TZAUxi5aFZzhTtttK+WfHh1kEilYOOZGzgr3I4YgaWPngrzPLhsPmDywa+PaN34fmorXfQRxa1EZxk2k9MmEXXicZNmMjVxdYgTW52QR9R0OpzgBv8yrFzXw7v8ADZXu+0qmUqR2paMlqmXlkdmM6fE8OaHNd8RsaI7jfdSotpyWiM54ilTqxoylaUtFxKki9OZobC8qpsERNbQBF03aM1CY17Mbo5WgFzSe42NrQ1oLtHekITTV0eUV6z3GuEcSsQYXN/blnJ+yQWLL600McUT5YmyBga5hc7pDwCdjZB/FV3kWEpYv2e1isjJdo2w/ypJYPJka5pHU17NkAjY9HEHfr8FrOlKGpzUcVCs1ZNJ6NrJ9X5kOiLPSQN6WR1GEQdzpSGSxD8fTxtx0oc3JVnWWAerQJpI9H849/mFNiG0rJ7yPRd02LdFiYcv5gLJrElcN+ILGsdv8+v8AguFGrBSUtAiIoJCIgG0AReujt8Vgt7fFAYRFtNeQRCfy3+WXFodrsXeut/mEBqRD2RAEWWN6jrRJ+QVmzXh5yPj+Ndk8pFWjaxzGyQi1G6eIvG29cYPU3t8wFSVSMGlJ2b0M51YQajJ2b06SsIp6vw3NW8IM/XqddVz3sbqVnW7oALyGb6iB1DZA0oNzC0kEEa+imMoyvsvQtGcZtqLvbU8oiKxYIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiyGk/JAbK8Uk0jIo2lznHTQPUlfV/FzhHMIc1XqUuM5OXG8dxdXGieOs90YdFH1TO6gNa810p/NfPOIZKjhuUYnLZOB0tWjbisyxjuZGscHdP561+axZzD8nnZ8tlZZ3i7ZM1oxv09wc/qfon49z6ranJKLT3/I4K1KrUxUZx9mMXuvdu3StEvEuHI+LW+W8/xNHz/Zpc3jad6ezK0kDdVr5pj6b10vcfwKqVLhfJsk+CPH4a5ZfZ2YmRQl7njp6t6HfXT338lfofEjAXKfIc1aqtr5UU5MXhawYS1lWcNjLerWgI4WyNHxJl/Fcc/ijhZYsyIOOz0ftDHz1IK8M4dDFLK6MukJLQ49maHc6AAHZbyp0Xm2cNCtj6aVONLJJLt71dWa04NFHyfF81hpDDkqMkEjRt7Tolg+uidfnpcRoz+WJhHIYyddXQdb+W1cMR4ixYXAw4ithnvc2GWvOHXHtrTtkc7qe6JgaTJ0u6Q4vIAaNDfpYOF+IbbM7MK/D1o68MOqVZkkmpZG7IjcXPO976m/EyBncbJFObot5SOqpicXRi26W1bemlddV3b9ZnyuavJA/wAuVrmuHqHDR/RfY8LyKLj/AIf8DdkHE4y7fy1HJxeokqSmFkg18SAeofJzQfUKic7zWM5Fl3ZmC9fntT9LZGT1WRMjY1oaxrdPcSAAB379tkk91q5ByatlOL8YwFSOVhwtewLHV2a6aWw9/U3R9Ojyxvsdg/IKtKcaTlnu+aGJoSxtOipx33fR6kl8WfUMX4aZo+HXI+GQvijyFvl9epE6Zxa2RlaCUmTevunz4tHWvfB7BfPuE8XxeQsCS9yzFU5XRWWeyyxzvlGongH3Iy099H736JH4r849loUrGZltVaFWSmyvK33HwyANc15bpz/daxuydgMaAQAFGw8ibDO2xjeMY6tK1rmiSP2h50Ro9nyOHoT8FerVpTtbdlmc+GwnKNNVI1Gm5u6cba2tnfjZbnY34CLGYzneDFDJm9BFkKr3zGExAkSDYAJJ1r4nXr6L6Jn+L5GnyLxJp3b+Kkq235C0azL8UkzJIZ3SMf5bSS1wAc3uNgPcPivkuP6KU0dmajafJFIJG9DukdiCPVp+StFrnMV7keb5PawV03M8bZtBs7RGPaC4v6W+X211du51oeqpTq04Ralx+R6NbkbEYiqpxqJJRtmndtSTWistDhn4IK9LHT2s9Wjnu13XZ67WFzqtbpa5j3EdiXhw036jZC58TwSznIJbePyddsZsGrSbYa5kt2YAHy2Mb1aOnN2SQ0FzRvupCvzGSrWjpxMzTYYmeU1sk8Uuo/6m3Qk9P+j6fRdFflvlRyxUs3m8YybqJjrVIWsBc0McWiPoDdtAB6QNj12o26B1vkrH5qFWDz4tb+mK6Frp05lTj45ln2YK3sjw6eSKNpI93qk+4CfQb9fyKskvDsLhL+Qp3Mm3NTYwOFqpUe+s5rmO08te+NweG999h2GwvcdrNT1W08by2RsTC0NinhfA5xbrpJ0CCW6GiXbGhrWgoy1huY0JrGUmgsyvs9YmtRuMvmdf3yXje97O/j3WTnTWS1NZ8j8qNbbj6q/dzXa1e3Z3lkzGB47luWZ/RvxvhnjFanC5kkz2lhL3DqDQ/pIb7o0SHb+BXzuVjWWHxjq0HEDqGj+Y+BVso8m5TBLNYfgKt2aWXz/NtYtkr2P0Btri3Y9B29O3ooe9R5JlsjYyVnEWnTWpXTSeXULG9Tjs6a1oAH0ASdei9GjjweBxlL1JxbVklruVuH6Z9f8AGHG0WcsuXMbhoLuTh+zIpm2C5zI2S0oPKe1gcAffDwerY2Wj4qk8v4dkpuSYjBWORC5ZswEuD4BCynECSSGA6bH0tc8aDT09+kbWq3yDxAymUyWYu4S5Yt5OlDRfIKj2ljYvK8tzdD7w8hnf8VqsO8Tcjehyj8FkPa4XdbbEOJbHIXa1tzmMBfsE76id7O1tVxmGnJ+stePScOB5E5Uw8KcNl+rG2jbvspK2Tsk76W3ETLwyey3M3sJdZcxWGIL7kjfKDw46YA0k+8Sfugn0K5BSzE2MNcGY1IIvbvLc/wBwNLxGXhpOt70Dob7fRW90/jA6B1WrxrIVq8hDpYK2CZDFK4b057GRhriNnRIJGzpa6+N8WWWqVuPiGTMtJkjIy7Eba5jyS5j2lnS5pLndiD6lczxGF/fXevM9SlydyvZ3ot8MpcN/q73w0vpkROZ8NeR429fr0qNu/FiasFm/PFXcWVuuFsjmvI2B0lxbsn+jtbbODyPIuO8fsUnUWR0681I+dciicXe0SSej3Ak6lHoPgpoV/HR81uRuH5H/AN0JpZ7TPYn9E7pP851s6elwcANtI6TodtAL1Xw3jPAwQwcIsCNr/MYx3H6+mO+Lm7i90nQ7jXp9ApljMEr2qJLrXmFyJy/OK/7O21bPZnws7+rxzViHw3FL+dwUeIgaI7X2rKx4ka792GQgv2AC7tr0AJJ7AKs53DSYLLW8TNagsSVJTE6SB3UxxHqQVeKnD/GuhKJqWBzsMrZ32RIxha8yPb0ucT8djsfoT81x5Dwx8UspZfcscJtteR3EVRkQOvj0sAG/rraxqcoYSVrVI+8vM6qP0e5cp1JOph57GvsSvfuKH0/VOn6r1Ix8Ujo5G6c06IPwKtnFeFRcsoOmx2TaLNRz5L9d8XvRVQNmePv+8A79TexHbWwSRapVhSjtzdkcVWrChFyquyRUSNa7rAW2cNBHR3HfR+JWoa+K0Lo+vZPjOEy/hRxmLE0YYc/DjbOTe+Nvv3oRambI13zdG2Njh/oh/wCcBzPE0sd4dcFtR14mWshDkJ5pGt0+RosdDOo/HXSdKPuc3dDS4kcJPYr3uPU5YXv0AC91mWUEdzsFsgBBHfuO4XfmfE6nySaic5xWn7PioGRUqlNxhgZp8kjg5p6iWvfIS4At9AAQAvJpUsTSnF6x2pPXPPaVurNNf6Hg0KGKozi85R25y1zz2lbPdmmv9ChBnf1VknpTy8MxksLHyMF+71dLSenUdf1XZ+3OMq4ySDFcVxcF2xZkmlsSVWTeWwsYAyMSA9I2HnXcDqGtaXZifFC1TimoCWziqMlgXnMxAEL3ztYGdOydNY7uSNEb1pugAuupOu0pQhpxZ31amJaUoU9Hvfl+sirYnjeXzl5lDHVHSSva543prQ1o25xcdAAAdyToLisUpq1l9Rxa+SNxYfLcHgkfIjsfyX0HKeK1K9HfZT446oLlCalHE2yHRQ+YWbe1vRvYbG1oHVofAD0VNwWYgxWQFueKaRvQ9h8qQRyN6mkba7R6SN+uipo1K005VI24L8y9CriJpyqQ2eC/MmPDnEW5OcYIy0pnRDIw9RMRLdh4Oj8PkoO5evultC1NIZLUnmz9fq5+ydn67J/VWFniCKeRw9nFQXa8eMsMsPdNbMs0xD2nTnBrRoBugOnts+u1V8lcju37FqONzGSyuexrndRa0kkDfxU0VUlVc6isrLwb/IrQjVnWdSrFJNJcdG/yL7nQ/H+FPBb1SV8cz72UkD2u0Wlr4gNH8lCcgwGUt4ery77Fs14bQcLUghcIusODRIO2mh2x9OoO18lph8QuRVsHj+PQWYG1MW+V9XdWJz43SHbyHlvUN6Hx+CkH+LXKLOKGEyT62RquaWTC3D1vnBf1++8EP7HuNEeg9VzwpYmkvVSfrSeu5tvhqc0KOLoK8Ixfryeuey5N8LXzXaVOri7l13l1YXyPBaC0N9Oo6H6kgfmveVwmUwdt1DL0Z6lhvd0UzC1wH4FXDM52C5xUZKxhMZWvZW6A90Ala6SGFvcuBeQA57te7ruwqKzvLsdlcZFi6fHxWbEdtkltyTvZ67DOs6aD8dfJdEKtWTV45aP9X+R1Uq9apJXhZXaenRvv17irHsUQ9ySi6TtCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAtsb2B7S9oc0EEjetj5LUiEp2dz6Qzn/hlFG1g8IKcha0Audk5tk69VtZ4m+HsevL8GsSdf17sp/mF8yRef8AVeH19b35/iPoF9J8fFWiqf8AJpfgPqI8V+ENPueDeCHz3K4/3LI8XeJtHueD3Gifq0n+5fLUT6rw3T70vMn7U8pbnBdVKkv+g+pHxiwGtReEXEwfh1VupdtvxSmwdivK7wm4jWc7pnrTMpba4b217HA9+/xHoR8wvkLDp3oT+Cv/ABDmXIONYh7LctKfFNkLoaWQx8FsOm+PlNma4MP9ZwHw77Vo8lYN+2nb70n8yH9JeWqrSoSh03hBZb3fYZas54kSRZCD2Hwt4hM25Tgu9cmMG9yMDn7OwAA8uGz8Ao2XxcoVGal4RwqWXX3K2HGmn5F7nfyBVN5nyfkWcy0rs1CKckYYwVI64rsia1oDWiNoAGhrXYfRVvokcwydDi1pALtdgT6D+CiXJWDu7Qy635mtP6W8q0oRXPbUuOzG3YtleOvBH0mTxsuhxdW4Jw2Ju/dAxQJA/HqWxnj9yuHtWwHGYBrQ8vGNGv4r5oxpdoBd2ZwWXwFhlXM421SmkibOyOxEY3Ojd6OAI9Do/op+rMJa3Noo/phy0pZYlpvhZeCRfj/lB839G0cA38Ma3+8rJ/yh/EAjTWYca+WPYvl5J+AXZicXfzV6LG4ypLZszEiOKJu3OIBPYfgCpXJeD/hLuIl9MOXLeti52+8fQT/lC+Io0Wz41n9mjGF11P8AKJ56/UNnIVIur0lipxbb+ILTv+C+VPjcHdOiCDrRHcL1B+4stM0RPlu25h7b16gqXyZhGs6Ue5Cn9K+WlNN4qfvM+m3/AB+8VqtmSseRQExnW20YdH692/LS5Hf5Qfis47PJG/8AMoP+wq1T4rnM7A/NuZXq1JHOIs27DII3nfdrOogvI+TQdKHydCTGXJKM0kL3xO6XOhkbIw/g5pII/BQuTMEs1Rj7q8jL7X8ryqSjSxtTLcqkvM+j0v8AKD8QWDycjnHzMd6yRRRRyN/D3C39Wrpl8VPEzIMMvHefWLh0Sa760Mc7fwAbp3+qfyXy5mOsyY+bJMZuCCWOF7vk54eWj8xG79FqikfC8Pjc5r2nYLTogqHybgnm6Mb/AHUdUPpfyvOPN1sTUa4qclJdqef965dpvGfxXLyJOZ5Bjh2IAYzX5Bq53+L3ibIdv5tk/wDldf3LhhydPPt9kz5bDaPaK+1ujv8A88PVw/0vvD6/CHyuOtYyz7JbjLZGjfY7BB9CCOxBHxWkeT8GlfmY+6vIyr8r8qqHPU8XUlDjtyyfBq+T8HueTtYneK/iS4aPN8t+VgheD4peI/r+2+Y39LTgqmissHhV/wAOPcjgfLXKUtcRP35eZaXeJviI4ku5vmu/r/vyT/Fa/wDdH58e37b5v8r0n+KrSKywuHWlNdyM3yrjnrWn70vMsL+f84k+/wAzzR/G/L/2l4fzTl7/AL3LMw7Y0d3pf8VAorKhQWkF3Io+UMW9asvefmbC7qeXSEu36qexXLrPHaMcXHeujdMolnusf+8eGn3GN7e6wepHfqOt+gArqK0oRmrSV0cM4RqK08zovW5L1mS3MIxJM9z3+XG2NuydnTWgNaPoAAFzoitoWStkFtgryWH9DA3ej95waOw+ZK1D1XfisfPlbPsddwD3Mkf3+PQwuI/Ht2+qhtJXZDairs4el29a9EaxziGtGyVYqGO4q6hB9oZWwLdqUxkRjTKg9BI/Y98Ekdm9wGu+ijqr6+MvvbdpwXGx7YWGR3T1A/eBY4b9PnpUU73siiqKV0k8vHqNNrF3qQnFuAxPrSiCVjiOprzvtr/VO1x6K+k8jm4jnctmcpkMqKMV63BcZDVYZ5CZWEu9ToBhcerZ3vQA9dRFji3HmcZs2aeZitZepPI2aNluNkYiaezmhwBk6hojoJPrsDtvGniVJLaTTdt3FHLDGpxTmmm7LTiuPgQOG4vyLkLZXYPC3Lwg0JDBEXhm/TevTej+i1ZXA5rBSMhzOKtUnyAuY2eIsLgPiN+qvHhpJFkOK8uwlmGF7adWPPQeY5wBlrnoLT0kEgxzP7A+ob8Nr1yqCrl+CY/kNnM03XWyiOPH1nwxsijPUHHymgODvdZtziS7ffeuo5elzVd05LK6XerpmXp1SOJdKay2ku9XX6stD5wyKWSRsUbC57jprQNklYALXD4K48p47xzHcnt8fw997YsbA8S2bEzXtnnjjLndHSAAHOHS0d/ULph4bxGOniclkuZxRxXJIBaYxrHOiY8EvIa1zn+5rpPUwd/QFbelQ2FPPNXWTudDxlNQU3fNXSs2/C5E4HiV3kNN07L0MRBmbXZL1HzDFH5rwNA600j11slVz4Er7TPnPC7ivGrmG4fm5reXmisGC5MHyVoRNGI5GtcYo3+Y5jA0Ex9Ldn3viPi3wKzwlepiNqUouKvldWfX1fmZ4DE1MU5ynBxW66s+v9dJ5REXad4REQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERASPHAx3IcY2QAtNyEEEbBHWF9Q8dYoeSZi7zXHwtjMOVuYrJRM7NhsMleYngDsBJH+rmPK+V4O3DQzNC9Ya50VezHK8NHcta4E6/IL6hNyXCXOQciz1WlLd4xnZ5vtWgwhs8LDKSyzGCezmnpcD6bJa7sSt4SXNuD3v5Gc6NWpGVTDxbnGzsv2o57UevSX91bkzn8dcFlMh4k8jytSlJJUptp+fM0ANYXQRAbPz2QoODgfL28Tvy2OO34Ge2Vn+ZNCY2dPRN36naGvTvtTXNvFjD8ryuaa/BW24vIXfPg8qyK9jy2sYxjZNtkYe0TXEAfe+JACos+ahEVuhj680VKy+N/RPKJZGlgdr3mhoO+o/0fkpq7MpOSd9TyuT4YuOFp0px2XFR1z0S4PXUk/DeJreZ1ZXRslfSjs3I2OAc100EL5YwR6OBexvb4rZl8lm/E3kWMp1q5febShx7A+Ye+Y2Eukc52g3qPW9xJ9Se6rVG/bxl6K/RsSQ2IHiSORh05rh6EEK10PE2xQvty7ONYT7R6ZWPtsgfE9/mROjJLWPEYOnE9mDv81RSvHZudWIozVV16cU5Wss9OzgzXhfDPLZvNSYWvlMWx0LWdc4sebCHPOmN6ow7ZJB9PQAk6AJUv4RcX5H+2+JvVsba8l/nBlhsTugbie0O6vgN/0lWuNc1v8AGauSoVoIrFXKxNiswyOe0O6SS0h0bmuHq4a3ohxBB+EjB4nZagyKTD0KWOusgjrSXoGPM0sMYaGsPW5zWjTGg9DW9Wu+9kGabhCSk9xhiqWOqwqUY2akrJ9mbe/W/HJLict808/y2anh6leMWstO+GZ8wjDo3ye413WQxoABO+33u/oFjxGwNvjvNMvSuPrF4uTvb5FiKZvT5jtd43OAP03tRU2YEscbWVI43x2n2epo0Nu6Pd18AOj+JWnLZKfMZS5lrLWMlu2JLEjWAhoc9xcQN/DZVXLbyOujSqQnHdFK1tXfc734E3QymRnwUcWZxMmQwlRxrRz6LX1XuJf0xygaB2XO6Hbadk62drzJwjJ3I472Aa6/RnLmxS6bE7raAXRFrj3kAcD0t32II3taeLcyy/En2Bj/AGeetdZ5VqpbgbNBYbvYD2O7bB7gjTgfQhS9rxZ5NJDWq42vicZWpyvnrw1MZCBFK/p6pGue1zw49De/Vv3RrWleLhKNptmVSOKp1LUIxs8827dqSve/ZxzMcSxFjPcSzmGpQPktvv4ySBrfVzy+WEN19TOFw5Xi2M4/yqPA5TPNdXYWtuWIot+S7XvN0C7uOwPqRvuNghYm51Y8mRuMxdXGWLEkctqeq6QGdzHdbSWucWtPWA73QO4+C8ZDnWWyrdXqeIeSduezFVonu7/FzGA/ntJSg0ktRGliOdlJZRluvneyV9HwNPJsAMTYbYqVphj5gPIndYZYbIdd9SRgN337t9R8V7jkOX4xZdZcXT4hzHxOPcmF7ulzCfkHFpHy2VqvcnyGSx/2MyrUrVHytndDWrtYHytBa1zjouOg5wA3rv6LodXOB43YrW/duZYx6i/pRwsd1bd8upwbr6ArnZ7vJMKmxUdZeqoyv12ezfp2rWK0VhZPosKUjiCIimwCIiWAREUAIiIAFthnkrvEkT3Me3uHNOiPzWpEBsJ3vsvHSVjZRAZ6SnSVhFINsM81cPEUjm+Y3pd0uI2Pkdeo+i1lywiZAzvZ/FOkrCIARpERQAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIB6dwurHZO7i7bLdKw6KRh+8O/Y9iCPiCPguVB27oWhOVOSnB2aLM+zxjOjrttOIuke9JGwvryH59I95hP02PoFoscNzTYhPRhiyEOt+ZSlEuh/pNHvN/MBQAJC2w2rFd4kglexw7gtcQR+ira2h6DxlHEf7zTz/ej6rfWrNPuT6T0+rYhcWTV5Iy06Ic3RH6rU5pHdTcfOOTMAbLkjYYOwbYYJRr8HAr3+2NiQ7s4TDTEnuTTDd/7JCsm95HM4Gfs1ZLrj5SfyIHW/QlZ1tWA8qqH/OcTwpP0jlH8noeU47t/wDY7D/hqX/tqbon0TCbq692XkV/RQB7ndOtqwnlWNI9zhuGB+vnH/5i1HlbIzuvxrCRn5+zOfr/AGnFLlXhsKn/AG692RCdPZboaVyw4NgqzSE+gawn+SlTzfOAahbRg+XlU4mkfnra1Scz5RKzy3ZqyGHsWtd0g/kFI5vAR1qSfVFLxcvkZh4fyadvmjDzxx/15gIm/q/QWwcdpVHAZfkVCv22WQdVh/4e4On/AOJQ8121OSZpnv3/AFnErSXk9iqPMc9g6bvCm5fell3RUX/iLAzMYTEDzMHQkmsD7tm7o9J+bYx2B+pJ/BQtq5ZuTutWZ3yyvJLnvOyStG03tErGFbF1Ky2HlHclkv10u76RtERScwREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQDabREA2UREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREB//Z" width="258px" alt="days sales outstanding"/></p>
<p><h2>Company</h2>
</p>
<ul>
<li>If the number gets too high, it could even disrupt the normal operations of the business, causing its own outstanding payments to be delayed.</li>
<li>If the number is climbing, there may be something wrong in the collections department, or the company may be selling to customers with less than optimal credit.</li>
<li>There are many terms you can offer to clients, and if you find certain customers are consistently behind on payments, it may help to shorten your payment terms.</li>
<li>Conversely, a decrease in sales can raise the DSO, suggesting inefficiency where there may be none.</li>
<li>Look for patterns or anomalies that may indicate issues or improvements in your receivables process.</li>
</ul>
<p><p>Accounts receivable refers to the outstanding balance of accounts receivable at a point in time here whereas average sales per day is the mean sales computed over some period of time. This can be annual as in the formula above, or it can be any period of time considered useful to the company. Because this is an average general KPI, though, choosing a time period that&#8217;s too low may introduce undesirable artifacts in the <a href="https://avon-ofis.ru/en/sdelki-s-avto/kak-vernut-nds-pri-pokupke.html">https://avon-ofis.ru/en/sdelki-s-avto/kak-vernut-nds-pri-pokupke.html</a> data. In other words, it shows how well a company can collect cash from its customers. The sooner cash can be collected, the sooner this cash can be used for other operations.</p></p>
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