{"id":3008,"date":"2021-11-15T19:33:33","date_gmt":"2021-11-15T18:33:33","guid":{"rendered":"http:\/\/elmesk-dz.com\/elmesk\/?p=3008"},"modified":"2023-04-25T16:11:06","modified_gmt":"2023-04-25T15:11:06","slug":"gross-profit-vs-net-profit-whats-the-difference","status":"publish","type":"post","link":"https:\/\/elmesk-dz.com\/elmesk\/2021\/11\/15\/gross-profit-vs-net-profit-whats-the-difference\/","title":{"rendered":"Gross profit vs  net profit: Whats the difference?"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Business<\/a><\/li>\n<li><a href=\"#toc-1\">How investors use these numbers<\/a><\/li>\n<li><a href=\"#toc-2\">What Is Gross Profit?<\/a><\/li>\n<li><a href=\"#toc-4\">Gross Pay vs. Net Pay: Key Differences<\/a><\/li>\n<li><a href=\"#toc-5\">Operating Profit, Gross Profit, and Net Income<\/a><\/li>\n<li><a href=\"#toc-6\">What Is the Difference Between Net and Gross Income?<\/a><\/li>\n<li><a href=\"#toc-7\">Importance of gross income in business<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"gros vs net\"\/><\/p>\n<p>To obtain net pay, add together all mandatory and voluntary deductions and subtract this from gross pay. Tax rules and employment laws in the country of employment will determine levels of mandatory deductions for income tax, social security contributions etc.. While price discounting can be an effective way to bring in new customers and expand your target market, you should be aware of the effect it has on your business\u2019s income. Comparing gross revenue with net revenue can help you maintain the balance between aggressive growth tactics and business strategies that are viable in the long run. In contrast, net revenue reveals how much of your gross revenue remains after accounting returns, refunds, and discounts. The formula works similarly for service businesses, but you calculate revenue using the number of customers instead of products sold.<\/p>\n<ul>\n<li>You should consult with your own legal, accounting, or tax advisors to determine how this general information may apply to your specific circumstances.<\/li>\n<li>Business and HR leaders should stay abreast of political and taxation changes, as well as any particular areas of staff concern or confusion.<\/li>\n<li>So, if you sold 200 units in Q1 and the unit price is $40, your gross sales revenue is $8,000 for that quarter.<\/li>\n<li>It paints a picture of where your business is going, sets realistic quotas for your sales team and helps you make informed business decisions.<\/li>\n<\/ul>\n<p>The GoCardless content team comprises a group of subject-matter experts in multiple fields from across GoCardless. The authors and reviewers work in the sales, marketing, legal, and finance departments. All have in-depth knowledge and experience in various aspects of payment scheme technology and the operating rules applicable to each. Tracking all your costs through the Starling Business Toolkit will help enable you to keep an eye on your gross profit and to ensure that you are not selling at a loss.<\/p>\n<h2 id=\"toc-0\">Business<\/h2>\n<p>Your net pay plus the amounts you paid in taxes, benefits and garnishments equal your gross pay. If you don\u2019t know the exact amounts deducted from your paycheck, use an estimated tax rate between 10% and 37% to estimate your gross pay. Payroll services, such as ADP, often have net pay calculators on their sites. Gross revenue is the total amount of money generated by the sale of goods or services over a period of time, such as a quarter or a year. It\u2019s often used to indicate your business\u2019s ability to sell its products and make income, but it doesn\u2019t consider expenses.<\/p>\n<ul>\n<li>This is not limited to income received as cash, as it can also include property or services received.<\/li>\n<li>The term \u201cpayroll tax\u201d can mean different things in different countries.<\/li>\n<li>So, tracking and understanding gross revenue is especially important for early-stage founders and small-business owners.<\/li>\n<li>According to research, 34% of startups fail due to a lack of product-market fit, making it the most common reason new ventures close shop.<\/li>\n<li>This is the figure normally quoted in job adverts or when negotiating a starting salary.<\/li>\n<li>This will correspond with the amount of money that is deposited in your bank account.<\/li>\n<\/ul>\n<p>This way, you\u2019re not paying commissions for items that have been returned. To make sure that you get a good understanding of gross pay, I decided to contact different experts and ask them how they would define parts of an employee\u2019s gross salary. Are you frustrated with  the uncertainty about how much money you\u2019ll see in your bank account each month?<\/p>\n<h2 id=\"toc-1\">How investors use these numbers<\/h2>\n<p>Say the same store ran a 30% discount the next quarter to increase its sales volume. Time estimation in project management guide Improve your time estimation in project management with our guide\u2026. How to stay healthy while working night shifts Everything you need to know about working night shifts in 2023 \u2014 risks, tips, and FAQs are obligatorily included, so read on\u2026. At a macro level, the terms gross and net are also used when assessing the financial situation of a country. Net weight is the base weight of the actual product by itself, without its packaging.<\/p>\n<div style='text-align:center'><iframe width='566' height='319' src='https:\/\/www.youtube.com\/embed\/eN7t_Hi8G38' frameborder='0' alt='gros vs net' allowfullscreen><\/iframe><\/div>\n<p>This signals to investors that while there may be potential product-market fit, the management decisions have lowered the company\u2019s income. Investors may look at gross revenue to verify your business model and product offering. However, they can compare it with net revenue to get more information about product quality and the effectiveness of your marketing and sales strategies. According to research, 34% of startups fail due to a lack of product-market fit, making it the most common reason new ventures close shop. So, tracking and understanding gross revenue is especially important for early-stage founders and small-business owners. Gross revenue is often used to determine your ability to generate sales from your core business and see if you have a product-market fit.<\/p>\n<h2 id=\"toc-2\">What Is Gross Profit?<\/h2>\n<p>In this context, \u201csales discounts\u201d doesn\u2019t refer to sales promotions, promotional discounts or rebates and seasonal offers, it only applies to the early payment discount. Sales discounts apply to any early payment discounts which are offered to customers when they pay an invoice within a specified period. It paints a picture of where your business is going, sets realistic quotas for your sales team and helps you make informed business decisions. Review the background of Brex Treasury or its investment professionals on FINRA&rsquo;s BrokerCheck website. Please visit the Deposit Sweep Program Disclosure Statement for important legal disclosures.<\/p>\n<p>Property and services received in return for work done (sometimes called \u2018benefits in kind\u2019) may also be included. Net pay includes gross pay minus payroll deductions, <a href=\"https:\/\/simple-accounting.org\/gross-vs-net\/\">gros vs net<\/a> including taxes, benefits and mandatory garnishments. When you hire your first employee\u2014or pay yourself from your business\u2014you become responsible for payroll.<\/p>\n<h2 id=\"toc-3\">Meet With a Capital One Money &#038; Life Mentor<\/h2>\n<p>On top of that, you\u2019ll have to add any further income acquired  through other applicable sources, like tips or overtime pay. Gross income may show the likelihood of growth but not show the actual cost of running a business. Net income can illustrate net earnings and give you a clear idea of costs, but gives a limited scope when evaluating growth. Net income is also a relevant number for investors as it&rsquo;s used to determine a company&rsquo;s earnings per share . Gross income refers to total income that includes all revenue and sources of income. Net income and net profit are the same single number that represents a specific type of profit.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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kC6g7E+468SupicA+\/E9VLuNTt28djWgmuxQRZaubr1bDRFazEpIW4kclAb3Hvt97b5dxtaT1BBqOhfu1J70teK9PWhNyo0DgRrwbbkq8lLq5DDf2Ox2IIBFJ3Is81lzTMfh9uO9kIfp7+3hbb+k9SMf35P\/AEh\/8B1zv3i9Wsvavu9je20eipL9WQVzctGYpK3nPy+BeJDcd\/xPzHdfbbfroiP78n\/pD\/4DoiydHR0dER14lijmjaKVFdHBVlYbgg\/UEfj176OiLlux\/wBHr2nMtjF47XXcCho6zkRk30bDlozhvIJBJ4xG0RlEXMA+MSbbj229ts2uvQXoDX+rs\/rbK6vz1bK52XF2EnqCJJMfYobeCesxUlJOIKljy9nbbb226e6OtLMXMwUHfdZn4SF5st+y5t1h6JdOao1PkdYYvuhrfSWVzsUUWcm05kfgxlvGpRHsLswZwpIDAD2J\/Prdznor7eZHQendC4DUmo9KppKUzYe7g7QhlgdgwkLhw6y8+bluQJJZvcbnfoXpOaw9UOi9CHW17UmmNTQYHt\/k6uHzWdSGq9NLVivVnREQT\/EMAt2sCxiC8n2BOx66cbOf5vouDBQD+VUzM+grtXb7ZaY7a6b1frTTS6TawaOVxuST4uQWeXxKyh42icS+RtxwG2+y7KSpZekvT7280V2lg7OYSra\/Q9fFy4pbE8oktlJVYPIXI48yXZvZQoJ9lAAHUTrf1Tdtu3zaqh1HUziWNGVcFby9eCok0sQytkV4URVc+R42KNIq77LInHmWA6qVf14dm7jZKenhtWTY7HVJLi5JaMAr2lC5F4hCGmEh80WJuSxsyKhQR7spkVTWcRKd3HmrBh4m7NHJTOa9H\/bfN9jMJ6fpsxn49OYdqSy2I7ES3chXrSiTwTyiMDi5UBiio2w9iOtaH0R9isN3F0x3K0LhLGjr+mviVarhGjirZNJowhS0rozMFG5XgyEFiST7bMat3QOR1ZqzSWH0JqLIS6QiT4m3E9FK9m09eKxHUh8llZDK0cybM6JEDuDIOqRD6stFLoSx3Ay2jNW4qlBXxFsV7UVJ7EsGSyBo13UQ2XTbyqSwLAhRvsT8vXBPKNQ4810wRHdo5K1dnOx2luyR1n+5bIZSyuuNVXtXXlvSRuIbdoRh44eCLtEBGuwbk313Y9bXfHs1pD1Adrs52l10La4fPRRpLLTkEc8LxyLJHJGzBgGV0UjdSDtsQQSOl9H6xdG2KGfv1e3et5l0lh5c1qGNY8cr4uFYPPGkga2BI8kRjZPCZF+1TkyfNxdeAyd3M4ivksjp7IYOxOCXx99672ICGI2c15ZYiSAD8sjDYj6HcCpWpTXfSf27senfC+m+hmdSYrCadiq\/o3KY2\/8ADZKCzXk8qWvIihDIZN3O6cSzE8QQCNHtv6RdL9rNG19J6T7k69qzyazXXOay0eUSO3nL\/t5YbfGMI1aUKoeJVXcKPffcl8dHREsO+fYXT\/faHRsWdzN\/GnRmq6Gq67Uwm9mWqJAK8nIH7JvIeW2x9h1RLXoW7NS9yO4HcqhazmNtdxtNXNNZOhUmhWnAtrx+W3XQxEpYJiU7linJnPEk9dFdHUxI9ooEqBY12pCRPYL0mYLsG1iKr3U7g6yovShx9TH6pycVurj4o\/u\/DxpEgjOwC\/lxAG3Vl7JenjQ3YvtljO1uAsZHL4\/FyWZI7mWkjktuZpnlYO8aICAZCBso2AA9\/r00ejrvWyfEea51Ufwjkk9pv0xaI0jgtc4bT+cz9eTXeXyWbsXPPEZqFm4oVvhvs+ICcQU8iudx8xb6dLrIf9G\/6arOicRprFYO9gs9hWozVdX4ySOPNJYrOjicSsjRh3ZN22TYcjxC7Dbqbo66+eR4yucSFxkEbDbWgFLSj2F0rR9QFr1GrlsvJqS5pZNJSVnki+D+FWws\/kCCMP5Sygb8+O2\/y\/j1vd3ezWmO89TS9LVNzI149Janx+rKRpSIhe5TLGJJOaNvGS55AbE\/gw6l+42vKPbbSk2rMhiMjlEjt0qMdPHCE2J57dqKrCieaSOMbyzpuWdQBud\/bqh3\/VDofEvrypldO6mq5HtviVy+foNVgeeJHrQzwRR8JmSWSbyvHHwYoZK8y8hxUtUrVLd8OwWku\/UOjYNW5HJVU0Tqqjq2mtJogJ7NUOEimEiNyiYSHkBsfpsR0vD6Eu0b9rcR2Ts53VNvQuH1edWx4S1cikgcFncY5tog3wQd2fx78ixJLnre1963uzHbzJ5fD5KvqPIWcTDVtn9G49Zo7NWeotkWYpC6oYkWSBHZivF7EC7HyKTN1vVPoe1itVZBNM6mW1o2jSuZTGtDWFlXtXbVOOuh8\/iaQS0pCT5PHxeMhzuQpFAYb0JennS3cKXXejNLtp6tkNO3NL5nT2PEaYrMUbO\/kWzEULs302Kuv3V332983Zr0h0Ox+bxU2lO+ndW3pnBmcY\/SWRzMM+KiSRHXxlfAJGjTmWRS\/wArKp99urdqbv8AYXRt6apqfRepqMeN0w+rM3YIpSx4emom+SYR2WeWUtA6BayzAsV99jv1DZD1X6Aw+mNRalzOndT0W0oKwy+PmrVzaqyz33pLEQsxjZhJHzJVypjZGVm326IpPD+nHRuF193X7i1cvmnyPd+pSp5mKSWIw1kq1XrRmsBGGUlHJPNn99tth7dUAegbtDD2Y0L2cxupdY45u216zktM6mpZGODM0LE87zSssqxCMhmk2K+PbZV\/Eb9Ovtz3FxPcrC2MvjcbkcbNRtvQu0Mika2Ks6oj8H8TvG26SRuCjsCHHvvuBa+iLnXWPoww\/cTtGO02vu9\/c\/PCPUUGpa+duZKqcnVsxJwjjicVwiRD3YKE3DEkEb9M3sz2qsdn9LWNM2e52t9dPYuvd\/SWrsmL1yPkiL4UkCIBEOHILt953O\/v1fejoiOvMhIGwOxJ69deXUsPbbcHf36Iq3c7gaRoZW3hLWZKXaAVrMXhkPjUmEBiQu3H7eP5t9vve\/yNx8juLo4zw1hmyZLFWC7EPBJ7wzNxjb7vtyPsAff2Pt7HqVtafwt6Z7F3BY+xLJwDvLArswVgy7kr77MAR+RG\/Xylp3B411kx2Ax1R0DBWggSMrybk2xVfbdiSfzJ36uuGtjfp+FH2lpQa20zZpUcjBly9fI2I6tZxE+0ksm\/Bfu+2+x9zsPz26zat1LU0ZpfNaryKTTVcJj58hMkYHN0ijZyq\/QbkLsN\/wAT1s\/oHDedbX6Dx\/mVI41k8K8gse\/jUHbfZeTbD8Nzt9evuawuO1Dh7+CzdZbFDJ1ZKdqEk7SROpV1JGxG6sR7bdcuPMNDXHyTWlwcfVf3\/wAhONW09TYqs0qT5CtpU4xGjkoxjkWMpHmJKLK+\/IDjE3zAsiN2z2z11S7laAweuqMDQRZios5hY7mKT3WRN\/x4uGG\/47b9ckz+mybAaxGj6PqF0jRxXkjrLWsU6v6USMSQukRBHzSb14NmLAkoDx9yOuxNJ6Vw+itLYvSOAr+PH4itHVrqze5VRtyYj6sfck\/iST173Tb8C6NnZmgHwBHs+Ogs7d53sqiCLERm5gQD3\/Za2tdVS6SxPx9XFT5K1JOscVSFJGeQfecjgrEbIrEbjYnYb7kdbWG1HitUY05LEPYMQZo2WxUlrSo\/HfZo5VV1OzA+4HsQfx65A73ervQ+jNaW9IdwdOatsZKqte7VbFz10gqRTwLIicJCVkfxyAOZFYct+O2wPUz2F9Sel9e5\/J6e0FpnVeLvYrFy6hySZqSIx5CsrRIwWOPYRy+ORCjIqqQgB3B368d3R2NZh+1mI9XV3Y276XpCPDmXswk\/zLrbS+679Lqr41qrn6qvUP2i9PtLT+vNcaCq6i1BLcarhYlih+MjVV5SzJJIpKIm6A7e\/KVPzJDT7Id08Z3s7YYTulh8ZZx1TPxNMlWyytJEUdo2BKnY\/Mh2P4jb2H06W3dH0\/8AazuXqWLXndbOS5HDLj4aNfC5DKpDiEYTGZbAT5WE5Oy8w43TkhBViOnNorHafxOm6WN0rVxtbEV41SnDjURaqRbewjEfyhf5PbrHmG3FUmN4bnINbX4qd6Ojo66oKOzuo9PaXprkNS53H4mq8giWe9aSCMuQSFDOQN9gTt9fY9QP78HaX9aOkf8Afdb\/AJ+k761sNh9RRdkMHqDFU8njb3d\/CQWqdyBZoJ4zWu7o8bgqyn8QQR1bNadm\/SX2805Y1Zq7sd25p4urJBDJKmjKth\/JNMkMSLHFAzuzSSIoCqTuw6Irt+\/B2l\/WjpH\/AH3W\/wCfo\/fg7S\/rR0j\/AL7rf8\/S0h0V6F5o6Eg0R2RjOTx\/6WqRzYjFRSS0vG8nnCOgbgEjkYsRsBG++3E7fctoX0QYB7n6c7ddnMfDj1BtWrOAx0VaBjY+H8bztGI1k832fjLcw2w29+iJlfvwdpf1o6R\/33W\/5+uetb9tO3GsLXdJK3qW0ZhqndDKY\/JWbFOWEZGmtWtShECTm3wZC1EPv4gR5XXcjbq+fuE9DyYjDZ252\/7L0KeoKEeTxj38HjKjWqrx+RZUSaNW48Pc+3tsd9tj14zeifQ5p3Iy4bLdvezUWSrz1K09FMDjZLUL2p4IIDJCkZdFaS1XHNgFHlQkgHfoipec7ZdpM9ra73EteovSyZrL5XH5DJBcjGas0dO\/iLUMccDWikTBMQsRkHu3nLNvwVTr5rs72JzWo+5+rbPezQD5jXmAkwWLuTNVkkwIkkvPK8bfEAuHF1FZVMe4h+uzbLfptD+hmCtPbfRHY\/xVcZHmpmGKxJ4UJADHaICf4puS8X+6eS7E7jrTyOmPQ\/ibUFPI9pe2kck+OnyylNF15Y1qQjd5XkSuUQbe68iC+x48tjtNsb3i2glQdIxhpxAWXt\/NofS3c3VHcrUHfTtnk7Wqoq4sinwqSxPDBBCFR3vSr4iIOXEoW5N9\/YbFb6s7CdgdYaTxmFy3e3QE2XweMwePxWZnFSWaiaGTe7LJFvY3TzowhIDDYDcl\/u9Xa9R9BuM0tV1nf7X9tIcRckliinbQ8PLlEJDKGj+G5p41hmZyygII3LbAE9buO0x6HstNmYKHajti5wBYZB30bWiihCtIjN5HrhGVXhmUspKho3BIKkdT7PL8J5FQ7RF8Q5pUQ+njtDjNK29G4T1C9toaVjS2S0vHPYgikswpbayxmDpeQO4NoqxdWLpGoJDbuelNHdxu1+m9MY7A3e62gZJaMIg3x+RhrV+IJ4hI5LErKAuw95G9wT+OwX2OwHoYzFmrSw\/bTtDes3keSrDWwGLkksKhZWaNQm7AGNwSPoUYH6HqNhT0HTULeTbtf2ogq0MhJi7UljTuLgEFtJHjaJxIoKtyjfYH7wG43Gx6kMLOf5ConFwD+YJ2fvwdpf1o6R\/33W\/5+j9+DtL+tHSP++63\/P0pLGA9DVGQx5Lth2jpcXETmxgMXGEcvIgU7r9ecMy7fXeJx9VO09mu13ot03k1wuou3HZbFZB6r3lqXcPioJjWRJHabg6A+MLDKxbbYCNzvsp2rkifF74pWRysl9w2r7+\/B2l\/WjpH\/fdb\/n62cd3O7bZi7DjMR3B01euWG4Q162Wgkkkb8lVXJJ\/YOlUuifQ1Lm8DpuroHsvbymqFZ8PUq4PGTy3Y1WVmkjWOMkxgQS\/P93dCN9\/bqsd8uz3aPQOruyGa0L2s0hpzISdz6Fd7eJwlanM0TY\/IMYy8SKxUlVJG+26j8h1WrE+bXdXtfSszUrvcjS1exXkaKWGXMV0eN1OzKyl9wQQQQfp1i\/ff7S\/rR0j\/AL7rf8\/SF9L\/AGQ7L600LqTUOse0Wis7lbHcDWCzXsngKlqxIFztxVDSSRljsoAG59gAOrvrftn6NO260X1x2j7W4hcl8V8KZtJ0yJPhqstqc\/LCdgkEErknb2XYbkgEiYf77\/aX9aOkf991v+fo\/ff7S\/rR0j\/vut\/z9K2vpP0LzY1cxN297O0aMk8FaGzkNO4+nHPJNVhtRrE00SiTlBZhf5d\/v7fUECWudqfRjjs8NLZDtt2Xq5otEgx02HxSWi0hURjxFOe7F0Cjb3LLt9R0RZe9GX7U92u3l3QsfeTRFBrVzHXBNZyEFmE\/CXoLXB4lnjZlfwcDs6kBiQfbpb5Lt328zua1JkM16n9NNR1WNP1ruPpZCOqlaliZIJYq1SRbfkgDyC6zPyZ9rQAP2YLWnJad9BeIupj72i+yaztkGxUoTCYyQVrSwWZzHOyxkQHx0rR3lKgmJl35bAyNnt56IKc1ytb0H2Rhmx16DF245MViVavcmO0NeQFN0kcghUOxOx2Ht0RLS72a7Qz9lNT9mavqO0lDBnI8ZWqX5LNeV6dejSq1I0ZTZBlYpUQluS+5+nt1t6r7YdpblfOYDQfe\/tfpnTOf0vidOWMV4IZliNC5etrNG0d2JQJJL7eRShJ4k8wW3Fxyuk\/RHhc7f05ku0nbWK9i7GNqWwNEwPFFPfsR16kRlWuY\/I8k0Q48t1DqzBVO\/WpHhvQtLoPKdzYu1Hbh9N4aeOvbuDQsW6vIIjFwi+G8kiutiBkZFZXWRWUkHfpS5YUfq\/QnZfWovWsp3t0NVyE+hBo2lNStQLHj5Ptt7USPZYldpVAiZm9k93O+4rmpu0+hNWY3P08r6n9CebWYeTUskccAWxPHZazRaspuH4dIXKKyuZTIibckJ5C\/4jSHokzmopNJ4\/tJ21\/S0NRLslafRVeAojRwy8GMldVEojs13aInyIJkLKOQ61ocJ6C7UsUNLQ\/Za089j4SFYMHjHMs\/y\/ZJtH8z\/Onyj3+dfzHVjYpH+60n0UHTRs95wCsfZa92Y7M9vqPbvGd3NGWaWNmstWkTI1YXMcszyASbSnySDnxMhPJ9uTbsSTef33+0v60dI\/77rf8AP0kLFX0SR2tQ007Pdp4pdKMq5oXMBjavwIZI2V5OcfyoRNHs\/wB0luO+4IFhq6F9FRxq5HK9tuyeOUxGdvNjMSFWLjAwcsUA4lLVVt\/ptYiP0dSevgfGLcFxkzJDTSmd++\/2l\/WjpH\/fdb\/n6P33+0v60dI\/77rf8\/VCyHav0YYl8PHlO23Zem2ouH6HWfDYqM5HmyKnw4Kfa8mljA4b7mRdvvDqHt6c9BNOri7r6R7HSxZy8uMxhr4nFTm7aLxp4YRGhMjBpouQXfiHUtsDv1UrU1f33+0v60dI\/wC+63\/P1JjUUWYxUGW0bao5qtO7KtirYSaEhQwOzK2x+dQp2J23J29j1UP\/AJM\/pw2\/+z\/22\/qpQ\/8A8XVG9ClOpj\/T7FQx9WGtVrar1VDBBDGEjijXO3QqKo9lUAAAD2AHRSacpurThtZnV0K71tJRzkAEgX1X32HsN1\/Pcb\/yfmdvlfK6ulox2J9NpDZeIu1Y2FYI\/NvkLg\/goU7gHct+G23Vj6Oiu65lV1Y+f5Va\/TmryxT9xoUFW4P8ejbEHZeQ2H1Hv7E\/l1r69yufo9sM7mKMLVcvDhp50SJuZhmERJ4n+MVP0O3vt1bevhAYbHqTHBrg4i6Trm5mkMAo3x18NSV+ayUdOWI45Zr0ss80Hkkle4qDyt7tupQsOB3G25L\/AFUjbY9m9hM7q+32X09dnx5yVkeaBGmteNmgSV1RiSDvsFCj9gB6y3\/S\/wBnshnP05Jp6SIs5kkqQ2HjrOxO+\/AH5R+xSB+zpo0qVTHVIaFGtHXr141iiijUKiIo2CgD2AAHXtdKdJxY2ERsBu714eAXudM9MQdIQNiiBu71rTQ6Dn8uX5VepKXAyerDJP3Bo26taKri6tl1om0kEq166PK0QZTJGFEjDbffdDxYfKWb2Cy2i5PVjr4dprl3K4O7pCbH4WaeCVS8zzVC5byqrkLIZXeRxyfi8hLMxZtL1TaP\/dV6mtXSTvFHTx1ClZsNJYSAPtUi4RCR\/lQu3tyb2UcmO+2x3vR7YxMfdnV02nVhiFbRF0GeqsiRySrPXPOISEuqD2CljyYLyYKzFR7ssUj+igQdogN9KNakVv6+NL5Vs+Fbiuto3mvLQq+7Nd14Zb4XxXQfdjtjqvuEcXo7HyDH4PFVklF6SdWSawDw4NCPnJWMMVb2G7MPx3Dh7YaVr6J0TjtLVrclqPHoyeZ1ClyWLE7D6e7H29\/b8T9euau9WZ1DgMBgcD29zOqrGpbtaG\/deHUF6edK52RSIWlYN5JW23UfLw22+YdOv02jWSds4YNfWb82bhu2EnN2czTKNwyKzEk+yke2\/t9Pbbbr5aX+Hxg8KOky8W85QD71DjXw6b77d60v\/i6bpGugqIji9rQezmO9u3LtTptvWyanR0dHXnqC569X3+cOw388eC\/4a70wu+NjRbaFuVtc5HJ0cdSkrZyS1jf8fWahZiuRyjcMCFkroxBU7gEEHfpe+r7\/ADh2G\/njwX\/DXemR3x1JW0X2vz+r5dBHWL46rsmHCp\/hPkdYyru4KxxDnykcghY1diDx26nGWB3tiwoSB5b7BormvBa39Gkk2O1Bp67qjMUY3mqz1wbNilPJHSNOxZtJKdnbwZMLI\/1bzBiCQSNSrN6YsfNoTRGD01r7GfFCxRwWRhsWK9x7NW9FYkn5yENKzyW55XnYlWVZvqSOrEvcrBvp\/T+XsejnBriIalbUMyh6crY22UmkkevHHXZZWWGq7RyqyM5eBSE5MY9T9\/PHamvWIYPTZhMpjtHZjJVoI6VE5GWeCvWy1xYq\/KvEte29zCUpOCeZft655cypXRnww2Yeaz5MSd3jktfK93PS9c0PjLGM0nqPUNXTuGjxmMhNciX4KhXZ0l5v9E4yAM5O5LryX8ofuhhexGGyWY0rkO1urdU1ZcQLhxiZd7ENuRLeJaWukIDOJJDToSMq+7KkhCDnyeaPc3t7d01gKd70a4XMJqG3mc3FVxuNit0WtY6GZrNqMz1ImaR0SvHC7RI0rzOm6iMM937Y6xqd+sxj7+rfTLpWk+oNPWYc9kb92rkWNFLcsSVIpErsLkLyRq5R3jC8mPE8V5utw42j+adViDvJ8ktrGqewkWUwmcz2lctNP3O0xVMmZmEd99nGOpQtNM9ZpA0gNSMl9oSQxZOUjk7OQ1X6a9fPpz9MY7V5gq0JcRUpSWrAaxHajpVFnd2Hl5tFmK5DK6lhYLSBmiXxy2rvUHjMRg8xk5vTVgrLaLz02ncRUsNNGalWg1mzXkmIx7JU8kuKrNVihMwaSWmS0ZKnrJpzXmmqWq9M6Or+mDSVNWy+Xy1C1+ivg4q9qOYRxmksdSUSXWTg0sjNAAgDciPlWxmKjj91hHk4qD8LJJ7z782hR2Mxnpo1TpjSmgqultZR4fOi82IFiSanHKHhsPZ2JC8VngvWAFQAcF+zCCMEQ47g9gq1jWGl5u3OqIa2rBmMfdNi5aMERhu2I5EiZFJriWezM6vv95wu\/wAqqLLT7\/wWoNO62x\/pzxValhaMtbT8tuo8BxrO2FrSv8R8Nzo1oWyVyGbhCx4492HygqILM+oq7Swjatt+kjCZWploMDkKtSN44XSXIpeuXGszz11Tks1UBAVVpJp4+RVpBtLtzfhP9xUOwu+If2hSOibfY2nZyeuY9N5yW9oyrV1LkZ780sxMM8eStLYC8AZIz+kr3uFAPjUAbRDaoHUXo+7gx8cJHlsguoslaqLZw9q1H9q0lt7Sh40X5SM9Kjj3IWeEjYojK3dF9ysRS1p3Nx+H7AYbE0MDgrst2pi8cxy2ZGPIhrV5kFeOH54\/L4Illn3jkjO8YbidWlqnCZfthprU2D9Pmggcd3Gw+KhqVq7T1KiWLdWGTJ02enA4kQTLsxiTbx8uTBQDHtcZ3Z\/yKn2ST4\/+IS9p9wvTTgNSVNZYTSubuHKazqVYS09iSql94coa610kBUxyyzXPkXb55kdtkCHq+erFOzOksemvu5umdZ5D90eMyMVnH4exM8TGDDX0ZpIlBCMa1izF5dlVeStIQE3EDjO5uF1Njq2Ti9I+nlo5TVOQOepPjDPalcYK\/Z3Mb1Iwb54SVpgeaKZzGJJPMWS1dt+51Tu09zF5\/sRp8YOhj9Q3fgqdZsglu00dKSbwPPXrjlZXK245FaIF3WXdiC29E8zZQA1tepP1V0MLoiS51+gH0W126wvZDKd5al7C19R0dRx5TUWQiT42UY65Zp5bK1rDEOFEkiy5G83BAQizRliQImNj9T\/+fOxv862O\/s7I9VLtB3Ava\/7m6Ly+F7J6O05Bfqalny+YiqTS2CEkpy8KliStWcGWxkWabyRjlLDZGxK+Rrb6n\/8APnY3+dbHf2dkes60I9HX8Fue\/nC1n\/b13qvd9df+lTVev\/3ru7epLB1Fgqk7nFJDYBEH+B35ZN0Q8h4ay7kH3hFtDuPIBYfR1\/Bbnv5wtZ\/29d6rGu+8sWD73aowdT01Ucxk8BUxvwWo57NeKe9PZlq1QoHheaOuiZSVfOOQ+zspxADHoiohxHpZsaXlhw2E7gyW6OLyU01VEtQzLVpYrFxyw2ZAphijlq08QVLEciV22JkXq2xdwfSzrfVeF1bcgyz5jXbjLU55KUrBFiaOlFYBCkxxu1FeDD8FMh4qS3UDb784btzgNPYjH+lHT+HOaF+mMHWkSMvRkSlLYjrxwUmWWSeSxxMLCNGaBS7jcbbenO5NNdc4rT1H0s4CzmaFrVM2HtVqK0JRNBcyqI1blXaJFnXHxLLO08Z8tyA8CrggirtfAemXOaVj1pY0xripjcRrLAVMYL+RkisUZfhWtUbUSli6RQjPSyKrEnfhuPlC9famf9M9ftUneUaUzuPr621PDLkKVCNXzGLmM1q8JXEcPxAYmxJPuGZkE6GGQIsZGXCd\/dFY2ni8Jon0c06Wj8vichrig1VKlFJnrx2pKU6VVhBaWWHHwFnXdoTYrKeR26YWurenu2GltC4Sf056RRdT5SdblOCSV8TimMblm8kNF3ksTI5VE8CB2aRS4ABa1vVV7d34Uqn9bfsVXqq3qDJ+lPVvcTIZ3M5jUstlZsfWrOUlWk81fJVn2rsV5bLaSmrqSEB90H2krNHVJfSmO3eUx1OTX7abifG17gZLISI2Iab1h5HAXaCGOtuORChmDc2kIbFle5Omchn9SY6L0o6XvU4LU9fMVhiDcvZirUoZqavXkjerGsdjzYerwUtYQJaj4ndlPUva7s4DM6aweNsenHSt21rMNkYo61aW7jjZrrMskjNLRhMjQR1qu5ZU38gRGITkdQxYGmZ3MLL2U\/C3kVgzuX9N\/px7hXK0mhtWtHiMVjI7FiGO1dqpVs0LC\/ERxKGaYrXwEaOy7gBCfYrKTt9tdA+nDKajq6HxtDUTXDbtw0JrdyWSEjC3qEaxJLIFLOpw9NigDkIGLsTJyeOz\/ffL6tXKVJvTjpjL5uDTtSeZ8wsyvYTanFLDJE1RuELRZu+sPGaXdfiAyrzkHUdqj1Hto6DVurNL+lPB4vUGm89eweLytuWMBkkgv2JJ5zUrvPBJLLRA8BA8r3K+8o5lhkfK9\/vEla2RMZ7oAW9qDXvou1Hn9VZwarzcuoKGVlnyaY74mG1QyTWcJCp+6vicWKWOReRCcobQO4jm46VrNekDR0t7NYKjqe9a07pnD5J6s0ltYY69eHFWYC4n3CWDWo4syFwCyxBSeZcFgZ\/V+kqXc\/CdrL\/p705ch7gY\/Gy5\/Jy0xEtprMt6wVEQrOtlYJ45ZZfLKhR7sbDk0pPUPktY4vAa4rafz3pk0fL+lNQzaFr5CCuxU4CKWhHBF7U3DOVtCQVmKQiOpKRJ9mB1WrFbu7j9ptQ9vsL6lM3j9UT0KNfD3q1ehJLDNbrHJ1LVTyVhvz4zxwShNvJsGT+MVKe0zl\/SJCuJyUUet8DYxVOfUD1o\/ihxp43wwKllFXfZk0nA\/iIDAw8X4tMEeZXvRfwmDqaXtem3SNHI5qnY+Jihgl+DkNa7kVqLFEtTaysTVBLIHkh4G3EU5GT2sua1TpOjq3QOCm9NOn8le1bpnnYyMmMEQjF9Z3s1IlFaQPGJHme0skkfFLXICZpGXoi6SwOYiz+HrZiGjfppaTmsF+q9awg322eJwGQ+30I36SXof\/gIb\/XDVv8Ab17ph9jNV6s152a0VrjXNOnUz2ocFTyt+tUgkgiglniWQxhJGZ14hgpDMTuD\/J0vPQ\/\/AAEN\/rhq3+3r3RE\/ejo6OiI6Ojo6Ijo6OjoiT\/c30\/8AYjVeWu6719omXKZa0EjZob1xZbLJGFSOOKKVQW4qBsB+BJ\/E9a\/bHsl2Z09RyGo+2ulBhb2To2MRPYXI2LieNwGYKXldGXkqHcbH24nieShnZ\/D4bJVjbzD2YVoB5hPWtzVpI14\/P88TK2xA9xvsdgdtwOt5KlWjShp0YI4K8CeOKKNQqooUgAAfQbdau24nJ1XWOy91muWyr6pl5qFpDagbWXbupVyNvVGkZrhiTHJLHpKX4mWJBvsWN8EoPqRvsCw9vfpn9onuWtILl8hfhuWMnZltvJDTNVASQvERmWUjYLtvzO\/19voNHUWgqeoMl8bnrDT1I4hHHUaZUiV+e5k3B3DH2Htt7Dbq5afp1cfjY6dKvDDBH7IkIAQDbf229vx68\/tWKmxDmyluStBQzeenD9peVhYekRj5JJaGHqmj+Yu0txO1HXx7wK1kujo6Orl7K569X3+X9hv548F\/w13qE7nYz1V5LVPcmn251Rm8bUMNO1p+eWlSaupWuwetW5cmJeT52kk2IZQhXiQxm\/V9\/nDsN\/PHgv8AhrvUHL2g9TmY1R3CzCdwLGKxmVyEqYjHz6kt\/wCEVVyVSVOBiVv0apqQ24A0G8h+L5MoMSDq2KXqjdA+aqlj60VZHktU0vVsmN10yZbU4tZOhWgwIMOKnNCykKyWLEK7xDZ3lMSRys3vXZiwDr1u9pavquxmqIsXrLEPBgjpqq0citjkiiyHCJrHNYSS08k72GYjeMBFIYljvuY7B93O1OZ0tqbuZ3kpw6P05puvFnZc1mVr4+xmpLCVzIbcu0si\/DvIwjlRUMwgIYM7lK9r7Qeds9xdc9w9P+pjAYatdWaOvRmzUUMePSWhhJ3RpUXy1mnq4i8xlV2MUMyWIl5Bybu1gbRt5KnspO8juamNGx+qzKZSCxrPSmHhkqaZmFK3IIltQ3\/hsczV3nSViUmna0G4qo\/wNCWPyk1XR8\/rUs5HGyag0cy0spqNYbxyLwRS4\/HCrjd3jjgtSAIZWyZ3Z5G3iU7AMqG50ez\/AKmTnND3IvUVDHpupQoRahxwjazLeaOdpJXgtuvkPKJa8PNti4M0jAMw6l9Tdve6VTujc11a77Ph8Dd1BjxjsNLkfHVNXliohVMbx7GWVkyygK3zPcr+5Kjg7bIPdAHkAnYoz7xJ8yUtdPzetQQS3stoaX423bqUTVaWokNFmhfy2EK3C0tZJuKly3lZNmWIe\/VmgvesOUtHNiFo\/A6oWNwsFaWG1iuVkExym28j7oKrFmjhZWYgK3zBa3W0x3L0lSwl3Xvqs07Zh0vnI482k+sZ8fHNBUqY+mJJph8\/m+IPmmqNtE8uQRXcnizzGg8BndIds+5unNP+pvTD3MbUiy1O7Jm47UGmr7y2LPK1yH2NORfhhwb2KLMQPmJbvbZD74B8wE7HGPcJHkUYjuZ6vaTU8LltDYeuFx2Jia5bqeYpM\/6PW3JIVthpXQvkyUCIu0ULB23KtOYLXnqc1doLXlXIaRqYjUg0NHa05LQhRAmfeg3kg+0mkVuNriULAKF+U8wvN63idCamzMWjbmqvUdo\/VeQo2aORe8b0Sm1j3zeGOOkrhAdhZjxMqtseEtuywTdQAvmn2b1Fkl7CVMB3Q0tbk0rpGrAL1TUVmOa2lexjTPeoxwjjdiaKNoG8jBON1eW4bi0HyxObQjo99lSZFK1wJfY8grxpnVfq2PcXTeC1RoXS7aVkNyLM5mtG0LkxXL0cciRGzIYlkrxY6VQeZ5TyAkbfJC6v1v62saM02k+2mksoi5V1xnkQxslH4nKxRhwbe0r+OviJWYGMAXJBxHEtHCXuyvqRxeA1XlMt6kYtPsDSlOWkzFqxWgqp8euTtPHOFjps1e3DLHHGTHFLTiPIIN+tuX099z81q3AZXFdxMZZ0dBqOXUZqVMxbrKYZcxJkFl8cKeO5LJC8UfOVvlZC6sxcnrMtKnMtrX1hRX9WxV+2uC\/R9DK14sPLSVLFmzQaZg0qRy2oo5H8QQsGki4lzsGI49Q2n9Zet+pjpcfl+3mFsJR01iZIb+0U123eaHHi8SgtRxPMrvlCI\/s0YxRDkoIMliy\/bbU0Ffuzo7J93Ux2O1hjsZj9MJd1BZs2sYzxNTAZZChiSeURqPGxkkkMpMhdlCL6n6X+42Qz+m7eC7iaU0qmk1z+KOH0xtFFhY70QMEMBigiLSQGY2d2SNn8io\/IHyEiYtq76p00dorL4XH1JtQ\/C6gnzuLyVevGklo1LL4uKRorDLEgsCujCOST2b3k2Bc1juPl9f5jD9h8j3OwyYrNN3egBgEUcLfDLUyggd44550RzGFJCyuN\/f234jPQ9N3cipe0vl61jSmK\/QmsKucGHq3bk2OoVEgSG0a6yR7vNOBM\/uI+EkvLyP8Aaiem29A6k7faT7I6H1SmDuY+Lu9EtM1DLMsleWnkXUmSRUMh++C7qWfnuxdgZpeE0psZm1OgH7zV\/wDSw2rpe22ci08tBKZ1xrKwLXnSVpmbO22RYwN1A4sdyx33G2w+vVS01V9byYvRS2beTniaW7WzE2SbGx3tlr5Lw2JoY18aq0j0SqpIxUwxhiytI\/V+9Keaw2m+y+qs9qHLU8ZjMfrvWti3cuTrDBXiXO3SzySMQqKB7kkgDppy90u11g1KH75Wmkmy9CTIUkXMwLLYqKrl7EQ57tGqxyEuvsBGx3+U7WxyFjaIB8wqpmNkdbbb5H915Lm3I1vWO3Y\/D16eKys\/cfHyvyzU8GHF568s044cTI0MZIiql0VtgjRnk5V0FxixPqwwFrum9nNxaoiu4wXdIwmKvXWtYeW83wiFSpLIhqRlpG2YKjb8jJ1XOz2GyGjtQ9sZF9TWmMzpapghh1rrq1rH6Ws14rC2YoISfFY2knpyeYnyxCuItuEnVRr4vuzmNBXNRp6nNOYylrTUckGB+I7gSNFck55JEjr34uXhfnNQYVK5dWFAoxBlk2s6\/wDoHJU9QfjPNN2vqH1R4fS2qKOP7baajmxq100xBSrrFGlbzyRvF4jaCu0ddI3UcolLOF2A+lSw2u\/XHjqcNObttisk7YnLWzYyMSJMcgZr7U4GENjxpGB+jU4gt8pk3lJJZLRonL6lwHdvJ5DUfeXC5PS8UNbE0Kt3UMCKtvkkGT4IhLTSxXf0fCgmCMjXZk33ZFaqTemHvnjreqcjge8jNYztl5IKjZSel4qhzWVuislmvEJ4V8d+uS48jF4Xj38JUB1zDuwfP8p1Lxs8\/L8KZ0lq31kmWnTv6FpWYsleuSvdysNesacCSytHHLHDaYoJIhCqFBKQxYvsPYaMt31nZjTWNyr49sflRisx+kcX8FTgD3VirfCpE6XJgFMrWQshcbhDyRd1Y2fGaH744TvXgslqr1FY2zpC0Ioxpx6yV7eSuR44+XxEbEBp4pbJjUkCNGX7oO1Qz+O1DHlMtnofWHicbV1BYuQU4ZdRwmtXS62aiqCBdgQ68aXjCuPtMba4k7Pydor3Wgel\/W06i\/ecT619KUrkNY+t2ompo8b2707YfHWrP6Kkswxst6JEvvCqeO4pIkEWOXm4jKvYlHAhd1tNzVnqZj7c9wshU0LjX1Zic0yaTreGMw5PHc4iOS\/FjZuDTJzaRPdQ\/jP+LK7xyawikxncfVvqY0ZPp3A28vR1GsWs5YMZjMjYvyyRxNL7LaMcM0FZYLPjEXjDIpLcet3GaX1PoPsNc7WU\/VHgsXqHCXqtWjnbuYjmbHUxjoZbMUwkA3cVkv2okYbIohfcJGdoPkzjYDyU2R5DuT5rZyWrfWzgo9UHD6GwGcj\/AEmLOGFqNY54aUl6+jwsUshZmSGKg6EKmyTkMZGU9XTXmovVHQvUv3BaN0tkI108stuC0GCy5hql5vGk3xCeOFLENFTujFlsHZl2JVVZz09d0dbW7WKzneXSuX1ZY0tTXKsrGKcSTQ6ki8oRFMi1OWVjSDkfu05iByB5T3qT7QdxtQ6oPcvD96MHo\/EVsRjcaUyd561aTJVrc9mnK78eK75BsfGR83OPzJsSyg1K1S2A1x6yLdzRa5ntfpaCrkXtDPv5GVqirOBF7CZuBMIYggPuxXfhtxav6Z1n65hBjrWT7c4mWXJZ6OLJxZGKCAY+p8Djw3gSC3LvD8S2R+0Z3faNDxAYAzlPsX3oGvsTbl7lwR6Pr3Mk17H4vKWqDLBYnyjmNYIUEU0jC7QYyuytG9NuG\/Msb\/21pZLSOsdY4zUmv6WRhzOcX9BY6fNy3LdRRUWRqxWXbxnxKJREgJClnZn5bgi0uyeX765jVGrpu72EbF4+GOpDh4Ur144DIti75miaOxM8qmI0\/tJBEW2G0SfNvAeh\/wDgIb\/XDVv9vXunpTyOPyMbSUL1eyivJGWikDgMjlHHsfqrqykfgVIPuOkX6H\/4CG\/1w1b\/AG9e6In70dHR0RHR0dHREdHR0s++9jv1U05Qs+n3Hadv5v44Jcr5yVo4PhTG5Lqy+\/MOEG34hz+XTTimvBWjWmm59T4l8fHZcQnmJqwfxiwrIRtzA3VlJ5KfdeQG4PttnwGIkwmJ+CZmWIO7QQGQyfDx8NhHyPufoW\/IFiq\/KB1oa\/y9vC4iO\/WtZOvHHO7Tvj6yyvwEMjAMXjkWNOQXd2AC\/iwG\/W5pe\/kLMNjHZeVLFvHWTBLOkiusoaMSLuVRByCuoI4j3G+2xHRFXNQ4+5l2FGD7KNPtWkZxxZt9uO313A3O\/wBPfb9vVt0vTGPw8NNZDIItxyI23\/H6dbxo1CdzCNz+3rLHEkS8I14gfh142F6CwuG6Rl6V1dNIMpJOgbpTQBpWg138d1pkxT3wtg2aNfXvXvo6Ojr2VmXPXq+\/zh2G\/njwX\/DXeuheuevV9\/nDsN\/PHgv+Gu9dC9EVR7o9stOd3NKDRmrFlkxb5Chfnhjbbz\/C2Y7CxN\/3GaIK23vxJ2IPv0pk9FWgRkNR3J9VZ+zX1XkcfkcnjpxWamTRyiXqsUcfi+WJEV6vElvsJCn4Dbofo6IlF3S9OGne6es6WtMnqLJ07FOtWrLBFDWkRRBJO6NE0kbSQMxsOJDGy+QJEG3CDqnR+i\/trgMtp\/UlPUGRpVNI3YcnWqGrVkggEFqO3xhLRF64aSImQwspkDENv10d1q5XHxZbGW8VPJJHHcgkru8ZAZVdSpI33G\/v+XRFxRnu3HpO1\/bzWtqnebLVZdeZGZZVrUpAvxD5DE3Y5XrSQkpsyY+MTOqq8duAEneEhjagyHp1uae1doTK925rb69q0NPX0oQNLYWaOrJBukcETFXMdWVpNxtGI924Dbe+470o9kKGLxWNbTWQsyYi0LyXZ85eNuxPtX3NiYTBp4z8FU+xcmIfDwhUAjQDdb039qZ7GRvX8NYnt5HVE+rjahuSUp4r8sEcD8JKpifxtFEiPGSVkAPkDkk9EXM2U096Qcmmu9YS948zpCpPVyfbjJ4pkjjhx9bxzUVSCHxO4VHxUtqOUMyhoZnbj9oBdu+tX00a3y2Ez2e15cx9PtTMNO2DjMZCalNrNmm2wnmgKRvG1GJOdVxLGHYDYkDpk5709dlNQVrlDI9qctLFYs+d5q+RnryGQWr1kvHIlhZI+UuTvk8SvJbDKd0CqJG12S7F6kxWqL2W0k5oZ24L2dpWbttK4tV38jSfD+TxwsWHN2iVfKdmYvuD1HMNlaYXgXSWGg+zXaTIZLvZ2Pxq6vSzrfDx2steycYKPVyHxZjmiDuxEqyTWBvJHET4QAreNm6t1z0bds8hqjL5\/IWrVunmbta3PiJ6lRqjpFbis+CTaIPPFyhVESVnEUbOicVO3TS0jj9K17djIYCplUsS0qdOae+t3lLBXDiH5rP32Akfd\/dm3Bcn2PVp66CHCwoPY6M5Xij4pSdzPTR257qaim1JqShE09jG4\/EzJ8LEyy1amQS8kTcl3KGSNQyk8Sv4dROh\/SppfQ2odMaor6qzOQvaXsPPXluCKRnV8PTxkkfLjuqMlCKZtvm8hb3Cnbp4chvt1G5S3NJMmHx8pSzMvOSRQCa8X0L+4I5E+yg\/U7nYhW6E0jWl5oLFYLZuy9CM\/wCAQsVtOD\/jm\/6ofmB\/GP8A+H3+bZR+pxVXN9jFUAAd1ccAB\/6uyPTuqVYadaOrXTjHEoVRuSdv2k+5P7T7npJep7\/PnYz+dbHf2dkegFalde4HRuwVd9Peh8X3H9P2rNH5ezarQXe4WrZFsVSnlgmh1HamhlUOrISskaNxdWQ8dmVgSDvZj0XaN1LnqupdT671ZlcjDRymOksWrMcztBeS8kioZUbxiMZBxFt7osaruVeRXlPRz\/Bbnv5wdZ\/29d6efXVBJSL0xY1dSY7WE\/cPUM2ZrZy1nrtwV6Mb3pZqVamYm4QAJD4KUCtGo4OQzOGcRtGYb0r6No6Q0Jo7N5vJagq9v8xZzeM\/SKQ8GmkWcRRtFGiosMHxH2USBVURRqBxHHp19HREge33o50T29nxTVdXaiy8GJ1LDq6OLKtXm55JaM1SSQssSnaQSRSt+PkrxtvvvvWe6XbD0\/T995f3d9xrtXUGqxHbbEWqccld454I6axGyYD44ZBjyFgeUK0hmIBLgDqTpcai7BdvNXd0oO7Wp6t7I5Wpj6ePrU5Lsi0E+GlsyRytXQhJpA1uTYyhwvFCgRt2JEge32kfSzpzXeme7eB7wSn9ATV8bj6t2hHD5ZXoJTr14XeutjxNDlKzpDG3jYypIAQSRTanbD0m6eGGymL7y5yrWyupaUdXIGl\/5PbIY9ci32fmi4+KX9KTFnj5RGReYYFpCencd6W+zWGqYTG4jTs0VHB6lrarhgtXZr\/K\/WqfDVm8ltpZI1iRYeCxsgXwRqPk5K3m\/wCn\/s3hsZW08mipnw9\/IzBoDlrhipmwvzCFTKRDEXjjURRcY15nio3bfhNalSa0vNBLvWGZ9K+rtCZrQ+o+5CZLDJrwXcjSgglmkmyBuy22piKOMvLCz1rQZkDDjDN8\/wAjEL2xpT09Y6p3U1lX1PrfUHwWpKk2r8PDUpyCC5js09iHxo6qiIfFPAsRkMj15URVLNED0bL6Y+yhpZComlLcK5HL\/p53r5u\/DNXu8ZFL1pUnD1VKzTKY4WRCssileLEHW0t2s7SUMFk9b2sFUwyaysQ5zKuuTswxTSm18XBJKTLxMoldd2G2\/wBwfJsnQuANKTY3Pbmb3gepuvotPXPpg0d3I7u0u9OTz2YqZCvjKVCOCtFXjZUrtcdGSZ4jPCSb0nMRuoYIgYEAjrFpf0m6B0r2rp9qKd27LjaepcXqZZJmMrGejZrTRoFkLhVcVERwuwPOVgF5bB2QzQ2IlnrypJG4DK6MCrA\/iCPr1is5CpUlggsTKj2X4RA\/xm\/LqQBOyrJy7pH6E9HnbbQ+Uq5F7lzOrRy0eYrwZSvVeNZ4oZo4pGCRL5JwZ+ZsPylZo4izHgD167m+j\/tp3OzOe1BkzJUyWfuDITWoK0PlSwmNNCGRWK7lolZpEJ3KuxI26e3R1xEr9F9g9O6I7izdysfl7s+QsUMlj5lmSI+SK3lJcjsXC8to5JpEQAj5T83IgbVL0P8A8BDf64at\/t690\/D9OkH6H\/4CG\/1w1b\/b17oifvR0dHREdHUNmMrlq1laWKw72ZHXl5WO0S+\/0J\/P\/aOqxmJdTWLEeNkynK3MQfhanyiNT\/psNv6Dv1piwxk1JA\/f3dZpcUI9gT+\/uyvMd2pLYepHZjaaMAsgYEqP2jrQ1BisxlI4Vw+prOHeNiXeCCKUyA\/gRIrAbfs6x6b05BgoCSRJZlA8kn\/9D9nU11S8Na6mGwrYy57LeKK0cnkosRjrWSmhmnEK7iGFQ0krH2WNASAWZiFAJHuR0Y63QyFGnkMWytUtxrPCyoUDI68gdiARuD9CN+seVxmJytdYc3BDNVimWYxT7GJmX7vJT7MAdiAf4wU\/UDr3i8bQxVSKnjECVRJJJGgbkq82ZiF\/Jd2OwHsBsBsAB1BWLf6Ojo6Ijo6Ojoi5z9Zq2HbsclR+E7d38IIm\/J\/hbux\/p6ql3vX6pdPvqS7f7c2bmNx1+erRlgxNmZ\/AmSyNdZ2hhgaaXeOtUAWFX3WZZyRG3tcfV\/8A5f2G\/nkwX\/DXeugBaqFgosRFi3AAONyff2\/l+Vv6D+XV8U\/VCsoPmFRLD1hvMR5Fcyv3t9R9vJ2MJju0N6vdrTUIZTfqTpWT4xqojcTrCY5VTzWfKYy3j+H+fhyHUle7ld\/Xwvc2ajpW8l7Q3KXHBMVKy5dUh8xiriSNTYdgpj3iBXk44lvYno32\/Z0e3Vna\/wChvJV9k\/rdzXG+ne+fq8ggq2NW9qL4a3mf0P4ocVMeDKKzB\/s4nKpKtqTaeTjBGaciu4LDqyWe6\/qdqZ3RD3NBSritR2b8F8VaU1g46FLNSKvNY+xDxuxkmHDbjswkLeOKRl6k2HQdgNz9Onaz8DeSdk\/rdzXGFn1K+p21oa3ml7O5\/C5P4y3jooZsBduSRTpW8kaeOGsS28h4if2rngd3XcDrorCa7zenses\/dHH5GlatteevXqY2a+yw1jIxdmqJIql4lRlViGYtxUFvl6k+1mpL2rtNHUM4Hwty5ceoXkLSiH4mQIrDYBdlCgAE\/T69a+oNRakr61hxUdiKDB1oord2WvRexOqlm4qzK\/2auUcE+JgFRjzBYbZ344SRA5AAa2FFei3oeSLFPgc85mXdkkaaVpet6DxWtqHulo56oiOf1NiSqicy1tOWy7J8OJ+O0lVx7owGwHLntGPtPk6rNbuBg8NYvV6VbWmcw0lSVrUE+n7Pms2ZV8o8TNDGTtCkxbmwG5iRN3ITpu1srjLuOGVpXoLFMozieJw6FV33II+u2x\/o6gnyeqTjptSivVhrpXM8WNlJEjRhS28ko3CyEBdlAKr8wJfcFcrwCbWvDvcxhjDRd1rW\/K79dPBLjGdydKWshUrYjQ2tsBLUlpzPcu4W2VaF4TP4\/sxIZC0KspDDZXIVisnFTfz3a0aGVds\/u4gI\/wDm3kvpNAZ03+w9vkU8t\/uNsjcXIXqWqZ6bK25IcVSWSKGqkskssnBRM6hkh9gx34Hkx29gybcuR458JlbV+W5SyVBKtylIqyJHN5Y2VhyVlYqpII9iCoIII9xsTKPK3QKvEmWX2niq8bOvmSf3xVOymvtIZYV8ljWzlfJVWgFWw+mskP8AKImlWNx4ATGyRHmPojBA3GTgOsGi+6uBu1vi8xQz9TKZG5EjxNgMkUQTCRqoDtAAF8MYLH2CM20gR34lg5HJ0sWsEl5zHHPMsAk4kqrt93kfooJ2AJ2G5A+pHUa9+3n5ZKuFnaCnE7Rz31AJZh7FId9wSD7M5BAIIAJ3KdIaHXx7lFhkfDkI9n4jwHdfdeta6jTioSv3o0DauRY6GfNm1M1RRCdO5FXX4lXaIuDB8i7RtyZtgh2DlSwBW\/qBzdDUc3YPN4wWRVud08dJF8TUlrS8f0dkfvRSqsiH9jKD09sbiqGJg+HoVljUnk7blnkb8WdjuzMfxYkk9Jf1Pf587G\/zrY7+zsj1MXxWZ2W\/Z2SM053E75dvuy2Rudl9IR56aXWXcqeyhpTWGjkgyORmh4iNTuzOgCodvIxCAgsD0xMz6je\/2IfU8q9i71mtp3IyUz4MTkJJZYyLq15IlWL\/AAoSSQUiWr+RY0ubyFeDHq1+j6eCHtbnfNNGm\/cHWZHJgN9s9dJ+vT0SSKQFo3VgCVJB39wdiP8AYQR1e2YNFZQf3zWd0WY3mIXPuQ7w+oTFUosnf7VUmim1TT0+lanBdtWvDIxWa0yJHxSNSVIkZ\/HwDkvy4o1e153Z9WmE7ywaI012xiyGm7mTxURyyUHeKtUs8DI3kDcSYxTyAfcjgbNUn7yhuo2kjX3ZlH8p69DiRuNiOpdePgHI\/lR6j+s8\/wDpcy6J73eo\/Xr1Kv700envJWyNi3YyFG\/WEDV4qTCBFmhBeUyW5o1PtHJ8JIyMw32jdCeov1Cz0u2yas7JZdrmq7vwGcVsXaiOHIasBJKyxFFDwzvY5b+NShhLB0kKdWbDqM1NcuY3AX8lQQPPTgawqbb8+A5FR+0gEf7eoPntp9kclZFhi6QAOJJPEpK+nbvF3p7oZLIWtf8AbO3p3HDwDxT46zTbHymrHJJXJtLG9krM8kRliRoyYiVIBHV01N3R0xkMDHJjIdQyzvLRtV4\/3NZFWcm18ikGAFdzCwbltxBBbYMpNqz81+7fx+BxeUlx7W0ltTWYFRpFhi4ghOasgJeWP3Kn5Q22xII1rLZ7SsUdqxmDmaJmhgk+LiRLSmSVU5B4lVGUch8hjBPv830HWZ7rsVovQghILJARmJsA3Z18q1I71rVe6+jr0NaSBc\/xtrE0fk03kYztJO0C8g0AKfaI24bbiuztshDGm1te42LH4\/D4CG\/dxsXw81Jb2Ay1SSGIWfBFG5NRw20ibfMEYIFdvl+0Lh3X7u43A3PVIj1fmEvTyZKT4ahUuWI5QmDtufEkjKp84bx+4CsWAI2JGw+o5IWirUsG2U5sgBAo0b31rbX6bqN053G0hh684sNnDLfkORdINLZNYog8\/wANxQGD2+0Qkg7MQTKQEYN1LT91tEBRYmhzzCOMzg\/uZyTMo+I+G9h4N9\/J+H14fabeP5+pOxJc1HdtY\/G5K\/jK1BkVrtUQkzTfNziAljcbIOBLD+MSu+6sOsuJsZKDO3MDcum7DVp1rCWJI1SUtI8ykPwAU\/4oEbKv1PXWuDdAq5YnSXI9wzbkceFcK4jjaih3c0YyyMBqDaKIzNvprJD5RYFf2+w9z5CPlHvw+024At18n7vaLrmYSrqH7CN5X46ZyTfKtgVzttAeR8h9gNyU+0AKfN1aWvAZEY\/4ab3i8vl4\/Z\/Xbbf8+trYdWkEbrICDsoDFa4wGayzYSgMn8UqzsfPiLcEW0Mvif7WSNYz8\/3Ry+dfmXkvv0ovQ\/8AwEN\/rhq3+3r3T82G3SD9D\/8AAQ3+uGrf7evdcXU\/evn061MplaWHrG1el4J9AANyx\/IDqm3da5LMyrjcJWaDzHhzJ3cj9n4L\/wC3rRDhpJtWjTvWebExwaOOvcrBmM7M1j9D4JRPeb77fVIB+bH8\/wBn\/wDw7WEwUGHjZy5mtTHlNO33nP8A4dZcTiKeIr+Con1O7u3uzn8yet\/qL5ABkj2+v73KTIyTnk3+n73o60cpmqGGSOS+0yrISqmOvJL7\/t4Kdv8Ab1vdYbMrwoGjrvMSduK7bj9vv1SrlD6rx+SyOInr4iSWK6yTrBPEQGgkeCRFkG5H3WYH69aWhcDewdacWqs1NLE7SJUlyUt5kYly8nkkJPzkhuIO34n3J6lM\/lLWHxz3qVU25llRVqoN5LG528cfuAHP1BbZfb5iq7svvA37OUxVS\/cEKzy8jJHCHCxMCwMfzgMSp+UkqpJUniv3QRSnR0dHREdHR0dEXOXrNhmst2Nr15jDLJ3gwapIPqpNa7sfbqtH0R6gj7l3u4tPu7eqvNcyd+nVhiZRUsWYbCxSq3L78M2QycobYFja2O3Ek2b1mWGqP2NtJH5Gh7v4SQJvtyIq3Tt\/t6km9W2maObv4DP6YyuLtUsnLjFEqGYS+P4cNP8AYCTxwg3KoLy8NvMu4HvttwonynqgDy+6xYkwBw60m\/X7Kh2\/Td6ksbbwKYnvNNdgjzIuX2\/S2TgWGuHoNwRGsOZN1qWBtI0i\/wCEsAgDMwu\/Zvsn3Z7eZj4vVXdjUOqIv0nLcAu32eNo3j4MHRifzLBV2UMF2Ht18pesfQN2GIjFZKGzNNJAtaStMJFYW7FRC5EZWMSTVZwhcjfgd9juOtweq3TTXsBTTTltYs5jKeXe1PbghhqQWpBHAHLsC7vI3EKgb6H391B0OZiiKdGDy\/KziTCg215HP8JhQ\/vwfZef9x\/3E8vD4r73nPLjv+Hg47b\/APnN\/wCL19kHd4xxBG0gH8X2u4skeTzt9P8Au+Diff357j7pBCZwPrs0BqLEPm8bobVclaCPIWbICVQ8FWkK5sWCGmAZF+KjGyFnJDjjuPexn1aaSF5qL6P1FGU1ImmZXlWsiwzPv45pN5d0hk+UoxG7+RAoLNx6xnAznTKtjcdA05g4fvmp3TekO6mEvXMhEuk4JJ5bUzIi2FE801xXLycW2dVh5hCQGDED7oJO9cw\/fBprr4vL6Opi2PLzNexJIswlVAAWPEJ8Ou\/upPlJ\/inpe6p9bWgdG5PUtDP6U1DBDpezVq2boSL4eeWaNZSkLFxzdImaV1IDcI2KhjsDcdNepLReo9TW9LjD56jNVyMOKW1Yqoa1i1LG8yJE6O3LeBY5t9gAk8YJ5clWsdHSxtrKa81qf0w3ESmRzwXHTYVyIpZr1budpXGfA4uDSuRuW5LMdP4t5\/JPPNZMrtIwACp4A7uFAAdQFXiAvWB9H96bMMtCfUeFkxezRxUZJndGiDrwjlkECyuvjBVvnBYn3O26mz0MZgs5Ri15qyKnY89VbNf41UMNCsw5qFDeytxILv8AUkfUKFA96JzGnosbYetkKFWtbvTS1K4lSPhEz8U2T2489uYG38f8+sNBxAOg+y9gOfC1z2jM4HUkWM2uxvQjvoHfXZU\/NYzvVjrd21p2bTtVr7vO1epa+aWYCKOIlbERHtDHxbiyglVIA3PWaLI9xdONZrU8Vi601yWeSKa\/Wv23ceRfD554vIoIj5gjlsDxC7KNut3KabgnytvJ6etpUo4+4+Ru2bkMcsElqMluCeyysFf5mPlCIVCqCeQSZlipagz+mb+fw9UGzh7TrBZRZBFO5rOYwWHuwAb8AdlY7fXqLSQSR+2VZI1j2ta4+yQbrQ6CwDZN7eNDko25mtW58X8FRy+gbksotItSSxMz+IlBCJEU8geJk57fjx2\/HrN\/9I2mMO8C2tGVKFBZoKclqWyAsKiNavlYn733w5\/H5eP49Sun8NgZ5s5RgxdJsZHeEccHgUwhxDH5OK7cQORIIH8ZW399+tuxo6lCiPgLD4uWE84kQeSsG\/DeBjx2\/anBvyYdWguIzVqsD2wtd1eZwboaPl4bHhsVU7GttdNPcFazpqpXgktGOfJUshWi8Wy\/DEyuiox358+JI248fx6oPfi7l7+R7KW8raxFmOTu7QalLjXZ42rfozIcSxb6vvy34+2237eugIZZIaCT5eStDKkQawyOfErbfMQW2PHf8+ueu\/8ALpi9rTs1kMTUnYt3Lx6fG1QFqzTfBXdgx3HlIQSbOobidxuNyOpZnNq1Dqo5A4tBFcbBHlsN+H0S50B6fG7+dnrOKtaunw9XH90NZTTCGDm09STL5KvarhuQK+WKZl5fUe35dXet6Tu42LpYCni++mRSLHY1kyKIlmubmScXHntpwn8SGexcEr+SKY8oUIO\/uPHp57i1u3\/baOK5gshei1F3Y1fiPiK0kCx0mbN5B\/LN5ZEPjCxuTwDN7bAbkb3uL1c9lZ1oWY8rmRTvV79r4qXBXIkgiqVIrjNKHjDqJK88ckXy\/ab7Lu3y9bGTygZWfQfheY+CInM76lKzQ\/pP71SRaeyOuO812lPitRSZG3j6Fu3PFao+Oiqws80zvvyqWTsWZdrjH5fmQ9Ex4PXGmcFhtO6PyOOyEOMxpqS2868r2Z5kjVYXZowAdyCXOw+vt1Tn9VPa9a2pb8ZzD1dK4aTMXXbHSROyxzWYpYUjl4v5Fao\/3gqnmhDHc7QFn1pdtcTkNP4XPYLPV8nm7F6rZrVBWu\/omWqI2lS0YZjswjmRyIxIQoYn2G5k9mJl94E+hUWPw0R9kgJoXP33vI\/wH7kOHks8PN8Tvw4L8Pvt+PPnz\/7vHj779eMjW7q3adqmv7lAs6Woxv8AE78WhUQ7\/t8hfn\/3eO3vv0u4\/V7ozagl3ROrKFi7k8dj3gspS\/waK6jtXtyyJZaJYmMbR7czJ5OKhCWTljyPrF0Pi9D3Nbz6I1jKKecOAbF1qtaXIPY9ttohP7b7jZWKuQQQpVkZodlm+A8lYMXC02Hjmr1bwPdK8lbzz6ZjnpLP8NZgeykit8OBFv8AVSpm35qQVKBSByA20ZNM95jZjlyGq8JfqQO8617MfBDIkIaAsYolJC2RyPuPkC\/j1T39Z\/bee9l6GF07qbLSYPUUGmLa1K0JYXbEjQVtgZRtHLaQ1ld+IEn3tk+fpja6y9bUvbPOXtPzvNFE1itMwDIQK1kxWl99idvFMvt9dvbfcb5pojACXjha34Kc4qRsTHCiQLoGrPC9t70peMtle4GGha7kcloSgpjKeW3NPGvP4f5RyJHt8QTv+Pj\/AO91Xs\/qLuBkq0VaPK6fmpWIx5mxWKyF0ynwblRLEjoimfYH25eInYhtj0xsLiNLwV0vYHH44RzDms9eNDzB\/jcx7n+XfqFxOSOOhtZOLCXspdyGTuxStVWLmEhnkjjDGR0UKqKABvvuSdvcnqp5OgK0QMjbbgCSNNaGvqDVUdbVGlyXc2rO71shJjqs7+ZoquCuzfaPEWlI51pCAbB3A3+4T9D1uaf1NqCuoWnmtJR2b3jZzkvjYrNiUV28uyyhWKidSECjYRgjYEbdWDV9PH6l07Y1lSzOVgNOlOI4oZuEZkjLAh0ZSAwcFSRsfb6nYdSGGqjGWU0dkZKuQo42nDZrSvEFesI2CxiXckFt0LK44n5D7e25gC4O4V++K1PbC6Czmza2NAdN79nWrG5+a0aGc7g3Z\/gocpoiW2EhlMMUtguEELCZuP1285jCn\/QJ3+bbrKMj3OgjmtX7uio61Vq5syCSwBEghY2uRJ2UiTgU3\/ib8vfbqTq3a+d1NWv4seenQqWIZLYB8bvI8RCRt9JPaNiSCQDsPrvtB6gkixucuQinZnrveqZW4kUTyBga8scYIQE7eWrCT7fiN\/bfqwyEC1jZhGvfl1Bq6471XDUjbzWabPa8xN3HV9RZXRVVblipH4\/LOksqleNkRBvvN5WiEf4bN83uR0vfQ\/8AwEt\/rhq3+3r3V5JtavzGDtZaCbDzVq1+1A8fsQyTQor7TRg8WRuXF09twfqqsKj6M6lal2RSGpa+IRtS6jmMgIILyZe27jce3szMP9nXWSZzXDgo4jCCCIOvXY+dmq4cO9OPKYXH5gRrfh8giYso5EfX+Tqvydvqsdmq9Sy4jjflN5DuzDcEAbbAfT\/29W\/o61x4iWIU12i8yTDxSG3DVfANuvvR0dUq5HUTqDNQ4SCKxYyeNoxu\/Dndl4KW23AHuPf2P9HUt1CanyTY2rFIM5TxfOTj5bUBlRvY\/LsHXY\/j9fwPt+TyXRV67LPmc3XwdXzyV5rMsrlIK8IXnK4QuQCxCj5VYksQBt9es2OycGUhWeGOWJo5XhlimTi8ci7gqw\/9oIJBBBBIIJ183g4M7V8D2Za00TM8FiJUZomaNkJ4uGRgVdgQyke\/032IzY3FwYqIQxSyzPJK0000zcpJZG3JZiAB+QAAAAAAAAA6LikOjo6OiI6Ojo6IuefV9\/l\/Yb+ePBf8Nd6bmW7V9tM9diyWb0Dp\/IW4MgMtFPax0UsiXQsa\/EKzKSJNoYRy+v2Sf6I2TvrMW08nY1aTqlg94MGImb6Bvhbux6gW1n6ycGuqZsZpoZtlys8VEZrHRpBTrLenSMwCpxmtI1VYWJbdgzggt8yi6KAyg0QPM0qZZxEaIJ8gnzY7Odp7d6nlLPbfTctzHSyTVLD4yEywO8zzuyPx3BMsssh2P3pHP1Y77V3th25yRwrZDQuBstpxYkxBlx8TGgsTI0awkr9mFaKJgBsAY0I91BHPs\/dD1iRa1NmftrCcLRqo0mPqYzklks2OaVlsPPzeQK+SWNAsYBjXnz3Xr5c7mesi\/gMzXPbuviMo2j\/NjpKmHFj\/AMtNTLt9o9oqnCxtEsRikU+zFiu+1vY5O8cwqe2x9x5FPI9jezRrV6b9q9JvBUs\/GQRvh67LHPwjj8igr7NwhhXf8REg\/ijbNJ2Z7Sy2muydttNNO+TXNGQ4yHkb4JIsb8f8Zuzty+u7MfqxJTH75Pqtx2Zr007cR5Ck+TnE08mP38lcyRBeLLOhgRUaWRd0mZzHwJUkM3nH90\/VxL+jqmR7e6fr25Yr8diQYuwITMaEM1STibW8ca2XmgkHJmfgpXgGJR2ObhXMJ2uLjfIp75Xtv2\/zbmTNaKwmQLW2yDfFUIpQ1loBAZiGUguYQI+X14jj9OqZXzui9FVbkmC0Zp3HQ1bDp4Y7EUNl5K0SwAiFULbiGuij8o0X6Ae17u6vx+PyC4yxj808xeCPnBh7U0IMpIU+VIymw2PI8tk9ixG46iMnqvB5rEWKKYvUCHJ1xXDSacvDj5i8S8wYgVAIJbfbipDNsrAnE\/PXsGl6mGdA13+ezMNONUqBqvs9ZvDKumGgmoWWnmajKDag+fhzKR81fciOPZQdgV+VV3O9eu6StwVbWTs9ug6V1s2p5hHJVCCRB5mCsPbdUHspO23tsT7uyjrzEWY6irjNSA2RHxMunr0e3OUxDnyhHD5lJPLbihDnZCGOjldX4XUOEuYmOhqWD9JUniDyabvgxiV2gBIaIbEN8xU7EJ852Q8urTKQLY1oPlf10SGQE5cQ5zm33kee1E80sq3ZPUgq\/BXcPVuVPtWWtNlT4w8oUSyECMFnbgh3JIUruoUkk4clo8XpbONvYPF35akszTVo7s9p4pZYlRyUjiYqxQLt7e31GxO\/TebX2J3jZcdqUDgJCP3N3zuDMYQD9j7HkOW314bPtwPLqu6qy2mMsUuL25OVsOm80uU0zdLJGJvCNh8K5chiTw3X5PtN+HzddkxD9w1v9o+wTDMic8CUu8Dndod9y77qtae0JbxlKzlc5oXH08bTr2pFR8xMjKkkISZlSJDtvGm2x2IPuNjuerce1NLIRTJelgqpKkiJ8GJ\/LErwiFhzklZWPjUL7xj6b\/X361qdvT1PStvS8VPUMKypLMzVtLXooY+VgR8IovEQF5EHxgkmPk53Ul+sDZOSPJnJZTK6nlSGUW3SlpjLKX8cqw8AN3TizAEqibshZx8pLdZnGRxsjlQ+lLTeH9rIQNTuHOvavezb63qput2Z0BFVFa5jLGQ3QI7XLksnLaHw78eQRTw9t1Ue4BHuN+l76kaVbG5DsNj6cfjgrd0cZDEvItxRcbkABufc+wHuffpqWNf4eqk7SYvUjCuHZvHp6\/ITwmER4hYTz+ZgQF35IC43QFgpPUTl62Zy3ZOatXuxLB3do12FunLWYsmPyIJVZVUsh\/BxurfgT1YGgbLC+R8nvm1Hel7Q+nNWdtcpYzlEWHo9xdYzQctiI5Fz17i4B+jDkfce\/v01Mf2F7OYqh+isf24wUFM+YNXSooiYTIElBQfKQ6AKRtsVAH0G3XLejMl38xna1m7JfpCR5e4Gv2sxU8fUsh5o8vfatFKbBASOSbghYMmwJPJdt+mPlNXesiC3qdIdI4j4KllIq2MerV+JtGmZnU2DG8kUVjlGqNxSZDH5RyBKlRsYX5QBLQ7rP4WF7WZyTFfjQ\/KeWE7W9uNNQT1dP6EwOPhtQNVnjr4+JFlhZ3do2AXZlLyyMQfYl2P4nrWo9mu02NWmuP7baarDHytPUEWMhXwSF4XLJsvseVaudx\/1Mf8AojZD1dY+tuLBSRS6FqSXqOMpSPYmr1mazLKMaJGSNLCK8kXkyzPF9mCa8Ko2zgtM5DJerqvlEv42pWylR8dVswUWpV6P+FHF5J5YZmaWXiDcioIQGITzp87KsjGJiB3kHz\/CkJSNoz8vym1D2P7N16VfG1u1mlIalTIpl4II8PXWOK6g4pYVQmwkVfYN9QPYe3Uhh+2XbzT1X4HA6IwWPr\/pL9MeKtQijX47YKLGyj\/GBQFDfUAADYADpJYbVHrDuQ46a9pnFV43szwWviMcsc7ReOwYpwiWnWIB44VZCzlhICCm\/wArO7c6n7jJoWvqPuxh\/hriUYfiKuOxkslg2RLKkrLDE8rtGyiFkUKHCli4U7olcjMgsOB8r\/CsjeXHVpHnSlqvZ\/tXRkWWl2707XkV60nOLGxKxetOLFdiQu5aOZVkUncq45D39+pzNaZweooIquYoLYhhd5FTmyrydGRtwpG+6uwIO49\/z6jbncDDUjOsuK1K5rvMjeHTt+XkYmVWK8ITzBLAqV3DgEruASPtjX2HrLOz4vUbCB5kbx6evOSYigYrxiPIHmOJXcPs3HlxbapWqMs9m9DSogo07mNliaOSKSpdlXg6JwVyjMY3YLuN3Vt9yTuST1DT9jsZFDVhxt1CtZo3BtG0C7IpVWYV7EKE7M25Kknkd\/r1bJdf4eJplbFakJgewjcNPX2BMKqWK7Q\/MCHHAjcOQwTkVO3ybuDhoGZHxWpSUexGeGnb7gmFA7EEQ+4IYBCPaRt1TkQQK3RMduFrix2Ih9x30Pprw8FVouzMBpDF2BghR2gQwxU7i7LCrLGAfi\/bZXYfT33999h1IYjsloLGSNZsULF+y80M7yWbDlXaI7xco1IRuP0BZSSAORbqbl19h4VLNi9RkK0ynjp+8x+yjWRvYRe4IcBT\/HYMq7srAfDr7DgMf0XqP5RITtp69\/EiEp2+x991Oy\/6T7ou7Ar0ETBrSHHTlpaHUD3AD6UsUHbDRNf4XxYdl+DaB4P8Lm+QwljH\/H99i7fX67+++w69Vu2mi6iV0r4h1Wr4fEPi5jx8Ts8f1f32Z2Pv9d9juOvR7gYYOU\/RWpCQJDuNO3yPki8p9\/D+KnYf6T\/IN2+Xok7gYaM7NitSH5Xb5dO3z7LCJj9IfrxOwH1L7oN3BXqxZF4o9sdB47xmDTdaTxQivGLJawFQMzbASlgDux9\/r77b7bdKr0PADsOwAAA1fqwAf\/r17pv0dZ4vI2oKcGOzsb2SgRp8JchReUPlHJ3jCp8p2PIjZ\/kOz\/L0ofQ\/\/AQ3+uGrf7evdcoKRc4gNJ0CfvR0dHXVFHR0dHREdVfX2hqGvMbXxuRr05o4J\/OFtJMyhuJXceKWM7+5+pI\/Z1aOonUOpKOma0Vu\/UythJZPGFx+Ls3nB2J3KQI7KPb6kAfQb+\/XCM2iLBqGnYtmr8LjxZljmfxyFl2qyGMhJirEcgpP4fMN\/YHrNg6\/gWwy4k45ZrTSLCWQkjxqC2yEqu5BOwP7TsSR1lyuTx2LiS1k5vEks8VWMiMsWkkYKg9gT7k\/ydZqVmnajWzRsRTxM7xF4yCAyEqy7j8QylSPqCCD9Ouotzo6OjoiOjo6OiLnn1fkLe7DknYDvHgtz\/8AlrvTpweutFamsZCppzVuHyk2JtNRvx070UzVbA33hlCseDjY\/Kdj7HpH+s2ot5uxtJ3KifvBg4yw+o3q3etrU3o60tqbORZ+xq7KQzx5lsx4xXgkRZGFQExh1JjkHwScZVIdRLKAfm6viZE4HrHUfK1RK+VpHVtv1pPGrqPT16g2UpZuhYpo0yNYiso8YaJ2SUFgdt0ZGVvyKkHYg9acmvdDQ\/DebWODjNyGrYrh8hCpmisyiGs6At8yyyssaEezuwVdydukKfQxoZcli79bVF+KPFWJLENc0azJGXvWLZ8JK7wktZKOUI5pFED93r3nPRXgcxltL5Y60yUU2lamFp1XRArTR462tlFl2Ozq8iRsy7bBo42GxUdWdTAdpPkVX1uIG8fzCcOB70dn9U5DGYnTXdDSmVvZpZnxtanmK80txYgTKYUVyZAoVixUHbY79b2N7mdt8y6x4fX+m7ztkJcQq1spBITeijMktbZWP2yRqztH94KpJAA36VHbz0stoGLS8Sa+u5AaTxl3D0jNXCn4WwapKnY\/xfhI9ttgd\/p7DqBl9DulxbxORx+tcjQt4bJS5qCaGpEWlvyWI5TNKX5FtlgihABXaMMu+zEdOpg4y\/Ip18\/CP5hdC6e1ZpbVtZ7mldSYvMwIIi8tC3HYRfJEk0e5QkDlFLHIv5rIrD2IPXvUN6xj6EViqVDtdpwHkNxwksRxt\/7rnpe9rfT\/AKd7VWhdwtlHlimy0sHGokSxrftrYkj2X+IpjiRR7fLEg\/AdWK9p\/uLep1a1vVeBnMVzH2JvHhZYeawz+SbiTZfiWATjvvx4sDy5Apmna1tiN16d1LZhHZntMzaFi+Oiw65zmqMXbWhjo3FbJQitXmq1fPPBOSTJOwD7lY4xyCLG3JhsWXcdbuTyNqrFV1ViM3Jco3LdKv8ABuiGExzTJCWjYKHVgXDfMzD2I2G+66v7lu4Nq3Su5HXGIM1SIxlquBeIsXJ8jDnZkA3UIF3DcSpJ5BuIjJe3fcSxUxNOXuVQjTGyRTyGDAlTYmEjM8jB7DLuQw4ghlRxz2bZQuYtfZr0XoslgLIw6hW+m48dPAUQdLKZG4A9\/bql6p1OcVkr2NsXTHHNXxsNdIyFk8tm1JAzKR8x2HA+302362IcH3F+FrV72ssDbaJIRPJJp9wZnWUs77C1spaPgoAHyuC\/uCEGnkdH64zMFOLLarwEr1pq1hpItPyRs0kNxZvlJtMUVo0SPb3+YF9yDwFjw5w9lZsM+KOS5RY\/7B+1eqlMdnMhNnZsXbrzxAWphFzquitCqLxIcji27cj7EnYjfb6dWXqn\/oDuPJPBZsaz0+8kERVeOn5lHkM27N\/lh9jD8nH8H+fcj7PrYbGdyCV46wwA2TZt8BKd38\/LkP8AC\/YeHaPb\/T+ffb7PrrQRuq5XNeQWitFaOkZ6n\/8APnY3+dXHf2dkemWcZ3I4OF1hgAxQhCcBKQG8wYEj4v3Hh3Tb2+ch99h4ypvUPBma+R7HR53I1Ltk92qLCStUaugjNDJcF4NI53C7Aty9yN9h9OpKpavpY1lpLSvbe3S1NqfFYmxm+5msaGMiu3I4Hu2Wz93jDCHIMjncbKu5\/Z10C2UxiW4KDZCsLNkStDCZV5yCMgSFV33PEsoO303G\/wBeucvTdomnrXtbJ8Xes1ThO62r8rE0BAZ3XNZGPjv9VBWVvce\/5desL6Fu3OI0zX08+ctTTUq2Xq1MgmNpQT1FyGMix8rQiOIIjmOESOwX7SV5GffkR0RP+\/qzS2KOQGU1Ji6f6JojJ3zYtxxipTJkAsSliOEW8Uvztsv2b+\/seorKd2O1+Eyf6FzHcXTVLIeGzYNWfKwJKIq8ZkncqW3Cxxgu5\/ir7nYdK3C+kTSmE0NrTRFTPyxwa109e09Y+Hx1atBWis2bk5aKvEqxqFa86qn04ov4kk7Hb\/0oYDttr3F6207rTMmLF\/pCCPH2UjkjNOysSx1uewbjAsMSoxJYhfmLEliRM2Lul2znhwFiHuFpt4tVkrgXGVg2ypBAIqnl9uQWX2Tf6j8+skHcjt3ZNQVtd6el\/SDiKpwycDfEOZjAFj2b5z5laPYb\/OCv1G3VAsemfTFnTug8HPnMhLL2701Jp\/D2pApImKVBDekjGyPLC9KKVAwKCTZtuSIRF9ufSHoTtxJp2KnnMpl6WkshfvYSDJxV5GorcpR1p4Y2SNQqMyPOeIBaSV2YsST0RPYEEbjr71VP3LahweGoad0Dm8Rh8bi8bDQpw28S9rx+IoqH5J4hwESsnAAe5Dctl4nJNjO47LOINYYBGYzeAtgJWEYLqYg3+FjlxQOrbceRZSOHEqxFZ+jqrTYzuUzWDBrLT8Yd5zXDaflbxoxXwhtrY5lQHDEceZYEBOJDfbWM7ju05pawwEKs85hEmAlkKISvhDEW15Fdn5Ebc+Q2Cbe5FaOjqsz43uKyyivq7AxsXnMRfBSsFVlTwgj4ocihEhY+3MMoATiS3yTGdxy0pi1hgFDNYMYbAStxVkUQA\/4WORRwzMfbmCFAQjkSKz9HVXmxnclnY19Y6fReVgqHwEzEK0aiEb\/FjcpIGZj\/AB1YKOBHI\/Zcb3GKkQ6uwKk+bYtgZW23iURf\/ex92UO7f6SsFHEjmSKzH6dIP0P\/AMBDf64at\/t6903cfQ1zFdhkympsNZqLIxmigw8kMjp4gFVXNlwpEm7ElTupC7AjmVF6H\/4CG\/1w1b\/b17oifvR0dHREdHR0dER0dHUPqWpqu3UiTSOcxmLsrJvJJkMZJdRo9j8oRJ4Sp32O\/I\/Qjb33BFu3K0tqCSulmaszkFZoQhZdiD7Bwy\/h+IPWPF4yLF1lqwNM48kk0kszcnkkclmY\/h7lj7AAD6AAADrdLop2ZgP5T0K6N7KwP8h6IvXR0dHREdHR0dEXPXq+\/wAv7Dfzx4L\/AIa71K6u9WGjNFamzemcngshkJsTkmpKcVYrSl4Y6tKWxYcTSRKoilvwwmJGklJPIKQH4RXq+\/y\/sN\/PHgv+Gu9OOz267f3VZLmhtPzq998qyy4yBg11hs1k7r7ykfWT7x\/PoiUuR9ZnbnHYPKaifTGppaWPzNjCwMhoK99q\/wAabE8SPaVo4oxjrh+3ETv49o0ckAyfa\/1PYLuVqjV+jodIZank9K2cukQjlhsR5OChcNZ3h4sHjkLGI+OZI\/eXZGkCswY9nt12+uJfjt6F0\/OuUspdvCTGQMLVhPuSy7r87j8Gbcj8+tzFaS0rgshey2D01isfeyjmS9Zq044pbTlmYtK6gFzyZjuxPuxP4noiQM\/rq7XZzTlvUPbCvPqSPHWJK1oWRNQQSfAZG3EiOYn5M647f6ACOeN9zuqNMay9WWM0PojTuusnoe7cqZzVOX05LXpZCATQR0UyDmypsGKN+SY\/kY2dColIDOyhXcK6H0XHS\/R0ekcKtXmJPAKEQj5iHwhuPHbfxfZ7\/wCh8v09uvOU0JojOY+LEZrR+EyFGCw1uKrax8MsUc7cuUqoykBzzfdgNzyb39z0RKjO+rHS+IrSZmPSOfOEp5S9jrF+xEsXxHwmJvZGX4SMFnkcJRC8ZhAPtR8xZSnXrGer3txk9V6f0UMDqWrls7YWnJBZgrIcdYa5cqLFOPOSxM2OuDeESqBFuxAdOTdtaV0xdhevd07jLEUk0th45akbq0skbRyOQRsWaN3Rj9SrMD7Ejqu5bs\/2wv6yw\/cXIaRrSZ7ANIcdYR5EWF5XkLv4VYRM5eeVubKW5OTvv79ESvX1o6Lqx6jr5jReoYsngc3cxEFOu1Zhk0hvZCqJ4Jp5YYlG2LsuyysnErwUyEryn6vqx7aWcxZxzYzU0FGqXL5iXGbUTGinnIHDF9g5jj2KBi8qAKQHKsS7oPQuTrWqeR0BhbVe+d7UU+Oruk\/2zz\/aKRs320kknvv87s31JPW6un8AkjSppimrtJ5WYVoQS\/MPy3\/Pkqtv9dwD9R0RUfs76gdK97KFLI6a09qTHJcS6xTL0krPF8Oap+Yc25CRLkLoycl2Dq5R14dM\/qIwGAwGlMeMTpfTFLD0RI0orUK0NeLmx3ZuCbDcn3J29+pLyv8A9mk\/pX\/x6IsvR1i8r\/8AZpP6V\/8AHo8r\/wDZpP6V\/wDHoiy9Iz1P\/wCfOxv862O\/s7I9O7yv\/wBmk\/pX\/wAeld3w0RqTW+U7X2sDRV00vrynnsh5JkQrUjp3ImK7n5m5Tx+35b\/l0RI7t16h9IenTsudQ61p3JcXl+6mtaFmesvI0YlyuTl+IZQCWTnHFEfpsZgxOwPVwb1x6Pxmj01bqPRGZikfHVb74mhYgluV+WPsXbSyfENBF9gtSdSFkZnK\/Ku\/y9XHsV2om0voTJ4DuFpbHXLM+rNT5SBZUhsqKt\/KWZ4\/c77FopU5L\/KD9Or9kO3nb7LVHoZTt1gblWWRZXgsYutJGzry4sVYEEjySbH6jm35noipPcH1S9qu2XcDEdr9Uz5aPUeoata1iKkOPeQXhPJJEiRuPk5+SMIQxGxli\/0h1F6M9TtfVvcHE6DGlIoTlbVqotuPItIEaH9IA\/I0KEnljZVI3Gxb6nYcm9bw2Gv2q16\/p2tZs0tvhppq8TvDswYcGPuvuqn2\/FQfw6qOU1T2R0RnBBmMho\/B5euTOEnmp17EZk8jF\/chgW80pJ\/HyOf4x3sihkndkiaXHuAv6KuSVkIzSOAHiaS27YetTSncjHYZIu32pq+dzOTrYyHGVXq2wfPFdlWys3lRfCI8bcLcwko8X+L+ZC2xU9aGgEoyWc1pvPQNFQmtearHHNUnnjaFTUilkaNvKfiYTvIkcY5HdwBv1aMRrz0x6f4foHO9ucaY7Jup8HYoQ8bBjaIyjiw2cxu6cvrxYrvsSOtTM6r9LWewl3TuR1BoP4DIQTVrEdfJ1K7GOVQsgV4pFdCwVQSpB+Ue\/sOtP+GY3\/Zf\/afwqe3YX\/db\/cPyo696t9J18DozVtXSGes4bVeXyuIsSJ4WnxbUJ5K880ixu8bxCWFt2SQ\/LsV5khTik9aHa5IMxYjwGq7CYe6a8grUYpnlrCO\/I1xFSUsIVXFXyVcLMPD\/AIr505XTt5T7IXtNVdH9u6+nMviNPR+KOtVsQXvhhKxZi7M7sWkYMzMxLO25JJ3PVnGkNG1jdsLorFI16aS3cZaMANiZ42jeSTYfO7Ru6FjuSrMD7EjrLJE+FxZICCOB0KvZIyRuZhseCVVj1i9tYs5T07X03q+1ds4vI5KZYsanCk9OW7DJVndpAqTGbG3Y1O5j3i3MiqyszzicSxpIFIDqG2P1G\/URHorRsWWq5+PSeGTJ0jOa11aEQng87M83CTjyXyM7s2xHIsxO5J6muoKaOjo6OiI6Ojo6Ivh+nSD9D\/8AAQ3+uGrf7evdPw\/TpB+h\/wDgIb\/XDVv9vXuiJ+9HR0dER0dHR0RHVI7sd18V2iwdTPZbTWpM3FbtimsGBx\/xk6MUZ+bRhgQmyEcvoCVH4jq79YpkQlXaDyMNwNgNwD9fr\/IOuG60RQ2ocVmsgUGI1M+IKB+XGvHL5CePE\/N9OOx\/l3\/k696dxmYxsJhy2opMw+6sJZIEiZTx2YfJ7bFtyBt7b7bn26\/LrTr93dTYDI6kodwcslXGLM0yy5eyHIjgaZuIBIPyoQNyPfb+Xqwdu9S9wtRLisNU1lmnt5K2tSEy5KYAvJLwXc8vYbkddXKX6fB1Y7KwO35deuvzE1lqbuLgIcpi8hqnO1rtIvDKn6SlJR1OxG4bb\/aD1UcJku72dwmV1LBrfPQYnDRhrV2xlrCReRgfHCp5HlK5GyqP5TsNz0XV+tPR1+QWM1n3TzWRr4nEau1Tcu25Fhr14MhYeSV2OwVVDbknq09ysX3w7TWMXQ1nrrKV7+UqfGfBQ5yaWasnIqBMA3FWO24AJ9vx\/Doi7P8AV9\/l\/Yf+ePBf8Nd6bt3V+oKpsiDtdqa54HmWPw2MYPiAkiqrJztrsJAxdefEhUbmEbirfldWm1\/rDGWMzY1bkLcGnJVv72787tWlVH8csYO+z\/eUFfmHIk8V5MOjPSVrX1J3sBn37f4TTWroFuRCxNqrVVypLA\/A7LEEq2OSke5JK+\/4Hoi7Em1hqGITlO1up5vDJYROFjGDzCPhwdeVwbCXk3DlxI4NzEfy8vk+sdQwvMsfavVE4iksorR2MWBKsQUo68rgPGXchOWxHE+QRjYlb\/un9an6nu0P9e8h\/dnR+6f1qfqe7Q\/17yH92dETJsaw1DCXEfa3U8\/B7Cgx2MYOYjVWRhyuD2lLFU32IKNzEY4lhtYahUOR2s1OxUzgAWMZu\/jjVkI3uf8AnGYom+2zK3PguzFbfun9an6nu0P9e8h\/dnR+6f1qfqe7Q\/17yH92dETIOsdRBmH71eqCFE5B+JxezcIQ6gf4Z\/5xj4l322cEvwTZ+vR1Pm7NqrSm7eagqwzWhG9uaegYoFURuJHCWWcqzMYxxRm5IxYKnFytf3T+tT9T3aH+veQ\/uzrFZz3rNtwPWs9mez8kUg2ZW13kNiP92dETcuY7PS0bUFDNfDWpbBmgmkh8yxp7EIU5DcfX6EdaYxGt\/iHc6xh8JJMaDFpyXcD2Lc\/fb3I9h77b7j2Kd8Pqw\/UL2Y\/rzkP7s6PD6r\/1C9mf685D+7OiJu1MNrqG9HavayitRK8XKumOSFCo5eT35M27Bl29\/YoPwJB2ruL1fLaabH6phrRsVPifHiUD5VDAfaAgbgkfkWO5YbAJjw+q\/wDUL2Z\/rzkP7s6PD6r\/ANQvZn+vOQ\/uzouAUnEcNq9qMUT6x2torh5kx8YR2YKFPAsduOzHbl7lvfcDbrF+hNdmn4n1vD8SswdJVxSheHB1KMvk9xuytvuCCn4g9KLw+q\/9QvZn+vOQ\/uzo8Pqv\/UL2Z\/rzkP7s6Lqb4xGugkZbWkHkVkLH9FJxZQuzDbybjf3IO\/sdvqPbrPbxmqJI1SHVKRt5Y2VjRViAEPIH5tiGbYnbbYbgbb7haaax3cqzBmbPcnttozGZuhj5bOBoYPLz5GG5JxIZpGlrwFWVvGoAB9pT7+\/t67eVMrqXTlbL6+0bXxmWhzCQU1NZq7zwsVEgMbe+wUyH8j4wdvl3NBma1+Sjr9l6MfRskmHOJDhQIFWLt11Q4jTU8PRXyphtfVkiMmsK1s+ZzMP0esO68Ttx922PLb\/\/AEENvQ43VyJKJtUQyEgeI\/o9RxPLc8tn+Ybbj2C\/Xff8OqnrD9DYDK4mglCCOSeVWaJapcWENiNSoJXcsIjM3FDy5Kn15Krwuvcb3vpailr9su0fbXL4MRoUs5rU9ujZMhHzgxRUZlCg\/Q8\/f8h1evNpMKvitbx2oZLGr4Ja8blnjGLVWkXYbKW8nt7g7kD6H9m\/XFfqd0LrXJ+oTKZ6p221FncSy0WJp0ZmjnVa8auqyojAHcEfjsR9D08PB6sP1C9mP685D+7OjwerD9QvZj+vOQ\/uzr3P4f6bf0BinYljA62ltEkb1xGvBeX0x0U3peAQPdlog9+19\/muV7Whr7mtYqem\/W8LrakkmgZbbRtCY9kj5GLl7OdyfY7LtueW6kGhbb2eNj05a8jrs8ZLKtp3jUff2HiUNv7bfTbc+59tuqPB6sP1C9mP685D+7OjwerD9QvZj+vOQ\/uzr6r\/ANhzV\/on\/wCsn5Xz\/wD4bH\/u\/wDBn4VL9DejdZ6bsa2\/dDpnMYM24KSV5b1F4eTAz7lRIBy47gn+Ufn109BQ1BUksz3s4LlU12UV\/hFjZX\/BuYb+Xcbfj+G23SV8Hqw\/UL2Y\/rzkP7s6BB6sAdx2F7Mf15yH92dfIdN9Lv6axsmNe0NL60GtUANzrwX0fRfRrOjMKzDNcSG3rtuSfunDS1hqG18N5+1mp6fnaFZPPYxh8AeRkYvwuNuEVRI3DkSrqF5tyVfMGstRTGuJO1GqYPMIy5ks4s+DlIUYPxuHfgoEjceXysAvJt0C3\/dP61f1Pdof695D+6+j90\/rV\/U92h\/r3kP7r68hekmTHrHULrEzdq9URmRYywaxjN4i0rIQ21w+6qBIeO44MAOT7oPsGsNQTeLydrtTweQIW8ljGHxkzmMhuNs\/dQCY7b\/IwA3k3jC1\/dP61f1Pdof695D+6+j90\/rV\/U92h\/r3kP7r6ImPFrTULqrS9qdUw8og552cX8rGfxlDtcPzBPtjt7eP2BMn2fXx9bZ5QNu1upm3i8ntaxfs3n8fD3ufe4fbflwO2\/k+z6gNAZj1EX8rPH3Q0BoLD0Frlq8uE1NavyvNyX5WSWnCFXjyPIMTuANvfcXeK1mZhJvSqqUYqVMzAj\/3ff8AP\/b0Ra2H1JksncFW9ozMYmIwyS\/EXJ6TRhllKCPaGxI\/JlHkB48eJAZlf5OlF6KIpafY1oLkTwSfuu1W\/CVSrcWzt0qdj+BBBH7D05L9rUVapJPUxdKxKg5CI2XXkB9QCIz77b7Db3Ow9t9+tLHZDK05K1KTEtJHZvzwtLHyIijCs3kb5dgOYKDfbfcEb\/gRWLyR\/wDWL\/T188sf\/WL\/AE9YLVmxBNDHBjZrCSHaSRHQCIbgbkMwJ+u\/sD7K347BtPK5K7jadWSliLF5pJIo2EJj+RWZQSeTr+BP5\/T36IpTyx\/9Yv8AT0B0J2Dqf5D15X3kO4I3Uex\/D69aGHu2shTaW3AFKTNGkoQos6gjaRVb5lB\/b+W4JUhiRSJdAdiw\/p6pPdTXWoNC4mnktOaOuakkns+CSvUUs8a8SeZ2\/Dcbf7R1+a3qItSSd2NbGfHu8j6qyKLfkkclkjYAQKN+IChgT9TsyD2A9276TLPcy3W1tB2y0BpfJTCXDTvis\/m7VGpBG8NnlPE6wWGLORGeJAHFvvfKAfpMV\/D5wuC7Z1l6A1XeQO\/x7uSxx4vPJ1YC5kr5TJ068lSpkbUEEwIkijmZUfdSp3AOx3UkH9h26u+kGZMJXdGKsrOQQdiDyPR0dfNrYt7Vty1kMfkLt2ZpZ5lLySN9XY\/Un8yfxP49US1qXO3cDR0vZyUrYnHSyz1qg2WNJZPvyEAfMx2A5NuQAANh7dHR0RedO6izWk83U1Hp6+9LJUJPLXsIoLRvsRuAwI+hP4da+SyeRzN+fKZe\/YvXLLmSaxYlaSSRj+LMxJJ\/l6OjoixJasxR+KOxKibseKuQPmXi3t+1fY\/s9uu6P+jp\/wDqhrD\/ANZV\/wD+I9HR0RdedHR0dER0dHR0RHR0dHREdHR0dER0dHR0RHR0dHRFp5DGVMksYsq4aFxJHJG5R0YfiGUgj8iPoQSDuCR1ir4eCK0Lsk889hV4K8z8uA\/7q\/dU+\/uQAT7bk7dHR1zKLtS6x4GUHRZbOOpW569m3VgnlqOZK8kkSs0TkbFkJG6nYkbj8D1tKNh7nffo6OuqK9dHR0dER0dHR0RHR0dHREdHR0dER0dHR0ReXBOxDEEfl154k+3M9HR0RHFtvvn+jr7wb\/TP9HR0dERxbfbmf6OvIQooQOdgNh0dHRF9CHkW5nfYD6dfShO27nbf9nR0dESI1t6NO02udQ5XUOQyOpqcmYuHIW61PIqtdrJ33lCPG2zHk34+3I7bD26u3aXsfo7s6cvNpqzlrt3OSRSXruUufETy+MMEUnYDYc3\/AA3+Y7k7DY6OtcmPxUsfUvkJb3XppSpETGuzAar\/2Q==\" width=\"252px\" alt=\"gros vs net\"\/><\/p>\n<p>If that\u2019s the case, you\u2019ll be able to see whether there are any opportunities to improve the manufacturing, quality control, delivery and other sales processes to reduce the number of returns. It gives you real insight into your sales performance, which helps you make informed and strategic decisions. For example, your company might send a customer an invoice for $10,000 to be paid within 30 days. However, you could offer a sales discount of 1% off if they pay within 10 days (this particular offer would be known as a 1\/10 net 30 in discount terms). As all the deductions have to be made retroactively, you can only calculate your net sales at the end of the sales period. Use of Brex Empower and other Brex products is subject to the Platform Agreement.<\/p>\n<p>For hourly workers, gross pay can be determined by multiplying pay rate per hour by the number of hours in a pay period. So, if a worker is paid $20 per hour, contracted to work for 37 hours per week, and paid weekly, their gross weekly pay will be $740. Income tax and any other relevant payroll tax, local or national taxes will be deducted from gross pay by your employer. This money then goes to the government of your country in order to fund public goods and services or national programs around defence and security, roads, law enforcement, foreign affairs etc. Net revenue is the actual money that you generated from sales during a period of time before taking costs into account.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"gros vs net\"\/><\/p>\n<p>When a job is advertised, the salary offered is usually listed as the gross pay. This is also sometimes known as your base salary, and excludes any short or long-term incentives or benefits. Net pay is the money left once taxes and deductions have been taken out of your gross pay.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is the difference between gross and net with example?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>For example, a company with revenues of &#x24;10 million and expenses of &#x24;8 million reports a gross income of &#x24;10 million (the whole) and net income of &#x24;2 million (the part that remains after deductions). This guide will compare gross vs. net in a business context.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Content Business How investors use these numbers What Is Gross Profit? Gross Pay vs. Net Pay: Key Differences Operating Profit, Gross Profit, and Net Income What Is the Difference Between Net and Gross Income? Importance of gross income in business To obtain net pay, add together all mandatory and voluntary deductions and subtract this from &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/elmesk-dz.com\/elmesk\/2021\/11\/15\/gross-profit-vs-net-profit-whats-the-difference\/\"> <span class=\"screen-reader-text\">Gross profit vs  net profit: Whats the difference?<\/span> Lire la suite\u00a0\u00bb<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"default","ast-global-header-display":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","footnotes":""},"categories":[69],"tags":[],"class_list":["post-3008","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v21.3 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Gross profit vs net profit: Whats the difference? -<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"http:\/\/elmesk-dz.com\/elmesk\/2021\/11\/15\/gross-profit-vs-net-profit-whats-the-difference\/\" \/>\n<meta property=\"og:locale\" content=\"fr_FR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Gross profit vs net profit: Whats the difference? -\" \/>\n<meta property=\"og:description\" content=\"Content Business How investors use these numbers What Is Gross Profit? Gross Pay vs. Net Pay: Key Differences Operating Profit, Gross Profit, and Net Income What Is the Difference Between Net and Gross Income? Importance of gross income in business To obtain net pay, add together all mandatory and voluntary deductions and subtract this from &hellip; Gross profit vs net profit: Whats the difference? 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