{"id":1280,"date":"2022-12-22T10:24:27","date_gmt":"2022-12-22T10:24:27","guid":{"rendered":"https:\/\/ccrmaquinaria.es\/?p=1280"},"modified":"2023-06-28T11:38:58","modified_gmt":"2023-06-28T11:38:58","slug":"gross-profit-vs-operating-income-chron-com","status":"publish","type":"post","link":"https:\/\/ccrmaquinaria.es\/index.php\/2022\/12\/22\/gross-profit-vs-operating-income-chron-com\/","title":{"rendered":"Gross Profit Vs  Operating Income Chron.com"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"358px\" alt=\"gross profit vs. operating profit\"\/><\/p>\n<p><p>We can calculate the gross profit by multiplying the net sale with the gross profit percentage. From the example above, gross profit was $700,000 for the period, achieved by subtracting $150,000 in COGS from the revenue of $850,000. Each of these metrics shows a profit at different moments of the production cycle and earnings process.<\/p>\n<\/p>\n<ul>\n<li>Sale refers to the gross amount which arrives from the selling quantity multiply by the price.<\/li>\n<li>We can calculate the gross profit by multiplying the net sale with the gross profit percentage.<\/li>\n<li>Gross profit, operating profit, and net profit are the three levels of profitability of a business.<\/li>\n<li>All three financial metrics, gross profit, operating profit, and net income, are located on a company&#8217;s income statement, and the order in which they appear shows their significance and relationship.<\/li>\n<li>Operating revenue vs gross profit the difference is operating revenue is the sales proceeds from the core business operations.<\/li>\n<\/ul>\n<p><p>It is calculated by dividing the operating profit of the company by its revenue and multiplying the result by 100. Meanwhile, the cost of sales (or COGS) and operating, selling, general, and administrative expenses, totaled $420.3 billion and $116.3 billion, respectively. You also need to reduce the sales amount if customers have returned any goods.<\/p>\n<\/p>\n<p><h2>How Operating Revenue Differs from Non-Operating Revenue?<\/h2>\n<\/p>\n<p><p>If a real estate company sells a vehicle the income gained through the sale of that vehicle will be non-operating revenue. Consider the following quarterly income statement where a company has $100,000 in revenues and $75,000 in cost of goods sold. Importantly, under expenses, your calculation would not include any selling, general, and administrative (SG&amp;A) expenses. To arrive at the gross profit total, the $100,000 in revenues would subtract $75,000 in cost of goods sold to equal $25,000. Operating profit is calculated by subtracting operating expenses from gross profit.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"350px\" alt=\"gross profit vs. operating profit\"\/><\/p>\n<p><p>There are plenty of similarities between gross margin and operating margin. Both are representations of how efficiently a company is able to  generate profit by expressing it through a per-sale basis. Both can be compared between similar competitors, but not across different industries. By comparison, net profit, or net income, is the profit that is left after all expenses and costs have been removed from revenue. It helps demonstrate a company&#8217;s overall&nbsp;profitability, which reflects on the effectiveness of a company&#8217;s management.<\/p>\n<\/p>\n<p><h2>What is the Difference between Gross Profit and Operating Profit?<\/h2>\n<\/p>\n<p><p>Net profit, located at the bottom of the income statement, was $422,100 for the period, and was obtained by subtracting non-operating expenses ($28,500) and income taxes ($84,400) from operating profit. Operating profit is a useful and accurate indicator of a business&#8217;s health because it removes any irrelevant factor from the calculation. Operating profit only takes into account those expenses that are necessary to keep the business running. This includes asset-related depreciation and amortization, which result from a firm&#8217;s operations. Operating profit serves as a highly accurate indicator of a business&#8217;s health because it removes all extraneous factors from the calculation. Gross margin and operating margin are two fundamental profit metrics used by investors, creditors, and analysts to evaluate a company&#8217;s current financial condition and prospects for future profitability.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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vNHbh+6N2\/h7mDxRijmnQTSyGExhrFZiGeGUx42L0Dq49AMagi4ivtpxISFTlseVCTtZVjyzGPO9lRELnzEKoJIGKvk4nkhPLEYPKZlVgVDD2sjsfMrKSSyjqDgBwMbzVnPxA7wNAynayKgxIfKI1t1VcHoU9gTt+crf4yTyVa3GsXEhlLyEmZo2lwFQMYFKReVVAUKCQFGB6dOgr1\/wBorzBHOOGd3byx5LSmQyAtszsJlkOz3QWJAB61FE0rWIYXuo6pNcBRK+\/aSy5VMgsFDYZVB2nYOnp8fUmrKlKKUpSgUpSgUpSgUpSgUpSgmtL1C9CIlupZY3cKqW8MhLTIeYrExFpQyJ1Vsj2af2Vx6HXNQxGSZSWcrC7RguZkkiclH2ZkmVljXruKhtowGq00zU0iRFeMyGOczJhgqkmPblsqclWSNgCCD1z06G4XXVxDuiBa1k5sDbmyzGSBiJvNg5WJySoGWkz065lm\/JMPYalqozhZxtdVwLZVCHbCFhCiLCRlVg9kMKcJ5T0qK1cTmQyXCuHkySXXYTtOzAUABQu0DaAMADpjFSacS4CgQjCw+GGZDnw5WJWUkKPa+xB39ANx8vpix1fUhOsahCuwsepzjKQwooPqQI7ePqfVmfoOlJPIiOpSlVSvqJ9rKwxkEEZVWGQc9VYFWH1EYNfNKDIJda1MbpCZADIrs4gjC75VicKSseArhYmMfoxAJBPWvl9V1EmZQsgZFZbjbAA6fzwLP5MwOqySoCNu1MqMDNfMmvKGZ44iJGeKQsz5UmONV2FAM7A+9hhgc7CfdGPr\/aBQ7ypBteRjMfOdqzAXEaEA5LRiOfqCRllz0HQ5x5Jh93F9qkgkR1nw6gSA26oFEjSgt0jAiLl5tzDbv3PuJ614cRoVg0sEEEWMgIPQgjVdTBBHz6V6zcRK42mEqoMu0iQlk8VzRcHqAHOJmCg424GS3XNeMLjnJp8uMc21mkx8t+r6o2P\/ADrN56fX4pGP0pSuilKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFS3Bv4x0\/7dbfxEdRNS3Bv4x0\/7dbfxEdS8hJ+OsTtS5BYx81dqIVU7pB1cg55vWTzKcEBcgHJqmoalpzCSRYy07s7KWRlA3SrjIVwMiMEj16mvqGysmKGZolJZ2c89Q7vzrndE8ZkHL9mkRUkoCSAWG\/I8NT02zVbrZPAX3b7ZY5t6iNBHI6bvRjtldRuIJNv0BLdJsy+9SvtNcSGOJwzRzkO28vzXKmMkEke9u6k+j\/MYOM0pWsYaKUpQKUpQKUpQKUpQKUpQKUpQTnD97bQrG0y79l0JGQAEsvL2xvhgQ6oxkO35uvwq6e\/s25R\/Ihlik5ZiUEIjKk8YwfaGQky9eg5ePU1BaVEsk8EbnCPMiMfkrOFY\/qJqW+jomNtlY4gZSboJcKTFAZoIl525yYnDPIPToGTPXdUsiVfJrVn03dTtCs3IU5uAkIF719MbJPL6nd6eZqiuIrqGRYuWQWG\/cQgQ7cRDzKPQtKtxLj4CYVJJp9gQMtADywxAukwLjZARbAlzmBi0uZOuP7Q2nMZxBawoImiwN+4MFk5inAiYsrZOVEkk0QI6EW+epyTJjKTCIpSlaaKUpQZZHq1ihkXYcsYmSQIrhNsCJGNrAEco5JAPmIPr0rxXULRGldjvEqoWQRAb9kU8MqH4RmSQxzfV0+IFRmj2iyI7EIzCSJBzZOXEqSGTfLI+RhAUjTOf97064qRTT7XfOXMawlyYGMybuQFugZYwrkzMJIo1C9c7iME9RnZFxLrFq2QhCsd43NAoD72l8Nk\/7sQF4zn47Omdq5tONHRhYtH0ja1nMYxjCHV9UK9Ph0Iq6k0+yGdnJkbMg2LdAkbDN4YR4cmVptsKsBnbvzhc9LXjSJUWxRDlEtZlQ+uVXV9UCnP6AKxcZ0+vxSMepSldVKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKluDfxjp\/262\/iI6ialuDfxjp\/262\/iI6l5C8GhCWVhzQsjKbg7kbliJ5zEvtFYkvkr0C4GT1yMV4zcNy4LxvE0axqxZiyYcwxzGI7l97bIMH3frB6VIyWsm3elvftGJDLGkWowl13SvGsyWy25kRS+4B9vqfXrVuIpASBZ6uCzNEVFyfM4Ub4seD6sEjXK\/KMfAVMogdQtTDK8TMrNGxRim7buU4YAsATggj0+FeFZGmkGUl\/o\/USWZCzyXUaZM5blsWktB0Zlbzemfj1rxOmAZJ03U8BOYTzR0j6+0P8AIuidD19Ohq5VBUrIpdGCxpL4C8ZJE5gMd7bykJsSTdIsVqWiGyRG84HRhXtBw8XRnGn3y7ZBEUe6ijkLlDJgI9mCfLj9O4YzTMTLF6VKXaW0UjxS2t2kkbFXRruIMrDoQf5JXlzbL\/gXX75F90qqsKVf82y\/4F1++RfdK2H2J9kt3xZdNDp9pPHbwkeL1C4u0FrbBuoXK2eZpyM4iXqfUlRlgGraV+gvC3c54WtVBvZtS1GTaA\/MuFtoNwzlo47VFkQHPo0jegqR1ruj8GXMZWCG\/sm6Yltb+WRxjr6XgmTB9Oo+Jxig\/Omlb97xHd6k4SjF8rS6jpTyrCLkXUFvcQSyZMcU9s1u27IBw8bMDtOQnQHSPNsv+BdfvkX3SgsKVf8ANsv+BdfvkX3SnNsv+BdfvkX3SmBb6fAZZoohgGWRYwT6AuwTJ\/XV8NNDG15cu4Xcxi6oVK4lRQW83myHB+HXI69DXro8cEs0a29vc87cDHm\/to\/OCCuGltgu7OMDPWpKVZV5SmG9\/lMpgiVdStW9qJYnaNVS2Ph23mI48vw+FS3dFqvDYIBE3QweJXMWDyAsLOSBJ0mHOGE6g7feGRUfrVhyRGwfer5Ayuwg7IpgNuTj2dxEfXo28dcAmfXTbg9RBenzq+Rq9oQx2wlZ1Ih86BZYfbDKrleoxUVq0sSvybiG73xZ6G+gfrIeaW3rakSbtwO7JyNvXGKkufEiDpV\/zbL\/AIF1++RfdKc2y\/4F1++RfdK1hVhSr\/m2X\/Auv3yL7pTm2X5vdfvkX3SmB82Fqro7vJy0V44yQu47pS7ZIyOgSKQ\/pCj45F9baLzJJ4zJgwzG3U7Th3C3Djd5vZIRbv183vDoepq50u3DRNLBBcCIuiO30nZxlXDbo2Ie3DR4YdJOg6kZ6kVdNDM7TxmG+ZrcGOdTqdtk550xj62\/8pYhZm2jcSFPqBWbUWUvDyphjOdp520iLDZtecZ8jmeTpAxU9dxIB24NfPGEBiTT4iQTHaTRkj0JTVtUUkfV0qSuLG4j5jvBfYQb5CdVtZA4haUlccgicxtFKSg3FdrZAqM4slV4tNdQ4DWLtiRxI+TqmpFizqihiWyfdHrWLd9Pr8VYgaUpXUKUpQKUpQKV3bwl2H8KzcCwatLpET6i\/DbXzXJuL0MboWDzCbYJ9md4Bxtx9VcJUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUCpbg38Y6f8Abrb+IjqJqW4M\/GWn\/brb+IjqXkL+Dia4glHso3EZaPcUxJJCskjJE0vxjEnXoM+zUZwK87ji+9kTlkps84CqrBQkkUkJQKG24CyNgkFh06kDFXsjsoZNlozKrxhmvNPJB5l\/IpG+TK4kuYWx\/wBx+iva+uw6ybYbMO5c72u9OLZecSEk84+qZToARgEH4DPdnRnHkjZOMLxuXuWI8oRhMxnymEsUYdeh9o46dMORgdMe8fFdx4aeOa3EiXCmNJBviCNsaM9VHn6H3cj0IOQSKv2vEyzLBaISSFKXenKVV42iJ6zHcVVyAD0OB7vUG1sn2Rwo4t5OVG8ew3embcvO8qyh2kLbl35C+mUGcgsCxOi4RI4hu8KN52pFFDGpyVjWB4ZUKI2VVy1vGScdcGveTiy7bPSJRggBY8BAykNtyT8Szdc9Sf0VMy3UQLhYLNgQArtdacCFy\/kCrMAFG4MGOTlevwx8i6jzlrezJ3ZJF5py\/ksqthZgCVBUhenVc5HXLbomGIX9w00skrKqtI5dggIUMxycAk4GTn\/GvCpW+0+SSWSQG0UO7OFW9sgFDEkKBz+gHpXj9Ey\/27X9+sv\/AL1baW1jayTyxQwoXlmkSKJBjLySMERBnpksQP8AGv1G4a0rTuA+EyCB4fSbJ7m7dcCS8vCu6ZwWPWWachFBPQNGo6KK\/O7sY0tl4l4eMrWxjGuaaZMXlo52fSFvu8qSlm6Z6AZru7vvRyPwVqSRlRunshJvdI12DULc9XkYKPOE9TQcKdrfa7rfE11LNf3ky2zt7HToZZEsbeMElFWAHbJIAesjgu2Bk4AAxfhfiXUdLmFxp19dWMwIO+1nkhJ2nIDhCBIvzVsggkEV4fRMv9u1\/frL\/wC9XSXYn3UouItDs9Xk1trR7ozhreKzhu408Pdz2w23CXQEmRCG6DoWI+FBp7tW7Ytd4nhsYdWuUlSxVuWIY1gWaV1Cvc3CR4SSfaMAgKFDPtA3NnIewTsDv+L7W8urS+tLRbOdbdkuVmJdnj5gZTEpAXHTrWeduHdWi4c0W51aPWmvHgkgQQS2kNoj8+eOEkzvdEJgOT6dcAfGtn\/g5LZo9K1pWMZJ1GI+zlimH9GHq0TsAfqoNB9lndl1\/XLi9jZoLC10+9nsJr2cSOk1zaTPBOtlGoDXCrIhBc7F9RnIIGJ9v3ZZNwjqcemzXkF80tol4kkKSRlY3lmiAljfOxt0LnozdMV0Z3m+8BrWm6vPo3DslnpsVjIRdXLnTHuLi6l9vNthvGZIot0pySm9mLtnBGdZdktpqHHfG2nT8Qy2t8kUQlu0R7LZJa6fGzxQm3tSQY3uGQPkAETP9QoPLsJ7ufE2qpBqiC20u0cb4JtREwlnjZSBLBaxDmcs9CGZowytkFlPXY\/EvdU4jihR7LU9Jv5bcmaKKa3ls253MjlLxMTJEJCY9uDy09oxOD1rYnfb7TdT0OzsNP0adLO61EyyTXXPt4ZYbW35a7IDO42vI8vvr1URHGCcjn3u8dsnElhrlhDf6tJqWnXt3Da3cF9q0F6US4kWHnwNNO8sckZZX2ocMFII65EslMNVcTahq+lXc1hfWosrq2YRSW8sG1o4gsQ5C5JD2rrDCwZSdwAYMQ2Tl\/ZF2G8QcZtJfQCCzsd\/La+ut8cLNGAnKtYo1LzbFCr8FG3BbOa6R\/CEcBxXek2etQpEt5YXKWs0rukPMsrkOAjyOQGKXAi2hiMCaXHrg7J7KbaaXs\/02HQZ7aC9bh9IrS4BSS3i1Tw5Wd2ZA6lhe87ccNhtxwfQpJORhzjr\/cm1aKEvZazYXUwGeTNBNaK3\/ZSUNKN3rjcAPTJHqOa+JeFdR02\/k0u9s54NQikSJrUrvkMku0xCPlFhMH3LtKEhgwxnNbr1HVu1HhW5e6vrvVo4xIA8moXkV\/pkuX90NcyvbqGLADYVbzdMHGLHu+6nNqPaDpWqa3cWs8t1fyyyyPdWbbrtrOdLBY4o5DjbceGVFUYXbGB6VRk3A3c0128gSfUb600ppFDLbFHu7lARkCdY2WONvqDtj44PSsf7XO6vxBoVtLfQPBq9lAjSTvaB47qCJAzPNJaSe9EAMkxs5AySAATXT\/fA0DjK9trJuFbm4jihMpv7axuvBXszExeHkSUMjSRKFmBjVwcuDtf8nkzibtG47trC74d1a\/njjuY1jni1OW0TUBASQ6eIuXFyYZNu1txbIUgEAtkNYaZrVzbxCCONShmSUhkclnOGiHQjGdqkMMP06NjpUppWp6ne3Xh7OzM17dOV5cFs0lw8556B0RBu5ipPIgznA6nJ616ifBc7oyryxyKgv7FVj22j27lMz9JBzThsf7mP\/CV4O4nutH1CHVLCSFbuB45YzJfWJRnhhuLXlTqJwZIZYZcvggkswBGdwz9yYbw4X7r\/ABXfwM2pXml6UJ0bFuI2u7mAzc0z9ISIkeTnSbtsj++fdwKxLtv7smu6NYQXkDwarZadaMl09ssiXMSeKvLp7hrVwcwKs6glHYjDEgKC1OLO3Di7iGfl21zLaYRhFaaHeQxYEgaNpZPDztczGMOhHnwWT0Xd06y7sGsave6Ht12K6F1HcToDexsJpLWSWRoFkZx7bbGQu7rkbcknNZuJZt4\/FI\/NvgnQJNV1Kw0yJ0ik1C7htI5JAxSNriVYldwoyVBbPT5VuXjTuo8TWN7p9na+H1M34l9vbc2OCzFuYeY97JOqrDFtmUggksVcBScAwfDWkRaf2lW1jAoWC04wS3hUeiQxartiQZ+SBR\/hXYvfQ7RdS4b0CG40qRILm8v0sTcNGJHgje3uZ2eBX8glJgVdzBsBmIGcEdFaG\/8AwSav4bf9Nad4vZnkcm68Pvx7visb9uem7lf4Vzl2g8G6joN\/Npup27W91Dg4yGjljbPLmgkHllhYDow+IYHBUgbx7pPbBxFLxXp9le6tfahaalJLDcQXtxLdKpME0sckHOY+HZZEX3MAjcMfLP8A8JTo8XK0C\/CgTCS6s3YDq8RWGeNWPqQjCUgf963zoOXeyzs31fia7NnpNsZnQK88znl21tGxIElxM3RAcNhRlm2ttU4Nbs1PuXcSR2xkhv8ASbi4C5NsstzHuOCSkU0sAVmzgDfsHXqRXSPd\/wBFs+EuBYb14yG+im17UW2hZpZHtfGGNsj3o4hHCB\/3fzJzxlrXeS4xuL6S9TWZ7UGQvFa26Qi0hQnKRCB4ysqqMDMgYnHUk0HcHD2m3Fl2eLaXUTwXNtwtNBPDIMPHLFp0qOjfWGB6jofhX5g1+pNvxBPq3AkmpXKxrcX3DE1zMsQKxiWXTZGflqxJVdxOAScfM1+W1ApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlAqW4M\/GWn\/brb+IjqJqW4N\/GOn\/AG62\/iI6l5CXvLvTDEI3i9vHHK7SIHjLXHMlCwMyqTICCjbj0GwAHqcfM66Kl0gjeWS35RBMnNEfMMc6qZCqCVTu5B8isAS3qOleI0RLhl5ZdJH50jszI6Ly5hF7u1WVSXU+rED4H1oeFcDJuBjKDywu+N7qmGCkkONxBGPejlXPlycyTrWXteQ6OIW5U7tN4ZSgIuApudsm8NmLAH82ehxuCj3SxFY\/oZtnMd1YpEWKc5VDpFZq6FREejO12zMMn2fTORnGLyAxSSRn1jkZD6eqMV\/JJHw+BI+s15Ve751cMvhj0MBC8shP5YRrjA3SoHyWgHRULlcdWC+bDECrTVE0nwsrQSS+JLRmKNjKVAKQ81ctEFYbjP1JB8q4yPXG6U7vnTBSlK2r2sLqSCWKaFzHLDIksTjGUkjYOjjPxDAH\/Cv1D0PUdO4+4RPmAh1aya3ulTDPZXqgCVdr\/wC8huFV1z7wWNvRga\/Lati9iHbDq3CV001gyy20xXxlhOWNtcAEeYBTmG4C5AlXqPiGHlMER2o9nGrcN3j2eqWrxYZhBchS1pdoCdsttPja6kYO04Zc4YKcivrs84m1yK4tLHTtQ1WON7pMWdjd3iI5eReZi3t3wxIBzgda7V4Z73PCOoW4TVYrrTnIHNgubU39uWxk8uS2VzKgPTLxoT8qvZu89wBp6u9lI8jY9yw0maB3+rNxFCv6yKCT78\/9SNT\/AOfY\/wCYW9YB+DZ\/FOt\/3lF\/CitQ95DvNTcT2j6TY2AstLeSOSVrhhLe3JhdZYgQns7VA6glVLk7R5gMqZruYds2g8Mafqdvq888MtzeRzQiK2lnDRrAEJLRghTu+BoNWd63+ufEH27\/APphrJu4rrkVlxlaJKQov7W5sUY9AJXRZ4lz82a3CD5lwPjWBdvfEdrq\/Emr6lYu0lpeXXNgd0aNmTlRrko4ypyp6H5VhtjdSQSxzQu8U0LrLFLGxSSOSNg8ckbr1V1ZQQR6ECg7a7\/uh4uuH9WnjV9PiFzZXTujvHFJIYprdWEcbnMgWfBKkeyPVSQRzt2V6Db6tregWdgscky6pDJOsccyO1jHdW8kjuZFGDHCs8hGX6I2G91T0b2W96TS9W09LDivT98kzeEmljtUvrC92Ij77iz2loS2SSoV0yjNlR5RP2fbX2eaDG9xommnnT+zI0zQpbOWQB0XbJNcQxeyV3XoCep6AnpWbN0Tfff12yteGRbXbLm\/1C2ijRgzj2D+LZ3RPM0K8lA2M\/zgHxrjvs\/7bdb4XnlGjTRtpkz8wWN1BJJYSTctFmkhQlJYcuD\/ADbJ0K7h0GL3tx44vuL9Q8XfDw8drmKzsopHMEEEkcMojjklgXn38rkK5OxgUX2eEwN48G9uHBMuh2Oh8RaMtpbWkSQRRPbHUrRWhhh3yo6qbmG43TOGbaW3iXLk5zdsjYfdt7wlvxlLcaZc6d4O+htWuHRX8RZ3NsHigmILoGjYNPGOWwYEN7xwRXJXe84Ms9B4suLfSk8PBNDBfx28OVW1lnL744AOqJzI96qvuiQBcAAV0BbdvfZzwvb3DcM2HiLqdf5u0s57TnMoJjS4vb9BIkIb+yHxkkKa5w4b7ZJF4x\/2t1axi1KUzNL4YSNClv7IQQG2JDKXgiACbwclQSQ2HFVnPZv3veI9MVLfVIYNZhiyjNPvttQ8uAA1zGCjkAEEyRMxOMt656m16PRe0Dg5r2S3It7m0uJ7SSdFFzp93bGaJpI3U+UpNAwJU4dAQcqxFav1Xtb7JteYX2r2SR3rAGTxWlXXiXIGAJptOV0nIAABZj0x+isQ7ee89psukScP8J2jW9rNbNZyXbQpaQw2bKEe3sbRfMN6FkLuE2gthSWDKHNmgzWS2oE7Wxm8SjBZIrjesS++WkjidHVtwGw5A2kkMcCtz91zsv0niXXL5JxHNp0EYuzAgljYxNJNCttuJD2+6TY+4YbZFgbN\/TRfD2nJPneWwJIo\/JjIEgldn6g7gFhK4AJzIMAkBTtju6cbtwjrk97yprmyki8JcxghZGtHV7jxMZcKpkiltkUBtv8AOMjbCembjKOke2Tt10zged9B0fSbSOe3tkmMYja1tQ00bvAkcdtF7eTpGXZ3jGJOhZsgZ73Xu0fUeKNGOpajBawymZ40FnFPFCyxySIcc+aQsfKM4b41r\/jntL7MtYKX+q2njbyGDokulXy3axqXaOGZwix9WVwiyPgljj3utjwp3pNDsLw2c9h9E6GLP\/4WlpbK5ikgv761nWaK2OyNJBBG6rGpCkPlm3A1NXOevxVaDk\/6V\/8A97f\/AOtXQn4R\/wDq3pn9+RfwGoVyy3GdgePvp\/mP9G\/7TfSfN5Tczwnj\/Eb+T727Z12+tbd75Xbdw\/xNotlZaTcTy3EGqJdSLLazQKIVtLuIkNIAC2+ZBgfM1sal7pH9deH\/ALW\/8JcV0d+Eo\/Fmhfb7j+HWuWO79xNaaPxLpOp3ztHaWlw0k7ojSMqtBLGCETq3mdfSty99Htl0Liix0uDSJ5ppLW6llmEttLAFR4VRSDIBuOR6Cg6f1UPrPZ5J4NC8t\/wnmCJcFmmk0vKwDrjfv8nr61+YGPlXVndJ7ydpolkuh68ZUsoWZrG\/jR5zbpIzSPb3EUYMrRB2dlZAxG\/aRjBGf8X9pHZPYTPq0Fjp+p6mW58cdnp0m57gtuEreIjW1hk3+YufNnLAE0GzOD7eSLs3gjlR45E4RcPHIpR1P0W\/RlYZU\/Ua\/Miu77PvS6BqfDOoR6pciw1e7s9SgFjHa308QMq3MdkqXMcLRtmJoAWYr5t5IUVwhQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKluDfxjp\/262\/iI6ialuDPxlp\/262\/iI6l5Cbk0SaTEkVjZS87c6Kst9zD\/KBBtYGcKr5cN6427jnoQPCXRpUkhilsbGJ5jKArT3ZKmAEvvCXJIBA6EZByK+Yk1fcTbrcFHyY9ig74oJ3KYX1ZBJK36d+OucVH317fxGJpi8Z800JZFUgTDY7IMeVSAPL6DOcDNZmesTdfvo9wpCnS7QElFA8TN5nkd0SNT43DSlo5PIPMNhJAHWvtdEuSCRplmR0wRdSEMCqMDHi+9opEseCuQTIoHUiokcRXozi4cEsHzhc7xI0ocHHRt7Mcj+0fgTRuIb0nd4hs5B6KgAIMRGAFwAOTFgDoNgp\/d5e5uutWt3tDGLjTbeIypzEy94dy5xny3RwfqOCPiKsPHxfmVr+3e\/eq8b+\/mnKmZy5VQoJAzgfMgeZvmxyTgZNW1anmq\/8AHxfmVr+3e\/eqePi\/MrX9u9+9VYUqi\/8AHxfmVr+3e\/eqePi\/MrX9u9+9VYUoL\/x8X5la\/t3v3qnj4vzK1\/bvfvVWFKC\/8fF+ZWv7d796p4+L8ytf27371VhSgv8Ax8X5la\/t3v3qnj4vzK1\/bvfvVWFKCc0ZluZUtktbNDM6qN76jsMnVUyIp2OfOwzjplvQZq4e3ZRAEtLKTxjtCiwy6gdzRSqm1s3AVhu2kEEjpn4VCadfS278yFtj7WXO1W8rrtZSGBBBHT\/GrxNcvHUQh85yqBY0V1MkiO3LZFDBmdV9PlUxcpuyBuG5AXHh9NJjkEb4k1Q7VMaTc5hzPLDtcdTgkggAnGYXVpVglMElpaOYwNpWS\/KbJAJVKbrgEKRJuwQPeORmvc3mrCV4c3HOQLO6484WONSruR6xBAhwfKehwSai9YhuQwluVcPOOYGfGXUgENgegwVwOnTGKkl8aTKvj4vzK1\/bvfvVPHxfmVr+3e\/eqsKVpV\/4+L8ytf27371Tx8X5la\/t3v3qrClBkmlW7Tx7obSzPMnS2aPmagG86yTK7gT7eUBA7HrkbM4q6i0mWR7qIWtkTYZVsyamVwBNL7P2vkQ8uQ5fYuXXrlhnHbbU54omhjkKRs4kIUANvA2hg4G9SBkdCPU\/M5vo9U1CfmMjO+2J2mdUXcIyzvI7yY3KDzGBIIyuB6DFZsvgm6YutDkg3vyNOPKUyRvHLqfteXHJM5gYygEqkTHccDIwCSCBFcUyh4dMYIse6wc7ULlR\/wDE9SBwZGZjk9epPqa9efq1xHkGZ47ocoBQu1xHzMhAPcUAS5K4B82c9a8OJY2SHTEdSrLZSKysMMrLqupgqQfQg5rFzmZ6\/FIhKUpXVSlKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUCpbg38Y6f8Abrb+IjqJqW4N\/GOn\/brb+IjqXkJKfiqZAI0iQPCrwJNjeQviUuAwRwUEgaIYOOnqMECorW9Va6EIaNU5MQj3Au7uAem+SQlmA9ACegyKlPpi2XySpJIVLROAiCMxG7hmcbDIQ0hWOQbwEOSucnzDbHYT2H3fFUSXFvClnp8bpFPqF7Gp5zRCQzJZQxHNw+9ogXbaMKwLlhtqSTomGgKV3RqXcp02WELHrV1FONx5gsrfkszHOWhDh8eg2iQAAdAOuebe3jsJ1jhJ0kueXd6dM\/Lg1C3DCMyYZhDcRN5recqpYKSykA4Y4IGlappW0+7j2PNxjeXlol+unm0tlueY1sbnmBpVi2bRNHt9c5yazzRu6Jr1xrF9p7XEEGn2MqRnV5YpQt2JbeO4XwVoG3TOolRWy6orBxvJXFBzhSuuuL+5Ldw2ry6ZrcV5dIuRbXVobNJiMEqlwk8gjcgHAZdpJGWUZI5P1XTp7Sea1uY2huLeR4Z4ZBteKWJikkbg+jBlI\/woLWldG9iPdP1XXbWLUdRul0iynVZLdDCZ724iYbll5JdFgicEFWdixHXbggnYHEHcrtJIWOkcQM9wgPkvII5IHfBwjy2rBrcE\/HY5A+BoOMqVO8e8I3+h38+m6lAYLq3I3Lncjo3WOWJx0kiZcEMPng4IIG9brutueE4eJLTU5bm5m0y21FdMFhkyG4jidraKWOcu8g5hC4TLFQMDPQObaV2HwB3Knmskm1rVXtLyVN3hLKGOZLVj1CzTyNidwMbggUAggMw8x0LwF2N6pxBrF9pej8u4i0+5khuNRnJt7WKJZpooZ5QC7qZeSxEab26N8FLANbUrtnRO5BZiL+W69cyTEf8AVbOKKJT8vayO0g+vy5+qtL94fu46jwpCL+O4TUtKMixvcpE0E1rJISI1uoNzqsbHaolViCxwQhK7g0lawPLIkUalpJHWNFHqzuQqqPrJIH+Nbo7fuwKbg21068udQh1DxdwYXgjt5IFQxxCVxzTKS6nquQFPx6elZH3QuwqfXZLPiLx9tDaaZrMYktTC008zWRtrp4znCRB1lQBupGc49K6x7xXZG3FsGmQrex2X0feG7YyWxuRMCgTl7RKm0fWc\/ooPzq0jXbeXUYJbi3jghlkWCaVXnIgtZES1kMaBsBY4DIQoHy+QruTvCdlvCMHB19cLZ2Fv4HTd+majHs8U80aA2MXjSTJeJM5RNrs4bmkjBwRy5298GpwhqUWmT3Rv5ZdOju+fHarCvMkkMCTsrzsWuENk5z8eb6jzZ2D2\/wDdyfRuHLrWG4gur2KwW0eLT5LXlQb7q5tLSSRP5UyxOTO0hKp1OR8c1meiRylStp92rsnTjDU7rT3vnsBb2LXglW3FwXK3EEPLKGVNo9tnOT7v11tPTO5lqsur3lrJqMUGkWzR8nUnt8z3vMijlZYLJZvJsLNGzvIBlPKG6hdK5ZpXZvGPckRbZn0nWpHu0XIhv4EWGdh+SJoDm3z8yr\/D09a491rTJ7K4ntLqJoLm2meCeF\/fimicpIjY6ZDA+mRQWmKkNF1HwxlJhEolheDzM6hRKu1iNn5WK6m7Gu6ff3NhHda3erpayMt3FaR26TXkS8mZVe4kkKpbye1V9h5m3ljO0llGVav3Qo2Ek2la2kxlKiSO8gTlShYZInDXFoTt3M6uRyz5kB+WJRyDbcUGOIQLbJycvujaW4cbJI5o3SPe55ORMxJTBJVSc46\/HF9006afM+A81pNK23IXdJq2qO20E5xkmt7duXYVf8NaRLqd3e2M8XMNsY4Fm507XRuBbKeagUJBvDDBPSPoBgY0FxB\/RtK+wP8A5pqdc7P7p6\/FSIeldB9j\/dkuOJOHxrdvq0UEjm5WKyks3cM9s7xqrXKzjaHK+uw4z8amOybufatqtrHeateLoqTIJIrU27XN9sYEqbiIyRpasQVOwlnGSGVCMV1VzJSuie3Tuq6nw9ZS6lZXiatZW677sCBra7toh705h3us0C+rMrAqOpXaGZde93bs0TizWfop7xrEeEmuuesAuDmFolCcsyIMHmeufhQa4pXS9z3R9SbiJ9Ht75W0+K0gvJtYmtmjWNbl5o0t47VZTz7nfbynaHA2jLFcqDYd6Lu9WXCGm2V\/bapcXclxeLZvBPBGmc288zTxyRt5VUxKuwhs80Hd06hzvSt09gfd11fiuPxgkj07S97It9OjytcOhKyCztlZTMqMNrOzIucgFirAb1ue5Bp5hxHr14txj+cezgeHd\/yVkVsf+Og4hrL+xvgWbiTW7HSIH5XipGM020sILaFGmuJiB0LCNGCgkAuyLkZqc7dexXV+EZ4xehLiyuGK2uo2wY28jAFuTKGG63udg3bG6EBtrOFYjpfuQdjBshY8W\/SKTJf6dPELEWxVoGknVCfE84hyvh2BGwe+flQZhxLwx2a8DWdrFqmn6ezTgrE19YjV7+6aMLzZmEkT7FyRkgIgLAAD0rRnYbpfCXEXaHqRW0tl0g28lxo+nTQpBbz3EQs4yvhM7XGzxcwhI6gEkeUit795Tu8TcYala3y6wlhHa2QtVgaya5LPz55nl5guYwMiRF24\/wB369enK3BXYebnjW74VbVGgawEsi6jDa+Znt44plKQGcGM5kHXeSNtBm\/f94K4f0m40l9Kt7WwvbpJ\/FWVnHHDEbeMxci5NvEAkDF2lTIA37T67DWnuwHssuOLtUk02C5SzENpJeS3EkTzKqRyRRBAisu52eZPUjoGPwxWSd6rsmbhW9s1k1WfV5dRhknkuLiExyhoXSIBmaaRpMg+pPwFdZd1HsGn4Re\/uru9t7y4v4IIkW3ikRIEjaSSUcyU5kDM0X5K45f19A4Q7WuDm4f1q+0d51umsZEQzrGYlk5kEU2RGWYrjm49T6Vitd5dsXdNl4g1zUNYGux2gvpEcW505pzEI4IoMc3xab88rPuj1rg+VcEj5Ej9RIoPmlKUClKUClKUClKUClKUClKUClKUCpbgz8Zaf9utv4iOompbgz8Zaf8Abrb+IjqXkLZbR7i75EYzJNccmMZwC8kuxAT8BlhX6W9sepDgvge6+igIm06xgsLBsKTHLPLDZrckMCryqZWmO4HcynOc1+e+mcPXKSWt9BIiym8MiLKhEcZikllgd2UlmDG2boFHvR4J3dP0J7f9Hbirgm9TTPayXlpbX9koBLTcmWC9EIX15rpG8YX1DMPlik1Spl+btrxXqcV6NSTUL1dQDb\/G+JmN0WyDl5i5d8kDIYkGv0k0UpxtwJF41UZ9X0giYqgCpfxBkM8SHIQpdw8xR8Nor85rvg+4WV4YnS4lW5ktFgijuWunniLjleHWIusrGN1Cn1KN8Bmv0a4KjHB3Alv48rE+k6O09ym4dLuUPO1urZw0huZhEMerMMetJcq5t\/Bs\/jnWf7sj\/ikq57\/PaPrNvrUOi2t9PZ2EdlFdOlpJJbvcTTvMp8RLGwaSNQgwnu\/EgnBFt+DZ\/HOs\/wB2R\/xSVCfhDNPnTimG5eGVbebTLdIZyjCGR4pLjmokmNrOu5cqDkB1J9RVGa\/g+O0bUrnUNR0S9u7i7tzZHULU3MrztbSQzwQTRxPISwjkW5VtudoMJIALNm57deza1v8AtU0CCWIG21e3ivbxCFKXEmmrePPE6noUeCxt1b5iRvj1qI\/BzcGXZ1DUNekjaOyWxbTreR0IW4nmuIJZTC5PnWJbba2ARmdRnIIqa7cu0e1su1Xh6SSVRb6TBFZXjlgFgl1NbtJnkc9AiQXtuzfIK1BubvRcGcRa\/pUOl6DcWlpHPIx1J7i4mtzLbKgEdonJgctE7MS48vSFV6hmFaP7Ee7hxnw5rlhqcd7pKwRzot9FDe3n8psXYLcxNGbVUlbllmUMcB1Q9MZrZPff0\/iH6Js9S0C+1W2bTpZfHwaVdXUDy2twsWLiVLVw0ywvAvz2rcSt6BiOKtK7SOMbuZLe11\/ia5uJTtigt9U1WaaRvXbHFHMWc9D0A+FB0p+En4fh5Wh6qqqJ+ZPp8rYG+SEqLmBWbGSsbi4IH\/ft863t2Y62mmcA6XqUiNLHp\/CsF88aEB5EtNMW4ZFLdAxEZAz8SK\/PLtfTiq3nhsuKJ9XeZIhc28OqXs92Fjn8vNhMkzouTHtO05zGQeq4HeNl\/wBFR\/8AyHJ\/kT0HFPEfeF4vvLyS8Gt3lrvYlLa0kMFpCjZxGkA8rBQcBn3N0yST1rFuzPtE1fhu5ku9HuzayzQmCUGOOaKWMncu+GZWRmVgGVsZBz1wSDildq\/g+uzXTZLG44iuoYrm+8a9pZ80LItnHBHCzyxowwl07zEbupCxrtI3tkNBRcF8f8QXK6obHX7y4L82G9uOfBsLHeDay3DIsUYOMCLCrgAYxiu6dX0+8vOALi31xGGoPw3Mt+JOW0gvIbFyZmKZQyiWNZMjpurmbtX72vEn0neWOlW9rp0Ntdy2kYktzdXztDM0OZecTGrsV\/m1j8ucZbGa6isb3ULngaS41ZZF1Kbhy4lvFlhW3kWd7GVnDwKqiFuoym0Y9MCg4Q7o2oTpxfoUCTzJBLekywrK6xSEW82DJGDtcjA9R8BXSv4RPUrm10vRXtrie3Zr+ZWaCaSFmXw2cMY2BIyAcVzB3TSBxpw\/np\/LSP128wH\/AJ10z+Eht5G0bRnVHZE1KRXZVJVWe2bYGI6AsVOPng0HD2pajcXLCS5nmuJAoUSTyvK4UEkKGkJIUFicfWa\/SDvlf9H+sf8AL03\/ADbTa\/N3ULKa3kaG4ilglTG+KaN4pE3KGG5HAZcqQeo9CK\/SLvlf9H+sf8vTf8202g50\/Bw\/1k1L+5JP46xqU\/CGcaanHrFtosV5NFpraZFdS20TGNZ5pri7hc3BTBmTZCgCNlR1OMmov8HD\/WTUv7kk\/jrGrP8ACJ\/1stf7jtv4zUaDPvwb3Ed7N9NabLcSS2dtHa3FtDI5Zbd5GuI5RDn3EcLGSo6ZjBxknOBd5yOzse1C2ubjato17o17e7vcEaNarcMwPTaY4CT+k1k\/4NT+ncQfZLP\/ANa4rA+\/oueNJwMZNjZAbiAvWM+pboB9ZoOkO\/foer6jw5bLpMVxdwpfxzX9vZq8sktuIpOTIYovNPAkxRioDYJjfGE3LrX8Hzwtr9lqWpXF1a3tlpL2XLdLqKW3S4vudCYHiilUF2SIXILr0AkAPqK3hPomv8J8J6fY8OwniLULNoYpRqFwV\/kxV2nNsplTESMI444Q\/kRh7+zDaX7SO0vtYntpI4eGptLjdQjTabYz3l8MnDbH5svLBB95Ywy+oYeoDU\/fj11Lri+\/hguJJYbVLeF4+c8kEd2lsi3AijLFI2GVRgoHnR89c1qPX\/6PpX2B\/wDNNSqy1eC5inmS7SeO5WRjOlysiTiRjuYyrKN4ck5O7r1q91\/+j6V9gf8AzTUqxq56fX4o\/QbuIf1Ksftd7\/FvXFva72r8QalrF7NPql5GIbuaO3gtbia2treOKZ1RIYonABAUZc5Y4ySTXafcQ\/qVY\/a73+Lkr8\/+0bT57XV9TguYZIJkvrjfFKjI67pnZSVYZwVIYH0III6Gtj9Du6BxjccRcJwSak5u7i3mn025llw7XKxhGjM2f5xjBPGrMerFSTkkmud+5\/oy6d2katp6Z2WMeq2ke7qxjt72OJCT8TtVa6B7mfCs+hcIQfSEbWkt3PcanPHOOW8EUgSOIzBj5Cbe3jkIOCofBwQRXP8A3QtaXUu0jVtQTPLvo9Vu49ww3LuLyOWMEfAhWWg2f35u2DVNAFhpekymzmv4Zbi4vUCmZIUcRJDbk55TMd5ZwNwCptIya5Am4n1zie50zStR1W8vRJexwW3i5WuOTLezRQGTzHc\/vL0J9BgYzW+Pwkv440X+7Zf4pq5m4P1b6P1Gwv8Abu8Fe293tGMt4aeObaM9MnZQfo93kOIW4S4Ln+iNtrJBFa6Zp5C58Msjxwb0Ax7VIFlZWP5YUnOCD+c+k8W6naXw1O2v7uLUA4kN4J5TO7AqfauzEzKdoyr7gwGCCK\/RPvUaC\/EvBd02lDxjGO21WyEGZDdQxskx5IQEyO1s8jKoBLHaB1Nfm5p2mXNzcR2lvBNNdSycmO3jjZ5nlJxy1jA3Fs\/DHwNB+l\/FVvHxhwC0k8aCXUtDS\/QLkiDUEthdRmM+uFuEx8MrkfE1yx+D0vp\/9qJbcTSi3bTLqVoBI4hMols1EhizsMm3puxnFdUarKvCXABS6dBNpfD62zDdhZL9rUQJEjdej3UiqDg9DmuT\/wAHr\/W5\/wC6Lr\/1rOgy\/wDCI6zeWusaQttd3Nur6a5ZYJ5YQxF1IAWEbDJrCu4fcyTcapLLI8sj6feF5JHZ3Y7I+rOxJY\/prJvwkn460b+7H\/i5KxTuB\/1yi\/u68\/8ApjoM2\/CUfjLQfsNz\/ERVl\/4OPUJ57DXRPPNMIrizjiEsryCNBBOAkYcnYvQdB06ViH4Sj8ZaD9huf4iKsl\/BqMPBcQjIyLqzJHxwYbnBx8jg\/qNBpHvZ8R6hBxnrsUF\/ewxJcQ7I4rqeNFzZWrHaiOAOpJ6fOtJVuXvd6XcvxvxBst53xyro7IpGxapYWu+4O0dIFwcv7owcmtNUClKUClKUClKUClKUClKUClKUClKUCpbg38Y6f9utv4iOompbg38Y6f8Abrb+IjqXkPhZLhrl1ilkR9z+YSsgVIt7ElgeiIgY\/UAa3b3fO3zWeFYvBS2x1fRtzOkIkKSWvmBlezudrARnOTCy7Sx6FCWzowTOly7Rjc2+QbSu4MrblkUr8VKFgfqJq7h4guUQRpylRd2FVAAN+c9M4PvY65z8c0wjuHUu97w3bMWfRdZW7w2CbfTgGwShK3Au95QlMZ2\/Cubu8P3hNS4t22oiGnaVFJzFso5DK88i5CS3cxA5pXJIRVCqTnzEBhqK\/vZZyDIQcM7DAA6yyGR\/T5sTVrj\/AN5FWRXVn4Nr8c61\/dkf8Ulbm7au8NZcN69Jo2r6XJe2LWdvdxTWwhlmSSRpVaOS3umWORfZ5DB1I6jBzkcr90rta07hC\/1C61GC9nju7NbeNbKOCR1dZ1kJcTzxgLgH0JOfhUR3ou0iy4p10apYQ3UMAsobbZeJEk2+FpmY7YZZF2HmDHmz0PSg3\/x730LJbRoeHtKukuWUpHNqS20MFtkHDpbW00nOI6YUsg+JzjB421bUZ7u4murmV57m4leaeaQ7nlllYtI7n4klj+urWlB1D2Gd7e60i1h07W7STU7a3RY4LyGRUvo4kGEilWTyXQUAAMWRsDqW9a2Tdd8nheFXkstE1RrhgSd8GnWodj1w88VzI+M\/Haf0VwrSg2T2+dsWo8X3cM95HDbW1orpZWcI3CBZihlaSdgHnlblx5PRfZjCr1zui37z+kLwYeGzp+peK\/2bfReeBa+H8Q2nNZiX+e38neQ3u5x8PhXJ1KBW8u692\/y8IG4s7m2e90q7lFw8cTIlxbXPLWNp4N\/ll3pHErIxX+bQhhghtG0oO0+JO9pwqrPfabwzNPq5Hlur61020cPjAZ7u3kmnYD5DGcYyvqMf0Hve8\/Q9RsNcs7i41C7jvoYrmyW3jtlivI5BBG0TsrRrEZOWD52KIpJZs55MpQS\/Bmo3NnqFld2UixXdrcx3Fu7nCiaFxJGG\/tKWUKV+IYg9DXcOjd7\/AEw28I1DRtTjvXMcbRWbWFzbc+QZQCSa6jkjVwNw3J0HxOCa4U0p5opEkijLvlhGNhfLbMNsC9S6qc5HVeh6dKvBqtyqpmJVOVML8rGXgdAhBwRIyKvLHyDsD1NS5RsjvGcWnizV\/pODTYNOUW6RZNwJJ7uCPBS9uCAEIVJo08oJUAKS2zy7V7wfeX0rW+HL\/QINP1GC6uUswk03hDABBd2d5uLRTsxVo4TggH3l9PhzONUvh0EWNrCDbyD0UqgFpgjojBE8vqcfWcxF\/K7yM0g2v0Urt27AgCKm38kKqhcfICkz4ja\/dW7VLPhHVrvUL23urmO409rRUteVvV2uLeYM3OdRtxCR0OckV4d6PtOtOLNah1Oyt7m2ij0+GzKXXK5heKe6lZhynZdpE6j1z5TWqKVVbu7pvbHY8H3GpzX1rd3S30EEUYtBDlDDJKzF+dIvQhx6Z9DUlxBdWnaZx9ZpbC5sLS+ijilM4h8RHFY2ss9wYwjsm9liKqeuCwJBAIrn+pfgziK70m\/tdSsJOVd2cyzQvjcNwyCrL+XGysyMvxV2HxoO8e8J2talwWdH0jR7SG7UWYkkutXmuLhngiLQBRKJUeSVNivJIzNgSR9PNmsP7Le9Vrmo6vaabd6Np8qXV3b2pawlnjlQXRys0YmeRZlEQeXHl8sbdR0r10fvW6HqdqltxNw3O7hxHIIrW21KxMzIUJEV2yyQswLDl4dgHxk19Sd5bgvSBO\/D\/DE3i1j8xh02x0uMbAUC3E8e6ZEUAD+bIA6VBX8I1oNm9jpF6scQ1TxM0IcbVmmsI7aSecN8ZUidYmGc7ec+MbznjfX\/AOjaV9gf\/NNSrLu1\/tP1viS+mvdQQIqx8u3t0hYQ6fbShgVh39VMoJ3SN1fp6BUC4jr\/APR9K+wP\/mmp1nV9rT6\/FH6D9xD+pVj9rvf4uSsF0\/ve6IkkketaNdm+s55IBPYw2dzG\/JkZBKhup4pLcnbnYC2D8TWGd2zvL6Hwzw9baTfWerTXEM9xI0lpDaPCVnnaVQrTXaPuAbr5fX51y1r92txd3U6Bgk9xLMobAYLLKzqGAJAbDD0JrY6M7w\/eqn16zl0nR7WbT9PuF2Xc9w6G9uoW963CxEpbwt1DYZy46ZUFg2tu7J2kWvCuufSl5BcXEPg57bl23LMu6Zoire1dV2jln4\/GtX0oNz967tdsuL77T7qxtrq2S0tHt3W65O5meYyApyZGG3B+NaYpSg3\/AN3rvNahwzAmm3kB1TSkYmGPm8q6swx3MtvKQVeHJJ5TAYJ6MoyK3fJ3yeFl3TRaPq\/imU5JttNj3H5NcLds+3oOu0\/orhGlBt3vB9vOp8XOkUka2OmQSc2CwicyZkClRPdTEDnzAMwGFVVDHAySxtO7D2lWnCmttql5BcXELWM1ry7blczfK8Dq3tXVdo5TfH4itW0oNzd63tcsuL7+wu7K2urZLSza3dbrk7mZp3lDJyXYbcMPWoXu09olrwvrqareQXFxCtrPAY7bl83dMFCsOayrtG351rOlBuzvYdsNjxfdadPY2t3bLZW8sMguxCGZpZUcFOTIwxhT64qK7tPbNPwdqE83hzd2N8kcV7bK4jkPJZmhuIXII50fMmAVujCVgSvRhqilB3RxF30tANtILXRtTuZ3jKcq9Wyt7ZgwwUkkinmZozk5GzqP01w7fSrJJI6RrCjuzJChdkiVmJWJGlZnZVBCgsxJAGSTXjSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVLcG\/jHT\/t1t\/ER1E1LcG\/jHT\/t1t\/ER1LyHjDd8i6eXbv2vKNudvvh09cHGN2f8KkZeJFY5a0jbHu7mBAXLjYRsG5OXLKuPmyt+Tg2Vi8S3jmbHLzPncu5QxSRYyRsf\/eFPyWx64NSaQaa0YZmUMXUEgzbujxvKTGiABCglVSigedM4OcKlfB4oAkDrb7MSB+kuGJV7Ugl+XkvtglXcfhcN9YbxbiLCgRwBXCqA7uHxta3JXGwHltyHyuepnkOTuObq6Gm8tXwrPySAoMwbnR26KiyIuAkZkDAnox8p9MmvmNdJJJIZQXAxmfogmlyynqd\/L5RIPT3gMH0m3RNkJrEySTyNEu2HIWJT1KxIAkYY\/wBvaBn6yatKldUa1MEfIVVk3ZlGJtwzFCNqs5KlOYJfr6jHTNRVaahSlKBSlKBSlKBSlKBSlKCYsdYVIVhaORsc4Fln2ELOIiRF7M8sgwqc9QQz9OuReTcRLJJzmhZXWaK4CiQFDJCVRUQFPZIYzIT7xLBPTFROhGMTxtKyLEpJffHzVIA9zYUbq3u7sHGc\/CpXmWbcpjyQsckMjqsbq3LGxLmMllzOWkbeoJbCI\/VfSpcIrFxIFAAt3wsHhl9t1EO2BSSeV\/PexGH6AZHlO2oTVLnnStJtKAqihS244jjWMFmwNzEKCTgZJNZEl3YfEREmMBiLcgG5CwYnUcvpbArNmPAzk+Q5GMf1d42mYx424T3V2KXCKJGRCBsQyB2AwMBh0HpUmOhFpSlK0pX1E21lPXoQfKdrdDnytg7W+uvmlBkn+0w3SMLd\/aGYfz\/UJcPHJJ1EXWUMnR\/gNvQ4yfga6iMXWF2dgjHdINqyRQz20e7EeZlMUgZvdyxb0FeOiTWyxe2MRYyeVWhZmjARtsjOsZ5i7ymYySMI3lJIq7iks1d2cxMsiowVY2yQsM0UwjGzFu7ziOReq4Ur7vunOzOzyu+Ig6Mogdek+0mbPW6E\/M5g5Q5gHOYqOmMH1yattf8A6PpX2B\/801KpC\/urEo4QRbtswJW3Kbw3P8KIsxjluhaEsfLuCgZbBBj9f\/o+lfYH\/wA01Ks3np9fitRD0pSugUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVLcGfjLT\/t1t\/ER1E1LcG\/jHT\/t1t\/ER1LyFNMt4pr9YZ9\/LluOWxjkWNl3ybd+50YYGc4x1+YqWh4Yt3iE3iWUSwSSww+xd9yrvCcwuvN2gMHO1MH0B61jV9\/Oy\/8AMf8A+o145pZfCpYzDVOFYoHt4RcCVpbrlvKMRhLflozsULEAriQ5z1AFfQ4Nhkk9nd7YXmVIiVSYmOS3EytvV0Ej7sx4AHuMxwKw2lTF6mKy4cIwCNWN6HeSAyqsUalVIlt1YFzJtlUJMxJQ9OW3rtwcf16wFrcSQB+YEIAfaE3AorjKBjsPmwVJyCOuDkCxzSrJepClKVVKUpQKUpQKUpQKUpQZToXDtvOlnJNI8KTXEsUrmSNQ4RY+SsOYzsdnaRctkeyYj0wfebha2\/k2yZirzRrPJzoWTkO0aSyx+UcsRySLGd2clgenpWH1UMeoycH16nrjqM\/Os3Tc5ymGcJwpZH3pJkJ25U3FuTHKUtW8Cx5Q3XDGWbD9AOV7pwaxTX7SOC5liiYsiFcFmVmBKKXRmUAMysWUkAdVNWNKadNnO5JClKVpSvS2Tc6LgtuZV2qQGbJAwpIIDH6686UGbjhKyElwj3DBo7oRpHzoRIYWGY9xaPBkkOMMOg9cHOBbpwvb77nfI6xIAYn50HkXk3Blkl8vtVjnhWEhQmS\/qPSsQqpYnGSTgYGT6D5D5Dqf11ju3qmGZ6pwvZxRzussu6KORtrT27csobnkvJtjHMWflQ7VXBHO9W6VB6\/\/AEbSvsD\/AOaanUPUxr\/9H0r7A\/8AmmpVLMXT6\/FWRD0pSugUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpQUCq7f\/ACrL+C+z2+1La+3w1sf+sTKcMP8AuY+jS\/p6L69a3bwpwVYacuIYRLKykPPOqyStn3lHTCJ9SgfXn1rpo4WrV6Pnvqv8S9l7De59vX\/rp8PW8p6b3ycxEUrfPGvZTa3YaaxK2k5yeXg+FkP\/AMq5MP6VyP8As1priHQLqwl5N3C8Tfkk4KSAerRuPK6+nofj1xU1aLp5vX9M+t9l+oT\/ABasavHTdtU+7xnnEXUtwZ+MtP8At1t\/ER1E1LcGfjHT\/t1t\/ER1zvJ\/WeV7ps5kkYRsQxMgx1JR5miRgo6nLgrgdelfK6Pcnl+yb2qs6ZwAyozK\/U9FYFG8pwenp1FSycUzW8mEhtiY8w73ExZ40uGmQPiYKCGJ6qAev1Aj7m42u3zmO3yWdzgTY85uWOFMxUYN1L1ABPlyTgVnOrozuh59EukyWhcBd25uhUctGdxvHlyFRjjOelW3g5eo5b5G3I2PkbxlMjHTI6j51OT8YXTZykHXdjAlwpkhlgfC83BysxPmB6qv159b3ji7m3744POUJwbldpjcuNhWfKZJ6kdfhVzq8Yu7F6UpWlKUpQKVVFJ6AEnBOB1OFBZj+gAE\/wCFUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKrt\/95FAp\/wDeOv6PnQUqY1\/+j6V9gf8AzTUqiCP\/AHkVL6\/\/AEfSvsD\/AOaalWNXPT6\/FEPSlK2FKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFSnCUavf2KOoZHvLdWVhlWVp0DKwPqCCai6luDfxjp\/262\/8AXSrObj2i44Wqz\/W\/8dd2ehXs0DXEFpcS26MUaSKJ5ERlVSQwQEqAGXrjAFbg7uMliLW5GYlvueeZvKCU22xOXsz1MW7mZ+v1+FePdr1pNl3p7sBJzPFwg\/lqVSKUL9alIz\/+oflXr29cDxtGNTtIgJhIkdyiAATc5xFHLt\/4vMZFJ+IkyfSvVr1Zvcuz86+k\/T\/6bs+n6rwP8tmm9\/Rec8NV03fFnPFnK3dr\/tQt7efWrlNLj5qsVylohkV5wo5xiSIHd5vXb+VurVHb1pUtvpN7FdQNFNEIJAkq7XQvNDtcA9VJVj\/gxFdn9nnCNvo9qqKqG4ZA11cdN0kmMsAx92FckAemBk9STXJves1lL+LWrmM7omaCOIj0aOCW2hVx\/wBlthb\/AMdO\/mXT4SN8b6T\/AEvaeB2viascXi8fTe5p5aZbmzPO42l8N3PvYOoPFPDgIBB1zT8gjIP8th9QfWuse3zssvOJO0TS0tVENpY6PYXeoXewbIY01PU2RAB0e5k5RVV\/7LE9ENcodgn9auG\/780\/+Nhr9E+JO0Sxj4l\/2TvS1rJqekR3NjeRymF5ZpZ763ktBKCGiuNsKvGR6kyDodobyP0hzJ3k+1rTNNt14L4bRIdOs0e31K6gCyPJKFfNtDKxBkcTkSyzbgzupGfe3Zl28aLdX3BXBMVhYXWoXL21p5bSzN1cBJdAkiM0kS5GzfIhYudvzNc0dr\/ZfdcMa49hqOGtGL3FpdkMkN7aDcykbBlJcgRvGOqs3TIKset+1vtFveHOBeGZtIljgmu7LT7aG4kWJjHEumrN5BdI8Qcqg6yK3QMANzKRKOKO0fRL2wnihvdNu9MkCybIbqzNqXj8RIyNGxA56hWVcjIBU4Jr14c7MuItRiWex0PVbmB13RzxWNwYJFzjMcxTZJ\/4Sa6w7e79OI+zLT9b1AxtdwzLMlzGqx8yRZrmwLqoHs1n2ozRDoGIHTaMXWjWes8OaNpEGp8eW3DcbRFdNsJtOsL5+SpMipdTyRLI5USwhguFQEJuJw5I4nvtDvYLrwM9ndQ3u9IvBy280d1zZMcuPw7qJOY25cLjJ3DHrU7pHZnxFdy3EFtoerSy2jbLmNbC5DW8mxZBFMGQcqUo6sEbDEMCBiutu9xZWw4w4GnMaC6uLu2Rp1LLmO11O2kRD1IYEzuFBHq48wFSPex7Z9U4d1m0sdNuYLSMaeNUuA0EErXsj3E0MVvIZ42xERasGERSU7hhhgYZVwrq2m3FnNJbXdvPa3ER2ywXEUkE0TEBgskUoDI2CDgj0Iq1rsv8IDpOnPd6Ddzjkz3VtcI8kexZZIrZoHRC8mEwvjJD5j16AfCuRuFdDuNTvrTT7ROZc3txHbQr1xzJXCBnKglY1zuZsdArH4UlHWn4P\/s2ha21HiDUY0aK7VtHskmA2SRSlUvmAbo4kdo7cY6krMvxrm3tu4Hk4d13UdKcMY4J91rIwPtbOYc21kDejnlsFYjoHRx6g12\/2xdmGvjQuHtA4TMEMGky29zPc3FwsEkk9gUltW2CMh2e5Mly\/QDekePjjCu\/pwBPe6Lp3ErW6Rahp8cVtqscTCRVt7kjGJQMyRw3bsqnp5bpicY6Ucc8LcLalqsph03T7y\/lUAulpbS3BjDEhWk5akRpkHzNgdDVOKeGNR0qUQalYXlhMwLLHd28tuzqDgtHzFHMTP5S5FdjcUcRS8BdnOgTcPxwRXesC1e4vzEk2Li9sWvJrjEgKTS+QRoJAVCJ6HaBWguP+2PiHjGy0rQ72G2urjx6iC5itoobm9upgkEERYYigbMxB5YQNzI8gbeoYpp\/ZLxRcRc+Hh7WXi27w402686kZDRAx5lBH9gGsOuoJIpHilR45YnaOSORWSSORCVdHRhlHUggg9QQa\/QLRbjXdJ1PRbDXO0LTkvZWtF+gE0a2aO5hZlt\/DLfDZOJJSrKsrhSX9FI6VA6nwVp972w5nijZIdJj1cwsqmOe9hiS2iZ1I8xXKS\/\/ADQAnPXIc29kvZhxENW0O+fQdWFkurWErztp9yIhCLuB2lbdH\/MBMkye7gHrWd\/hEo1Xiu02qAPoK2J2gD\/rupDJx+j\/AMqzXi7vEcSpx6ujQSRWumRa7DpDWclpA7Twm7jtpLl53UzBpFZnUoygKydD1Jnu2nhm01ftZ4csr5UltjoyTvBJ1W4NpJrF1HCyno6F4lLKcgqrA+tByPpnZnxFc2gvrfQ9WntGUOtxFYXLxvGRnmRlU9rHjrvXI+uoLRdFvL6YW1laXV5cEMwt7W3luJisYJkYRRKXKqASTjpjrX6GccccpZcSZl490zTLOzkhS44dm0mN2aIRo0qTXrTCUTSBtyuoCoDHhWAO7C+DLnQrztTiv9AuLW4hvNIubi8a1LbDelTHK+CdoZlWJiAoyzsx3EkgOQbDs51+eyOow6NqktiF5nio7G4eExjqZVcJh4hg5dcgYOT0quhdnHEF\/bG9stF1W6tMZFxb2NzLE4yQTEyJ7XBBzszj44rtjh7ti1KXtDfhwTWw0pZrqxS0WGNZI5LSy8RHKsmOacmGbPXYB5QAQpMVqHbJrdv2mRcMxSW6aIs1vYiyS1gXyzafHcc4TheasqySdArBNqAbfUmSjizh7hLVdReaPT9M1C\/e3xz0s7K5ung3FlXnLBGxiyUcebHut8jVto2hXt7ceEs7O6u7o7sW1tbzT3HswTJ7GJS\/lAJPTpg5rs6DiGHQO1+8tl2w2nEEFvbzqCFTx1zbQy28uPjK9zHt+s3bnrmss4A7PbbhXX+OeK7xDHZRB5bFuvW3uIY9V1ExLnr7cxwLgZzFIo6HrR+f+saZc2U8lteW89pcxECW3uYZIJ4iyhwJIpQHQlWU9R6MKtoThlOcYYHIAYjB9QGIB\/QalOMuIJ9V1C91K6O64vrmS5l6khTK5YIueojUEKB8AoFRNBln+0MG+UhZSJHlYZWMYaWSORbggSH+UR7WVfn0O5ckV4xaxbo0j5kkMqoXUqoDmOGa3ZJzu6iQskzEBsHp5iMiD0oRmaPmqHjzlkL8sMPlvLDb+nI\/TU1FYWaNLzWjaNvNGwd0KxBLlXaJd53uJkiUAl8jr1BJExIzjD71DXoXR1USklZhlhH7YTc\/lpLhzhYeapX3slfRehFhr\/8AR9K+wP8A5pqVX99bWASQpydwWXIWaVtuOf4VocueY7EQ7wc7QR0Xriw1\/wDo+lfYH\/zTUqxeen1+K1EPSlK6BSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBVzpV41vPDOgBaCaOZQfQtE4dQcdcZUVbUolksxeVdNdnfaXbXcsL28zWWoRsGjjdgr7wD\/MSY2yj18vqQTlcVv6y7aJWgEN9YpOwKNzYZTAXaKRZELRsjgNuQEkED1wBX5zgmtg8Kdqd9ZoYpwL6MDCc6QrMh6ADnAEuv1MCfrFd5xZdtf4vjO0fw\/2rsfe1\/TeJiaufD1Ys+66tvx3x41112hdrF1fwSRYisLPaefiTLvHjzLNcPtCxEeoAGeoJIOK5h7V+0O1ubeXT7MGVZColuTlYwEkV9sKkbnyUA3HAxnGc5rAuL+L77U2zcS4iBylvFlIE9MeTPmb\/tMSf0Vj+amri7d3TtHr7B\/D+u8XT2vt2u8Ti6cXTJtp043nLGcXpiZ68072d68ul6vpepPG0qafqFtePEpCtIttPHMyKx6BiEIBPzrZ3bR2pw8WcV6PqlrbT2SwLY2YSWRWkLxahNPzQ0XRR\/KAB8fJmtKVLcG\/jHT\/ALdbfxEdcbyfUuguKe3aw4o0KHh\/X9NuJtXSTlW2r2zQII7oOYoLtom6jchUTRr5X85XZldnh2v8dw8Q8KaBpENvLanSLaCTnTNzPE+E07wyqiRJgFwS5ILbMYPU1zreMRNIQSCJWIIOCDvPoRXmJnGAHYBQQoDHyhveA69Afj86zZfBK6S17jZP9itP4JltZBceLSM30cqPCVW8e+JWMqH3bZNmPgVJ+Wc2XtV0TXdN0l+KOGX1DUtMWJY2E3LgeWWVLVmlQuj7HaON3hZJFGOm70PHJuZMg8x8g5B3tkEfEHPQ9KG5k6+0k64z5264JIz169Sf1mpjV1N3T\/az2kjiHUuGtUlszay6FLHcTQxylo7hxcafeskRljWSJTGoUb1DBmOR06413mdaHGOsxahaR+ES304WbJcyDzG3lFysilVyQ30mq+n+6Jz1ArQpuZOvtH69T526k+pPWqC4kHpI\/pt99vdICkevphVGPkBTF6mK3t3ve1KLiR9Ejjs5bQ6fbTMxklWQS+M8MBswqkbTaODn4t9RrE+7b2g6bwxrB1a\/sZ754reSOzSB4k5E02I5JzzB1bkmRBg\/71vqrWcjs3VmLHAHUk9B0A6\/DFfNbVsPjztj1\/U9Svb9NV1Ozjurh5IrW31C6ihtoc7YYESJ1TCRqi5AG4gk9TWedjfeHOn6Xq2j8RxX+u2WpqVUvdmS4hWaFoLmPm3RY8tkETKFxsZHP5XTQFKDojsX7xlvYaQvDvEukrrmkRjEGRFJNFGr8yOB4bkcueNH6o25WTAAyAu3x7XO8FZXcWlWPDeh2ukWOkahFqlu00EBm8ZbyiWPlRweS2jL5LsGZ5OgJUAhufaUHVvEneT4Wvbi112XhSWfiazhVLaWe5HgYZY2LxyZR8zCN2Z1LQhx6Bl6Ea87Qu3me74vtuK9Kt2s5ba3hhFvcMJVlCRyR3EUvLxuhkWV06YOMEYOMaVpQdd6n3puGZHXV14RRuJEjAjupxaPHFMq7EfxgXnuqDoDy1bA2gr6jU\/bD24z6vxHpfEmnQvp95ptlbQhXYSKbiCa5mlYAetu\/iWTaepXOfWtOUoOt5+8zwlqBh1HWeDkudbhRQJlSzmhZ4usZ58+JAgPUB0cpnoTjJw\/s67QYLDi6HitdMKQ6o1wkun2YaGOzkvFgQOjTqOam6UO8igIWkO0LkJXPFeouJMbeY+0rs272xt3B9uM427lU4+ag1KOiOHeJYYONm4wMFyUe6ub0WOEWRUu7EQC2klJwt4GvgwTGCIWGevTGuKu0+FO0E8Um0m5Md3bXLWfMTnhY7CCEoXxtEnlJx8D0z8a02Z39d753b\/eb3x6P6+99dfDMSSSSSTkknJJPUkk\/XU0yznUkra3avxxLxbxdBqOkwS2dzdT2FrYxyujSrdxmGGB9yjaMzbSPX0rpP8ACD8dtZ6PY6Ckg8TqjrcXuzoPB2hUgbc5VZbraR69LZxXIHZLxm3D2r2urpaQ3ktnzGihuGdY+ZJE8SyHlnO5eYSPrA+oj37ZO0O84o1abVrxUieSOKGK3iLNFbwwptWOMv5sFzJIc\/lSt+itKw2vuBNzKvm8zBfIu9+pA8qZG5vkMjNfFVViCCCQQcgjoQR6EH4GgzRuCokaUSTXCrHO6FhbM\/s0kgj6hMtzmE4kChTlEY1aw8IZku0ZpUWBtkT8sMjeynl5krZASIeHKkjJDSKDggisZNzITnmPncGzvbO4DAbOfeA6ZqjXEhGC7kbSuCzEbS5kK+vulyWx8yTWMauqYrLtS4MSKOeQSzezSQqGhC4aA3O4zefyRyeH8h655i\/4wuv\/ANH0r7A\/+aalUU0znILsQwAbLHqF90Hr1A+FSuv\/ANH0r7A\/+aalUsudOevxViHpSldApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApVM0zQVpVM0zQVpVM0zQVqW4M\/GWn\/brb+IjqIzVxpl41vNDOgUvDKkyBgSpaJw6hgCCVyo9CKXkPa\/s5cyTGNxC0zqJSjiItubyiTG0t0PTPwqyqch4puFOdkJ9gtuVZZCrRJM0+CvMxkliCR1wTjBJJ95uM7ls5htArDDxiJuW4xMDvXf1yZi36Y4\/lis5vRN0BDCz5CKWKqzkDqQiKWdv0AAn\/Cvu3s5ZFd445HSMZkdUZljHXq7KMIOh6nFS99xbdzEEiFCJRK3Lj2cwqoQJIAcPHtAGD6joc15niecvK5it251xDcSK8XMUvbqyqAJGJVW3tnaQepAIBIq5vQ3REMTOwRAWZjhVUFmY\/AAAZJ\/RXy6kdD06A\/4EAg\/oIINTx4tuCVZo7d2XaSzI5ZyrWjEv5+pY2cef+ZJ8xjwvOJbiaJ4pBG25I4xIQ5lRI0t0KoxfoH8NEW6eu7GMkVM3oboelUzTNaVWlUzTNBWlUzTNBWlUzTNBWlUzTNBdW+nzybOXDK\/MLBNkbtvKAFwm1fMVBGcemetUksZlEZaGVRN0iLRuBKQQDyyR5+pA6Z9au7DXZ4RCFEbciZ505icwbpBCGBVjtK+xUjpkEkg5CkXD8Tzs8MjRQM8E4niYo+5drIyxFw+54gUzhiT5j19MTdN1g2l3IJBt5gRIsRBhlGJXAKxny9JCCML6nIq2nhaNijqUdThlYFWUj1DKeoI+Rqdg4vuUCKEgIjt\/DLlZM8srbLk4k9\/FrH1Hzb6sQ+p3z3ErSuFDMqKQoIGI41jX1JOcIP8AHNJb4kyt6VTNM1VVpVM0zQXVvp88iho4ZXVn5YZI5GUyEZEYKqQXx8PWn0fPmQcqTMIJmHLkzEB6mQbcxgfNsVd6Vr89tE8UQjAcq28pmRWRtykPnqPXyHK9ScZ617Q8SypJJIkNuhlkEjBEdU3LDcQdED4AK3MhI9M4+sHOam6wl0y4UOWgmURqruWikGxHzsZsr5VbHQnofhV7r\/8AR9K+wP8A5pqVe9zxbcyI0bJDhjcEkLJn+Vm5MvrJ1x4qTGc4wvr1zEXl68qW6MFAtoTCmAclGuJ7gl8nq2+4cdMdAv1kzFtlvhfixYt6VTNM1sVpVM0zQVpVM0zQVpVM0zQVpVM0zQVpVM0zQVpVM0zQVpVM0zQVpVM0zQVpVM0zQVpVM0zQVpVM0zQUpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlB\/9k=\" width=\"358px\" alt=\"gross profit vs. operating profit\"\/><\/p>\n<p><p>While operating expenses are not directly related to the manufacturing process of goods and services. While income indicates a positive cash flow into a business, net income is a more complex calculation. Profit commonly refers to money left over after expenses are paid, but gross profit and operating profit depend on when specific income and expenses are counted.<\/p>\n<\/p>\n<p><h2>What is the formula for gross profit?<\/h2>\n<\/p>\n<p><p>As an investor, business owner, employee, or entrepreneur, you need to understand both metrics and how they interact with each other if you want to evaluate the financial health of a business. Profit can either be distributed to the owners and shareholders of the company, often in the form of dividend payments, or  reinvested back into the company. Profits might, for example, be used to purchase new inventory for a business to sell, or used to finance research and development (R&amp;D) of new products or services. Gross profit is the difference between net revenue and the cost of goods sold. Total revenue is income from all sales while considering customer returns and discounts.<\/p>\n<\/p>\n<ul>\n<li>The Chinese government may intervene in the company&#8217;s business operations or industry at any time and without warning and has a recent history of doing so in certain industries.<\/li>\n<li>Operating profit can be obtained by deducting the cost of goods sold (COGS) and operating expenses from the revenue or by subtracting operating expenses from the gross profit.<\/li>\n<li>When managed correctly, increasing operating profit can be a helpful way to grow a company&#8217;s bottom line.<\/li>\n<li>Net income reflects the total residual income after accounting for all cash flows, both positive and negative.<\/li>\n<li>Net income is the bottom line, or the company&#8217;s income after accounting for all cash flows, both positive and negative.<\/li>\n<\/ul>\n<p><p>Our work has been directly cited by organizations including Entrepreneur, Business Insider, Investopedia, Forbes, CNBC, and many others. We follow strict ethical journalism practices, which includes presenting unbiased information and citing reliable, attributed resources. Finance Strategists is a leading financial literacy non-profit organization priding itself on providing accurate and reliable financial information to millions of readers each year. Improving inventory management can be done by reducing the amount of inventory on hand and increasing turnover. A product-packaging design that is less expensive can also be considered to save additional cost per item. This can be done through effective cost management and negotiation with suppliers for a lower price.<\/p>\n<\/p>\n<p><h2>Formula for Operating Profit<\/h2>\n<\/p>\n<p><p>This calculation of gross profit helps determine whether products are being priced appropriately, whether raw materials are being inefficiently used, or whether labor costs are too high. In general, gross profit <a href=\"https:\/\/www.wave-accounting.net\/free-personal-finance-software-to-simplify-your\/\">free personal finance software to simplify your finances<\/a> helps a company analyze how it is performing without including administrative or operating costs. Gross profit, also known as gross income, equals a company\u2019s revenues minus its cost of goods sold (COGS).<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 11px;'>\n<h3>Buy Caterpillar&#8217;s Recent Breakout (NYSE:CAT) &#8211; Seeking Alpha<\/h3>\n<p>Buy Caterpillar&#8217;s Recent Breakout (NYSE:CAT).<\/p>\n<p>Posted: Tue, 27 Jun 2023 11:14:49 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiYmh0dHBzOi8vc2Vla2luZ2FscGhhLmNvbS9hcnRpY2xlLzQ2MTM4MzgtYnV5LWNhdGVycGlsbGFycy1yZWNlbnQtYnJlYWtvdXQ_c291cmNlPWZlZWRfYWxsX2FydGljbGVz0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>We can calculate the gross profit by multiplying the net sale with the gross profit percentage. From the example above, gross profit was $700,000 for the period, achieved by subtracting $150,000 in COGS from the revenue of $850,000. Each of these metrics shows a profit at different moments of the production cycle and earnings process. [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[84],"tags":[],"class_list":["post-1280","post","type-post","status-publish","format-standard","hentry","category-bookkeeping-2"],"_links":{"self":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts\/1280","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/comments?post=1280"}],"version-history":[{"count":1,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts\/1280\/revisions"}],"predecessor-version":[{"id":1281,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts\/1280\/revisions\/1281"}],"wp:attachment":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/media?parent=1280"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/categories?post=1280"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/tags?post=1280"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}