{"id":1861,"date":"2019-10-02T10:32:51","date_gmt":"2019-10-02T10:32:51","guid":{"rendered":"https:\/\/nabda.gov.gh\/?p=1861"},"modified":"2022-06-05T16:53:24","modified_gmt":"2022-06-05T16:53:24","slug":"committed-vs-discretionary-fixed-cost","status":"publish","type":"post","link":"https:\/\/nabda.gov.gh\/?p=1861","title":{"rendered":"Committed Vs Discretionary Fixed Cost"},"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\">Variable Cost Vs  Fixed Cost: What&#8217;s The Difference?<\/a><\/li>\n<li><a href=\"#toc-1\">Chegg Products And Services<\/a><\/li>\n<li><a href=\"#toc-2\">Factors Associated With Fixed Costs<\/a><\/li>\n<li><a href=\"#toc-3\">The Relevant Range<\/a><\/li>\n<li><a href=\"#toc-4\">What Is The Difference Between Committed Fixed Cost And Sunk Cost?<\/a><\/li>\n<li><a href=\"#toc-8\">Variable Expenses<\/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=\"259px\" alt=\"an example of a discretionary fixed cost would be:\"\/><\/p>\n<p>However, that $85 per month will turn into $1,020 in one year. You only have to make that money-saving decision once to see the reward. Although only around one-third of Americans use a household budget, there are substantial benefits to laying out a spending plan. Making and following a budget can help increase your financial security and build wealth.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"251px\" alt=\"an example of a discretionary fixed cost would be:\"\/><\/p>\n<p>Now, from the discussion mentioned above, it might be clear that the two costs are perfectly opposite to each other, and they are not same in any respect. There are many doubts while we talk about these two but with this article, you are surely going to be satisfied. So, this is all for the difference between Fixed Cost and Variable Cost. Fixed Cost was not included at the time of valuation of inventory, but Variable Cost is included. Christy Rakoczy has over 12 years of experience writing about student and personal loans, budgeting, financial planning, and more. She has been published by well-known finance sites including Nasdaq, LendingTree, Credit Karma, The Motley Fool, USA Today, and more. Christy has researched and written thousands of articles during her career.<\/p>\n<h2 id=\"toc-0\">Variable Cost Vs  Fixed Cost: What&#8217;s The Difference?<\/h2>\n<p>Once the firm goes outside that range, cost estimates are not necessarily accurate and often must be reevaluated and recalculated. Fixed cost are considered an entry barrier for new entrepreneurs. In marketing, it is necessary to know how costs divide between variable and fixed costs.<\/p>\n<ul>\n<li>For example salaries bill may go up because of annual increments or due to change in the pay rates and due to pay structure.<\/li>\n<li>Fixed costs are allocated in the indirect expense section of the income statement which leads to operating profit.<\/li>\n<li>However, for every night that a room is rented, Ocean Breeze must remit an additional tax amount of $5.00 per room per night.<\/li>\n<li>Anderson is CPA, doctor of accounting, and an accounting and finance professor who has been working in the accounting and finance industries for more than 20 years.<\/li>\n<li>Learn the definition of indirect costs, view examples, and explore how indirect costs vary for different companies.<\/li>\n<li>Companies that promote the positive impacts the company has on society often enjoy increased patronage from consciousness consumers.<\/li>\n<\/ul>\n<p>Further, when additional machinery or equipment is placed into service, businesses will see their fixed costs stepped up. Graphically, step costs appear like stair steps (Figure 2.21). Fixed and variable expenses are the two main components of a company&#8217;s total overhead expense. Variable costs will change depending on how many products you buy or manufacture. For a cost to be considered variable, it needs to vary based on some activity base. Units produced, units sold, direct labor hours and machine hours are all possible activity bases or cost drivers in a manufacturing facility. Using units sold as a cost driver, you wouldn\u2019t need to buy raw materials for 1,000 widgets if you only have orders for 500.<\/p>\n<h2 id=\"toc-1\">Chegg Products And Services<\/h2>\n<p>The continuing costs of having capacity incurred in anticipation of future activity are termed as \u201ccapacity costs.\u201d In case capacity is utilized, additional costs are incurred. Fixed cost is the cost that accrues about the passage of time and which, within certain limits, tends to be unaffected by fluctuations in the level of activity. Comparison of actual costs with budget is made on a monthly basis and variations are ascertained. Graphically, mixed costs can be explained as shown in Figure 2.20.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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8a06aU6pZb1uy5SJiCzMg5hjxXkjzKD4Qq33duJzlOjIyvqkNQ05nochDMpU1ttWcaYH3XVG60urvtKVblA2SDz5WxJaorKFW1Xi6rqNEiS2ZLU12G1nOlqadfbtZVyQQDa57bnstjFDcZd0RtbTXtru9KlDv371re0RmwzShY6n9vduWfKub8s9J\/K7WnOoTzVPztCbV8UVfaAJJAvYj6+XWR57bhY8hUmcMp5kyJk6pZOzLCXHk0\/MLLg7djiXI7gDiD50kNix+77sZKvpkWa2Z+Uc3ZZiR0LS6wZGbKfxmlg35KQ4ByNrEWOLD1CruYtTdO6JljM1fyWus0mZvdqCM0wAJLIQUpKhxLhfWN\/Me3le2L2WZaI3UOGrcalvNOY6DluOCpdajwzrQdYBSvOHT0jNfWZvzJcpf407+8y8fPQ4vV52cMo1RvjUOfSSqW2vm2k323I7LlJVz+7D87VcjydKIekMyHR3qVBcU8zJ\/LumJkpdLi3CsEdXtcWLFJFj+vEcjPjJeVqllnSqXlWlPVpPCqFWqGdKfIlra5\/NthBQhsczzsTz+vnjLUxJeLApQveSCSKAE1rjuWighx4catQ1oBFDeQKUwWv9RZYjVCVHjOcRlp5aG13+kkKIB\/yxsXkRPjp6N1ZyFJcL1dyQsT6WpR63AsSEXvzG3ioHmHU5dUYqLxTVf7W5I\/\/wCog\/xMTrRmNmLSXOzWaGcy5LlRlR3Y0uKnNUBPHbUnqi5c5WWEK\/8ATbz49PSD2RoNYThbaQ5vWN3aLu1YJNr4UWkRpsuuPUeGKguoiHMv06gaflwF2kRPDagkE2TNlBLikEX5Kbb4Lav7yFY2N0GpzeWIMDTDMC6OKfmmjLkVRhyfHTMTNkWUy2WioOj+TlIKSkncoEcsUpTsiIm5ukZmzvmHK1RbkyVzXmY2bqchT7ynN5C1KURtN1XsL4e6hRG5mrXjGazJQWY65\/xkpgZypxfQ5uKg2he6wbHVSARcJFsZZwNmIWotDAkn8W6l+ZJ7lfLF0CJrrO8Cn4em7KnxUFbynPyNrRDylUh8\/TMwRmN1rBxHGSULH3KSUqH3HG0eZco0DMPSsh1B3NKo9VpVPYnM0wRiDK4aT1UulQAPO5FuwHFfZ+lZZz5n+k6hvfk\/T58F5lyS2znSmKRIDRKkdpulVwkE8+rfz2x+58r68x6h0rVXLlSy3TK9T3WQ407nOnORnWEA3SLEKBUDY8yLE4zR3xZsscTZdYcDhiaddxpuWiC2HLBzQLQtgjHAV+IVf5xzhPz90i4dWqNGXR3kVyFB8Ec5uM8J5KLLI5FVwb25fp7cOHTC\/psnfgYn\/t4l2dF5QzfqTTtSg3QYMyLIZkSWGc6UzZKW0QUKJJJSbpSFdtx9R5lJqVGytqdndnOtZdorKlBtuXDazvTOG6htNkhKvpJv5+3l2WxdAjNZGhPs0DWEUqLjddjfhiqosJzoURlqpc4GtDeL78OlTLo+xE5dg0jTuq\/EjlKzTSZEqrMOVFlMp2RJA4TZZK+IQGEJAsB\/OqPmxrJnPK0vT7P9QyzJKlLpU4obWRYrbCroV+tNjizKxQGKpqeM\/wAfMtChNeEonBtrOFL47LyDdAbVfYEJ2pAuk8hzviTamIyXqnm+LnCsJotPkIbQ1KbiZ2pZTJSgnaSVG6VWO0nnyA5cr4S8Qy0wYpNQ8VdSlzu+\/Gl2QSMzXwRDAoWG7pHd296lGuKtOIHSQy1Ws616qQ1wosGQhqPCSpoqRIcU2pbu\/cE7h1gGybDkefKvtUKbmuJ0qqJNzaxEbeqVYpciKYiyppUYPIbQQTY3+bINwOYPK1sSTUabkrUvOsPO9ejUZT0KO3H8Dbz3TG2HkoWpSd55qFysg2PZa1sNNWqk\/OeqcTUrPNWyosUhcddMgU7OFObS0GXeIhC1rUoqSVEkkAE3NrC1s8oHQmMJxDC01I7A2nxqr5kiI51N7wRQHtJ+lFEelp\/TtX\/\/APKF+6tYxdFJSk695ZH9sTQf0eBvH\/4xNc\/U\/IupOdJWdcxfF7MiYGg6xEz9Skt2bbSgAbkFQuEi\/P6+zDxS6tlSjajUXPtMj5citZbpoptNp7WcqaEFJQ6hS3VFRKlHjKPLzgXxo2imjxK2fOsUxGNmmeao1FZzaK3W64HCtcslAs1ZayHP1Zzsudmt1yY29WpLMEQVtgyUIeWlPF3WG1QuDbmUgefFO1KozqtOfqdSkrkSpKy466s3UtR7ScXxXcn6bZmzbUM01aXGSanMcmvx2c9UkJ3LUVKSCRcJuT5728\/nxHNSMnflfm2RWaBVclUqlhiNGhwzmqASy00yhsAkOcySkn9eNkpMsYQ15Poi80upuFM\/pis0zAc4FzRv3VvrvNcvqp30f48ekdH\/AFKzXTFBNYEd5jip+m22lq4APaASon9WNb6fUZ9JnsVOmy3Y0uM4HWXmlFK0LBuCD9eLp0sObdMpU1hNfyHVKLV2jHqdMfzVCSh9sgi4UHLpUATY8\/vGHSgZP0ny5XfykZj0ypuML4sWmzs7UvwVC+0b1JO5YB7AR+m+KocZstGjOPnB5BFKZUoa4fJWPhOjw4TR5pbca1zrX7vTxp4FQeibnfMVNH\/itSkuomvp+mUbkDmfq2rX\/mcU7oTUJtN1eyq\/AcWhxdRbZVtP0kLO1QP3WJxY2n9VzZk+TXYVUrOQqvl\/M6nVVSmKzXCbBK73W0oOdRQvbssRb6gRkytQ8l6e1s5ryk7Q59Wj7jTkVfOdM8HirIIC1BpQU6R5uaR\/1xU14hCOw+dbqReN4pQ5U+SsLTEMFwusXG47jWo6\/mpFnrNeStK+k3W5NXpgfotepPglWbZTcoL6BxFWH17RcdvWOGHO+keTF5Aruc9C9RFzqK0GpFXo7rgUtKUKJQTyChtJUQFpuedlHDTluHUBm6tZk1DquS8yIzDFeizkjN0BlxO8pIW2d5CSnaLCwtj8OXKblqhVqjZBrtAQ5mBgQ5kqp5wpqiiMFhZbbQ2oC5IF1k9gsALnFbGaksDH+cA0G8FrqY1BvBG444Ltz9aH2mXEuIxDhXLoO8Jk6OdSnVPpAZcqNSlOyZUqU+t55xW5S1FhwkknCDWmq1Kj6yZ2+Lpjkcy5ciI\/sP8AOMrACkH7iMSrR\/L9P03zRHzjV6plqpT6esqhtR8405pkbkKSorupRUbKNgLYb9XMsQ835mqOdaNWcuxVzlOS5kd7NdPfIXa9mghQJ5DsIJvjWIkMz9v+ixZ3UrWqzFjxJ2f6rVd+FKKnMGDBj2l5SgOuv9FmYPwMj\/2V45946Ca6\/wBFmYPwMj\/2V4594+D8q\/aGdS+w8nfUO61JdOc3HI+cafmQtqWiM584lPbsPIkfeO39WN16Vr\/pdU4LUxWa6fHLiblt6QhtST9RSsgj\/LGgeNiehR0V2OlNqHPy3W6jVKVQ6ZBVJk1GE2hRQ6SA2jrgp58+X3Yw6I0pMSRMGEAQb71r0jo+DNUiRCQRkr\/8eGln21pPvrPfwePDSz7a0n31nv4tzyOGj3rgzf7tF7uDyOGj3rgzf7tF7uPd5bnOa3xcF5XI8tm74cVUfjw0s+2tJ99Z7+Dx4aWfbWk++s9\/FueRw0e9cGb\/AHaL3cHkcNHvXBm\/3aL3cOW5zmt8XBOR5bN3w4qo\/HhpZ9taT76z38Hjw0s+2tJ99Z7+Lc8jho964M3+7Re7g8jho964M3+7Re7hy3Oc1vi4JyPLZu+HFVH48NLPtrSffWe\/g8eGln21pPvrPfxbnkcNHvXBm\/3aL3cHkcNHvXBm\/wB2i93Dluc5rfFwTkeWzd8OKqPx4aWfbWk++s9\/B48NLPtrSffWe\/i3PI4aPeuDN\/u0Xu4PI4aPeuDN\/u0Xu4ctznNb4uCcjy2bvhxVR+PDSz7a0n31nv4PHhpZ9taT76z38W55HDR71wZv92i93B5HDR71wZv92i93Dluc5rfFwTkeWzd8OKqPx4aWfbWk++s9\/B48NLPtrSffWe\/i3PI4aPeuDN\/u0Xu4PI4aPeuDN\/u0Xu4ctznNb4uCcjy2bvhxVR+PDSz7a0n31nv4PHhpZ9taT76z38W55HDR71wZv92i93B5HDR71wZv92i93Dluc5rfFwTkeWzd8OKqPx4aWfbWk++s9\/B48NLPtrSffWe\/i3PI4aPeuDN\/u0Xu4PI4aPeuDN\/u0Xu4ctznNb4uCcjy2bvhxVR+PDSz7a0n31nv4PHhpZ9taT76z38W55HDR71wZv8AdovdweRw0e9cGb\/dovdw5bnOa3xcE5Hls3fDiqj8eGln21pPvrPfwePDSz7a0n31nv4116aHRja6LuqbWTqPOqVToUyA1KhVGalAW+oj5xNkAAbVcrdvn8+KBxli+U81CcWOYK9qvZoCXiNtBx+C6EePDSz7a0n31nv4PHhpZ9taT76z38c9wCTYY6LdG34LnKOr2jeX9Rc+Z1zPl2q1ppcgwWGWFIS0VHhqG5O4bk2NjzGO4HlHNxybLG3da4iaCl4VKuN\/UkPjw0s+2tJ99Z7+Dx4aWfbWk++s9\/FueRw0e9cGb\/dovdweRw0e9cGb\/dovdxfy3Oc1vi4KvkeWzd8OKqPx4aWfbWk++s9\/B48NLPtrSffWe\/i3PI4aPeuDN\/u0Xu4PI4aPeuDN\/u0Xu4ctznNb4uCcjy2bvhxVR+PDSz7a0n31nv4PHhpZ9taT76z38W55HDR71wZv92i93B5HDR71wZv92i93Dluc5rfFwTkeWzd8OKqPx4aWfbWk++s9\/B48NLPtrSffWe\/i3PI4aPeuDN\/u0Xu4PI4aPeuDN\/u0Xu4ctznNb4uCcjy2bvhxVR+PDSz7a0n31nv4PHhpZ9taT76z38W55HDR71wZv92i93B5HDR71wZv92i93Dluc5rfFwTkeWzd8OKqPx4aWfbWk++s9\/B48NLPtrSffWe\/i3PI4aPeuDN\/u0Xu4PI4aPeuDN\/u0Xu4ctznNb4uCcjy2bvhxVR+PDSz7a0n31nv4PHhpZ9taT76z38W55HDR71wZv8AdovdweRw0e9cGb\/dovdw5bnOa3xcE5Hls3fDiqj8eGln21pPvrPfwePDSz7a0n31nv4tzyOGj3rgzf7tF7uDyOGj3rgzf7tF7uHLc5zW+LgnI8tm74cVUfjw0s+2tJ99Z7+Dx4aWfbWk++s9\/FueRw0e9cGb\/dovdweRw0e9cGb\/AHaL3cOW5zmt8XBOR5bN3w4qo\/HhpZ9taT76z38Hjw0s+2tJ99Z7+Lc8jho964M3+7Re7hqzZ8EBprScr1eq0HVDNk6pQ4L8iHFcYjBL7yGypCCQm\/MgDl9eJGm5w3BrfjwUckSwvq74cVq90gNfMqVDKknKuVqg1UJE9BaW4ysLQhChZRKhcX2kgAHz41RxnnQZdMmv06ewtiTGcU062sWUhaTYgj9OMGPldIT8XSEXWRbqXUyX0ElJw5OHYh9atbos5ByxqfrxlPI2cYjkmj1WXwZTbbqm1KTtJ5KTzHZjuFpbpjpzoxl1OV9N8tRaPBB3OBoXW8r+0tZ5qP6cefjL2Y67lOsRswZaqsmm1KIrexKjrKHGz9YI7MdJugH0yc56j1CbpdqjVBUJsSKZcCqOkJccQkgKbcPIEi4IP6cehoaJBd\/25ucTjn0VWafY9p1v9I+HSuifxl\/ewfGX97EH\/KqnekY3tk\/74Pyqp3pGN7ZP++Po9gOS8zahmpx8Zf3sHxl\/exB\/yqp3pGN7ZP8Avg\/KqnekY3tk\/wC+GwHJNqGanBqIUCCo8+XI2xqBpXnTUnN9az\/TJda1Dniiaoy8uwKjCqLHgtNp7clASl5sr4rqQm4Uotq5KuVJsVDYZWaKapJSalHsRbk8kH\/O+IrknK2m2ncmsS8no8CdzBLXUKkV1Z98SZKzdbyg66oBaj2qFieV+wYpiaMe9zaYb12yca0GqqrT6pakaj5J1zjxNYcwUar5azzWaZl6qPzyW4EeIs8JpYUClTVrpUVAqsQb3AIdNLtVK\/qlpTnnPM+u1+gZly3RnaY\/l8z3kKplQjRNxkqC7KUXVgKTuuCgC4Kio4lUTSzRuBTqxSoMaRHiV+oqq1TaazFNSJUxStynl2fuVKVzPmJAJvYWzydOdJJderWZ3WHk1PMcUQqq+1X5jXhbATtDa0oeCSkJJA5cgTbFLdFRhTDpvPT0bvvcrDOwzVQ\/o8ZuzxqJlLTKr5hrmeYMqpZdXVqnWJFRYXCqjo4bJZS0la+GpSpHESSltQLIsCNwERgahaiUPo56gazRdSswPZjyNmustxfjCcqRFmw4k3hIiPMK+b2qR1d6EocvzCsWvSdLdH6HBpFKpSJ0eBQVJXTIYzPPMeIpIO0oaMgoBFzY25HmLHGCk6O6GUWGumwaMkwHZxqb0GRXJciK9LKtxecYdeU2tZV1rqSefPtxHJUegF2GZxoL8E26HVO+vWvGaMjdGKo6vZXpC4dbeo8WVHjy295gOyQgXdSeRLXE5g8rp5gjlhHqF+UeiGnU\/VakajZmzJUss5emPyqfUpfhEStyQzdL6muXA2LG+zBQnZuG3sUJlWKjljMNKlUOu\/F0+nzmlMSYsgocaebULFKknkQcRakZD0pokyHNiMKeVT4rkKG1NrcqYxGYcTsW20y+6ttAKOr1Ujq8uzli52jIhNRl3HNcCcZS9VlnbVDUTSvQPTnX2BnWu5mr9Vk0Z2tUxx0ORqw3PCS5HajhO1lSN9myyEm6Ru33ILzK1F1Jp+tBydnJWb6Ea7Vp8XLmZoDiZ1BlMuMLEeM9HCglh5pSdwKgFrUg3UUq5TGkae6Q0NymGnU1lLNFfMqmQ3aq+9Egu87LYjuOlpoi527EDbfq2wugZZ04ptaNfiJtJMxyoJbcqz7kZuUsELeRHU4WULO5XWSgHrH6zisaKjVF+X+929dbbDVeu03UKdr5XdDoWuueI9Kj6cxarEluSI7khE9yW9HLq1hpKlDa2klIKTe5BBNxtJ8Zf3sU5FyvpxCz7I1Oj7xmWVGEJ6aqsyFBccKKgyWy6W+GFKKgnbYE3ABxK\/yqp3pGN7ZP++LoWjXMrUb\/AILh8411KFTj4y\/vYPjL+9iD\/lVTvSMb2yf98H5VU70jG9sn\/fFuwHJcbUM1OPjL+9g+Mv72IP8AlVTvSMb2yf8AfB+VVO9IxvbJ\/wB8NgOSbUM0asaS6Y630EZd1LytFrEVslTK13S6wr+02sc0n\/ljh30msj5c0216zrkTKMVyNR6LUlRYbTjqnFJbCEnmpXMm5J\/Xjdrp+9MvPWRMwsaT6W1k0t4xUS6lUmAC7Zf0G21G4AsOZH6Mc5q9X61miryq\/mKpyKjUpq+JIlSFlbjqrAXUT28gP8sfN6YiwW\/9u0ecDecrjdXHf1L05Bj3HWn0SOF66FfBt9GnRXUrIEnUvPuU01is0ytOR44kPLLGxKEKTdq+0kEnHS5iWzGZbjRkIaaaSEIQgAJSkCwAA7ABjz\/6TdIfV3RSUy5kDOMyDEbf47kAq3RnjyvuQeXMC1xzx2N0J15p2sWldC1Ac4UB+pMHwiOpwANvIJSsJub7dwNvuxu0UYM3DEKGKOaBUZ9KzzgfAfbfgTcfor2+Mv72D4y\/vYg\/5VU70jG9sn\/fB+VVO9IxvbJ\/3x62wHJZNqGanHxl\/exqbBzTnmj6p6hdHmuZ4zSusVyRAquSqw5UnSuNSH1bJARt6pVGLbxBcCt6ilK7pHO+vyqp3pGN7ZP++GiY3kqoZmp2cZjMB2tUmNIiQppdHEZZfKC6gWNrK4aO3stytc3qiaMc+ln7C7ZONbWqrTOXSFr+TekhlDL\/AIfOTp\/x\/wAjpzj0OStt2rSEIWzIVLKC0oBYbj7d+8OKeKhbniqukLrlqZlDVLV6lZeznmuEzQ4uXTRJEeQ2afR5kxTe92Uld7x1FVldRYTew2kg4vqt6aaP5jyuvJldhKnUddSNXVHerkpRMsq3l3fxt99xKrXtuJNrm+McnSzRadUMw1WoUpEyVmyAKXWlyazJeE6MEbEocSt0g7UgbVABSe1JB54zv0VMOBAIxrvyw+SsbOwhSq\/ZmZs3N9I\/TSgz81zTFqmTqnUqtDhTFiDKmx1REIdSi9gn55w2FgbgkG2GLKvSMzFK6VL2U6zLkt5NzVCkU7LKXID7LQnU9Si6sPLQGni+kvLSW1EbGmwbKNsSGFpxpLTqlSqvDRKbmUOnO0mnPflFNKo0Ny29lN3\/AKJ2p\/YT\/ZFio6b6QVaDlqn1CGXmcoSBKol63KC4TwNwtKw9uJHYNxNhyHLljvkyPiKY139F2HWo2yHvVAVjWjV6jVDU2txM4Zlag5M1QiUtNVdmNvwabSVvNoWy\/FUSt5B4gSChJWCpJ3gJOL40pzdX6h0ndXaDNzXVptDokajvUqC\/MWuPG8LjB14pSe26uy99oNk2HLGFjR3Qxh+ovGjIfFXqSavUWZNblyGZkxKgpLzzTjykOKCgCNyTawt2DCp7TLSN+sVvMFprVQzIlCKq+xmaeyqWlCdqEr2SANqU9VKewDkABjlmio7SCb78z09HSO5S6dhEUH3h\/tRyuZ4zYnpBZ7yxCl51rtBi5UplahQ6NVm2hFffekpdcSpbqFFCg2iyU77WNki9jcNTzVVtOtGZtbNSezTU8tUF51Ul8DiT5Edk3U4EWAUVIO4C3O\/Ziv4ml+kNPqLlXponwprsBilqfiZnqDCzDZvwmLokCyEbjtT2C5xLMvHKGVcvxsrUNUVilxG1NNsLlF66VElW5TilKWVFSiSokkkkk3xbD0ZFFbW+v3guHTjDShUN0bTmzN+kWRtY6\/qrmV7MNUix8xVBpiSBBloeRxDThE\/mkISFBtJSA5uSCVK5jFb0bVrUnN3RJrPShVn+o03NrRl1iJCZe\/8ADYbLD6kJgKjHqOIKU2UtQ4pKrhaeWLUpunGkFHdgqpkERo9Ml+HwoDdZkiBHkXKt6InF4CSCSRZFgTcWwPab6NvmWhykRhEqEz4wl09NTfTAfkbgouLiBwMKJUAo3RzIubnnivkqNQDozON16622HX77lXNe131HjVrLWoGd8v5wpOTcwxsvVCJUqDI4sehOOobXKh1GICFFK1ObS64k7UlOyxBBkWdk5+yxrhpZkCPrPnFynZybzHKq9nYySVsJjushm7RLaEl9YCbq6oSCTbEzn5V01qdakV+a0lcmYthyU0mqvoiyFs24SnIyXAy4U7U2KkE9UfUMftayvpxmHOVJ1Aq+5+vULeKdJFYkITGC9ocCGkuhsBYQkKG2ygBuvieSotD1j53\/AH8U22GrPyq1NoGWqXQ6lXJFYlwIjUd+oSeTspaUgF1dv6yiLn7zh0+Mv72IP+VVO9IxvbJ\/3wflVTvSMb2yf98aho8jcqdqGanHxl\/ewfGX97EH\/KqnekY3tk\/74QV\/UGj5foVRrsmewpqnRXZS0pdSSUoQVEDn28sNgOSbUM1rN8IP0b9FDpLmrWeFk1iFmyMhtfhcVxTSXVqcSCtaEnao2J82OSuLy186Xur2udVqkap5mkw8synChmjRzsYDIPV3jtUeQJucUbj47SUeDHigwd2\/P76V7knCiQ2G3v3ZIw40CHmCo1JqDlmPPfnvnY21CStTq7+YBPM4TU2mzqxUI1JpkVyTMmOoYYZbF1OOKNkpH3kkY7ldAroLZJ0XyNAzjmykxanmiqNJfcdeaCwgEXFt3mH9Uch5zzPLJChggxHGgHfXIfdyTEdzHCDCFXnuA3k9HzPaRzNyf0FumFnOnIqUHLtRituAKQmRMeUoj9DQXb9BscSDycPTS9FSPeJn8LHeZCENpCG0BKUiwAFgBj6xbr4Ywaf1FVbNMm8xB2NH1JXBfycPTS9FSPeJn8LB5OHppeipHvEz+FjvRgw2hnNPeU2WY974QuC\/k4eml6Kke8TP4WDycPTS9FSPeJn8LHejBhtDOae8pssx73whcF\/Jw9NL0VI94mfwsHk4eml6Kke8TP4WO9GDDaGc095TZZj3vhC4L+Th6aXoqR7xM\/hYPJw9NL0VI94mfwsd6MGG0M5p7ymyzHvfCFwX8nD00vRUj3iZ\/CweTh6aXoqR7xM\/hY70YMNoZzT3lNlmPe+ELgv5OHppeipHvEz+Fg8nD00vRUj3iZ\/Cx3owYbQzmnvKbLMe98IXBfycPTS9FSPeJn8LB5OHppeipHvEz+FjvRgw2hnNPeU2WY974QuC\/k4eml6Kke8TP4WDycPTS9FSPeJn8LHejBhtDOae8pssx73whcF\/Jw9NL0VI94mfwsHk4eml6Kke8TP4WO9GDDaGc095TZZj3vhC4GyfgzOl9Nc40zLCX3LW3OqlKNvquWca1agZFremucKjkjMZjmo0xTaX\/B1lbd1tpcFiQD2LHm7b49Q+PN30w\/zkc6\/iI37oziH6uJCMRraEEDGuIPBRDMeFNNgvfaBa44UvBaP8iqbxYWmWl2s+qD6KZpxQq3PbSdu9lxTbCOf9skJv9w5\/dib9DjozVTpNarxMr8NbdEiKS7UXwSAU35N3HMEgKJI7Ak8wSMd8NONKNNNCMmopuXKXT6VT6VFK5ExbaGtraE3UpSuQQgAE27AB+k4hjGw2iJEJvwAxPbuC7ixokWIYMAC7Em8DopdU0vxFBTqXFKN8HT0z5LKXkUmQAoXsZMskf5NEf88ZPJw9NL0VI94mfwsdxsu5rVmisVZumQ0mj0l5UDw5S+cmYhVnktpt\/NtkbCom6lhYAARuU3SdSjHqz9H\/ACFzK46xVYtKUttEUoIfSpSZI+fvwAlPWVbdc7QkqSoJ62hnNP6iudlmPej9IXErycPTS9FSPeJn8LB5OHppeipHvEz+FjuqrM2XUraZTXKet59JUw0mW3vesdp2Aq59YgfpNsfkjMtGivttvT4yWlqcaVIMhoNtuo2nhKuq+8gk2APJJvbldtDOae8pssx73whcK\/Jw9NL0VI94mfwsHk4eml6Kke8TP4WO7UKsRJaxHWoRpSi5aK84jikIUUlW1Kjccu0frseWGVGekPVaNFjZYrL9KkuOtiut+DGA2W0LUor+e4yUXbUgLLW0qtzspJLaGc095TZZj3vhC4f+Th6aXoqR7xM\/hYPJw9NL0VI94mfwsd0alm\/K1Ipb1aqOYIDMFiO9KW+X0lPCZSVOrFjzCUpUTa9rHC9dQgNw\/jFc2OmKUhfHLiQ3tPYd17WNxhtDOae8pssx73whcH\/Jw9NL0VI94mfwsHk4eml6Kke8TP4WO6\/5RZfLjjQrtO3suJacT4Ui6FqFwki\/IkcwO3DZmnP2X8pKZaqDxdeclQozrLLjQWwiVITHbfWFrT80HFpCim5A5gG2G0M5p7ymyzHvfCFw78nD00vRUj3iZ\/CweTh6aXoqR7xM\/hY7sor1Dc4PDrMFXhDfGZ2yEHiN2vvTz5psCbjlj7i1ikTlobg1SHIWtJWlLT6VlSQbEgA8wCCL\/XhtDOae8pssx73whcI\/Jw9NL0VI94mfwsHk4eml6Kke8TP4WO6ycyZdXfZX6cra7wTaU2bOWB2dv0rEcu3mMYlZuyumuR8smvwfjSWiQ4zEDyS4sMKaS9YfWkvsgjt645YbQzmnvKbLMe98IXC7ycPTS9FSPeJn8LB5OHppeipHvEz+FjuDmrUbKuU6FVq5KqUeYaPFelPQ4kpgyVhoKKkIStaQV9RQAJHMEYcfyooipIYbqMRxoMuuuSEy2eG1w1oSUq6+65LnaElI2kKKSUhTaGc095TZZj3vhC4W+Th6aXoqR7xM\/hYPJw9NL0VI94mfwsdzqNm6iVyXJhQ5bQeYdCG0l9pXhKC0hxLzWxStzZS4LHkeR5YWqrdFQ4hldXhJccdMdCTIQCp0WugC\/NXMcu3mMNoZzT3lNlmPe+ELhJ5OHppeipHvEz+Fj8V8G\/00FpKF0h9SVCxBfmEEeyx3jiy4k5hMmFKakMrvtcaWFpNjY2I5duM2I2hnNPeU2WY974QvPNqB8H\/0jdMco1LO+cKBDhUulR3JL7i1PIJShClqCd7QBVtSogX52xrhj0H\/AAjH5qGcfwUr9zkY8+GOYzWWGvYKVr8F1Kvi62JCiutWaUNKYhXz0GsqxM49J3JdFmpCm1zN1iPOeqD+rdfHotbbbZbQyyhKEISEpSkWCQOwAY8+Pwcn53OR\/wAUn\/WjHoQwf6hg6T9FMIVm4h6G\/wCSrSqZyzdmPU2RpZRcu1qiw6W2xUalmJbLZjSYTiRw2oqyT86t1LzarpuhLK1cittReNS6\/megs0M5XjOSXp9T8EeYZYaddW34M+51OK60gEKaT2q7L2BOJnhLMpdMqDsZ+oU6LJchO8eMt5lK1MuWtvQSOqqxIuOfPGdbVWtJ1kkxnxRq5lTMMqo+HtU5wtx4bCGnlRor5B3yrgBuSHLmxNlNgFzYheap6zJeoNQlUbKeYY81iO\/JaE6KwwngNpB8K+deQlbJ7OqorFjdI5XllQyvp\/Ffcq1Uy3QG35sllLkl6EyFvyFOIDW5RTdSy4G7X57gm3MDCx3KOVH2FxnssUlxlx8yltqhNlKniLFwgpsV2\/rduCJtn1GszajNbp1fp9Ki09LJKpDHFLwUkKLlytIS3YhIIv1gr6hdik62UZhmLIayvXpLVQdbTCcZMMpkNLDhD24yAG2\/mlD53Yq5Snbc2xLl07KlckAOU6lz36K+lkb2G3FQ3QlCwkXB2KCVNq5WNik4xQaVlGsx3pcagQFtuy1h4uwEoK32HFNlSgpIJKVIICvqAINiDgiZZGprNHyAc95ny5UKalppLjsTixnHCNgWpSFB3ZtCdxG5SVEJtt3FKS2M65UeRXVZfj5MzU+\/4WqO05HisPtOtJbjOKkhTbytrITMjG6wlZ4nJJ2q2zaTlnLcyE7TJmX6a\/DkPGQ7HciNqbcdJuXFJIsVE87nnhJJyxkqmRJE5zKtKQ006ai7w6c2pReSn+d2pTdTlh2gFXmwRR6o6jVePnSZlmJlWfKRTXGetGVHUqcHIy18NAcdQUKSoIJUoBFr3UCRhHF15yvUaLEzHSqHW5tMnMMOx5DKI91uOxUyUs8NTwcSvhLCiSkIHO6sTt+h0GoSmqpLosGRKRtW3IdjIU4ggHaQoi4IClW+rcfrOEMLLmRkqep1Oy\/REmGyIbrDMNocJpQ3BopA5JIN9vZzwRM+T9VKZnGS9Hj5azDT0xYSJciRMio8HbWW21qjh1pa0OOoDqb8MqQbK2rUBfGB\/VyNBQHKvkyvQAlt2S9xH6e6WYjZaBkkMyllSDxk2Sjc4bHqc07pdDoFCp8nw2BRYEaRwUxuKzGQhfBTYJb3AX2iwsnsFhj4by1lxoslqgU1BjvKkslMVscN1X0nE8uSj51DmcEVc1PX+FT8wxqU1kutSo626jx1tOwy807GfgtJu2XxZC\/Dkq6xCgBuUkJuoSGraq02hChrq+XavFbrsdh9l1a4nDaW4pAUytQftxGwsLVs3JKAtSFLCF7ZGrK2WFtKYXlylqbWt1xSDDbKVKd\/nFEW5lf9Y+fz3wpfpFJlQ006TS4j0RDZZSw4wlTYbKSkpCSLbdpKbdljbswRQmj6r+G\/ELM7KOY4T2Y0peiplR47SmNxSpTLqeOSHG21hSyncnkoJKljZhsrerOZ4WbqXTadp3XH4j6Zu6Ml2mqfqCG2UONvx1eGBKG929BD3DUVDkmwviezMn5SqIKahlekSgZCpRD0Jpd31ABTnNP0yAAVdtgMfjmTsovPqlPZVo63ll4qcVBaKjxU7HbnbfrpASr+0ORuMETRnnU2h5AnUqn1eHNedrRktwxHUx848zGdkcH5xxBCloYcCT9HdtClJ3C6DIesVK1ClvQqPlPM0ZcWK0\/JcmQ20MsOuMMyG45dS4ptTqmJLDnUUpADm0qC0rSmVT8q5Yqqo66plylzFRGlsRzIhtuFltaShSEbgdqSklJA5EEjsx9RctZcguIehUCmx3GowhoU1EbQUxx2NAgckD+z2fdgihtB1jbzBl6l5jjae5nYZrYZVTmZDtNS7JStl14kWllKdiGVFW9STzG0K61leneqDGoVazVT4VIfYh0CbEjxpi1o2y236bDmg7N3EQpPhe0gpCeqLKJuA\/tZKyaxFRBZylRm4zaEoQymA0EJSlRWkBITYAKUpQHmKie04dGoUNiQ7LZiMtvvhIdcS2AtwJFk7iOZsOQv2YIs2PN30w\/zkc6\/iI37ozj0iY83fTD\/ADkc6\/iI37ozjQ32d35m\/JywRPbof5H\/ADhro58C1lqkt6b5rzQmN\/L1zQwXL\/1VdvL\/AO0n\/n9eOkFRp1Pq9Pk0mrQY82DNZXHkxpDSXGn2lpKVoWhQIUlSSQQRYgkHHPT4F3+hXNP+KI\/7mOieImPSA6G\/ILqR9W45uf8AyI+QTfl+gUbKtDgZay9T2oNMpkduLEjN32tNISEpSL8zyHaSSe088JpGV6dIzTEzYW2kyo0VcZVo7RU7z+aUpwp4nzQXJShIUE2ku3BJ5POK2zLWtVWai7+TVMU6xFqbBlIkw0hIpoeb4q2FJWS84Wy6QkWUNpundsSuhbUhy9oO3l2e3VWc2vzJjTFTaS5LhNr2qnPR3XlJAttAVFQUpHJO5YFhtSlyg6PCCjMoTm2a6rNFUcqcnjQ4zyGVLjNxlBpDiFJHzbTdtwUjcm5QQVAxKRnbVOlx6HLrcmbBerFZ8CcjroJd2xuJKCHGw2okLW20yvYq6xvVdItYKfjvXxyS7SavT\/BOLLlOIlU6Cl0NQBBZcYUpRWUl0ykvtKbTdfWBSNu1wkU7j6d01OZ4ea5ngUufCSttp52nMqebRudKUtvKBcRYPrCrK63LsurcP5CkKhO0GBmV+n0JxmSz4DHhR1Ha8haSCt1CwUpUsrA2jmlIUVJ3JVD9Zo+fKtS6NHodEeqbDFVy9VG0MRh4Q+9Hqsd6SlwOFKYwDDe5KirrfOoVtIQFqote1UaoTMiquqeqzheBiwKApKQ+GkFLA4zqdyd+5IfJS2bjcpABOCJZU9EKLWFylzq1PSakiamohja2mQZMNMRSQnmG20toQQ2kbeIgLN1FZVJc1ZPVmnJUrJrtXdiiYwhh2WyygL2hSSrakWCCoAgFNlJvdJCgCInBqmrD0d5FUmR49RU65sjxaE+plna24oI461bXAVBACxYc7dptiLVSdrJNzDQsxxsr7Km1TpMdxSoBVGhsvuQ1F4nelxxYbbf+YACuMjbYtlLqiKTU\/QOgQ5Tk+XKj1WQqSiQlVRprL6QUxYsYkoPVKyiEyQuwKVFy3JZGJNnHITObVxgueiM0y9DecR4Ihwu+DSm5DaST2JK2wCB2j6sRio1fVHwilsQ5b70eU4mLUX2qC4yqOFwJK0yGwsk\/+YRFBBvt4qgq1jafZcnS5tNSJzExL7AbbW7Jj8EvktoWXEouSB19pBsQpKgRywRRdWk8R5D7EusKcjyHC8tlMJlKQoPLdbSLpJ4YK7FBJSoJAPVKkq+sr6SUTLFUgVgOtz5kFDiUS5kNp2WN5c6qJCgXEICXVJCdxO0AFRG7dO8GCKBSNJ4kqKzCdrboZZiSKbZENhJXFeDSVblBO7jAMJs4kjtUdv0dual6WU2lZs\/LFmpyFSxInupbU2jhIblrZcdQlNuqSuM0d4sSSsm6llWJvgwRV1mrRDK+aJFWluSpUZ2rxZERxKCFNpDyFJUvae1QUorSSeqTyHM3+pekTMvMcbMhrDTTsNpxLLLUBCWgtYj7lFO7rJvFQdv3q+4iw8GCKIU3T5un1pqumoMqkNzPCjw4SGgQYiY3D6p5DahJH1Wthha0PgceqGbmKVMj1idLmyWXWEAI8IjJjrS0U2LXzaEWt2KBUACTizcGCJmyplmDlOlClU+NBYb4inSmHBbiNXNhfhtgC9gLnzn6hYB5wYMEWs3wjH5qGcfwUr9zkY8+GPQf8Ix+ahnH8FK\/c5GPPhjRE9SztWCB7XG\/t+RWzHwcn53OR\/xSf9aMehDHnv8Ag5Pzucj\/AIpP+tGPQhiH+pZ1n6LqF7VF6m\/5IxG855PTm1uGhx2IURFrUY82GmSw5uTtupBI6ye1JvyOJJgxQtqqyq6HRKpTWqNJnwHYENcd5lt6lpdU6tqezNPGJV10qcaIIATycVe554T5Z0kj\/F8OqRIlKpcqO06yyx8S8FPWS60tTzYUnerY4sJUNvIjtBN7bwYIq+pOkcKlRs1MtzIqnc1GO5JeEBCFFbUNiNtXY9dtQjJJRy\/nFi\/MWi+YdCo3xDMefESY5DjVBUKJBhvR0Mh8uOFlppp0IIU44tKgtKgpB2kdpN04MEVPU7QinzKfSp80x2ZDTTLggtsyIsSKsNpBU2w08ja6raN5UVbrWI5DGWlaA0+lZSpuVGfyeU1AixmHSqiJLctxqM5HL7re+ynNqwoE3soK7QeVuYMEVS1LQOBWKk3VqpMgzZTsyFMnKkxnnW5SmFoWQWFPFlP0NiCEXQ244m5CjeRZB0yhZHnvVFgUziPU+JT7RKcmPsbjtpaQhJuSlsIbRZF7A3+4CcYMERgwYMERgwYMERgwYMERgwYMERgwYMERjzd9MP8AORzr+IjfujOPSJjzd9MP85HOv4iN+6M40N9nd+ZvycsET26H+R\/zhrpj8C7\/AEK5p\/xRH\/cx0Txzs+Bd\/oVzT\/iiP+5joniJn0x1N\/iF1Ieqd+Z\/83IwYZqZmmBWK7UqHTY8l74pKW5csJSI6HyAeACVblOBJCjZJABFyCQMRXM2vOm2UHao3XqnOYRRWUyZ7yabIcajsqMgBxS0oI2ExJI3dl2lDFC2qcT6TSqqqMqp0yJMVDfTJjF9lLhZeT9FxG4HaoeZQ5jCvBgwRGE7lPgPTGai7Cjrlx0LbZfU2kuNpVbclKrXANhcDtsMfcaQ3LZS+0FhKr23oKTyNuw8\/NjLgiMGDGB6bEjvsRpEhttyUstsJWoAurCVKKU3+krahSrDnZJPYDgiz4MfKFhxAWm9lC4uLHH1giMGDCOsVaBQaTMrdVf4EKAwuTId2lWxtCSpSrC5NgD2YIlmDGFUuKgsByQ2gylbGApQBcVtK9qQe07UqVYeZJPmOPtl1L7KH0BQS4kLG5JSbEX5g8x+jBF94MIplYp8CdApsuRskVNxbUVG0niKQ2pxQuBYWSlR5\/VhS6+wwUB95tviLDaN6gNyj2JF+08jywRZMGDBgiMGDBgi1m+EY\/NQzj+ClfucjHnwx6D\/AIRj81DOP4KV+5yMefDGiJ6lnasED2uN\/b8itmPg5Pzucj\/ik\/60Y9CGPPf8HJ+dzkf8Un\/WjHoQxD\/Us6z9F1C9qi9Tf8lXVX1QTUtQ1aQ5ND35QQ+DLrMh6IrhU6nrRvS8CqyXC6btIsSAtLhIPCUkvWoGaJ+V2aOuFJisJqNQMN11+C7K2J4Dzu5LbS0qJu1bt\/rX82JQGWkuqkJaQHVpShSwkblJBJAJ84BUqw+8\/XhHUqHTavIp8qe04t2lyfC4pQ+42EO7FI3EJUArqrULKuOZ5YoW1Q6hatUl9LcWsvpXOdkoiITBhyCkumOy8UELSCFbHg5bnZHMnqqOMk7V\/LLtDqNRytJRWJUJDigw2FlPUFypakJVsRYjrWwvm6bZFcqUquzoLwkzprUx1xdSkBKpI4SEKSnibUqIZZRZIFwkJ5g2KiZp5lafFVCks1FTS0rRZNWloUlCxZSEqS6ClBAHUBCeQ5YIvuoVPM8qoS4uWYtPUimFtL5mqUBJdUAssoKTduyFJPEKVi6wAk2NksnVDJ0Xwbiz3rTn248NSYzhTKUsLKS0QLLBDa+Y\/s8u0XcJeV8v1Z4LcVKL0VLcdxUepPtLUEWUhDxbWC5YKvZd+Sz5lG6Txa5MEbwJFLeRGslAjonSEtJaTfayEBe0NDcfmgNnZ1eQsRfdAz9Q8wyIcKOzPiypsTw1uPLiqacDVhzUD2dv6Lg88I6rqzkWiykwqjVltPKkri7THc5KSw5IUonbYIDLLq9xNrNqIvhyayPlpmqQqz4E+5Jpq3HIXGmvutxlLQptSmm1rKEHYtaBtSLJUUiwNsMyNFdM26kuqpy18+7McnuAzJBackLadaWtbRc2K3NvvIIKSCHFC3PBEqc1BptTymvMmUliphT6YjWxtTgS6pQF1JRckDcCQPN5xhDD1by3GhtIzFNEeYxSY9TnvNxnURG0OITtWlbgBCFrJSjfYqKVDtSoCTJyzSkU5FKBnGO28h9G6oSFLStJBTZwr37QQOrfb92GZGlGRUvNSF0qS86y0WELfqUp0hohI4d1uHqAoQpKexK0pWAFAKwRN9S1bpK1UA5WS1Vm6tVY0CU4lSgmIh3cLkpSRvuBZBKbi5v2BWGtauMsNzW6HR3nZNNrUakPonJWw24FzI0dx1pxKVhYT4SkgGxJt2DEgk6e5VmPw5MmLNccgvtSmlKqcrrPNm7a3PnPnVDsBXu5ADsAGMFU0wyXWX3351PmXkyUy3UsVOUwhT6VoWHNjbiU7t7Tar27UA4Il6s0MQKLTalWYzrb85plS2YbbkoNqUE7rFKNxQkqHWKRy5kDswjgak5QqsiTDpVSVNkRZAjOtRmlOKSs7uZ2iwHUXzNvonDivK9IXT4lLvOQzBG1lTdRkIdCf7JdSsLUOzkpRHIfUMfiMp0ht8PpXUtyXg+lJqkooChfkEFzaEcz1LbTy5chgiicLW3KdXy1R8xwXX4KKwqlFpupRXEKSJr0dCG1BG6zhTKatYlN3G7mxvj6ztq5CoeQ855ny1FRUKnlKhLry6fN4sTiRw28tDlygq2r8HfCeXNTZBKfpDIjQrS9ptTTNAlNNrchOFDdWmISDDU2qKAA7YBpTLZQkcklNwO3DpU9MMk1iLVYVTpT8hquUhqg1HfPk7pMBtTqkMrVxNxAMh7nfcQ4oEkG2CJKzrDp7JYkyY2Yo7zMRbyHXUKBQktMuuq617fQYeP\/ANtXmF8N9R1ipP5b5YydQfBZrlYrT9JqO95SHYeynzJQUlG07jvhltQJTa5tfEli5DypDp4pTFK\/kSXEuIjLfcW00RcWQlSiEJIUpKkpACkqUlQIJB+JuQcs1GsU+vTWJ70ylTTUYRVVJXDYkFtxorS3xNgu286jbtttWoWscEWOfnmnobmRqY0+\/UWQ4I8dyO6gyShwNLU2Nu5xCFqSFKSCACD2EEvlLVUF02KurBgTVMoMgMBQb4lhu2hXWCb3tfnhsayVl1h599iLJbXIcW6oonPp2KW6HV8MBfzYUsBSgiwV57jD7giMebvph\/nI51\/ERv3RnHpEx5u+mH+cjnX8RG\/dGcaG+zu\/M35OWCJ7dD\/I\/wCcNdMfgXf6Fc0\/4oj\/ALmOgWZMv0vNmXaplauMF+nVmE\/T5jQUUlbDyChabjmLpURcY5+\/Au\/0K5p\/xRH\/AHMdE8RM+mOpv8QupD1TvzP\/AJuTPlHKtLyVl2Hlqjl9ceIFFT0hziPSHVqK3XnV\/wBdxxxS1rV51KJ8+ITn7R+pZ2c1EDWa4sFnPuTGcohKqYp5ULhmd\/KN3GSHbioL6lkfQT1uZGLOxTlfzTqpQ4OcqpBp3xlVKQ5UpVCp7lPkhMqM1HLjbG5tex1bi0NoQohKkbzbeSU4oW1SNWljwm0WRHrUWKzSKgqocBmE7Z1ay0XFblPqIcUpDt3OZIfWk33L3lL0vmwMx0nMDuYmVmmsuNrZbivDiqWp0qWFuPrUlS+IjeSVFfCRuPVTtjmY9VNR6FpjqbqBKoVFhOZUotQq9GiOty1lxMZp9xHhO5LYVxEtIVZtV0byDzHN8XnDPzdOmSRBiOPMGZ8XpTSJV6shuI242oI4hMU8ZTjW1ZWVhsKTt3WBF9ab6VVLI1TcqlTzYmtPORlRi4uK8l0JLm5KQ46+6QgADqDluK1\/SWq+CBkHMeWMtZ6Yq2bJNeGYZ7lRp7MWG+yun7mGWgynZIKnEFxriq2lvcp10q+kTjFVs152dpzyJMVbcdsvrblxaNL4s5LaWHEcJpD29glSnkfOKVu4JO0pVtw103UfVuZWHaJUcvRKYymnR3V1ZdClvMRpqnJKHGCyl4KeFmo6wUrASHCCVXBBE8eKCoHwQN5rbYaiqQthliG80mARJW6rwIpkBcfe2oMqSVLRw07AkIUptTe5oIuRHy\/EnV6lTWMuznKjGjyqO46wp9bctsqLapNgbTFq3JsvekKKjyA\/ZOcNQ6Zm9FJLHxiwtp9DlRbocxLUAJfuFONh\/ZIugJA4e1Q3X5pChh0h5zz38fUFmZBjOU6fKZiVBDdGlNOxeJEkOJd4inCnaXWmE2KOqHwlRukkkTfO0Bpc5UicKjEjVSTGZSuaxTrrVICmw+4riOLJQ800lpaL32reO67qyZNM0+XNpFApUmfElCiBB3S4rrgU4koKXWwl5JacTtISrcohK1J7FEFviZwzq6p6TNpzcZlooW9GVR5CnYwU7s4e8OFLyglSV72xaySLDcClhRnPVCNPqMiapiLFlVGOinx5OXJLy0MqpTbqrFt9JsZTchNikqTfmbWwRPEXSaoMQ0Q3MyxXkeEQ3pCVQn9kwsqKluSE+E\/PPO3AUtZKTtF0EgWaKxoPUarBfjjOUVmQ81Oa8INMddUPCVOXVuXJLhUELS2o7+uhtCTZIAwvzDmvUoMiDToSY01t+I8863SHn2mGTJiKdQTxAHfmXX0naQSWiobfohzzpnyvUdvLz2XqJLlt1Z4JklVKfdVHa3tpU4tKVJ4e0LUvabqUEWA+kpJEwv6I1eqTWp+Ys0UWqOxawKzFS7QFhDTwjymAf\/Mle5LcoBCwpKk8JFjawBJ0TzFJpjMQ6gpamNiLxZ7MKS0\/ISyhCeEtSJYUWiUFYQCClSiQo9bc15nzfqtU8k1umJgFiZIo6nWajBpExpTbrsTc2yhtL\/FS6XSpIcC7ILYCkgrTh91TquceFSZWXZU2PAmRkPuMIp0hT6X0yoqk7lsqCmxw1PbkKSQUpWPPgicalpV4VT6fS4U+mxolLq71RixDTnDHbaWy62GAhD6LbS6VgghNwLIHKzK\/oL4dIEis5ljVyyozpTWKWJQkOMpSlKpALoD1rLKbgFBWraQCoF1hZq1LVnCHQ36ZRn6WhxbUycYsyMt5QW5csIs4hIQkN33uWWVnaRa2Gyt531cy58ZypNCg1ONEd4EZEKjSQ6+scVwkfPqBRwwwndystayAopDaiLG70eKMh2aum1SPBbkABhtmmNgNJBACFkEF1Bb4ja0KO1SV3sDuK\/yXoVV33UPx8\/LacR4CkK8EeSpLUdxlZYStqShaWVcJXze7akurUMfVS1Bz3Cq7im6aZrRM+OwligTUrZKHmA1vBe4bxWhS7ElsDaSFAXSWlvMWfF0aOuTErCEP16JPdYREmpkw2DUGXFJL288Vot8RPDCAAi4IsLEitrKmXzlikmjoeYXHbkPLitsMFpDDK3CpDISVK5IB2i1hYCwHZh4xEtPK5nOuwZb+c6VTYL6HgGW4RkdRJFy25xkJ3LSe1aCUqvytbnLcEWs3wjH5qGcfwUr9zkY8+GPQf8Ix+ahnH8FK\/c5GPPhjRE9SztWCB7XG\/t+RWzHwcn53OR\/xSf8AWjHoQx57\/g5Pzucj\/ik\/60Y9CGIf6lnWfouoXtUXqb\/kjEazpQK3XG4fxPUEtCOtZejrkvR0vBSdqVcVkhQ2HrbbEKtY7b7hJcGKFtVTV\/SjNlcprFGl5hZkRac\/EmNOuy5fGmPM1BiZ1rK\/k9uEtoFJdVtWCNoTsP5lzJucX6dFrEapvocYbcabiy6pUEeFKUlxpTj3FKlNFAWSlISsKLaVBSbgptrBgigWQsh17J2Yq7UZVThTY9feZmylp46ViQiFFjdVta1pSkmMtZNyo8QAnq3VPcGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEY83fTD\/ORzr+IjfujOPSJjzd9MP85HOv4iN+6M40N9nd+ZvycsET26H+R\/zhrpj8C7\/Qrmn\/ABRH\/cx0Txzs+Bd\/oVzT\/iiP+5joniJn0x1N\/iF1Ieqd+Z\/83IwwzM75ep86RTpbs5D0bZvtTZKkKKiQlKFhspcVyPVSSQOZAGH7DJNylTp77slyZUm1uLDieDOcQlpYt1kAGwvYXvcfd24oW1RvOOedNqrSXMr5gbk1enVx0UeXGZgvutr4zZUpl3anzo5Kb5qsqyk2vieMtIYZQw3u2tpCE7lFRsBYXJuSfvJviHuaQ5CcqTVW+KFolR0hMdxuQ4gsDduVsIIIKlXJPbdSzyK1Ey2HFRBiMw2lurQw2ltKnXCtZAFrqUeZP1k8zgizYMGDBEYMGDBEYSyqZDmyok2QhanYK1OMEOrSEqUkpJKQQFdUkcwbXNsKsGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCLWb4Rj81DOP4KV+5yMefDHoP+EY\/NQzj+ClfucjHnwxoiepZ2rBA9rjf2\/IrZj4OT87nI\/4pP8ArRj0IY89\/wAHJ+dzkf8AFJ\/1ox6EMQ\/1LOs\/RdQvaovU3\/JQCtarU57Oh0syW\/Hn5uaWlU9h1twtUuKUIcMl8C25JS4gICVDes7dydqyl01Azy3kSJTJkgUpDNQneBKfqVS8CZZPBccCivhrvfhFNrdpGH5qjUhiryK+zTIqKlLYaivy0tJDzrLalqbbUu1ylJccIB5ArP14xVagU+tSabKncffSZXhkfhvKQOJw1t9YA2WNrixY3HPFC2qNUTVvK1TYQqXOjtvrebjpRDU7MRxFNsq2FaGwEru+jqkBViCQLkBVW9TsqUilSqi3OEp2OhxaYqEqS44lCdyl2I5NAEEun5sAg7ueML2kuT3qxJrikVFMqTOTUTsqDyUNvpaaZ3ISFWQC0w22QLAo3JPJRv8AiNI8lx4UmBAjzILUtLiHfA5jjClIWLKSSgg2sB+jBE7z67WBPfh0KgIqCYJbEtxyWGLKUArY2Nqt6wgpUQooT1k9a97J5Go+R4rvAfzHFS4p0Mto6xLyrLJLYA+cSA06VKTdKeE5cjYqyuZlSnzHUPeGVJhxKUJWqPOdaL2y1i5tI3mwsSeZHI4aV6U5QXGjQizOEeEppUVsTnbRw2FBCW+t1ANxtb7vqwRK\/GJlNvL8PM0ydIgwqg8zGipmwn478h923DabZWgOOLVfklKSTY2vY4+jqLkUMJmflXTfBVNcZMrjjwcp58g79DdYE7b7rAm1gcIM35IlVTK8fLdBfUhsVenTXFPznUKZYjy2n1JaUlKlA2ZCUp5Abu0WsRnSXJEaQqZDprkaS4hxK32X1IdWpxRU44Vg7itSlKUpV7kkk9uCJxqGoGUKRzq9ZRBCW47y1SmnGg2h\/fwlLKkgICi2tN1WsobTZRAw3ztW8hwozstFcalpZQHFNREqekKQXGUJcQykFbjZMhohxIKSFpIJCgcZMyaYZWzW4h+r\/GJdQ1GZU4zPeaU4mO4pxreUqG4pWtRuf7Rx8TNKspz58moyzU3HpjLTL96i9tcDYbCFEbrbxwWzu7bpvgica1nSjUZlAcU65Kfj8diNwVpWq6VFCVkpsyVlKgnibblKgLlKrY2NRMkyUlbGZIakpK9ytxshCEJcU6o26rWxbauKbIKXGyFELTfJMyVRZ0tdQcXNblPQW6c+8zLcQt9hHE2JcIPW2l50gnmCtR8+GeXo\/k+bmJGa3XKwmpoO7it1V9AK+Ey1vKQraVbI7QuRfkT2k4IlLGrWm8nLhzezm+AqhpSHFVHcRHQ1wkvF5SyLJaDSkuKdJ2JSdxUACcOEPPeUqgptMGtsyA86202ttKlIVvJDawoDbw1qBSly+xSgUpJVyxAM06HuuUWjZWyZPXFotMp6qeY8mcpZCUstsMCz7Uhp1sNBwLbcbIWeGSbJIVLEaTZKanN1BmC+y81UG6mCzIW3d9CipJO0i6bqN0nkQSDcEjBFkququRKJLXBqtbMR1suBS34r6GRw3EtrUXSjhhCVrQlS921JWm5FxhlXrllVmRQkyGZTcOsx5L3hpjvBlJZbDh4RU2DIQUlSuI2CkIQVEgc8SeoZFy5Uqm5WJEeQmW5vPEZlutgLUzwVLCUqCdxbsLkf1UntAOGyBpNlOmCjphuVZCKDBXT6ej4zfKWGVMho2BVzVtSOsedxftwRP1TzRl+jT4tLqdUZYlzBdlpVypQ3JQCbfRBWtCATbctaEC6lAFjGrunykF5FdWphENuoOyEwpBZYirSpSX3XAjY00QhzrrITdtwXuhQDtWsoUfMDaWKsZbzHg6ojzHhSw1JZVbch5ANnARcHcDcEjznEXd0ay7S6VWEZTEyLOqFKRTGku1J8MBtrjlhoi6trYXJduAk3Cuw2AwROR1e03SyXl5qjoCIip7iVtuJW1GBbu6tBTuQmzzS7qA6i0r+gd2JJSKvErcQTYbU1tsq27ZcF6I5ewP8ANvISq3Pttb\/LFeRNAsn1DK0ClZrjSZNSRRE0WbLYqL4ccYLaEuMh26Vlrci4BAtzNhc4sKDSWoMh2SibOdLt7oflLcQm5v1UqNh+rzYIl2PN30w\/zkc6\/iI37ozj0WZwzLAydlip5nqTzbUenR1vKLitqSQOqL\/ebD9ePNbr3naLqJrFmvOEBCRFmzyiOU3stppKWkL58xuS2FW818aG3S7q73D4A1+YWB\/nTzKbmOr2llO+ye5dV\/gXf6Fc0\/4oj\/uY6J452fAu\/wBCuaf8UR\/3MdBK\/LqtPoVSn0KlJqlSjRHnocFT4YEp9KCW2i4QQgKUAndY2vextiJn0x1N\/iF1Ieqd+Z\/83JfgxDtP4OYpqJGdM4MSoNTrHNmlOPBQpcS922FBBLanf6zihfrKKQpSUhRZ6jFrLeoLWW0ZlqrKajJarkUpd3JMNgFEqNtLhISHXGCpQSB\/Km0gHYTihbVZODFI0DpR5TzRUY0GnfFjMd2NVJMmTIrDTJYRDfjtGyFJuSrwpK07toIQq27lhwb6QOXagcwyqfOp6DlOrv0aXFlVNpgSVpitSErb3I3lZClNoSLJUpDnMgBQIrewYgFM1NhPZtgZOjvMVDw0Pr8MNQjJWkpceHDDSSFLKOCUq2jq3T29Yhnfz1ToEhur1zOztOzFETPlPZTVNYU48yyw8vgcIICgkJSl4PAXPLrFCgMEVr4MU7mXX3wGlTW6FTqbKq3gNUcptp\/hEaY\/FheEhTXDG96Pe7a3AEhLiVI+lYGWZi1Jj5ep9Jnumiut1OOuQhz44Qhp4pCTw46im76lb+rYJB85F8EU2wYqOPr\/AB5NRodKVQI8KTXa18TtNTqsyy5GV4LIkfPtgKcbc\/k5Rwym+9xIve+HLOetNKyZUDRphoztSNRiwEwzWWmnv5RIjtNuKStIIG2ShZsD9FdrgbsEVlYMVJQ9a2q9mdFIprlCAaqLVMqYdriFhl0tyLJYCEdYlyOsDftKgE2A3dV2zfrBFyrOqEIQIEo06VGiug1hhlbZeZW6FOhZAaBDZSncbqUpPIDrYIrFwYpmidJWgVitmkqj0mOlNRRTyTXGFuqK6hIhJUlCR1uvH3kbuSXEWuSAUtL6UOUswSaWiiqgPSKnKVBjsLrLLQUpTjCUqUlQ3\/8A1k9iefX27xY4IrwwYraha00+t1CpUyPTmpcmmUqRUXGKVNTOecWwpKXGUobT2lSgG921TnalPI2+fHRBQ\/GjKYpL6pCgW3IdXQ81KBdDYair2gSJAJBUyLFIUi566bkVl4MU810iaWqYIj9PpjfERDkMqTW2XC7HfkymCpCUgqcWlURXVbCr8RAuOdklQ6StJy5upuZUUMVhqny6g5HjVhKW\/mnHkpb3upSAs8BYIPO9rA87EV2YMVvSdXY8yvxINUlZapkF16VTnVO1lJe+MG5bcdthsFISouF5ram4WS6gAdm6yMEWs3wjH5qGcfwUr9zkY8+GO4Hws+rtLyXoE9khMpBqmYjwW2b89iwUKP6Nhd\/yH144f40RboTGnpPef9LDLedMRnjCoHaBf81sh8HnPhUvpWZPqNRktx4sZ4vPOuGyUISpJUSfqABOO8Hjv0k+39H9vjzJMSH4roejPuNOJ7FoUUqH6xidaSZXzhq5qPQdOKPmGZHlV2WmKh5bziktX7VqAPYPPjqEWRGthOaSa3UIGNMwuY0KPDiujwnNAIFagnCuRGa9Gfjv0k+39H9vg8d+kn2\/o\/t8ed7XfTzO2g+pdT01ruZpcyRTktrElt1xCHkrSFBSQTe17j9RxX3x\/XfTU\/3lf++JiNgwnFj2uqOkcEZtr2hzXsofwu\/\/AEvTF479JPt\/R\/b4PHfpJ9v6P7fHnh0a0i1q13rooenrFVmlKgl6QXnOE2T5ri5Ur+6AT5+Q543QoHwQGv1QgtyKzqo1Tn1pClNb1L2n6rhzHbYMJzbVkgdLmj5hZ3zUwx5h22kjGjHmnXRxp2rqd479JPt\/R\/b4PHfpJ9v6P7fHMXyOOs\/rsY\/Zc7+DyOOs\/rsY\/Zc7+J1EHLxt4Lna5rP9qJxXTrx36Sfb+j+3weO\/ST7f0f2+OYvkcdZ\/XYx+y538HkcdZ\/XYx+y538NRBy8beCbXNZ\/tROK6deO\/ST7f0f2+Dx36Sfb+j+3xzF8jjrP67GP2XO\/g8jjrP67GP2XO\/hqIOXjbwTa5rP8AaicV068d+kn2\/o\/t8Hjv0k+39H9vjmL5HHWf12Mfsud\/B5HHWf12Mfsud\/DUQcvG3gm1zWf7UTiunXjv0k+39H9vg8d+kn2\/o\/t8cxfI46z+uxj9lzv4PI46z+uxj9lzv4aiDl428E2uaz\/aicV068d+kn2\/o\/t8Hjv0k+39H9vjmL5HHWf12Mfsud\/B5HHWf12Mfsud\/DUQcvG3gm1zWf7UTiunXjv0k+39H9vg8d+kn2\/o\/t8cxfI46z+uxj9lzv4PI46z+uxj9lzv4aiDl428E2uaz\/aicV068d+kn2\/o\/t8MmbOk7odk2lu1asagU0MspKiUOcrfeo2SP1kY5weRx1n9djH7Lnfwnk\/Aw6sTSDM1fgv7ezisqVb\/ADXhqYI3eNvBNqmjdap\/9T+KjHTv+Eld1ngSNNdI3HYuX1kolTbqSp5PMEJ7L37L9gF7XJ3DnxjpP5FLUr1p0r3U97B5FLUr1p0r3U97FcRj4lL2gDAWhxV8CLBgAmjyTiSx1T4e4C4K0vggs8ZRydormH8qMwQ6Z4VVBwfCHNu\/bv3W\/RuH+eN9\/HfpJ9v6P7fHMCN8DNq7Db4UTWSGwi99rbS0i\/12C8ZfI46z+uxj9lzv4udDhvoXi+gHpt3CiysjR4NWwzcSTfDfW8k5jNdOvHfpJ9v6P7fB479JPt\/R\/b45i+Rx1n9djH7LnfweRx1n9djH7LnfxzqIOXjbwXe1zWf7UTiunXjv0k+39H9vg8d+kn2\/o\/t8cxfI46z+uxj9lzv4PI46z+uxj9lzv4aiDl428E2uaz\/aicV068d+kn2\/o\/t8Hjv0k+39H9vjmL5HHWf12Mfsud\/B5HHWf12Mfsud\/DUQcvG3gm1zWf7UTiunXjv0k+39H9vhK7q7o49UmKovUKncaM240gCYoN7VlJN0Dqk9UWJFx5scz\/I46z+uxj9lzv4PI46z+uxj9lzv4aiDl428E2uaz\/aicV068d+kn2\/o\/t8Hjv0k+39H9vjmL5HHWf12Mfsud\/B5HHWf12Mfsud\/DUQcvG3gm1zWf7UTiunXjv0k+39H9vg8d+kn2\/o\/t8cxfI46z+uxj9lzv4PI46z+uxj9lzv4aiDl428E2uaz\/aicV068d+kn2\/o\/t8Hjv0k+39H9vjmL5HHWf12Mfsud\/B5HHWf12Mfsud\/DUQcvG3gm1zWf7UTiunXjv0k+39H9vg8d+kn2\/o\/t8cxfI46z+uxj9lzv4PI46z+uxj9lzv4aiDl428E2uaz\/AGonFdOvHfpJ9v6P7fB479JPt\/R\/b45i+Rx1n9djH7LnfweRx1n9djH7Lnfw1EHLxt4Jtc1n+1E4rp1479JPt\/R\/b4pfXn4QjQTRejPuozIxV6qUER4jF9yl25Hb9Ii\/nsB\/eGNLfI4az+uxj9lzv4Qr+BV1NcUVuaq0tSlG5Jikk\/8A54aqE28AHre2nwp802iYfc9xA\/DCfXsJqB3FaZdJbpHZy6SeoEnOGZn1txUqIhQ91w0j6z5io2H3AAAdmKkxvVrl8FhnHQzTOtak13UeDLj0mK8+GGYh3OqQ0tzbffyBDZF+eNFcZ47YlbcTfkQfkt0m+BZMKCCLOIIIN99b7zXPepjpDphWtZdRKLprl2VFjVGuP+DsOySQ2lViesQCbcsdY+iL8H3R+jdVF58zjXGa\/mwtFmOWUFMaEk\/SKL81KPZc+bHOvoE\/naad\/wCKD\/Scdl9eM3V7JlIg1fLrUyfMQ+6pqjQTHEmruhlfCip4wNkqc2b1IstKQSDa9\/S0a1jW60i+vBVzRc51it1yoPpi9DXLfSPbjV+DUEUXNUBsstzeHuRIa7Q26BzsD2EcxfHLXUHo\/Zq071khaLVCdEm1aa\/FZQ7F3cP59VknmAeXacdh9J4uqlKhml6oVao1aruwm6hVZL7DbcSNNeUVeCQygddttHVVzUAUpIUSpWNHtW4zMv4SSgMvoC0Blpdj\/aTFeUk\/5gHHqT0pBjwWRi2ji5o7CvN2qJKtiWTUNa53aBVdR+ij0fspaB6U0ag0OmNNznYqHZUjaN6lKANr\/wDM\/WSfuAurHy22hptLTYslACUj6gMVxmPWamM6gq0ZytHdk55cjtzEx5kZ1qKxCUlRM1ThADrKVI4fzZJLpS3dPWUn5aLEMV5cV7kvAbLwxDbu+J3k9JxKsnBiL5orVfyxTqU8z4DMDslmDNlSitsIcds2ysIbSo2U+ptBHYkObidqVHEMy3rNV6rEpdTqlMpsWFUZ7sFSmlSHlsrE4Q2kFKWzbiOpeCVkhsENgq64xWrlbeDEBy1rFl3MDVOmusVCDGrDUJcIyKZKSQuQLJS6ot7GwVlKELUoJWogJJJF1NU1PptNzVIyyuBUL09TJmOpgSHkqbdZdWgM8JCuI5ubCeGOtYkgG2CKa4MRqkakZKr0+DTaVXEPvVOI1OhnguJbkNONcVGxxSQgrLd17Ad+0KVawJHyvPtGcqD0aK654PTnnG6jLkRH2YzaUIfKuE+tAaeKFx1pWELUUf1rEpuRSfBiENazadvylQWatNXIb3cVkUiZvZIKhtcTwrtqJQoBKrE25A3GMFa1ZprFGp9ToMGfLVVqwzRYwkUqaxsdcv13EKZCwgbT1tu3mOeCKfYMRFjUnL7ESGKq9K8LdiMvSDEpU11hp1xtKw0VhrqOK3p2NObXVb0AJ3KAKOJrBlGpy6cxTZE3hVKcIceU9SpaY0g8FTigh4N8NKxsWkpcUkgtrBF7XIp1gxE0ao5NciqlIlVI7UpWWPiaaJBQoEoWGOFxChQSvaoJ2q4a7E7FWXS88ZbiUynVnwqTJh1ZlMiI5CgyJXEaKAsOWaQopTtIO5QA54In7BiC5J1KOfc3Zso1GgoTTMo1FqlPynUuhUt5yDFmIcZJQEKb2SwnkonqhQ6q0kr16n5PQp1KX6o6G+aVM0Wa6l9PWutlSWiH0J29ZbZUlO5G4jem5FK8GIrI1Jy6zVUUdmLXJb5U0HFRaJMdaaS62paFlxLe0jqgHaVFJUNwSLkNWYNaskZUzYrKNenzhPdeZiRIsOh1CY88+uLJlbBwWFpVdiI+sFJP8y4k2ULYIp\/gxG5uf6HTX3I86FXW1JeaYa20OY74QpxkvDh8NpRXZKVhVuaSghQHK7Jn3VWNlhOTWKFE+NXs9VBcGmSG2nnoyQmnyZodWplCyUqRGKQBzO\/cLpSogin+DEVqGpmUKRLdp1TnSm5UdkvvIRTZSwlsJQd90tkFJ4iQD51HaLqBA+6VqDl3MUuLGy7JkTUvKPEdTAkhluwUFIU7w+G26ladqm1qSoEKSQFC2CKT4MRadqdkinZgdytJrCzVWo7koxmob7qlNNraQ4UFCCFlK5DCVJSSQXUAjrDHzF1Iy5V3ITNCely1y1j\/APbJYS0kPOMq4quFtZUHGXU7XCk3QRgileDEcqeoWUaNVpVFqtUXFkwWW5MkuRXgyywtDy0urd2cNLdo711lW0FsgkHlhNC1OynVWVO0t+pPAB0KX8TTQ20tt0tOIcVwrNqSsWUlVlAdYjbzwRSzBiGvaqZVNRk0+ny5E12muNJqDUanSn3W0Oh4NOIS22ouIUqO6nem6eornyw2UvWjLpl5jTmKQ1T4dIraKZDkpbeWl9lVNhzeM7ZHzISJhCiuyUhFyRcgEVi4MR\/OWbW8pwEvmnzJLshLqWCzEdebS6ltS0h0tpUW0nbbcRYcySMM1F1gylUMvwKxPcnwnpiWUmO5SpiVlxbKXCW0qaCnWgFW4yQW7ggquCARTnBiL5h1Jyplippo9TVV3JSoyJm2DRJ05IZU5wwsrjsrSBu7bnkOZsOeECNaNN3BDIrzwVPdmMMIVTpSVl6Lx\/CGlJLd0OI8EknYoBRDKyAQMEU3wYi0bUzJ0tCFtTJw3y\/ASHKVLbU29sbXZaVNgtpKXmiFqskhYscJk6u5EU9wFz6i0supaQHqNNa4u5O4OIK2gFtAWJdTdCdybqG4XIplgwxw850GbQ5GYmlz24MVxbThfpsll3ehexQS042HFdbkNqTc9l8NMrV3I8BpL1Qk1eIFmwTIoM9pd+LwwNimQoEq5gWuU2WOp1sEUywYZWM4UJ+hO5jS5NbhsrLS0vU+Q0+lYXs28BaA7uKiABsuq4IuCMIGNS8qyFBtPxyhZ3DY9QZ7SgsJKuGQtkEOFIuls9dQKSkEKTcilODEPf1ZyQwwmQJdUkJccLTaYlEnSHHF+DNybJQ2ypSrsuoULA3uQLqSoD4laqUFig5szAzAqsiPlKI5Nf2QnAJTSYqZILCyAhwqQoWAVe9rgXGCKZ4MQenasZddqFYgVdciB8WFx4OO0+U2jwZEVqQpTilthLbiUO3LSiF2ANrEYlNDrlMzJTGqxR31vRXitKVLaW0q6VFKgULAUkhSSCCAeWCLXX4Rj81DOP4KV+5yMefDHoP+EY\/NQzj+ClfucjHnwxoiepZ2rBA9rjf2\/IrYDoE\/naad\/wCKD\/ScdhekJQs45jm5QpmSM91LJ1QNTeX8bQ6ExVOGnwdxOxaH0KSgKKvp25WPMDHHroE\/naad\/wCKD\/ScdfuktkvIOe2MsUbUWPHdpqKi++gP16RSU8VMV3aOMwtCjcm1r2sSbG1selICsHt6slEx63s4pgyVkXVHKWYZEjUPXCTntl+EpEVmTRodOXGUHEFawmMlIcBG0Eqvt5W+kcaN6p\/8Sigfh0\/ub+NxtFdP9FsqLTXdMmDT6hWKYHJkA5lkVdSGtyFJ3KeecDakkgHba+433bRbTnVP\/iUUD8On9zfx7kYUlYf527yd+ZvXiTfoRv8A439H9JXa3GEw4hlieYrPhIb4Qe2DibL327u21+duzGbBj4lfVpFVY9LqMVdGqvCW1UELYLK17S6NpKgmxBva55cxa+GN7THJLyXk\/FLrIkTYNQdEedIZ3vw9hjk7FjkktoOz6KiLqBNzhq1WomYapJydUMtw6m69R665LkOU1UMSGWFU6YzuT4WQ2QXHmgRzVY3A5XDLUxrgIcg05dRMtMyMHLJphaVG8E+cMMKIO7wm27wgjqb9nPbgilLGmuRqdFapLbM5uOt6GtiOusyylK4aw9HS0lTvVCCgK2psCE2IIFsOUrJOXpeYEZocZmIqKS2orZqMhlCyhKkpK2kLDa7JcWOsk8jio6wrpA1WuPtJyxWGI8ac4umzwqjqMZIEpkutJU8SCtlbRTxErspV1JAu2J9nVWpJy5Ql5LTOTOLjZqKXEwlyQjgK\/nAtSWT85s38JQJ\/qEDngiccs6YZKye5Ady7TJEZVMhN0+NuqEl0Jjto2ISQ44oLskBIUq5sBz5DGWZp3laa1KYdZqTbUx5591uPV5bCA46l0OqQlt0BBVxnSdoF1K3fSAIhL9I1wp7Fccj5oq9TU3KZapyVN0oLejqdLjjqBwW0oUlK0sbXFEEMlY6ywcLNOxq4nMTkjPjlcdhvKltJacbpTcRoBEVTboSwpT4BWJaUJLiyEn5wEhK8ES6LoNphCS+mLR6k2JBUpdq9UCQpSSkqSS\/1VWP0k2INiDcA4dfFhkwtxIwj1LZAmMVBhArU2yH2twbVbi8x1lXSbpVy3A7RaO+G5\/mVKrfElQr02Cx4U0VhVIIDwlNBCI1gFBSWuOD4QLck9p5lRCVqWsmLNYzC2JCmA3LSKSXGGuM4F8UbrF3YpCjsSpFkJ2gq3JURPUnS7J0uA7THY9UEZ9ttt5Ddamtl4N7dhcKXQVqAbQneolRSkJJKeWEdO0f08gx6XEp8KoiPQpipcNgVyctpuQVOFSlILxSs\/OuAhYULK22sAAwadUrVRnUKoVzOxrHxfJo0entJW\/BUwp6PPqR4zjbRuhbkd6GoFoAE7gsJKQB95JGeJWU6TTnjWYM5TbRqc+EmnqZEsxx4UEB4qXtEpDnNTZN3Ba6LFJFMadp\/leluB6HGnB0IDRddqcp1xbaULSltS1uFS20hxwpQolKVLUpICiTgb0\/ywzQqVluPHnM0+ix0xISGanKbWhlKAgIU4lwLcG0AWWpV7c8R1dQ1UOTMmzZFBqfx8puG5mKJCcp+5LgQjwhs8VfDIKt4HCXccrG2IgynpEQcsU+pIXmyoV\/wumeFU+Z+T6Yvg3xltmXLWxW4QrqG1ztCNvW3pwRWrlfImVsmTK1Oy3TnIbmYZjc6oJ8KecbW83HajIUhtaihoBmOy2EthKbNp5csYF6c5TU0GURJzKElXCDFTlNcBKvpIaKHBwmzyu2iyTtTcchaIxxrK2\/Tai6qtOswpTaqtAc+Kgqc2qLKQ4mIU2AQiQqG4niuIXsbWCVfQV+ZsTq5OdgJy5DriYkuQqJUo0pVMRwoztLkAPJWhe+7c0Rd2036zpSFo27SKax8i5cizJ8+M3UG36kWOOtNUlC3BShKA2OJZoWQm4RtCrqKrlSrtdW0dyBXM6RtQalTaguvQ5LUuPIbrM1pDbzcaRGQoModDQszMko+jY8ZRNyb4bqTSs7w8i5YS9JzMa7AieCykF6nqW44Ugb5F\/mlNgoFlNnibVDzlWI3k9GvjuZ5y85P5kbozNGKoqGGqIlTs29igkKWpTnWKkqPDaslIUCQorIrMn5MotSRHRLdqx8E4fBU3WZja0lCFoCtyHQSopcWFKJuq4KiSBZPU9Ocn1b8mxJpjrScoPF+iIiTX4qIazGci3CWVpCrMPOtgKBACzax54hMBesMOXm12cznGay0+9Fy82PiEB2P4LGWJK7FB4nhIlNoCilOxQ3o7FBZqPJ1kpmltLa07p9Rq2blR0tSXFmnIfS6ITqg67xFoji8lLKVhoKHXISlKeugikE\/SjJFTkJlzoVRdeDPg6lmszQXGg2EBDlnfnEgAKAVey+uOv1sLabkLLlIfYfpyamyY1tiPjeYW1Wvbe2XSlfb\/WB831DEUymxq\/WGM0RsyzqpQlykbqLKdRTVqiKU68QlLbQdCghHASoulW7naxucIkta6TYdUrHhE6nSEkIh0hZproLbjqVOKS4E2U42hJQ3vWlBDi96VkJWCKRr0o08ez0M\/iPPGZA2+0JDddmps24qOp1sMpeDewqjRiU7dvVHLrG66DpnlGmPB+nMVOMfCHJRS1WJiULcXIckq3IDu1SeK86raQUjcUgBPLH1l+RWSae1Vsr1FuTwwJM54wwAvgoKlKDTpPWX1eom25s8gnaTVdZqXSdfzDmZml5fq8elIDSqK425RfnFpcnJcTdbilIbUn4vWCtClDr9hugEVwVrLOWcyOy41Tjhcl6nuQn1MSVsSExngtHJbakrQf50IWCFJJXsIJVhkpOkWQcs02XApbNXhQZHHW+3+UNQ2fOq3uq5v9Uki5It5\/MTiKZtZ1qc1bdby2xWo+U5TdDbVPhpo9mtq6j4cPn7vlIDkBQBSoghzhjmoKltWiZik5VpTxZzK\/OiqAkxWnKcmTLTtUhQkBREYhXIqDZTa\/V29gIsVL0f08hVCbmKkR6oiVWG2fCJTWYJ5LyG1vON2PHsAFSXiNthZwjsAAyq0e0\/MqfORSJKJFRmpqL6k1OWAZCY7ccLSkOgIHCZaQUpskhCbi\/PEDyrSNactafZdy7CYriX4FPprctMg0hTzBTFDbkaOUkNltC20lSnNyzvO1ahYJl2cEalKzfDdoD1fTRY9IU++3ThS+HInpkNFDKvCrugKb4oWUlI2\/RWldjgikbuToFQy4xlyty58ttsHe63UJLDqyQoH5xLvFtZahYrPK1ybYb39Mch8GDHlQpJENDEaGXarKK20tIKUIQou7vo33AHr2urcRfEHz\/J15VV48LJNPzMiE2\/BbfmNKoe1xr41YMlaQ+rdcwFSRzQOshNhu5nM\/B1XWtcKW1m+oxEttyGpDnxEmS0+1UUbeHt2o3KjBSzuSU2JHVX1cEVh1PJGXqvU3KxNam+Fuwk05a2alJZBjhwOBO1txKQdw5qA3EEpJ2kgxdXR80rVOYqfxTVxJjTpdRYcGY6kOFJk+EcdaQJFk7\/AAyTcDl86eXIWYM6DpAtMpbys7UnbUm2+K3SlOKl7XuajIUhKXN3g9yEqbtxAEi4UmXZmTn5r4uRQl1h5sRQlxcf4vDxk3HOVxgEbLdvAF77rC23BF81PTTItUnSyyXhVyoTNvxxMsh7gssocW0h5Nxtjsg9l9pPapRLXkzReFRqZHpmZZiqm1TVtqpgQoMrihKAlQ4rKGnFhW1G4OFdygEkkYf8oU2qIq+aptVgVOK9KqJTFlS0wSXY4ZbAUwWLq4QUFBIfAX1bkc7mOwFauOU2mUiqozA1UGGqbFqFUjiklmQ8kKTMkNpUdwbVYLALaVAlFmwN6MEU1i5Vy+xRpOWmfCnYjri3XkO1F954LcXxCeKtZcSdx3CyhbzWwyVXRzIdakNy6nGrLz7RbUl38oKgld0c0EkPgm1\/P931Yg2W4Wt1WRlidm+nZggS6dPpkup8J6kpVI\/8KfYlps0tSFt+FLQtQVzAILfNICXio07V6nZkqLlAeqblMl1kSTuVBdShgtICQyHVBYbCkucVKiF3LfC5FzBFYK8r0ZyDOpy2pCmKhIMp+8x7dxSQrche7c3YpSQEEAW5WwlZyTlqFNZqhTNU8ytC0qkVSS6hTgTsStSVuFK12skKUCrsF+QxXFQb1wcbjKp7+dWwmnVdxxJGXuIqYmQz4A2u4KbKaDwO2w59YhVsfrqtTk1RcbOKK4vKTT0lE1+X8UhDsMbiFOcA8W5CkBIaQld0G\/Mi5FOKbpVkukTEzqfGqjTqHS8gfHc5SEK4Aj9VBeKQA0EpAAsNqSLEAhbDyFlaDTJ1GYgvqg1GImDKjvTX3kOMpZDIBC1mx4aUpKh1iALk4yZJkV1\/K9NTmWBKjVNmIw3LL6myXng0guOJ2KVYFZUOttNweVrEvuCKJ+K3Ja0yEyIVQlCWp5UgSqvMfDvFjiO4FcR07klpKU7TyFgQAoXw\/UWi07L1NZpFKacbisbtiXH3HlDcoqN1uFSjzJ7T93ZhdgwRazfCMfmoZx\/BSv3ORjz4Y9B\/wjH5qGcfwUr9zkY8+GNET1LO1YIHtcb+35FbAdAn87TTv\/FB\/pOOyGvGWcpZreyzS85ZTynX4AqD7vAzIyh2OlaYztigLSpIWezcQbAkgHsxxv6BP52mnf8Aig\/0nHYzpDaf5bz7TqQM5ZUodboVHlPVCcKxUFRI8VCY7gDxUlKibFVuywBJvyx6UgKwe3guZj1vYPqq901y3p\/Q6+zU8jaeZOysiuUQynGKDGYZdQAtn5uQWEhDlt4KT\/VusD6zphqn\/wASigfh0\/ub+NpujPD0\/qkjMGcdMtGY2TsulRp0Grx5y3Gq+hK7qeaaW2lYaSU2S4bBW42B521Z1T\/4lFA\/Dp\/c38e1ENZSGRz2\/PqC8acubGH\/AI3\/AMSu1uDBhPUKhBpUF+pVOW1FiRW1OvPOrCUNoAuVEnsAx8WvqkowYbn8xUKHEjT59Xiw2JaQphUp0Mbxa\/ILsb2527cLmXmZDKJEd1DrTiQtC0KCkqSeYII7Rgi+8GPlK0KKkpWCUGygD2GwNj+og\/rxjMyGJiaeZTIlLbLyWC4OIWwQCsJ7doKkgnsuR9eCLNgwYMEWNmPHj7hHYba3qK1bEhO5R7SbdpxkwYMERj5ShKL7EhNySbC1z9ePxl9mQ2HY7yHUEkBSFBQuDY8x9RBGPvBEYMGMbr7DDK5DzyG2m0lS3FKASkDtJJ5AYIsmDGBc2G3LagOS2UyX0KcaZU4A4tKbblJT2kDcLkdlx9eM+CIwYMGCIwYMYEToTkxyntzGFSmUJdcYDgLiEKJCVFPaASlVie2x+rBFnwYSxKpTZ7shiBUY0l2G5wpCGXkrUyv+ysA9U\/ceeFWCIwY+GX2ZLKJEd5DrTqQtC0KCkqSeYII5EY+8ERgwYTtT4D0x+nMzWHJcVCHH2EuJLjSV7tilJBukK2qsT27TbsOCJRgwYMERgxgiz4M1chuHNYfXEdLEhLTgUWXdoVsWB9FW1STY87KB84xnwRGDBgwRGDGGTMiQw2ZcplgPOJZbLiwne4o2SgX7VE9g7TjNgiMGMK5kRt4x3JTKXQgOFClgK2k2Crdtr8r\/AF4zYIjHypCVjatIULg2IvzBuP8AngWtDSFOOLShCAVKUo2AA7STjC3Uae8zGkNTo62poBjLS6kpfBTuBQb2VdPMW83PBEowY+FutNFAccQguK2I3EDcrtsPrPI4++zBEYMYo0mNMYRKhyGn2XBdDjawpKh9xHI4y4ItZvhGPzUM4\/gpX7nIx58Meg\/4Rj81DOP4KV+5yMefDGiJ6lnasED2uN\/b8itgOgT+dpp3\/ig\/0nHX3pO5Eo2ptKy9knM1SrbNEm1bjVCJTm7tTWWWlulqWrclQj3SFKCTdRAA7ccgugT+dpp3\/ig\/0nHXbpUVOFRKLQKtN1bq2n6WKmsCoUultz33QphwKQW1supS2E3WtZSAlKCSQL49GRpqL8Kn6KJiutuyH1SfLtWakVaJTqXNcXRUUguU0MwGo8KQzuaAUzsWSOH9DapCfpXFxYnQzVP\/AIlFA\/Dp\/c38bXaAzhVazOWNU845rYptOTGhN5koLNNtFWtGyREU0y2HmV8KxUq5G1BsAq6tUdU\/+JRQPw6f3N\/HuxnW5WGfxt+a8WbFlkYf+N\/8Su1uK7q+ltaruqkbOFYz1Lm5SisNPtZTfjoMZNTa3JblbxYqSlKgsNLCgHkIdBCkJ22Jgx8SvqlFc902p1U0WJTIU4qE5SnJsURVGEksOI4ikyFWUnctIISlSrXsL2xA5MbVAwKblCgZOzBSaTCgSKS+4qbTVIdAjvNNPoWHuKlPEDLgVYL2mym0kFItWs12FQ0MqltynVSFlDbcaMt9w2SVE7UAmwA5ns5gecYYJeq2TIcVU16XMLG9LbTiILy0yFGMZNmrJ+cswlTh23sEm\/Zgii8JGq8ejpiiDmdJZSttJW7SDKcd4DAaUVby3wAtMjdf5wlTdgRey7PdCztIzplrMOW4s4uRKFVoD0iMuIENSX3oC2g8l4hSmj4O6VcIFQ28rXF3qVqtk+Ije67UCSYSdiKc+pf8rc4bHVCb2U4dl7WCuRxnl6h0KDTGa0+zU1RJCWFoDdMfU4hLrKnUlaAncOqkg8rhRCTzIGCKLKo2qlSmTRXavWGExqup2A7RhCaSmKtMlpBTxlq4mxt1hS0vIHXbJQFWAxgjUvXVaZ6n6+405T46kRApuG4ioukNt7+QSW\/5p51KDt60hsFdkKSJTmDU+g0FbjHgs+ZIjzYER9hiMsrQJbvCbcAtdSdwVfbf6JGFUfP9BdRGSlU19x9hh1RZp7xCC6gLQlY2nhqUCCEq58wMEUOYGtLUhtyYurPRvBwUtx41NS7vubh0rf2779my6Cm1yFE2V1ij6jVTJVapDr1TVUItfjPU2Sh6K3IkwGpTDpKSmzYUUJdSA4E3tZQsbmV5Gz3l\/UWgRcz5YXMcps6OxLivSIbsfjMvNJdbcSHEpJSULSb2+7tGJDgiqOoNaxsORTluJWWYkmFMMpmT8WKciyEy4pZKAlzapTjBmE9YpuE32G2JNNgaizcm01EGuuwa8LokuOQ45J3pWhKloC1I+bUpDhCF9YNkC+62JtgwRVA5K1rTnt2M7R8yKywlMlpMiI9Ry4taXGgw6OIsKCVoL25JTcEA8t21KmtTtYXM60CJS8sVZeWVJKKw669TOaVJmoJ28XfcLEJd08ti7WKt4Ta2DBFTVboeqMmuU2uU6l1Z5+NAriIkma9Ti\/BW7GjiOhxLakoJU804U7eIAFJ3qSLpTKNuoQyXShMNbdqplu+HGCinMTAweNw+q6tcc2+ZvtXc23cuaMT3BgiqqpNaxKhzkUhyuNuNrO1Uj4rcW6nwxooMexSkfyYPBYe2m6k7TcXx96W0bUqkv5zqOdGqiqVWX4VQgtGbGdZQpNIhMOtoUkAoX4THfJ6gaO5KkjrKGLSwYIqky944Hc1pdr7Ga2aNFpsZWxKqMBJm+GLLiSErUsJ4CmgSCm6W17bLIBMkUPUOLqPW8w5spVSWqVlaBAXPbcgiO7OYflLdRFQlfES2eOlTZfTe3JZBFjbeDBFRunmXdVcpaE5RyjEo1Zg5ppNCpMKYt56mOI47UctvpKkrUFpBQLK5qJU0bkcSztEc1nenvS5MXMjFMcisLbhFFI8MbUfBypJeDym+Kn+UBadpbUTdDgATutzBgihlZRm93K1NRRWKzCeDhRObZMA1IM7HEpU2VqMUL4nCUeZTt3AC9hhomq1UaVUwyxW3nAh8MLY+LSyrdIb4PAQtaV7ksle8uqSm6V7QSUDFlYMEUEp1OzrDyzXozcyvOVl6mBcKRNchKHhhjkfNhN0pUHACpKxwgSNt03xAsjZe1cj6qVrOmZaNX2WplGolNQ4l+lFMwx51UW5x0IWVIShmawrqEEkKAUsixvjBgiqzwbWBcJ6WmRWBMhts7oq3Kahqe8oOIe4CglZbbTuQ4nikKOxKSOar4m4GtcNeXnnKrUqguRPaXV2gKeyzHjh1hCxexXtLSHnLI4iipxSdyAUFFsYMEVQUTLuolHztqPV6bTqlEazBXjKpm9yCuE6gUOFHTJcSFl8ESYik7eRsQSmxJCqdD1hdp70yjTK6w8p1UVmJPXSy6hKm2yJSi2koUEOJWnh7wVJWo8iE2tXBgirat0\/VFqBk2NAq1ckOu1V93Mb8P4tS4zEciyVIbHGSElLchUVKdgUspQSoq5ktS160xolT4EPMspYpzHgfFco4dMpyM9xLWUlHzb3g\/wBLqm6rbxi3sGCKosz0zUevIZadpeZTebR5LbbTtKEeMlt+G6+4dy+Jxmy3I5AqbIUbBV02eq3I1Mj5JgpotMrEmtNz3WnSpyniQuMjjcN1wFaWTvCWbhBSQV3sACnFh4MEVWOrzsxXzUqtErMYBUiOzJeXT1RwlycwWGW0tkunc0khW9JsUmyh2nFU16xIfrlNhxcxKZSzFbp1Qa+KVFSxKkcVaUrcQblhcYnekC7atoB5KtcgHtAPnx+4IqmLOq9JqMRmDS69NjyKiuTPUuXTnWUNKLF2071IcKLKftaxGywTYpwiyVl\/VGjZKoNDfpErjUyFTYcZue5CX4FKZjuoeeUWVjdFuWEpAKnjZd02IOLmwYIq8ox1MbolBVWGKnJnisIFQSpEBtSYhbUFKXtcUkoCyFXbPEsLbfMUkWm6j1LTlKK4qvJrrNTiS0pQ9BamLZQ+ytxHzajH+iHQEqWQbC552FnYMEVMwaZrBSctxYlDjViK4tpS348j4scVFtL5IZ2uBJWptSlHetSbCwKVcsWxRBURSIYqylqm8FPHK0IQortzuEKUkH9CiPqOF2DBFrN8Ix+ahnH8FK\/c5GPPhj0H\/CMfmoZx\/BSv3ORjz4Y0RPUs7Vgge1xv7fkVsB0CfztNO\/8AFB\/pOO0Gs2n+Ys\/MUlrLeolVyc\/TZa5Dk2mx47zziFNLRw7SG3EAEqBJ235duPPRTapU6LNaqVHqMmDLZN234zqmnEH7lJIIxvv8H\/019SHNRqVoxqXmKTXaRXVeC06RMcK34si3USFnmUq7LHsxu0dGh3QXYk8FM0x4JiDBbwZE0mzLp7UEvVnVeu5wiMU40+I1VY0Row0hTZAbMdpu4IbAO\/ceqm1ud9GtU\/8AiUUD8On9zfxJ\/hEemJnTKWc16L6ZVZ2kqhsIcq9QYVZ4rWLhpB\/qgJsT+kY1N6LNdreY+k7k2qZgq8ypTFvyEqflvqdcIEV6w3KJNvux6szOwgWSbK1Dmk9+C8mZgPdKxo7sLD\/kV6OMGDBj5RfSJtreX6XmBplmptyP5O4XWlx5TsdxCikpNltKSoApUQRexvzxEc3aQ0yvR47VHnKppYmtzih4uy45cbYLDdmFuBsbUHkNttyUqtuSlQsDBgihjGlGVipuZUzUptQLsaVKk\/GcplMqUwpC0PLZbcDd97aVWCbcgLWFsKJmmGUJ9O+KpbNWXGCmVhPx3OBCmiotEKD24FJVcWPIpQe1CNsrwYIovI00yfJkzJb0KbxZ7jbz5TVJSQXW1pWhxKQ4AhaVISQpICh2XsTj7Z08yqwiO21HqCUxUJbb\/wDFZZvtBCFKPE66kg2StV1JsLEWFpLgwRR3LOQMsZOp9NpOXI86HCpDDEWHG+M5TjTbLLKmW0bVuEKSlCrWVe5Sgm5QgpkWDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDBgiMGDEfzbn\/J2Rqe9Us05hhQGWEFxQcdG\/aBckJ7TjprHPNloqVxEiMhNtxCAMytc\/hMcwU+h9FPM7c59DapjDzDYUbXUthxpI\/adSP144B43g+Eh6a0PpC5hZyHkWWpeV6Q7dbqT1X3EnkL9iuYCiey+0C+250fxdHo0NhZY9ZWSTBiOfMEUDiKdQFAe01PVRGFdIrFUoFTjVmiT34U6IsOMSGFlDjax2KSR2HCTH6hCnFpQgXUogAfWcUsDi4BmO6mNVtIBFCl9fzDXM1VV6uZkq0qpVCRbiyZLhW4uwAF1HmeQAxmyrXq9livxK9liqKp1TiKKo8lJAKCUlJtcEcwojn9eMDsKI0p5hUgBbQNlFXJSh5rW\/V24Rs\/zzf\/APYf9cexH0dF0dNw2zZBq6hsuvBBoQTiCM7wcQSqvMiQy0C6mFLqcFcL\/SQ6RsZYakapTW1EXsosA2\/Ywlk9KDpDxHlR3tT6lvTYmyGSOYuOez6jiEZiZgLqyDKlrbuhNwG7i1z574YZZCpLm1W5IUQk3vyHIf8ALH2HlzoaX8nJuYlJVzv+OLYaTGa9xaAa2mNALSTZoTTeKHd5stJysZoc6C28cwK1HOlH0hGkoWrVGokOJ3CyWSR+nqcsfHyqOkF6z6n7NnuYrSbHYZYiuslZ4zZUrd9e4j\/4wMRoxhLmPuLuh1KNiR2ggntP6MfMxdHzxnXSkN9CGB5q+6zYDya3VuNaAE7hWlVcJGRs2jBbl6IzpkrL+VR0gvWfU\/Zs9zB8qjpBes+p+zZ7mK0nMRkNsSIvECH0k7VkEpINjz8+MbDTBRxHSpZKglLSDZR++9jjPFlJ2DN7I6LfQOtWjZLXNDgRvNWkEClq+lK3LoSEiW2tS39I4Kz\/AJVHSC9Z9T9mz3MHyqOkF6z6n7NnuYrGoxUwprsZKipKCLEjnYi\/\/wA4yCPDaiMS3luLLi1pLaOr2W85\/T9WO+TtItmZiViRLLoFbZL7m0eGHf51HEXNBJ3AqNhkbIcILb8PNHXkrK+VR0gvWfU\/Zs9zB8qjpBes+p+zZ7mKynsMsPJ8HKy242lxO7tFx2HH0iKy1DRNlb1B1ZQ2hCgCQO0kkH\/phyfpETUWVMT1QJe60bIaCBarvBJAFASSQAKlNhkbIdqW3\/hHBWX8qjpBes+p+zZ7mD5VHSC9Z9T9mz3MVbIEcOnwVThb828Dd\/ywrEGK0ppqW8UKcSFKVusEA8xytz5c+3ES0jPzcV8OHFFGEAut+bUmgo7C+hIOFASaAFHSMi0AmC39I4KyEdKfpBrUE+NCpC5tcoZAH\/4YVS+kp0joTSH39TKlw3PoqSlkg\/5IxT6gEqKQoKANrjsOJSxtqMV+iOEb0MtuMn6jsHL\/AD\/6nH0\/kdoOH5SMmZSLEeJilINHea6JZe4Mdj6QYQCCPOIxVMxJykEtcILKb\/NGHd0qawekx0jaitSIuplTUUC6rpZAA\/Yxgd6UnSEZcU2rVGoqKe0pSyR\/nsxDcuoMWWICrhxTSnHh9R5bU\/qHP\/1Yjj42vuJ+pZH\/ADxxp\/QjdDaAk54RH6+I+I2JV1zSwMNkClagPo6pucCKJCk5SJFc3UsoKU80cFafyqOkF6z6n7NnuYPlUdIL1n1P2bPcxXEaDHfJYStxbnCLhcR9BJAvtPLn+m\/bhCkAqAUraCeZte2Pl5uVn5OHDixIlzyQCHXVbS0CcLrQqakX41Bpe2QkXEgQW3fhHBWr8qjpBes+p+zZ7mD5VHSC9Z9T9mz3MQFdNp7dT+KyX1LWEJS4CAAopB7PPzOGgpsrbcdtr406X0VpLQri2Yi1Ie+GbLiaPhkWmn9QNRUX41BAiHJSMTCC3Cvojf2K1flUdIL1n1P2bPcwfKo6QXrPqfs2e5itxCjrZkcJTilR0hXF\/wDpq5gEDl9\/Ln5sJokdUuS3GSoAuKCbnzYqj6P0lAjQYAcXOi+jZdWptFlK4ekCKi44gkGqCRkCCdS278I4K0flUdIL1n1P2bPcwfKo6QXrPqfs2e5itmYsKQh9XFeaDFlXICtyb27OVj2ec4TxYy5cluM1bc4raCf+uIiSOkmOgsY+2Y1zLLqlxtWKUrUecKCoFcRUXqRIyJqTBbd+EcFaPyqOkF6z6n7NnuYPlUdIL1n1P2bPcxWjrELhult+ykfQuq+\/n9VuX19uCmxWZbriHnFJCGluCwvzAvjtmjtIRJyFIw4oL4mFH3YkXmt2BxxFCKgisbFIhpcYLbvwjgrL+VR0gvWfU\/Zs9zB8qjpBes+p+zZ7mK4TGp7kNcpBkDgLSlYJHXBva31dn34xzYzDbEeXG3huQFdRZuUlJsefnGLo+iNIwJZ00Iwc0MD\/ADXkmwX6u12RPNIxreAW3qBJSJNnUty9EdeWSsv5VHSC9Z9T9mz3MHyqOkF6z6n7NnuYrKLFS607JdVZtqw5G11HsF\/N2HHzKajthtbDwVvT1kXuUG\/1254xulJ9koJx0SjSKgF1CW2rNQN\/nVFBfcTSyCV1sEjas6lv6RwVn\/Ko6QXrPqfs2e5g+VR0gvWfU\/Zs9zFatxoiYSZj7jiiXCgtoFvN9Z\/2x81COwyplyMV8N9sOAL7Um5BH39mL4ujdIQZUzboooA1xAfVwa+5rqC6laAitoEioCgSUiXWdS39I4KzPlUdIL1n1P2bPcwfKo6QXrPqfs2e5it4rMNVOkPvhwrStCRttyBv\/thCbXNuzzYzTkCbkoMCM+LXWttABxJAtObfle0qWyEk4kCC278I4K1vlUdIL1n1P2bPcwfKo6QXrPqfs2e5iqcL1RYcQsoncYqdQHFcMgbAezkRz\/5YSMvOz4c9sWyxtKuc4hoLjRoJvxPRgCTQAkHSEi27Ut\/SOCsf5VHSC9Z9T9mz3MHyqOkF6z6n7NnuYqtLZcdDTV1FStqb8r3PLCtcWI1N8AcW5cK4anARYK\/Rbsv9+OpWVn5tpiNiUbaDKlxALnVoAewmuAGJFRU6QkW3alv6RwVk\/Ko6QXrPqfs2e5g+VR0gvWfU\/Zs9zFWyGFxn1x3Lbm1FJtheYdMalMR3FyFh5KDdNk7Srzntv+jGiS0XpKcfEhmJYLHBjrb6Uc4kAUxxBBoLt9AodJSLQDqWmv4RwVh\/Ko6QXrPqfs2e5iNZs1i1QzzEVAzVniqz4izdcdT2xpfnG5CLJV+sYj6YMRa5MNJd4zCFrDhI2q29o225f54bsZtJSU7o9rdfEqHWhc4kBzTRzT0i7CoNQQSF3BlJMOtQ4TQR+ED6IwYMGPGW5GMkcLL6OGtKVg3SVKAAI59pxjwYsgvEKI15rcQbjQ9h3Hp3KCKiieZjEWUpUkJZS+vmoeFt7N31\/X+rCWNTwh0LkOsKSOdkSkA3\/Sb4QYMfUTflDJzs2J2LK+fWpo5gBOJLgIVCSbzUU6FS2E5rbIdd99KfKyUVV0SEhhp0AJ5y2ym3PzfXzw3fFrv\/APIi+8I\/3wkwYjTHlDLaenX6QnoDnRXmriHtbU50bCAr2JDhOhNDGm4feadZcYPsR2W3WElhBRdUlHWuSb9vLtx+IigQVxVOsb1rDgUJLdgQCLdv34a8GOneUUo+YdMmXNpzLB89tLNkMpTV09EUrjvxvTUuAs16frmnSRFDkViOh1gKZ3czJbsbm\/14\/Y8ZLUZ1pa2OKsiy0ykDq+dPbhqwYDyilBM7Vs5tWAz020shlgXavENAFcd+Kal1LNen65p1qbHh0oyW1x0FYG4GSg8wLcufZyx+LipXCajcVgLaUpW7wlux3Wvyv92GvBhH8o5WZmJiZiy5Lo9bfntoauDjQCHQG0Aail6CC5oDQcMPuqc5kXwjhcJ1hPDbDZ3SUG9vP24ystJVC8BmrYUhCittbclvckntHM8wcM+DHcPymloc1EmxLkmI2y4F7bLm3XFurpuBzBAcCCKqDBJaG1w+80tdpxKzwXYyUeYKkoJ\/XzwtdZjymm1Sg1x20BG5uW2ErA7L37MMuDFUr5QScprQyWJbE9JpcwtuNQQDCoCNxFKAkYEgy6E51KnD7zS1FOPEBcdjbL8wmSgG33Ek4cS7w6izUIpZQUWStKpbZCkgAf8ATDDgxbo7ymgaKbZlILmm2yIDbbaD2ElpB1VRSpuBoamoUPgmJ6R6O\/tT\/AkKiTnqg7wHXXSr\/wDVoAAJwglQQ6+pxh1hCVG5CpSCQf08sN+DFk75WM0jJN0fMwnOhtc5485lbT73G0IVol11ak4BQ2AWOttN+H3en5ngsrjqSGQltooWkSm7ElJBUOfbz8+G401RcuH4wRfs8JQSB\/nhFgxTP+UkrpGGyFHlzZYSQA5ovLWtOEIXUY27C5S2C5hqD996fVqSuroqe5gBJSdnhLfakAdt\/uw3uU5anFKQ\/G2k3F5CL\/8AXCLBhpHykltK2jNQHEuiOiGj2jz30tG6HvoLsBS4BGQTD9E7qd3an5Xg\/Ee2paDTrPCCfC2+pzB5frHPCKHTXRKbUVsOJQdygiSkGw5k3v5sN2Ppp1xhYcaUUqHnxpjeVElpCbgx52XNGOr5rmCgLrRFNWARXBpuGFwUCA5jSGnHr4p7kU5Mjipj1eOouHeUXQneRz52VhFFjSYcluS1Iibm1bheQix\/54RmQvntCUkixKUgcsY8NJeUei5mahzsvLPZEYagiK641tAi2HkEGpuIFThWpJkF4aWk1HV\/6TtLhRHNy4oaQtfMpVLbKU\/o85x8wI5iOOLccjrC21N2TJQPpC1+3DXgxm\/6jlBPN0jDlrMRpqLLmBtc7IhUx6KbsKBTqXWbBdd99KdmoyG4T8UuskuqSoK8JbsLXt5\/vx+SI\/FhR4qXY4Uxu6xkosdxv9eGrBiT5SyxgGW2c2SzV+m30LespXV8\/wA6uO6tLk1JrWu+vwpnknaEzwW3Y0pUZxh6xITJQFJI7COeMD9OQVWjOMJSPOuUgk\/5GwwgwYpi6dko8oyTiS5LWXNNptoAkus2tVWlok0rvO40UiE4OLgcfvNOngo8B8FLrG\/icTd4S3bsta18EuNx2mG23WAWUbCVSW+fMn6\/vw14Mdv8oZR8F0Ey5o5rWHz21stIIv1eNQL8TvTVOBrX7706xowRFeivusFLpSoFElFwRf6z9+E6KcoOpK3oxQFAkeEouR9XbhFgxRF0zIxmQYb5ckQhRvntwtF1D\/x3ipOOdMKKRDcCSDj0f7S+RT9761R3IyGyolKTJQSB\/nhW4yzKaa8MU1xmUBvc3KbAWkdl79hwy4MXy\/lDJyzopZLGzF9Jpc0txqKN1dBQ4UpQVGBIMGE40vw+80tEB9DgdbfipKVbk2kI5fV58KlMpcl+HuLjle7epsSEbSr9N+y\/mw0YMVyunJOUaWMgOLbQfQvBAc2tHAaul1TdgRcQbkdCc7E\/D\/aXPw5Ml9b7smKVOK3KtIR\/vhW4025KjyNzIDKUJI8Kb623s\/RhmwY7geUMtAL3CA4l7mvcS8ElzSSDUw8ya570MEml+HR\/tPTaEImyJRWyUvJWnb4S3cbhz53w2vwlsILheYUAexLyVH\/IHCfBirSWnJbSUHVOgkEF7gbYuc+hcSBDFRUC6t26ilkIsNa\/Y7UYMGDHzKuRgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMERgwYMEX\/9k=\" width=\"251px\" alt=\"an example of a discretionary fixed cost would be:\"\/><\/p>\n<p>Please note that these two categories of costs are examples of cost categories where a particular cost can be included in both. In this case, direct labor is included in both prime costs and conversion costs.<\/p>\n<h2 id=\"toc-2\">Factors Associated With Fixed Costs<\/h2>\n<p>Such costs are semi-variable in the long-term but fixed in the short-term. Managerial and related cost accounting systems assist managers in making ethical and sound business decisions. Managerial accountants implement accounting reporting systems to minimize or prevent fraud and promote ethical decision-making. If the minimum or maximum expense range is exceeded, this can indicate that management is acting without authority or is pursuing unauthorized activities. Excessive costs may even be a red flag that possible fraud is occurring.<\/p>\n<p>Variable costs have an explicit physical relationship with a selected measure of activity and exists an optimum cause and effect relationship between the input and output. Therefore, variable costs are also known as \u2018engineered costs\u2019.<\/p>\n<ul>\n<li>The prime product costs i.e., direct material, direct labour and direct expenses tend to vary in direct proportion to the level of activity.<\/li>\n<li>However, for a business with many fixed costs, it is more challenging to orchestrate operations so that each component is fully utilized.<\/li>\n<li>Now, from the discussion mentioned above, it might be clear that the two costs are perfectly opposite to each other, and they are not same in any respect.<\/li>\n<li>Each month, Bert will recognize 1\/12 of this insurance cost as an expense in the period in which it is incurred (Figure 2.24).<\/li>\n<\/ul>\n<p>CVP fundamentally depends upon developing an understanding of the nature and behavior of an entity\u2019s costs. To understand how a business <a href=\"https:\/\/accounting-services.net\/\">https:\/\/accounting-services.net\/<\/a> is going to perform over time and with shifts in volume, it is imperative to first consider the cost structure of the business.<\/p>\n<h2 id=\"toc-3\">The Relevant Range<\/h2>\n<p>This will be done by entering into a contract with the landlord. Dusty Johnson is the accounting and finance manager for a manufacturer. At year-end, he must determine how to account for the company\u2019s contingencies. His manager, Tom Pretti, objects to Johnson\u2019s proposal to recognize an expense and a liability for warranty service on units <a href=\"https:\/\/accounting-services.net\/what-is-cost\/\">an example of a discretionary fixed cost would be:<\/a> of a new product introduced in the fourth quarter. Pretti comments, \u201cThere\u2019s no way we can estimate this warranty cost. We don\u2019t owe anyone anything until a product fails and it is returned. Let\u2019s report an expense if and when we do any warranty work.\u201d Prepare a one-page memorandum for Johnson to send to Pretti defending his proposal.<\/p>\n<ul>\n<li>Cutting back on charitable donations can help a company stay under budget after a difficult quarter.<\/li>\n<li>Another way management may want to consider their costs is as average costs.<\/li>\n<li>Companies incur fixed costs &#8212; also known as overhead expenses &#8212; for doing business.<\/li>\n<li>Programmed costs are subject both to management discretion and management control, but which are unrelated to current activities.<\/li>\n<\/ul>\n<p>It follows that some fixed costs will continue to be incurred even when the activity comes down to nil. Some fixed costs are liable to change from one period to another. For example salaries bill may go up because of annual increments or due to change in the pay rates and due to pay structure. An increase in the volume means a proportionate increase in the total variable costs and a decrease in volume will lead to a proportionate decline in the total variable costs. There is a linear relationship between volume and variable costs. The average variable cost will be $70.00 per person per day, no matter how many people go on the trip.<\/p>\n<h2 id=\"toc-4\">What Is The Difference Between Committed Fixed Cost And Sunk Cost?<\/h2>\n<p>Cost accounting helps ensure that financial costs are within an acceptable range and helps an organization make reliable forward-looking financial decisions. If the company hires a second quality inspector, they would be stepping up their fixed costs. In effect, they will double the relevant range to allow for a maximum of 160 inspections per shift, assuming the second QA inspector can inspect an additional 80 units per shift. The down side to this approach is that once the new QA inspector is hired, if demand falls again, the company will be incurring fixed costs that are unnecessary.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"253px\" alt=\"an example of a discretionary fixed cost would be:\"\/><\/p>\n<p>In recent years, fixed costs gradually exceed variable costs for many companies. Firstly, automatic production increases the cost of investment equipment, including the depreciation and maintenance of old equipment. Secondly, labor costs are often considered as long-term costs. It is difficult to adjust human resources according to the actual work needs in short term. As a result, direct labor costs are now regarded as fixed costs. Although fixed costs do not vary with changes in production or sales volume, they may change over time. Some fixed costs are incurred at the discretion of a company&#8217;s management, such as advertising and promotional expense, while others are not.<\/p>\n<h2 id=\"toc-5\">Accounting Details<\/h2>\n<p>Your utility bills may also be variable expenses because they may change from month to month. For example, you might spend more on electricity in July than you do in December because of air conditioning. Economies of scale refer to a scenario where a company makes more profit per unit as it produces more units. Fixed costs only remain unchanged over a certain range of production volumes. Additionally, the very nature of your business will likely make it difficult to alter your committed fixed costs once they are established. If you produce goods or provide services in a given location, you typically cannot just close up shop and relocate without suffering a significant financial loss. A restaurant, for example, must be located in a facility with a commercial kitchen and a dining space in order to operate legally.<\/p>\n<p>Depreciation is one common fixed cost that is recorded as an indirect expense. Companies create a depreciation expense schedule for asset investments with values falling over time. For example, a company might buy machinery for a manufacturing assembly line that is expensed over time using depreciation. Another primary fixed, indirect cost is salaries for management. For instance, in ABC Company above, lack of employee training can result in declining employee effectiveness.<\/p>\n<h2 id=\"toc-6\">Breakeven Analysis<\/h2>\n<p>If Bert wants to control his costs to make his bike business more profitable, he must be able to differentiate between the costs he can and cannot control. If, at any point, the average variable cost per boat rises to the point that the price no longer covers the AVC, Carolina Yachts may consider halting production until the variable costs fall again. Discretionary fixed costs are a type of fixed cost that a company can eliminate from its budget without a major impact on its normal operations. To understand how these expenses work, it can be helpful to identify the difference between fixed and variable costs.<\/p>\n<p>However, if you are considering the supervisor\u2019s salary cost on a per unit of production basis, then it could be considered a variable cost. In each of the examples, managers are able to trace the cost of the materials directly to a specific unit produced.<\/p>\n<p>The cost which remains constant at different levels of output produced by an enterprise is known as Fixed Cost. They are not affected by the momentary fluctuations in the activity levels of the organization. When you lower your fixed expenses, you automatically save more money each month or pay period.<\/p>\n<h2 id=\"toc-8\">Variable Expenses<\/h2>\n<p>When plotted on a \u201cper unit\u201d basis, the variable cost is constant at $11 per unit. Committed fixed costs are those expenses that you cannot simply eliminate from your budget. They are expenditures that are necessary, since you need the goods or services these costs support in order to run the business. For instance, a company producing T-shirts needs a factory and fabric before it can begin to produce any shirts.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Variable Cost Vs Fixed Cost: What&#8217;s The Difference? Chegg Products And Services Factors Associated With Fixed Costs The Relevant Range What Is The Difference Between Committed Fixed Cost And Sunk Cost? Variable Expenses However, that $85 per month will turn into $1,020 in one year. You only have to make that money-saving decision once&#8230;<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-1861","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/nabda.gov.gh\/index.php?rest_route=\/wp\/v2\/posts\/1861","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/nabda.gov.gh\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/nabda.gov.gh\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/nabda.gov.gh\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/nabda.gov.gh\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1861"}],"version-history":[{"count":1,"href":"https:\/\/nabda.gov.gh\/index.php?rest_route=\/wp\/v2\/posts\/1861\/revisions"}],"predecessor-version":[{"id":1862,"href":"https:\/\/nabda.gov.gh\/index.php?rest_route=\/wp\/v2\/posts\/1861\/revisions\/1862"}],"wp:attachment":[{"href":"https:\/\/nabda.gov.gh\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1861"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/nabda.gov.gh\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1861"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/nabda.gov.gh\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1861"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}