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	<title>Bookkeeping &#8211; Long Phung Food Service</title>
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	<link>https://longphungfood.com.vn</link>
	<description>Chuyên cung cấp giò chả cho nhà hàng, khách sạn, quán ăn</description>
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		<title>How to Create a Church Budget that is Vision-Centered</title>
		<link>https://longphungfood.com.vn/2024/10/how-to-create-a-church-budget-that-is-vision/</link>
		
		<dc:creator><![CDATA[Long Phung Food Service (admin)]]></dc:creator>
		<pubDate>Wed, 30 Oct 2024 08:04:45 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[When comparing expense totals, it is normal that some accounts may reach their totals early inthe year. Your accounting person will be bringing in a simple financial report of incomethat month and expenses. The budget will list the estimated amount of income or expense the church is forecasting for this year. Under that amount will [&#8230;]]]></description>
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" width="256px" alt="how to create a church budget"/></p>
<p><p>When comparing expense totals, it is normal that some accounts may reach their totals early inthe year. Your accounting person will be bringing in a simple financial report of incomethat month and expenses. The budget will list the estimated amount of income or expense the church is forecasting for this year. Under that amount will bethe amount they spent in <a href="https://www.linkedin.com/posts/bookstime_bookkeeping-for-architects-may-look-like-activity-7280602996596506626-VYnL">Accounting For Architects</a> that area this month as well as a current year-to-date figure.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="how to create a church budget"/></p>
<p><h2>Step 2: Summarize Your Income</h2>
</p>
<p><p>By following these guidelines, churches can create a budget that supports their mission and helps them achieve their goals. Once the budget is established, regularly monitor and review financial statements to ensure adherence to the budget and make adjustments as necessary. Periodically assess income and expenses, seeking opportunities to increase income sources and optimize spending. Engage with church leaders, finance committees, and staff to maintain financial transparency and accountability. A well-structured church budget is crucial for effective financial management and stewardship. Allocating expenses appropriately ensures that resources are utilized efficiently and align with the church’s mission and goals.</p>
</p>
<p><h2>Keys to Manage Your Church Budget in a Crisis</h2>
</p>
<p><p>We always want the Net Profit to be positive, which means you’re planning (budgeting) to bring in more money (income) than what you spend (expense). This method requires you to allocate every dollar of your income to a specific <a href="https://www.youtube.com/results?search_query=Unearned+Revenue">unearned revenue</a> category. This can help you stay on track with your spending and make sure that you are not overspending. Once you know what your expenses are, you can start to categorize them into different categories. This will help you see how much you&#8217;re spending in each category and make it easier to create a budget that works for you. The first and potentially the most obvious strategy for churches is  to reevaluate their budgets.</p>
</p>
<p><h2>Find Alternative Funding Sources</h2>
</p>
<ul>
<li>For a small church with uncomplicated expenses, a single person may be just fine—just make sure they have all the support they need.</li>
<li>Keep track of all your church’s income — including online donations and other fundraising channels.</li>
<li>Like families and governments, churches need budgets to define how to bring in enough money and show where they spend it.</li>
<li>Learn more about our online donation processor, donor database, and other fundraising tools to help you reach your goals.</li>
<li>&#8211; Personnel, facilities, and rent/mortgage take up the majority of most church budgets.</li>
</ul>
<p><p>&#8211; While your pastor should be involved in major church financial decisions, it&#8217;s best for his reputation and the integrity of the church that he not be the one directing the budget. Your pastor needs to segregate that duty to a trusted person who is experienced in church finances. Some financial goals can be viewed in both the short and long term. For example, church growth is an evergreen focus, meaning you can have 6-month goals and 10-year goals. There are costs that come with that, so making plans will keep you prepared.</p>
</p>
<p><h2>How to Craft and Implement an Effective Travel Expense (T&amp;E) Policy in 6 Steps</h2>
</p>
<p><p>Instead of church leadership creating the budgets, members evaluate and vote together on each item. It creates clear financial goals, holds the church accountable to those goals, and plays a crucial role in the financial health of your ministry. For example, if your church is devoted to quickly escaping a debt trap, then you could devote over 50% of your church budget to paying off a building loan. On the other hand, if your church is established and you own your building, then <a href="https://www.bookstime.com/articles/how-to-create-a-church-budget">how to create a church budget</a> you can allocate a majority of your funds to outreach.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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9PKQD32uz+QhYCLI8rqv1nrdqT+N7ewlrvnM5tJbJx9RunAu+1qIiB77dbzBfWWSvmzNIyOqy5IJGvd4oOt8iwEBIOYKKrRl68O5tfHWF1zorlhmgeY54nxvG9r2kEe4VQsqO63GIAMrZS0fYudrN947FdddWTfyy2Ucp+2awxH/ALCB8ialCW6bXasu9XfgLRfOYCLO1rJMNsdXTO7Ic2VvvHVI98o2gpJjlBdoATuEzXRn38iB76eTSfqST9q+Ds/AavAwUWdJZbkw5MpxOOzA9so/7SViSwzQu1JonxuHI5pBVupQq0vXi12oo4tb0UIiK2UCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIr1NRVdY4tpad8mW8tGwd87gqxhKb1Yq7CV9xZRrXOIa0Ek7AByrYmgoKJ+VxrhI8bTDSkPPeL+pHuay+OvD4mGG2U7KNh3uZtld33nb7gyHMsnydU/wAaVupZv6L2tPqJatvWNfJhXELpHOFpqMi4kZtyRaud73TyOc9xJeSSTzoslTwlvUl7y/oJ3hwff/Y2MPWmeCPMq1RD1pngjzKtaxloIiIAiIgCIiAn/RbpMwZhTR9RUN5vDWVUb5nOgZG57wDISNwy3Kxi/S/WYusF1t2E8JVk1AaZ4qa6oGq2NmW05DZ3sz7ig+irZKCYVEUUD3jdw0TZAP8AC4EfIpatGmalvuGavBmJqaC3PrKd1NHX08WULMxkC+Nu7vt94LtsBygqYrDLA1aqpJR1VaPrWVknJtpX429qNlSxbnDZSlqpK27f7TvdFWBaWGz2rFF4rZbpXOpIzScP1FHGW7Gxt3A9kr7p7rqKHR/VUUtVEyonlh4KIvAe/J4JyG85BcLdNOAw5YKPCmDmsqpaGnZTvuUjCI3FrciY2Hae+73lEd0u1yvVZJcLtXTVVRIc3SSvLj+4cyy9IcocFg9HvR+DjrSlG0nzJtWef7T8Osu1cXTp0tlTV21n/nOdPZ8UYersOQYTxnSVhp6KV8tFW0eqZoNba5ha7YWk7d6y7fivBFixDYaiyWWrbS2moM9RWTEGqqcxu1QdUAcgXBouOhpOtBRdk3G1m0r2jZpX6rLrtlexrlXkrbrr5HX2DF1ttdfimpqIqgtvVFU09OGNBLXSPzbrbdgy35ZrYS4rwXdrHYuntPdRcbDDxdsNOGcDUtDtZubyc28+QK4BEhpOvCGzsms8muL1viFXklb/ADiSPdNIdgrLni+up6etDcRW+OCFrmN+pygN1tbb1OzYdq1FixJh2pwv6D8WRVsdPDVGspaujDXPjeRk5rmuIBae+uPRSnpWvUqbSVn6yatk1J6zv7X7A6827vr8cztrRibB+HsQVdVZqK5NoZLVPQtdM5r5ZJXsy1yBkGjPkBP6lrrXiShosDXvDUscxqrjU000TmtGoBGSTmc88/cXNIrf3hVWSSS9JZLpKz8NxTbS+PiSLpE0q1WIaqk9DF0utDSRUbYJ4jKYw94JzOTXEHZkvuCMf2C0YOrcLXd13oZJ6njLa21ua2Z+71jiSMt3yqOUV/75xbxLxUneTTXVZqzsub2EvKamvrveTFcdNdnN1w3f7bbq51Ta4paWriqHg8JC8NGx+e13rc8yBtVdp0kaLMP3O6VNps95DL5FIKp79T6kXZnUY0HcSSSSdmxQ0iyVyjxuvtHqt3vnFZOyi7cLpZ/In5ZUvfLu9h9fq6x1M9XM5Z9hfERaExQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIACQcwcisxl4ujIxDx6Z0Y3Me7Xb7xzCw0U4ValL1JNdjsVTa3GfHdm6pbVWuiqAeUxmNw91haqDLaZHZupKmLP7SYOA9wtz+VYaK68VUkrSs+1JvvtfxK675zPNLaZB/F7q9h7FRAWj32l3mXwWeaT+T1dHNzNna0+87IrBRNrSl61PubXxv8Bdc6Mqa1XOAZy0E7R9twZI9/csUtc05OBB51XHNNEc4pXsP9lxCyo71dGbDWOlb9rMBIPedmlsPJ72u5/wBI9FmEizn3RsxBnttE4/2YzH+QQF9FRZpG5TW2eN3ZhqNnvOafOmxpt+jUXtTXwT+I1VxMBFlmO0uPraqqZzOha7L3Q79SvG10b2a9PfKN5+0eJI3fK3V+VFhakvVaf/JfC9xqN7jXIszpVWE5MMEngVEbvkBR9muzG67rbU6v2wjJHvhU8lr9B9zGrLgYaL65j2HVexzT2CMl8Vhq2TIhERAEREAREQBERAEREAREQBERAEREARF9ZG+RwZGxznHcGjMok3kgfEWZ0mugaHSUUkTTuMo4Me+7JVstUTWF9ZdaODL7AOMrj3tQEe+QshYSu3nG3bku92RLUlwMBFnR9JYjnLxyp5m6sQ9/13mX1l1ZTuLqO20sXYc9nCuHj5jP3EVGEfxJpdmb8MvEaq52Y9NQ1lY7VpaWWXwWkgd8rJ6VwwHO4XKCLLeyI8M/3m+t98hY1RX1tX/KaqWQdguOQ7w3BWFVToQ3Rcu3Jdyz/iF4o2DKy2Uhcaa3modua+qdmBzhjch75IVipuVdVxiGaocYmnNsbQGsB5mjILGRRliako6idlwWXfbf7bhybyCIisETVTdek8I+dEm69J4R86K+txJGyh60zwR5lWqIetM8EeZVqwyIREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAVUcssR1opHMPZaclSiJtO6Bli8XUDV6Y1BHYMhI+VXBe6/c/i8g/5lNG75S3NYCK+sXXjum+9kteXEzumkT+vWihfzhrmfkuCpNXb3b7U1vgTPHnzWGiq8VUe+z/4r6DWZmCa0nqqGpHg1I/WxVDpG7quPR97Uf8AMsFFRYh/tRT9i+VhrGw4CxO3XGtb4VI0+aRfDR2k9ReD/ipnDzErARS28Pyo/wAX9Q1lw+Jm8SoOS8w+7FJ9FfDRUY3XemP/AE5forDRRdaH5a/i/qF1wMridN91abxJfoL6KOl5btTeJL9BYiKm1h0F/F9RdcDN4lRct5p/cjl+ivoo7Z9leG/4YHnz5LBRSVaH5a/i/qGsuHxNhxaxt6q6VTvApB+t4XwixM6l9fL32sZ+tywEVfKI/s04rvfxbGsuBmGa1DqKGoPhVA/UxfW11DH1Fngd98kkPmIWEij5TNcy92P0GszP6czs2U9LRQj+zTtcffcCVbdeLo4EcfmaDyMdqj3gsREeLrvLXff8hry4n1znPOs9xcTyk5r4iKxvIhERAEREAREQBERAaqbr0nhHzok3XpPCPnRX1uJI2UPWmeCPMq1RD1pngjzKtWGRCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAyKWhnq8zGAGje47lk9JKjtsfyrpsDWuC5SxRztziYx0j2/bbcsvlUiC3WyJoaKKma0bBnG1eu6I5E6NrYKlWxF5SlFSedt6vZW4GbChDVTZCvSSo7bH8qdJKjtsfyqauKWvual8RqcUtfc1L4jVsvMXQ/Rl7zJbCmQr0kqO2x/KnSSo7bH8qmrilr7mpfEanFLX3NS+I1PMXQ/Rl7zGwpkK9JKjtsfyp0kqO2x/Kpq4pa+5qXxGpxS19zUviNTzF0P0Ze8xsKZCvSSo7bH8qdJKjtsfyqauKWvual8RqcUtfc1L4jU8xdD9GXvMbCmQr0kqO2x/KnSSo7bH8qmrilr7mpfEanFLX3NS+I1PMXQ/Rl7zGwpkK9JKjtsfyp0kqO2x/Kpq4pa+5qXxGpxS19zUviNTzF0P0Ze8xsKZCvSSo7bH8qdJKjtsfyqauKWvual8RqcUtfc1L4jU8xdD9GXvMbCmQr0kqO2x/KnSSo7bH8qmrilr7mpfEanFLX3NS+I1PMXQ/Rl7zGwpkK9JKjtsfyp0kqO2x/Kpq4pa+5qXxGpxS19zUviNTzF0P0Ze8xsKZCvSSo7bH8qdJKjtsfyqauKWvual8RqcUtfc1L4jU8xdD9GXvMbCmQr0kqO2x/KnSSo7bH8qmrilr7mpfEanFLX3NS+I1PMXQ/Rl7zGwpkK9JKjtsfyp0kqO2x/Kpq4pa+5qXxGpxS19zUviNTzF0P0Ze8xsKZCvSSo7bH8qdJKjtsfyqauKWvual8RqcUtfc1L4jU8xdD9GXvMbCmQr0kqO2x/KnSSo7bH8qmrilr7mpfEanFLX3NS+I1PMXQ/Rl7zGwpkK9JKjtsfyp0kqO2x/Kpq4pa+5qXxGr7xC2yAgUdM4cuUbU8xdD9F+8xsKZBlVb6ilbrvAc3sjkWMpBxzaKa3EvpmBsU8bjqcjXDsfIo+XnXK3QdDQmKjDDt6slez5jGr01TeQREXKlkIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA1U3XpPCPnRJuvSeEfOivrcSRsoetM8EeZVqiHrTPBHmVasMiEREAREQBERAEREAREQBERAEREAREQBERAEXxzmsGs5wAHKUBBGYOYQlqy1da2R9REQiEREAREQEiaNOun8HP5QWl6JKolgwhbeClcwvuTRm05f+lIVutGnXT+Dn8oLnOiefqYWsY+3u4b/9PMf1L6V5O/qmF/ch/KimmFfRlW3RPP8Ax2s7rm8oU47Wd1zeUKsIu1sjyLWlxL/HazuubyhTjtZ3XN5QrFlnhgaHTzMjaTkC9wAz91WumNv7vp/Kt+dRbit5OMasleKb7zP47Wd1zeUKcdrO65vKFYHTG3930/lW/OnTG3930/lW/OmtHiV2dbg/Ez+O1ndc3lCnHazuubyhWB0xt/d9P5Vvzp0xt/d9P5VvzprR4jZ1uD8TP47Wd1zeUKcdrO65vKFYHTG3930/lW/OnTG3930/lW/OmtHiNnW4PxM/jtZ3XN5Qpx2s7rm8oVgdMbf3fT+Vb86dMbf3fT+Vb86a0eI2dbg/Ez+O1ndc3lCnHazuubyhWB0xt/d9P5Vvzp0xt/d9P5VvzprR4jZ1uD8TP47Wd1zeUKcdrO65vKFYHTG3930/lW/OnTG3930/lW/OmtHiNnW4PxM/jtZ3XN5Qpx2s7rm8oVgdMbf3fT+Vb86dMbf3fT+Vb86a0eI2dbg/Ez+O1ndc3lCnHazuubyhWB0xt/d9P5Vvzp0xt/d9P5VvzprR4jZ1uD8TP47Wd1zeUKcdrO65vKFYHTG3930/lW/OnTG3930/lW/OmtHiNnW4PxM/jtZ3XN5Qpx2s7rm8oVgdMbf3fT+Vb86dMbf3fT+Vb86a0eI2dbg/Ez+O1ndc3lCnHazuubyhWB0xt/d9P5Vvzp0xt/d9P5VvzprR4jZ1uD8TP47Wd1zeUKcdrO65vKFYHTG3930/lW/Or7JGSsEkT2vadzmnMFVTi9xSUasFeSaMjjtZ3XN5Qqeehommmob6ZpXvylgy1nE5bHLz+p96GP8AkN++/QfkuWLjktg/Z8Td8mZN6Tp3fH+VndaSP5PB97l/UouUo6SP5PB97l/UouXgv2jfrVH91/E9KxW9BERedGKEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAaqbr0nhHzok3XpPCPnRX1uJI2UPWmeCPMq1RD1pngjzKtWGRCIiAIiIAiIgCIiAIiIAiIgCIiALDu14tlioZLld66Klpohm58jsh3h2TzBcNj3TRYMJ69vtepdLnkRwcbvqcTv7bhy8w295Q5cG4rx9WG7YruMjIz1qADJrByarNzRz7yuh0byerYxKrX9CHi+xfP4mHicdSwyvJnf1PRF0T8TUtLQ23KzcLqVFRLnwrmnZrNbyAb9uZI7CmaOWOaJs0Tw5j2hzXA7CDuK8ey4IvLJ+Di4J8eeyTXyGXON6lnRHjir4hJgK7uLauhLjTvc7bJF9oO9vHMeZbXTWgKFOjGrgv2fW58uPs5/wCxmcnoLTukKeAhUSc3a75v85lzvLnJPudfxh/BRH6m3/uKxoaqop+tSuA7HIrSLQRpxjHV5j6vwWg8DgcDHR8KadNczSd3zt8WzbQXsbBURZf2m/MthDUwVAzila7m5VzK+glpzaSDzKzPCwl6uRyGlvs10XjbzwbdGXVnHuefc12HVItDBdaqEBriJGj7bf762NPdaab1ryY3f2t3vrEnh5w5rnmOluQmmNFXns9pBc8M+9b13W6zNRWW1lI+oNIypidOGCQxh41tQnIOy35ZjerystNbzjmmnZkiaNOun8HP5QXK9FM7Vwvh3nvjR/8ATTrqtGnXT+Dn8oLkOivdq4Uw2f8A3+Me/BMvpTk9+p4b92H8qK6VV9HVF/t+RAiIi7Y8dOx0J223XfTZgm3XWgp62kmrpxJBURNkjeBSzEZtcCDtAPuL3p6WOjb2vcNfFMH0F4T0B/18YF/D6j9EmX6JLltLv/8Ao9iPYuRSX3Uv3mcz6WOjb2vcNfFMH0E9LHRt7XuGvimD6C0mOcUY0s97FJYKB01LwLH6wpXSeuJOYzHeCpwTirG92vrKO+290NIY3uLjSuj9cBs2lazM62yN76WOjb2vcNfFMH0E9LHRt7XuGvimD6C6ZEuxZHM+ljo29r3DXxTB9BPSx0be17hr4pg+gumRLsWRzPpY6Nva9w18UwfQT0sdG3te4a+KYPoLpkS7Fkcz6WOjb2vcNfFMH0E9LHRt7XuGvimD6C6ZEuxZHM+ljo29r3DXxTB9BPSx0be17hr4pg+gumXMY+vGILLbaeow9TGad82o8CEyZN1Sc8hz5JdiyPvpY6Nva9w18UwfQT0sdG3te4a+KYPoLi6DHGkmaupoai1PbFJMxrzxFwyaXAHbybFLSXYsjmfSx0be17hr4pg+gnpY6Nva9w18UwfQXTIl2LI5n0sdG3te4a+KYPoJ6WOjb2vcNfFMH0F0yJdiyOZ9LHRt7XuGvimD6Celjo29r3DXxTB9BdMiXYsjmfSx0be17hr4pg+gnpY6Nva9w18UwfQXTIl2LI5h+jHRtqO/+HuGtx/3TB9BfmtBGyI1EUTGsYyrqWta0ZAATPyAC/U6TqHd4r8s4+u1X4ZU/nnrc6Ff6WXZ8zheXqtgqf73yZWp96GP+Q3779B+S5QEp96GP+Q3779B+S5bjHfgP2fE4nkx/qdP2/ys7rSR/J4Pvcv6lFylHSR/J4Pvcv6lFy8F+0b9ao/uv4npeK3oIiLzoxQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDVTdek8I+dEm69J4R86K+txJGyh60zwR5lWqIetM8EeZVqwyIREQBERAEREAREQBERAERa3Eb71FY62XDrIX3FkLnU7ZRm1zhybxt7HOpQjryUb2vxDyLeI8U2LCdCbhfbhHTR7mtJzfIew1u8lQTivSvizHsklqwxDJbLZmQ+QOykkb/acN3gj5VG9/vV6vtzmrb9VzT1ZcWv4T7AjZqgbgB2ApDtDQ22UuUTY84mktAyGeS9EwOgKGjYqrV9Ofguxc/a/A0WkdIzpR9BbzBs2F6G05TO+r1HbHjd3hyLcrCvNxFqt0tZqhzmjJjTyuO5cbJc75qPrqm8OgkaTqwjl27st28+dbmMJ1vSbNBCjUxfpyZ365rEMzLfX0+ILXWwsuFBI0uZrjWcB2R8neKy8MX43imcyo1RUw9Xl9kOR2S4nEDta9Vp/wCc4KVGi3NxkZOj4VcPiteMtWUM00ejcPYysl+tNNchX00L5W/VIXzNDmPG8ZE571tm3K3P6ivp3d6Vp/WvO9jwfDX29tXWyTxPkJLQ3Iet5DtCzTgKj+wuE474BWiq6Bw+u9Wo17L/ADPcaH23zoQVPEYdSklZtSau1vdtV2uT+Kmmd1NRGe88KoSMO57T7q8+HAgHUXeUf4P3rGr8J11DRy1UF2mkMTdbUAIJHLyq35v027Kt/D/czaf25UJNJ4T+N/0Ho7MHcVq8SYgocM2ie7V7wGxjJjOWR/I0d9eY4rpcmObq3KpaMxumcP1rvL7eJtId+Y1pc2zW31sYz667lcec5e4O+qvk86VWOvO8M28rbrZe02WI+16g9G168aOpVjZQTlrXcr57llG3tbSOSqMYX+bET8URXCSCvL9Zj4zlqDkaP7OWzIqcdH+nSjvZjtWKYo6OvOTWyt2Ry+/1J5t3Y7Cj4YVsQm4cUIzzz1dY6vvJecN0V3Zr5cDO0ZNkaPkI5QtnjsFgtIQVOpG1lZNb1/bqPBsPyiisU6+JjtFJtyu3m3vd1nfr701ke19FtyoKmoMcVVGX8ARqF2TuqHIuV6Ld2phDDTv/ANRQD/8AqlXlnCmke/4IqYrRiRss9C06sU7SeEjHZa77Icx2j5FMV8vr9JuGLfQVN/kraCkqmVtNK1wc5sjAQASRmRk45g7VutH8olodUsPjoPUiklOOaaStmuZ8d56dS5O4XlZo6b0BWTnq505tKS7GspLrslxs8jjEW0qsP1kHrocpm/2dh95a17HxuLJGlrhvBGS9NwGlcFpOGvhKimup5rtW9e1Hg+meTuleT9XZaToSpvrWT7JL0X7Gzt9Af9fGBfw+o/RJl+iS/O3QH/XxgX8PqP0SZfoktLpf9Z9iPSORP+lL95hERas64IiIBmBvKLwt/CVXy92e6YDbaLxXUIlp7gXimqHxa2Tocs9UjPeV7MwFI+XA2HZZXue99po3Oc45kkwtzJKyquGdOhCtf1r+BiUsUqtedC3q2z7TeoiiLotKuroOh2xtV0NVLTzx0LSyWJ5Y9p4Vm0EbQrFKG1nGHFpF+rU2VOU+CbJdzB3IvLP8HZdLndtC92qbrcaqtlbiGdgkqJnSODeAg2ZuJOW0r1Mp4ij5PVlSvexDDVvKKUaqVrhEWsv18bYaaOpdba2t4R+pqUsWu4bM8yM9ysl82Ek8EOXDTRsz3azgM1b49Rd2QeUCifFFbhO+6RMP1WLsLz1lHLYK90VJU2eStfHIKmnGsY2MeW7M/XZcu/aucstHohdpWxTDNgBj6FlptJgpzhKocI5C+r13CPgM2awDNuQ1tXedXZLVIOWZPfHqLuyDygTj1F3ZB5QKCcL0Wh92OMaMqtH7JaZlRQ8WiOEah4iBpWFwDOAJZm7M5EDPft3q7gui0OvumLhWaPY5mMvpbTtOEaiTgouKUx1QBAdT1xcdU5b88tuZao1icePUXdkHlAnHqLuyDygUC6MqPRDLR4gNzwAypc3ElybCThKom1IRMdRmYgOrkNmrsy3ZBZWj+i0OyYbndcNHsc83TO5gPOEKiXJgrZgxusIDubqjLkyy2ZZJq2CkThx6i7sg8oE49Rd2QeUCgPR/R6IZNFdtlr8AMnrjbnl85wlUSlz/AF23hBAQeTbmsSxUmiZ2gijqJ8BsfczhZr3VXoUqHEz8Vz4ThuAyJ1tuvrZcufKmqU1z0Px6i7sg8oFU2rpHuDGVUTnHcA8ElefsfUeiKPRFdZqDALIK8WjOOoGE6iItk1B67hDAANv2WfurbYlGiyhu+DW4awlFablUYloo4ZhhyahLx68uaJHwsG1oJyz2gJq3K69ibpOod3ivyzj67VfhlT+eev1Mk6h3eK/LOPrtV+GVP5562+hfxZdnzOI5e/qVL975MrU+9DH/ACG/ffoPyXKAlPvQx/yG/ffoPyXLc478B+z4nEcmP9Tp+3+Vne6QYJaltJTwt1pJGyNaOyTlko8qMPXelqoKKek1Zqk5RN12nW+VSdiv+crV98PnauZxVHfn4kpJ6Kje9kAaYHNZmM+XMrynlnoihi6EMXUU3KLjG0VfJvN2twvbrsel4nejQOwbiNjS91vIDRmfqjfnWPb8O3i6QGpoaThIw4tz12jaO+VKN3dWC1VJoo9ao4I6jQM8zzLQaP4bnTUlTBW0z4YQ8Oj126pLj1W/k2BanEcidH0dKUMDF1HGcZNvLJrdnq2W539hjWONqcO3ikqYKSopNWWpJbE3XadY++sk4MxIASbcdn/Mb863+L2X99+pJqCkkkZAA6BzGaw1jvz/AHrq691a22TPpYwargSWt/tZK3g+RujsRiMXSntUqLyyXpK2dvRzd07W5mhYiu3Yfu91hdPQUnCsa7UJ1gNvunnSrw9d6KeCnqaTUkqXasQ12nWOzsHnC7HR/Bc6WGrgrKWSGEvDmcIwtJduO/vBWMaR3yS80UlDSSSRwAOhcxmt9Uz25+8FrnyWwkdBw0k1U2jaTikulZ5Wva17Z77Cxz5wZiQAk247P+Y351i2/D13ukTp6GkMjGOLCdZoyPY2nnUq1TqwWyV8MYNVwJLW8mvq7vfXM4AhutM2rgrKaSKAuD267NUl/LlnzALaYrkTo+jpHD4OLqONRSbeWVllnq2XPe/ULHIVuHrvb3wR1dJwbqh2pGNdp1js2bDzhZXoLxJ9zj5RvzroccRXqa5URoqSSSKHJ8bmM1spM+X3guplfXi1ukZG3jnAEhnJwmru99RwnIvR9fGYrDz2qjStZ5Z5Z/s5u+63MLEV0OHrvcY5JaOk4RkTyx512jJw3jaVrl3uB4rxTmuhraWSKBwMnr2av1Tly9xcEd57647Smi6OCwOGxMFJSqa+spZW1WkrK27MoERFoAEREAREQBERAEREAREQBERAaqbr0nhHzok3XpPCPnRX1uJI2UPWmeCPMq1RD1pngjzKtWGRCIiAIiIAiIgCIiAIiIAiIgPP2m/AsFjvcONaSkElBWTAVsIGxkv22zkd5xzrGp5oqiCOaBwMb2gtI7Cn29Wehv8Aaqmz3KLhKaqjMb2+YjnByI7y82U9HXYOxDV4Mu5d9SeXUsjtgkYdoI7429/MLv8AQOkXjcP5PUfpw8Y/23dljndNYNtbaHMZd9t7rnbZaaM5SbHx5/bDaFGlVNVSynjcj3SM9adc7RzKWlxWM7LqVMdwpGbahwjcxo2l/IQOXNdJhaiT1WazR1ZRlsnz7jn7XcZbXXR1kX2BycPtm8oXTYXjo7pdrlWSwMkaZA+PXbnlmSuzwXoXpRTx3HFwe+V41m0bHZNaP7ZG0nmC5bCkUUVzvLIGBsbKjUY0cjQ52QVpY+hinUjRd3G13zb+Y2uksLPD4fbSVm8uvejpdy1t0xBbbQ4R1UpMh26jBmcufsLZKN6+5Bl2rnTUsVRrTOAMg3ZHYO9s3JQpqo8zRYTDqvJ35jtrXiG23dxjpZXCQDPUeMjlzdlbIgEZEbCo0oq90l3opYII4XNka0lgy1szkc8tnyKS0r0lTasMXh1Qkrc5xOLrJQUTqeWjiMb6mUtcAfW+4F1tut8FspGUlO3JrBtPK48pK0WMRrT2uP7af9bV0xIaC5xyA2kqtSTdOKb4la1ScqEE3xLc9RBSxOmqJWxsbvc45BYVLiKzVs3AU9cwvOwBwLc+9nvXG4ovxulWIqd54tAfWf2nfbLFmqaCsgfM5gp6puRZqZ5OI7wyHLz7tquRwt43kZFPR94Jzvd+BI9ZRU1fA6mq4hJG7kPJzhc/SS4j0f1jrlYZ3TUTjnLC/a0j+0P8w2rc2WaaotVLPUEmR8QLid551axGyZ9kq2wAl/B8m/LMZ/JmrCSd6U1eLyae4aM0jitE4uNXCzcZJ707f5/lyR8HY+suMKcCmlEFa1uctM8+uB5S37Yc/vre1baCRuVXwRH9rf8AOvL2H6O6V13p6ezvkjqi/NsjHFpYBvdnyAL0nhXDFdeODilme6KFobNUuABcctuXJmVzmk8JDRFVVqFRx58nZr2/DnPq3kfylrcrNHVKelKCko5OTScJ9Wq+fjbLPm3HYaD7LSjS/ha/Ussjaa21zzIXN9aTJC+JoB77we8F73Xi+1QxWUU4tzBEKZzXsy+2Bzz7+a9i2i4x3a1Ud0h6irgZMObWAOS6Xktp/EaZ2kMVNylG1m99uvj/AHOb5Q6DwOh3B6OpKnCV7pbr9nNfgssjLREXXnNBcJpj0x4U0H4VixfjCGukoZatlG0UcQkfwjmuI2EjZk08q2mk3GZ0d6PcQ46FBx02K3zV3FuE1OF1G56utkcs+zkvDPRAdEM7oiOhmq787DAsnSrFlJScGKrh+Ezp5Xa2eq3Lflks7BYSWImpNejezMDHYyOGg1F+na6Nf0eWkCx6UsP6LMe4bZUst12pLo+BtSwMkAZNEw6wBIG1h5V7+0ff0Cw3+KKP8yxfl5pr+t70Efi+9fpoX6h6Pv6BYb/FFH+ZYszSMFTw1OEdycl4mDoybq4qrOW9qD8DcV9ZFbqGpuE4cYqWJ8z9UZnVaCTl7gXkvSl0S+j7T10Puk234KprtFLaLXDNOa2nbGC187QNXJxz2gr1Niv+i14/F9R+bcvyz0Ef1L6c/wARUP6UrWjsPCpF1Zb4uNvay9pPETpyjSjukpX9iPWP8G5/UjeP7xz/AJiBesF5P/g3P6kbx/eOf8xAvWCx9I/rU+0ydGfqlPsC1WIbpc7TSxzWuyS3OR79V0cb9UtGR27itqtXiCpxBTUsb8O2+nq5y/J7Zn6oDct42jlyWEZxHt0xZV27SVYbrX4VvD56jDtwjdSUUHGJYv41TZFwGWzIb+cLVWLSE2PS/i2t9BWLHcNZ7Ozgm2smRmq+s2ubnsB1th5cj2Ft7nfsQWzSXYayswlW3Gulw7cGS0ttfCTGONU2TiZZGDLIDcSczuWqsWM72zTBi6qbo0xK98tms7XQNdRcJGGvrMnOzqNXI5nLIk+tOYGzOfMW3vK8J6Q2w4+xzUegnFr+MVNAdRlrJfHlSMHrxnsz3jmV7A2kRtPdsZv9BGLpOHxAZMo7WXFn8Tphqu27HbM8uwR2VRhLGl7ix/jqZujPE0rpqmgLomOotaLKkYAHZ1AG3eMidm/LcruBca3uG7YzczRlieYy4gL3NY+iziPE6Yars6gbdgOzMZEbc8wATMLRVpCbSUWJG+gnFk3C4nukucNrLg3WmJ1XbdjhyjkWZo40itpsLzxegjF0ud1ur9aK1FzRrV05yz1t4zyI5CCsbRTjS901FiQRaNMTVPCYoukhMTqLJhMxJYdaoHrhuOWY7BKzNG+Nb3BheeOPRliedpu11drxuotUE105LdtQDmCcjyZg5ZjajCe412jnSE2m0RWuj9BWLJdS2PbwsVrLozsdtDs9yw8P4/bH0PlFbvQZip2rhFsPDtthMJ/imWsHZ9Ty59hZ+jjGd6g0Q2ulj0aYlnY22PaJ43UWo4ZO2jOoDsvcWHh/GN5Z0PdFQt0b4kfEMItiFU11HwRbxTLX2z62ry9TnlyciqUXyL2kXSC2p0M3eh9BWLItey6nCy2stjHrBtLs9g51oMR4wm0haU8NVgsN8pbRhq+0VDSuqaIxx9MHkmoMjs8gWRiNjR2ZJM1oOih03YxwfoWo6G26PblRNvccdukqriIHsLTFnqxiKVx1nZHqgNgPLuz9FeMr3iLRbo3N1wNcqCSrxLT1NTcjwQpqmd08rnzZGThc5Hlx6jLMnI5ZLK8mnDDrEczdv87jCeLp1MS8Kn6SV3l2fVHp2TqHd4r8s4+u1X4ZU/nnr9TJOod3ivyzj67VfhlT+eesvQv4suz5nL8vf1Kl+98mVqfehj/kN++/QfkuUBKfehj/AJDfvv0H5Llucd+A/Z8TiOTH+p0/b/KySMV/zlavvh87VsVrsV/zlavvh87VsVqKG5npmI3ojvShpMxJo9qrfxHAzbtQ3GaGjjqemTIDxqRzg2PULScsgDrbtq1dv07Ok0mUOjO8YWNBWVEbG1M4rBKynqnRGQQ5huTjkAM8953bFuNMeG7liW24fhtppw6hv9HXTcNM2MCKMuLiC7edu5RfdNDuPZ7jcNIUV2hZcHYpjutNQmaIQyQRvyY8zbw7ULhq55Zc6lJyTyIwUHH0jur1pymtGNp9HgwfPNfH10FPb4hU6sdVTyAk1BfqesDQDmNvf2FdpjbFjsH2qO5ChFUZJhFqcJqZZgnPPI9hRTiPBGkmu0oP0sUj6HWslXBR0FvdVMAmoC1wmLn7mOOvmAeyeZSZpGvrrBY4a0Wqlri+drOCqGa7Rm0nPv7FOm227kKiiktU5H09n+xpvwr/AEp6ez/Y034V/pWl9M2T2EWT4MU9M2T2EWT4MVet1GPrdZuvT2f7Gm/Cv9Kens/2NN+Ff6VpfTNk9hFk+DFPTNk9hFk+DFLdQ1us3Xp7P9jTfhX+ldFgfSS7GN1ltptApeDgM2uJtfPJzRllqjsrg/TNk9hFk+DFdZo3xg7EF7no3Ydt1BqUzpOEp4tVxyc0ZZ9jb8io11FU895I0nW3eCVCJ3nvqbpOtu8EqETvPfXkn2n78L/z/wCpJhEReUFAiIgCIiAIiIAiIgCIiAIiIDVTdek8I+dEm69J4R86K+txJGyh60zwR5lWqIetM8EeZVqwyIREQBERAEREAREQBERAEREAUV6asMNxLQMudqiBudpBe17dhkZvc3nIyzHPn2VId0r+BaYInfVHDaewFpd+9bTRsp4WrHEx3o9S5IcgqelsJPF6TTUZpqC58/2/6eO/dYhOw3Zl3oGzZgTM9bK3sO+Yra4Stsd8x0DVN14LPTidrDu4Vx9aT3ht9xazG9kOBcTtvFGzK1XRx4RjRsjfvI/WPdC3mjiqjhxfeItZpNXRQzxHPY4N2Hb7q7vFVVPBTr0Nzjl1ZpNezM8bq6Aq6A0/LAYpZxbtwfBrqazXUSg4gA7eRef8Ieunusv21SfOfnW9wjXVeJb9XYrxPiY0fSeR2pSiQNY0EHMbdmrsy7J7K0OC3N4pW1BcNV1Q45nsZKxozBvB7WDd3aN+3N2vz8xTlBiNvhk0rK/zR0iie4O16+pd2Znn/uKlOxWS845lc+gqHW+0RuLHVYH1SYjeGDsc/wD+F2lBoowPRRBklp43J9lLUSOc5x7OwgfIsmelcPo+TjO7lwXN2mJonQ+IlF1ZZJ8Tz7ZRrXejH/OZ51Ka6S7aH8K1gE1pZLaqph1mSQuLmg87XHzZLkHtu1iuYsOI42iocNanqGdbqGjlHYPMp09JUNI/hOzXM9/9yzpnRmIopVWrxXA0+J6eesutloqVzWzTVGpGX9SHFzQCeZb6+YA0jdL5YoprfVBw9c2ncWSEcoGtkFqq13/nPDbdVzsqphyaMyfXtU8sY6R7WNGZcQB31haU0jVwDp7O1rN5rrM/QmjqGNwylVV2txB2inQbiDSDd523JstqtVtkDa6eRmT895YwHe7Ll3DMHbsB9R4Y0VaNcI0rYLPha3ySfZVVcwTyvPZzdnl3hkOZdAaWK00NPaKfYImAybOqed5/WowrJKm9XC4Vramop7ZBUBk7IZDrjZlwmr2NgzXk+lOUGP5UVZPaOnRW6KvZ82drXb3pPJbus+jOTPIzA6Gw0alWCnWebbV7dS4W8STqjD+HLjE6mrbBaqiI7NVsDWkDLLYRtHuKH9LOiKS0WGsxHgSKSXi0ZfNQvOs9gz2uZntcANuR7HLuXaWe8WWxQttVXiZtZKX5te7MhoO4ZjMD3TyrqW3KWDVkjl1yRs25ggrW6Mx2k9D4qMsLNyjf1XfVkux7u3ejN09yO0Tp6g4YilFS5pJJST7VvXU8mec9EOjGfgOP10epLPk6olI2sbv4NvP2VO9HR09BTMpKWIRxRjIAKuKGKBnBwRMjZmTqtGQ2qtddj9IVdIVXVqdxsdH4GhovCwweGVoQVu3i31vewvSGhS9dNcEQ0zz9Ut0rqY87eqafedl7i83qW+h8vAhulysb3fymFtRH32HI/I4e8t3yOxfk2lIxbymnH5rxRquU2H2+j5SW+LT+T8GTkuCm07aJqfSANFs2MqZuKXTtphbuBl1+FcwPDdbU1NrSDvXer85MSucz+EaD2HJzb5TkHn4kxe6YLDRxLmpPdFvuPIcdipYVQcV60ku89n9Ez9b7pB/EFX+QV+bVn+tExF/fmh/Q5FI2jrTtpa0n4X0v4fx5jSqu9vpMEXGphgliiaGSCSNodmxgPUucN/Ko5s/1omIv780P6HIt5gsNLCwdObu9aPyOfx2KjjJKrBWWrLeZ+mv63vQR+L71+mhfqHo+/oFhv8UUf5li/LzTX9b3oI/F96/TQv1D0ff0Cw3+KKP8yxYWlPwYfvT/AJmZ2iPx5/uw/lR5Ds/RHaWMQdE9ijRBdL5TyYYp3XynjphRRNeI4aaZ0Y4QN1tha3bntXnnQR/Uvpz/ABFQ/pS7nBv19eLvwnEf6JULhtBH9S+nP8RUP6UtlGnCnC0FbKn/ADGtlUnVmnN3s6i/hR6x/g3P6kbx/eOf8xAvWC8n/wAG5/UjeP7xz/mIF6wXPaR/Wp9p0mjP1Sn2BavEEWIpaaNuHKmlgnD83uqGlzS3LcMuXPJbRavEFtutzpo4bTe32yRr9Z0jIg8uGW7IlYRnHBXCrxbbdJlicbRDebicO3Bs7YahtOwN41TZOBeNvIMlrLDfsZt0xYumZgPWmfZrOHw9NIhqND6zVOtlkc8zs5MudZl6GOLNpJsMFhprdiC4Nw9cBO+41rqJpYaqmOYLIpcyNgyyGzbnyLS2O7aXRpdxZJFgnC7qx1ntAmidiGYRsYH1eoWv4pm4nN2Y1RlkNpz2T5i295tMJX7GjNIGO5IsBcJI+pt5kj6aRDgyKRgAzy25jbsV7Al/xqy7Y0MOAeFL8Ql0g6awt4N3E6Uau7bsAOfPzLV4Tu2l9uPccPp8EYXfUOqaDjDH4ima2M8UZq6ruKEuzGROYGR2bd6u4Hu2mBl1xiaTA+FpHuv5M4fiKdgZJxOm9a0ikOsNXVOZy2kjLZmTQTLmii/YziocSCmwHw4dii6OeemkTdR5nObdo25dnlWZo2v+NY8LVDYMA8MzptdiXdNYW5E105IyI5DmM+XJcLbMT6arJo60gXTD+E8PMmpbveqh1QLzI+SCUSOLzHG6nDZNXIkazm55bQNyjDoZdOGm214arn4zw6yos1ZXv4tc7zNNR00FRI9z5Wumjp5NXWe4kmTVaHZjPM5LKhhJVaMqyaye7nMKpjY0a8KEk/SW/mX+W+BPeje+4zj0QWuKDAfDQi2PAm6aRNzGTtuqRmsLD99xgzoeKKFuBtalbhBrRUdM4hmzifV6uWe7bkqNG160sv0Q2o2zBuFqigNsfwc7sRTNe5mTtuqKQjPm1j31wtRiXS9ftDNu0c2HDVnpaduD6euuFzgvcmvDbxDsjcDTZMlma14ABdk1r9o9a5WIxu7GU5aqT6jJxTccUaRtHV0x1ccExz4dobE+msLX10Ra1+rqzV2qR64uADYyNzNYjq1KGMLliSV+EKGuwS21UbMSW8CRlfFI1mRdk0MaP/wucx7X6VodCtzo5cC4VpbbHZBHrwX+Zzo4hGANWPigG7LZrAc63WLbjpLqa3CUWJ8J4foKA4koC6ejvctTKHZu1QGOpoxkeU62znSUtbsEY6ub3kuydQ7vFflnH12q/DKn889fqZJ1Du8V+WcfXar8Mqfzz1s9C/iy7PmcZy9/UqX73yZWp96GP+Q3779B+S5QEp96GP8AkN++/QfkuW5x34D9nxOI5Mf6nT9v8rJIxX/OVq++HztWxWuxX/OVq++HztWxWoobmemYjeiHdPzLFLecAQ4nNN0qfenir4y4Ni1OCPVE7MlC91rBecExaO7BT1tdT12KbpVwQ24cK4UkDfqYjGeWprPB2bMmlevLrYrLfYmQ3u0UdfHE7WY2pgbKGnsgOByKppMPWGgkglobLQ076VjooHRU7GGJjjm5rSBsBO8BSlTcncjCrqpI8sYRs1Xiu+4HoprgelWLaaKW9UjiQZai2BzCDzPyZmOUhekMfXO+2izRT4douMTmdrCzgDJkzI7ch3gtvTYfsVHLDPSWahhkpzIYXx07GmMv6vVIGzW5ct62CnTjqEKk9oQx6NtKHsf/APtzk9G2lD2P/wD25ymdFd1izq9ZDHo20oex/wD+3OUl4Rqa+54fpa290bYayTW4Rhh1MsnEDYd2zJbxFRsqlYo4GHtTPFC+tjjYc2saDzBVIqEimTrbvBKhE7z31N0nW3eCVCJ3nvryb7T9+F/5/wDUiwiIvKCgREQBERAEREAREQBERAEREBqpuvSeEfOiTdek8I+dFfW4kjZQ9aZ4I8yrVEPWmeCPMq1YZEIiIAiIgCIiAIiIAiIgCxa+sbSRZjbI7qR+tX5XmONz2xveWjMNaMyfcXHXK9PbO509NMHk7ntLcubasnDUHWl1HdciOTEdOYnynFfgQef+579Xs531Zc+WU97nuL3nMk5kr4tHLeap+YYGsHMMyscPqqyVkIe+R8jg1rc95O4Lbqi0rvI+gttCCUYLJGbiO027FFsmsFQeEfUjViEbdd7ZPsSAOUFcPZuh40sXOja2otzKB1K4sjkmrBG6eAnJzfW5uHNmOVekMMYeocH0rYmRsmuj2h1RMRnwZP2DeZY2JMYU1n1oZZpJax7HPZG0a2R5CewFzkeWWOpTlhtFxTi3vkm79aSasn139hxPKPkno/lTXp4rFJxlDK8XZtcHk8lnbtZEeIOhppIKdtcLZVQNpofqsdLOJA8gZ+uzBOfOFCtghlqbZFZIXGKS53EUpcd7W+t1j7y9o4TxpQ31rKcSugrWMa57CNUOOW0gcoXIaW9Ctnxuae926lFLW0kwkrIacaoqojsc7Z9mNhz5ciDyLYaD5cYihXeD0zlfdLPJ52unvTds79uWZ51yp+ziMKKxOjXfVd3F72lwa4cLeOTi28aQ7VgmsiwjZ7FUVrqOFgLYTkGjLMDcSTltJ51upsd0NFhBmLLlRzUzZBk2md1wvzIDduXYz7y1tr0JaUMLYnqLtgywU9TQzw8Gzj9U1jwNhIOZDs8x2NyxcRaPdK2KL/Q0uNcMdL7RRHhpX08gkiePCaTtO7mGa6BV9D16kYQrQds5PXWs+K1b72zkng9KUabqTozS3L0Hqrg723GA3TvQjJ8uGq1sZ+yEjTs95bfFHS3SDgN96s5zlpmmqp3OGT43s2uYctxyBHvLFxpi2+WmpqsOWzBMlZS8A2OKdrHFmTmbsg0g5Z5b+RaCzaO7rbMGT3W5YjuVpc2GWofSRvyaG5bA4Z7zlt762EKOHjGGIgtlK6t6WtddizRr5TqScqMvTVnfK1jmaitulbiDD9TYqU1Nwkax9PCG62tKXbBly7V6w0cYGmwhTNuGLLnJeL/VNa+YOf8AxelBAIYxnU5j7bLM8yhPocsO0tdjmmvNxjL22CzOro29iRzyGnb2A5x7+S9H0znSQtmk6uUcI89knaVxv2gaXnKutGUcoxS1mt7vdqN+CWbtvvnuPQvss5N0KmEekcQtbNqK5lbn7eZcLdZlXB2VynjOQ2Ne3LcWkZecFcbfsFWyeonu3TCShicC+oDBm09k/wD+zW8pLlPeppqCVwhu9te8RsedVtVTk+ty7Jyy7xHOrjp46uCSCopXtJzjkimZll2QeyuCwUa9GoqdLKWSduHHse+57NGUdW0uY5K2YVsUwl4s2OuoKhgdHUF+UsTxsLfd37l1EEMVNCynhbqxxtDWjsAJBBDTQtgp42xxsGTWtGQAVxdZCGos22+sxZS1mERFMiF0uji89I8aWutc7KN8wgk8F/rT72YPuLml9Y90b2yMOTmkOB5wr+GrywteFeO+LT7nctV6Sr0pUpbpJrvPZi/OPFH/AMxc/jyn/QmL9C8O3Nl6sNvusZzFVTxyHmJaMx7+a/PTFH/zFz+PKf8AQmL6b0NUjVU5x3ODffY+f9NQdN04S3qaXxIz6H3+b9M/9wbn+ehWNZ/rRMRf35of0ORZPQ+/zfpn/uDc/wA9Csaz/WiYi/vzQ/oci6SXrv8Aej8jmIfhR/dkZ+mv63vQR+L71+mhegMf9E/pT0daU8B6McN1NsZZK21WAStmow+X6u1jZMn57Nm7sLz/AKa/re9BH4vvX6aF02nn65bRx+K8Mf5FjunCqoqauv0n8xkqrOi5Spuz/R/ym0wb9fXi78JxH+iVC4bQR/Uvpz/EVD+lLucG/X14u/CcR/olQuG0Ef1L6c/xFQ/pSm/V9lP+YjH1vbU/lR6x/g3P6kbx/eOf8xAvWC8n/wAG5/UjeP7xz/mIF6wXN6R/Wp9p0+jP1Sn2BavENjffaWOmZdqygLH6+vSyarnbCMjzbVtFpcU2iyXijigvlWaeFkmsxwn4LN2R2Z8uxYRnHD19vxJadJlioMPVlLW1EeHbhwk11kkJcw1VMd7BnnmQO8tFDdscWPSbjm8XGqwpRto7DaZqueolnbBFEHVhDs8s/ts8+bJbC+QyWHHNnkwxim12uiocM3GaatuUJqohEKqmLsyJY8sjyk8mWSj7CVh0haUtLd8xFdr1baOkoaC1VNHSVdkkEVfHr1QgqJYOMZtLSJHMa5x2OY4tDgALsYpq73FicmnZbyLtB2LeikotK2IcS3mwXm5W2oLZLrFPTyZMa5g4CTgdjzkzVLWxgu1PsTuXojRPiPGOJp8YXPDdXhaqhkxA7hS59S0tkFJTAt1S0ObllkQ4Aghwy2K9hK2aTHY/x02DF9gZM2poOGe6xyua88UZq6reMjVyGw7TmduzcuTqNFeP8VS4+uFkxXaLfiWC7yMp7jRW+akqXTCipy1vCtqDlGcwNV7ZG55nLbsy8RiI4yom0o7llu9v+bjDwuGngaTjGTnm3nv9n+bzEscmkHFNTddGVvlsLG12JbpcrwQ6Y5UkVWNaFxy2Mmf6wcpa2TsKQdHLdI78J1MUFPhd0Drrdg5srp9p49PrDIDLLPPLmyUFdB3o90/WW74xu92vlNQRz1TqKpkudOax01VDIdYBrZWEFpc/N2tkS7l3ictG9s0nPwvO6kxhh+OPptdQWvsUrzrCun1jmKkbCcyBlsBAzOWahjKSw9TZRkmlzrrJ4GtLE01WlFxb5n1d3wIZu2BdMdr6H+K/aIquO2VNRSCSqo7XUTE1MZcRI4QvBYx+W0ui1XEA71f6HSx6Y7R0O+Iay+UdsbHdKSpqY5ri6XjMtMKQMYW6oPrAxoDA7cBs2ZKUtHFs0lv0Q2t9Ji6wR0xtjy2N9jle8NydsLhUgE8+SwsPW3SQeh7opYsW2FtF6EWuELrJKZBFxTqdfjOWtls1tXfty5FXyt7B0Glm9/OR8jXlCxCk8la3N2mdpGOkf0lrvxqPDfFekvr+DfPwmrqDdmMs1tcbHHRqMJ9PmWEUnoloMzRvmMmtm7LqxlktNpFtukpmhe7yVeLrBJSiy5viZZJWPLNQbA81JAPPl7i2uM6DHtPVYSlv+JrNW0YxLQB0NLaZKeQuzdkdd07xlzaqxDOZKsnUO7xX5Zx9dqvwyp/PPXu3Tni+80FztOEbVWy0cdbG6pqZYXFsjmgkBgcNoGw55cyipljssbdVlppAMyest3nedyzMDilg5ubV7o0fKHQ0tN0I0Yz1bO+6/M0ealPvQx/yG/ffoPyXLddJrR9y6TyLfmWTRwQ28OFBEymD8i4RDU1u/ks3EaVjWpuCjb2mh0VyOqaOxUcS6qdr5W4q3E6XFf8AOVq++HztWxXHPllkLXSSOcW7i455d5VcYn7dJ4xWHTxahzHU1cA6jT1jCxhifHlqvLqTD+HhWUgja4S8Wkfm47xm0gLSejnSv7Dx8Cl+kuo4xP26TxirVQZaiJ0bqiVuY2Oa8gg9kFXfL49Es/dcun4HOejnSv7Dx8Cl+kno50r+w8fApfpLW09Jje7zVD6DGJp2Qv1C2orXMJPNzK/6HdIvs7pvjJyzoSjUipI1lWEqU3B8xl+jnSv7Dx8Cl+kno50r+w8fApfpLE9DukX2d03xk5X4sH6U52CSDF7ZGHc5tc8j3wFLIhdlz0c6V/YePgUv0k9HOlf2Hj4FL9JfPQTpY9lR+GSfMnoJ0seyo/DJPmTIZn30c6V/YePgUv0l0OCcSY2vF0lpsSWEUVM2AvbJxd8eb9YADNxI3E+8ud9BOlj2VH4ZJ8y6HBGHcb2m6S1GJb1xymdAWNZxhz8n6wIORHYBR2Kq9ztZOtu8EqETvPfU3Sdbd4JUInee+vJPtP34X/n/ANSrCIi8oKBERAEREAREQBERAEREAREQGqm69J4R86JN16Twj50V9biSNlD1pngjzKtUQ9aZ4I8yrVhkQiIgCIiAIiIAiIgCIiAqjdqPa/sHNbGanp6qPg6iGOVh+xe0EfKtYtnTO1oGHsDJUeWaPTPs5xlqlbCPnSkvZk/ijS12CbDWAllO6ncfsonZfIditYewVS2a/wBLdJ6njFPTuL+DdHt1sjqnfyHI+4ukRSnWq1KUqLk7STXeer7SVrXL8EpkD5ZsmySyOe4Z7szsHvZBcViinulqvVZeYaB1VTVlKYXOaCeC9aATs3bvlXXKmRjZYnwyDNkjS1wz3g71qKWjlh6jnTeTys+Hai4q2Vmjm8KVGHrxcaKohMsVzpqZsHBuyaJMm5a3Ps+RSJW3BlopnFwdJJFGXPLW6xAG3YOUrlaS02+iu9HeYacCaij4NjRsaRkQM+UkA71exFLW1tprY6EHjUzCG5HLedu3k2ZrXY/RlWviI2TcO29s93Yt5VTjPJ7ip+kfC5lZG+ue8vAOsdbIZ9nZkF0UFxiIDo5HNByOTvXNIUTMNJh6mhFVZZaiKWMGpgmhz1Jm7ntfllkexmtzbcb1T6ymprrZnUcFYQ2CXM5bd28bRu3K1itDpL9DF2V97WfYv86iajGSszbYww3Smmfe7XGGap/jETcsvCAHIvPukbE0V+l9BlmlEjNcOuE7NrWNac+DB3Ek7+9316ipqeKvjqbXUNLoayB8MjRvLSMj8mahTAejShsDJpK+jjcQ58ccTxretzILnZ7yfMuu5HaSp06dR4tuUqVtVcb3t7tvgeS8r+SeKxmkaeG0XFRVZScpfswta79t8lzs02gevoodJVzw7M9kZudjMNPnyvY7PIc+qXH3FOlpc+opYoWscZmZQuYBtDxsyy76iqq0UWiPElFi6wVtRbblQStlj1TrxEt3AtO3I8uR3L0NotfbDd7rjHgQai02ievlpSM2OnY0ZPBPu/IVd0zo2PKDTFJ4VtKrqqV16rjvfY47utWdrm+5IYLH8lNFzwOOgnqZxlF3jK73cU777pZNWvmaA6PcfUdmmxHi+zUdBHS1MbqYOlAn1S8AENBJG8dg79i6dmiPE10aLjTVlrEVT9VYJKrJwadozGW9ecdFtTi7TXpTrr7fMSy1N1ghfXw0j3/yg67WmGFpIDQ1ri7IcjN3KuZ052ObC2lW72eO+io4SSOolcyTZA+Voe6J2RIzYXEHvLe0eT+Bw+NbhSlstRZ61vS1n1WWS3c289Op8mcViMd92VMXGNZR13am2kssleSva/rc+62TPUNk0d3q+PraClnoG1FtqZIZnST6rXZHIapy27ilz0d3qw3O20dxnoJBcnSRR8DPrAODdhds2DMhRPpu0Z1OEdE9suEuImPZbK1lPQyMcALnFLHmZY8nHYAxp5eqO1Y3Q16PazF9nul3ivYImmfbauPWBdQwmHMVLsz1J1nAcmbDtVh6FS0fNbKe21nbPm2llla+767jX/dkXo6Wl1i1sk9W2ze/d62t13tb/be5N9doexVR0U9ZJW2ktgidIdWrzOQBOwZcysWXRlfMSWumu1sqLdHDLG0ETVGo7WA2nLJeR8D4bdf9J9Dg04mZFE+vfAysdIeDlLNYtyzOXry0NG3e4Ls+iVwtXYSvtjqaq5ujrLjbWmeg1spKXgzqguAP2Q2jduKzqmh8L5ZBxpS2WrK/pc942z1evdz+xmwnyWq08dT0Y8atpUjrJ7J7lfK2vz2ed1a1ms0T7TaPby/ENZhV89Aa2OKKZj+H+pAEEn12W/JfcRaNr/heiiulwqbdJBxmKJzYajXcdZ2W7Lcont2jSrd0PFbfZMRRNopbey6trdcanDtkJ4pnnnr5gNy7J3ZLjehzwxcsXYvqpKOvMtVbKdlRHRF+clSDI1ri0E/Yg5nlWHLQ9NYbE/op6956mfMkrWVs+fdv5jFjoTWw9fGLFrVoS1ZLZvNqy363o3b3WervZ780Z0s1jwpBbrnVUoLZHvg1JgfqTzrNB7B2nYvNh0M3jHPRBWTS/ZulUQtF4qn3uaafg5Z2DNkJY0Ah5DQRvGwBeddK1jfh7SpecORYjZUR8f8AX1DJDqROkIc5pyJ6guLTl9qVJnRB6Pa7B+A7DXVV5ax9HWyUNLGHAGuhc3W4wzIn1o1G9nqxtXX0NK4zA1cHGhCWrTUozzya2bS1srZPdfntzmkxn2bYPEzo0q2LTeLalF7PONrTyWtfO6T3WTu8jDwV0L+kTR23FOHL1V2fplja01Vson0lcXx6j/sZTqjVBeYzuO5clj3Q7jzQx0MN9w/jy1x0lRU40op6eSKZssU8fFZBrNc3kzHLkV3fQ86O63FmDrvdG3trKetNTb6yUuB6XMEIImfmRkCHuI3D1h2roOhSuDdKlLiTQVpGYMQ4ZNLx6BlRI4uheyVo+pvz1mg5gjI7MjlvK6LQfKbGS0piHioPUqSg45uy1YL1ep89uc5HlF9l+Hwuj6/kNdSlg1qy9Gzkptu7zeaeVudK991/Pumv63zQR+L71+mhdNp5+uW0cfivDH+ReoLnoE6E6NzbNccLXOVltfJDFC64Vj44TreuDAZMmgkZnLetzZehj6GnGkzrlR4YuVTPQ8HGJp7rWcJGB1Aa4yZgDLZluXcx0rCNvRf7X8TueSy0ROV/SWer/CreJ5awb9fXi78JxH+iVC4bQR/Uvpz/ABFQ/pS97s6DvQHFcH3aPC1eyukLi+pbeawSuLgQ7N/CZnMEg7duat0/QZ9D3SQVFLS4Pq4YatoZPHHd6trZWg5gPAkycM+yqfesLW1Xuj/C7+JJaIqJ31lvk/eVvAj3+Dd/qRu/945/zEC9YKLMG9DPoiwBcaW54Sstxt8tJPxmOOO71ZhMmWWbozJqO2dkHcpTWrxVZV60qqVrm2wlF4ejGk+YLS4qGFzRxeivgOL8J9T4bPLXyPY5s1ulZqqKjrWCOspIZ2tOYbLGHgHs7VYMghbF2B7djjSLhKlw1fm2+3W+z11ayNlM2op6hzKqn1WyRvIDg15DwDs1mg8gVyxYdx87S/i2CPSKxlQyz2d0k3SeI8I0vq9VurrZDLJ23l1uZdrjzAGFLzTQXWsw/XVVTbY3Q00dsr56J+pI5pe36g9uYzaDkc9y4uHRTggUNTiBmBMVx175I6d8YxHcBPNG0EtJdw2Za0udkDuzPZVzWurMtalndF3CWHcfvx9jqOHSO2OWOpoBLJ0mhPCk0jCDlretyGzZvV3A2HNIEl2xm2DSQyJzMQFsruk0LuEfxOmOt1WzYQMubPlWLHoqwTBbZb5DgXFjKyoqGxzQNxJcBNIAzZI48NtAA1Rmvp0V4KobZHc6XA2LBPXTPdUQR4kuDZA4AAPeRNtJDQMzyAKl0Vs/8Z80U4dx9NRYkNJpGZThuJ7ox46TxP13iY6z9rtmZ25cizNG+HNIEuF5302khkDBdrqCzpNC7Nwrpw45l3KQTlyZ5LDfopwRardTVVvwJivXr3yzzwQYjuDXRya21z8ptrnb896+1OivBVpo6Q2/A2LHtq2OnkhgxJcG8C9ziXBwE3VEkknlJKNoJNf+lGjnDuPpdEVrmptIrYac2x5bD0nidqtyds1i7M99YeH8P48d0PlFUx6Q2spDhFrxTdKIjlHxTPU19bPdsz3rOrtFOCLLFTW+24ExXNTPpmv4OnxHcGxxa2eceqJstnL30uOiTAlrMdho8CYpqaDgGRBsOI7gIWsLcjHq8NlkBsy3ZKt0U1WWtIuHsexaGLvPU6RWzUzbLrOg6TxN1m6g9brB2Y7622MbJjKhq8JVF6xw250oxLQA04tkcGZJdkddpJ2LBueiTAvHzh2XBGKay3yFkL5TiO4OgLHZZ5tM2RAz3cyzKDR9hW1Yto3U+CcSzGgrWSU9XU32tqIGPB2S8HJI5pyzO8Kl0VsznNPP9Yti/F7vy3qCdLGmqm0Y3ChtnSN9wmq4XTuPDCNrG62Q5DmSQfeU7aef6xbF+L3flvXlTTdb6O6aY8K0NfA2aCShcXxu3OydIQDzZgK3VqxoUpVpq6im+5XLeIqbKm58Cx6rdnsIPw7/AEJ6rdnsIPw7/Qtv6C8Jexq2/BmfMnoLwl7Grb8GZ8y5Hz3wn5Mu9Gh+/F0X4Go9Vuz2EH4d/oT1W7PYQfh3+hbf0F4S9jVt+DM+ZPQXhL2NW34Mz5k898J+TLvQ+/F0X4Go9Vuz2EH4d/oUj6JdLdPpRiuJZZ32+W3Oj1mmXhA5r9bIg5D7Urj/AEF4R9jVt+DM+ZWuhzpKegxVjqjpIhHDDUQMYwbmtDpcgtvonT9DTEp06cHFxV8+0zcDpHyyeqlaxJNp0fUuMpaypqLjLTGnnMYDGB2ee3lWx9Iu2/d+p8i351C+k/S/jrRrd4qHCVxhpoazhJZhJTskzcHZA5uBy2LjfVU6Zvu9SfAIvmXX0MQoU1FlrFYWVStKSPTXpF237v1PkW/Ou4wth6LC9mis8NS+dsTnOD3NAJ1jnuC8W+qp0zfd6k+ARfMnqqdM33epPgEXzK75VFlhYOa3WPdKLwt6qnTN93qT4BF8yeqp0zfd6k+ARfMqeUwK+SVOo90ovC3qqdM33epPgEXzKV+hv006QNI2Nq2y4qucFRSQ22SpY1lMyMh4kjaDm0Z7nFVjXjJ2RGWGnBazPSEnW3eCVCJ3nvqbpOtu8EqETvPfXlv2n78L/wA/+pjMIiLygoEREAREQBERAEREAREQBERAaqbr0nhHzok3XpPCPnRX1uJI2UPWmeCPMq1RD1pngjzKtWGRCIiAIiIAiIgCIiAIiIAs2gd61zOwc1hK9Ru1ZwPttiozouSmM8i0vRk90nqv/ll8bGyREUT34IiIAiIgPhAIyIWNWW2ir44oqqAPZC8PjGZGq4djJZSs1E4hZs6o7gmrrFY3vkV1F0lpwWQuAkcCC4cgK1SElxLicyUVaGHpYdNU42uZivzhd/oq/m7G392qv8lcAu/0Vfzdjb+7VX+Sug5P/wCpUu1/Bmv0p+qy7Y/zI8PQzz00zZ6aZ8UjDm17HFrmnmI3Kl73yOL5HFznHMknMk9lfDvXxdEfRVle5dlqqmeOOGaolkZCNWNrnkhg7AB3JDVVNOJG09RLEJW6kgY8t129g5bxzK0iXGqrWsdFaNH2Nr5huvxlZsO1lTZ7STxytjA1ISACc9uewEHYNi3dr0L6YcX2WPF9qwZdrpQVLHSR1bMpDI1pIOQLtY5ZEbuRetehzwfWN6Hy34ddTQGDGNPdpqzhJGtkDXsMcOq07XZhoOzctVo+vGHMF6NNE2JMX6RXYbprP0ydJbyyVwuP1RzSwhhy9acjtB3rd09GQ1Yym2k43e5c649TPKMZy+xarYijhKcZSp1XCOUpOSUaj3Rd9ZyptX3JNNq2Z5it2hTTNdsMsvlswTeamyyMdUtdGAWODcwXBmeZIyI3Z7FrqDRlpLFHDfbdhq4sgkt012iqIiG50kRAklBBzyBIB5dq9vYJuFkmwtgrGrb3eW1Frs14vNNZqR2Udxg4Qh2u07HObrs1RnsJXL2Go43oytlUGavDaLb9Jq9jOaI5KT0XSsnrPdfm/wBv1LEPtA0g5zjKjCym47pL8zJ3eb9BPWWWbVro8NucXEucSSTmSeVXJqqpqGxsqKiWVsTdWMPeXBjewM9wVpFoj16yLsVVUwRyRQVEsbJhqyNY8gPHYIG9ek+gJ/rTvH4kf+ejXmdei+gmuElpxzii6xQtlfR4bqKhsbnaoeWPY4Ankzy3rP0Xd4ymus4/l/aPJnGyfQ+aPa1XoywhW1U1ZUUErpZ3ukeRO8ZuJzPKtpYML2bDMc0dnp3RNnIc/WkLsyN2/vryt6uLGHtX2r44k/Yp6uLGHtX2r44k/Yr0r7vxPQZ8Oecmivz4nr9F5A9XFjD2r7V8cSfsU9XFjD2r7V8cSfsU+78T0GPOTRX58T1+i8gerixh7V9q+OJP2Kerixh7V9q+OJP2Kfd+J6DHnJor8+J6/ReQPVxYw9q+1fHEn7FPVxYw9q+1fHEn7FPu/E9Bjzk0V+fE9fovIHq4sYe1favjiT9inq4sYe1favjiT9in3fiegx5yaK/Piev0XkD1cWMPavtXxxJ+xT1cWMPavtXxxJ+xT7vxPQY85NFfnxPX6LyB6uLGHtX2r44k/Yp6uLGHtX2r44k/Yp934noMecmivz4nr9F5A9XFjD2r7V8cSfsU9XFjD2r7V8cSfsU+78T0GPOTRX58T1+i8gerixh7V9q+OJP2Kerixh7V9q+OJP2Kfd+J6DHnJor8+JIOnn+sWxfi935b15d0vf124S/AH+eVSmNLt00w4jor1dcPU1okoo3UrYoKozh4yLtYktbkfXZZZLAxtossuN7xb7/U3G4UFfbWlkM1I9oJaTnkQ5pHKffKwsZh5zo1MO8m4td6sZs5w0hhnKhK6ksmc2i3HpSO9nd+96n/AGSelI72d373qf8AZLzjzLxv5kPH6HP/AHHiOK/z2GnRbj0pHezu/e9T/sk9KR3s7v3vU/7JPMvG/mQ8foPuPEcV/nsNOtP0P39M8ffhcP5Uq7D0pHezu/e9T/slssBaNbNgB9yqLfW1tZU3WRstTPVPaXEjPIDVAG9x99dDye0FX0RUnUrST1lbK/G/OkbHRujquEqOc2vYc3dNDOEtJ9bLX4jv1bQSUUj4Y2wFgDmk5knWB5ViepK0X+zW7eNF9FSZgipMDbkBc2UudSTk6HXz37d66jpi72RQ/Bf3rv6FOLpptFMVVnGtJJkF+pK0X+zW7eNF9FPUlaL/AGa3bxovoqdOmLvZFD8F/enTF3sih+C/vV3ZQ4GPtqnEgSr6FHRlAIdTGd2PCStjObotgPL1Kv8AqStF/s1u3jRfRU0XK4OIpv8AzBCf4zH/ALLz99ZnTF3sih+C/vTZQ4FdtU4kBUPQpaMqqOR8mMrq0snljGTotoa8gHqewF2+ivQthDRji/pnhy/1tfNWUM0EjJywhrQ+N2Y1QOULt7RcHCCf/wAwQj+Nz/7L/wAx3OsumqjPfqRpucdVlBOdVsOpltj255oqcVmkUlUm002b6TrbvBKhE7z31N0nW3d4qGnUL8zlUUx/6zfnXl32mwlN4XVV/X/6lhpvcYyLI4jL22n+EM+dOIVB3OgPenZ868r2FXovuKar4GOiy22m4P63Suf4BDvMjrPdmDN1sqgOzwLvmVfJq1r6j7mV1ZcDERVyQTRHKWF7D/aaQqFaaccmRCIioAiIgCIiAIiIDVTdek8I+dEm69J4R86K+txJGyh60zwR5lWqIetM8EeZVqwyIREQBERAEREAREQBERAF9a4tcHDkOa+IhKE5U5Kcd6zNuDmAeyM19VmkfrwNz5NivKB9KYLExxmGp4iO6UU+9XCIiGUERfHODWlzjkBvQFMsjYmF7lrJJHSvL3HaVXUTmZ+e5o3BWlejGxk04aqu94REUi4F3+ir+bsbf3aq/wAlcApQ0D0MF0uOIrZVa3A1dnlgk1TkdVxDTkezkVuuTyvpOilx+TNZpmoqWCnUluVn3NHgo718XuX1H2h/td6+Hf6U9R9oe7Xevh3+ld39wYvq7/7Hdf8A2Hk5wqe6v6jw0i9y+o+0PdrvXw7/AEp6j7Q92u9fDv8ASn3Bi+rv/sP/ALDyc4VPdX9R5VptNWPqS7YVvNNcYI6jBtLxO1BsDQyOPIghzdziQciTvWvxfpNxVji1W2y36emdSWmapnpWQ07Y9V08mvJu3jW3DkXrr1H2h7td6+Hf6U9R9oe7Xevh3+lXXofHtOLkrPr7Pou418PtM5HU6ka0KMlKO57ON16270v90vefE8uWfTvpGsL8Mvttypo/QnS1FHbmmmaW8DN1xsg+zByG/sBZdn6IrSdYZ7RNbLjRRNstDPbaeLiUZjdTzPD3se0jJw1mty7GS9Meo+0PdrvXw7/SnqPtD3a718O/0qS0TpGO6fi+r6LuLFT7Q+RNW+vhm73/APzjz6zfPzucvefE8c43xredIGIJsS39tI2snYyNwpadsMeTRkMmt2bloF7l9R9oe7Xevh3+lPUfaHu13r4d/pVqWgsZNuUmrvr/ALGyo/a3yYw1ONGjGpGMVZJQVklzeseGl6B6Dr+k2M/7qVnnYpk9R9oe7Xevh3+ldRgnQPgbRhSYlvWE4Lm+rqLHVUxZLPwus0tzya0Abc2hZWj9DYnD4qFWdrJ8Tn+WH2naD0zoLFYDDKevUg0rxSV+88ZIgo8T+wLFQ/8A4iX5lUKHE3sExT8UTfMvYNtT6SPz8+78X+W+4pRVigxL7B8UfFE/0V9FuxL7CcTfFE/0U21PpIp934r8uXcy2iui24k9heJfiif6K+9LMR+w3EnxRUfRTbU+kh5Bivy5dzLKK+LXiM/8HYj+KKj6C+i04jP/AAhiL4oqPoJtafSRTyHFfly7mY6LJ6UYj9iOIfiio+gvvSbEfsTxB8U1H0FXa0+kh5Divy5dzMVFl9JMR+xS/wDxTUfQX0WPEZ/4Vv3xVUfQTa0+kinkWJ/Ll3Mw0WaLFiM/8LX34rqPoL6MP4kP/C98+LKj6CbWHFd48jxP5cu5mCi2HodxKf8Ahi9/Fs/0F99DmJT/AMMXr4un+im0hxRTyPEfly7ma5FshhrEx/4YvPxfN9FfRhfE5/4Zu/wCX6KrtIcUPJMR0H3M7LRL/Kx99d+QrOnSS/RXa2m2YtprXCadwMMlyFM5ztba7IkZjLIZ8yztGNuuFtrmxXGgqaR7pHOa2eF0ZI1N4DgNijvoqaeofiy0Ssgkcw28tDg0kZiR2Yz90e+uWxmBp6TxUqE5NJ8635HvfIfTOI5N4TD46jTjKcYtWmrrO6zWRfwJNiyXFdAx2kGimaXnWi6dNl1xqnZq6xz95cXUM0hCeQHSZSEh52jEjez4a02jOkq347swZTSuIqMzkwnYGnNc3LTVIleDTyAhx2ah7KztGaHpaM1qVKTknZ+lnxNryl5UYnlPWhicVThBxWr+jWqrXvnm7vMmKqix56XFA5ukSkEvTSfWl6etGszg2areE1tuRDjq57NYFabD8ekF19t7TpKpCDVRZg4ha/Maw2auuc+9ltXPVlHV+lhbH8Vl1enVXt1Dlthh+Y+8tHYKSqffbcxlNK5xq4QAGHM+vCz4UvRlu3vmOec817OcnfEWhjok7nf7jcbTLc5KGpqpZaZ0dzLG8E5xLMm6wyGRGzJd1oewPpTwWy5s0ky1RFUYjSMnqjMRq62uQczlvby8i9S2iSM2qjye3+Tx8v8AZC5bSM9juIhrgSOEOQPgrn6mNnVp7NpW7MzYRoRjLWTZHuA5+Cbcx0xjps6nc5gOe/bvXVcc/wDfoPJD51qNF2H8TXmG7S2IU5jjq9WThIi855H+21dx6BdIn2tD8GP7ZZNCpBU0mzU4qjUlWk1F9xz3HP8A36DyQ+dOOf8Av0Hkh866H0C6RPtaH4Mf2yegXSJ9rQ/Bj+2V7aw6S7zH2FXovuf0OSuVZmKb/wAdgP8AGY//AEh2e+szjn/v0Hkh863lRo90g1AjDhRjg5GyDKmO0j/qq76BdIn2tD8GP7ZU2sOku8bCp0X3P6HH2esygn/8dgH8bqP/AEh2x3OsmKfhb7RjpjHU5QTnVawDLbHt3roaXR3pBpGPYziZD5XynOmO9zi4jrvOr0Oj7Grq6KsroYZBDG9jWxRam12rtJMjvtU2sOku8bCr0X3GFJ1t3glQid5769EvwViYscBbHZkH7NvzqKzoa0kZn/y1J5aP6S8y+0bDVsa8N5NBztr31U3a+rvsRdCr0X3HFIu19JrST7GpPLR/ST0mtJPsak8tH9JeZfdOkPyJ+6/oU8nq9F9xxS+te9hza9w7xW5xHg3EmEjAMQW11JxnW4LN7Xa2rlnuJ7IWlWHVpVMPNwqRcZLmeTLcoyg7SVmZDblcWjJtfUAdjhXfOvouVcN9U93hHPzrGRV29XpPvZTWfEzBdanc+Omf4VNGT7+WapNbE/q7dTE9ka7fM7JYqKrxFV+s79ufxK6zMkT0JP1SgcB/y5iPOCrjxZpOtvrIT2HNbIPfzasJEVd2tKKfsS+FmNYyeLUbj6y4sb4cbh5gVX0sleM4KmllHNO1p952RWGiKpTfrQ7m/ncXXAyTbbgGl4o5i0b3NYSB7oWMQQciCDzqpkkkTg+N7mOG4tORWQ663CQATVLpgN3DASflZp+ha513P6D0TQTdek8I+dFlTXCXhn/Uabqj/wCgzs95FeUadvWfd/clZGRD1pngjzKtUwAujja0EktAACvvo6uMZyUszRzsIWKoSlmkW7FpEII2EIogIiIAiIgCIiAIiIAiIgMu3v6pnuhZq1lI/Unb2DsK2aiz2/kNjPKdExpt5wbj818bewIiKh2IWvq6jhHajD60fKrlZU5ZxMO3lKw1chHnZfpw/aYREVwvBERAFLPQ6/0hvH4td+W1RMpZ6HX+kN4/Frvy2rd8m/8AVaPb8mablD/plbs+aJUREXuB4wFyukLShgbRZaWXnHN+itsEziyFpa58kzgMy1jGglx9xdUvI38IVYL3csN4UvFvtdVU0Vsnq+OTRROeynD2xapeR1IOqRmdmaysDQhicRGlN2TLVeo6VNzjvRJOjzov9FOkrGdHgexQXqGuuDpG00lVSsZE9zWl2WYeSMw05ZhXtKHRaaL9E+LJsGX+nvNVcKaOOSbidMxzGa7dZozc9uZyIOzsrxD0J/1wuDfwuX9HkW06M764bEX3qj/R41vXojD+WKjnq6t9/Pexr/LKuw2nPe3genfV/aGPuRij4HD+1T1f2hj7kYo+Bw/tV5a0adCfpQ0rYRpsaYYnsrbfVSSxMFVVOZJnG8tdmAw8oPKup9QRpw7qw18Pf+zUp4HRUJOMp2a6yixGLkrqPge88BY4sOkfCVvxnhqSV9vuUZfFwzNR7SHFrmuHIQQRvI2LoFwGgfR9dNF2iqx4JvVVT1FdQMkM76ckx6z5HPyaSATlrZZ5Dcu/XNVlCNSSpu8bu3YbSDk4py3hZdHMKaluFQRmIqOV+XZyGaxFdH813b8Xz/klY9WThTclzIrLcQv6atH9zX+U/cnpq0f3Nf5T9yjVF5T5/wCluEPdf1Oa8pmSV6atH9zX+U/cnpq0f3Nf5T9yjVE8/wDS3CHuv6jymZJR0q0YGfSx/lP3LDdpqtDSWutswI2Ea37lwK094hayZkrRlrjb3wuk5McsMTpTGeSYxL0k9VpWzWbTzfMX6FbaS1ZEq+nXZ/udN437k9Ouz/c6bxv3KGkXolzN1ETVT6YrbUuLYrZMct5Ltg+RZHpq0f3Nf5T9yi2ghbDSsAG1w1j3ysheTaU5eY2ni508JGOpF2V023bn3rea6piGpNR3ElemrR/c1/lP3J6atH9zX+U/co1RYHn/AKW4Q91/Uh5TMkr01aP7mv8AKfuT01aP7mv8p+5Rqief+luEPdf1HlMySvTVo/ua/wAp+5PTVo/ua/yn7lGqJ5/6W4Q91/UeUzJK9NWj+5r/ACn7k9NWj+5r/KfuUaonn/pbhD3X9R5TM6e7YjixJiq31UVOYhFC6Mguzz6o/rUR6f8ASdizBV/ttsw/U08MM1IZ38JTskJcXkfZA5DJq76y/wA+03ed5iuE0+2vRtW3u2TYyxJcLdWClc2OOlp+FDo9c7Ts2bSV6pyYxktI0KWKxMbuSbaS7ebM3EZSlhk07M4fAmnHSBc8W22319bRy09RLwcjRRxtJBB5WgELRy6f9JXCPyuVEPXHZxGL5l0OAbFoWZi+2vt2NLvUVTZSYYpqPg2OdqnIF2WxaKbD+gnhn5Y9vvVHdbs+XvLrUsPtH+je5fsvr6izepqr0vE3lTpwx8zANBdG1lGKqa51FO+TikeRYyONwGrllveduXYWps2nvSPLd6GKavonxyVEbHt4lEMwXAEZgZhbyqsWhc6PqFj8Z3cUbbnO6OYUecjpTGzXaWZbAGhhz51qLHYNBvTqg4LHV7e/jMWo19Bqtc7WGQJy2DPlUYrD6sv0b5/2Sr2l16Xie+rbhGyTW+mmkhlL5IWPceFcNpAK0GNbJQWg0jqJj28Lrhwc8u3ZZb++u5tP81Uf4PH+SFyukfdQd+T/ACrmjZmX0NP82Yi/GDfySpnUMdDT/NmIvxg38kqZ1F7yaCIioAiIgCIiAIiIAiIgIL6Jnq7AOao/yKDlM/RL1LXXay0YO2OnllI8JwH+VQwvE+VclLS9a3V/Kjmse74iX+cwREXPGIEREAREQBERAEREBqpuvSeEfOiTdek8I+dFfW4kjZQ9aZ4I8yvR1E8JzinkYey1xCsw9aZ4I8yrVlNxd0R3GX03uThlJVvlHYlyf+VmvguEmeb6alfzGBo8wCxUV3yms98m/aS1nxMw11O7q7VSnwTI3/MvnGLa7qrc9vgT5ecFYiKvlE+r3V9BrMyi+1ndT1Tf+s0/5V8/8NO4VI91pWMijtm96XcvkUuZGVu7ZUj/AAN+dfdW29uqfJt+ksZE2i6K8fqL9Rk6tt7fU+Sb9JNW29uqfJN+ksZE2q6K8fqL9Rkatu7ZU+I3519/8O7NSfcaFjIm1XRQuZTX21pB4OqJH9to/Us1rg9ocOUZrULY0b9eAD7XYrdSbnzI9F+zzG6mKq4V/tJNdq/s/AvqxVVHAt1W9UfkVc0zYWax38g7K1j3ue4uccyVSMb5nr9OGtmz4SScyiIrpfbUVd7giIqXRocbyp0RgLqrXTfCPpPwv4hERU1jksb9pWGheODouXXJ2Xcrv4HxSz0O39Ibx+LXfltUTqWOh2/pDePxa78tq3XJuTelaHb8mcpieWmk9LT2E2owlvSW/wBru+6xKqIi9zMYKKuin+t+xr+AN/OsUqqKuin+t+xr+AN/OsWRhP1in+8viW634cuxngzoT/rhcG/hcv6PIt/0bVrrqDT9dqqqp3siuFJST07yNkjBE1hIPLk5jh7i0HQn/XC4N/C5f0eRfoJpm0F4K03WaC24ojmgqqNxdR19MQJoCRtG0EOadmbT2OQrp8bi44LHxnPc42fezU0KLr4Zxjvv8jxroS6Md2h7R7RYEGAxc+KTTy8Z4/wWtwkhflq6hyyzy3qWMH/wg2F7reYLfi7BVVZqOd4Ya2GqFQ2HM5az26rTqjlIzPMVqJP4OemL3GLSvKGZ+tDrOCcuf6svMWmrRoNEWkS44DbeDdBQMhfxkwcFr8JG1/U6zsstbLfyJCjozSNSShnJ5vevjkJTxeGitbcsuY/WSjrKW4UkNfQ1Ec9NUxtlhljdrNexwza4EbwQQVeUJdBpcKy49D9h91bO+U08lTTxl5zIjbM4Nb3gNg5lNq5WvS2FWVPg2jb057SClxCuj+a7t+L5/wAkq0ro/mu7fi+f8krExH4UuxkpbmeTUWFWXq028kVtxp4SPsXPGfvb1KOCMJW24W8V9bG2aN+xg3ZnLPP5V4poHk9X09UlCm9WMVdt+COYp0nUI7RTT6CcNfc1vju+dPQThr7mt8d3zrqf/nNf89e6/qXfJnxIWWkutQyaYMYcxGMs+deg/QTho7DbW+MfnVHoCwn9x4vlW+5PcjfufFeV1qmu0srK1r5N9xdo0VSlrM85IvRvoCwn9x4vlT0BYT+48XyruLGXtEQfbals9O1mfr4xkR+tZamZuBMKsOsy0xtPZBIVfoJw19zW+O7515tpH7P3icTOth6qjGTvZq9r7+fdwMGeH1pNxZCyKafQThr7mt8d3zrXX7BNmbbJpqKmET4ml52k6wG8bVgy+znEJPVrxv2P6kfJXxInRaarxfh2iuVRbKmuMUtPK6J2ux2WYPZAyWwpLjQV7dairIZxv+pvByXn1bDVcPJwqRaayMZxa3mSiIrJQIvhIAzJyCwqi+2alzFRdKVhG8GUZ+8qqLluQsbey/z7Td53mKi3ok8HYqxBiW11tiw/XXCBlCYnvpoXSBrhI45HLdsIUgWHENqqbnFW0lU2aGF2pI5oPrSR+9SC2qpntD2VEZB2ghwXvXJGtLCaNoTtmk9/azoaFPaYaMWeQdHmjjHlLjO1VNVhG6wQxT675JaZzGtAB2kkZLQS6MdIglePQTeuqO6ikP6l7e4xB26PxgnGIO3R+MF1i0vU1tbVRXyONrXPIlVo5x47RzbqVuEroZ47tUyvhFM7hGsdFEA4tyzyJaRnzLT2TRnpCbeqBz8GXhjW1MRc59I9rWgOGZJIyAXtPjEHbo/GCcYg7dH4wVFpaok1qrMeSRve5K1rvtmZbKRj7pTNc2BjXNdIAQQ0Zhc3j240NdxIUdXFOWa5dwbg7LPLLd3lxvGIO3R+MFbqLhR0sLppqiMNaM+qGZ5gtSZZJPQ0/wA2Yi/GDfySpnXmrQppX0f4EoLvT4xxJT2uatqmzwxyMe4uZqkE+taeVST6pPQf7YND5Gb6CxamKoU5OM5pPraKOpBZNokxFGfqk9B/tg0PkZvoJ6pPQf7YND5Gb6Ch5bhvzI96+o21PpLvJMRRn6pPQf7YND5Gb6CeqT0H+2DQ+Rm+gnluG/Mj3r6jbU+ku8kxFGfqk9B/tg0PkZvoJ6pPQf7YND5Gb6CeW4b8yPevqNtT6S7yTEUZ+qT0H+2DQ+Rm+gnqk9B/tg0PkZvoJ5bhvzI96+o21PpLvJMRRk/oltBzGlx0gUZy5BBMT+QuFx30TeHLzQzWXAtyiPGGmOSskeGO1SMiGNO0E9k5ZdhYeO03gsDSdWc0+CTu33FuriqVKOs2cppexKzE+Oa6pgkD6akypICDmC1meZHfcXH3Vxi+BwcNZpBB5Qvq8QxeJnjK88RU3ybfec1Um6knN84REWOQCIiAIiIAiIgCIiA1U3XpPCPnRJuvSeEfOivrcSRvY7ZUMiZwktK31o2GoYTu5ivvEmjqq2mH+InzBYcPWmeCPMq1RzprdHvf0SF1wMttFTHq7rTN/wAMh/yqviVuG+8R+5C8/qWCiqq0F/8Amv4vqLrgZ3E7X92P/p3JxO2cl4HuwPWCirt4flx/i/qGsuHxM3iVAd15h92KQf5VQaODP1tzpj7kg/yrFRRdWD/YX8X1F1wMniTfsa2mP+IjzhfRbpXdTUUp/wD3DB5ysVFTXp88e5/+lLrgZnSivPURMk+9ysf5iqH2y5M2voKgDs8E75ljL61729S9w7xVdaj0X3r6FfRKnQTM6uF7e+0hUZEb1eZXVsZzjq5mkdiQhX+nVzI1ZKoyjsStEn5QKJUHvbXsT+aHonPXXEtlszuDr65jJMs+DALnZd4bl8w1jmzXesno6cyRiOPhdeUBoIByOW3nCrv+HrPiSUVFxoYmzgZcLAwROI59UAH3QuZqtFtC4k0V0niz5JGh/myV+MMI42cnfjb5K5tND6S+6MZDFxV9W+W691brOiumNsPU0h4e6ROcNmpEdcj3lzVfpSpmOLbbbXyDkfK7VHvDPzrBm0WXFvWLpTv8Jjm/OsSXRpiJnUPpJO9IR5wsulTwS3yv4HU4v7QNJYhatDVprqV33u/wRTPpJxHK4mI00I5A2PPL3yVjOx/il264tb3oWfMvr8AYpZut7XeDMz51ZdgnFLd9ok9x7T+tZaWE5tXwOWxek8VpB3xNVz7Xdd24+nHOKj/vZ470bPmVPo1xSf8AfEvit+ZfG4LxQ45Czze+351dGAsYO6iw1D/BLXeYq9CjRn6kU/YjCST3Fr0aYo+7Evit+ZffRrigf74l8VvzK67R/jdg1nYWuQHZ4u7JYzsIYnYcn2OraeePJVnRo0/Xil7EVaS3l0Y3xSP97v8AdYz5l6C6DjEd5vOMsQU9yrDNGyzue0FjRkeEYOQLzwMI4lO6zVHvBehOg1sN4tWM8QT3ChkgjfZnNaXEbTwrNm9bDQiw/wB4UtXVvfq4MvYTV20bHpJERerG9Cirop/rfsa/gDfzrFKqirop/rfsa/gDfzrFkYT9Yp/vL4lut+HLsZ4M6E/64XBv4XL+jyL3BpO6LPRZooxXPg3EMV5qLjTRskmFHStexmu0OaNZz25nIg7OyvD/AEJ/1wuDfwuX9HkUvdHNoVxIzFx0s2OgnrrXX08cVx4JhcaSWNoaHOy3Mc0N27gQc94XTY6hRxGPhTruyccu27NVh6k6WHcqfH5HsTR1pCw7pRwjR40wtJO631pe1gnj4ORrmOLXNc3M7QQdxIX559Gj9cPiH7zRfo0aiGixNiS2U7aS3YguVJA0ktigq5I2Ak5nIA5K9arTizH1/ittrpbhe7tWODGtbrTSv5BmTmcgOU7AFewWi1gK0q2t6NmuzPiQr4t4imoWzP0U6Cf632y/hVZ+ecp2XAaCNHM2irRZY8F1k7ZqylidLVub1PDyOL3tbzAuyB5cs1365PFzjUxE5x3Ns3FGLjTjF8EFcLQ+03hpJGdvnGYOR6kq2ro/mu7fi+f8krBxH4Uuxk5bmeDblovkkkfNb7rrFxJ1agHPxh8yy4a7TPaIBS0GIKwQs6lsNQ3L5V2qLwjD6YxeG/Dnbw+Fjl1Ukjg5cZab4ervV8PgnW8wWJJpH0vxddxDfGeE1w/UpHRZi5R43nm/eZLbSIydpT0qN6rFd2Hfd+5U+mxpPG/F908f9yk7Vad4CpMUZ3xt95S85MV0pe8xtmRl6bWk72Y3Px/3J6bOk72YXTx/3KTeBh7UzxQnAw9qZ4oVfOTFdKXvMbZkZjSxpQO7F908f9yrbpS0qv6jFV3d3iT+pSUI4xuY0e4vuQG4BU85MV0pe8xtmR3HpD0xTdav99d3mu+ZZIxTptrY3ROvN5LHgtcHvDQQe+u8RQfKPG8037z+o20iKjgPFtzqn1VcI2yzO1pJJZQSSd5OWa6PD+jwWmthuFTc3vlhdrBkQ1Wk9gneQuyRa6tpGvWvd7yDqSYREWEQNdfLLDfaI0M9RNC3PW1onZZ8xG4hcbU6K5RmaO7MPYEsZHyg/qUhor9LFVaCtB5ElJrccBZMNYsw3NJwEFLVwS5azBNq5kbiMxsW4krsQx78Lyu8GpYV06LeYXlXpLB01SpSWquq5kQxlamtWLyOPkvl9j6rCNafBcHeYKw/FV0j6vCVwH+F30V26LMXLbSnO13L6Fz7wrcTgnY2qmdXhusb38x/lVs4+e3qrDUjvu/cpBXzIdgKS5baS4ruX0H3hW4kenSE0b7LOP8AH+5Uu0iNyOrZpc+TOT9ykPUYd7B7y+cFEd8bfeVfPbSHH4fQfeFbiQjebnV3qudW1MeqSA1rQDk1o5Fg6j/tT7ynzgYe1M8UJwMPameKFqKmmpVpupON29+f9ixKs5O7ID1H/aO95feDk7W73lPfAw9qZ4oTgou1t94KH3t/s8f7Edr1ECCGY7onn/CVUKWpO6nlPeYVPQYwbmN95fch2Aqfez6Hj/YbXqIIbbrg/qKCod3onH9SvMsV7k6i0Vh/6DvmU5IqPSsuaI2rIUjwpiSTqbLVe6zLzrJjwNiiT/dbm+E9o/WpiRQelKvMkU2rInh0cYlkI146eIdl0vzZrZ02iupORrLtG3mjjLvlOSkVFalpGvLc7ewptJGpw9h6DDtM+mgqp5g8hxMjtg7w5FtkRYc5uctaW8g3cIiKICIiAIiIAiIAScgEARZItleWCQ0kjGHc541Gn3TkFW23xMbrVNwposvsWkyOPigj3yFeWHqvfG3bku9ktVnPTdek8I+dFmTRWjhn/wAequqP+zN7Phor6oStvXvL6ktUvQ9aZ4I8yrVEPWmeCPMq1hMthERAEREAREQBERAEREAREQBERAEREAREQBERAVMkkjObHuaeY5LJF2ugbqi41OW7IykhYiKcKtSn6kmuxlU2txki5VnLI13hRtd5wpW6H2rlqL/d2SMhGVucc2RNYerb2AFDz3siY6SR4axoJc4nIAdkrN0bac8J4BxdFVVk01TRVTDSVToYyRGxxHr9uWeRAOzPZmt3oDFVKekKVSpJ6qee+y7TIws3GtFt5HqJFctMloxNRMu+Fr5Q3Kgm2xzQzBw7xy3EdjeszpHWfbw+OvcIyjJXTyOkWeaNesevt9DdKOW33Ojgq6WYaskM8Yex435Fp2FbjpHWfbw+OnSOs+3h8dVTtmhY5K34DwPaayO4WvB9lo6qEkxzQUETJGHLLMODcxsJW8c1rmlrgCCMiDuK2PSOs+3h8dOkdZ9vD46q5uWbYUbbjjpNHeAJXullwRYXveS5znW6Eknsn1qz7ThrDlgL3WKw263GXqzS0rItbv6oGa6LpHWfbw+OnSOs+3h8dVdSTVmymqlzGvRbDpHWfbw+OnSOs+3h8dRuiRr1dH813b8Xz/klZfSOs+3h8dRtpd0zYM0YWStsxusVfiCujNPxWlLZDTscNr5OQbOQ7Ts2ZLEx2Ip4fDznUdlZ/wCLrLdSShBuRBaLCtOObRe5BDRy0rpSM+CfTtY7zbfcW3Fc37KgpXf4CPMQvApUYwerJ27V/wCnLtJGKiy+O0h6u00/+F8g/wAy+8PbHH19ulHgVGXnaU2UPzF/F9BZcTDRZhfZzugrG/8AVa7/AChUZW0nrlS0eA0/rCo6PCSft+thq9ZjIsoRWs/7ZUN79OP1PVXFKB3U3Vg8OF48wKLDzfOvej9Rqsw0WYaGn+xu1IfckHnaqDQj7GtpXf8AUy84CPD1Fw9jT+DGqzGRZHEZOSamP/XZ86+9Lqg7n0571RH86psKvRfcU1XwMZFli017uogD/Be13mKudIL3lmLTVkdkQuP6lJYTES3QfcyupLgYCLLfZ7tEM5LXVtA5TC4fqWO6nnZ1UMg77SoSo1IetFr2FHFreihF9LXDe0+8vmR7Ct2KBEyKIAiIgCIiAIiIAiIgCJkewvoa47mn3kB8RXG09Q85MgkcT2GkrJZZLzIM2WmsI5oHfMrsKFWp6kW+xMqot7kYSLNfZbrF16hli++DV86tm3VA6p0De/URj9aq8NWjvg+5ldWXAxkWTxF/2VRTD/rNPmVQoYfs7pSN8c+ZqKhUfNbtaXxGqzERZZprczq7kXfe4CfyiF81bY09dqnj721v6ymwkt7XevkymqYqLM4W0tHraOpef7c4A94N/WvhraYDKO1Uw53Oe4/lZfIq7KC3zXj9CtlxMRfWtc46rWkk8gCyBcJG9RBTN/6DT5wVUbvc9XVbXSxt+1jdqD3hkqKNHnk+7+4tEoFuuDsiKKfI8pjIHvq4bVUMbrzTUsQ7DqhhPigk/IsV8kkh1pJHOJ5XHNUprUV+y37f7fMXRkimpAfqlxjy/wCXG5x+UAfKq3mzxgCIVc55S4tjHvDW86w0RVkl6MF4v4trwF+oy21tPGPqVtgz+2kLnn3s8vkTprXtOtFPwJ/5LGx/kgLERPKKq9V27MvhYazKpJJJXl8sjnuO8uOZKpRFZbbd2RNVN16Twj50Sbr0nhHzor63EkbKHrTPBHmVaoh60zwR5lWrDIhERAEREAREQBERAEREAREQBERAEREAREQBERAEREBRLFHPE6GZjXseC1zXDMEHkXKV2jSx1Os6klnpXHaADrNHuHb8q65Fcp1qlH1HYqm1uI8do1u9NmKC+tAPJk5nmJWLLgXGTOouDZO9UuHnUmosuOk8RHnJ7SRFMmEMcx7mzP8ABqh9JY7sN44Zvpq096bPzOUvIri0rW50vH6ldrIh02PGg30lx8Z3zqk2bGQ/2S5e+751MiKX3tV4LxG1ZDgs2MzupLl77vnVTbDjV26kuHuvI/WphRU+9qvBeI2rIkZhjHL91PVjv1AH+ZZEeDMbv6qR8fhVXzEqU0UXpWu91vH6lNrIjeLAOLH9du7GD7+8/qWTTaLC5+vX3guzOZEce0+6T+pd+ity0jiJc5R1JM0dmwdZLHMKmlhe+cAgSSOzI7w3BbxEWHOcqj1pu7Itt7wiIolAiIgCIiAIiIAiIgC+hzhucR7q+IgKxPO3qZnjvOKrFbWDdVzDvSFWUUlUmtzZW7L4uFeN1bP5Qr70xr+7Z/KFY6KW2qdJ941nxMjpjcO7Z/KFfemVw7rl91yxkVdvV6T72NZ8TJ6Z1/dLvdyX3ppX9v8AfaPmWKir5RW6b72NZ8TL6a13bh5NvzJ01ru3N8m35liInlNbpvvZXWlxMrprXduHiN+ZOmlf3QfeHzLFRPKK3TfexrS4mT0zr+6pPcK+G5XA/wC2TeOVjoqber0n3sprPiZHTGv7tn8oV8NwrzvrZ/KFWEVNtV6T7xrPiXjWVjuqq5j35CrbpZXdVK899xVKKLnKW9i7G/eiIolAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA1U3XpPCPnRJuvSeEfOivrcSRsoetM8EeZVqiHrTPBHmVasMiEREAREQBERAEW7tdus4tTbndmVsonqzSRspS1pZk1ri45g5n1wybszyO1bqKxWKr6SWeZlUypreHgZK1rY9Uid7WukaQS47ACMxkBvKzKWCnVWTW5eLSXff6lyNJyOKRdQzCdK65ii4abgzZXXPWGXVinMmW7qdYZLOuuE8OW2quobJcJobLFEZ267GvmfIWhob606rRmc3EHk2DNSWjqzi5uySdt/BXfgmyuxla5xKLt323DNHhiapqKOvfE65QCMua2KoDHwFxBcQQQOTIZO2HYqbjhLD9iexlwkuVVwtxnoWGDVbk1mpk/aDm71/U8vZCk9G1Eta6srXz3Xdl3ldjLfc4pF20GDbJT3e22C4zV8tTcqt8Inpw0RxtbM6IbCCXE6hJ2jIEb1dtGGrHRXuz2+qZV1NTWR8aLtVroA3N2TC3LN2xu12ew8mxVjous2k7LNLfubtl4oKhJnCIugttotDbXT3K7trpOO1j6SNlJq5xhoaS4gg6xOuMm7M8jtWZTYXtHCW+21L651ZdGSPhmZqtjhye9rQ9hGZ2szdtGrny5KzDBVJ2tbPr42t33XzsRVKTOTRdc3DuGmvNJPLcOHZa47k+RpZq7YmyOjDcs9oJydns7BWlvlDQ0ooaq28O2nrqbhwyZwc5hD3sI1gADtZnnkN6pVwlSlFybWX/n0EqbirmrREWKWwiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDVTdek8I+dEm69J4R86K+txJGyh60zwR5lWqIetM8EeZVqwyIREQBERAEREBn2y/XmzCRtquU9MJSC8RuyBI3HvjM5HerTLrcWTU9QytlElKS6F+ttYS4uJB75J91YqK5tallHWdluzK6z3XNnHifEENELdFd6ltM2N8QjD9mo7PWb4JzOzdtVEWIL1BcJLrFc521crdWSXW2vbkBk7sjYNh7C16Ku3q5ek8t2byK68uJmVd5ute2RlbcJ5xNKJ5A95OtIBqhx58tneW29HV+it8NPS3GqhqWzzTzTtk2yl4Zke+NU7d+1c6ilDFVoNuMnd9ftCnJbmbSixTiK3QCmorzVwxiThQ1sh2PJzJHYJyGfZSDFGIaambRwXiqZCxxe1gecmknM5djbty3ZrVoqLEVlZKby62NeXE2tNirEdG6R9LeaqJ0oYHFr8upbqtPMQNgI2q3T4jvtJRSW6mu1THTS62tG15yOt1Xez5eytcieUVum+98+/vGvLiZJuVeZDKauQvdAKYnPaYg0NDO9qgBWpamedkUcsrntgZqRgnY1uZdkPdJPuq2itucnvZS7CIiiUCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgNVN16Twj50Sbr0nhHzor63EkbKHrTPBHmVaoh60zwR5lWrDIhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAaqbr0nhHzok3XpPCPnRX1uJI2UPWmeCPMq1bid9SZs+xHmVWtzKwyJUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQFSKnW5k1uZAVIqdbmTW5kBUip1uZNbmQGsm69J4R86JN15/hHzor63Ekf/2Q==" width="254px" alt="how to create a church budget"/></p>
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/A0r7ImV0Lhvt7oTfaG/vZd+qFhcHsacXEvZK14Za43lDlDnfDIrqZynhRYd8LzOo87LmixoSmFwUMkIQhCEIQhCEIQhCEIT4XsnIhCEIQhCEIQhCEIQhCC+f1lZWVlZWVlZWVlZWVlZWVlZWVlZWVlfwtlZWVlZWVlZWVlZWVlZWVlZWVlZWVlYuMliXMuzGo2nyOVHhUmYc0hZcNuLw69vDp3Hhzh9jnxL2c0Fwq1xjWQTRdCqj5sTkfSiW/L3LhOop9wLRs6n1GqmfMeb9vwNkfUWEuqGszh1OY8u8S9lUfDLXz+EIQhCEIQhCEIQhCEIQnwwhCEIQhCEIQhCEIQhCE+gUrxT2TF4Za4xpYNt3qvyJ8/P0IhCfyooaJgGvsELK+1P+Fy1xWxpziXs2yfDLXGPMLm+X4Fqef5LrscoTNMhuj1Pt4PLvFa4p7OU4Za+fwhCEIQhCEIQhCEIQhCE+GEIQhCEIQhCEIQhCEIQnGvE7/D3+rHy8mL2FyfmLb7JDcs6r3OzVZtjtBf7+rKysrKysrKysrKysrKysrKysrKysrK/hbKysrKysrKysrKysrKysrKysrKysrKxcesnVzqOcEq0u4q0mJ3jNjnniXs2yXDLXHpxi0vNe5/0Tl916GauQkXGJw53iXsuGuGWvn+DBgwYMGDBgwYMGDBgwYMGDBgwY+FwwYMGDBgwYMGDBgwYMGDBgwYMGBfIO3yBKnbiXsmLwy1x62LS80POv3I5G10foaV8vVIeP5eqMF5+vF7GnOJeyVk+GWuP0c74XxfJdPmr2cpwy+f1lZWVlZWVlZWVlZWVlZWVlZWVlZWVlfwtsrKysrKysrKysrKysrKysrKysrKysrFxk0upcVmDa7EjjFlCy4LNHhXvxuxz4l7OZrhlrjLYjk8oc05pDy+4Tyn3ORef5OT+3qZ1rrxqlyPLvEvZcPhlr6aAAABPrEAAAHvh1rjHzeQ0oNNp8tjwn8hbJp8S9m2XDLXGPUHl37nnz2cmJRT5AnDneJey4a4Za+fxEREREREREREREREREREREREREREREXwwiIiIiIiIiIiIiIiIiIiIiIiIiIiIi41oTqpDv4dewlXBOqiVLi/VDcbLYknsPbumYiup+R9XY9c/B7xaPs/U579v4NF5I2fcX/4Ve+HXHoWULJyvHbHPPEvZzJcMtcetnJ9Rbk6vP1FrjU4c7xL2XDXDLXz/BgwYMGDBgwYMGDBgwYMGDBgwYMfDgwYMGDBgwYMGDBgwYMGDBgwYMGPkUoneOSvFPZMXhlrj1sazS8xLDzg1rok/wADw2+8Jy8/wbn2Oafn+BaT6i4jY05xL2bZPhlr5ByhXaJRReRdvr49PBY4jXFPZynDLXz+srKysrKysrKysrKysrKysrKysrKysr+FsrKysrKysrKysrKysrKysrKysrKysrFx6O5DpxyVnPiXs5nwy1x62Ssuw3U15G3fP145Sjy7xL2WJ8MtfP4QhCEIQhCEIQhCEIQhCfC0QhCEIQhCEIQhCEIQhCC+mnvh1rj1s0vtTC9kPCv7uCWhO55CE7xWxzzxL2bZLhlrj04f1PUecch5U8vWlzfL8CRRnKCU4pOHO8S9lw1wy1/o2Cdyc4JUTvxcr9T843k5fJ/yOpv7egtrza/DFnuj9hvDnREiFw3znuc329ReoVyXNHUuwpMf75pSlKUpSlKUpSlKUpSlL8L2UpSlKUpSlKUpSlKUpSi49HKkOhMw5w6B4XYPaS5v2vgslxeG2OeeJezmguFWuPWGSsuqLU15HO/uxvDz/EJUXn6ouL7L3HlP7jeHn7Q5fvUXN3/oTxfP1YlFwqcOd4l7Lhrhlr5/EREREREREREREREREREREREREREREY+HBERERERERERERERERERERERERERERF9ApXinsmLwy1x+w1ml5jWi6jf8P+x8nG7GnOJezbJ8MtfIOULm+Dy7xqc4p7K5OGWvn8IQhCEIQhCEIQhCEIQhPhhCEIQhCEIQhCEIQhCEJxrUVEq4XFHhUeDDI8OHNrjULPFYMxfMWqlRsH6CRK4wet7M2H+4EnH90hrh1/Gh4a9XxqOd4p7C+lKUpSlKUpSlKUpSlKUpfjpSlKUpSlKUpSlKUpSl/wDQJ//EAC4RAAMAAQIEBQQCAwEBAQAAAAABESExYUBBUXEQUKGxwSBggfCR0TBw4fGQoP/aAAgBAgEBPxD/APHSnZNUK/wkJv4pNuI2zVF9TGj+pqeDGiNsZqK/wCZptcvrTNNrwSb08Em9PpZG/wDjGvliJJvyGNWOw5C19zDoJVwajgk3oRyjUqEFQ3UMguiEFfhpFDGraMybS8I5RjRCivwUFQ0PDw2RM3EWC8NXYUOV9w5e5oiNQEm02J60HjUTHIagJOOCZqmOzwQVGSTwbQ+eBqYISzzcGo4Zj64G6DIMSb0E5VGnsGNEMaIyDQveYdPBBUMaMY0QgrGOu40KteVv1H42XuUnTUdYaxo7PkhM3yZSUx7FhJS6DpXUSNo0jdFMvWa/Z+HzMaX8jW2FQ5D2MZjBPpNVM0usb2+3hq7DYFBt6s5e4oRCDpYY9HYbbdMkupGkD2to0exMitaJmqEuOWo9qzPW/hZlEKHPJiXQfyBIk/tHjnRGEejIsdB/YJUi6DRGvMVtlqpoCy1rRMnUJSuo5hVifIpac8jNgWvcXyvN59V4MaIWvuPQwb2EjiZNha+4yS0aacZDR2LwWsafhVUMVN/Br1GTSaNEuDJD2hrAzwa+GsVPh9vDV2G8Wj09x20aDMfb+H6u5qny+x7E5e7GIS3p/wAHtDWN/FIOjn4LDITo/wDpUkjvqOQkKmLo/BDHOCpZ/Im1lGQC9/hUnPovYZRjamhRNonhs3T38sTadRyAcKJBeCwNiExNDSWBeCjRKqERgbDQY3XSV4NK0QTadG/LWSCEVWUNUoniXONvyGNUXy0OfIkaUaeGZuvoCRqIJWwFCa6+FEXQzRZSBrr9ABHON8peL1a6+Gfv4YIUhKKWN+GBsXbEVSqGqUT6BI0TDCImjyjWJkTKAwsL7DWk8jNXCrnZG6v/AIAJXwP7eAAAAAAAAAAAAAAABxwZ/b2jgz+3tHBn9GpoV08a6CTen+NprUroJN6E5E8KfLxhOQ01r59o4M/oaO0Lo7RpzHSakhDxa8jWyaknqJ/21NT7eDyzBPqyeyIaNzEirsNx2U0nahZm5pymg8a6oRg1fhYmZgzDQElDmofKVt8+aODP6GaBmobtSuQbNRmCCbSaGzlL3BMnUM1CbTqE2tBNpQrkGzVlbg3UVyCbSaGz1G21PBtuIY1QzUVU+gmXUG4Pz7RwZ/b2jgz+3tHA2FZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZRRWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlZWVlFZWV/wC+W2sngcnlyHRR+4Hpeoy6/wDRiJyGz0bFi3t7iVpJ5LUIVST7nzYZGlaGk3SM7kY2IzuRjYxSYGFaGpGjFJ/oqEIQhCEIQhCEIQhCEIQnnCeCeg1DJtfvUWS4o8OCVb7fJoTfNw3Rpnw5u9Kch4vuOX+PU5tdDlSCzwTWP3T7NmHeY3cv9fMWC/kWJ3fqhqv8f0N1n1Zgo+nzTBb1iwtiMk0i5j9o6q6o1BrT3Mk/x6GB939jdbbn/ZzfdP8AgwXbgo2n7yHl/d+TJkyZMmTJkyZMmTJkyZMmTJkyZ84WeE5z/Fv9XOfZvN3+EZszL8/qE8H1QlmdvWize79kb9Z7GS/D9y4ZeMbUbLYk/KGo6DLJ6f8ABJ6tcetFnG/wh6XYYJ/K+RJvNTZjcTfQlb3fDfwfJ6T+zVNsvkerXSf9OSc4SudC2tr6mjvLHsYJJ7+7H9Kxl+4Go+FyX5fsjBdvlr4E9H1c9YJhXmqJ3Pb1v9Es7MT1Lp8wxlmUT5lvY/v+hofYYNLdiyj7+nlaUOu502OSXQef3p4UWBYOUGrbzLlsg+oebuPPg8jzE9DqFzRqpoebuUhzo8qeHJbYOdP35+qZvDLGglBOOixBYOpjy6UWJsTTYeDTLmiwp/pyjUFlJ9fDf/BcUhoI5wWWcqcr9vNE1vfQhpa6PYrK1Z9iGsaT1x/0ww6i1/L/AH+BaRrUc3Or9jkGKjYfTrc9r/R0Lo/Zmo10Io9vYSuHuVudRyx0/fyY1emPkdu9X7IlWNJ8Fq3Z+41j/K8jf+0eSLLfYVYclgSs/PoJb0FTd5aCrx39DXTpRta8pSZ2ov79B6fw/wCRrNdBaL7kwdfImu4nmswTfUWL0ZizlqJxpvlfUpY2+RpacpB5/lP+Dr+Rq3sl/BbcWn+g4QhCEIQhCEIQhCEIQhCeea/RzhYPGvjv4WDU4TnOGWcIWTlfBZc830Ndh5fb9Q1uynV9h6zp/TMVNkJg559xox8hMx6p/DE6u7a9jTPQS/ix8nXYcz1Y8JR4fAp5H+4Go+FwR/tEn5/ORpjp8L9Y0TV9jMl+X7IwX91g2j6uesEwt0J6u3z/AESzsxPVt8wxliWJ82/Q1WwaH2ew1Gv0yLKPv5UsO+Enhzo86nXceVGbH/pzo1XR5dLmmg3c8Ckk7wyw6hY0JiDyrKLGhNBOOiwLBrTHl0osaEHnUub+TlPsmEIQhCEIQhCEIQhCEIQnnmTSfM5pdSpEzDJXt63+hZSfUbxUPGCnOCycqThGsfunDZQzKXmZJfv7BsSsbC0/IyVwTqpzg8ODwTUTvhzguXeepMXyrVWTNDy4LoYont6UbaSar+/+iTDkJEE632+UJT+Hoc9jFhK8jklwmZ/eQ9ccLzNDqcn8mdf3b1G1oWP4Mf5fsjFJd/dsTRdHfWi0XYTEfRelL6WJTG3zTYxfc/YWpdRayWw3a6O+ouTv9k0pSlKUpSlKUpSlKUpSl88WdPHTjec4bXw38NvN/wDn3JUW42HzNP2/sw/OHU6CWE6v+xZa4pYz/cD14XBX+0w738jRR8vhfrGmGrsZkvy/ZCwv7rBOx9XPWCWFuqJ3K29b/RNK3Lcrp8wxlmUXVv0NVsGh9g1Glv8AJqj7+VLGTpsNUbrr606bC6mFfXipm8MsOiwTEMnSiwJSCcdFibYFg6vCixNiCQ0y5u9OU/8Ap6kba6eDVJ1CmkELoCRwINK3EQfSCVvOBWAlY9IRWugkcnMSuEhtJVnSCc4IAp5BEL7bYmdSpkaYLLoDaFMitBtvFl8hODlLL34NZ0QfVSvxDEz6wYxv8Di5zLC8NRJ9C4Q5o1yY/QLTP+9eaRMtdBZ0Fmfn0LhvoTKXXhKDw4TME6QWVRZm/lGDdFltPcTx2ImVesFn1Fon5Lq3t7l1Tb5EsJro/diay7+ok/5fsMrsfw4Tg1he39lw1z19EJNd0l7ikddfkXw+RlPwvkwq6fPlCUFh3v6k5dvQbs70WMCx/o+EIQhCEIQhCEIQhCEIQn0whCEIQhCEIQhCEIQhCE8gbg8Xbw5N9DQbib6DUaQs6DeKTXbiGiEjnEoVaLhnx/8AT3MG11eTSfkcTbMTKu/szWuqZrX49j3a+T+nuL3LiNI9JxKGqg+Ffn9KUpSlKUpSlKUpSlKUpfppSlKUpSlKUpSlKUpSlL9gQcRCEIQhCEIQhCEIQhCE+lGNCEIQhCEIQhCEIQhCEJ5A3EPUj3Ok5/Gp1glT95MWWy4b3EsOgtD68RpMsriUaI3sPhXx7VQ819RPK3Cwl+fUepLb0Glb/DXyNUfyvyLE/Pqci6LiGqhu8SiZT4Z+f5MmTJkyZMmTJkyZMmTJkyZMmTJn6cmTJkyZMmTJkyZMmTJkyZMmTJkzxt5/Rp4LLngsqjcGo4+Kbg1OJRczhnxi/TsPKnJL2JmBaTnV7i1W7aOXsxKpNK1n8CdW+sOZ0TfqaGuzNYfVC2UXD6/FEqm74MCfVP0HiOxNHRz0Hl8HpMsviUWJB8K+MmIc6aOmihfAmIXN5kxB5HnBRKKFk2FiCwoPI3cvg3GN3iUb/asIQhCEIQhCEIQhCEIQhPpSIQhCEIQhCEIQhCEIQhONUJt6IayGqT6kzBZKDwqYUYSr8Hy3OcNLeRMXh9PFEctHrwr4xJWyrX1HZGqQ0m2uVonp3Zo3ZDru5GTpDzAng6CWH59RMC6IydDLhvrw6NrA3y4lEwHwr8/pSlKUpSlKUpSlKUpSlL9NKUpSlKUpSlKUpSlKUpfsFuDU4lFzOGfGM8Oo3BrkmTRuvcyZ/upFbQdL8icMJ/lP3Hh/mHImLxWkyzxKLEa2Hwr4xYpNGzX8l9D0Jh7lzS4hhRJr3Fh3enKFxOKao3eJRM3hn5/SlKUpSlKUpSlKUpSlL9dKUpSlKUpSlKUpSlKUvGrN+nnPuxPYXCe7Hq1ujETq2LKTfR+417xexGvo6O8/9/QwQhCEIQhCEIQhCEIQhPpSMEIQhCEIQhCEIQhCEITyBuDwy5HKmle3yYrW6HjjNJllcSjRWx8K+Papk3BuunMtvmmS3Qbr4xqob4lEynwz8/yZMmTJkyZMmTJkyZMmTJkyZMmTP05MmTJkyZMmTJkyZMmTJkyZMmTJnyDQ38aTjG4NTiUXM4Z8fyd17mHY/wDPk0tEnU2qaMk139mPR3+DKbX99eL0mWeJRYjQ+FfHtU1U8Xn96jy6LF34txjd4lHO/asIQhCEIQhCEIQhCEIQhPpSIQhCEIQhCEIQhCEIQhONWDb0Q1oGSbqXFHhweFR4Eq2tuN0cUQtKHwr4xKV7i1d6dTk36mn4CYa2XuxvLa29BRNfkwST6cajawPpxKGqg+Ffn9KUpSlKUpSlKUpSlKUpfppSlKUpSlKUpSlKUpSlL9gvBOJRtwz4xNHdlaN8zWTnp2Fl+Q6TLK4lGiN7D4V8YsOiUU2g9uWhzTG675A1UN3iUTKfDPz+lKUpSlKUpSlKUpSlKUv00pSlKUpSlKUpSlKUpSl41NMajh0Oc8FmbjcGpBRqOfdECPSjdwxTJyaFe6+hgs533Zpfd6m3TA+Xf4YpHZf5NTvV00vx/v2cSvNm4YODwTM/HHaTZxKNFbHwr49jYSKHP8ofGpUN8SiZT4Z+f5MmTJkyZMmTJkyZMmTJkyZMmTJn6cmTJkyZMmTJkyZMmTJkyZMmTJkz5E3B445uDU4lFzOGfHpVOxdb7fvoPD9qJnu2vUti6Kjczudfz6M1bTb1Llpcv3JFxxGkyzxKLEa2Hwr8geXSYg3SabDz4PN38G7niGrqN3iUTN+1YQhCEIQhCEIQhCEIQhCfTCEIQhCEIQhCEIQhCEITyBuDUc5l0EsPZ/HHNgSPiULSh8K+PSjcTpRKLsfuxYZdvbjqg+nEoaqD4V+f0pSlKUpSlKUpSlKUpSl+mlKUpSlKUpSlKUpSlKUv22uHfHs1jeGU3YsuFw30I9Of9nxqNTitJllcSjRWx8K+Papc3eixnnj0Fh/z6k0bQbdbWxzqG7xTVQ3xKJlPhn/o1OjUcOVG4NRz6uaX3OtK0orfW+gubZ+5pfZP1RZlpV8iZoWt+8yVFv8ADGcW6Y5p0wYxeiC5NxVz9zb/AOlZxK82bg1HC6biWG9/gTxTkcz3/oWUdRPW9L6jwPBMzhtJs4lGi0fCvj2qN4NaUSiXZ+5zLt7CWPwvdCcbcvZ/2STu/gWEnVCwvwvenMfpL5Oc/dFwyVDfTiUTKfDPynfhsmTJkyZMmTJkyZMmTJkyZMmTJkz9OTJkyZMmTJkyZMmTJkyZMmTJkyZ+wW4NTiUXM4Z8elU7F1u376HwotatVfYxMcboMs8SjRH2Hwr8guaTEP30hynGtUbvEombwz/0asuFxSZn4FnB0PAWQnGsJHOKWUQ/MWjwZR6v3LW2s5+SYV0NCLl6DT+L3YlDfp6o1SdFxug6OKlQbv8A+I7/xAArEAEAAgAEBAYDAQEBAQAAAAABABEhMVGhEEFhcSAwQJGx8YHh8FDBYNH/2gAIAQEAAT8Q6EDlPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpp9NPpoIUMtJsD/2GR2mwP/YZHabA/wDYZHabA/8AYZHabA/9hkdpsD/2GR2mwP8A2GR2mwP/AGGR2mwPG/8AqcjtNgeN/wDU5HabA8b4lAtaI6uJpuah7cmeRPwzm0A5VdeSdgK+o4vwA0qdH/XSIIwcsR38N2sguDY2aM2fhWi2GBJknAgIdWFt/E6P+ukJaoDD4BEuTfkOPQKKzrxjSCVudcDWJovPgRKidXhGgEXUeA80VvKnx1tVmi9fXZHabA8b4nM8440fmCR4rAziYUzVVOYyvsRVkYw0K20BQ/mGSBawjSxLIOYdDrUxdeImhrD/AB3yCNqjkN13moWKcoaIol5uPKJsC6S8M/8AjGFX/BHiJA1iQp94wAmdRTLgNBUWgYRHfLme0AOlY8HKfN+WMrhzDdd4xMCw83lAwCtXIhPDFoZi/MDIKjqpDdhdndQRBMmEcEcY9mIqWOyFnbCwtVjU/sdYjIPLiwtqWfMQ0igHQzZ0HdYflMgDW7NIZahZMUQNrzCwT8TCCTiMetRNABu5DlAvOAKHtwQVnMN13gLxFHm8uDHMGu7OAAbEsjHNLVzUXtcMXIDNa338aEYAjyOK/iMIU5vBPxB4Kg1Yk0eg5k/l9IqDgjmsAj5RzZZu18GA3cqcDFgw3YBFD+eDbl0N/lBDDzGBD3yOb2iLAukwOQLaF5ymCu69bkdpsDxvixpkq7VxzVn5DFhce4qVWUHIDY86aJtvxP6uqWXH1Z0cviGiiOGS84Odaxi1c2Gm13uCoWtwRyxYwYAImDV0k6JjLiBbgH5mBk9sQgYAWci2kQqomFXZ4IS8k3YYN2aE0BB4CuBI6fmM6t0dFWDHWsQtXNh0UCWWLBlHhU7rBkR0bRWIylZ6wjjiLIllnmrq4DitVeWDBLfxw5yRrVpVP7HWYugrJaVdMSxRpK/MJwiUnMww+I+d4yOUSstjdFnzDGM4Y1yBAMKFPMwn97pEvGs8nFX/AGZIdYhiOsSKKh1XVwy1BipatWYf1zyV4PAspORVqjbeTg/5KHYs/GRKosVt6SjmJnsEABD3MaHIPxLkAtTCwzGYXwe1UXvClK4tirWAIWq/iWDBzfc7sq6CMu1iM4j/AFobY2HKraveWYDBRlP+5EXRj9jWIirmsDEwB2AMb+YWMtUyopxsQXhylBV5FrUSsT0PW5HabA8b4skYtMZQbLMSDzFQXzWO16PmOTFKLf8AqiJ2ge0YJsXGmKHE6PmECusdOcGwOxIiELllsZ/d1m3Pkn9rSZ384wyjOD1mtYR3Bj08ikmZGNu1TWALC0rYx+aFrq8iWKk6xFagHimI0rmRA6JLLFgSwJawqDtP4v8A7MAyrn4g6z+jq4F8TGJg4MSss7YaEDkFRAMx9mBnmpcGOReURAxQDkuf1enD+lomzz+1rP7XSfyOs2zCSwW1q0xUAxFpWjGbq8csWBxTCyDv4GvywcuER11IH1VooDie5HYxEtEwYjZmWq4ETMpj7uCmU7Rp63aXKAt/x/kjI1zHGo9c7fDHmXP4erNtEVsBRoO4Oy7E/wDpGUFjZE5ZLAa4gAwcRoY9Tc10fMMmjYsi/XZHabA8b4iB54YbjeW2He4pjZKq7JNAzg9bu44kF6pyys26gpEWexcYbUYbnEroYz8Al63dxyYhSPOWYhwqu2VqFWg0DlNSmaqr5Tk3gwXWNzHO6C+0uhehwXVT+T/9j0IsRidS5h+iqOUyj+ArE0u4oxCQmK3ar1llzGQvukEdDAOtc4Iviqys39wgLnaR3RK4I5BzZi3KbDNakzAbb3uVtUW8Qrms6qulM6bgUBdzpyGrycRxlkHKpYmVqwvMlCqI8AG6DlMhWWs7rn+OFI5jl5ippnmCrnaJS7puplMqMGdzOFQwZVf/ANgsNSoZu2qys2VDVjwRC2wJDIc3jXkXaV3HCmxdWnBctFtZa1LJqs7LWp0qLV5ErfhqWpVVfKBjIhF4cztE5CvXsJnfENhrUzKUYeVXz/MFo1JiqSKlXav/AGCxcOFV2YxWeysoGgcohjZSCwaJMwKvCO6KbjhbmGTAyAKBVeq363I7TYHjfWgwCOCMcWnOmQ1v5ytekdiJgjEI1zokTGuK1/qZHabA8b/6nI7TYHjf/U5HabA8b/6nI7TYHjeCgBxXT/0+R2mwPH3eXmp/X94i2GiKU+8K5/z7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7z+v7zXt2FF/N+TkdpsDx/wDTgKXU/wDPZfk5HabA8f8A0/8AQLkeTkdpsDx/9PEtYQ1WAEEeZCgOvKOYFsagigimfSfgNVysxTK2oAFCPMnImC65xFLQvAvnwBsAyxigEC5GsoCxbygiCWZmkGoCHOcgYLvlKohqMx6xcqisxTK2py91XhEqsF5Y58GwG6LEEEW5GsEQIpmaS5AUZt5Smg1LhDLIaj/vZPk5HabA8f8A08SiCzN0K2MYsDiYxEmsvO9riW2oncWQ79Q4PLCMazi4s3K4zmAmmFyzW3SHPJzCuu8s4+byfDLvKKUtFZyxmM22DXBtn87Ul+4hqrnCKbG4/lhFibFQ9ITKslYepLWmhpbnecZrBc3aHbsC7dNIl9wlyX8cHDD6CsusZi6MHxFZGzBsRQyufyVACclL7kwRxaWzCqf97J8nI7TYHj/6eJcBW8iUn5ixwLbba/mV0bWFq9ouGNgN8o8sYzOcwdW8AqvtFMNaK9YVylUvXTSK6HVXj7wHUo0Qn5jHArbZ8oOBQBjWJDbVLxZOUUA0Ib5MAGBC7nHKh3hesNIoALxK6zAW2ZsX8zGVbYl8ophrQb5MIBQsF84KaJeLPgpUnOOcLmoNiNI940NBbVbV7xdd0ULzYJNpVA04dY0VbOw9/wDeyPJyO02B4/8Ap/6BcjycjtNgeP8A6f8AoFy/JyO02B4+VJd4G503thShXDgwnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7ZVa2NUleGIOWdF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0XtnRe2dF7Z0Xtj5qadjgP8A2dF7Z0XthgSzpL8nI7TYHjeDHNe8/wATdZtnx/rbt8HmZHabA8b/AI26zbPj/W3b4PMyO02B43xUJoMMp6kVQtoLhdzFRWK90QbpNnqlMzDjxRUDZjw8zXOsiMYALbEVM7C8ZyXzmIsETRfVmF7KoObnMXQvrV+fTbrNs+P9bdvg8zI7TYHjfEHKcllXoK+UBIo76GBhFFLUnOhWGjMRTVS6kCFQrGjKMYVvIscVKovlG4shZEWgk3o9Nus2z4/1t2+DzMjtNgeN/wAbdZtnxw606kvrL6y+svrL6y+svrL6y+svrL6y+svrL6y+svrL6y+svrL6y15+u3b4PMyO02B43xMA3idGfzAANiWMGQ4GsYWPCGcDlb1iwVKosDzA6xUg9KlqsoeAVKUgy6RM0YDEJbjBo5QA5uTrjFdmMPBpnpV7xJJVSghyQ53yiHPIXRrrKuA0RVbq9WMU8aaFBbu/YhFG42KCL2jk7hTuzEt5RfEVFUCzdUL6opS3lHJdOsuZZaVxUur1rzt1m2fHF/cxdbKWpzc69IZ+u3b4PMyO02B43xYEKmZs72llNCpcsDDqVMBXYb6u0soDJTIRY0jLYjC1qc5KQ2E2XyuATwkUGhC+BMZGjmd47aWoK1Wf52nI60FNEtNaYN6ogQBZFZfmW5CVxSiXfOU5jUtSGg5XXOV8goBYXd13hYBcmcVjZIEhooCwUVzylPhTduodtcY+8EYxikyxCjMK6r87dZtnxxJKJVAvWM7QBdfSGfrt2+DzMjtNgeN8/kTBV1j6fdZtnxwqFQqFQqFQqFQqFQqFQqFQqFQqFQqFQqFQq3rm7fB5mR2mwPG+IFkuTi8OSMN6q8HL2HMxrWXtDamuT4mqQC8Hl/ERKASnMhBUBUt5q4YPGKC2GOHBoQM1cCIKr7sxTwOYQwuGWBYnM8OFKymuTw3WbZ8cc8DxHN9KZwEAkLzA+XlqYmJ5uR6Ldvg8zI7TYHjfFeY7sLNDC2BLm4TqPNvoZ5Z1EYmiphRI97I0htVMGBh+GWklI5yYzJiJdbD/AJAgJs5QLh7RLpkwxVu2G86EUJW6T2x7woQpaGWg6QXgDE0ALb+cI24CRzRAO2MLgwl5iD/xhdRLaZAg/wCsbWBcsFXlz0jDqhoCNF3vLvgdouuMWLn3MQT8IS4EwBoDhK6OkABL48LeaOH4lIaVKYIFXTGVwmNoCrvcO+wwZUUxiuTF4WDl+IlksXUl1idJSqIUlbKHtFgyPTmBT5Y1AMZlqL9o1Nalt0WaRgo2JnrN1m2fHFUyttpq7smCOgT0hnMQ4YDEFv8AELXN8ZRkf/YIKGG8Mlr1eUShAAZAtnXCG1uLiscL6azIwamZgZdYlFpL1hr9y4CkTNYvxE5ojTA1d4f2CR0D/wCoUFjdMA9ow0BpizEX/ZdUdDOTr6Hdvg8zI7TYHjfFlEZNgfhhlCCQWgOkw+X5W63nFLczS3MUvsy8KsFuA1fwQBjHR5gdbuGVArKcFtz6swqL7W5il3newOcXjTjFwWvBaLzoyJgKuBxfwmDBAFAQysHGMoXKou2EpdgC3EXRuxYCiFbgqs2IfkqIo0ZY3EsBKuYzxu4oXgVVnk2YwbAIsEndgRZYNekMNJCwsAowuWokJvm5RHaHmPNf/CZ3FdKuqzZjohaKR1RCFiZEO5Gbt9EVvO1gLQkLLImjdkIOtlqNgM84oCwAAS1xxxxWDocVUAN53TAABQZTdZtnxxEy75hZowACgKD0hnMS6yu3VXyy2rK7lW9SLLAeemsrLx/MQZW4YuCKXeHjcKLrHPEYMpscLDlrnKYSKlLOeN3FwCAVVuijOfsr+UpBMd1VueJ2h6UCHi5Lw3Zg7LNStGH4lZZLLzfQ7t8HmZHabA8b/jbrNs+P9bdvg8zI7TYHjfECBjo9SwwhAuhSSyLhgjJqZHSSBe0SpyQL7ph3zKy56RIImWWxfxGgaWgQQSrOHF7RZFJnTlMFcIacMzGlAF7RPX+RcJ8QCAKQp94lcCl2uEBkARFYg3vCYAlCqGC1cp+wWJeBcfadhFBrvE2KNyxu/wD5ACSrULHWUzC6ur8vdZtnx/rbt8HmZHabA8b4m9T1Sli2Yd4QRY1Tkx2gFBMLgAJx8V1qtOVxgxyw3XV59InWsDZ6se8xIDGxoYGFVBGytcz0V1mAIHkwcij3hqLCTnmxhdtlbvHU9YqxtOm7pk8tUIsbYNMaWk7SjloYSrGcdmwPPdV/UIqnqhBOV0gUSoHoNsoLihTeqe9QjugYgwWtmdXA6RUoILohDChuI21fiWDUH54N3l7rNs+P9bdvg8zI7TYHjfNEBhAvbzRUUpVmDCB0Mcc11fL3WbZ8f627fB5mR2mwPG/426zbPj/W3b4PMyO02B43yqaYqOUOXdj6KmOR5FjwzbcjpKubmNoXYQh37HFMvxhELw44NOhrhAWAALmgT5gInLaG22EDSCSarmjMYoTSFpgDdWZxwXlpH6zZObmlg8DNBOnXnFW0MxXZyfP3WbZ8f627fB5mR2mwPG+VTCGMzw0bi1i0drvncQSs846+HPMOcSCNdlkWHa4Nvd9qHa84/UrVdrzMcICgkI5ABW0vuCVcuOCXjBtiICHNhcoC4ltSN3vMYN02NsGDeBMa7DLzfpKx1W5sHBG8GGNlSqqjkefus2z4/wBbdvg8zI7TYHjf8bdZtnxw60rrK6yusrrK6yusrrK6yusrrK6yusrrK6yusrrK6yusrrK6yuspr67dvg8zI7TYHjfKHCiPMI8IGa8ChEyTnBxIKi9YrehmwCQ4i7ggEbHKALQGUPwrQ04PQnmsAjyycAsQjzPO3WbZ8cc2zq3N9KZwa/5DAIisviwAmci4EQTJmGTPHNgaCoU0HyxFMCDfJfN3b4PMyO02B43yikJKObcFv2FVR0ITUqvJJgfa5j+LDkB59JmgQ8i3YdIrz3VlQCvwwTEyWYVPa0VdBsbXHLtE0i56Qw0Mco8gW3UsfcIbCjSIk9lBCBlwLLD/AMiqaYULbL/rAd7Rx0bpy6MdkCF2NhXTUg04BNXXzd1m2fHGoxPNG12MM+gENPSGcYTi6KU5fUbYVauQP/NRWRjAWS0T1dowMD1zS++FQVivcQpY6uMM/CsMwW3xHqRUHGCwvWZ+wvIMLs5rylFIqOQLh1wzlNOeUrHC+msTTw9cHIwOseC4I3aa/cW1dSVaxR4pMMqcH86TGqpVxgoX+UVbmi0XOyQeRSpbCpl+ZZ9QNtJfmbt8HmZHabA8b5ViQBNpYNk5E2CK2C2uIxc8pXAsrb+EAEoAbcKyiyAoLcLbZg7UxKcKrK4YBgM4rmusZhALFphd1nqEVENdVcmUthopCMNMIaqbZiifkmNtVzReeN3AwkIMSissLqc2koFi584TCgoNDzd1m2fHCnSPTV2UpfSFACgwCVKlSpUqVKlSpUqVKlSpUqVAxmCUGNqw6XUEiQjiczJrKGbDHGlplBw0AFkqssYKBxMypecqrbLE6q+WA2S3Sj1WTLOoFblleOP5iiCKjoil3mASSlIxc8mPBxHM4/mN/EWBCPe7jCvAFtboomKA14ziMmFITi0Q3Vcu0HQAjmyct2KOi0Di5GUMkVX1rLzN2+DzMjtNgeN/xt1m2fHDrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrS9+u3b4PMyO02B43yjuBBF5mkGIbwOUHxC0EWMgdQ04B5uhBA2XokKs4fGFdQFlSQWxyuri81DJl3xixOxAsVMw1jmYbovDmugRMWNFBgUst7QkDmpA8sHnLutDSCkdE9Bus2z445ibr6siWpZTzPSGcp7FiBq55RH2082o7QNWqtiJgfLtMFYKMC1dAhrnEErAqxOTjCgAUGK2//AJErqICsZmc1yixuuOS2QvJYyUC4E2ORq9Iy2sosQM1OQS8Kclf4S5wULGDPDpzlDCAYsEu4ucSlrAeRerHytlKbmeGcxUqBpdLC2Gg5WuWGucXmyoFI9TzN2+DzMjtNgeN8rCDO1J5kXygBuIYxLzvrGCnTi7hhisrljrPYia25c8I3BzuTV+B9o2kYglKiq9pispcluKv+TKHHAthrLIGCIlnXHnKNpkWs5Y8u0GrsKpaA/wCMDUwqWEvY9Zaofal9sPQbrNs+ONmsFkGTWWQL19IZyjryRBXjeNwDRPEKxDZnd3FBqAYBeK+1kvkt2LwJWl43+JdqU2llAXXPCZ6KXZzW+SCXi+AUAWXKUDs0bHHM5VKEccbMyBh0IO7AvXlHw4qsl4BzyuMBlIoJrPDvHQbMoXDEYTDRa/LEHONGYwg0OZ3QDO6xZgvaLI2hPLFYATaUuWa1ox8zdvg8zI7TYHjfP5mKoXxUCCzJ9Jus2z49QAAAAAAAAAABS/LKIoKZOno92+DzMjtNgeN8rrlgR9oDIAZrKSgvK2GRJiI2MvaqNNN0wRycvT7rNs+OOfJUWq30pnBDXyAxEsQstinaCpFcm90GyyADYqLVbpBmQgttieWGoAYYvm7t8HmZHabA8b5Q47OtZkt0mMSXWyBpYV3NX/Ef038VbMlOLrSmnIPRtxiZoogUsYxOLCdms33v026zbPji5kIJoY3ZMxWWdvSGcoNHalDl+IyM43YlqHtUYcQ2W5cG8LcouLItMtKvfCMNVQGUQvXGIaVhMQVviAG6+q6LyyuK5FG/I6OkSwICmAFs64Rdi5WVDgZZawHGapoMoSwC8rErCvePVimnFXwghxFmY4X+JiyVarQUKy/SOmS0XQz8MMgl1TBKf9mPtoMpRL8zdvg8zI7TYHjfKJsYi2XTXJF1bVsXFvOOMLe6MucO4sskBxIkIJrM55EcOmhBYgoaicgujNvO/TbrNs+OL2RYjANGEYUBQekM5pfrKKtTnLBxAixjJciwnDiSQJlTyijKG9FHMYyi1WwqtWrzyJnoCvuV8sPbtYnB6MUQpxEqZkjmxJixjjzFf9gdiSiFjmXpCAky2IyaxVh0owu529Za+EKxaKJiccNY8zKJBe72xAcdMDCLBgS8dS++LMY5AG2nka1whuOHm0KPM3b4PMyO02B43/G3WbZ8f627fB5mR2mwPG/426zbPj/W3b4PMyO02B43/G3WbZ8f627fB5mR2mwPG/426zbPj/W3b4PMyO02B46yg7s+pT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcT7ifcRxGd5wWlOfSfcE+hT6FPoU+hT6FPoU+hT6FPoU+hT6FPoU+hT6FPoU+hT6FPoU+hT6FPoU+hT6FPuJ9xPuJ9xPoU+hT6FPoU+hT6FPoU+hT6FPoU+hT6FPoU+hT6FPoU+hT6FPoU+hT6FPoU+hT7gn3EQqIlsTseZkdpsDx9ICpdf41rWta1rWta1rWta1rWta1rWta1rWta1g8ESJCVbkeoWYxjGMYxjGMYxjGMYxjC3hLNTMqAha8Frb08YxjGMYxjGMYxjGMYxjKThrGDAqDlgeZkdpsDxv+Nus2z49QZnByZsPDM9PkcN2+DzMjtNgeN8QHGgnljws9torlFVbaDpBoWhbWccVcXMgmULI/CWcODekTiR0bggdgLYHiOYMYQL2A5kSl0WaQk3WSBTMiNPbjaFmBzEzuN1AEKo3iiK0GLK+hSjMGMmosBgYujl1yGsRIOVBnpH4cg1cwQSy6fJ3WbZ8eoMzg5M2HhmenyOG7fB5mR2mwPG+LDlUGPMuJYK1wG4OAQAzvn+MYQ+mjQxJVZStpawRIVzMbYc0lxa5S+xeuLNzqKcgicG5hkl0R3lYF3I4YrGsrXFa/MOkHIAORo69oPqpMXNqB4G4zY3bF4nONFzibkqOCjtUupoQ95gzOgOLphNYeriGlRm6RRjCAxEw86cYBIjzsOoyssmL5O6zbPj1BmcHJmw8Mz0+Rw3b4PMyO02B43/ABt1m2fHqDM4OTNh4Znp8jhu3weZkdpsDxviQZoXwETBuKBa0et3WbZ8eSuFFBrqytAa9dV/9lAhQvR9x0raHfJ8xFrX4dF6X8g8ozODkzYeGZ4SUVvVuWFxhDVdvUzBNi9tXSWse4Jgy6W5HGhD/sdloR+QPzEXrV/m6PMyOG7fB5mR2mwPG+KlBYVG7FT2xi2FgZLrG4toDq0DtO/0s1RhBA5hubF+HKUcBClDeI+r3WbZ8eTgsBRKqox/O05UXDdimPZJfBfNQGJ+YI4sfkVV9nOE9AMMC5L7XDQx2EDg4/gjm7qt2X5JmcHJmw8Mzwt2YehAm8x+3XQ0tn9rLCstedlV/wBhWFE9Rxh0IMriYwkYOXUWCXeDWQYHs8zI4bt8HmZHabA8b4mxZFSnrZGkV0dYH4uYo8oi0WmJAD2qVllrKjt8sas1V5XHOhs0GjIwMvV7rNs+PJou6L1lDYF61MS6e0UEUHPDOBgIZUBN0AuAUA0CvJMzg5M2HhmeGg5GOcBAYyENSjDAwywymZgxzwzlF3Rescw/cQBkBWh5mRw3b4PMyO02B43/ABt1m2fHDtTsTsTsTsTsTsTsTsTsTsTsTsTsTsTsTsTsTsTsTsTsTsODkzYeDRcCdidididididididididididididididididididididiGIcN2+DzMjtNgeN8kHCxEa1BF1wKx7vyRIO20VVfeDKqFjyq7nSREV7ywwmsXUI7AE4q3hf4hrMQPp15w10akLOkB2R4vRWvpN1m2fHFBgogW0FtW9JeTCzJT0hnwcmbDwzJVRVrJw5RNAU4Bun0uRw3b4PMyO02B43ySgCrUHaDRjw4WrwMX9Qcz2Kz4aZS7kdLlDE7XLnK2sFBvDkSjhKOrHxWp1Smy22mjGFKneooqysMbJnvOBhQ4ZY4w0EBD6Rus2z44o1C18n5jZY7ZaZ2+kM+DkzYeGZBaUY2BURywD6XI4bt8HmZHabA8b/jbrNs+OF+kv0l+kv0l+kv0l+kv0l+kv0l+kv0l+kv0l+kv0l+kv0l+kv0l+kv0l+nByZsPBarL9JfpL9JfpL9JfpL9JfpL9JfpL9JfpL9JfpL9JfpL9JfpL9JfpL9JfpAoDhu3weZkdpsDxv+Nus2z44W1ZaNAYqwMJ8ksltWW1ZbVltWW1ZbVltWW1ZbVltWW1ZbVltWW1ZbVltWW1ZbVltWCvPg5M2Hgm2MpNuq1WMEljLastqy2rLastqy2rLastqy2rLastqy2rLastqy2rLastqy2rLastqzI4bt8HmZHabA8b5JtF3NazQauYMyucrHKB1mhIWiB5G3wyirEUHJg3HMiaQ2gXhKEcSyyyqNCCXkm8pUZQwwJc3nhjDFAdBQGlek3WbZ8cUHBEtg03X5iLDna7zxPSGfByZsPDMhbbtrSjzITygo8unpcjhu3weZkdpsDxvki4oa2kAZjWbKqOUFAoWAHRMJZmxC2KIUylIMZKlbu2IKtTgrAKuHSVhoiqrRyYZtsjGwrky6xOcTbNGDSL4KLWi+k3WbZ8ccXI5qk/MBsnNWvpDPg5M2HhmQOVWCxDooKD0uRw3b4PMyO02B43/G3WbZ8cPzn5z85+c/OfnPzn5z85+c/OfnPzn5z85+c/OfnPzn5z85+czc+DkzYeDibufnPzn5z85+c/OfnPzn5z85+c/OfnPzn5z85+c/OfnPzn5z84ZFcN2+DzMjtNgeN8WWeMaDWByFYnPgnGaWrgFiCWcDD2XTBAIiOSTNZyiqZT2VrpHKsLHU8QZIKFur6DdZtnxxsqppzXIhLUgYnpDPg5M2HhmQDlTzK5sG5ULLPS5HDdvg8zI7TYHjfFlhuZVheSWVDCViO0HQYy6pauoIEKUs7exP+yiYPviE3GPabWAGjaUeFLla5TNEJs2rXWYZQieOAaiQBoyAgCRyfZefKuhBEoqXRFx7HUlbocE1M/xA89mcGK/xFYNRlYjHrAKCIsAcOiPMdqOIov5mJygFrd+fus2z44li3BsNKvBlUmEIq88Px6Qz4OTNh4Zkbk7ouonOD/RF9LkcN2+DzMjtNgeN8XvQETTeZuwYwgeDUKZEAtTTrJL8Agis0KGCJNTSseVvSPhXNPwR8BAKuSUSyrVzcFizbACshbSC/uiMkABIGjIZM5LlKcW84vcDUOTJmNePo9l94NwBFWRgJKKwzDIghgKA5efus2z44U6MbGJf4hDkUBlKdGU6Mp0ZToynRlOjKdGU6Mp0ZToynRlOjKdGU6Mp0ZToynRlOjKdGA3k8HJmw8A2wlCIu6SU6SnRlOjKdGU6Mp0ZToynRlOjKdGU6Mp0ZToynRlOjKdGU6Mp0ZToynRlOjMjhu3weZkdpsDxv+Nus2z44dSdSW1ltZbWW1ltZbWW1ltZbWW1ltZbWW1ltZbWW1ltZbWW1ltYK8+DkzYeCCxltZ1JbWW1ltZbWW1ltZbWW1ltZbWW1ltZbWW1ltZbWW1ltZbWW1mIOG7fB5mR2mwPG+IZ2Q3V4v8A8jjCguAjAuDmyCYl0IgVcFWS89EsHB+UKWYxpJaq0IZpMF25tXdKODkNJpLY5MQkOkRWihBZYwO+EEoa/wDIqj5FSxMDP2hR0xCYMLxYxlC8FU1Ono91m2fHEGFhyW1eNdauEA9bmWj6Qz4OTNh4ZkqRR6V5W6R29MDDu9LkcN2+DzMjtNgeN8SL2gqlttie0YYkKgVLKzlABVQWLAOsJk3dLF49cHlHjEsMQC/eLOwkMTJAl03GsLvAYBvjAYR0i6nUws2WEx8Z45obXbWH2HgYyB0XhMVEqQqMtX+YSmmhENjHNd1jLEgIAF8gyy9Hus2z44vRcpFn5j9RRQ0FX/8AfSGfByZsPDMgQDqAygMDV6+lyOG7fB5mR2mwPG+W4mMKQx0K4opYNY4+n3WbZ8cK6yusrrK6yusrrK6yusrrK6yusrrK6yusrrK6yusrrK6yusrrK6yuvByZsPBC3crrK6yusrrK6yusrrK6yusrrK6yusrrK6yusrrK6yusrrK6yusrrAo4bt8HmZHabA8b/jbrNs+OPNTJhSwOYKT0hnwcmbDwzIsJVUBa9YqdhY+lyOG7fB5mR2mwPG+JgIEWqoO05ClS5IMKjEudTPGFitKWHhk1IBmof8AMc84EqGZoIIbwig8GCoyajHH9gcgukhmQaXzvTNRmCIZvTOVIEdB6E19Nus2z44uStGvNeD7y+uHDJGO/pDPg5M2HhmQhe085jEswSh6XI4bt8HmZHabA8b4i+pEmYYK3vNGOSM+SPkis0Ylje0F7EqCiVnmxx5m6ToU4fmKtSSJQUD/kQONl4MXXNgjAQACnXOHTMkKbWRziOJUjO85ZOpYMnQ+fTbrNs+OLgSZiWMKPlgPSGfByZsPDMhUYNlLqABQAHI9LkcN2+DzMjtNgeN/xt1m2fHCmhKaEpoSmhKaEpoSmhKaEpoSmhKaEpoSmhKaEpoSmhKaEpoSmhKaEpoSmhKacHJmw8KNJTQlNCU0JTQlNCU0JTQlNCU0JTQlNCU0JTQlNCU0JTQlNCU0JTQlNCU0JTQ47t8HmZHabA8b4l2USTRSp/wAmOxFTRR+YOKVha0y1jesKzsYRMsHlRTMxAJAPaYrAy2iw7Q0JMkbH1O6zbPj1TkzYfV7t8HmZHabA8b4qSQTwHVLDK9lGjT0ZdkzGUsrKDQuDesC2oa4QMEE+CY0gPRQGB3qooAdhP+HVRNImC5h6ndZtnx6pyZsPq92+DzMjtNgeN/xt1m2fHqnJmw+r3b4PMyO02B43/G3WbZ8cLaxYK0DnAZWyRsltZbWW1ltZbWW1ltZbWW1ltZbWW1ltZbWW1ltZbWW1ltZa8+DkzYeCWxlKBurVS2strLay2strLay2strLay2strLay2strLay2strLay2strLazI4bt8HmZHabA8b5Oa2xfQgLEajlQP/AGKQuFC9Yxyj0kVsFENe5FiVVIvEWvSGqsLH1G6zbPjiqoNGloabr8x5zj7nqdPSGfByZsPDMmL7mpxb5ktMsMTjXpcjhu3weZkdpsDxvk1r2xeqRdYcFjaB+YeNAK2ozMs0sVWXS9ECAwcgX6JkKAa9Rus2z44ugDzdJ2ZZyc1a+kM+DkzYeGZCJWc6rNGDlQUelyOG7fB5mR2mwPG/426zbPjhWqVqlapWqVqlapWqVqlapWqVqlapWqVqlapWqVqlapWqVqlapWqVbPg5M2Hglm2VqlapWqVqlapWqVqlapWqVqlapWqVqlapWqVqlapWqVqlapWqVqhkVw3b4PMyO02B43yWaUFq8pjlUU5RU7Cx1JXRZVsBQWUXzZpSDho5fHqN1m2fHFi6/ioBDUCk9IZ8HJmw8MyVCRwC3qxE7Cz0uRw3b4PMyO02B43yf52kqiKYOep+al9HM8bmBreURd2Baauh0lh3TmJZiR3/AOF6cYV2jQzwY7m/p91m2fHEnWwatWvB95g2iAwGOHc/76Qz4OTNh4ZkskZ/+QOsoHEp6XI4bt8HmZHabA8b5JUU6GpDQRYtOGmLBmKQxKKKMLqHAaFrThd1nKs65quM5MIi3IbPmV30VpmHO/T7rNs+OFOkAICPJLhlcsBKlSpUqVKlSpUqVKlSpUqVKgY8HJmw8BilUCN4kCjAqVKlSpUqVKlSpUqVKlSpUqVKmRw3b4PMyO02B43/ABt1m2fHDrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrTrS98HJmw8EFOtOtOtOtOtOtOtOtOtOtOtOtOtOtOtOtOtOtOtOtOtOtDEOG7fB5mR2mwPG+Isur9Xi/8AyOYq2rxavKAP4gIgQe8w421BivQ6xaNiizhnD3hXSUVqaygoFhuA6VAPCODInJ9Tus2z44iW1rItC8UO0JLb8jo+kM+DkzYeGZLi0wTJ5W8iWbS6MGXV6XI4bt8HmZHabA8b4qigAKALgxSHj4EApvl2l5rVBSAu0UWELWAmC4c+cERIgklFGHaChQ2kyq1K3MpmABeGEw0G0BiMPUt1m2fHEC5A5PzGDBC5ZV74+kM+DkzYeGZA1U4A3lqWVL6XI4bt8HmZHabA8b/jbrNs+OHdO6d07p3TundO6d07p3TundO6d07p3TundO6d07p38HJmw8G7dzundO6d07p3TundO6d07p3TundO6d07p3TundO6d0CiuG7fB5mR2mwPG/426zbPjioFWgxVgJbySz0hnwcmbDwzJiNKrVQbLPS5HDdvg8zI7TYHjfEhiWRhQQoQombVCDyQBFzZnYhRTWnGVk/naFoXn6zdZtnxxDYiJahpuvzFBOdm9cT0hnwcmbDwzIWzexaUeZCeRCjy6elyOG7fB5mR2mwPG+I3FkYXA6kC1sdTeOcqwITEo/8AWkK5xKgYjLHBwzlWYgrH1m6zbPji+YXNUn5hNzzVr6Qz4OTNh4ZkBnVmxBooKD0uRw3b4PMyO02B43/G3WbZ8cKaSmkppKaSmkppKaSmkppKaSmkppKaSmkppKaSmkppKaSmkppKaSmnByZsPCjylNJTSU0lNJTSU0lNJTSU0lNJTSU0lNJTSU0lNJTSU0lNJTSU0lNOO7fB5mR2mwPG+K24gawDrE1lTEzID8oYsragh1XFnLlAKchiOdBFY4qqJxREMcIZiUKRZbzix3SwcYsgEgnGmZ3Izxy9Nus2z49U5M2H1e7fB5mR2mwPG+IdVcBheSWuETfLY9oCqIE2NUsGswqWbs8cf/qXprFi4GZh3gn7R7AK9xljGneWpzIQsTEt250S15TjVm0pDyOhV4BpnCU2ifG1UGsMvS7rNs+PVOTNh9Xu3weZkdpsDxviou6xizaF1qB3WJnhnMrkZYZQAyJRd0XrMZaW5tZymh7TGWlubUWRRZzqA3WJnh6bdZtnx6pyZsPq92+DzMjtNgeN/wAbdZtnxwt1l0YsMhB5jLdZbrLdZbrLdZbrLdZbrLdZbrLdZbrLdZbrLdZbrLdZbrLdYLefByZsPBYoTZDVal9ZbrLdZbrLdZbrLdZbrLdZbrLdZbrLdZbrLdZbrLdZbrLdZbrLdZkS8am/fB5mR2mwPG+SuMlj8EWehK1zXkRwpqocb1OUBKCgLEyV0mZ6ndZtnxxTvHTV1ZeJfUjO1s706ekM+DkzYeGZGqzb2PRDnHRILLGuvpTJKaYzcvg8zI7TYHjfJKS3AuraltUsYQUmGUQ1fSSYAV55MLCGKZKVChOYep3WbZ8cTTF8lxId/qRPpDPg5M2HhmRSAObzOsyrmi/S5ErG5u3weZkdpsDxv+Nus2z49V//AP8A3Jmw8HFjn6f/AP8A/MsOG7fB5mR2mwPG+SCIAYqxFADI3nHaAMVeUAEsSxIILGz1O6zbPjjz0yYUspzBSekM+DkzYeGZHpNqgLWKHYWPpcjhu3weZkdpsDxvk4zf6IG0v7uR/wAxjEAlOAwMbhMGCAu/eGHFJNADgYQQlO1zK3f4IG+MAwuLCBNxVBh0Okx2SxEUZFGV7SvliKrH0m6zbPji3KwQ8w4PvOVWhljHf0hnwcmbDwzIQmV2U5jEswSh6XI4bt8HmZHabA8b5JE2FJ0l1BhF5VlAHdXI0HNReEAHEAtnSviJdEw6CujeEssUspUMsfzADiRoWo1WV1lF32pRfZAIwFGAcsG7lxFFFtvv6TdZtnxxciTMFjD7ZYD0hnwcmbDwzIfGDZS6gAAFBkB6XI4bt8HmZHabA8b/AI26zbPjheXl5eXl5eXl5eXl5eXl5eXl5eXl5eX4OTNh4KFJeXl5eXl5eXl5eXl5eXl5eXl5eXl5eDYcN2+DzMjtNgeN8lhi1wa0TBehn3bymC6qgVurqvzCXCMjNtr1W6zbPjiNmCi6ui8WuhHLLkM+z6Qz4OTNh4Zkev8At0yeRfKcqgXkPb0uRw3b4PMyO02B43ySRQAHNqWKi800Yhb1lZWdQWiurrkzJJGwDZKUeq3WbZ8cQu0jK9IrMV8nNv6Qz4OTNh4ZkEoyvlR7oEL6XI4bt8HmZHabA8b/AI26zbPjhTRKaJTRKaJTRKaJTRKaJTRKa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width="259px" alt="how to create a church budget"/></p>
<p><p>The most important first step in creating your church budget is consolidating your church’s income stream into the same place. If your church is financially desperate, it’s most likely because you have too many visionaries who don’t care about best practices for your church financial plan.. When allocating expenses for mission purposes, prioritize projects or initiatives that align with the church’s mission statement, vision, and values. When creating a church budget, it is important to determine the sources of income that will be available. This section will explore some of the most common sources of income for churches. Join over 1700 fellow pastors and church leaders to connect and grow.</p>
</p>
<p><h2>Your Leadership Team Defines Your Church’s Future</h2>
</p>
<p><p>Before we get into the nitty-gritty of what should actually go into a church budget, let&#8217;s make sure  we have a strong foundation. The stronger your foundation, the more effective your budget will be. Any time there is a major financial change within your church (especially one you did not anticipate when you created your budget), you will need to consult your spreadsheets again.</p>
</p>
<p><div style='text-align:center'><iframe width='563' height='317' src='https://www.youtube.com/embed/EPfdCsMXAyU' frameborder='0' alt='how to create a church budget' allowfullscreen></iframe></div>
</p>
<p><p>When a church puts on an event or conference, there’s sometimes a registration fee the attendee pays for the event. Ask each accountant for a list of references from previous church clients. Contact these references and ask them about their experience with the accountant.</p>
</p>
<p><h2>Advanced Reporting and Data Insights</h2>
</p>
<p><p>Churches need budgets to continue their mission and grow to reach a larger community. When creating a budget, church leaders should ask how the church will raise and spend funds. When making budgeting decisions, the bible includes many verses to show you the way. Church budgets are needed to continue the church’s mission and grow to reach a larger community. When creating a budget, leaders must ask how the church will raise and spend funds. In this article, we share why you need a budget, different budget types, actional budget tips, and steps to create a working budget for your church.</p></p>
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		<title>Social Security Tax Definition, How It Works, and Tax Limits</title>
		<link>https://longphungfood.com.vn/2024/04/social-security-tax-definition-how-it-works-and-2/</link>
		
		<dc:creator><![CDATA[Long Phung Food Service (admin)]]></dc:creator>
		<pubDate>Tue, 30 Apr 2024 07:14:28 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://longphungfood.com.vn/?p=6417</guid>

					<description><![CDATA[It is worth noting that this ceiling applies only to individuals who retire at the full retirement age, which is 67 for everyone born after 1960. Suppose you begin receiving Social Security benefits before reaching full retirement age. They were typically already contributing to government pension plans when the Social Security program began. Young Workers [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/678ecf8c2db76be00dbcdee6/cache/what is the max social security tax for 2023/images/what_is_the_max_social_security_tax_for_2023_(1).jpeg" width="456px" alt="what is the max social security tax for 2023"/></p>
<p>It is worth noting that this ceiling applies only to individuals who retire at the full retirement age, which is 67 for everyone born after 1960. Suppose you begin receiving Social Security benefits before reaching full retirement age. They were typically already contributing to government pension plans when the Social Security program began.</p>
<h2>Young Workers and Students</h2>
<p>Take self-paced courses to master the fundamentals of finance and connect with like-minded individuals. Someone on our team will connect you with a financial professional in our network holding the correct designation and expertise. Ask a question about your financial situation providing as much detail as possible.</p>
<ul>
<li>Our writing and editorial staff are a team of experts holding advanced financial designations and have written for most major financial media publications.</li>
<li>The flip side of this is that as the taxable maximum increases, so does the maximum amount of earnings used by the SSA to calculate retirement benefits.</li>
<li>Between 80% and 90% of respondents, including 88% in April 2024, noted their Social Security income is necessary, in some capacity, to cover their expenses.</li>
<li>The general income/distribution recommended ratio I&#8217;ve seen is 50%/50%.</li>
<li>Checking your earnings record regularly leading up to retirement can be a great tool for planning.</li>
<li>The problem with these core proposals is there&#8217;s no support beyond party lines.</li>
</ul>
<h2>Self-employed people could see a much larger increase</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/678ecf8c2db76be00dbcdee6/cache/what is the max social security tax for 2023/images/what_is_the_max_social_security_tax_for_2023_(1).jpeg" width="459px" alt="what is the max social security tax for 2023"/></p>
<p>The other dilemma is that 60 votes are needed in the upper house of Congress to amend the Social Security Act. The last time either party held a supermajority of seats (60) in the Senate was 1979. This means any meaningful reform would require bipartisan support, which has been tough to come by.</p>
<p>When you file your tax return the following year, you can claim a refund from the Internal Revenue Service for Social Security taxes withheld that exceeded the maximum amount. Social Security tax is charged at a 6.2% rate and applies to all earned income, up to the annual maximum mentioned in the previous section. This means that any income you have from salaries, wages, tips, bonuses, or self-employment qualifies (more on self-employed individuals in the next section). The Social Security tax is imposed to fund the Social Security program, which benefits retired workers and their families. The tax benefits people with disabilities and survivors of workers who have passed away.</p>
<h2>What are the federal payroll tax rates in 2023?</h2>
<p>Self-employed individuals must pay for the employer and employee portions of the Social Security tax if their annual net earnings exceed $400. Such technology is already a part of many workplaces and will continue to shape the labor market and HR. Here&#8217;s how employers and employees can successfully manage generative AI and other AI-powered systems. Employers must withhold the additional Medicare tax from wages of employees earning more than $200,000 in a calendar year.</p>
<p>Social Security beneficiaries probably won&#8217;t have to file a tax return if that&#8217;s the only income they brought in for the year. However, if you have additional income outside of your benefits, that along with the 3.20% COLA from 2024 could boost you into another tax bracket. If this happens, you&#8217;ll be taxed at a higher rate, and therefore could end up owing taxes.</p>
<p>Meanwhile, if you earn over $200,000 as a single employee or over $250,000 as a married taxpayer, you are subject to an ADDITIONAL 0.9 percent Medicare tax with the Net Investment Income Tax (NIIT). However, S-Corp owners with salaries that are&nbsp;too low in comparison to their total distributions run the risk of audits and penalties. Therefore, check with your accountant for guidance on your specific situation. The general income/distribution recommended ratio I&#8217;ve seen is 50%/50%. Remember, the government wants as much tax dollars from you as possible.</p>
<p>Look up their track record, their management, <a href="https://www.accountingcoach.com/blog/what-is-the-employers-social-security-tax-rate-this-year">what is the max social security tax for 2023</a> and whether they have had any blowups before. You can build your own select real estate portfolio with CrowdStreet. Crowdstreet is a marketplace that mainly sources individual commercial real estate deals from various sponsors around the country. This way, you have more customization to build your own select private real estate portfolio.</p>
<p>In&nbsp;2010, tax and other noninterest income did not fully cover program cost, and the 2023 Trustees Report projects that this pattern will continue for at least 75&nbsp;years if no changes are made to the program. However, the Trustees also project that redemption of trust fund assets will be sufficient to allow for full payment of scheduled benefits until&nbsp;2033. Why would anyone want to pay more money for something they will not have returned, ever. You could literally change this to why don’t “rich” people just burn their money.</p>
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		<title>Process Costing in Manufacturing: Definition, Types, and Example</title>
		<link>https://longphungfood.com.vn/2023/07/process-costing-in-manufacturing-definition-types/</link>
		
		<dc:creator><![CDATA[Long Phung Food Service (admin)]]></dc:creator>
		<pubDate>Tue, 18 Jul 2023 17:10:28 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://longphungfood.com.vn/?p=6412</guid>

					<description><![CDATA[The chemical industry uses process costing to calculate the cost of producing chemicals. This industry produces chemicals in large quantities with a consistent manufacturing process, making process costing a suitable technique. Using a process costing system provides better cost control, allowing manufacturers to identify the cost of each process in producing a product. What is [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width="803px" alt="process costing definition" src="/Users/dimatretak/Library/Application Support/scm-next-plus/content_cache/678a66f04097d5a561fa0ca3/cache/process costing definition/images/process_costing_definition_(46).jpg"/></p>
<p>The chemical industry uses process costing to calculate the cost of producing chemicals. This industry produces chemicals in large quantities with a consistent manufacturing process, making process costing a suitable technique. Using a process costing system provides better cost control, allowing manufacturers to identify the cost of each process in producing a product.</p>
<h2>What is Accounting Equation? Example, Procedure of Forming</h2>
<ul>
<li>Process costing is a system best suited to mass production environments where the products are similar and require similar manufacturing processes.</li>
<li>Hybrid process costing combines elements of both single and multiple process costing.</li>
<li>Process Costing, also called job-order costing, assigns total manufacturing costs to the units being produced.</li>
<li>However, it does not precisely identify which a lot of raw material is taken for production and its procurement rate.</li>
<li>Accountants will calculate the total overhead cost of each month and separate them to each finished product at the month-end.</li>
<li>Manufacturers can use the information provided by process costing to make informed decisions about expanding their production capacity, introducing new products, or investing in new technology.</li>
<li>The finished material of one process constitutes the raw material of the next.</li>
</ul>
<p>Process cost allows an organisation to assigns the cost to different steps in the production phase. The organisation can use this method to identify the relevant costs (i.e., direct and indirect costs) for each process, and no abnormal expenses are charged to any process. Process costing is a method of cost accounting used to calculate the cost of producing a product or service in a manufacturing environment where products are made in large quantities and indistinguishable. It is commonly used in chemical manufacturing, oil refining, and food processing industries. A process cost system (process costing) accumulates costs incurred to produce a product according to the processes or departments it goes through on its way to completion.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="808px" alt="process costing definition" src="/Users/dimatretak/Library/Application Support/scm-next-plus/content_cache/678a66f04097d5a561fa0ca3/cache/process costing definition/images/process_costing_definition_(40).jpg"/></p>
<p>The process costing method is in contrast to other costing methods, such as product costing, job costing, or operation costing systems. If the output products are homogeneous, that is, the units of output are relatively indistinguishable from one another, it may be beneficial to use process costing. If the output products are of low value, meaning each individual unit of output is not worth much, it may be beneficial to use process costing. And if it is difficult or infeasible to trace production costs directly to individual units of output, it may be beneficial to use the process costing method. Each process or department collects its own costs incurred during production.</p>
<ul>
<li>This costing method is used in industries like chemicals, textiles, steel, rubber, sugar, shoes, petrol, etc.</li>
<li>To the extent of loss of income, the abnormal gain is transferred to a normal loss account, and the balance of abnormal gain is transferred to the costing profit and loss account.</li>
<li>These costs include expenses such as utilities, maintenance, depreciation of machinery, and factory rent.</li>
<li>The good units produced bear the cost of the units representing normal loss.</li>
<li>Process costing is particularly useful in industries where a large volume of identical or similar products are produced, as it provides an efficient way of calculating the cost of each unit.</li>
</ul>
<h2>Steps of Process Costing</h2>
<p>Manufacturers can use the data generated by the system to evaluate the profitability of different products and decide which products to produce and which to discontinue. They can use this information to identify areas where the manufacturing process can be improved, leading to higher efficiency and productivity. Process costing is the only reasonable approach to determining product costs in many industries. It uses most of the same journal entries found in a job costing environment, so there is no need to restructure the chart of accounts to any significant degree. This makes it easy to switch over to a job costing system from a process costing one if the need arises, or to adopt a hybrid approach that uses portions of both systems. While it has advantages, such as providing accurate cost information and helping to determine the selling price of a product, it also has disadvantages, such as complexity and the need for accurate cost data.</p>
<p>Effective communication is critical to the success of process costing implementation. Companies must ensure all stakeholders understand the process and the importance of accurate cost calculations. This can be challenging, especially if the company has a large workforce or multiple locations. Companies must develop an effective method for allocating overhead costs to the appropriate cost centers to accurately calculate the production cost. This can make it difficult to get a complete picture of the business’s cost structure. This article will explore the definition and types of process costing, its importance in manufacturing, and its advantages and disadvantages.</p>
<h2>Disadvantages of using a process costing system in manufacturing:</h2>
<p>Costing is an important process that many companies engage in to keep track of where their money is being spent in the production and distribution processes. It is very important that a company chooses the appropriate type of costing system for their product type and industry. One type of costing system that is used in certain industries is process costing that varies from other types of costing (such as job costing) in some ways. In process costing unit costs are more like averages, the process-costing system requires less bookkeeping than does a job-order costing system. The cost flows are tracked using a cost of production report, which tracks the costs incurred in each process and the number of units produced. The prices are then accumulated and allocated to the units produced based on a predetermined allocation method.</p>
<p>Job-order costing focuses on a specific product or service produced for a given customer. Process costs represent a higher level of accuracy than job-order costing, but  they are also more complex and time consuming to develop. A process costing system accumulates the costs of a production process and assigns them to the products that the business outputs.</p>
<h2>Textile Industry</h2>
<p>Manufacturing companies use a cost accounting technique to track and allocate the costs of producing a product or service. In simple words, process costing is a cost accounting technique, in which the costs incurred during production are charged to processes and averaged over the total units manufactured. For this purpose, process accounts are opened in the books of accounts, for each process and all the expenses relating to the process for the period is charged to the respective process account. Process Costing is the cost accounting method in which production overhead is equally allocated to each product due to their similarity and mass production.</p>
<p>Process Costing refers to a method of accumulating cost of production by process. It represents a method of cost procedure applicable to continuous or mass production industries producing standard products. Costs are compiled for each process or department by preparing a separate account for each process. Process costing is suitable for some businesses, which produces similar products, such as a footwear manufacturing. Besides that, It is also applicable to manufacturing that has many processes which cannot identify the cost of each production process. Mobile applications can be used to track production costs on the go, allowing supervisors and managers to monitor production costs from anywhere.</p>
<p>The first in first out (FIFO) method of costing is used to introduce the subject of materials costing. The FIFO method of costing issued materials follows the principle that materials used should carry the actual experienced cost of the specific units used. Learn about process costing, its components, procedure, types, benefits, and challenges in manufacturing operations for efficient <a href="https://business-accounting.net/process-costing-definition-meaning/">process costing definition</a> cost management.</p>
<p>Under this method, weighted average is computed and used in valuation of the incomplete units. Costs follow the production process, i.e., costs incurred in one process are transferred to the next process along with the output. In March 202X, this department has incurred a cost of direct labor USD 50,000, overhead cost USD 30,000. As a result, they have completed 8,000 pairs of shoes and pass the next stage. First, they start from the Designing and Cutting department where shoes are designed to fit with the trending market, and fabric will be cut to fit with each design. In March 200X, the Design and Cutting department incur the cost of direct material USD 100,000, direct labor cost of USD 150,000 and USD 80,000 of overhead cost.</p>
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		<title>Obsolete Inventory: How To Identify, Reduce, &#038; Manage It</title>
		<link>https://longphungfood.com.vn/2023/06/obsolete-inventory-how-to-identify-reduce-manage/</link>
		
		<dc:creator><![CDATA[Long Phung Food Service (admin)]]></dc:creator>
		<pubDate>Wed, 28 Jun 2023 07:19:56 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://longphungfood.com.vn/?p=6421</guid>

					<description><![CDATA[The first step involves identifying the specific items that have become obsolete. This can be achieved through regular inventory audits and monitoring market trends to detect shifts in consumer demand or technological advancements. Once identified, the next step is to assess the extent of the obsolescence. This involves evaluating the remaining useful life of the [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/677f2481d16bfd4259de0956/cache/obsolete inventory/images/obsolete_inventory_(1).png" width="459px" alt="obsolete inventory"/></p>
<p>The first step involves identifying the specific items that have become obsolete. This can be achieved through regular inventory audits and monitoring market trends to detect shifts in consumer demand or technological advancements. Once identified, the next step is to assess the extent of the obsolescence. This involves evaluating the remaining useful life of the inventory and estimating the potential loss in value. Physical obsolescence occurs when inventory items deteriorate over time due to environmental factors, wear and tear, or poor storage conditions.</p>
<p>Companies must stay attuned to market trends and technological developments to manage functional obsolescence effectively. Strategies such as product lifecycle management, timely product updates, and diversifying product lines can help businesses minimize the impact of functional obsolescence on their inventory. While standardisation helps reduce E&amp;O if applied to product design (see step 7), differentiation is what holds the key to unlocking substantial benefits when it comes to the management of inventories.</p>
<h2>Obsolete inventory FAQ</h2>
<p>Using inventory management software allows you to track stock levels in real-time, giving you insights into what’s selling and what’s not. This helps you make informed decisions about restocking and liquidating unsold items. Blockchain technology is another innovation that holds promise for managing obsolescence costs. By providing a transparent and immutable ledger of all inventory transactions, blockchain can enhance traceability and accountability. This is particularly useful for industries like pharmaceuticals and food, where the provenance and condition of inventory are critical. Blockchain can help ensure that products are stored and handled correctly, reducing the risk of physical obsolescence.</p>
<p>This reduction in asset value can lead to a lower overall net worth for the company, impacting financial ratios that are crucial for attracting investors and securing loans. For instance, a significant write-down of inventory can adversely affect the current ratio, a key indicator of a company’s short-term liquidity. Economic obsolescence occurs when external economic factors <a href="https://www.wave-accounting.net/obsolete-inventory-obsolete-inventory-definition/">obsolete inventory</a> reduce the value of inventory items. This can happen due to changes in market demand, regulatory shifts, or economic downturns. For instance, a sudden drop in oil prices can make certain energy-efficient technologies less attractive, leading to a decline in their market value. Economic obsolescence is often beyond a company’s control, making it challenging to predict and manage.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/677f2481d16bfd4259de0956/cache/obsolete inventory/images/obsolete_inventory_(2).jpeg" width="457px" alt="obsolete inventory"/></p>
<p>We don&#8217;t guarantee that our suggestions will work best for each individual or business, so consider your unique needs when choosing products and services. Oftentimes, technological innovations make products outdated or undesirable, because they don’t offer the latest features or design capabilities. Disposing of obsolete inventory doesn’t just clear space—it also prevents unnecessary environmental damage and legal risks. Regular audits help spot potential issues early and allow you to adjust your stock levels before it’s too late.</p>
<p>In summary, reducing lead times, delays, lags and variability throughout your supply chain will reduce your need for safety stock and so reduce E&amp;O. There are several ways a small-business owner may choose to handle obsolete inventory. The products may be remarketed by bundling them with other products, selling them to different audiences, or by selling them via new business channels. They could also be sold at a discount, liquidated, donated, or written off as a loss. From identifying outdated stock to leveraging technology, every step you take makes a difference.</p>
<h2>How to Get Rid of Obsolete Inventory</h2>
<p>In general, replenishment is an underutilised resource, since many people find variability a difficult concept to factor in well. Less so is XYZ analysis, where variability is a second segmentation dimension. XYZ analysis is more complex than ABC analysis, but it should be a bigger driver of inventory levels, since variability is precisely what inventory is buffering against. Obsolete inventory has the potential to disrupt even a very successful brand’s supply chain and fulfillment processes, as well as its profit margins. Learn more about obsolete inventory , why it matters, and what brands can do to decrease and manage obsolete inventory .</p>
<h2>Calculating Obsolescence Costs</h2>
<p>Here are some effective strategies to help you minimize stock levels while maintaining efficiency and meeting customer demand. Real-time access to data across the supply chain is beneficial for real-time inventory management. This gives you the most current information about inventory levels along with other details, such as warehouse receiving&nbsp;and production time lines.</p>
<h2>External Market Factors</h2>
<p>It may surprise you to find Sales and Operations Planning (S&amp;OP) this far down the list. After all, S&amp;OP is surely one of the most important planning processes at your disposal. You certainly wouldn’t want to exhaust all of the scientific approaches to inventory optimization (step 9) before turning to S&amp;OP. Indeed, as we said at the start, don’t think of these 10 steps as a strict sequence, where you need to complete each step before progressing to the next. And fourthly, the number of stocking points you have drives how much inventory you need. The square root law is an approximation which states that the amount of inventory required by a system is proportionate to the square root of the number of locations in which it is stored.</p>
<ul>
<li>Limited-time promotions, such as special offers or discounts, can also help generate interest and encourage sales of slow-moving items.</li>
<li>After all, S&#038;OP is surely one of the most important planning processes at your disposal.</li>
<li>In the past, if the inventory was held for too long, the goods may have reached the end of their product life and become obsolete.</li>
</ul>
<p>This will damage the credibility of you, the tools, and any further optimization initiatives. It is much better to try reducing safety stocks by, say, 20% at first, watching what happens carefully, and then reducing them further. In reality, there are situations in which MRP works very well, and situations in which it doesn’t. Enterprise Resource Planning (ERP) systems offer a choice of strategies, including not only MRP and replenishment as set out here, but multiple variants too.</p>
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		<title>The Complete Guide to Ecommerce Accounting</title>
		<link>https://longphungfood.com.vn/2022/03/the-complete-guide-to-ecommerce-accounting/</link>
		
		<dc:creator><![CDATA[Long Phung Food Service (admin)]]></dc:creator>
		<pubDate>Mon, 21 Mar 2022 10:02:04 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://longphungfood.com.vn/?p=6419</guid>

					<description><![CDATA[Record all financial transactions accurately, including income, expenses, purchases, and sales. Effective financial management in ecommerce businesses help to maintain profitability and support growth. It entails meticulous attention to revenue, expenses, and the strategic use of financial data to make informed decisions. Even with its great significance, business owners frequently overlook the need to give [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/677f2481d16bfd4259de0956/cache/ecommerce accountant/images/ecommerce_accountant_(2).jpeg" width="450px" alt="ecommerce accountant"/></p>
<p>Record all financial transactions accurately, including income, expenses, purchases, and sales. Effective financial management in ecommerce businesses help to maintain profitability and support growth. It entails meticulous attention to revenue, expenses, and the strategic use of financial data to make informed decisions. Even with its great significance, business owners frequently overlook the need to give their eCommerce accounting further thought. A proper integration with your ecommerce platform is crucial for the seamless flow of financial data and information between the two systems.</p>
<h2>Must-Know Financial Metrics for Accounting for Ecommerce</h2>
<p>These standards and procedures are instituted by the Financial Accounting Standards Board (FASB). Big data is the massive amount of information that flows into a business every single day. But at a minimum, you should be analyzing reports on a monthly or quarterly basis.</p>
<ul>
<li>Depending on the size of your ecommerce business, there’s a good chance you’ll have to make quarterly estimated tax payments.</li>
<li>These are additional chances for frustrating delays that negatively impact customer satisfaction.</li>
<li>This can happen daily, weekly, or at the least, monthly, depending on how busy your ecommerce store is.</li>
<li>Net profit margin is the percentage of revenue remaining after all costs, expenses, and taxes have been deducted.</li>
</ul>
<p>The con of accrual accounting, however, is that this way of record-keeping shifts the focus from how much money you have to how much money you move. By counting in future payments/expenses, accrual accounting can make your operations look more profitable than they actually are. Sales tax can be intricate for ecommerce businesses, particularly when selling to customers in different states or countries. Familiarize yourself with your obligations and ensure accurate collection and remittance of the appropriate sales tax amounts. Ecommerce accounting involves recording, organizing, and managing all financial data and transactions for an ecommerce company. It is a specialized subset of small business accounting created to meet the unique needs of ecommerce merchants.</p>
<h2>A Painless Guide to Ecommerce Accounting</h2>
<p>However, this accounting method isn’t the best choice for larger ecommerce operations since it does not recognize future account receivables and accounts payables. Accounting is a practice of analyzing all the financial records, produced by the bookkeeper, to create financial reports, models, and forecasts. So that you could understand the current level of your finances and plan for the future.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/677f2481d16bfd4259de0956/cache/ecommerce accountant/images/ecommerce_accountant_(1).jpeg" width="458px" alt="ecommerce accountant"/></p>
<p>With manual data entry being the norm, it&#8217;s all too easy to make mistakes in data input, formula calculations, or data analysis. These errors can lead to inaccurate financial reports and potentially costly financial decisions. Ecommerce businesses often deal with large volumes of transactions and complex datasets. Your accountant should be comfortable handling these aspects, ensuring every transaction is logged and every data piece correctly interpreted.</p>
<h2>Should I hire an accountant for my ecommerce business?</h2>
<p>Both platforms offer a range of features, so the best choice depends on your specific needs and preferences. It’s recommended to take advantage of the free trials offered by both platforms to see which one works best for your business. Inventory management in traditional business is typically more static and manageable, with stock usually centralized in one or a few locations. To learn more about the ins and outs of keeping records, check out our guide to small business recordkeeping. A chargeback happens when a credit card company asks you to return <a href="https://www.wave-accounting.net/ecommerce-accountant-ecommerce-accountant/">ecommerce accountant</a> funds you charged to a customer’s credit card.</p>
<p>Customer returns and chargebacks are two different types of expenses that need separate recording. One way to do so is by setting up separate ‘pockets of cash’ for different weekly spending categories and updating them regularly. This way you’ll know exactly how much you’ve spent and can cut down on non-essential ones during the next week. Try Shopify for free, and explore all the tools you need to start, run, and grow your business.</p>
<p>This includes credit card fraud, identity theft, and other types of online scams. Therefore, ecommerce businesses need to have robust fraud detection measures in place. Accounting for small ecommerce business involves dealing with complex data.</p>
<p>Properly accounting for COGS allows ecommerce accountants to accurately calculate gross margins, which is essential for pricing strategies and financial planning. Effective cash flow management is needed for ecommerce businesses to maintain solvency and fund operations. It involves careful monitoring of incoming and outgoing funds, ensuring that the business can meet its financial obligations at all times.</p>
<p>Shipping costs fluctuate significantly based on the weight, dimensions, and destination of your products. Make sure you accurately record these costs so that you can maintain accurate expense tracking. Start by determining how you’ll log your inventory and whether you’ll use the FIFO, LIFO, or average cost valuation method. Then use an inventory management system to accurately track your inventory, and make sure you audit it on a regular basis. In the context of an ecommerce business, profitability refers to the ability of the business to generate profits consistently.</p>
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