1590 lines
252 KiB
Text
1590 lines
252 KiB
Text
<!DOCTYPE html>
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<html lang="en" dir="ltr" prefix="content: http://purl.org/rss/1.0/modules/content/ dc: http://purl.org/dc/terms/ foaf: http://xmlns.com/foaf/0.1/ og: http://ogp.me/ns# rdfs: http://www.w3.org/2000/01/rdf-schema# schema: http://schema.org/ sioc: http://rdfs.org/sioc/ns# sioct: http://rdfs.org/sioc/types# skos: http://www.w3.org/2004/02/skos/core# xsd: http://www.w3.org/2001/XMLSchema# ">
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<head>
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<h1 class="nist-page__title">Consistent Use of Baldrige Leads to Multi-Year Winners, 255% Revenue Growth for Three-Time Winners</h1>
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<div class="daterange"><time datetime="2022-03-15T12:00:00Z">March 15, 2022</time>
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<span>By: </span>
|
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<a href="/blogs/blogrige/authors/dawn-bailey" hreflang="en">Dawn Bailey</a>
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<img loading="lazy" src="/sites/default/files/styles/960_x_960_limit/public/images/2022/03/14/2021-Mid-America-Transplant-Quality-Journey-chart.jpg?itok=e4xvSPpy" width="960" height="600" alt="Mid-America Transplant Quality Journey chart showing 167% increase in organs transplanted and a 385% increase in tissue donors, saving and healing thousands of lives." typeof="foaf:Image" />
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<p>Mid-America Transplant Quality Journey chart</p>
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||
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</div>
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<div class="nist-image__credit">
|
||
<span class="nist-image__credit-label">Credit:</span>
|
||
|
||
Mid-America Transplant
|
||
|
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</div>
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</figcaption>
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</figure>
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<p><span><span><span>The <a data-entity-substitution="canonical" data-entity-type="node" data-entity-uuid="00b6643c-f609-4ef9-baab-8a71ecca6aa9" href="/baldrige/publications/baldrige-excellence-framework" title="Baldrige Excellence Framework">Baldrige Excellence Framework</a> and its <a data-entity-substitution="canonical" data-entity-type="node" data-entity-uuid="04881de3-55aa-4c9b-bc62-65aac27dc41d" href="/baldrige/baldrige-criteria-commentary" title="Baldrige Criteria Commentary">Criteria</a> are intended to be a collection of questions to provide all the considerations an organization needs to operate at the leading edge of validated leadership and performance practice. Indeed, <a data-entity-substitution="canonical" data-entity-type="node" data-entity-uuid="94b2c52f-8d9b-4e73-9d01-af41c69de35f" href="/baldrige/how-baldrige-works/baldrige-community/board-overseers" title="Board of Overseers">Baldrige Overseer Ray Floyd</a> called the Criteria a “<a data-entity-substitution="canonical" data-entity-type="node" data-entity-uuid="1de3799c-8861-48d9-80f6-b94565f57f34" href="/blogs/blogrige/focus-baldrige-board-overseers-raymond-floyd" title="Focus on the Baldrige Board of Overseers: Raymond Floyd">ready reference manual for the practice of excellence.</a>”</span></span></span></p>
|
||
|
||
<h3><span><span><span><span><span>So, what could consistent use of the framework do for your organization?</span></span></span></span></span></h3>
|
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|
||
<p><span><span><span>The <a data-entity-substitution="canonical" data-entity-type="node" data-entity-uuid="238425d5-a769-4944-9124-0df9019579b5" href="/news-events/news/2022/03/three-organizations-win-2021-baldrige-awards-performance-excellence" title="Three Organizations Win 2021 Baldrige Awards for Performance Excellence">2021 Baldrige Award winners</a>—<a data-entity-substitution="canonical" data-entity-type="node" data-entity-uuid="fdc15dd7-50ce-4651-b5f6-c7b7cfc0c1d1" href="/baldrige/charter-school-san-diego-2021" title="The Charter School of San Diego 2021">The Charter School of San Diego</a>, <a data-entity-substitution="canonical" data-entity-type="node" data-entity-uuid="93414c35-1f62-4c36-aaff-1f33955f7c0a" href="/baldrige/mid-america-transplant-2021" title="Mid-America Transplant 2021">Mid-America Transplant</a>, and <a data-entity-substitution="canonical" data-entity-type="node" data-entity-uuid="d53ad24f-f5b6-49e8-b932-5eec0218a7f3" href="/baldrige/midwayusa-2021" title="MidwayUSA 2021">MidwayUSA</a>—are the perfect examples of organizations that have used the Criteria over time to guide their operations and internalize the best practices that have worked for them. Their consistent use led to results that have consistently placed them among the best of the best in their industries, sectors, and communities.</span></span></span></p>
|
||
|
||
<p>Following are some updated data based on two- and three-time organizational winners of the Baldrige Award, from their first to most recent applications. These date include the 2021 recipients.</p>
|
||
|
||
<div class="nist-callout">
|
||
<ul>
|
||
<li>
|
||
<p><span><span>Median job growth between awards: 56%</span></span></p>
|
||
</li>
|
||
<li>
|
||
<p><span><span>Average job growth between awards: 129% </span></span></p>
|
||
</li>
|
||
<li>
|
||
<p><span><span>Median revenue growth between awards: 80%</span></span></p>
|
||
</li>
|
||
<li>
|
||
<p><span><span>Average revenue growth between awards: 171%</span></span></p>
|
||
</li>
|
||
</ul>
|
||
|
||
<p><span><span><span>The Baldrige Program has had two three-time Baldrige Award winners: <a data-entity-substitution="canonical" data-entity-type="node" data-entity-uuid="00a848af-c6ca-4437-987f-24784d7f0c4b" href="/baldrige/mesa-2020" title="MESA 2020">MESA</a> and MidwayUSA. </span></span></span><strong><span><span><span>Their median and average growth for revenue is calculated at 255%!</span></span></span></strong></p>
|
||
</div>
|
||
|
||
<h3><span><span><strong>Using Baldrige Framework since 2005: Because It’s “the Hallmark for Performance Excellence”</strong></span></span></h3>
|
||
|
||
<figure class=" align-center nist-image" role="group">
|
||
<div>
|
||
|
||
<img alt="The Charter School of San Diego photo showing a male student graduating." height="600" loading="lazy" src="/sites/default/files/styles/960_x_960_limit/public/images/2022/03/14/Charter-School-San-Diego-2021-blog.jpg?itok=fagROBtP" typeof="foaf:Image" width="960">
|
||
|
||
|
||
|
||
|
||
|
||
|
||
</div>
|
||
<figcaption class="nist-image__caption"><div class="nist-image__credit">
|
||
<span class="nist-image__credit-label">Credit:</span>
|
||
|
||
The Charter School of San Diego
|
||
|
||
</div></figcaption>
|
||
</figure>
|
||
|
||
|
||
|
||
|
||
<figure class=" align-right nist-image--lightbox nist-image" role="group">
|
||
<div data-copyright="Yes" data-lightbox="https://www.nist.gov/sites/default/files/styles/2800_x_2800_limit/public/images/2022/02/28/charterschool2021.jpg?itok=cC5wTAO9" data-media-id="635946">
|
||
|
||
<img alt="The Charter School of San Diego results for overall satisfaction compared to Marriott and Nordstrom show CSSD maintained overall student levels of close to 100% while its competitors maintained slight below or above 80%." height="322" loading="lazy" src="/sites/default/files/styles/480_x_480_limit/public/images/2022/02/28/charterschool2021.jpg?itok=dYwR-gjS" typeof="foaf:Image" width="440">
|
||
|
||
|
||
|
||
|
||
|
||
|
||
</div>
|
||
<figcaption class="nist-image__caption">Chart data based on CSSD's first Baldrige Award.<div class="nist-image__credit">
|
||
<span class="nist-image__credit-label">Credit:</span>
|
||
|
||
The Charter School of San Diego
|
||
|
||
</div></figcaption>
|
||
</figure>
|
||
|
||
|
||
|
||
<p><span><span><span>Two-time Baldrige Award recipient the Charter School of San Diego (CA)—which provides free, personalized education to students in grades 6–12 who are at risk of not graduating from high school through a hybrid in-person/online study program—began using the Baldrige framework in 2005 because the “Baldrige Criteria are recognized internationally as the hallmark for performance excellence,” and it has consistently posted student learning results that significantly outperform peers. </span></span></span></p>
|
||
|
||
<p><span><span><span>For example, for the past five years, the Charter School has sustained student performance for grades 6–8 and 11 in the California Assessment of Student Performance and Progress double that of all competitors and county and state Dashboard Alternative School Status (DASS) schools in English Language Arts and three times higher in math. (Designated by the state, a DASS school must have at least 70% of its total enrollment composed of high-risk groups.) In addition, it maintained overall student and parent satisfaction levels of close to 100% from 2016–2021. </span></span></span></p>
|
||
|
||
<p><span><span><span>In <a href="https://www.nist.gov/baldrige/charter-school-san-diego">2015</a>, the Charter School of San Diego became the first charter school to win a Baldrige Award, and it now becomes the first two-time awardee in the education sector.</span></span></span></p>
|
||
|
||
<h3><span><span><span><strong>Using Baldrige Framework since 2005: Because It Helped Achieve “Goal of Saving More Lives”</strong></span></span></span></h3>
|
||
|
||
<figure class=" align-center nist-image" role="group">
|
||
<div>
|
||
|
||
<img alt="Mid-America Transplant employees preparing to send out a donor organ." height="600" loading="lazy" src="/sites/default/files/styles/960_x_960_limit/public/images/2022/03/14/Mid-America-Transplant-2021-blog.jpg?itok=DWWV_J4h" typeof="foaf:Image" width="960">
|
||
|
||
|
||
|
||
|
||
|
||
|
||
</div>
|
||
<figcaption class="nist-image__caption"><div class="nist-image__credit">
|
||
<span class="nist-image__credit-label">Credit:</span>
|
||
|
||
Mid-America Transplant
|
||
|
||
</div></figcaption>
|
||
</figure>
|
||
|
||
|
||
|
||
<p><span><span><span><span><span>Two-time Baldrige Award recipient</span></span><strong> </strong>Mid-America Transplant (St. Louis, MO), a private, nonprofit, organ procurement organization (OPO) and eye and tissue bank that serves 84 counties in Missouri, Illinois, and Arkansas, adopted the Baldrige framework in 2005 “with the goal of saving more lives.” Mid-America Transplant is now one of the top-performing OPOs nationwide, with more than 125 organs transplanted annually per 1 million population since 2017. Between 2003 and 2020, the organization’s Baldrige journey has led to a 167% increase in organs transplanted and a 385% increase in tissue donors, saving and healing thousands of lives. </span></span></span></p>
|
||
|
||
<p><span><span><span><span><span><span><span>In addition, t<span><span><span><span>hrough the first year of the COVID-19 pandemic, </span></span></span></span></span></span></span></span>Mid-America Transplant's <span><span><span><span><span><span><span><span>results included a very low rate of missed organ referrals (sustained near zero from 2017 through 2020) and a best-possible rate of timely organ referrals (100% done within 90 minutes from the time of the donor’s death). Its o<span><span><span><span><span><span>verall workforce engagement has consistently exceeded two external industry comparisons.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>
|
||
|
||
<p><span><span><span>In <a href="https://www.nist.gov/baldrige/mid-america-transplant">2015</a><span>, </span>Mid-America became the first OPO to win the Baldrige Award, and it now becomes the first two-time Baldrige-awarded OPO.</span></span></span></p>
|
||
|
||
<h3><span><span><span><strong>Using Baldrige Framework since 2006: Because It Is a "World-Renowned Leadership and Management Guide"</strong></span></span></span></h3>
|
||
|
||
<figure class=" align-center nist-image" role="group">
|
||
<div>
|
||
|
||
<img alt="MidwayUSA employees assembling orders in boxes to ship to customers." height="600" loading="lazy" src="/sites/default/files/styles/960_x_960_limit/public/images/2022/03/14/MidwayUSA-2021-blog.jpg?itok=ezKm9-38" typeof="foaf:Image" width="960">
|
||
|
||
|
||
|
||
|
||
|
||
|
||
</div>
|
||
<figcaption class="nist-image__caption"><div class="nist-image__credit">
|
||
<span class="nist-image__credit-label">Credit:</span>
|
||
|
||
MidwayUSA
|
||
|
||
</div></figcaption>
|
||
</figure>
|
||
|
||
|
||
|
||
|
||
<figure class=" align-right nist-image--lightbox nist-image" role="group">
|
||
<div data-copyright="Yes" data-lightbox="https://www.nist.gov/sites/default/files/styles/2800_x_2800_limit/public/images/2022/02/28/Midwaystatement.jpg?itok=9If8Q7fv" data-media-id="635956">
|
||
|
||
<img alt="Midway USA customer satisfaction statement from its website. Shows 95% customer satisfaction. At MidwayUSA, Customer Satisfaction is our #1 Company Goal and we tirelessly work to meet or exceed our Customer Key Requirements. Many companies don't measure Customer Satisfaction. We both measure it and proudly display it because we put Customers first and that's the way it'll always be at MidwayUSA." height="478" loading="lazy" src="/sites/default/files/styles/480_x_480_limit/public/images/2022/02/28/Midwaystatement.jpg?itok=gvcSPsxK" typeof="foaf:Image" width="357">
|
||
|
||
|
||
|
||
|
||
|
||
|
||
</div>
|
||
<figcaption class="nist-image__caption">Customer satisfaction statement from MidwayUSA website.<div class="nist-image__credit">
|
||
<span class="nist-image__credit-label">Credit:</span>
|
||
|
||
MidwayUSA
|
||
|
||
</div></figcaption>
|
||
</figure>
|
||
|
||
|
||
|
||
<p><span><span><span><span>MidwayUSA (Columbia, MO) is a family-owned, internet retailer offering products for shooting, hunting, fishing, and the outdoors. Since first adopting the Baldrige Criteria in 2006 as its “leadership and management guide,” MidwayUSA has continued to pursue its vision:</span></span></span></span></p>
|
||
|
||
<p><span><span><span><span>“to be the best-run business in America, and the most successful, respected business in our industry, for the benefit of our Customers."</span></span></span></span></p>
|
||
|
||
<p><span><span><span><span><img alt src="https://www.nist.gov/image/png%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAAfMAAAKcCAYAAAD8RVNZAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAP%2BlSURBVHhe7L0PXFTnne//6a33N2bt7rjaO2qyy1zsBjEbx2XLCF6XKbl1xLaO0IjSjSiNQdqEwMagbAxhs3YkSVGSLITaRWqKYm6J2AXHpuLYDRmSFR1a4piNOLmVO3bjn7nVzezGjXOvvfye7zln4Jxh/jPgjD7v1%2BvAmTNzznn%2Bf7/P9/k%2Bz/O5EQY4HA6Hw%2BEkLf9J%2Bs/hcDgcDidJ4cKcw%2BFwOJwkhwtzDofD4XCSHC7MORwOh8NJcrgw53A4HA4nyeHCnMPhcDicJIcLcw6Hw%2BFwkhwuzDkcDofDSXK4MOdwOBwOJ8nhwpzD4XA4nCSHC3MOh8PhcJIcLsw5HA6Hw0lyuDDncDgcDifJ4cKcw%2BFwOJwkZ9K3QP3tb3%2BLf/3Xf8WNGzfwu9/9TrrK4XA4HM6dx%2Bc//3nMmDEDf/iHf4gvfvGL0tXJZ9KE%2BX/8x3/g4sWL%2BNznPocvfOELUKlUQiQ5HA6Hw7lToU6r1%2BvFp59%2BChKvKSkp%2BL3f%2Bz3p28ljUoQ5CXKn04nZs2cLgpzD4XA4nLsNEujXrl1DWlrapAv0SRkzpx45F%2BQcDofDuZshGUiykGTiZBN3YU5j5D7TOofD4XA4dzMkC0kmkmycTOIuzMnZjQtyDofD4XBESCaSbJxM4i7MyWudnN04HA6Hw%2BFAkIkkGyeTuAtz8uTjXuscDofD4YiQTJzsqdmT4gDH4XA4HA5n6uDCnMPhcDicJIcLcw6Hw%2BFwkhwuzDkcDofDSXK4MOdwOBwOJ8nhwpzD4XA4nCSHC3MOh8PhcJIcLsw5HA6Hw0lyuDDncDgcDifJ4cKcw%2BFwOJwkhwtzDofD4XCSHC7MORwOh8NJcrgw53A4HA4nyeHCnMPhcDicJIcLcw6Hw%2BFwkhwuzDkcDofDSXK4MOdwOBwOJ8nhwpzD4XA4nCTncyMM6Twu/PKXv8T8%2BfOlTxwO53bjveTE%2BV%2B74Lzkka4A6i/psPj%2BNGjU0gUOhzOpXLhwAV/%2B8pelT/HnjhPm165dw//6X/8Lw8PD%2BL//9//ik08%2BwUcffYTPf/7zSEtLwxe%2B8AX84R/%2BIbRarXD83u/9nnQnZzL53e9%2BB5fLhX/%2B53/Gv/3bv%2BE3v/kNLl%2B%2BLOTH/fffjxkzZuBP/uRPsHDhQkyfPl26ixMztzxwnjiE1v270XrMLV0cT9qaGmx9rBCmTC1U06SLHA4n7nBhHgYS2E6nE729vTh06BAcDof0TXj%2Bv//v/8PDDz%2BMvLw8LFu2DF/84helb6aWmzdv4s033xTSLs7ZMSE0Gg02btyIlJQU6Up0UFz%2B5V/%2BBT/96U%2BFvPnwww%2Blb4JDilZhYSHWrVuHP/uzPxOUME50eC/a0Gr%2BK9QedklXwmPY0ob6ShPSkrSn7rnkxNUxwwOgnoO0e7nZgZM4cGEeBK/Xi76%2BPjQ3N%2BOdd96RrsbOf/kv/wXf/va38cgjjwjC63Of%2B5z0zeRz/fp1PP/88zh48KB0JTHIzMxEY2Mj0tPTpSuR87//9/8WBPiePXvw8ccfS1ej49FHH0Vpaanw/qnMj2TG%2B1Enar9dhtZz0oUo0K5vRMfO4uQT6Lc8sL2Yj4JXxhR53ZYudG83QM2tDZwEYbKFedI5wJG59tSpU4Lgpd5bPAQ5QcJn165dWL16NX784x8LpuCpghQTGg64EyDd8Pz583j66afx3HPPxSzIiddffx0lJSXo6ekRLDCcMLjteK0mkCDXobDCjMamxtHDXGaERvrWh%2BtgJWr32%2BG5JV3gcDhJQ1IJ83//93/Hvn37BNMvNfCTAY3lVlVVYdu2bcJY%2B1SYvT/77LMpVR4mi//3//4f%2Bvv78eSTT%2BJnP/uZdHVi/M//%2BT/xV3/1V/jJT34iDEdwgsB6p/aDdag7IX2WSNvYiJ6hHrTsKEfx%2BuLRo/ylDpwZ6EBVrvRDCav5NRw6J7dXczicZCBphPnVq1dRW1uLv/7rvxZ60ZMNmYgrKiowMDAgCKnJhIQ5KSrJDCk9v/rVr/A3f/M3wlBLPKH8/tu//Vth7P3//J//I13lyPEOW7D3ZZv0SURT1MiEeDH0GpV0RYlqvhFbdzTCJDdF37Lg6AknuDjncJKLpBgzJ6/nl156CQcOHJCuTB3khLVz505kZ2fjP/2n%2BOs%2BlPw0bECKw69//WvpamIQzZg5ObqRstXd3S1diT80G%2BHll1/G0qVL%2BRi6Ai8cezYit8YqfWZMM6HxFy0oXhRYkI9yyw3r86tRtMcpXWBk16DnQBX0s8WPno9ssP5K5hGv1sLwkB6BdQQvXP3HYXd5pc9MadDqsSJbi6AhueGC/e0%2B2E6exvnh0%2Bg8xsKSaULxAynQ6g0wPmSA7l6/uz1O2E444L4F3Lz1Cc53V6NZbpVYXo76/AWYOY1mRqiQ9pAJOv9xBQnvNSdOnbDAetKFq256/3SYinSYk6JDzl8YYFiSBnWoZJSFRWC6BvrlBsy9yZ7ba0PfSQdcHx1H56%2B0MK1agJS0JTCuXIGshRpZmnjhPmvD8WNWnL5wFecPW2BPNaJwaRoW/DlLA/a8cWkQAoqT7ZgFNrsLF53HYbm2GIVLtNAuWoKch4ww3B/cMYIcKI%2BfdLMQSVB%2Bs3B8YrfAcuI0Tp9sh/WSAcWV5agqM0IbebDuau56B7jf/va3ePHFF4Xx09sFCY8XXngBOp0u7kKEev1WqxWVlZVTYnGIhkiFOZm/W1pahN7zZLNmzRpBuZozZ450JTrI5%2BLs2bOYNWsW/viP//jOUApuONC8ORe1x6TPDG1ZG3p2mIIIXCXuY9XIe6QVo77vpAi8xxSB%2B8WbXd2VyHu0HaPiPNeM3tfLoQskD6JxRrvlhfPEa6h7qg6W4LPnGBqYapvwPRIcM8Qr3gud2Pb1MrSHvM%2BHAeZ3OlDur9gwIWzdtxu15k7IVJnx5JSicftWrM2WC98xxofFgPJtaTj7SitsQf0PVDDt6GBxYkLfY8eh%2BudQuc8ufRcIPcpfb8Jz30gLPYWQKUbW/Q2oq2lHqHk9hooW1D9dGNDZ0X2iFqvXNY%2BlyWwDCvVXRCVLTqhywBnHXe0AR45hhw8fvq2CnDh58iReffXVCTlzBYN0KRov93iS07BJ4R8aGhJM4FMB%2BUq89957glCOBbJ%2B0MwBUgpoHP4//uM/pG%2BSF%2B9VJ84o5IAGOXpd6N6kDLVWB510LnDLBdeVSfZPYELf0bENGx8JJ8gJNyzmIhQ9z4RunKqJ95IdzU/loSicICf6WlH59XXYedgJb0TOgTY07wolyAkvLM8X4K%2B%2B14Da4rwwgpxg4X20ArvfDZFYHgfat7I4hRHkhK2pDKu3tsJ%2BTboQimu28YKck3AkrDCnxvof//Ef8YMf/EC6cnsh8/Ebb7wR98afeub/%2Bq//mrRjwaRwUT5FOr%2B/rKxM%2BP2VK1eEKXm0yM/777%2BPHTt2RNTb/vTTT3H8%2BHHh3mihe8kXgqY0klAvLy8XjjNnzky6X8RkcvM6E76KRjkdC%2BbPDW7W9kM134TvnepH/3u%2Bg/XKH5jchXs8Zw%2BhrqI9vCCV4dxXhto34uBtf8OJQ%2BYNqO2ORjMg60cYYRoDtj11aB2QPoTFjoYfHIIjULBZj9xiLkNlR%2BThcx%2BuxnMttrHhAU5Sk7DCnBr7jo4Owbs8Vr72ta/hu9/9LhoaGoTe2Pr162OaM%2B2DxuxtNlvMvcJA0LOStVdO0NBAJA5vtNLb7t27BVM8%2BSHQgj0EmblpXv8TTzwhzEmPJH9I%2BJPJKpoRIhLW5JtAi/PIISWNFg567bXXYlIQEgHvb6%2BOmcAJTQrmRGP6VKmhvT8NaQvHDu3sSFWBGLjlxpmj7ZCN8LMwm2B%2Bsx/D7utCPlx3X8bgm2YU%2Bo3YWduP4DSLrGp%2BIRqHfL8dRtcWhW1BMO2PPut6l8zE7oWzazdq/YSeJr8Gbe8NS79nx/Agul4thV76XoQJ0%2BebYL0kfQyDflM9uk6NPfPy%2Bz1o2WKQvh2PoaIRPQNjvx8e6EL9%2BjTpW4kTVvR95N9eeOE60Yy/2adUjdLWs/fLn3eqA%2BY1WulbEfuuZhyJdPZCRiGqXmpE20970PtWB9rKlmAuX6wxYUhIYU5zin/xi1/g2DHZIGCEZGRk4Ic//KEw15kWYaGxblp8hKY3NTU1Cb3Cf/iHf8A3v/lN6Y7IITM79eziObZ969YtoaIlIyRML168iHPnwq9QUlxcLAjNYEu10kpvtAofCXWfoA8GrfhH%2BUtpFynkREnKWCDlkCwjpGTQnHZatyDZ5rR/5r2Jz6RzgS9Mh3r6JArjieK9grNnlZYc07M1KF2eNjauPk0F7fJy7PqhGUbpksC503BcnIDy6z6FQ22dCm999Zp6vPlqFUwLZRoQOX1tNOPAm1VKgX62HYfedo45hwVB93gHWupKFY5mqhQ9Cp%2BuR32%2BdEGGflsXWmqLoZ8/9nv1fAM2bGHpolBobDh9/qry/dcc6GyT%2BTww0ja1oOMl9n758%2B43onx3G8wrpQsCVhw6diastYOe1//TFtSUFcOUq4cu2wjTymBOkJzbQUIKcxIQJHCjNT2TE1l7e7uwmAyt6BYIEiZf%2BcpXBMcucqyj5UOjgeZPk0IQrwafzNSRzjGnOJFCQtYBMhVP9kG9VVq/PhhkVaA18Gkt/FB86Utfwje%2B8Q2o1aG7i//5P/9nGAwGfPWrX5WuBIfG6SOdd05pbLFYcOTIEelKYGgs/q233hLM8ckDa9Y/9Sh75om%2BAi4JDoXwUEM9I7BUUKcugm6R9EHAjaufhBOlwXE7rLAozNpGbH1ibRAnLhU0uZuxtULe6/eg82dWnL8hfQyIAWsLlwT28p7BlIQck/RBYkYhNhRmQRPAsU11nw5L9MoHea57IC/5ng%2BP43iv9IGYYcKTj5lGnQUVqBdgVVGpYsEg%2B%2BBZyCYfjEdTzNIoeZf6vVtIOGFOvS2a201OZ9Gwfft2YbGXefPmSVdCQxt7PPbYY4LpNxrPaFIwyGIQr945PS8aYf7ggw8Kx5/%2B6Z9O%2BkFTwe655x7p7eMhYU7z/8NBm6ekpqZG5DlOefHnf/7n0qfgUE%2Bb5ueHg6wH5L1O/g7hIPP/t771LcycOVO6wpkUpqsx5z65OPGg3VyH1mNOePyFijoLm1vl4/kdKNfHKFVueTBkP60cp883wRhKSk3TYMnXTMre%2BckzcF4No1AIU%2BICoYJqtlq5%2Bt6iBVgQrIv7%2BXug1igV6k8%2BYeV%2BVBnywPWBHQr3uVUm5MwP1mVWYe4DOmTJFYdfnQ8dH1YnNZF6U3JuGwknzGlZUzJ1RtMrpxXHyLHq93//96UrkTFt2jRhXP2pp56SrkQGjb3SAinxcJq6ceNGxGZ2mk5FY8%2BJAlknIgn7f/2v/zVsr9wH5QkJ/nDxpHISiTMimdBpuOWDDz6QrgSHfCoeeOCBiJSOhGI6ExDSaVKgYr3Tb6yGQkRd7ETtI9lInZeNkq0NaO2wwn7BA%2B801juO13j%2B7z6B%2B6LSa9ygW4A5gXqwMtQpOiyWm7o9Tpz/OI7e/tOnh8g/lrdBFQOG9xO4zp%2BRPkj0taNuayUqKwIf217oxCm5ZcR9FZ%2BEtDRwkoGEEubUi6IlVKlnHik0B5x6U5EKC3/I7E5m%2BU2bNklXwkO9clI44rFqGwnzSB3gKI6JtGUrKTNkwg4HKVmR7n5GgpTyJJRFgCCrQDhHRLLykO8FTW8MB43nf/3rX4dKlWw9EBXumTFHKRhv3MTNW%2BHz5XaieWgr6rcHcgZzwrKvDtWPFyEvMxXzlpWgdp8VDncc4nPTg6t%2BU7HUGg3C%2BnDNmIk590nnAh54biRI%2BrJ8vnrdr/24ZEPnwXa0Bzu6bcphGXwCj3eSpyJyJp2EEubU%2BJJjE63HHQnkKPWXf/mXwn7YE4HMqtSY037akUIe1ZcuRejWGgRSXkiYRzrdjXrm4YRcIkLCOZrebiSCn8bLw/ktkMc7%2BVCEGwOnMX1y0It1IZrbjWrGdKVAcjNhk9iynAVaA%2BOWNvTurUJw/27GOQuatxYh11CGhqPOsI5aYVHcr4H6C6QOhUNFxg8ZV1hP9rOwTnBTwq2b8MbDxWOi6cq57SSUMCfBNjg4KH0Kj16vR1ZWluA4NRFI0NB4KQn0SKFxWJpbHa53GAoS5mQupnhHAvXMJxrXuwX5nPJw0P7pS5YsmZTleqeC6TPnQKGG3DoP18dReHy7bWitkZlin6pF%2B8AEPMYjZZoaujU16BoeRM/r9SgvUk4EU%2BC2oG7jRtTSwi3SpaiZxsSyUuthSqHgQhgGL24qBKYa0%2BlZ0qfbyrg4ce5WEqr1oqVbI%2B2VE3/xF3%2BBP/qjP5I%2BTQzq8ZKXO/XSIoHG9GlIIBIzczBImJOpPlJnOnKAozFlTmiCzSkPxEMPPSQI80QavogW1b2LsSRb%2BiDghP2sSzH9KhSei3Yc2iMzw%2B4/C8/np1BCqLXQ55fCvKcH1y8PY/CdLrTtrkKxIk6EE%2B27WnH8Yox1jikPM/0cudzXlZ7hgfB6rsB1UfogMBdzZiWIk6QQJ%2BlcwvhSLy5Lc8sjO3pQlR2jUyEnYUgYYU6CjYS5260czQkGTSkjj%2Bt4jXFS75wE%2BeLFi6Ur4aH5zhPZh5x69VSZIoV65pGOPScS8XAU9IfSIVhPOtSccjmkHJF5nRz0khomDHV65eIitp/b4IxkqU7W63T96rTSG5oczuaM1at7WNdPMbjDurOxq7BeuAcs6OzoHD0sfa6x59ECNosMMG2qQeORYfTvLYUiZheOwDp4RfoQJaqZ0KZlSR9EbA5Wh8NE5qbLgfPyETV1GhbclyDd4c/PhCZFadE4c9aJK7FnECdJSShhToI8UuFGU9Boo4x4mkZJQaDd0SKFrAi0Uh2FPRZIyEU6LY3CRmPmiWQKprBEokyR9SFSgU5pSVPOwk07I3%2BJQFaKSOeUEwUFBcjNzU1KBUkBTZ9a7jd9qn839h6LwCR9zYG%2BY4q12KBZmoM0acc0QjVDDUW/7dJVXAna7ffCG3L%2B/024Tv4IZY%2BXjR6Vb9oDCx/W60xbWYrSVdJnATc819g7pE/RwRSFhYuUykHHIVg/DGHDuOXG6RNWpbKjX6xQdm4rLI3SMxYrHCDdBy2wOsOkkNcNR58D8fAr5CQGCSMZqJdKgpGmEkUCLWYSbGGYWCHhQM50pCREAq0rPhFhTqZ6ekYk0FQt8gpPpGlTlF5/8Ad/IH0KDq2cF6lfAJUD6lmHc1qjYRH/leIoH%2B7WOeVqnQlrFULPi86KarzWK9vK0p9bHtjf2I1a%2BYIjTCysXpmlWPBk3Jj8RSv6HPL1xsbwvH8I7fLtVMcxHZp7UxTKgeft47AHM52Tg5e/bhCBHL15M7DA1%2BiNWKvQ163Y3WIJvN45e4K7dy92N/mtVrfKiAVhprNNJRqdEasWSh8ELKjeFWITFcr3tm3Iy89F3lPsd5e4RL8TSChhHs0a5dQIx3saEQlK8miO1KuZxrrJoz1WJzjqRUYaZxLkFOdEEubUo509W9aFCwINR5DSEwnUi49kTji919%2Bz/66YUx4MtQ5rt/gtfQob6h7OQ8UrncKc7VFuuOHsJy/xfOQ9r%2ByVq4uqUJqj3Ph7/Ji8C63mBrT2jnmXey85YN1XjXUrapkoCYUKc3UGGOXF5lInysprFc8jaGezzvptqJXvUw49dF%2Bao5Tn05hy56eUOT9wYEjqdnrdLrh9uuTsLJhKihXKhLujEiVPNcByVqb4sDSyd%2BxE2boGZa88swrFy9MSw/nNx70GrC3xW1XuaC3yHq9D54BLsdMb7U3f%2BgzL92csQlxdHdXI%2B/buiNeb5yQuCWVmj8aZjBryyfDsJlP2ffcpJpWGhIRUNGuEy4lGmNN4Oa1al0j4FngJl140Q4GWwA23/CqVARLEkaz%2BR3vmyxeWuTvmlIdGvagYNa8WKlcXY4K301wmzNmmsi0cf5yO7K%2BXoHa/305384ux6%2Bm1SPMvZrPTYDQp1QR81I7qh7ORqhGfOe/BXBTRlprS16FQpRrx5DY/4TPQqnie%2BMw8lO1RPlG9ZgNMi/ydtcSNYhRz7fvqUPDgPPE56WU4cNZXz1RIW1WFXRuVq6q5uutQ8pV0zJPeTWmU93gzU4fk6FFVvRmGe6WPCYMKOqaE1SssM4wTDShbkYF5sjRNzSpA9T55vqtg%2BpYJS5SFhpOEJFTPPJLlOX2QMJ8Mz27yar733shrK5nJY/VoJ%2BFGPdFIoIqYaMKcerXkPEaCNRw/%2BtGP8Pbbb4e0YrhcLmHv%2BnBrvZP/wIIFCxTK3N0ypzwkNNXrkV14s6lYKdgi4f5iNO41o/D%2BQAoOTSErR1Xk7iShoXCWfA8dW0JMRQvEwlLsqg6gbDA0f74KhZGGb4YWhc%2B2oH5NNBIsDcVNu/BkriaxeuU%2B1DpseKkLNYpNVMJj2LIf31uvG9vghpO0JIwwj3Q1scmGFIRopinRgi%2BxbrpCgjxSHwHfsAL1XmkMmtaHp81iaH152kLUp3nLjxUrVmDLli1oaWnB6dOnI3a2iwYSijT%2BHA7yLK%2BurhYErn84qFdNU8meeeaZiBzXaG16Wu/d5wx4N80pDwsJyvW70HO8BeXLpWsh0cC0pQW9bzWiOCPE9CSNAVtfa0NVrvQ5GItMKFwegZBUaWGsPoDePeWhF42R0G2sR9f/CKZsMFj4Nm/3H2YIgUaP0t096KgrVjrEBUCdW4rGt45gV4ILPdW9BlTt6UfbdlMEyhz77ev0W2PgDWE4ScfnmHCIzXsrCLS3dSQ9NX9IKNIuZs3NzdKV0NDyq3/zN38TkQNWNJBCQVuo7tixQ7oSGtrh65VXXol6vjslO%2B3SVV5eHtGe7SaTSZhXT%2Bbqnp4e6Wp0UI/2kUceQX5%2BvjAFLx7DFBQP2sWNlIZwPWof5LiYk5MjKE10/4cffhjVYkG0Nz3tU0/KDSmB1ON/%2Bumnw6YjzSmvr6%2BPeC2BpOeWF66zNtjftcHm9ODmx6dh/ZgJ0SVzMP0PtND9uR5LcrKgi2YfS8EL%2Bjisb5/G%2Bd%2Bch7XPiyUrddDeuwBLlubAsHQBVBdssDquSvO3p0P9JT1WZGuD92hvuOA42Sc80/VvN3HxZCeupDClK2Um5jywhJUVA7IWRtYj9rB3Ww4fxemzp3HopAorli9ASpoBq4tM0N8b%2BAk03m9jiqDNfh5Xr52H4%2BOZ0C2YgzkpS2BYvgKGjDDv9jhhO%2BHARd8wEilUD5lYuoof/aFxa%2BuvLuKmNDo3Xb0ABmOw7URZHvYfh/3XvvnwEaQnwxen0yxOrmsXYT/LFCJ9CtRqLZYsN2LFUh00QQx93os2HD95cdR/YfoXWPj4dqcThqyHX/7yl6VP8SdhhDmZ2BsaGvDyyy9LV0JDy7h%2B73vfi8gBKxrIw5xMwjU1NdKV0JBQImEebZxJCNF2m7TPeqS983hC%2B7mTQKQdyiY6NYvG/UkRIwvAZEO9aiontMYAQVYKyqtwPXpSIF566SWsXr06%2BaeicTicpGOyhXnC2Bpp/DUahyQaq45mjD1SKBxTsWQq6VC04MztEOQE7RdPvX3aApYW65kIZB0pKiqKyNw%2BEWgqGo1309asBFlR7ro55RwOhxOAhBHm1MhGM2/84sWLcdtTfCKQQhHNdq0%2BaJx4Msawo4HC/f3vfx9bt24Vpo/FaqQhBWjRokWoqKiYVMey73znO1i1apWgbFFY%2BT7lHA6HI5JQwpxWdYtUoF%2B9elUwsUa6sliiQeGOZinXyYR6tmTupz3aYxXo5DhI073I5E1j8/Fm48aNeOKJJ0YF8l09p5zD4XD8SCgzO41/RyoIqDGnbUjDzV2OFpo6NRU9ZvKAn8i67vGGvMnJoZB2gotVoNMwCZnbf/CDHyA9PV26OnHIy53C5uv18znlHA6HoyShhDn1yqPxCicBRL3zeDI8PAyrVbkq1mRA472RzjGfKmixlldffXVCaUomcJoS19raGtWWsoGgsXF6DlkNaKqdDz6nnMPhcJQkjDAnvvjFLwpjr5Fit9sFgR7rPG9/qKdMplt6ZqTQ8EAsc5ZprD3Sddmnku7ubsGbfyKKBilmZNamaYZdXV342te%2BJn0TGbQQDXmeHz16VFAI5L1qPqecw%2BFwxpNQrdz06dMFIeC/gUYwyIHrf/yP/yHsKz5RqKf8s5/9THheNATbvSscNK/%2BdjvABaOzs1OYAx/rmvM%2BSAgbDAahF03m%2Bx//%2BMeCkxw5o8nnepOwpzHxuro6wXz%2BT//0TygrKxOUOznkZ0CK1pt3yT7lnATglgeuvk40P1%2BJskeyBQtR6tdLUFnTDOtHt3%2BRKw7HR8LMM/fxz//8z8ICJAMDA9KV8Dz11FPCEesCMtSzp14gjctGa2KOdZ45LZLy%2BOOPC17ksUIroZElw9fzJOFLfgRDQ0PC54lAApZ6x5HuIDcV8DnlUeJlgsh5Bg6ne3SzDfWX0qCdNRfa%2BQm6LKk/tPDN%2BzbYf30TGp0BhoUhVqmLM7R4SuvzJajtDrR/gg5V3d2oyZm68EwZtzHN72TumnnmPmhr06VLl0qfIoPGeck8HoszHJm76V5ysoplrJh65pFaEnyQ/kQLrUS6LagPcg4kj26aI057qdPKa2TKbmpqEg5yPKNeLSkIP/nJT4Tx4lihHjKZsuM1hDFR%2BJzyyPF8ZBWEUPq8VGR8pQAlm8f2Di9akYvszHTMW8aEFG39mcgbWtNWnXs2ImNFEQt7CQqW5aH2qCvg1qZxx%2BPAgecLgghyYiZmju3zc%2BdwO9OcMyESTpiTWXTZsmVROy3R8qu0AlmkHuLUiz1z5oywXjgtBRrrnHUS5NGOyZIwJxM7mdojpbS0VFjG1Ww24ytf%2BYrCIcwfMk%2BTExqtpkdDB3QeLTSEQY6AE11QJh5QevE55RFADfH%2BauRnFaG6yQK3dDkg5yxofqYEuV/eiIYTU9hYk7XgIyec56TjIxc8wV7uOYPjnXJnVCdaf2bHlUkPrBfOo6%2Bhulv6GBA11NOnS%2BcJTlKkOWeiJJwwJ8FIS4zSmufRQMLnb//2b4WFRahXGczTmcZdz507J5hraVyVeuUTgbbhjHbFOIojrb5GPesDBw4I3trBpnKRUkOWB1JW/uRP/iSqudI0lk9WDtqQhZSBaKGhDlo3Pc4jMVEzGXPKSZEiCwbFjw5aVz5RrBAxQYJ8byXynmqF38amoblhRd26EuzsnhqB7r1gwd9kZSN7mXRk/Q0sF4K9%2BR7aoVPB9KnY6OTGeVh/1il9kFhUisZfDAlrQwjH5UasDbbpS4KRFGnOmTAJJ8wJ6nWuWbMmpvFa6k2uXbtWEGJkkiZBRg5YO3fuFJysaHtT6vnHax1xsiTEsvwrCRvaB/wb3/iGsHEImbRp0RbaApTWTKe4k1B67bXXBAFFW77GikajwV//9V8Lz40GGnYgh7PJWDY3UuI1p5wsL2TZICWO/AxoCmR2draweQ0dpECS4kTm%2BV27duHdd98NO/UtkXD3vobnaizSpzH0tM/1q41obJKOl2pQnOs/BupA81N1ODS653eCMFuHtY/JtnOdYcTW9YZJ3%2BXLe9WJ87%2BSPgikoXx7OYozZDunqNRQ3YlC7jalOWfiJJwDnA8yQ9O64STMEpnKykrBVB9vr2kSYuQDQHuYR9MbD8X58%2BcF34B33nlHuhIeWj6VnMmi2eM9nlDvedu2bWGnopF3PAlh8p6XD3vQMAH5GOzZsyfiXd180LQ2UgjJSpRoe8kruOFE%2B5PZqJSbhWebYN63C6U5ARzdWC/e%2BbPdqHi0GXbpEqHd2Iau75smteH2nmtH2bJKjKkdJjS%2B14LihcFf6rnoxNUbTH5qtNDOnnyp4j3Xio3LqjFmbA4fxkQmGdL8buCuc4DzQZ7pJSUlgik8kfn93//9SXG0IhM5mfDjJcgJMtPT/ufRrIFPQxK0Dv7tMLVPZE45%2BUSQ0kIr0pFVIlpBTtAe8N/%2B9reFNCMT/%2B0ebgiG99JpWH8mfZAo/NuawIKcmKZG2je2YtdLyt2/XT%2BzwP5x4g2OqlPSkLYwbeqEyi2vcshBo8b0u0yeTXmacybM5/%2BWBprjyOXLl%2BO2Njc5MZEzFy0Ok0hLn8qhse%2BMjIyk8JwmQUdKEnnCRzp9jcaRaVhiwYIFih7vZEO%2BDWTqJie%2BcPPxSeEjvwOf0yRZNGguOglxiutE%2BfWvfy1YnFJTU4Xhj6lMh0i4MdyH19vexiXpM2DEt597FEv%2BSwg78H%2Bajpl/%2BDm4Oiz40Ce5PruFlNyH8d//JIgVwuOCvfcofvJ6K37yk7/Hs99%2BAs/%2B4kN8/Mtf4cNrv8MXvvhHmPP7/u/0wj3wc/y87yw%2B/OdfwTF4Gj%2B3OSBfLmn2fV/ANdYTdP7zh/jwX2fgS9qZEJ5CFoR/PIq37ew6fceOj0fuw5fmhHA8u8HCeJyFsa0VP/7RDpRsrsb3w4aR4XbAcrQPZ1kYT/%2ByD0fedWJ0rgk7mXPfdFz9X1IYz3%2BMW3O%2BhDkBjXEsvuf%2BCT//h3b8%2BEA72l8uwWN/9ROc/J8f4lf//DE8%2BALuu282pkdThGi/9O4fo7X1J/hJx6uo3FSH3iEnfnX2AjwjM3HfH/k/b4rTnOG95sQ/WaQw7qd0b8eH/%2BtXOHn2Y9xkcZ47l4UxRHGk9zrYe/tG3/tr3PiD/4r7ZvwOrjNv42j736P1x81CmXv1n34N5wdOXPu/7Ll/PAczQj03gSDfn8m0cCasmd3HROaATzbUw6U55itXrky4Bj4YlJ4dHR3CTmmR7vZG48xPPvnklK5vHuucchLkbW1t2L59u/SL%2BEGC/IUXXhDyO5GUN89AA9atqJOZzA0w/6IN5Rlh5ge7baj9ZgGaz0mfGYV7BtFUpFX26L1u2Lv2YvczDbCGHFbXoLCuBTUbDdCO6gMe2F8pQZ7ZJn0OjWZTG2wvmaChBtrrQudT2SjrGOsnG1/qxf4yXYChAy%2BcJ15D3VN1sIR049fAVNuE75UZZWFkrzrbjKKv1CKyUAY2U9OUwPbGOtQeDOOCmFOOlp1bUbgoTP4wxcS6jz3v%2BU6EXI0isxSN398qG9OfojQnmKJh3bcbteYwYcxhYdy%2BFWuzg1iLbjjR%2Bng2qo9Kn6FF8Us1WPDha6jdHyI9c6rQ9spWmOYHfGpCcdea2X2Qcxk5NVHjHI15eCpQq9XC5jDxNIVPNmS%2BJ8e6aBQu2qGO5nlPFbHOKSdFhe6rr6%2BXvo0vv/nNb4RxeVrwJ5FM7tNnaaFVyAUbjhw9jbBTyGdloeLH/eh/b%2ByoWT5X2dgygWJ5YQPyHg8nyAk3OmsKUPayFa6pKy5ir65jGzY%2BEk6QE25YzEUoIgEZR38/z0ArKk1F4QU50deMsr/chtbBEAG4Zkfr1jwxnNKloNC7v7oBdSfcUzIjwYf3kh3NT7EwhhPkRB8L49fXYedh5%2BgCRqFxof2ZstCCnOhrQMkzr8EeNt/vfJKiO0k9Qhr7/Pu//3vBpD1ZkNZES4pmZmZKV0JDykWyCXMK69y5c4Xx80ihBW6mSpiTkIxlTjndR0MHe/fuFcxZkwUtS0uL89BwUqKgmqODIVf6IGF/pQhl9Z2hF4WZpoLmfnFs1HcoxkiZkLTvq0ZJk9xNzkcajGtMMASwGtpfqUXr21M3d91z9hDqKtrDCxQZzn1MULxhhyciwRIamvpVV14dUJFQZZtQuFInfZJxqRPVrxyCI5A8JwXqxQpUd0QjoexoePw5HDo3RanOetKHzBtCLKoTCAeaN1dg97txlrwn6rDXypQE6ePdSnLYhhnU86LFUkigk2NcvCEzMm0wQk5UkU5JoilfsS4hezuhMEcz7Y/8FaZqDnasc8ppNT2avhbNMsCx8tZbb%2BHEiRNTliZhmZGGFeur4C8ybK%2BUITc9D2UvtsM66IpacHkvWnGgWbmDoCa/Bm3vDOP69X507G1D1weXMXS8EcUKQ48TzYf74BIGndXQb%2BkanZ99%2Bb1GmITf%2BCCT9eXR74d2S%2BbeSLnlxpmjLH7SRwGNCeY3%2BzHsluaEuy9j8E0zCv2MUdb2IzgtyRXVonJ0%2BcL4jhkG8bKIphgtA2NhvH69bczETlaBw6%2BhVbE9hB6lr3Zh8DfsWW%2B1oeWNXlwf7kfbNsVTARZuSwBp7j7ZioZ9StVEu8aMjvco3aUw/GYQXS8VK/P8Widea7fB7Z3kNGdi09m1G7V%2ByoZQNuRhHGZhfLWUpYYcpnQ83wTrmINHGFha7u5C/0fSM93D6Gd5aZLNEiQ6e09L5e3uJWmEOUGNNvUoyYxKu3H99//%2B36VvYod6/MeOHRPG5Gnet8vlwr/8y79I34aGpkORx3myQab2aKbS0Th0LEvlRkusc8qpV05r%2BlM%2BRgqNsZNzHU1bIx8CssjQOvuRQL4GJNATqXeuyX0Su%2BqUTbaIA527KlH01Qyk3ssE%2B/PN6OxzBl8BTMaVszYcl7fX80uxa8eTMCnGelnvPnMtqrYXQ9G%2B9p2G4%2BoU9JW8V3D2rNIUa3q2BqXL06D2CahpKmiXl2PXD81Q%2BO%2BfY2G8OEFbO%2BtFnz6ptFwY63ai5hG53wBDnQZTWQ1qFEXMAfsAywvpkwDr8R7v8Fv4Z6UZbbvLYZSvkT5DC0PZLrTsUaa7s9uCU5Od7u5TONTWqQi3ek093ny1CiZ5GNUsjBvNOPBmlVKgn23Hobcj6UkbYe4%2BgPpNBqTNli7RTIzlpaiq9ivrgw64JpiVyU5SCXMfNI5O84lphzOafkTj6bRtZqRQb46cq8hbmuaxU2%2BcBBz1tMhzOZKeOS3jSh7eU%2BkUFi9IKYrGokDCcirGiGPdp5yEa39/f0Sb1lDe07r1ZI6naWdk7TEajcKmN1SeyKExEt8MmmFBm9pMdGe5uMEaOf3mRvTuLffrCcm4ZUdnUy3K8rORurgItfutIceN71EvwOr1xSiWjtISI3RzApV3FeY%2BsARZ0icB91V8MhV2T7I2KCwOaqhnBK6T6tRF0Cl2WHbj6oQDOR1zMsbSqHhjOUzZMkVCDhPo%2Bkyl/eTKbz9RjCF7L9hgOSwPkx5Vj7MeeEBfORUTbBuwOVv6SFw6D%2BelyVW83Q4rLAoDmBFbn1gbNIya3M3YWiGPtwedP7PifJietKF2K4qX%2BnXBBVRYkLFEaT25eBVXb0xFgUtcklKY%2ByChTqt50aIi5EVPplnqadHmI7TyG01Noka6oaFBuEbf0SprpABUVVUJDbvcK5n2F6f12iMhJSVFOJLFi10OhTkaJYSUnMkWWhOZU075RvkfDlL4aCbm8uXLA67aR9YKGoOnRYDCQcMBNH4%2BlY6BYWECXbfGjCMf9KBxi0nZU/bHbUXzU0XIzipBw7HATkma3HLU%2B1aOY0d9hTH4gjKq6VArXuiN0NFpgkxXY8598hd70G6uQyuL0zjrgzoLm1vlDn8dKNcHlECRwwR0Ya1shb1XzSgONouACfh7vqDcM%2BATr1LwXrnggKIFyjQg54EQYWS937QHRtdrYzjh%2BngSp/He8mDIflrpn5BvgjEtRBinabDkayalknnyDJxhLAhqjSb4dDb1HGh8vXXiFlkPpfO7lKQW5nKot0lz%2BKin9Zd/%2BZdCz42EOZlPH330UeEafUcNeqBpRdTzpDnJ5HwVCdQ7pPfRe5MNmsMdzRKtse7ZHikT2aec8u3KlSsRzSenZX7/23/7byEVMFJyaIndb37zm9KV4JAlIBHXP1Ddq0dxbRvODPWio6kGxaG26XRbUPfIalTsD%2BMMxhpx14AFrS9Wo2xdhrDksvyYl1mG9jj7NUWESgvDN1aPLT9KXOxE7SPZSJ2XjZKtDWjtsMJ%2BwQNvOIe/OOC95IStoxm1T5UgT6NMo1mzUsNMF/PAc%2BmiYoMc9YIF0IYayWOC0rR7cGyc%2BvowGtcoUiO%2B/O4TuC8qhxUMugWYE2aBRHWKDovlPgseJ85/PDHpO13RjPst9HMXcscI84lCwo16hTT9KBLIk5oWtIkG2tyDHKfInBvu%2BOlPf4pLlyL2EokKEoDRjIFTL3YyhTmNPdOGM%2BHSnszfpKTJh1QoLrTuOvXOQ0H30BrskaxxTzMUIhk/J9%2BKyfScnygqjQ7G9VVo7B7G8PtMsO8xo3TcuuyEG51bt2F3kN3TPGc7mcBPR8aKElTvakUn%2B10ioXloK%2Bq3%2BzmXCThh2VeH6seLkJeZKm77us86Odu%2B3nDBtqcSX3kwGwWP16J5vwX2aC0T7Pef/FapHM75AzXuSaT1qG56cNWvqgk9aOk8KDNmYs590rkAU1zucrN4vOHCXILGayNds5zGamljjulRboFIY7s0D7q8vDzsQWP65NQ1GWPV5GgWblU1ObQuebR7tkfKRPcpp/QhQR5uC1vaJ588%2BCOxpJDiQo6W4Tz%2BqVdO0/YmI4/iDfWMjEXlqP8pE%2BzvtMFclCZ948OB5n1Hx02VctOc6K%2BUoeFEAje8Kg2MW9rQu7dKOY7qD237urUIuQYWn6POuExLE7jhROfzRSioiW56XCRMn65CfG0HcUCRbhqov8CyQPoUHJXfkrhX8MmNz%2B763nQ84cKcQT1mWmUuknFXgrYrvf/%2B%2B6M2sZNAjHSpW1qohXqsJHjjDQnySC0QBM3jjlZxiQQSghPdp5xM9JHsC0/3RerBT/lKCwKFyyvyJbidO8rFinqRCeVNR9Dl35s9cQS2c2PSnKamNT1Xq5z2xdCuKkXN7ka0vNGDXmn8ufdNP0/xqUbwF6hB1/Agel6vR3lRUDdAcWhh40bU0gIm0qXY8cBxsA5lflPJME2P4i1mNO5pQ9fxXnGM/p0etJT5K1FK7vFbBP7mzQQzH09jYlnRFLiFserwYfTipsKvVS2MhyecopLE3PXCnIQBeSZHMh3KB/UO582bJ32KHOrx%2BTywI2F4eHhS5jKTaTiapXHJvD0ZXvuxzimPBRLkgXwlgkFDC%2BGsEWRpIWXrdvbMvRc6UZkuH5fNRu2JCAavp2mQVfQYihWLvthx3vWJ1DB74eo7hFa5C8kME8zdQ%2BjfX4%2BqTcUoXKmHThp7XjB/DuaE9LibItRa6PNLYd7Tg%2BuXhzH4ThfadlehWO7xLeBE%2B65WHL84QVF57QwsncqtZ3VlLej/qAeNteUoLjLBkKkTx%2BgXpUE7Z670qwBMmw6Vn4Pc1X/z4LMEmTAhwJSmmWplW%2BC%2B7kG4QTuv5wpcF6UPAnMxZ5YyrpyJcdcLcxKYtD0mTUmLBBIoNC0uFrMzCRMS5pHOTf/oo4/iPiZLXukU12h2ESOv/XiPmcc6p5yjRDVNBaXRxImr1yIzX6rUc6FNkT5IeH3jmN4rOG%2B3Kp5jqH4SxcF2Yrst0IYiFnR2dI4elj7ZuL9KDe0iA0ybatB4ZBj9e0uh6BdfOALr4BXpQ2x4hs/CJp%2BmdW8xqp4wIZRzd3BUmJuqVTjzec6fhyvkTE1SupRpYPtoEidcq2ZCm6aYhAibwxl2GuJNlwPn5S5AaqYA3hd/a9/dzF0tzMmBifZMP378uHQlPNQrp/HUWHqI5EVNwjxSxzmaJkdLlMaz50dTwMjRL1IlgRbSoSPewjzWOeUcP2azxt/Pcmt7144rEUjz8b0lFZN/kqi%2B5RX8AeTQ0EPQ5td7E54p92a/CdfJH6Hs8bLRo/LNIHGnxUZWlqJ0lfRZwA3PtYmZsb2ffgJFKrE0UgfbL5WlabjZD%2Bq0JVDMlhuwoe/DEML5hgt9%2B0pkaVCHo7%2BeSIzCwRSkhYuUSlHHIVhDhfGWG6dPWBV750O/GGkB1yzgxMpdKcxJOFLvlFZ9o9W/IoWEOO2YFeuqb6QA/NEf/VHEm5yQKZwWQ4lkTDgSKN40heu9996TroSHeuXkPBareTsQE5lTzvFjxgLkLFeOVrsPPoe6tvBTzRzd7WhXTJjIwuL5M8We97geP3DK7gi8ZKbbjgMv10JpbA4C6YQKvfBmWBNtcKZDc28KEy9jeN4%2BDnsw0/mtm6RzKJmgPFF9nkIh49xZ2M8HEmysB32sCbubQm8corpPjxWr5OMVdry2L8ga7gy3/RAOdEsfiBl66L7kZxaIa5oDGr0RaxXDFlbsbrEECaMX7t694%2BJtWmXEgjDT2TjRcde1kDQGTebd7373u8KSsNGQn58vOGJNRLDRtCdyoIuU7u7uuO3SRb0Cmssd6V7mxIMPPiisQR8vJjKnfCKQ1zy9O1KonES6ReztRQXdqlKU%2B61s1vlMnrDTWWcvE8Cs9znKDTec/RY0P7MOec/7ubatWoWc%2BZIgEMypSgc598EyVNe3w3bODS/13C84YOtoQJkpD9WH/VvyT1h5CyAyVKznqihOZ%2BBwSKZxrwfuS54oesoqzNUZYJQvHnKpE2XltWjtVXqr0w5fnfXbUHtCuiBAgm/OhOT59PsWQKeIjw11W7ah%2BZiU7pTeA1a0PlOEjI3Nyt4pw33DqxwTp3nz%2BRsUa657u6tRsrUZ1rOyXdHYc%2B37a1H2cIPimdoiE3JS/GIU1zRnzM6CqaRYoUS5OypR8lQDLP5h7NiJsnXKMCKzCsXL0yaqR3H8uGuEOTXk586dQ21tLdatWxex57oP6h3S1KiJrsVO85xpWlukz6GeNO3PHel68cEg4UTDCTSHPVIojLSTHE1NixcTmVMeCOqxRyLs//3f/z3iufWkOJHHf7jpe%2BThT0c8rRYxca8RFTtrxk3Lch6uY419LjLunzfmIPfH6cj%2BOs239hcrRpgr5Uty0hrYq2DyG12xNVWiYFk65mnmITUzFwWP16FTscmID9b7CzCPWDVbiwUPSB8E3Gh/PBvzKGzzUrHYbI1oiMCHKtWIJ7f5rdM90Irqh7ORKlu0Zd6DeSjbo4yzes0Gv3Xmo0d1nwGmIr8tbi7QojVSulN6ryhCdUuQxWI8n4yzoGhyNqNGsfwp4Dpci6KvsHSX5WPeU83K/dfnF6PmOyvGrdIX7zRnT0Taqirs2qhcnMbVXYcS/zA%2B7hdGWp62enPA3fY4E%2BOOF%2BZk0v3Hf/xH/NVf/RWWLVuGlpYW6ZvIoSlKmzZtQlpa6GklkUBOcLSNq14fYuqMH%2BQk9uqrr4adSx0MEuQ09W7nzp1hx6jlUDhJmEfjBR6Kic4pDwQJUrJ2hFtPnTbQoel%2BkVg4SPGjBXvCLdrz%2B7//%2B8KUt9suzBmanCq0vFU/bmewyGAN7Bv1KM1UCjb1wrWo2l0YelnYoDhxdviKcjyZmLEAxvxCRa9uQtCUtJLvoWNL5PVJYGEpdlWvRdpE9VSVBobHalAV2R494/nQyXrw0rkPmjf/dCMaN0bR3tBMg9eeQ%2BH9Afq78U5zYoYWhc%2B2oH5NNKUjDcVNu/BkbiI5Ud453FHCnDy1L168KIwz79%2B/X9jWlLzPyVRLU6BihQQ5eVMHWs87FmhaG3nER8Prr78uxIfWlo9mnXRydNu3bx%2BeeeaZqKajEbSGOY3xxwMSohOdUx4IEqQkyEmgh4KWXqVyEYnpnBy/yK8g3G9pX/hIwjhVaLJL0dLTi7bthUoHpRCkFZnRcepN1KzUjm9gSVA%2Bsgtvhtq8RUCP0rpGmPOV4sJ28jSujhtjZ726gq3YtWniivEoKi2M1QfQu6c89KIxErqN9ej6H%2BbAgi8GVClGbG3qgjnMMqoa1ptt3F2u3Lb0og2nnQE8B9U6FNd1oKOuOGxeCnn4TgvKs4MJ1klIc0JD25P2RBRGdW4pGt86gl3rdYE3oeFMmM%2BxRjauk2TJfB2pg1cskOMaCWqfNzb1omjDi0jmKscCrdG9Y8eOuAk1H2Tyf/rpp4Xx42ihteap50pCj3qH/lCWkuC22Wz48Y9/HNMe31lZWcIWoQsXLpSuTAxaN9psNgtDBuHYtWuXYGKPdCoa9aBJWSHrQyh0Op0we4GsDcF606Qo0VaqkSg/mzdvFlbqS8g97b1uOE/bYHv3NByXbuLmx33o/FAD00MLoFZrocvQYbF%2BCfS%2BMfIweN0O2Kx9sA2ex8UPj8N2KwvGB1KwQG%2BA0WiATqOC56wVVsfVUeeq6eoFMBj1YF%2BNh4XPYT2EQyfO4Oy7nbiSUogl81m4lq/FWt/2pbc8cPZa4bjqc9iajjk0Rr4oRG/whguOk32wvn0arn%2B7iYsnpWenzMScB5YgJ8eArIVheoYsrpa3HaPm7%2BnTU1i4DOGnm93ywjVwHNa%2BPjicLpw%2B4cTc5TlIm69DzkNGGDK1UHtdsJ2w4%2BKnUipNm46UP2ff3R/84bTe%2B6mTVvSdPA%2BX%2Bzzs5%2B%2BBfkkK5sxfAsPyFTCw9IiopkxWmjO8l1j5YPG22c/j6rXzcHw8E7oFczAnRQpjRpgwkkPmCfbea6OlB3NYuii2fZXjcbJ0dOCib%2BiMFM%2BHTH7%2BC4kFzeChtmeySDphTtO1aLnTDz/8ULoyeXzta1/D9773PWF6VLwhkzMpJbQZzESgPd2pp%2B8TTpSdVGhOnjwpfI6V73//%2B9i4cWPc5naTiZvm89NudqGgOeUk9KNZlIdWYaPnUpjDQU51zz//vLDbnr9AJ0FO6UazHGh701DQOgOk7JD/xWSuW8/hcO4MJluYf/5vaU/IOEIOTpEuWRoLJBTeeuutmMePI2XFihVCjzzWOeXhIAFA87d/%2B9vfCmuwxwotekPma7JO0EHnE3WWox3myNs/nj1OcqYjnwU6qCdNwyH%2BkNK0detW/Omf/mlUaU5pSYKYrBzh5vHSYjk///nPhel%2B5DxHjnFut1uwlJAVgxwkA4XNn8zMTGE/dD7/ncPhRAJZk2mnzcmCT94NAPVIyRxLDm%2BTIch9kCD4zne%2BIwiGRIHC8thjj0W9I1wkkM8BbUNL4/9k8fB3Wot1TjnlEZnQqdcdCaQQvvTSS8JWp7STGu2QRsMpTU1NETsI0noDqamp0icOh8O5vXBhLoNMp2SoIEET7zHyQPiEEI27xsNTfqJQz5jGiic6lz4cNG3liSeeEOaar169Wrg20Tnl5Ii2Zs0awZIy2VBYV61aJUxL43A4nESAC3OJr371q/iHf/gHQchMpUMT9UKpd/jCCy/cVoFO87lJiaGe81SstkbvWLx4MX7wgx/gRz/6kZDu4eaUh4KUDxqPopkHkwlZU%2BgdEwkrh8PhxJu7XpiTACXnKRIoS5cuvS3OTDSXmoToa6%2B9Jvyfamg%2BOc1jJz%2BBeM0pjxTqiZOJm5Spib6bnPVovJ9mCUwGZLnZtm2bMGVvqtOJw%2BFwQnHXCnMamyXvapqGRNOgbvf0IhIONF5N47Y0jj5VkPCjhXRo3PhOEFC0GQj18mm4IJ5Qj7y%2Bvl5IL757G4fDSTTuKmFOvfDt27cLa7PTKmRFRUUJtegHQWP1ZO6mVd8ms5dO4%2BI0Na6hoUEYK5/MMfKphsbkacW/H/7wh/jjP/5j6Wrs0Fr6ZL2hPdVpOV4Oh8NJNO7oeeZkNs/OzhYEF60ERzuAxWsVt6mA5k/TSmS0njqN58cDo9GIDRs2CIpCoAVn7iSoaNOe8LRQDVlhooWmWNIUPVqNjpSsO0nh4XA4UwtfNMYPmlb0T//0T%2BO2BSUhTVt1koCiaVU07elOaXwpi2g1MkpbWpL0nXfeiXjnM%2BqZ0ng0DSvQqm6URlPh4JZI0CqBJNRpjX4aVgm39SotxENTz%2Bg/TT/jQpzD4UwULsw5AaEFCK5cuYJbt24Ji8TQZxI6tF0pHb5FaRJyqdHbCBV3WnCIDlpghnZvo3Qjqw2Nt5MSSMogF%2BAcDieecGHO4XA4HE6SM9nC/K6fmsbhcDgcTrLDhTmHw%2BFwOEkOF%2BYcDofD4SQ5XJhzOBwOh5PkcGHO4XA4HE6Sw4U5h8PhcDhJDhfmHA6Hw%2BEkOVyYczgcDoeT5HBhzuFwOBxOksOFOYfD4XA4SQ4X5hwOh8PhJDlcmHM4HA6Hk%2BRwYc7hcDgcTpLDhTmHw%2BFwOEkOF%2BYcDofD4SQ5XJhzOBwOh5PkcGHO4XA4HE6Sw4U5h8PhcDhJDhfmHA6Hw%2BEkOVyYczgcDoeT5HBhzuFwOBxOksOFOYfD4XA4SQ4X5hwOh8PhJDlcmHM4HA6Hk%2BRwYc7hcDgcTpLDhTmHw%2BFwOEkOF%2BYcDofD4SQ5XJhzOBwOh5PkcGHO4XA4HE6Sw4U5h8PhcDhJDhfmHA6Hw%2BEkOVyYczgcDoeT5HBhzuFwOBxOksOFOYfD4XA4SQ4X5pOCF64BG2znPNLnSHGj89FZmDVrFhoGpEscDucuxQNnnw32i17pczxgzzzagMoVGUI7Mys9G82D0lcJxWTE/c4mcYX5QAPShcJWB9tk5uelTpTQe%2Bj4SjMc0uWwnG1Gru%2B%2BRzuZGJYx%2BBryVhSgYNk2WBRf3C3Y0SCkTQk6L0mXAuL7XXDlxT3QiYaKAmSnS2nNGp%2BCR6vResLFqnuETFVZ8rphO1iLyvxs8X3sSF9WgMpdnbDfleUgOYlLmYsD7u5tyM4vYG3Ja5G3SyHxwvHKOmRvrEP7gAuahQYYHpgrfZdYxD/udz4JKsy9sP18rygg3Q2wngzfArsPl4gVb5dduhIDZw%2Bh76x0HhIWvq6m4IUsRYfV8wFNzmJo1dI1TpS4YKnIQPqKMtQdtMH5BT0Muazxmf0JbN2tqF6XgaxHmPJ1Q/p5UKIvS7HgZcpd0eJ0FFQ0o73PiXsyWVhz9bjnnA3tL5YhLz0P1cdc0q9vE6OKawNTozjjiVeZi5TQSq9m/hIYNIDWmIa4iFwPK4tmynk9at4axtB7Xej6aRfKM8Svp5YpjvtdQGIK82vH0fnKWFem%2BfDxKdKIHWjqsrHmPwx%2B4RvHbCPqB65jqLscOpV0jRMF1IMoQ8lBJvwyq9DxwWVcH%2BgRGp6u94Zw/aNeNBZp4D5Wi3VbLUqriD9TUZYutKNsbS2sbg2MtV0Yunwdg8epoezBoHsYvXtLWfNpR%2BsjZWgYnEzTACd24ljm4sWiUnQNsbLUZAKTaxPnIwda6f%2BqzSjMTvBeRrzjfheQkMLcc9KKdvZfV9eCxlx2crAT1pDm2jiQa4SRlRr3K504fk26FgTXsXYxfDkGpImXOPHEewqHhB6EDuaGGhjv9dOIZutQvPsAqhax/OrYhgMh/Asmvyy50P5MpTCcot9%2BAPu3GKCRB3eaGro19dhVp2cf7KjbN1WKKScq4ljmEp7PA/dIp5w7hwQU5i5Y9lPza0BpXiFy1hjZuQWH3g5kohxzGEvfbBEvvZgnmtujNSWq16K4XMdOmKAOaQ514GiLlf03onRdDpziRSVhzZl%2BTiiZeSh5vhNOz2fS93J8ccxFc4AhANfBIuEZRdSj8Mc3ru8/pk%2B4bWjdWoK8THo2O2hcsKIBFn%2BnPdbrLBLiwgRWICXHa0Ot8H0B2i9I1ybKNTcuCidazJktnIxnhh4rVtKJGxZ7sAGPaMpSjJw9itYT7L%2BmCjWVegQzxOjyN8NEJwctsMkyI/TwUBiHyBsuWFuqUbQsXXzGrAzk0dhunzK3R9/xYBmLPVGHPOH3gZ/rOWdRjBmL4/4WVj6lHyjwhVE0l7r7WlH9iM9nIB3Zj9Sic7RMeWCXh5eVuaKtrYr0GMctN%2BwHa1Eic9gKWE4FZKbbi%2BxdTZVS%2BWbxDvUOIh5lLtI6NdAgfj8rj%2BUEYUHZg%2BI9JYdlAfX9LlD9Ja450LnLF8cI3rdCfBu6y0Z9OhTvk/DPf6F9CpdPDHdfO2or8pAhPTtjRQmqW2xw35J%2BQMQr7qxc2FhZGi0XQcr%2BGL6yIbbJynLK7qV0%2Byi5rWaJJ8wv9KGTGsflrPGdz6rWUhMTm2CN1tEAY9QqaJebYd5hRlURCWLG8lLhs3mHLjrzzIWr0H6jNMS7JAasaCKhmr8WKxaIl6KDxuVylU4o93lwqqkM2Vll2DtOIGqgf8jA/jtgHfQXQqyhO0GKBQvzCfu4Qu8atArxMDykV6SFq7sSGekFqN5ngXsWje1K44IH61CybB1r4GWFen4OTMvppB3Wk%2BMbUC/r%2BTbTiZRfcWG2BinCySmccQavYPrKYQwPD6N7o5T3/kRVlmLDl8YoykFWqCGVe3Uw5lNau3H1Y%2BnaRLhkRfU3M1D0TCusXq2Yh5msyaKxXfaeglfso8NFKq1RrBNbClm/k2CKqFBHzNDNEi5IeOHcX4asZSXCmLE3RSwbWqawtb9YIpTP9qANngfHXyyAIb8aR1xzkZ6rZ2LRDeexZpRRmeq1o/mRLOSx8DpnpMOQkwaN2wnrvmoUGJiwDWQtucEa4DUG1tA2w3JdI8YxxSuV01xUdgdTyjw4tJW96/l22IX65IVXLlACMcEyF1WdmsV6/0L6i%2B0NWQMKt4j5YdSGKkRjeM%2B2MqUoF2UvtsOl8n%2BfX9r43rdJfBsWFaJKyn/l%2B7ywv1Ig5f8QsEB8Lg0RWaR86hQ1Hj/E%2Bwz5lWhmnQpVjnif6qIFrc%2Bw62uYAPX5GcQh7rhmQ93X01HAypLlokqMe46K5QGV/XTkmW0hrF8OHDEXCeW01amWyqmLKYws3UwVQeKXJIzEmYGBgZHr16/HfPTu0I1QsIxNg9K1oZGWfLBruhHzO%2BN/7zuG9pqE%2B7C9J%2BD3QY8PWkZYj4ndWzPSc31wpHE5nWtGqrovB/j95ZGuLRrhPcX7h0euH68R35nfMjIk/53imbLr7Bh6vXCECdYRaApHGt9jz/B9d3lwpK1MLz6PHTXHZfe9Yx5hTccIitqU7/mobaRY%2Bj1QPNL2key768MjHZvoul%2B6DTSOsEo0/v3sGNwjhW2ReaRXdn00bTd1jAzLrtPRs11Mj7H8oqNnpEYIk2mk5QPl75WH73d%2B8WXp3FsrpYXGMFK%2Bt3dk2C3/PrIj1rIUzdGzTQy/aY88/pEfocutL7zj08dXDvXsPnmeDP/CLOZvoDiGKJd0XP5puVQ2jSPmX8jLxvBI/6u%2Bcls%2B0vUb%2BX1jYRxXptyDIy1FYjiFI7N0pG1AVq%2BG%2B0fqpXt1O3rHrgvH0EibcK9mxFjH8l/23WgcNaUjHYoyP1aeKA41b/aPDA1fHrn8m%2BGRy7L7Ax8TKHMx1CnxCFNPgrUvsnaq0K/cDb5eKrYV49oDdgR9nnhc7q4Sw5pZNdIxJP9umNVzKW3Wt41rA0bbNMrf92Xfsfz3tWmaLV1%2BeTDRuLOyX9Y2MijPo6GOkapM8Tvjq/71UVk2zMcDl1NNtPIjioNk42SSWD1z1gOwNFM/xwjTUq14jfUpjWuYyGIaVUTOaRNCC9NGepcbB3pPjX%2BXz5lKU4VCYywOJA4cepnMRhqU/7AJxQtlz1Cxd7/UhHoa1/Vn0RKYWG1Bx2kMyQLlsfex/rIGpZsozO3os8v1USdO72P/NCYsWSReITzXWU%2BdNONXtyrfz9AWPYkK%2Bu1Z1tuUWQg0uYWgN2CfFacVKq8dth%2BRPUCeX/FABd2WFnQ8bmC9NxuaN%2BciVcN6oVvr0H7UAXckhWBKypIbLt84y7SpHIU8z3oSlO4mbC7SQ56L6oxybN1GZw6cdgYzOQbChUM/aBbKZumrLSjPUDwVaRub0FLBCqG7mfXaAg4uofQ1vzI9TYvCbc%2BB7EqU9uXPmmGaL%2Bt9qdOwoaRcOHX8ysnePYa3by%2B2dbAr63eh5XHduDjW7GAiy92K1oBDYjpU/Xg/qpaz3r9aBdUMddDhjzFiL3Ox1KkJ4XbARhYnbGD5r6x32vxyPLmKztrhHBYuRcyVGzNRweLR%2BMKTgv/QGGroy7ailE4PnsYZRVr42jQdal5g%2BSuaN0RY/ptqa1BOxeaVo7AF7y5HjLevHTsp7plm7HrJBO008bqAxoiaHzYKPX7rC82wBnyfWDbKM/3KackG4dR91sVqQnKSUMLce7oPB6hGkwlbZrJVLzUKwiReBSIUamMhqoTCN94RbtTxrdwEQ4QWIQUXmYAVxr3Xwrg00ANmYqayLZDQQV9E/w/BPjpu7sWZk%2BSbuharnjYJFa315JkxAXX2NAQDPGvs5QZBdWYxyivKUb4ykOveXMwR0t2Gq6yBGmW2Acb1dNKqNLWzdwhjkX75FR%2B0MNZ14dQ7bahZwxplVsWs%2BxpQuTEX6fPSUfBU6DG8RChLk8dcaJfSfwssfeObHv3262A9AbStUbTIofENSWg2Y%2B3KQIVQBYNpM8sHpsIdOx2wwZszM0CZnr8A5PoHZGFx2vjvVV%2BYKZ6cdOGKeCbg6D8gCPfSbxgUgtyHbqnggQDroDOASVWLBSmxVNDYylxMdWoiaOZigZC1Vhzv8489E0z7xfxnvdSo0K5kcWDxKJYLOh/qmZgjnFyEW94uXnDASm3SItamZQZI8xmLsbqWzOhpUE1Ye/bi1IkGoVyYvrNW0a6NMn8F1uaz/0zRswWcORKkbKQsEH1ajroUSmUykUDC3IPjb4oZVbzGKDQao8iEiWVc4Y0zKgNMAR3hZI5v3xCLkfvj88L/iHG7RAek/MVIj6qtUWHxUhLXMscb7ylYm9j/CiOy7l2CHEqfJitOSeXX9eFpFmLWGC5dHLBXQk4uzVtLUDDqPEVHOsq6pR8oUMPwDUEvR%2BuJ06ONp%2BPdQ8I7TKtYb0a8FHfUi0yo2tuPod8Mond/I8qFRtYN2/5qFKTnoa43UHlIkLI0aWhYGa0R5uEK86KXFaH6xXZYBphgi7XBZGXTRv%2BXallzF4SUNLGX3Rtdgzdd%2Bh8S9sCxoLtZ%2BRXf0PpIqqx8yg6fM9c1TxwsLEpiK3PR1qmJoEfh94tZPjnQkJ%2BKjBWVqG3pZELVFd43IAJER7aCMcc64fA5rPlx/apYbubPCTIfnPXq15OSUCqU14lxBW7J2qDTBnuYBmk68buLV%2BXq4Z1P4gjzS1Z0HqSTYtZr9dcMx4RJ%2B37LpJtBdAEc4bx9FtHxbX0xTL6e3q14NyPBUeuWCJqj47RkjjxrZ/10n7BWIyuXvvX13D1w2kltMGGJzj8tx5xcao%2Beh2rpBskhhY4qFMpM8nLUD62CYBAdNbW74LAKohympROupeGZoYVuVTHM1Mh%2B1IsWMoeSh%2BrDleMXnZiysqSB9gHp9FagmQiThyqzCl22LtRvMmLmNStad1WiZEU2UueRabgV9jDTK/1xfxzYdK6AeoTCiROuyZ4qKqEVFt8JcdwbqN8eJyIuc7HVqYmgzW9E73ttqFmvBwba0fxMGYq%2BkoF5D2ajjGYexLSwjbRoDjmynfwMC77hiwMdPoc1JW6Xr4WcCpiSd1Q6DcHclCzhv%2BViNCpn8pMwwtz19iFp2kw7Su6Xa4TikfqIsNwBcKITffEaewrGfBOKqfd2ton13khge3Gql8x%2BGlStW8HEwW3gXgNMZD7qPo0zTJja36ZVzVgFk4SVZikTquzK3rdp4oUTDir0%2BSbW2Alfj%2BLt240NZhvcmTXoOdWPjt01oolQODYHN5ersmDcQkJbMrWTWbaXfVxfCKPfOybMDQ88HnYE05Vm61BY14ZdQg/bgvYTSpE8lWVJM0ccEbZ8yHpFwlkwXLA2NaOZHdZ4lV%2BNAaW7O9A/dBnD7/eiY68ZxTmfCR7iecuCeIgHQXNfBCsmXGIKnHCSAk2w6VtxpvgFcZWyoEedn%2BUlViZQ5mKuUxNEvdCEqiZamOgyhk71oK2pHKYvONFJMw%2B%2B2QBHlH0N18FqYdEcTVELBvt70LjDFwc61mKJ9Ds5Gm1AY/ckwZRnwR8gNK4LYu03zJmCTkYCkSDC3GfC1iBNmtYQ8FhImWND688mWxtUY8W6KhYaNxpOnILX5/i2qAKmnFjG4iQ0WnFcpvt8DD1C3xS1Vpw%2B58Dpoyw8%2BUuw2KdZ3KuHcTnTXY%2BehkMay/afkkacHxDHIk2PFUIflVaiYr3/DcLzyNTuOGkRzGvFeYHGNFWYLvRGLDgfaqqH9zN8IpwYMEc2Rcr%2Bg1SkpqYif1%2BofFYzDVw8s12Va%2BBTW5a0GUZx7K6jb3SIIyCX7Gh/vha1z5/BzS9I12LlllcUPKOSRwV1ig7GNeVo7D6FDsFRrRMN3VHEjZVNQS05GcIBiAnzU/Q/dwEinUUUG2popLztY0rSVDCRMhd7nYoRr6R4%2BHrf01TQ3K%2BHab0Zbf39qKeppAN1aH87mmEkNxzvitNcN5QUKh3LQjFrjlhuLlxV%2BDzI8Qpl1ROHIYC50KSKZw6XvM7LoSEa8WxRyt21EGxiCPOzfThE5mHNBtS/GUD79h0/rBAaTkczEyRRap3RosoxiV6oTZ14bZ/k%2BPatnMBOF5GSkiZ5lh/Akd5AEbiCqyF6bT7BYX25Tkgv5Vi1FjnsM60v395G4%2BWscc8YP/rpvRWsEjBuDOHMSek8AKqcFdhML9y3G9vaqOIHMmMTOixZJYbswM%2BDe4173j4qDBVgEYuXrPeSllEqxMvxE8vY/NRxeHBFUhQUGvhUl6VFq1BKjae7AXUhBIHrhGQtWG9Sjh2yhljg088CpNMn%2BCRQe3z2NWQxwZP66KEAgleNxTrRzOj4NIqIzc9BoRCPvUHKphc2i7jGvX7lkuDj6nHB5yPChOaP2oOWAc%2B1aIRVaCZS5iZSp2LBfWyboHik1geoW9PSsFj0OMTVG9EVbO9N6SQQF87jtHSqYD5rZ6hNC7qvhQOtq0lR2objE3YAZB2K5dTJYt2EjuOBlc4Lx3GIfBQ0pTBkTKrGmXAkgDAf27QkrJf4ohyspYLjPoC%2B00EK6sUrow5aE0OHnEJq7ttR96Lk%2BJY3IVHO0KF4OzUabjR/twLt8pWavC5YntmG2oAVQkKaouY4QQuVGJiwlksFJs7/opBdZZVnHxMbflPSfGjnC7YBWH7QDIus1%2By5YEHdI2VoDtEukeONUXAOtMNOK4etN8IQxNyqL9qJQhY8d1MZNr5i85va44X7RB1KnmplKaFB6fZiQbD6UC8vx84idvPZBmzY3ADbJb%2B8pt3JXinDNmFc3ITi5T7RMvGy5KHxRzKHR7wpihbFtWbBY9tesw5FFFd5D%2BSWB47D1Sh7isqQHuYyk8KSoVlkEHs27J2tg/Ly4IbVXIFqGsrw5wEDNlPYe3eibr%2BfN7fHiSNHRTNj8cJgpnMXrowbU9di7RPlgcsm%2BWDsr0BZEyscmnLUrJ/8RYzVK4thJm9sKgNb25Wrz7E0te8pQtb9uSg7HJ%2Bee%2BxlbqJ1inDhahQ%2BDhr9CtHC11SH3Sf8Hu62svynE6ZQpynbh9CQ/4f4%2B4aXm%2BGQpbd7oBWV6yrF2THj0GHt04Xsbgdqq%2BpglQeHKTlWs9imaSqKsSJgcKKLuyqnGM%2BR0nmiEmVmq7KusbjXfVcMp/HZcsQ0eziJuf3CnLyyhY0wDKNe4sHRYVUZuWG40fCmco1rDeu1Cg4aB0uQtYy2H534zlA%2BRzgBuePbBFCvrEHLFtb0uztRuSxVWCqzgLbMnJeBkq6Zgqk8OL4paozcACuu%2BbRkwm9Kmg/NqiqYc6jRakXJn83CrMxsYdnG1MwSNHy2ePT%2BT4L06nS5Y1NCgk0bEkgpRFM7eVxThS5g8aPlHVlcH6blHuchfR1rMN00t/5NmMdNhdKicPebqM/Xsl5IHQoenCcuVfkwu5%2BWb6RpQlSRNQZU/bQRhb4x%2BziUJa/Liloyh58N2wKPsagcb74li6smXdi%2BUchXTSpyN7fCLoT1TZT7K1jz1%2BLpLSQY2Hu/Sp7JvvKQjqKD9wiruo1DpceTr5lhZO/rfCqb5V2emDaUtqnZqGY9Exr3rFrll67SUIzgS7CMpSd7j3w5V1XuczjyKmuYpbIp5hd5Naci%2B6lOlt5GmA89B8MM6YZJRYfy1g6Usvi7OyqRnZqBPCGOBch%2BMBV5NazJXlmKJ1fGy0YQY5ljxF6nWH0W/FCYIPwKxS8PlQGWVx3HvYX43hvi5j0N69LFNoTCSeUmvUhY9lm/fRdK/ctaGPTrd6GY2pQTtchNpWV8s4WlWdNXVON4mtS%2Bsppy068Hr8lvwoFaAzQDDShKl8q%2BkE%2BsDL9ih2alGW9WG1i/Wk6McSfleU%2BXMO3O/koR0h%2BU8kiKO5VnfVkH6jdOru0oEbntwtxj7YxqOVAt09iFBUz8N8yYX4z6N5g2tpD1Lc7ZMITpfoUnBnyOcEzvjJ/jmxqG2jfRv78GxZms4WBhtX2sRlYFead2YKtkIgvMmPlRZ9SxYu2PDjnfEoVYsClpULFG8rANXS8xRYXGjS84ha0ei7e3of9QB2oKqIIBfWeDTLujHu39dDLmfBcMweP61CA62LtMOWn4bIDFtdeOzxYaUMzi2/VBP9rKdIHDOUOH0tcHMXS8BeZNJui/4GT3svsHPkNajgmlO9pYenWhJncsDHErS4xonWfU2RRXFp8dLK6Z98DZx8IqbIUqhrX/lDKsY6hYeehFj5QfLkojlvSLN9UL3uo1o9qkEhVTIDrofduLYVC5xLTppaU0i1Gzvx%2Bn9hQGKB%2BsIdzdIcyHpqVU6T3TPy99JaBC2sYWnBK8pGk5TnqmTVguVCgfp9i9iyZcqyInxYj6t4aEsmqixluIIy0zKsWR1XddPBWLGMqcQMx1iuX900yBWC8tKdrLhFmE8dGurEfPEM1mMAnL7Qrh7PNCm1%2BK%2Bu4h9GwLvk9AUO41ofEXYpnSs/rjPudkddWI0pe6YNvfhGKhI2HD6Q/l3ShCxQQz%2B013PUqZMuSlss/C400JlU%2Bxx52ml9b4ygUt7%2Bsf95eMAcr%2Bnc/naBk46Twu/PKXv8T8%2BRG0pJzkhDZeyayEtaILl3f4a9vJDmsYnp%2BHgiYNao4PRb3oBofD4QTjwoUL%2BPKXvyx9ij8J4s3OSRZc71qEManyh7LuMEHOuGjBj2ghnuXPoZALcg6Hk0RwYc6JGM%2B5dtS9wET5ohqsDrgcbXJDU31SVhajbTetrsXhcDjJAzezc8Ji3zULeS9KH5iYq%2BruR81E5ttzOBzOXQY3s3NuO6ov0NrUTIxnFsP8Vi8X5BwOh5Ng8J45h8PhcDiTDO%2BZczgcDofDCQkX5hwOh8PhJDlcmHM4HA6Hk%2BRwYc7hcDgcTpLDhTmHw%2BFwOEkOF%2BYcDofD4SQ5XJhzOBwOh5PkcGHO4XA4HE6Sw4U5h8PhcDhJDhfmHA6Hw%2BEkOVyYczgcDoeT5HBhzuFwOBxOkpMgwtwL14ANtnMe6TOHw7lrudSJklmzMGtWA%2BzSpWTCfbiEhZ2Ff1cyhp6TrCSGMB98DXkrClCwbBssbukaxw876lgDkS5vIM42I5ddqz4WWgnyXnPCdrgZ1esy0DAgXYyVWx44jrJnPZqHDKHBZUdmHkq2tsJ6gStjiY57oBMNFQXIy5TyblYG8h6tRvNRBzy3pB9xOJykIzGEeYoOq%2BcDmpzF0KqlaxwlZ0/Dyv6t1evEzwy38zQcMGHJA%2BMTjQS49WAtKldkYN792SjYXIvWEy7p2xi5aEX111ORu5E9q9uOzxYaYMg1IO1TOyz7qlGUmYWiPQ54pZ9zEogbTrRXZCB9RRnqDtpg/zRNyDvDws9g725F7cZcZK2pg%2B2a9HsOh5NUJIYwn21E/cB1DHWXQ6eSrnEU%2BAT34jRfAnkx5LAAi5YgLUW65ONSJ8qYAC%2BqaEY764kbN5WjcJH0XazcsKHu4SK0sufpy1rQ%2BxHLr/e60PXTLvQPXWZ5VwOjxg1rzTpUdHPzSmLhhmXralQeZMpcZila3hnG9aF%2BIe%2B63hti5z2oL9LA3deAgr9sZuWMw%2BEkG9wBLinw4MxJSXDfK11iTa69g/1buQRjfXUfKsxZX4OW7n4MuwfRsbsCK%2BZLX8WEF7aXy9BwAdAUtaDlpULoZktfCaigyalCy6ulYCIBnS8f4gIhgfD27cW2DqZgaQrR0lrPFDs/S45Gj9LdB1CTyc4HatF6lA%2BXcDjJRmII83AOL9cc6NxVOTbOl56NgooGWGJ0mPOcswjjhtnp4vPSlxWgcpcFziCPC%2B3QwoTXo%2BJzlOPR8uteOA/XomhZOvucjoZB6SehGE0TOlJRtI9dO1srjJGL1/JQRx3gXXnSZ1na3WtCfVMVCnPSoJ4mXZsIHhuOvkIvM%2BK5bYXQilfHoV65Fps17ORsE6xB4ujua1WMt2esKEF1iw3ugOO1vjQsQecl6d5HspEu3JuO7Edq0TlaBjywt1RLacy%2BZ2WkaGsrbIGMBAMN4m8oPz1OWGRlK31ZEQuPnT0tOP7lx%2BczEPBdfnEQ7/XFn%2BJQjdZ%2B5dtcB4vE51ZYAobD21srfv9wO8IPnHhg625goQAM1VtR6G/F8TFDjw3fMQmn7b2ng8Y/uvyTuOWGjeVNyYoMMdwU7/xKNBx1hkzn6PHAebQBlfm%2BMhIufHY0CL8T646yfGUgj9qYj4IPGinzknwPxPL4mfR9ZLAwCOWoGtZxicGUaLPYZtT1jQ%2BH51g1%2B87Pj8aHxwVrUyUKfPUhZBnl3AkkfM/ce7aVNdC5KHuRNVwqcYzWMPsT2A7WoYRdr%2ByOZhyYCdX9ZchaViKMG3pTxOdpvTa0v1iC7KwytIeovLFyun4jsjc3w3qOahI7fideD8kMLYw7zDDTsYX1hNklXVGV%2BJkdVUV0RQPj49JvdujYp8nBO2hDK53kmpATsoefBt16StN0fHLVv9VgQsWch/R8JrxYnqlyxLRXXbSg9ZkCpH891HitB8dfLICB3XvENRfpuXqmULjhPNaMsmXr0NBrR/MjWch7phXOGekwMCVG43bCuq8aBYYyWJgQDciHe1GWlY2SF4/Dcx8Lz0IN3OesLDx5yHq8M4Cg9ML%2BSoFUfoaABWIc9KxBJp8BelfnRemn43Dh9I%2BqsY7uZa22lt2XpqE4MAHydRYHpvD50C41MbWJcdAaIE28OPV2s3BmXJMTVLEaw4nTpAiyEmTUpwlXgqHJb8Hw8DCGaw0Y74URY/6x7yuz01HA8sZyXSPcY8iZiU/62lG3MRvrmCCKS427wYRifhayN9ah/TxYGaHw6ZniJobPUBEoP304cMRcJJSvVqdaKl8u2KmNMVUEzFNXdyVyhXJgh0tD/gdaeE5SecxC2d9H0ybpoC%2Bi/0zQDvqnhIOFQWwzDvT727q8OHNSqJUKPxoBSvOvZqDo%2BXYMgdUHSguVSyqjBYqyxrlzSHBh7sIhM9NY3RoU7hkcHaOlcb7B10tZNXCh/VGmPUfotOPt3YnVT3XCrTHC/IthDB4Xn9czMIz%2BVwuZAOhEpWknbDekG%2BKE9cQnKG3qweDwZVy%2BPIwn/0z6IhRqPYorylFOh1HLqrUGprIa8TM7TEL9XY3Sauk3FcYIGvbYuHJVas30C8K8Qw1jrZim5pVK1cLFlKiCV1gPIrMUbe8Pob9b/F3/B0Po2EKNbgMKHg/W07Sh06rBc%2B8NS2WApaV7EC1F9A476h7OQ%2B1vV6Nt4LKYp939GBruR30%2B%2B5rlacPhIEb/btbAr%2B/AkFsKDytXw%2B81opA91t1RhmoaY5bh7duNDWbWy8usQsfQWByo/PRsZ3Fg7yrbFbg3TQ1z6ytnsHj/IC5L49X9Q9J9FIdmi9B7Fpi/Amsp7GhHn93/adLwChP3pqUR5PglFxPnRADfCn%2BmqaBWq9kx3nEltvxj9XNrCdovsPr7aj%2BGB3qEe4T8eb9FSGf7i9vQelb6eczQMNAG1nt1Q7%2BF5ecHkj8AlZPhHmH4gPKzIejwgQXNB4GK48O4LoRRVr5Ynj7X4dfzvWRB3V9TXKV4jeYnK3/7V7O0iGaQSYXFS0uFs0ODTAuRc/b06Owe91HymZFzHmd76X8pDBmy/PI60FBKaa5HKStr49pMtw11z7b6PYtzJ5DYwtztgO0EnWzA5iJlw6XNL8eTq%2BisHc5h4VIYmGLwg2bWYGpQ%2BmoLyjPkfQ810jY2oaWCKm8z07bF5i9emPa0oH490/ZZI6lSqaGK0vTtclF4WE/uPvEz9ZKu/ppVx0VazJkC73830/QFYjXZk%2BXjBfLF18PcUA%2BTXKhM0zAFoAWNy9n5iZ1oPhG4wS19rQnFC2WRnaZF4bbnWKoQGpQ/a4ZpvqxRU6dhQ0m5cOr4lXNMUMrJrUdTrREaWbzUC4uxSxj7Z0pYy1FFo3flxkxU7DCj8YUnYaQfjKKGvmwra1YZB0/jTJCOj1AOVmlZ8%2B2D3Ve0GYJxu/u8TBCyNFlTLJy1nvAzeQ/YsJciszyclcSfOZgZa1mJNf88LKA5ZDVqwtaNacrefkohnvwr0kgdsA5G05MNxBV4Z1aw9zRi5xPK/CSluPRpUVi2288EsQLoUPXj/SjP9CtfJRuEU/dZl0JJcXQ3oJNFTVPRgiZFvFTQrmJlardYKiNFrVsilAF3n0P5nnfJ98SE0k0snc4eQp9c6bnoxGn6nL8Ei2XBdnXWoW6AxWjHLqGsydHm16BqPTsZaIIlgNmek9wktjDXzMUCodG04niffyPPKtv%2B67h%2B/TqqyHEnHBf60EmKgWYz1q4M1KqpYDBtFhpx%2B7HTiko1UXRfmkif2QvXh%2BT8thjaUQHiguMo%2B5e7CAvECwmN96QVDSSA8lnaB/Sq12JFkdCcobUvcIM7Z%2Bb43iLmL2DihciSefmPofrCTPHkpIs19wFQz4T0CwXqh1ZhLZ2wnpFTZmLVrhStIMXyRt8He9Yc4eQi3EEsRQHLQYpWGEIhc7hLNhygXmqEIM73WXFaVvQdJ8UevKloxaRZYvyJOf9GrUtGBDLwz9WIMbCNG5KJFi2MwnuKoVc4ZoqovyjmDC66g1hNtFiQEqB8pSwQFa2jLpky6ILzpKjirX0oS6aYjTFTHah9CcG9ehhz2f9eK%2ByjZYDVcSt7T64R5SVrWRlRKj2eD1mvnf03PKQX2iwRN%2BwnSOnSYW2un%2BldQI2sXDGfrB/4WQE4SU%2BCm9n1KPx%2BMatqDjTkpyJjRSVqWzphZZqyN9oFLtwu2Oj/Um3wRjAlTezp9cor7%2B3mCi6SBq5PGws3i8t5FkDTA/JeXuIyaqZn4VV0aGVo5ktj/sPuwII3CNOl/yFhaRVVP0SVjsWCmdsCV4CC4O5rR61i4RU68lAnfR8XZhtg2kQnrbCe9IkgB/o6SZCYYFoaLCWjwOcI6H882qko/xPOP3IybKpGicwxjY70zZLFJ16Qox2trfCwbEEjOlbEM2fccJEizfIgkAIZG0yhM5LwteC0Q8pr6nz0MmFdkAPtohxBibJ19Y12MpyDNF6ugzFD3pq54Oqm/w7UfkUWf9nhS3PHp7xnfqeR8A5w2vxG9L7Xhpr1NC7XjuZnylD0lQzMezBbGJ90Rji%2B7f44AtM5WQKEE2UvacpReLJnoJLGxvYVIdV3Lb0EneyS5XGfd7DoKT1ZaOcL/RPWWIr/omXUTB%2BKOVrWv2YoekGJhgsWWnglvxLNJz/Dgm/4nA/pKBWd1uKGGoZV4jDBqKn9AuudCaZVEwyjUxQj5Tyu%2BCfs59k7BEcx6cgMrOZOJP%2B8NJZOTobPH8H5GQZsGE0vnxNnnPA52lU0o%2B/TBVgle495U3xzZjLQ6U2CMnTkrNhOuQetrPPhE9Y6LFnFvh3tuTtw%2Bhj7pzFhSUBLiQZpkoNi0COAXwQnuUl4YU6oF5pQRQ5k7ssYOtWDtqZymL7gRCd5oH%2BzAY4IlEzNfaE9eQUuuVg1IVKgCWCumzLknuxSQ2TcNNY4iY2gDoVbfNeM0M4QfjYpqGdLg6R2%2BbhuIDywH2xGcxMtVjNm0NSkSMpAKFjaCyIjd07Q3t/txnWQ9S4PuoS59oP9PWjc4XM%2BpGMtlki/ixeqpUZUUWJIpnbXu52Cdal4jTHyNLo3DTrhxzbFkIFARqnkKCYdL4jj9P7EnH9eG3YX18Hm1qPmrVPof6MeNaPpVY7Ny4PayKJE5mi3ZxCDxxthlr2n/FvxzplJINMgTOsUHd3csB1lqbloLXIkYa1/iIYALbCcZKrSJXG8XPMYzaQIRBa27pHla6CjLI6KFCchSGxh7vXA42GHr/c9TQXN/XqY1pvR1t%2BPenK6GahD%2B9tjgiMoGq1oQj%2BpdGZRwBqkU/Q/dwG0t1NxlXmyr82h8TcDTE%2BMNU4rUkRT6%2BZa37Vi6KMcposG1aIl4vhtrwV9F4RLQXDCZq5F7fNNuMp6fT7mzpGUgQ%2BD97rdLlGNwqIUzBXPbiMunBfMlSaZn4IbjndpPBLYUFIIbTzm74dDlYWc9RQAMrU70HdUEOUwLo0msxdALzzDjb0/t0U33CARc/59aMcBumHVZhRmT2IBDeEoG3800AqOtxac91eOJoQ0RY38NM6ewWlW/jSrZAtCLdJjA8tGy8kzcDnE8fJxU9JY2ObQ2Dv79oyTm9HvNhJamLuPbUNqaipS6wM0QtPSsFhSS6/eiKDgzs9BIQl/914c6Q30ey9slr1CY6VfuUQ5rs6UCIFPPwvQGH6CTyLQJWLlygVqwPVYMOq5zJSRc%2Bxffoix/3gzewUKt5BAsGLnD6xBnIhYCvYeET2tF1XAmCFeI0Z7mN2HcDygMuDC8Q5qnjQozVk8dX4AnpsBF/igeBygE7%2Blcr03pZNAXDiP09Jp/FDB8DXRKbP15W04QAJrvRGGqKxG7BkFFUIPzv1KHV6LYY5xzPn3O/ZO6XQ8tByxoDpPnFvekEqK68N45owWaUtFIXogiHJ0hXUKosc3Rc2CQ%2BZWpr5psPkhWb%2BbFDsS9vssaD5xhJ34TUkT8I29A81tliCdFi88EU7l5SQXCS3MNfoVojdpUx12n/BrFtxWHBEcUXRYkkYtTTi0WMt6t7TcaPN3K9CuWD3OA%2Bf%2BCpQ1sXdoylGzXmmS1ywyiL36pma0Dsru87phNVegWpjvORm44XKyMK1aIDToIm6cp3iHcEaKP0wgPNGEUvZC974irHum02%2B1PC9oXe%2BN35Wm/m0vHutRECoDip%2Bl4QIrKr9bB6s8K29RGpahkgTV8udQvnwSe3D%2B9O5E9R6HUjm52IkKIR6sX15JXsQ%2BWI/sATHFG15uhs9PiXAPtKJyXaWwEU7cyTSigkytA3ZhlbLivEALuoRhUSl21ZJgsKOuuAh1tPKan/%2BD95Id7Z3HpU9%2BxJp/92rF%2Bnv0NTTLF3fyuGB5sUisb/GAvUccSmjA7iZZfrKw2VsqUfBUfHNGt65GrAtNZajYL1/FzgvX0Wpse16yUkSJb4qaVfBIXwu9YjxchayHyIeiHa37WLr5TUnz4QsbustQZrYqV77zsnR/ZjVSlxWgoT96pY6T2CS2mf3eQnzvjVLWq7CjYV26sOxqwcPsIK/Y9CI0n2V91u27UBrQCWQ8qtzncMS3OMwy8o4Xn5eXmYps32Iyh56DwX/8ef5aPL2F%2BsFW1H5Vuo/CMC8dRQfvgSGSqXExcQXOt9m/hbJe%2BEVxEZDCtCnrl4vQZjjHW1A8n4mEljJkp9JSmZR%2B5Dk8D%2Bn51MhrUdx0BOYAU/%2B0G1vQJS0uUpROy3mKaZ/9IEtDaTGSjt00c2EKWaTFJ3%2BXi9TMvLFy9Wdl4hziohZ8b40ovH3o1%2B8S4o8Ttchl8U9fli14TaevqMbxNKPkAOfBzVA9%2BKjRIafQp1KUwiQMu0SLCrotR9D7kglatw0NG7ORqvHlgej5Pe/BPFS2sHyYX4yWHayOSHf6iCn/7jWhaoeBPcuB1kfJWTMD2bS8aGoGSnZ9hsUrpXgFtHhFgx4bpHdbn2f5ScvFLmPvY3HMe%2BY40lZKDnBBLDFRw%2BpCzd4q9lY3Op9iaUnLS1NapM9DxsYjmOl7X7T4pqgRFUZk%2BXW8VRkGcS0DhnJKmgwWNvMhs7AOgv2VIqQ/KIZNyOd5LN1ZHusLylGYPWX2L84UkfAOcNqV9egZ6kL9JtYQeW2w9bKjzwttfinqu4fQs00/ZtYLiwpprFE6JXjH01KU4vNomdji7W3oP9WB8kWBnsZ6prW96HmpFMaFGrgG2H3ngcWb6tFl60JNjHU3LL4paPNl1fbSeVhYNV6QErAqTy4phWjsH0JXUzmKc9LwGaVDr7gVanFFI7qGBtG4Pi1IfqhZGvZgqLsepflaePvEtPemmFD6UheG3qqHUb4YyVQwfzNa3utF4zfm4jMqC31MTVpoZOHpwak9AdagZ8Kp8Rf9aNteDD0T6u5zThZ3%2Bn0XbPubwDq9DBtOf6jo608YXe5acZ72JiOWxCLLBZhAL2vD4FAPWlj4DQsBp5AH0la268vR%2BGY/hvsbg6zfHkv%2BsXdWsLShe1amsVLLFNFz9zClqAZt772Jjm2iBzd6z2Kis541q8ZmvQhL/Z77jAlxaiNs6Hi1GIX0o97TcMTJxKzOqcGbvve5nSwtXFAvZWn4i1PoeDpWh7sxM3np0gDDTeolMArTFf2npClRLSpHxymxnApLX1Ob2euGxtdmvjR5q0Vybh%2BfG2FI53Hhl7/8JebPj2ppKg5naqH51TT3OL8FQ6%2BP74UmGrTxSkaFFeU/vQxzLu9RcTjJyIULF/DlL39Z%2BhR/Er5nzuHc3bjQ101jqOUwLuWCnMPhBIYLcw4nYSHHzDrsPAHotq8eN4bK4XA4Prgw53ASDt8%2B25Jj5vwqfO%2BJaHxDOBzO3QYX5hxOwqHC9IU0kq%2BFfr0ZPT0142dYcDgcjgzuAMfhcDgcziTDHeA4HA6Hw%2BGEhAtzDofD4XCSHC7MORwOh8NJcrgw53A4HA4nyeHCnMPhcDicJIcLcw6Hw%2BFwkhwuzDkcDofDSXK4MOdwOBwOJ8nhwpzD4XA4nCSHC3MOh8PhcJIcLsw5HA6Hw0lyuDDncDgcDifJSRph7r1oh63PCY/0eXJxo/NR2oJyFhoGpEtJgH2XGOaSw27pyt2Ib/vQEnReki5xOJwYSc628G4kSYS5A6%2BtyENBfja2dd/NgorD4XA4nPEkjDB3Hy4RtL9Zu%2BzSFTla6Aq0gMaAxSlq6RqHMwVc6kSJ0NNvYH1%2BTiSErsscDmcySJKeuRrGlwZxfagL5Rkq6RqHw%2BFwOByCO8BxOBwOh5Pk3GZhPuZckb7ZIl56MU800SnMmsGcMOTXvXAerkXRsnT2OR0Ng9JPfNxyw36wFiUrMsTnp2ejoKIBlnOxudR5LljRXFGA7HTx/RkrSlDdYoP7lvSDcXjhOtGK6keykS7EL4J7brhgbamW4kT3ZCDv0Wq09kXqN%2BCFzSzem9vkkK4pce0vEJ/9vI39OgQDDWK4t1rHOyF6baijdEivg23cQzywbqWwszwJ4EDjOWdBgywd05cVoHKXBc4g2SI34Xo/6kStlJ7prwSOn4KLnSgT3pOBym6XdDEwo%2B95sAxiyaxDHn1mRzziERSWzr74weOEZVcl8jLFZ87KzENl01h58X5E78xDhhSujBWVaDga2kk0%2BnLL8LBy2FSJAl85ZOEo2doKm6IYRlqXI0CK9%2Bj7wtTVCZUJHxHFkXHDhloh7dJR2zu%2Bxjj2SHFe147xJcwD59FmWRuQjuz88HnmHmhH7aO%2BfI7snujzmcLWgEpf%2B0jxf76Tld/PpO9jgLW5NtZ%2Bjba5YduvMM6rvrrxaCcrbTJk113X7CzeUlo9blH%2B7g7nNgtzFbTLzTDvMKOqSCdeWl4qfDbv0EEjXomI0/Ubkb25GdZzlH3s%2BJ14XeAGKyRrDMiraIblugaGXAMMKUzQHaxDybLcsA27P67uSuRmFqH24BCwgD2LPU910YLWZwpgWMMarhvSD0dxw/rMamSsYwX5mBdaen%2BunhXCEPdcsqL6mxkoeqYVVq9WDHMmK%2B7dTCHIN6DgFdZwST8NjgpZuRuEdHR09mF80%2BZCX5eN/degankW%2B3UIFumxlv7vs%2BGM/4vP2nFASPYDsJ8VL43iPQPbPjpZC/0i4YoEU772lyFrWQnqDjJFIkVMRy1TDNpfLEF2VhnaPwoRQ/tubGS/aT7mFCqs%2B1aY1GD5U/lwGTrdGhTu7UJjvlb6IjAqrVEsh1sKIZZMI0qFcmmGbpZwQWKC8QjGhwdQ%2BdVslLzYB9AzF7JcvGBH%2B/OsvFR0wn6sGquz2DutHqE86eez3GSNft3GbKxjQizQG6MvtwxKt6%2Bycvh8O4aQLpZDlQuWfdUoMBQISrRIfOqy96N2lGVRvNuZYiiV%2B9G6moWy/c7g5T7aMuEj4jgyZhiw9dVSFh83mp9/DXb5K5iy2FBDaose5tpiKEsYe15FLrI31sraAC28fWKe5VZYAgh/L%2ByvsLxhSlpztxuaiO6JJZ99YatD%2B4ALmoXsnvs8ONVUJpTfvRekn0XDNabgfz0dBaz9slxUiWmao2Jho/YrHXlmW0hlJCY8h1C9LI/F2y6my80I8/9OYSTODAwMjFy/fj3qY2ivaYSCg%2B09Ab4fGmnJZ9%2Bx72uOB77OKtBIaVPPyODw5ZHLl4dHLrvHftNWpGHfa0aMdb0jw6P3Xh8Z/oV5xEj3akpHOj4aux78fddHLv%2BiZoSJ4RFklo60vS/7zj040rZJJ9yjZ%2B9R3NNdNcIaM3ZPzUjPsOye4d4R83LxPbod8nsuj3RtoTCzZ7H0CBhm6EbM74xdp6Nnu/gs094h2fWekRpN4N9f/6BlxETP0lSNdF32%2B27cMTzSsYmeoxmp%2BYXyu94dYrzHx4Md75hHWNM%2Bgk0dinhc/mm5mCYa44j5F8Oye4ZH%2Bl8tlL4rH%2Bn6zdg9dIyWE3boyxpHet5neX358sjw6O9YfIXvTSMtH0jXfsOuZUr3sPS8LHte2MOXRmB5F%2BD7WOMR9DheMxa/LR0jQ6PlmOX9W1LZEw4qz6xsyL4feqNcTGsUj7QpynNs5fb65V4p3Vjd2j%2Bo%2BG7w9VLxXZnmkV7ZdTpC1%2BUQx2%2B6RsqFshqgrr7XOFIofVf%2B08uK%2B8KXiRBHTHGkuiDWT%2BOrvnvGrulre/3K2OWR3lq98J1mJXuWfxuwUnpWk/L9Q6%2BL5SfgPUK7oRkpfUNe5mLLZ997oCkcaXxP9rzL7J4yMdx0%2BLeFwY/BkUapXdOXtY0Mysro9aGOkSqpLo6lne8IUHflh69u5LeMDAW6zg7NypqRjlNDI8Ms/y8zWaC4/zYfJBsnkztmzNy0pwX16/XQqlVQqdRQTROve/v2YlsH09PX70LL4zrIfeHVGeWoYb0GuFuZthxJ79yFQy/Wwc76auaGephSpMvENC1M26tQzE7tf2dRmJvPDxwQegqmxwqhVwRAh/Knq4RTx6/E3oTIedgPCndgc5F%2BXJi3bqMzB047x%2B4Ijh7GchZH9vtD7yr75u6TFsGErFmfg6ywfoVqLF7KxBoLZd9ZeVo50NfJnptfilLW8/a3ALg%2BPC18Ni1dLIsHS8cfNLMnaVD6agvKMxQxRNrGJrRUsObF3cx6u07puh/5LWh5qRj6FJbXKhXUM6Tr/pBV5pt5qBtgKbG9B29u04e2QERFHOIRjNx6NNUaoZHKMaHOfhI1FdKH5c%2Bh/nFWNmTfa1ayPMils3Y4h4VLErGVW1dnnZBuuh27UL9K2c/U5tegaj07GWiCpS8%2BPSBXVzOaWZHWbGLp5l9XFxaj6YflYo/4hQMImJqRlgkZscVRDePTu8CUC1if%2BhvBJOzt3Y2KfSzwmTXY9YROWcauHUermXrsJuzcXQ6dImKsDdj5HJiCDmvL0bG647Vh71%2BTObkYu5oC3FNrZrnpRus%2Bee88lnxm7cLL9B4Nyn/YhOKFshep2D0vNaFeKFORQ5aDnSfYSaYZu14yQSsro0zpRc0PG8X4vtAMazy754uqcGBvFYz3a6Bm%2Ba9isuBu4o4R5rovBTabOvpFQVr6DYOicfChEwQUK1iDESxIc8kOKxXSRWuRozAZS8zOgiGf/XdbcVbW2sxNyRL%2BW471weU/ZpVdA6a14frrhaw6%2BZgL7VL6z4Rt33glQ7%2Bd/Z7d07Zm7I5Q6HLXCqZix0/kgtaDU72CKMfmrxkiEnCaDCMM7L/tbbuQpgIXHLCeBQwPlaP4W%2BwtZ61wjJrlPHDa6R0GGDNkYb3Qh05KR81mrF0ZKFdUMJg2C%2BlhP3Za1ljJeEDrZ8YMwC0XOrduEBprTRFr6JkgD/S2mIlHPIKhnomZ0ukYKmgfEMsr9AsCxP8eTJeCcf5jmaIXU7l1w37Cyv7rsDaXSo8/amTlisqd9YPz4qUJ4ULfYXofK4/fMgbMJ1XuamymxBw4itOBTL%2BRlAkFE4jjvUwwf5/qrAXP/X0DXmOCyc0U55oXnoTOrzJ5z55m6hVjUzGM9wqXlMzPEYdwClMw3SdkfUNXm0wwzBYvKVi0hKkGjBOOMb%2BMWPL5ohOnhaGxtTAuDdQKsHIYVaXx4tSJBpYWTHX5jtjujGP%2BCqwVwtEK22B8FEGB%2BaxORKDA3anc4d7sbtYzFBu11kdSJScMv2NFnfA9rnmCj8X5uOQSnaHO1iI30LNmpaOsm37gUAzXaFayHlUOa4W6K5HxYDaKttah/agdzmvB3qiBqbwGBnaLpSID6cuKUP1iOywDTOGIpewvysFaqtxnD7FetXgJntPoO8j%2BM0FEY/ERMV8HIz2n%2BzTOSA2I691O2JiwLvwLLXR/QZXXhs53fWKLNRQ0Xr7ICN188YqA28V%2BxVgaovFNSRMUB/S6hIYhejw4/mIZysgqg0Ls3FEYZUMfAVMSDyX3yHs5IfDKlcaYyq0LLula7VcC3TPm6Ob4NJZC6Q%2Brq730PwvaQAJPQIu0h%2Bi/Da54JOYE46hhPfedRRq4m6Te/badeDJzvED0XLsonsyZGUSZ1MJYUY7yChPSpNvdLodYXvYVITVAuGbNyoPYcl2FxzcGHks%2BszIs3JO/GOmRaPRhuQK3ZBXSaUnzCoQGaTrxu4tXrwj/ORPnDhfmY2gzRUeQoMe9UaifGtZAB3qG7FB/XvotMUOPqsM2dL1UCuPsT2Dd14DKjXnIvn%2Be6BTXP94moMqsQpetC/WbjJh5zYrWXZUoWZGN1HkZTBlohf2a9MOI0GHVYyRSxkzt3kEbWtl/DbuuF65Egg5LVlElPALHR/SZ9WzeZuLMJ6ypt8C%2BHu25sx6J0NdatUShobs/jsDkrJmLBcKJE66YlmVlSkWHz4e6E88128Ira1EyNfGII9GWWwHW8OYE/u3oEQ9zJhNE4VNTg7mSUuiUWx4mTKxx1KLwkQ3SuR7FhYGHcFwXRIUgJubrA4dn9EhRDLUIxJTP8YIpZUel0xCMWisvxjMf727uGmFe/EIXun4a4qgzsiodIUu3oiXQM2RHaYb0Wx/TNDCU1aPjvSFcHh5E75stMG804DOarvb1LKYxByjUGgNKd3egf%2Bgyht/vRcdeM4pzPmPKQDXylpXBEoVw0P5FoTBOJZravTj1djP7pEPFyshFOaF/iMzGbljsTCm4ZIOFafq6b%2BVIwpo1PI%2BxVOy2wMbC5nbSeLkGmx9SvkNzX5p0FgLWuItqRwo0gcyMkZBZg573O1DKguRuKkPF4agM3WGZsnjEi1jKLespb90T%2BLejR1lAY2p03Mt63dJpcMjSJp6lzI7K9huGWOPoQLO5QTq3Y/fLgadCaedLQyOxULQzcHhGDzOM/g1XTPkcLzTQrpJOQ%2BBTcAxzIm51OWG4w4W5GhrJCaTvwzg05LPmiCbT7jMYiqKb5/V44GGH7xaVWgvd8kKUv9qFU2%2BKTj2dLx%2BSGn3GLa/we8%2BoTV0FdYoOxjXlaOw%2BhQ7BqaoTDd2jd4Rnfg5My9l/MrUPnEJfBzsPNrYWCmmKmuOkEw7HaVhY6E36sYZOl01T4Sw47XDhzEmqsP5T0hgarZiOJ13Bx5GZEDxF/3MXQBtTx8%2BA%2BuYq6FOMMLfXMDWDpXFNHToli2dcmJJ4xIGYyq0GcwTHJwvOOONt0wgEEwLC%2B06FsGCwdD5J/w1YkBKPxJxYHF3761BL/hgVjajPZ1WyYxt2HxtvZVPPlhqhq58E9cvxbyNG7zl5PnjZ8ieWfGZlWFA1uqN4T0jmQpMqnjmCjoWMKWWLUuaKJ5wJc4cLcxUWLy0Vzmw/ag88j5bhuRasivnhGzNGM37UFaTo32CVUuHk5sBrWalITS3BoQBOO%2BoHFrN%2BAePszTEz8NnXkJXK7nn0UIAKpsZinWiiim6sUosVRVRtHTj0bJ3gXKMr9PWoo0C1GIZN7P/RQ6jb18oaA%2BWYu2pJjiDsW3/WDCuZ2zYZsNi/3WWKRSEpFu69OBJg4Q1yorFZ9gq9HP3KJcHHo0OixkzJGUaV%2BSR2btcLClBZafOY0jRRpiQecSCmcssUTqNYOprbAs9npvh5ohruCYUWOWvIduTGXkvgIRFv7xHspcTMXIUlch%2BMmJlAHC%2B0o/opKyv/pWiqLEZpLXlou9H6VB2sfr9XLVoieJFjnwW2QM%2B6ZsE2qu9ZrfC52akyDBBart5WtPcHqeekAEinArHkc0oalgj3HAhShq/galTzzFXIWl7F1CSmInUcD5ymF47jEI3ds7QzKJbnZudCR92DmzeFCwq8n1yVzjiBSDxhfvFKUO01FtQri2EmYXO2ARu2titX5LrlgX1PEbLuz0VZRCZYHYq304IRrKA%2BXoa6E0rN03vBgupvpiJLsTDDAhgeowbDhp27/N7PYuo8Jk4Pw/q0MTPjAwZspgrWuxN1%2B/287D1OHDkqmqiKF0Zg5pWhyS0UGhXHAI1pB/PgDYdvippV9Jwt0isVAlUWjDR96mArWlnyKKek%2BdBi7RPSNKPvVqBdsbIXS5P9FShrYjdrylHD0mXiqKDf1oJGErwDtdhGK4WJX0SBC1fGNcRTHY9YiaXcsrvW1QhDFOguQ5nZqlw9zOuC5ZnVSF1WgIZgwibKuqwtKEc5e58wJOJX7j3n2lHxXXEaYPmzGyIwyUdGbHF0of2ZSsEfxLSjHEYaPpm/FjW1pDC2oqLRTxmZvYIJexpqase25/zaAFaf25/bJni7G5/1LVDEUBtRXEf3ONDwbf%2ByxW4baEYR6yTkbu6UCcxY8tl3T4AyLMR/G2r9F4IKgyqnGM9RXTtROT5N3VbUfVdMO%2BOzLO0UjcMC6IvoP2srf2BR3Oc5y/L/SfLy4QRFmm8eN2JdNOb6QKO0GApGNAsNI4aF8kU6wi8aE3JBg/c7RkqlhQpYkzGiz2XPZ0easAiFtCiDYoGJUM%2B9PNJbZxQXWaB7Kaz0vEyt9Hz9SOkbfosh/GZsYQj5%2B/XzxWfQYg0t8gUe2HH5HfOIUQof5uvFd%2BTqR1jvTrimKWoZGZT9no7Ai8bIj%2BGRtvXSMxeNX%2Bwj4oPllUEKh/8CHnQMv1EqvgOGkcYB5Xdjx%2BWxRVXYoc30TxPjiPmd8c8OvyBJiIUn3m%2BRFh7RjVS9Nf7ZgY%2BxBTCgSRsx5KT5lYnY4hH0CLYwhnSEjv9YuR1fBmIot%2BxQlEOKv1851Jd1jCuHoety6OPyKd/iMOzwlfvRMIqLyfgv%2BhO%2BTIQ%2Boo3j4B7pfcsblXGXLXozvl4Msrrni4evDQiTjuyeDtmiLb6yZVgotSUBy1Ys%2BTw80rVl7D3CPaycC89g7zBK5T/yRWPY8VHX6OIwo2nqeyY7AseXHazsmPzywleXtDkGcRGfYIvGBKkziXLcPYvGzC9G/RtMU1vIdMRzNgxhOhld4kOKEfVvDQne5CZaErXXBlsvLXVYjJr9/TjF3quLeH6iCrrHO3DqvTbW2zJg5jV6Fjuua2DaVI%2BuoR7Ur/QzqM7QofyNU%2BjfX4NiWtJQeL8NLpWBacVt6D/VgkL5Ag8M1aJydJzqR9v2YmFpSeEdvS5B6xXCvCeWqVZqGPIEg5/MaS0GRs15/mYyEfVSo2gi9J%2BSpkCFtI0to%2BmouuifJh0oXxS3EiCSUijNDRZ7O5GNn2tRvJuFZWUaNG4nbOeB6QpP4NsQj5iIodwyFOVw9idSOWT94/xS1HcPoecl4/hyOIG6rLq/GC3%2B5Z6WA11fg7b3TqHjcb8FWeJAVHG82Im/eZwsY3rUbF%2BrjLt8qdfv7oRNMaynhamp168NYPV5ZYh0ZFeML/VgqLsepfmslz5A91B6pocoW7HkM2sXat8Uw5apFfLM9rEaWRWN6H2vA1vJQBAtsw2o8bW5tBwvhaHPC22ockOwstNiobDroaX6xu5zzxLbvN4m/yVyOXI%2BRxJdOo8Lv/zlLzF/flwGtDhxh1Uq82IUvJKOxoEuFPNs4nA4nCnhwoUL%2BPKXvyx9ij93zdQ0DuPGKVhpmdjcQuRwQc7hcDh3DFyY3y3ccsP6cp2w9rVp/QpuruJwOJw7CC7M73QudaKElnLUpKPoFTs0qxrxvQjXdOdwOBxOcsCF%2BZ3ONDXUZFLXpMFY0YIje7gTCYfD4dxpcAc4DofD4XAmGe4Ax%2BFwOBwOJyRcmHM4HA6Hk%2BRwYc7hcDgcTpLDhTmHw%2BFwOEkOF%2BYcDofD4SQ5XJhzOBwOh5PkcGHO4XA4HE6Sw4U5h8PhcDhJDhfmHA6Hw%2BEkOVyYczgcDoeT5HBhzuFwOBxOksOFOYfD4XA4SQ4X5hzO3cI1J2x9drhuSJ85HM4dQ%2BIJ81seOI42o/rRPGTQPtx0ZOahZGsrrBc80o84CYtv//RZDbBLl8bjQufj6ULepj/SDEeCCBf7Lqm8BTjSlxUkeRl0w/JcNgry85DX4pCucZIFedmsPBppGfTAUjF2X8OAdJlzR5JYwvyiFdVfT0Xuxlq0dtvx2UIDDLkGpH1qh2VfNYoys1C0xwGv9PPbha9ilRx2S1c4keNl6VeGsg6Wdpk1OLC3HLoZ0leJwny9UO5Gj5w04JxttAwWvGK/7WUwejTQZhjoL1bcP1e6xglHItb19h4bE9MRcMGC9oPSOeeOJ3GE%2BQ0b6h4uQivTHvVlLej96DqG3utC10%2B70D90GUPdNTBq3LDWrENFNxeiyQkT5K8UYcOLrM%2BuKURLaxX0iSbIiaKdQrkbPbr7MXR9GP17S6FnPVybeQN29iafONeVdbF4DKJxlUa6wklKDrbDckE6D4HjZ62wSuecO58EEeZe2F4uQwMroJqiFrS8VAjdbOkrARU0OVVoebWU9Szc6Hz5ELihMPlwHa7ABrMNbhLkx1tQmCJ9kRSokbamHrt26Ni5G81HI%2BwdcThxxLjcyP5a0fqzMC2g1wZLM/2GLEviJc6dTWIIc48NR1%2Bh3rYRz20rhFa8Og71yrXYTJ2Ks02wDorXBAYaxHGhRztZMzue0KYyL1wnWlH9SDbS6RnsyFhRguoWJnRuST8RsKNB%2Bj7vRfGKZbM47hvwvR4nLLsqUbBM%2Bk16NgoqGmA5F0QE%2BOKwi/VapXvzMsX3zcrMQ2XTWHi8H1nQUDHmU5CxohINR50hhYvnghXNFQXITvfdEyiOIu7DJaNh8X7UiVopbdJfiV2F8vTWoWwzpZMeNe1NoQW5xwVrkyztJJ8Jm18iuw4Wid9XWALG3dtbK37/cDtc0rWJoltqEk%2BOOgI%2BM5p09uE5x9J41EckHdmPVKO1j0VWXiZkyPNnPEzZfVR8t/8YabB6EE1%2BuwfalWHND1b2fPWFfCc8cB5tQOWKDPE9szKQV9E8lp83ApT3XRY4QxboyMqIgDwdb7lha6lGkew%2B4V0Kv43o6rpnsFNRH8m/Imz4Y2TJxmIUs/%2BOZgtsIYxDHisLEwuoZkshCmdJFwMi5U1%2BuPbPhzxfWXnok7edlK%2BsjftIHjDWUTOLaZfbFLj9cO0vEL6f9byN/ZoTKwkhzL2DNrTSSa4JOfOFS0FIg249jWOm45OrgWpttLhhfWY1MtaxxvOYF1phjFTPKr8Frc8UwLCGFdjRSq6BbocZZnaULhev6IqqhM/m5VqoxEsC3o/aUZaVjZIX21mF04rjrimsUB%2BsQ8myLJTtdwYvtB8eQOVX6d4%2BIIXdt5BpLxfsaH%2BehaeiE/Zj1VidVYI6q0cIr56ll4s1sHUbs7GONb6BnuvqrkRuZhFqDw4BCyiOBqguBoqjH/bd2JhVhuZjTqEBc9%2BKrap5WWO67mGq/FoUv96Cqkx5avnBwlX51QwUPd%2BOIaSLaadyCePVBYYCJqDGwqBlgpX6KThohe2acEmGF6febhbOjGtygiqIUXPrpvh/znTxv4xY0tl1uAxZy1gad9vhEsbq0zHXdQTV%2BQbkPWuRfjVFhMxvGiJh8WCKY3O3GxrKl1wtvH1i2ctlClVghcmBAxW5yN5Yhz6WC%2BR/oGG/tB%2BsZflZhs5%2BK6q/SeX9ODz3sWdmspyi8v5iCbLXNsARqMhFUUYUfHiEhdWAgmda4ZzB7pO9a/XWTln4I63rXjhaipD11TLUHXRBlSPm%2BcxrNjH8X62E5aL00zhxdVoWCrewNsHdgE7WBgSGtWuH29l/DTZ/LQfjS6rEDSaY87OEvGk/D6QLeSpr/1h7E1wJduCIuQiGfNZ2OtXsXj3LXcpX1saZKtA5Gm8VsnI3sJCwOzr7AlhUXejrsrH/GlQtz1K0o5zoSAhhfuWqlPP6BWEaXTWMteI4pnnlxMf9vH17UdHC9MvMGvQMD6JHGCPtweBwL6u0rEr01WHbPl/x08JYUY5ydqxl5V24snyz8Ll8vZ6FTOKGDTtNleh0a2Cs68XwQI847np8EMPvNaJQw3pOT60OPuba3Y7z%2BR0YckvheW8Iw2/VsP4sC09HGfIeOYKZdT0Y/qBfeG7PwHUMvVEOMv7aza047ifUvIMNKHuU9UwzS9H2/hD6u8X06/9gEG2bdEIcn9sfpMd9wopPyhrR8/4wLl%2B%2BjOEnpIhHw8VOVBTXMUGuQeHeLjTmh8hhrwMNpSVov6BH6f7BUZ8JSoPB10uhc9tQ92zrWIMwfwXW5tNJO/rs/g2bA/YO%2Bm%2BEaWm8RDlTyH5%2BQDjTLF%2BEBcKZSEzpfKEd1YK1gqXNq/1jZYXFd%2BjNDaxRDZIvk0WI/HZ3i0MkWGlGb4C64jq4jSkBgYSLhQmKQnQMXcfgcXYP%2BR8M96Amk33l7kTZ14tw5Itm9HwkpRmrJ9eHOlC%2BiH0/UIdWf4EVbRmR092MA6hg75LCQu96v4XVSapbz6Fz1JIRYV2/cAh1z1jFYaMAeU75W8J66PHsoF9lCqFPOLbvD6JAXTiOQ93s/6IKGDPvEa%2BNg4Y2N6Cuzw39FtbeSO2JmKdi/lB70xDUc96C5oNAxfFhXBfKLbuPtVktRZSYnXiuY8xqpMpZIVlUD6HvrHhtlEt2WHvZf80G5CzhonwiJIQwdzNNW2Ca%2BG%2BqOD9wQOiBmB4rhH60hjLUOpQ/XSWcOn4l9lIixdXVjGZ2g2ZTE1oe141VfIZ6YTGafljOKqIbzS8cgFO6riC3Hk21RmhkaaHOfhI1FdKH5c%2Bh/nHWoMi%2B16wsRWkunbXDOSxcknDh0IskSHUwN9TDJDdtT9PCtL1KMNnZ/y6IyS6f/BeKoU9RQ6VSQR2tsxoT5GUrWO%2BLEnDNTuxcE1qoujrrUMcaVN2OXahfpfytNr8GVevZyUATLH2%2BwDKFaQ3FAGg9cVrZaA7YsJfeuzyctScyvNcc6KwpQlkTZW4hdpawXrf0Xazp7HNQ0lS0oGljmqKsaJbXoGm3Qfo0RQTLby9Ly78mpaMYu5qY4uhfV2rNLOZutO4LJFwMqG8m51XpI6HW48lny6UPRjy3sxx6uY%2BMxojSx8S4t59T1pLoy4iMRVXC7AnFu1IKsbmETtxw/Dp4PzQQ7rM20cGsZLNy2IjyvPJJCAMyB52B6/kEUOWYUEHKzgkL%2BgI4wvnKlbFslaDkB%2BYKvDMrYN7RiJ1PKNsbyp/Sp0uF03b7GSb2A6FD1Y/3ozxTVhhYvAtLmBLKcJ91ycqCHsZyCokDh95VqlnukxamFrAsX5%2BDLC7LJ0SCOMDdHuamZAn/Lcf64PIfH8quwfXr13H99UJBC44MF/oOC80zNn/LqGicfahyV4ta6sBRnA7kkaqeiZnS6RgqaB%2BQxmoDWi/uwXTpZec/lqkepPWeYP8XrUUOVX5/ZmfBQD1btxVnA7U4D2jDWEpCcRzPlUqCnDj8HJpCeoC7YWc9Q2ok1uYGaoLUrEdCaeCG9YPz4iWGeqlREJTYZ8VpmTR3sEaCXm0qWhF9HF7ME8fwZMe8%2B3NRtscG93wT6g/5jfnHlM4uON4WG7YNX5MrBmPMVAcqQZNIsPw%2Ba8cBSsxNJhgUjqkSi5aIguuEI8A4sRozAyiBqvmLxXuwBAsCKFv3zJDifuGKkI8isZWRUeazuhMgLNo0MSSWi7K6EwGa%2BxaIbcOx47D5x5spCW3UflyvEqxq8UWHVWVBHOFGHd%2BKUbwyVMn3WR%2BY8hYgT9VfnCOesDQJ3DfXYkFKgFKbskDM16MuWb6xEOeuFRQLx0/kpnYPTvUKohybg9QBTuTc1cJcs5L1eHNYdeyuRMaD2SjaWof2o3Y4r4USOqFww0UmI2RBe69wIQBapD1E/21wRdF23BOh1cIrV0ouuQStF2drkesnnMQjHWVkjmPV62asUQ6KHXZhmmEbuvaQQuRG83flY2n%2BME1eCkvtVwKFdRbSN4sWHMenssDONsC0iU5Yb%2BSkr9lxoK%2BTmgwTTEsjV8VG8Z9nTmOrxMp69Pe3oXSRX7MTUzq7cVUoKybWKAoXEha3yyE2zPuKkBowfnmoE355FZ5g/hf%2BRGqFUxTMGMvIZJFZiF3rWdk424CCVHL%2BqkUrU%2BYdFyf/3dqVgR3h5I5vKwQhfQWuk8JXgSGHwIO1qHxYtkgXHSvEHI0bi3KwlhRduandcxp9NA9es5nVMfESJ3YSQphrWW9HIITH76QwQ4%2BqwzZ0vVQK4%2BxPYN3XgMqNeci%2Bf57oFNcfWCcNCmvUw5vUNJgr9USc8l70ZKJJUwqnAIf689Jv44h2fRtaXmK9uaIa7JTG0spKgzg1jaJBmuRIFPRQy4WpGoZVosl21NR%2BwQErNRj57N1BlaoQ%2BM8z/4e/QznpBMcOwXpO/ElAblM6Txn%2BSs64I0Ux/DN5RFtGJgstTE296N9fg2ImjOwHm1G9uQi5fzYP6ctovDmEo%2BtEmb0igCMcUyr3k%2BObDhUFvp4uC0GwZoYcCbPTUVDRjL5PF2CV5PQnHJsE19I4osMqYehkzNTuc3zWsOvxt17cfSSEMFfPlrom9vOsOIbCI1SY5qZmtA9EKWiDMU0DQ1k9Ot4bwuXhQfS%2B2QLzRgM%2Bo%2BlqX89iPaooBO69rNctnQaH9d4/FM9SZk%2BRGXXpVrTIhVOAozRD%2Bm3cqEJLk0ky22pRuPuA6PQ0UIdtjaFWUMvC1j2Bwzh6lClNrKqlRlSRsJVM7a53O0H%2BscVrjKzZjwMzDCh9lho3O2pfDjAN0cdtSecpxF/JGXeYlWPjk0b0ZWTyUCNtVRUayZnuN0PoP96GxgoT7jnXKXj5rw4yw2TiqGAoqBBM16OOcBf6YKHhnuWlWBVouEeBC%2B1byZFQg8I9gxg83giz5PQnHN9aIv0ufmj/olCYfSKa2n2zTZjisZKL8niQEMJctWiJOO7ZG9ihYwwnbOZa1D7fhKufn7gg9Ho88LDDV9lUai10ywtR/moXTr0pOqpFt0CNBlrBEe0UXJeECwFwSWYvQ%2BAxp3gyaw57C6P7DIYmrYsQDL8JMWQF%2BWGjUJntL25AxWF/tU2DOULaWXDGGWVgVVnIWU9ShEztDvQdFUQ5jEvjpyxpi8pFhaE7wNh/TOnsi2%2BospIYjCrbJ8Mp25PNBMrIJDDafvgsijM0SMs0oXhHGwZP1Ytl3dw%2Bfjw9XixaJU6dO9EptJs%2Bx7fijT4lOgRuB2wk%2BLEBm4vC/jo%2BzM%2BBicJLpvaBU%2Bij2SbB/Ew4UZMYY%2BY%2BkxErijt/YA3icMEqT%2B8R0UOZplzIezifp2rO8NzEZ8IFOV58Mm4OMuHAa1mpSE0twaEACoT6gcVM/2ecvRmFZq1FDusNUu97ryXwAgijcchchSVx8LIOyXwdjEJFacaPuoI0wzdYgzRVwxvzi1G/Vxw/79z8N37j50yRMoq9qea2YHOWvfAEzEvWS/naZqEMtL68DQeokVpvDOysFSsqA4prxbxt/sEhZfhiSmdffIOXlU%2BYoAjINEkJ/PSzAPd9wu6TTuOEKsMAwbe5txXt/UFqAwk26XTymEgZiTduHH%2BG2o9U7Hw3QJrcvxhi3zYKP4Ko0cK0kbpBNrR2NOCQ4PhWClNOBErsLW/AMufD9eFp6SyeaLGiiIZUHTj0bJ3gVKkrzBGsC5yJkyAOcKwxfqIJpaw1du8rwrpnOv28Yr1w9zVg43ebWRXSoHR7sbIAPKDHWvrfu1NY0GIU2oFtfwUqWqTPChbA8Bg9xYadu9r93ueB85g4ZQLr04Kazl2XrkhnY2gLyoXxVXdTGSr2K1fG8pxrR4UUh/JnN0Rgkp8oOhRvpyVwWV/m8TLUnVAaiL0XLKj%2BZiqyQi0cE2e0a5pwYDuZ1SzC%2BLn8vbp1NUIZQHcZysxW5QpUXhcsz6xG6rICNAQSKJlGcbrOgB00w7U4z4B4D2JoC7eiht5xgpUzxZzq2NJZly9OXxLKSodSNLlP1KFiK1kYxqNZZBAtAU3NaB2UhcPrhtVcgWrBsS6OqI0orqM8c6Dh2xVo91vF0DPQjCKmGOduDrXISHyYUBmZAOPrugZZy0Vfn%2BYXdsOqzHK4jx0R249FS5Cm8Nvwwnm0Fa2HHXFRfnyzORy76sQpsVtWwRBJwb%2BXKUaUjmjA7iZZWG65YW%2BpRMFT1MePP5rcQjG8rJ66Wb0JPCuBEwsJIswZs42oP96CYtZbtbeUITuVlhUsQIHgZTkP6fl1rMJoUdx0BOaVfqWV9ZpKm0ysernR%2Bmi6sJyicJ%2BGNTBP2ZGeE6jAqKB/olFYfMbdUcnel4G8h%2Bm%2BAuRlpiJ7K6uKtBjENtM4oaDLrhIabsfzuUIY8ypk46gzDHjO4lscJhupmXnCMwtWZLBGxreYzJt4LncqHHRYZV9pxpt1NHZsR8M6X9qI4ZmXWYLWAT1WP144hRueULrvHB0/3/C8zBLDyoD5kDjuShuypD%2BYLYaV8nJeBkpa7NAzZakwO1Da6ZBT6MvnCHsn0aLSY0OlIH7R%2BmIr7DJ5EVM631uI771ezPorrKw8njF2zzJ2/7oDTEEJ0tDNX4unt5Bp1Irar6aK9YSW45yXjqKD90yKZ7Du8RZ0lDGB7u5E5TLpnVJYU1fUspAYUcrSZtINthMqI9ETqq5r1nxPTJOBBhSl09K2Y2kibO1LSxc3lCo7HoOvYfXGalRvzmVlQro2EUatmoTc8S0crCzvprLHShGLWyotzbssA7M06ch75jjSVpIVihHQ2jkBZhtgpLUACG5ijyuJI8yJlEI09g%2Bhq6kcxTlp%2BGzABluvuBVqcUUjuoYG0ch6yoEKq3Z9C44IXqWsaTxH97H%2B7/oatL3Xi7/bGKSJmaFD%2BRunRG/UHBVcvXSfDS4yqW5vQ/%2BpwJuBqHK24k1aXIMpHi4WRrff%2BL3q/mK0nOpH2/ZiYZlJeqbtogoGITyn0PG4LsIKFw9UrCHuwKn32lCzXlxqUgjPdQ1Mm%2BpZmvagPuR81EmAxs9bpZW39lVgm2z8XLWoHB2%2BtJv9iRhWysv8UtR3D6HnJWNQgUFzWQVrxyYjlkyCLCc0a6pgpgbobB1eOyrvjsWWztr8RvS%2B14LyfD3uEcqtC5%2BlrWZxtaHlO8FiyspSbS9Li1IYF2qEMmg7Dyym99i6UCO1w/FFC%2BNLPRjqrkcpCystykPxo%2BVUxbpCq7ZNTameSBmJltB1XZ4mtLStmCa0hLMvz8ctXZxmwGaaDju/2K/HHitjjnCROb6NoVlFZY/KKy3F6obz3GdMiFMa2tDxajEK6Ue9p%2BGI67CFGoY8wUMKum9xE3s8%2BdwIQzqPC7/85S8xf/5kDwZzOOOhjVcyKqwo/%2BllmKfI8jGZ0AYowrzp7T24vo3M3BxOskMbryxGwSvpaBzoEiyxdwsXLlzAl7/8ZelT/EmsnjmHEzMu9HXTOF85jEuTX5BzOHckN07BetAN5BbGZZllzhhcmHPuADxw7q/DzhOAbvtqvsYzh5OI3HLD%2BrLoqGdaH8Myy5yQcGHOSWJ8eyunIvupTrjnV%2BF7T%2Bin0B%2BBw%2BGE5VInSqieatJR9IpdGKv/3hqf0x4nXnBhzkliVJhO%2B70zHV%2B/3oyenhoYpswrn8PhRMQ0NdRkUtekwVjRgiN7RC96TnzhDnAcDofD4Uwy3AGOw%2BFwOBxOSLgw53A4HA4nyeHCnMPhcDicJIcLcw6Hw%2BFwkhwuzDkcDofDSXK4MOdwOBwOJ8nhwpzD4XA4nCSHC3MOh8PhcJIcLsw5HA6Hw0lyuDDncDgcDifJ4cKcw%2BFwOJwkhwtzDofD4XCSHC7M7yq8cA3YYDvnkT4nD%2B7DJZhF2yjusktXOBwOh%2BODC/O7icHXkLeiAAXLtsHilq5xosC3f3oJOi9Jlzh3B7c8cBxtRvWjecgQygA7MvNQsrUV1gvJpxxz7jy4ML%2BbSNFh9XxAk7MYWrV0jRMnuKC/Y7loRfXXU5G7sRat3XZ8ttAAQ64BaZ/aYdlXjaLMLBTtccAr/fx2Yd8lKhklh7mmfjfChfndxGwj6geuY6i7HDqVdI0TBRrodpTCKH3i3AXcsKHu4SK0DgD6shb0fsTqz3td6PppF/qHLrO6VAOjxg1rzTpUdHMhyrl9cGHO4USMFsayVUiDCqpp0iXOHYwXtpfL0HCBqXFFLWh5qRC62dJXAipocqrQ8mopU/Pc6Hz5EBzSNxzOVJNYwtzjhKWpGkXL0sUxqfRsFFQ0wBLKYeuWG7aWapSsyBDvmZWBvEer0doXTEv2mUMb2JkHzqMNqJTfW9EMm%2B/WGyw8uyqRlymar2iMrHKXBc4AwfE5aAkmLrcNrVuLkJ0u3pexohINR50hzXCecxY0VBSM3uMbjxsNiwJ5HNjr%2BlpR/Ug20oVrFAeWZh8FeNulTpTI7guEe6AdtaPjgunIzhfDHjQHbrhgZek/mmdh0z80Yjr43k/PqkUny//PpO%2BDQmWH5VVBpGVnoEH8HTnUSWVoNA6%2BfL4h/VaG62g7DuWvQJZGuuB7zqw81AkXLCh7kD5Hau6cnPI4ioflT5MsXUKWK5HoyqJEVOUgzJCEL00f7WQiUobsuuuaHc2%2BcvK4Rfk7RtTlOBAeG46%2BQk824rlthUyVC4x65VpspvJwtgnWQfGaQLB4SIQ2i3vhOiGv19SOlKC6xQb3LeknAr60nIW8F8Urls1SHgR670TqiXSvovw1jYXH%2B5G87o61eyGL5wUry8exshY4jgRTlh4Vf9Mw4IXzcK1U1tLRIE/zu5mRODMwMDBy/fr16I/320aK52OEgoT5%2BhFDrmHEkKkVP0M7Uvz64Ph7PuoaqcqU7tGkiffkpI2weiVc02/pGhn2v%2Bd6z0iN8L1ppHi9%2BHxtpvI%2BaApHWt7qGCkVnq0ZScuRh4UdmTUjvZeVzx3aaxK%2BMxQVjuiF32lH9Cw8el%2Bc2KHf3jNyWXaPeFwe6ak1SO%2BW3iW/j8Lyvv89Y3Eo32IU7xXSTD/CGpzg933QMmISvq8Z6ZFfFw55OMSwy5%2BnXd82Muh/zwe%2BNGLHuDzTjBhqA8U3%2BDH4erEs/GJ%2BpmnEZ%2BkzdeJ1lob%2B910%2B1ThSKPyOHQHCUfhq//hwHK8Rv88vH6laqRHOhXIgy2fWG1PG%2BTJL9/yqka6PZNcGOkbMO8zsKB0xCvfpRgq30GfzSOPx4bHfBT0mpzwKh6xOaRayeyhdFopxhcYwUnP8st89sZRFdkRdDsbi3PKB/Lp0jOZNy8hQoOu5xhGjL7/H/S6GchzkuPzTcul9jWHuGR7p2CKmVfkbQ2PXg8VDOnq2i2Ey7ZXdIxxDIx1levHeAHHQ5LD6%2BxvfbwdHOoTyZx4pXS5%2BryuqEstkU4%2Bi/ZtYPSmWypIUHl85YgfVk543SsV2T6q3inavtjdgOzBW38fKmljf/eNIx9BIS774nXG5cfTZdNQcl/8ucQ%2BSjZNJYgjzy70jNVJDZazrVRTA4V%2BYpYprHGkckN3DCnGjVHj1ZayCumXfDXWMCnnjq/5KgK8hYUdm1UjHkOy7Yfadr1Fih2aleaRH3nCz55YvEr8r3q9sqH3C3Fcp5HEYerNKEvCakapuZQN6ubtKbHj8w8IaiJ7tUoVmDZBSKZHFQWMcMcuFhntwpKVIrGgaf8EXQpgPvV4ohIPi3Dss%2B264d8QspLNmpPQNeZwvj3RtEd9DSsq4PBPeoxsxvzN2PeTxQZvU0Pin3%2BWRwf1SQ0GHf5x%2B0zVSLt03ruy852u8NCPlP/UTXL5Gih3j8vn9ltH7Im8owgiooMfklMexOqUfKd2vrAODr5eO6IT3sbyWXY%2BtLMZSDsKkVThhzg7NypqRjlNDI8OXL49cHh7L2%2BjLcfBjcI9Up7eNVyAjOmIU5mP5wOppwDgwgb2jV3EPHcGVA3bEoZ7ot3SMDMna2eG3asbqpfBclv%2By74feKBfLGYpH2uTllh2XfyHdm1k60iZXEFn71bZJVNz1LJxj94wJc6FMM0VlkOX75cvDI5flbX8CH5MtzBPCzO6xtqJugJ3k70TT4zrIHa3VGeWof5Zcjqxo7RkbkfL2tWPnCXaSacaul0zQyscwNUbU/LBRcFSyvtAMa0A7jwH1zeS8In0k1Ho8%2BWy59MGI53aWQy8fI2PPLX3MIJy2n3MK/8dR1oSmjWmKOGiW12BXHSu6cKPhzeMKs9OVGzNRscOMxheeVIaFPUFfthWldHrwNM4EtNHrUPXj/SjPlL1tmhaFJRuEU/dZF1zCWRi8Nuz9azLJFWNXUzl0igzQobzWzN7kRus%2Bi%2Bx552E/SEY8EzYX6cfl2dZtdObAaWcgE%2BJ4HN0N6GQ/1VS0%2BKWfCtpV9WjaLaa7P66uZjTTfZua0OJfdhYWo%2BmH5cJ4ZvMLBxAwxxZV4cBev3xOKcTmEjpxw/HriFIwDsS3PLo664Q6pduxC/WrWP9Hhja/BlXr2clAEyx9YwUrtrIY33IQEUKeVcF4vwZqlQoqteTNGVM5Do77okU8mWL/iPMDB1goWYo%2BVgi9fxyerhJOHb9yCr%2BJlAnXk1xWB2uN0MjSQp39JGoqpA/Ln0P94yz/Zd9rVpaiNJfO2uEcFi5JuHDoxTrYWW6YG%2BphSpEuE6z9Mm2vYjkI2P/OAluAds%2B0pwX16/XQsnxXqdTcf0UiAYS5F2fs7cJZaRErLMKZEu1flMLMGpm1905nvya8OHWiQSzw31nLikQA5q/A2nz2390K22AgSajGzBnSqQzV/MWsWSKWYMF84UTBPTOkanDhSuDKNHsmEz/j0eVtYM0146BDUVm0K8tRXlGOYrlA9qGeiTnCyUW4rwknfmixICXA21IWiHE46oqswp%2B14wD9cJMJBoWDj8SiJeLzTrCwj2oic6FdSv8tTCCMbxr126%2BDaaNoWxMoR/1xwXlSVNTWPpQVMP1mqgOkD7uv77CV/ddg87eMigbKhyp3tTieOXAUpy%2BI1xTMXwBtgHKgTRNLgeViRCkYB%2BJZHt2wn6B00WFtbqDaoUZWLj3VDesH58VLjNjKYjzLQYQEybPYynHiMTclS/hvOdYHl//YcXaNkJ7XXy8M2FYGJg71hOX/TOl0DKZoPyCWTuhZnohnMu7BdOll5z%2BW1aNLdlipI7ZoLXIWiZcUzM6CQWi7rTgbQLPQfWn8mzgJIcw9TAMWz%2BZ8MVAxY8w3Co1MeT75EROs4ZI0PZ02WJHWIE0nfnfx6hXhf0REquXdDKQghIA1QDnCiROuAE4/7r521FYUjDmXCIfPqWpycbscoiDYV4TU0XcHCsdVeEadwjQwldfAwJLYUpGB9GVFqH6xHZYBJzxRJg0JFddR%2Bm/C4rRAojwY7L5e%2Bp8F7b3ChQBokfYQ/bfBNVVyOZ7EVB5dcHXTfwdqvxIoP2chfbPY63R8Oj6zoiuL8SwHEyO2cpx4aFayHm8OS9DuSmQ8mI2irXVoP2qH81qsCTp59eSeCMunV66UXHIx1Y9xtha5AfMpHWVS%2BY22mb2bSQBh7mt4osHX%2BIdmVMOdst5VLLCCTY1gfiWaT36GBd8wC1YI8ZjiOc3z9cJiGMGPFIUZTZVZhS5bF%2Bo3GTHzmhWtuypRsiIbqfMyWAPUCntAa0IcYY1CQJOgAg3mSj1ap7x3cFfAFNqcQPkoO3wmaoHYyuJtLwf%2BRFmOg6GdL/U6x3lWTzIz9Kg6bEPXSyzNZ38C674GVG7MQ/b985Cxrhqt/VGaFRK1nmjSAuSN8lB/XvotJywJIMy10JJJJSo00K6STkPguiD2PgxzgvXebz%2Bug9UoOegS5rEO9vegcYdo6hSPtVgi/W5KKNopLIYR/DD7jaUyNAaU7u4QFtAYfr8XHXvNKM75jDVA1chbVgbLZK6Gdi/rTUinwWGK34fiWcrsIJafO5YsbN0TKB9lR9mYGX5CZfF2lgN/YinHAVDPlgZz7eeZmhMKD%2BwHm9Hc1Iz2gTjZ76dpYCirR8d7Q7g8PIjeN1tg3mjAZzRd7etZrOcahcBN1HqydCtaAubP2FGaIf2WE5YEEOZqaKQ6c/W3QSrCLS88Hg87fDaXudCkimeOoDahscK5KGWueHI7ueiSFpRIk5m63HC8S2NZwIaSQqUT3xQy2midDNdoyRiXJyqoU3QwrilHY/cpdFSw1tLdiYbuSJbR8ClnFpyXhlwig90nONicCjh0IeKC6yT9NwT2L7gj0WCOkC4WnHFGaqeMsSzGtRxMjJjKcQhUi5YIjljotaAv0DjyKE7YzLWofb4JVz8/cUHoFdLTI/kHsXCotdAtL0T5q1049aboqBbdAjUJVk9mzRH9h7rPYCjS4skJSwIIcxUW64Uqg9af2QIuMOA5tg2pqanI2udz1lEha3kVK6Ksueo4HrjiXjiOQ2S%2B15TCkDGFjfinn41WQjmu3kPiONGmJQot2XtTOgnEhfM4LZ1OJqoM1quik/%2BfvbMBrKo48/7jZ7TYhoJ7/eqSF7pitBJKTSCUJmJLgLZEUg2mW6JZbcjWxqQqH6uNrGtjqgWjLjG1G1O7YPBdPuwLhHaF2JpNdAUSi4ZWYmxhQ7eitwVNFSGK5p3fnDPJuTf3hptwg7lk/nq4J%2BeeM2fmmWeer3lmbn211GwLM7oQMO6pxq5HZIrqk7E3rgtB/3iZmORMcYSak%2B0N5TlMdTzEJ/6zIST93ng9VC8nSNq1BH/98lht6Oc66zfJY9h7yXNkcogEspMTSvhnOPSsXBkuc1sp4aDw94B4cUB8oMaj9ow75EiId3a%2B/aZ71j8MiI/7wuiZkn0bFa2Te39cF/a5bh6bUCQZXk/yNNPMIyE2PeqUt0NOP7TII1MUPcfmyboQBkT8ZRNFU3TXkZD8HhpDbJyMU8aeTnyrlJ9uCM2dckj104me3ohxDAFlrhg0I19KktXJ6sWyeFXgjkEdu2tk8SKy3TPkrrk9IcG4tFy5a4Y6eaZYCkrrAncM8tdJ2XeK1RBUT32/UDJOZHS1okyWbg5k0I5t5VJwq5NdXPLNdE82qbKYL9PDXcofrJQWT8P9zdVSfJ3ThkFHfIbk6qVzLVL%2BD0VSE7QbVEdzpeQoATN9wfoegX1ZuixgQNbfK2VBfcZOUZs2O1McuZceO8AHkq4rkXxFCn9FgRQFlNcp7ZuXyOK7Q/shCVmFUhjyOYd3ir5TqUSYTwq/f30EocZooF3ePNFzxCFg6CkbC3qPj852qb3jahk7LUvKu5XeAHlxQHxwiaTk8NmglGRtQN06dqk%2Bu6Xa/aufGAgf94k4Sf9uhcOXj%2BfIdXesD8qC7xR/Y7nc4PJY/p25gStrLkuReXwq2lR6w%2BL8AtuqIimqcv8OwCWS/m1KUbRZXhP0vg5pe7rWcQrmjw/Lz%2B2v9074HVrjJEly72QLXOWM3VwgZc8ERlc799TKkm8o5%2B3acmkawomKQw1DQplLXJIsrF4pueP8sv7WVBmbPEuyrsmSrJmTlMAplvX%2BFMl/cpn63r1fI0FyH90gC5UR0PRQjiRenuo8MzdVEhNzpFz/MMIaWXbDCV7GoOrz8g1k9aq6mDZ8jTWVLNNZLrckB0YJUuYvd9r1zFKZPnaUei5Vb4eYOHOJbB2f4SYdhfZgoomkm6tkTYEShP71UjxtrEzip1Kp/7REGTtzqRLkGZJfnKmo7iIuRW55hLnHoD67ZpZMGpsqSzYq9ZBTJQvnRGhJjc6QkscWSooSKbo8tplU5aUmXiCTbtgkI2eHSb8akS531a6Q7OB6dPOOTzLK1spd0wc7OpMkKdqLI4N8ksxSdCj%2BOH%2B9StGzdJ0zNxwwPuifCyZJXlWTpCgBn53aQ5cB8eKA%2BEApybwVkqmVZF533cieH3tlsTRdkh6oFPuBfvPxscCPE22t0nRpqiqQVEUXp0y2Lb1AEueWSZ1fyaKKTVI6O4jX49IlvyJTKS2/VN%2BY6MoE9ZxPGRS3NkliWqhWxknKd1eostRTa4rV%2B%2BAlpw2zksdK6iKlyn3ZUrU4s9cSs6RUJ1rZcvd0XcdZRZ7tXIfMOHEQP7tU1paxFLlJyq8ztHHqc0FynlQ3p8jVN2dLSqgliBYhMTSUORiTKSt%2BtU1WKus2Pa5dGuobpGFfnGTctEw2tG6RZbNDDL/R6VLyy1ad9Zk5ptN5prFTEubmy7KNrbLl/ozIB220kHGvbHppjRR9QeSNV1R9mtslITlXSlZtk02LUwgwBuLCnnanKIHh390mhy9VAuf%2BDdKwqkJyXQ9mxyuBXkb0kSAZ92%2BR1o3LJH%2BuEobNqu6Knq2SqKzolbJt%2BxopnBBY%2B7gJhbJme1Cf1bfrqAnt3f5o%2BP2sQyE%2BrUTWPr9SStgQwt%2Bmy4qfWqjos13W3B4%2B/Sru4lypCq6H4p30%2BSWy8nn17M1Jvekedaj33b7W2cxC%2BX1N9UqMfsyCKKB/Rr/t9o/yv8KNjwHy4oD4YJzqs1pvXzeIf5Rzf31Fbr/4JhD95%2BNjYky2rNim5ExFoeSmjZfDukznp1Bzi1Yo%2BbRTVihPOVSpCfOrZNOqEslNTlD0dOmv%2BbJe/jWcozEiSQqf3C7beC4tTto1PRukXRkHThuqJNu70YqLuLRFsvZ%2Bp%2B/aVR39QfP3Q2OcGMQpw2uNbNfjPV1GHnDa2HDQJ5l9yXyLsDiFbeDc86jgxRdflHHjMO%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%2BTwXt5TQ9HSsrA4HrTIIzNnqfGdKos3Wv4%2BmTB0lPm%2BWilOTZRZC8qkRlmNZ6PspqfLyAMNUvu48maTp0jOoy1hBPAA8Pp6ydMGQ7nyS4Lhk4RJ6fwrMy8%2B3712nNi1TsrXqMHjy5aqlw7Kzq0bZMPGZZLpc78/gfA/lecotOW9Wz4obT9RuDhJruZz18vSHlJOdcrLL1Q7p2uawij8dmnZzGe6ZEz6GDpnkNB3n1sMHyRIUlaCGubpMnFMvHvNwEZoYhlDQ5l3tkh5fp7U7BFJuW2NtO53ld3PN8i21oOy979WSLbPL3Ul10nRCbImkwo2SOvBnbJiTnQEur9th6M88hZI9hh9acgi2m0/YYifKJPncrJedrwSwuzr3C51Fe65v1Z27HLPvdjTIo2wmC9NLhnnXLKwOHkQLxn375SDrRukcFKce83iZMCQUOadL6yTMuY3JpTK8qUZ4gvisfgJuVLx7wslifmQf3oihCcdQzjd/bQYBPhk/OQkfda4%2B1X9GYBdTbJOfSQlp6g7W6RuZ7tz3YOOthZp4GROkozXVywsLCyGPoaEMu84sM85GXeehAvsxqXOlAxOwnhUHbtrpbwoS1ITnfnOUcmz9Fx7Q5Aj3x1uvLxAavWVMpmlQ0uBCRNNy51r4eZNO3auV%2B%2BbJZPcZ5nbL15eK21BU/vmfYkLnLfJfbOc96ujd4JGh7RtDswZmDQzT5ZUNYj/qHtLKHS0SW2FJ7EuMVWyisqldre3Mj2JIb3rEjjVcKy26/ctL5asPt/ngUn4IsTbKwlwlkO3KCXbJU3SXCItO9pUiwPR0lSrr6X94wIdjm94tqnXPW27NunPzJTxyofpDX9zjSy90fR7oqTOLZbyzQNPJjrs0nJWskPzxGk5kfV3RPSPvM%2B98DdWy5JvGR6cJLMo%2B7X%2BTHCZ9zrh2sDyFM2%2BtVTWd9e1Q5q8/KDakhNi3AaA3JrVSyVv5qTuZ/rkP%2BDyXfczEfVdp7Q/4617X%2BPxGIlXYaf1PKHtfYoWFYYXlHwKokHHnjqp9Mi4iGRDL4Sopxmfo2YpaQhqpeBy555%2B5Y30k8ZGNup3hBwHTX30jSsrzbuQ93evV/L3sPv98MOQUObxo9248wsvS2tYoZ4ii/bulb17N0r%2Bpe4ljU5peihLpkzLk7LVrSKXOHPtKWqQMNeelV6gBol7q0JcQoaU3lMqpbdlK08fZEg%2Bf6sjaZS%2BcAx0SktVjkz5SoF6X7vEpfXM7dfclyepXymW2hDvW5jjvE1m5DvvD37fITWo506R1BvKpEY5lYmqzPTpKWqg1Ur1HVmSXrReevuRCuQafCVVMXK11HUm6Lqkj%2BmUhtVlkjdtuhRvNE/FScIM572965KkPNXI0PlajRRMUe%2B7r0Yaer1vihSsalMUCoNXNknZDU4SYNuIRElPThDZ06TpdvWiMO3rLy6dLPl8blS8FFCRdmmpY6IjX9JnpDvh%2BI075OUAadEur76A8EqSyZepugXA4bP0mcVSudEvPt0/CdLZWKPalCrTi2r7X/%2BOrVI2D1pulY6LVHmX%2BsS/u67P/u4f/fvb5x2yY0WOpM9dItVt8YoHUyRB1aKJsjOLAsZRZOiQrfeptqjyNrWf75bnl7anK6Vg2nVSXt8kld%2BaIrMMP6SNF5%2B/TerccVsbat6WcXJtujIwKqX2oK8PfvfAzceB77qfSRspb7t9d50yMnvzrF/q7rhaJl2naPF0pyTo/vaMx2uVUo7qao8OWbdI0eLuGmnaw9%2Bd0ulR0u0bi2V6co4s9ci4ONWuqNRlVJLLE/mOw6T4P/s2h28yEiIMxQ%2BIxg7aX3hMloQcB7PCPNcutUXTHVnZ3C6%2BS9UzF3XI9ooCSZ1SII9p%2Bg1DdEUZzc3NXQcPHuzfsb%2B%2BqyRZuqiOL62wq%2Bq/9oa%2BL8Sxf%2BPCLiWUuiR5YdeaVu93e7u23Jmiy5T5K7v2ep7Rx2%2BrujL5Tkq6tgR/p44tdzr1yXysNfC75hVdiuG7xJfdVfWS57p/Z9fKm5LCvq/1sUznuzu3BFx3jv1dG27z6e9TblvT1er3fLd3SzdtclcF0aWbbr6ujLL6gHfu/VVpV4aP7zK6VjR7nlFH33Xpo%2B1/3NBVqMsM8b7nV3Rlu98V/nx/4HNbS5z3qcM3u7Rry2ue716q6n6uZKvn%2BoCPnV0rprvl/cpz3fT33KquVvX3zofTdX0C6rp3TZcyBNT1hb14ovVn2ZrPqH/9Xs93e%2Bu7Smc478t/MkK%2B9dAjYf6Krm2e8vY3r%2BzKd/s74%2BGdgc8NlP7q6LvPFY%2B59RFfRlfpVk87FF9X5Ti86QvDL72P1q6quaa87K4Vz4cuTx/J%2BV0rm719sK1rmfts0j31Pdf10dq1Uj8bht/1%2B/K71nj5C35w%2Byf74W2B47Kb95K6Sv/Lc10dPXJFyYeQ/R1cv542h%2BTjsPImkPYla7d1te7d37X/j3u79rv37P9VSZcyIxxahZE5KYoePWX2dfRVT1OXzK6q3wZ/19cxMBp38yT1L1jZtXN/z3d7f%2Bm2OURdzFjsxVv7FT0KXJmvjujIk%2Bgd6MbBxNBIgItLkoXVa6QwTVlkjcpqv3KsjFJW6BLlfdTu8oe16MAbh0ZKkbIgV/zwFlHKy4N4SSlY5Hhpq5UH1lch/YB/V4PUcRKcyHZ6gmQW3yJqwKr3tUmbvhgp3pDOkUXKEl4h9343Q3zeefX4FMm/XbdCappeDqBFR121k2sw916puDkpICwcP6lQln0fO1tZuFuis8SsfUOlVCrH1XdThVQFv%2B/SXKn4SaHy9vxS%2BcMnQrd/wkJ54rFCSRnt/g3GZMuCPE780vKHaPjmCZKUgReqymvrKa%2BjZYeeVsmcQ6a%2BumtSho7MrGvy0Gb3DtG57jdNDpwv72yQx/6JNeG5sryiUJICGp4khUtLdT5H9eP99M4nlEjVA7ky3lNe3LhMKf0%2BdFQ999PNARn3x03/Y8InhT9ZJYXJnpIVX2d/e4Guj39Xe7%2BjD/mPVEjupUHlLb5L0vUf6n3fL5XMcR7vL368XJ9XqE9bfhM4VdLZ%2BJgsZkXI/OW926/4veQe1aP%2BauVJe2rZoe5Pw8uskEU3BE2dKN675XtwQe/8iVebn9Dvzvx2tqQEvEj19%2B0L9Wlw/Y4PSgb%2B%2BypZOGO8%2BOLjJG5EvDhUaZd195VJk/q%2BtHyZZAbLnDsXKq4UafrXWmmIkozrNwZI427MrZKq%2BzPFGwSIT1VyYQ5ntfJqQESoRdY9yFiEV4N4K07R4/4KWTbd/XuYYWgoczAmQ0qf2i71q0ok%2B1IlOvYoJbS8WPKuTJQLErOkOMzcUMLsQiksKpRcrwAyiB8p5%2BmTfeI/oE%2BOG76LLtGCTZ7eKg3BEzqKcVcePCgHDy4UZVX2AwmSodpQWJQbqOhcxJ/rtEL2%2BT1zSJ3yclONPsvPUQaAPgtEwpeckOq8C8/q0yCKDO3S%2BBRmjE8WfDMjcMC6iJt%2BtSygIs2bZUeoUNe4SyRhhHvuQcJ4bQJJrWpfNHDJpWn6s7bJzNWZJWme5WYTJutlgf7N7ioDhfY2ZzYzPSlIIO1qkieo2k2Zkh6if3RZfD7T0itnok%2BMSwgQYAbddNxVJy3ddIwC/Y%2BJKTJxfIgKXZigvlHY3N5v5XXeyBDlKT5wxkfo98WdM9I5eaFdmbk9aNnmKNj8r6eHbH/SVIeP6nZ65miVMZyrx1ZGyITG833OdErDm4EtO3%2BMbrHUPt0o7cFyJ7VEjXE1zn%2BWHXLcDQwJcsmYELR6vUnqnlGfE%2BZJ2gTnUgBGT5F0poz8dbJrYBbc8WOANO7GZWocuKc9UNfc9rb9yfPcvjY3Z2qeZEwNQS8ZKSNDMccwwNBR5uD0eEmas1Cqnm%2BV/S/Vy0rlBWnF7m%2BQmjuyJPFrZdIQRin7G2tkaVFWdwKFc5iEjigiOVuWz1est6tcssaSHLRUqpWQbdkXBbOYBJLVS6X4mp7EOn3MDNWKDvG7Fut554bh3nEZ2tApnDvetfKPB35pr%2BdziiRcqC%2BEQIKMv4rPhjDrvE8M4i6bLNmcbFbKlc/O7dK4Rn1OUN5493KzJEnJUR/dClN58i%2BQx%2B5TQjNQtPjbWxwl9niOjPX2S/dh%2BOxN6YjKPKoSZFP5bJA3D%2BoLCrFD/0hwlvvZJ1QbekaVav8rTqOqvzU2RB%2Bow4yTAx29jVc3STTPk1zK0Z0YGATf7FukJE3Jno3FMulykvLKpGZzk7QdOMHu7%2BvtTqLurqUy3VPvniNRCjZyQ4scOcFV64V%2B0nhA8Lv0mDtREo9fqJ1UGFrK3IO4MUmSOb9UK/a9/1WlQ/BkXWYtCt4Ck2SISZI4t1gqXzgsl3zdSdwITOiIJhIks6Jetq0qkdxkkabVlbJkQY5M//wFkjitQGduDmhMmQSSokppfPcSmdPdBnXcFKoV7dKuB/EJghIqxzb8fXK%2BqywDrOkTDV%2BSpBNq8zfKqyhq17NOyk7ToXUHcTJxKtMXDcqTo67t0oLCVxZ/ymV8hsC4FCexJ%2BwxRuIHa%2BlhLNF/kKF3TwxJf/e4MNC47URukDR49yZ5dUS6XO8ZW92JgcEYkSILn2qQDfcrGTL6bal7vFyKb5glqRdf4CTFbetPCCYK8I0P3VbPEX%2Bae%2B/HgAHR2CKqGBLKvLOjQzrUEU4Jxk/IltLHl%2Bu5IdlYI1s9IcT21coSXN0uvpwq2blti6y4xwm7O8c8mezeF13Ey/g5C2XF1p1y8I%2Btsm3rSllRlCln716vMzevfqi/O9W1S80iNs3xSfajO2Xn1hVS2t0GdXwzVCuU96Y3SDlBuFB5fe5peOA9OWdjRn%2Bcsa4EuWQqAdAGaWnrcJek%2BSRzaqBQiZ%2BaoXMqal94WTp27XByIXImh7f4c%2B7VGxmFP0qD8jaiiJii/%2BAi94ehaO85yjzTTp0N8kBumTT4U6Tkl9tl25PLpMQzthbM6B3g7cbpPkkvWCZriBTu3Sn1a6uk9IZ0Ocxyta9NUR7xCTSYpi6SqlBt9Rz5k9x7TzSOh8YWUcMQUOZN8sjYsTJ27FypDrUjl8Ho85WIBoGhx5bntAiW6/OyJeEEbMjSbXiYebQRPhmfnCm596yUnduX6UhAU2lN7/n0vuBvkQbmxeR6WZATKePHi89NhnnzL2FedrRT17WjIxrxN58k6MSS7dIedqvHdml/gc/00PN/JxBJKfP056bdddL2ArPiyuMOnnM0O8Y9vkMa2pVnrk7TlcIP1sc9SydfVS08EWiXV3XUJV3O616%2BGFv0jz56%2BL3xlX70wituvsOcBZKdGrmBE%2BxgxMUnSNKMbCl8eINsX%2BskGq5/cF13vsWgYdR5TrJgr6WWQwgDpPGA4Etw8lM2nqixGDsYAsp8vCQVID5bZN3m8GsR5cAbbud5BZwadH39UsmeV2WHexod%2BGXrHRgeY%2BXe50LU9GKlHPRJP%2BdOldLta5y2vxKqFXEyMUXHKqT6Fw2exLgedDy9WNd1yuMhdkPrNxIk7VpMFb88Vhv6R0o66zfJYwzq5Dky%2BWPeCjVu/EQ96P0vrFN8pU5uSpeJvfSbT1KuQlQ2yfqnoLFP0nqtL1dlTUp3VkXUV0vNtjA9hfB3TyOG4s9Qv0wHHZ/gJGCOP7boH32YaRFlzv%2B0Juy66o4DQb3wIRQLh05pbdnunnvRIo9MYZznyboQiYTxl010EgJ3HQnohzg3EeDtd0P0zqG3%2B88fYFySZGgjtFJ%2BuiGM%2BjqkeK9fG8dEGQOi8QAxZrxM1vR4QjbVhxoFb8ibA0r%2BjH0MAWUeLxnfvVeylT5vWX693PBQg/iD%2Bqjz9QYpL1osOnd7bq7M7BZUylu5zPGjyh%2BslBbPaPE3V0vxdcVO6LRPtMsbEWe6%2B2TKDCdjtvKHD/T6%2BVL/05uc5IwJk2V82CSlELhQWf26GeXyQEVLz6Bnp6uqYsm6NXQr4jPypSRZnaxeLItXBe6y1LG7RhYvgmIZctfcMHNW%2B97ol4BJyCqUQlVPf0WBFIV4X9F3KtWgZrnR9RGEhCNBh85JqHmmPaTy6hMXuoP%2BmTrNA/kzJofMgHaWqDVI7cYw3juIz5DcMvKvW6T8H4qkJminsY7mSslRwn/6gn5ufLOrXK5XfeTNgO/cs171G3RUPVcwxzPHHyX697PPhxLiZ%2BdKKfwegm5yVPHKozky5eLpUvCUpxfU2NIjdvMjUundUKajXWrvy5GCilBq6BJJ/zaUb5B7lwe9R1Gv7elaZ5zPH%2B%2Bhs0%2BSpjoL7ip/XB0gizpfr5OywiWqtIEgSXLvzFeli9TeXCBlzwTWt3NPrSz5hjLYo7qJTbu82Z/VPwOi8UBh6OGXyu8EjcVO9b47FsvSviK8JzGGRgLcmGypWLdMMsf5pa40SxIvYDu/LMm6xslOv%2BDyLCl7WomptIWy4YHA5SAp85dLLsr9maUyfSzPpepM8MSZS2Tr%2BAw3Aa5DjgR78BemSMYMTmokTz3DTwJG8vu3vmt/IGsKlGBvLpecRLYrdOrJ1pqJ3%2BKnN1OkpDw/QAgfGyly/QO5ehqh7u7pMpZtEKdNklG%2BRJl1x1YZP9tNgOs4IgGbFer1%2BStV%2B/2y/tZUGZs8y6nLzEkydlqxrPenSP6Tyxz6eOBTCkyXuDpPpkDnacFbTIbBiHS5q9b50ZvQ7/NJRtlauWt6dEK8/o2L9WqB4uv%2BOfRuYH0iSSbPdk%2BVqJkcsDjcA3eJmkYfGbJJN1c5/e5fL8XTxsqkmT39PnbmUmUwZEh%2BcaY7FRQhMEybiiVV8a0uT5V1QXKB/sEhckCWsWrCi%2BOg/4D7fEghSQqr10i%2BUuj%2BNdBtksyi/epIvXyszCpRZtvsfLlltoduF2bKwnvYW6BFqm9k689Jamwlyij1bN7ywzJxtjtS3z3sMRjjJOW7K6R0tlIZQe%2BZlTxWUhcpVc6vHy7ODDAQE669XRZ2yyL3Gfr08hx54mx2pRwY4meXylqdB9Ak5dcpOePKRvr9guQ8qW5OkatvzpaUEMs%2B%2B4ckSbmNwdAiS6%2Bk/rOkOJLtXAdE44EjfnaJVN3WMxY1Pcigv0C9b8NIV64PPwwNZa4QNyFfVm5rlS2PlUr%2B3BQ5e3eDNNQ3SNO74yV9br6UrqqX7U%2BV9F7nqxhpxa%2B2yco7cyVFDST/7jY5fKkSrPdvkIZVFZLL8iNlE%2B94JdgfSZDcB9ZI4WxnC8mGV0XOiigbNEEy7t8irRuXqXqynadTT7bWzLxpmWxo3SILk/uvzHxzVkj98yulZL675eXuw0qJ58uyjQ2y5uFcZ6lV/Q5pCbaYx/S0Pz2u3anLvjjJcOuyzCvYDMblyrInCyVDb5vYIK1ylhJfkSHu4lyp2t77fenzS2Tl89tlzc1JEZd1LPgmZWpDxJc2WcaHWt99DIyf5IRlZXqGpISNlLhL1DibrHjBOQ0Bb79jzDn93iqJylNYKdu2K16a0M%2BWX3Z9d9/5DqrydiuDVfPuFtn%2BaHZIw2DA9D%2BOPh9SGJMhy37ZqrPMM1lNQvvr2eI0V0pWbZPtqo1JAUotTpKKlCyg3xjryuts2322cgKg11pZoxSy7vP6XRIwGTVCGQ5PbndWraTFSbt%2BT4O0x6W7/V3V%2B9cPlbFVskWNuZsyZLyvXdetVSY6skjJrpnubf2HasPNa2S7lg/O1tG63w/6umVOyHHebyg%2Bun2tMiLdbXzrlSKPyEAYII0HjHhJX7rWXVGkpCW64k/xMqUIGbpGFg3UaopxnMI2cO55VPDiiy/KuHFBrqCFhYWFhcUwxp49e%2BSKK65w/4o%2BhoxnbmFhYWFhYTEwWGVuYWFhYWER47DK3MLCwsLCIsZhlbmFhYWFhUWMwypzCwsLCwuLGIdV5hYWFhYWFjEOq8wtLCwsLCxiHFaZW1hYWFhYxDisMrewsLCwsIhxWGVuYWFhYWER47DK3MLCwsLCIsZhlbmFhYWFhUWMwypzCwsLCwuLGIdV5hYWFhYWFjEOq8wtLCwsLCxiHFaZW1hYWFhYxDisMrewsLCwsIhxWGV%2BQtEk5aNGyahRebL%2BdfeShl/W38j1UVLe7F46wfA/laffP2p5k3vFoEPaGhukaV%2Bn%2B/fHgNfXS56mW7mi4FBC9GkTvh8sLCwswsMqc4s%2B4d%2B4WFLnZsmsmY9Ii3vNwoGljYWFxVCBVeYWfcI3brKk%2B0QSMsbL%2Be41Cwd90cZ62BYnF8JFFS2GCqwyt%2BgbE/JlQ%2BtB2VmRKUpvWXhhaWNhYTFEYJW5hYWFhYVFjGNoKPPm8p6QZEeb1C4vllnJhHRGSeK0HFlS1SQd7q0BMM/duF7aDzRJZdEsmcTfN9eK373FwN9YLUtudL9Xx6SZearcBvEfdW8IwDES0o6VkHXULw1VSyRnWqLbhiwprgj3rjDobJCyRN4xXSp3udcC0C411zh1XFofeQJWx%2B5aKTd0GjVJZt24VNbv7pDD7ve94KFxME1Bx871nvLcti6vlbZQHTbQfj4WXHrnzZzklD8qUVLnFkv55rbA8qJN01606eGbxAW1%2BorcN8u5ZyDJe/4GqV6UI6m6zvBsiDYFo6Nd6iqKJcvlvVHJsyRvUbU0hOo8A/qioodfRyWmSlZRudQqvggLXbe87v7r%2B5njHE8HWmS9h1ciqp%2BCv7lGlnaP%2BTA80QfMVMn0R0NkROypkRzKva5GcU0wWqTySt4ZOiR9vPXSGOBY6nv6J0Q/mfeMmiVl%2BkKtFFzu3JP3VF9MZXGiMbQ881cek4IpqZJ331bpuChd0i/1iX93nVTfMUum3KwUtntbL3SskyXTZsnS1U3OPUe8grhDGkpnSeLcJVK9sV3i0lS509Mlbl%2BtKjdLEr9WJg0H3FujgUNNUn5tumTdUS11u/2SkJwuiSOUkribd90lW93bjom4KZI2n%2BBti6yrDyVMGmV9vfr0LZSMqXHOtWOgfWOxTJ%2BWJ2XQyTde0SFBOl6olIJpU6Tg38JSNww6paUqR6Z8pUCV10PXkQcapOa%2BPEn9SrHU7nNvDcZA%2BzkUVD8WpyZqetce9Ok6pKeNlLcba6TshlS5Tgmtbm4YBJoGIk4SZpRK6T2lsjAnybk0I1//XXpPUv9C8dAoPUuWPN4m8ZelS8o41X9KCfRqkxfQ4iuTJOfuGmmVRIcWce1S%2B/gSyVJllTeHeEo/o/ribsWvnQnOM2M6pWF1meRNmy7FaswEAz6alEjdlNE8yun39NFvu89cF/o9A0TnrmplZEyXgvuU0owLflfo%2BsGbTQ9lSboyfio3%2BsXHM4rXO12emF5UGxGP%2BSZlSLr6bKlr6XW/f2ed1HHyTJ00BSvsPS1Sh7E4PUNSLnQuOYhOvQIQzbEUCqOSXP7Nlwx9IUmyb3N4PCNhIGPEYrAwtJT5RsV889dIq79Vtm3cIBueb5W9z6%2BQbCUF/WsKZIlSGiFRXycvf6FE1mxX9%2B/fL/sf7pnDbF9VIFkPKSs0OV9WvuSW%2B/MNsu23rbLmthRteWbdHMq6HghQcHdJWaOyWJMXyhrmU7eq923dKQdf2yKl57b3wzuLk/SvLtDtaFnf2CtbGmHSoD5989NkSiRj6vVaKfsn2umT7Ie3yd7WbQ4dWvfLzlVXKzr0Mx97zzopu6NO/L5sqQqg605ZeZNSZMpzyVMeekhvY6D93AvKSFLeYc0et03NW3QdNmzcJq0vVenymu5bLNXdXniUadoL8ZIyv1AKiwplwYwE51LKPP13YVGGuFciw8YG8edBo52yRbVpS/NB2btVCVDdpuvl3uDIQWeLlOdDixTJX7VTWp93%2BgPa7vxZviQpT7rs%2B9WBbe5%2BxicZZfU99FP8uvdXvEvR98Yl6nv3fqD6dcmNio9Uv694fq/D3%2BY9j2Yr2jZJ2cKg9wwY7bKudInU%2BVX/PhqiTfT/jcpDDzLG/RuL5PpS1ZOzS6V%2Br0O/DT/fIjv31kvpDFXq6sVS%2BXQEfvC4JMmYoD7rG6QlwAntkO31buRFeaoNvwksq6OtRfNRUkZSQJ9HrV5eRG0shcG4DJd/58lkfSFBZn7b4fHc5Hh9xWJoYGgp8%2BnLpGJphvhOd/9WiL80V5Y/nK8FcF3V5tBCYsJCeeIx5U1d7JP4uDiJi3clcafyEn%2BI/ZwipeXLJHOMc1njdCXAllbJCjWI5Jl7pfKZfg6iUOhQ7ytFXWfIip%2BUaMHbjdEpUvhYheS7f0aE5AwpQpjsWieNAWFhvzRsRpj45PrpU5SKOjZaNpbLeiWQfEVVUnHDeKV2DJQ3OUfR/QF8kMjh39XgeCZ5CyQ7gK4Jkll8i2RyvrpN2vTFIAy0n4PRoRqUhpdQIYsC2qQwJltu%2BR7esfKSdnoEWhRpOqiYe69U3RlEo%2BRCWfZ9/CO/VD6lPDHnskb7%2BjIpa1YK5J7lsmxOoNmQMLdEFs5XJ80VUtvYYwR01FXrZ3hXxc1JAfSLn2Tepby8LT290XFQJB1P7eFFkntpoDBPyLnFpW2dtHgNgIHCr5TiM5xcLwtygttUKLfM4axG2vbqSw7UmH/sn5j2UPxUUShJAY1KksKlpcoI8Ev145F4wUkyeQ4cuV52vOIxnjp2SONqxSk35au3qBrU7wjoi7ad1epfn2SmuNEZENV6eRCtsWQR8xhayjx%2BpIx0T72Iv2qOzONk1w5pCxW6HXeJJIxwzz3ofKFOyrGo5y6QeQiZXlBWZg5qRw2ixpdDhy77g907hGEs0zMlbZy%2BEogRI%2BU89zQyJElatqOQ1j3nGZIHtkvDRvXpWyAz0yJRO%2B3S9oLz/LyrQiuqkfGBgvlY8F10iRYW8vRWaQi2g5QiXXnwoBw8uFCZUSEw0H4ORnyK5Lpe73j3khfn%2BxwF0PCm162KFk0HGZclOPQNQsKMea6htENe7mZYvzQ9g2mVJPOmexRIN%2BJliuJJ7qv77avOJcXtLzfV6LP8HKUM9FkgEr7kTBHMu/Cs7rERn5zreGqzQ1JcztN83yBvKqV/3PCdL5foitXJ1sZgJkuQ7FXw2EFZmOxeArua5Am6%2B6ZMSR/tXArAhMkO/Z5pCZ3XEYSkFM2Rsq6ph1c6dzbocT5vziLJvEmdPN7g6YsW2fE0n/MkxStzolyvbkRrLFnEPIaWMg%2BHuESZOJcTZbV65fIx8MabLheHEYzAN86dy9zrlzf0lYHD/yfXD52qjAvn7LiRNH2eEtFKRPxHT1i4o6lR%2BSOq7t9OD60se8Ev7Zv5zJSJ46OkqJKzZfl81cpd5ZI1dpLMKloq1U8pj%2Bx4dkMbYD%2BbBK68uamSqJN1nKM7CS0I0aHpx4QLE3TdRfaJvzu83C7tGCKqNUt14lXvw9Ci5V3TPx3id4fHeeeGMeRMiHXu%2BF4GIImUlYvyehLt9JEoBboe0UKKZP8oV42lFimfO1YnAC6tWi91u9qlM0wyqb%2B9RXG7wuM5MtbT/p7DJHK9KR2H9EmfiJuUrqNp/s07XF7plO3PVqrPQsmY6pPJ0/HNK6XuBZeu%2B9pkBxGfm9Jloodo0a7XMTHQsWQRs4gNZT5A%2BPeFFuYBOC9BpvC5ud0ZbEMNE%2BZI/nT12R0WVh7VC04Yb8FVH6faSZDMinrZtqpEcpVn1LS6UpYsyJHpn79AEqcV6Ozc41DrEaOTnAcSgO7eJK%2BOSJfrdbKOc3QnoQVjyNL0eOGT8W4iYtjDTEF1GwD9hZPENWVanizd/KrETb2%2Bm96l9yyU7JARsIEjYe4KqX9%2BpZTMV/3SXCOVdxRIzpWT5ILLU6WAVRPhFN%2B4lNDt7z7GSLwnNB0W8RNlMkoRD1cnurVI0xr14Srr%2BC%2Bka4/aeO4dr%2BxQ6lOZzVMnBk77GESrXhYWQTiplblvjA5c9Y3X2/Xgk%2BnnhfXeP14kSNq1zF26YeHO7VJXof6cUCQZ3vDix4J4GT9noawgwe%2BPrbJt60pZUZQpZ%2B9er7Nzr36oZXAVemeDPJBbJg3%2BFCn55XbZ9uQyKdFhd%2BfoTkLrhaFM0%2BPBFFn0qJskFu4oMAZOglKU7mk/0Nn4gE7i8ieXyJbt22TNAyXd9C4sWiAzQ00vHSfiL82UhRVbZKd/v7Ru3yIrKwol85w2Wc%2BqiW%2BUS0soJsu5N3T7uw8nmfDY8En6HORIrexo6VAGRYM8pqz%2B/BmTHWV9oVLmio7%2Bnzbo5Na2XZvUv5lKmYcpPGr1srAIRIwo83Z5VXsRmZLQD0Y//zw3M%2BuV8F434S%2BNCWOOe7tS30XuPOIu5fU4Z1FBwtRMvSyEsHDTjkZZp86TstPccGsk8EmCThaqlVejNH/W2dEhHeroDneOUF5hcqbk3rNSdm5fpuvbVFrTez69T/Szn19x5yHnLJDs1P7N%2BR8/TT8m7Gt3w71jxNc99%2BqT84g0qP59uS1S8yleGbvO2Zt/CdNJRzt1H3d09JT5avMTeixlfjtbUvpH8v6j0%2BGx7rDz6XHiuzhFMueXyspt22QZyavNZVLzbE/940e7jXrh1aiNQbNErXpnm7Q0sYdFpkzuzmDzScoMxUl%2Bpex3tciOzYo6vZakDU69%2BsbAZKZF7GJoKfOOIyE3L%2Bms3yRPcDJhsoz3Zk4fA3FTM2QhjLxxnWwNmV3bLlvX4Jf7JD9tYsC8YNxZzufb3XOMHhx6O/SSq0snO9nqm9dJY6j3HXhjYAN53EyZp0N96%2BSuUoRpuESncEiQ8VOd%2B5/4z4aQ3vIbr/enZn7ZesdYGTt2rNz7XIjSLp7oLmMJM/8XrX7%2BkJqEQ6e0tmx3z0PguGk6yFAGaKgeaa9f50SS5k/2zMkm6GVQoHJluGxopZgDlnDFycQU5nuVkvpFQ0h%2B7nh6se7jKY%2BbpDlVytHwFJdDrfLyC%2B55EAYynvzu%2B8cuC8Gzp49X9XdO3zzU862Z45b6aqnZForTFTAQ3NOIYJaoPf2AlP2HMqXmZkq6R1ljGKYT5VlZo%2BfLg5ekgUGpF%2BjvWFIGkca7h0PIgbfl7X5XwGKoYGgp8/p7ZcmjLYEMvW%2B9FH2nUgvtzGIncSlixKVLrru8pvg7ZVLnlUNKKNWVFkgxS19m3CWFM7xuhk%2BSpjpLtSp/XC1E1ww6X6%2BTssIleh1pL8RnSG4ZEibE%2B/QOdYt1klX/4ZOMaxG8LdLUrAqdME/S%2Bjk3mXRdieQrw8ZfUSBFq7y7TXVK%2B%2BYlsvhuN0IREXwyZYYzhVH5wwcC26ngf3qTo3AQJEEeika0%2BvnCBOV3KGx%2BRCq9m4d0tEvtfTlSUBFUsQAcP00jwr43%2Bi%2BgwcYCKSitC9g1sKOxXL6nl1r6ZOF1MwPmZE3/hnpOOhU97rhaxk7LknKPIonPyJcSphVWL5bFATyh3rW7RhYvglsz5K65Pb2RMM7p99ofVwZsCtSxp1bKvlUglSFJPrDx5EuZ6fRvRZk88Ewwk9XJJp3UmSSTx3tcz%2B4x2CLl/1AkNUG7xHU0V0rOlLEyfUF/NlRxl6jtqtObwaRflaJa5MG4NMmert74eLXi%2B6AlaQaDUi%2BFfo4l34R0HWWQikqp3untCORhkSxh06Q%2B0S5vRnOTLYuoYWgp8wkJ8va/TpexybMk65osySI7%2BfMFzvronCr5wbUBQygiJNxQJRvczWFyEtk6UZWryk69PFFy3M1k1jxAxmwgEq69XRYy//fMUplOtjb1mZYoF1yeI0%2BcHT7jOemmKlmRo%2Bqp38cWnOo5thm9eJYs/ctEx8IfAOKnKmHgnid9cwDh4NEZUvIYS8X8sv7WVBnLlpjQIfECmXTDJhk5G6Mncviu/YGsKehNV2iU%2BK1KJbJSpKScjT1CIFr9fGGmLLwnXYnPFqm%2Bka1cJ0kq2dWqv/KWH5aJs923h/RCokDTPkBoVlN0dZ5MUUo0a1r/tnNNz8mVs1fnSKLPoS1bdY6dS36ASMqdT8ii4OVzqn9L17mbyjyknrvc6d%2Bsa2bJpAsUPaqaJCWrULJTPc/FJcnC6pWSO87lCdMfil/HTitW/ZEi%2BU8uU9%2B79yv45iyU0jT1kl3Vkvf5UTIqOVVvNzs2OU/KD/fwd7AHPqDxdGG2/ODJfPVdk5Rfp/gKOhp%2BSczRW/Km3Llc8oPGVNLNVQ5v%2BtdL8TSy4N3n1PvGzlyqTO0MyS/O7DXm%2B4JZoqZ6RrK/1EtadEdGei1J82Aw6tXvsTRuntx%2BG2%2Bok6VfcevAMxcoebj6bEkPmzOSJCm3URYrJui/WVJst3MdUhhaynzcAql6vl5WfP18ObyvQRoa20QuVQx%2B/xbZ/mh2/5i8G/GSvnSLtG5cJvlz2TpRlVvfIJ1jMlW5G6T1l8skI1RId0S6lGzZIstuypDxvnZpUs%2B0ykT9TMNTJTLTva0X4hIkt6JBNtyfLxmX%2BqS9WT13SF27Z43s/H8VMm%2BgCUKj0yWDjT/UoJr3pYGpnfi0ElnrZgYn%2BNsUHdqVQiuUFb/aLmtudwLjkSNBMlS/BNO1oVN5yzctkw2tW2RhcpDCMYhaP8dJUpHqD%2Bowe7xS6u3StvtsSZlfIiufXytrFrs7Adbvkp5AsQdRoGlYjMuVZU8Wah7w74Z3zuq1vKsvxM%2B4SzY0bFD8N1Hk1QZp2qMonpwrJau2yabFKSHLiptQKGu2b5OVd%2BY6W57SH/V%2B8c3Nl2UbW2XL/SF2oVPjYMWv3Gfi2p1n9sVJhtuHy2YHPaEMgMKnevhb9rRJ2zkpknvnStm2bo2UZDnKo3FXEMUHOJ4SZi%2BTLa3QQSm5TpfHGjslwbQpJC28vInB6TzHFre6ntvXSOGE/vSGarYJk0/IkKQQYzjpS64HHLQkLRDRr1f/x1Kckof1ihd65FOD6qqJ9Lfit5KwNr167va1sgzZocZZk%2BIrCbG3h8XHh1O6FNzzqODFF1%2BUceP6qbGUdzdqZpnI3Cpp/RlbQlr0ghJkZROzpPyyFbLz570jCTGBodbPJwNNLYYnrMyMOezZs0euuOIK96/oI0ay2S3YzY7M7fSsNKt0ogRLUwsLi5MFVpnHAvx18sAPSWjJlNywa6ct%2BgVLUwsLi5MIVpkPYXT/9nBijpQ3%2BySz4geSHSo73CJiWJpaWFicjLDKfChjRLwO//ouzZDCxzZJFXuhWxwfLE0tLCxOQgyNBDgLCwsLC4uTGDYBzsLCwsLCwqJPWGVuYWFhYWER47DK3MLCwsLCIsZhlbmFhYWFhUWMwypzCwsLCwuLGIdV5hYWFhYWFjEOq8wtLCwsLCxiHFaZW1hYWFhYxDisMrewsLCwsIhxWGVuYWFhYWER47DK3MLCwsLCIsZhlbmFhYWFhUWMwypzi6EDf4NUL8qR1MRR%2BmdKJ91aJ373q859TdLQ2CYd7t8WEaC53Pm51xvXd9PxeNH9E7LLm9wrFpYm0UXUx3q4cfD6esnj%2BqhyORl6bugp86Md0rK5UpbcOEsmaUKrI3mW5C2qlro9VpSftHi9VgrSs2TJ43XS5k%2BQlOnpknD6EffLFnlk5izJmpsqizdGSy1ZxD6apFzLiDxZ/7p7ySLGMfCx3rTc0Rd5Tw1PGTG0lPm%2BOlnytbEy/YalUr2xSQ5fmi7pSqiPf7dJah9fIjnJUyTn0RbpdG//uDDcmWYw0LKxXNYrcvpyqmSnf6ds%2BfkG2fBApvj0twmSlJWgvkyXiWPi9ZXBxvD1toaWghwa/WCNhhOHvsa67Ye%2BMHSU%2BaEGKbsmR6qbRVIKqqT%2BtYPS%2BrwS6Eqob2vdL60bSyTD55e6kuukyHpnJxn80rajRZ9dn5etPHJ96kG8ZNy/Uw62bpDCSXHuNQsLnyTdky8Z7l8WJwMGPtZ9E0olf4b7xzDEEFHmndLwYIGU73E8s6r7syVptPuVRpz40hZK1cP5avj6Zf2D68QR/RYnG87qpcgtLMIhQTIK5sh4JR/iLN8MeyTMzpc5lyptMUx5YWgo844G2fwQ3naG3LVYeWbO1V6Inz1PFhB33VUhdTudaxrHSPTpOyzeKe3PVMuSb6VKog7hjJJJM/NkSVWD%2BI%2B6t2iYEM8omXWfc6V2QWL493a0Se3yYsma5t6TmCpZReVSuzvMvL9pA%2BFE99lZyc77yBkoruipT%2BdrtVJe1JNTMGlmsZRv7jthpGNPnVQWZfUkl4VsowNvaLPztfWy1KVN4kNBJtSBFlnvreex2tgLyjC7kWcTpWCjc6VspltWQFKKuW%2BUlDe7lzS81zul7amlkqPpnSjlXv4AEdW1p7zEBbXOpftmOff3M0mmYzd91ENvk/fREDKoZHjLeYe/0cuPk2QW9Xytj8mlgMTBREmdWyyVjSFfFB6G/0bNkjJ9oVYKLufvPqaTgvg0cVqO4qmmPviwQ9o2l0vx3GONtcj7oX1zjaybO1OmOPMxgThe/jwhNOnf2AwJVU9Nz0V1vd/T2SBllJtYJg29WKhD6hbxTjVeAsaVg0h5uH11jvN9UW3IdnbWL3W%2Bv6ZG2t1r4RFirEfaD/tqpWZNpsxMCcUMJz%2BGhDLv3KmEESfTMyVtnL4UBuMlaT7z6Iny9pv9FFYh4Ze6O66WSdctkeqnOyVhOmWnKOapleo7siT9WiU4Drm36pBeqZSqw4RyknIW6r9LZyQo36AHna/VSMGUVMm7r0YNoAQ9758%2BplMaVpdJ3rQpUrCqTZkQYfDKE1L8FZ5tFBmjnrtUMeaeJqm5W9WnaL00Pb1Erp6SJ2V1Hbq%2BKYpe7c01UnZDqlynlG2octs3Fsv05BxZurpV5BInDyFOMX7vNgah6QG5YUqBVD7dpiilqHW0p/TOXdVKcU6XAtXG9jinzPTRb7ttnC7FG489bIm4JMyApgsle4JzJeMmh8al9yS58%2BWRYceyGyR1QaXU7dY1FfnQuQ4ir6upT6kszElyLs3I72d9OqXpoSyZMk31kYfeKUoFkfeRlV4g6/e5t/ZCi2wqzZH0uYof2%2BIlUfFighJ/TdQzsyjkc51K0GUFJA4mSvyfamTp3ESZ9f2t7l0RYFSS204Ttk6S7NscWmQkhAh3vrJOlsyDT7dKx0WqjYpP/bvrFE/NkuswAt3bunFIGSxzp0jqDWVS86qotkEXz1hTvN3DMRH2Q2eTrN%2BcIFUPZPfqm6jw52DTRGHAY9OLCSkyj8/HG%2BTl4JfsapIn9JB4Qpp2OZe60fmyNDzOyTxJccefg/7xcMLUTIc%2Bq%2Buk4YC%2B5EGnbH%2B2Up9lXJsW1lHrExH1g6rzU7WS8JMVkn2he2m4oSvKaG5u7jp48GC/jp2PZnZRFVm8JeT3xzy2ljjPz63qag3x/ZY71Xfq%2B8zHWgOu79%2B4sEsJgS5JLunastfzzN76rtIZzjNJ99QHPMMRrjx9/HFDV6GP731dGWX1XXs93%2B19fkVXtvtd4c/3Bz5n2qCOlNvWdLX6Pc/9sqRLiT33e8rd0rXX833rk4VdSuSp73K7Vr7Wc51j/6/cZ5Pzu1a%2B5PnOv7Nr5U1JzvtUPb3PtD7m9gffFazo2vLS3q79%2B/d37f2juWdn1wpNH19X9qM7A57d%2BbP8sHUJf7R2Vc113leytT/f91wXSenKr9jStXPvflVXVd9u%2Bgysrt00uLN/PNnDUwu71rR6v9ur%2BCbFKXP%2BygC%2BOHhwS1eJroc6fBldpVv39nyn%2Bqkqx6e/8wXXZX99V0my81wvntla2pWheU0dYcZF6MPUJbOr6re9vw/kjZVdO/f3fNfDp8HP7u/acJvThuB6Htyr3ue2IXeVp93uMbB%2BiDZ/DgZNBjY2Qx97u9bcxDt8XSW/Cvyu/h6nHI5esuy/Sh1a3LQmgB/7z8M94zD/yeA%2BVLTTfJjRtaLZez3c0Zcs6Lsfwh7h9MNvq7oydXlK/nuvD9KBbhxMDAnP3K8sUY0TPNfxavMT2uPM/Ha2pHgTJ%2BOTpPD2hfq05TeOVxop2jdUSqV6wHdThVTdnCQBxV6aKxU/KVRehF8qf/iEtLnXAzB9mVQszRCfhxbxqbdISZH7x4y7ZNnNKRLv%2Bd43O1/yp3NWI2179SUX7bLuvjJlTyvLtnyZZI5xL4PTEyTzzoWSq06b/rU2RAhOYS75C7mSMiZe4uLiJH6Ee93fIg3PcHK9LMgJtLUT5hbKLXM4C67L4CLz0SpZNl95svFxqq6qvoY%2BJ7iubxwaKUXKY1jxw1tEKVMP4iWlYJHkc7p6R28PSiNJFv77KilM9nCN6qfsvOv1qX9Xe0CYsuPZGikjFDljhVQF80xyoax6RL9tcMA7788Ur4Man6poPJezWnk1IIrwhnSOLFKe1Aq597uB9ZT4FMm/3alnTdPLIb3XfuPj4s9%2B0eQ4x2YA4mWi8o5Vw6VR8UgPWqRxfYsax0o%2BKM%2B7ZX1jQK5R%2Bys79N%2BZUycGyKn%2B87BPed3UVqT6mR2BofbmBnkMATrjWFFXi%2BPF0Mlm/xhw/pgp%2BrP26UZpD56fSi0RZU3JwZ/1DuGFR7s0PlWnPn2y4JsZAQPEIG761c68f/Nm2bHHuRaA%2BJEy0j3tQZwkXMZgVUi5JESo6mw5y33Zq3/ymB6vN0kdQm3CPEkLCKO5GD1F0hE0/jrZFcqyuCwhdFjMd75coolSJ1sbg2fJlPJZpeimaLcw2b10ApD02ZA1PeF1TZhdKIVFhZLrVcgGqm/P0yf7xN8rHAkS5JIxIcK3Yy4R3fub2wMMy7adenJK0ueEDl/GjXTeNigIyYc%2BxafOWZuXD9WdGYomhUXKMAxIbHUQf65bz33%2BPueWI8bHxZ/9ocnxjs0g%2BCZlSLr6bHi2qYdH9rRI3S7FH1cpfvym8sF31UlLt8zpkLYmnKh0yZgUKOEGwsPxUzO08SGP18kOD8lbXqjV9cnMmRmSRy2ih2GtzH2zlcebphh5Y7FMujxVchaVSc3mJmk7MFD/wC/t9XxOkYSw8zYJMv4qPhuk3SvvjoGzvd5MH%2Bj0GiWvtyt/QGHXUpmuE0iCD5N41iJH%2BtXkFMn%2BUa5qSYuUzx2rE/CWVq1XgqM98P1DAh9PXf2NNbK0KKsn%2BUofJoEnGlC85gr5NGV0xQSO%2BqVh9VIpvsazIRTHzOhRxUEM8Ge0x%2Ba4JMnAKNioPGZXmbY/t15JmXTJ/lKCJH1pniSpv9Y/Zzz3NtnBfPmEDEkK4zH3i4dHp0vmTZxUS90LRpu7kQFlimZODTQYLKKPIaHME8a5XueJHmgjUmThUw2y4f58yRj9ttQ9Xi7FN8yS1IsvcJLitvXTT1AD9NhGtE/OdwdPoPcyiPCNdxKA%2BjjiT3PvjRAJc1dI/fMrpWR%2BikhzjVTeUSA5V06SC5RRVLC8VtoiSdw5QTixdVVCumiSJJJR/sJhueTrTqJOYALPMMS%2BWilOTZSsokppfPcSmdNNE3XcFH2qxAx/Rm1sJsnkOSjMTdLyGn/7penZhh5lPWGyZKqvuz33XTtExxDnTFZPBmMgPBwv6XMK9Vl3qN2NDMjcTEkfrklpJxBDQpnHj3YnjJpeDZgT7I0OaVpdKZUVlVLT3E9FGw6n%2ByS9YJmseb5V9u/dKfVrq6T0hnQ5zHK1r01R1nE/FO6Fyut2T8NDeVSvOGdjRocKxA8Cpi6SKnZU6%2BPIn%2BTe2w/EX5opCyu2yE7/fmndvkVWVhRK5jltsv6%2BPEn9Rrm0DDTAMQg4UXVtX71E8la3OzvZbdsiK%2B5xQpbOMU8mu/cNL7RLzaI8qdnjk%2BxHd8rOrSuktJsm6vjm4FAlJvgzimMz5aoFylXwS22T8oZfb5Ba5dknfTPNVdYpkv5topC10vC6kkJtzJf7ZMFVytgJwkB5OG5qhizEnnBD7U5kQCT32gz1JovBxpBQ5nHKatTzLfW10hhqHrkbbdJQulSW3l0hb552/Iqws6NDOtRhxnRcfIIkzciWwoc3yPa1TqJa/zao8UmCTkTbLu1htxtsl/YX%2BEwPPT8aTYw6T8%2BjycaXpTWagqvToVuH8W5OjxPfxSmSOb9UVm7bJstYutdcJjXPRsngOh6c0Lr6peU5/J1wO9lFE4rXXMux5Q8RLLP6ONFHQtqgIBb4czDGprtEreWFNmlp2SG1ikcyU3r87qTU69WVWtnR0i4vv0CQP3hJGjgOHo6bImnzUduE2lukcbNW5ZIx9QQ5LcMcQ2POfPRMyb4NJqiTe38cYuMDF531m5zMyAlFkuG1Vk9DtCl0HJHD%2BoIXnfJ2yGSjFnlkylgZOzZP1oUwIOIvmyg6PW7XkX5k2CZImrJCGRCP1TaEfK67DclzZPJgZ3eaeTSplJ9uCCPwDymh18/pDf/TixXdFO2WhWjj6eNlomvsv3komhbEwHCi69ppfhsmFPa8Kjvc02hg/CQnC7z2qcaQEa2ON4aIkj/a2ecYIqs6mogJ/hyMsRk3UdKZt968Tsoer1ZCcYGke5L84ianaWVf/YtKqdusTm5Kl4kh/ImB83CcpH%2BV6IB6x4OL5QkMuPkZkh4i6dEi%2BhgiCXCKCb5bIfmKC/yP58h1d6yXtgCN3in%2BxnK54TuVSk36JP/O3MB5nsvcTRPq75VKb1icX2BbVSRFVe7fAbhE0r9NKQ1y7/KaoPd1SNvTtU6CyvzxYUPn7a%2B/4Z71ICGrUAppR0WBFK0K3JWtY3eNFLltKPz%2B9RGE5I8XSZJ7J1vgKoF/c4GUPRM4ZdC5p1aWfGOsTIl0cwoXvpSZTnZ1RZk8EFQm2bebEBTM4Y3XJtbHiuOu6743whqXvUHmslNO%2BYOV0uJ50N9cLcXXFet5ymghfnaulCKsnymWgtK6gB3DOporpWBRjfvXQNAub4Y0ggeACxMkSZOlXB6oaOmh51G/NFUVS9atEVClH/0wePwZRZoMytg0S9TqnEz5nBT1Fg%2BU55zBEtfV1VKtXhe8JM3BcfJwcoYUYaQ0N%2Bmd%2BnJnpYdc1XN8iGY/nDwYIspcYXSGLNtaJbnKW22qKpDUsWxrmCVZOvP1AkmcWyZ1/gTJrdgkpbOD2CMuXfIr%2BIUtv1TfmCiJ09znfGNl%2Bq1NkpgWwNIu4iTluytUWeqpNcXqfZNk1jU8R/bmWEldpFS5L1uqFmf2Ysak1IV6ELbcPV3XcVaRZzvXEelyV%2B0Kyfb5Zf2tqTI2eZYuM2vmJBk7rVjW%2B32SUbZW7po%2ByCF2F/GzS2VtGXNWTVJ%2BnaGNU58LkvOkujlFrr45W1LMGvJIcGG2/ODJfL0jVECZbNOZmCOVu0RS7lyu17Z%2B7BhgXVnqoxN9VufJFJ6ZpoSq/qZvpMxfrnlYnlkq0xUPJ05L1ZnbiTOXyNbxbplKLR3py/uJGEmSz45XihmbHsqRRJ/Dw2Qfj525VN7%2BQkagMI8ISZKio2QtsvRKypslxcf964Apcv0DZJcrNaPGzFi2nJ02SUb5EmXWHVtl/Gw3pSpEZG1A/RB1/hwMmgzO2DRL1EDhVVOUlPMiTil7s/dA7yVpBsfHw0mSlm24Ll8y06KpygenH04WDB1lDsZky4ptrbKholBy08bL4eYGaah3fgo1t2iFbGjdKSuUpxxKDSbMr5JNq0okNzlB/Lt5Tvm/80tk5fP18q83hJmnG5EkhU9ul208lxYn7fU816C3f8y9c6Vs214l2d7NHFzEpS2StWymohi%2BXdXRHzR/H3dxrlRt3yYr78yV9Lh2XWbDvjhJ1/XZLmtuTgrZhsFBnCTdvEa268zedBl5wGljw0GfZN60TNF0iyyb3f95zITZy2RL6wZZdlOmJHS6ZTZ2SsLcfFm2sVW2LE45gW3sGwOq67hcWfZkoWToLTkbpFXOiqw9F2bKil85fQ9/%2BHe3Kf7NkPz7N0jDqgrJzeGmBtnxSuT%2Bfl%2BIU/WsaqBtGTLe1y5N9a3ScZHy2NfulE0PzNMKtH9QfHr7WmcDHuUBNalxJP0x9MLAN6cnu1yNUGnbfVgpcejfIGsezpVsbqrfIS3BHtcA%2ByG6/Dk4NBmUsdkdvs%2BX9BC/OsZ6cK3O%2B1iSdrw8nDR9nhN1VDw5Oapu%2BWD1w8mBU9gGzj2PCl588UUZNy4cl1hYWFhYnMzgh1cmFdVJ4c/3S%2BkJikDGAvbs2SNXXHGF%2B1f0MbQ8cwsLCwuLGEa7NG5kVr1QMqZaRX4iYZW5hYWFhUUU0CFtq8rk3mdEku68WqZYXX5CYZW5hYWFhcVxoMn9Pf6xknrrevGPWyg/%2BO7QyZkZLrDK3MLCwsLiOBAnZ11KlnmCpMwvlS1bSiTdJqadcNgEOAsLCwsLi0GGTYCzsLCwsLCw6BNWmVtYWFhYWMQ4rDK3sLCwsLCIcVhlbmFhYWFhEeOwytzCwsLCwiLGYZW5hYWFhYVFjMMqcwsLCwsLixiHVeYWFhYWFhYxDqvMLSwsLCwsYhxWmVtYWFhYWMQ4rDK3sLCwsLCIcVhlbmFhYWFhEeOIaWXetJyf3RsleU/53SsW/qfyNE1GLW9yr1gMHJ3S3twgDbs73L8jhV/W3%2BjwZnmze8nCwsJiEGE9c4uTA6%2Bvlzz9m8rquLJSWtzLx8SuSplunrtxvVLDHux8RGbNzJKsaYuldjjai83loekSDHPfqHIJZ0L6m9dLeVGWpCa6tE5Mlawbl0j1M%2B0Ssamk3pOony2Thk73moWFhYZV5hZDClGJLOxaJ4273PM%2B0SkNGyrCK/4xSXL1OBFf2kRJiHevWfQT7VJbNEkSZxZI2eoGaTsnRdKnp0v66LelYWO1LLlukkz5ljK%2BDrm3h4Xqq/98zDEq/OVS94LV5hYWXlhlbnESokUqNjQo8X8MHNgq6x/qw%2BccnSHLmg9K68ZCSYpzr1n0A53S8lCB5K1uF0leKGt%2Bu18ONm%2BRDT/fIBueb5WDr9XLihyf%2BJ9eKtctqu3b%2Bw/qq8qntkbu0VtYDANYZW5xcmF6hmT4lPP20HrZesC9FgbtT9dIjfpMSkuX8c4li2iic7usKyXCkiSl5SWScWGQRTQ6SXIfeEIWTlD9tWaxPNFHfkHHC3VOX5VVyYrp6mT1eql7XX9lYWGhMLSUub9Bqhflyaxkz7xaUbnU9iMByYRppz8aIni6p0ZyKPe6GlG%2BQhBapPJK3psn64OFxFG/NFQtkbyZk5x6jUqU1LnFUr65Lcg76JSG0kTn/RWhg7ftq7KcMu4O8hwPtUudekfONOf5UaMmySzmFBv79Ff6hqZnTvc85aSZoeochA5Vj4piyTL1SJ4leYuqpWFA1eiQts3lUjw31Znr1HXIkyVVDeI/6t6i0ZMwlrig1rl03yzn/X3Mw4ZE/DzJLUxSJ0pRP927l3vQIpur6tRnhuRflyZtzsVAdM/Dh6uD2z7DF9Dq7vXS1nHY/d4L08bpUhliCqB9dY4uIwcvNhhmXj/U3HWkY8bw/qhiqQ1l5HQ2yFL9fZbU7HGvHS8O%2BGWfPkmQ80brk94YkSIzZ3Pil9qmcBMe7VK7ClWeLvmzsiXt2gx1Xivrnu2rfy0shheGjDJv31gskxKzZMnjteIfld4zr7a6TPKmXSflzZHNkfkmZaghr0R1XUsvhe3fWSeIb3mmTpqCFfaeFqlDyCrPLuVC55LGvlopTk2UrDuqpfagz6lX2kh5u7FGym5IleuWN3mUcpxMmX69KMdQWtY3hpiLbZfGDQ3q0ycLZ0xRd7t4vU6WfGOS5Kh31HUmOO9IFmliTnFuumQ95H1HhHjlMSlIh55tEn9ZuqSMU29vDlVnD2jrV1Q97q6RVkl06hGnBOnjSyRLlRVpH2gcapLyuVMk9YYyqXlVJJGypqeINNdK9R1Zkl603tM/cZIwo1RK7ymVhTkoYoUZ%2Bfrv0nuSND0jxp43JeHr%2BUpFizKONoefD2%2Bukwr6e%2B48mXmJc6l/YC54utO%2B5nbxXarad1GHbK8okNQpBfJYL4Xok5SrNGdK3c5enClNiidB3TNNvRR2u%2BJb2pF%2BVUoALfo1ZsalSeYMTmqk7oXe5lyn8nwrOZmhlKXilahgtE/G6JPt8nJbeN5JKd4re/fulY03uH0fjD2Nsv4Z9enWLWFq5rH718JimGFoKHPlNSy5UXnLvmxZ8fxe2bl1Q/e82s5Hs5UAa5KyhdWRDdxxSZIxQX3WN0hLgFRUgrbe9fqUVd/wm0CB1tHWIqjZpIwk5UcYtEuN8npq9vgk%2B%2BFtstfM923cJq0vVUm2kqxN9y2Wao%2BnFZc2UxYgcUMlYb3eJHX16tN3vaRNNqpcefM/LZLqZiXU7tzS846tO2Xvr0qV0PIrbz/wHRFho/J%2B89ZIq3%2BnbFHlbWk%2BKHu3qvJ0na%2BXe%2BuDhGtni5Tn09YUyV%2B1U1qf9/TBz/IlSXmAZd%2BPsA9o04PXS1mjX1JuU3X47TanrJ9vkZ17t0iJMlT8awqkfLPpg3hJmV8ohUWFsmCGS/2UefrvwqIMT39EgF1HpNMorl0VUtsYSon0JFPlKi%2BvX8aCC//GMlmMF%2B3yrKYXfLF/p6zMUjQO0V8JytBEXTW80BKosA9sl4aN7rnqt%2B0BnrPy/ls0Z0rGJA8l%2Bj1mEmRmTqY%2Bq6nf0Ss609K0Tn9mzE3rH737QtwUmbdUGXCqtZXfyZGlT7VIR0BExsWIeImPV8cI9%2B8gtPyiWo/N7rqNmynz5qrPiBMdLSxOfgwJZd5xUHkdeGEPL5LcSwPThhNybpEilPMu5Z1EFP5LkslzEM/rZccrHkHesUMaVyvZe1O%2B5Ko/gwVa285q9a9PMlM83kGHErlpeIcVsuiG8UrleDAmW275HvcGe1opkqHDvC2y7rlA1ed/oVaZEeot89NkSrdb/qo0rUa0Z8qCnJSAd8RPKpRFizlrkR1tAeL/2Jh7r1TdqRTV6e7fCvHJhbLs%2B/g0SrgGJRC1ry%2BTMmVQJN2zXJbNCRTnCXNLZOF8ddIcTjkG4w3pHFmk6LZC7v1uYB0kXhkLt%2Bfr05qml/sfcYgICZJ5A73slyfqt/d%2Bh0mm8i2U7IyBpKmrvn2QkLdPCn9SEcizcerd91fIMuZ1gzFhsmTCmmt2SKuXNZsalb/sk/ybNGdKY1MAZ8qOx9WHL1MmMw5cDGTM%2BKZna96Xx%2BtkR4A2b1IGJfyVIZlTo6bKFeIk6bYqWXNzuviUMVi5YLqM9U2SnEVlUrNZGTSRdH5ng9RWMo68dfNJxrW0JMJERwuLYYAhoczjk3MdL2x2qDSk8%2BU8HfZrkDeVAIsEScqrA%2Bs8c3CdOxsEdT1vziLJvEmdPN4gL3dLAaUsn%2BZznqR4BCaKJ9f1DkPWzOcIl4Y3AxVt0vR52gNr%2BQ9vqN1EBnyy4KvpPSF21b6EqXwqRd8YHH7FWz8oBw8elJXX9tN/vCxBvak3EmbMU2aDwuodnvabMG%2BSzJvuMWa6ES9TpvOUX%2Bp%2B%2B6pzqU8kSIamW66khJgrjT/3POdkn7%2BXhxgtxGdky0JFgFCJcN2Jb4WZkh6UkxUR9ikFqz3CeZIxNVQBI2VkSBshSVJy%2BFzn8dw75eUXNGfKnNszBTOn%2BgWPkbNrhzM1pAw9b88MaMyMTpcMjDI1EgJC7eodeh09Uw7RCrF3Q/FC2QbZ/l8rpeTa8Yon26Xu8XIpvmG6JF6QKFm39p2P0bmjUZ4IUbf4qRnaMPE/tFkaBouJLCxiCEMqAa5jd61ULsrrSb7SR6IUmBBkhIiblK6Fon/zDleZdsr2Z5kRLFTC1yeTpyMGKnvWqhrhfFO6TAwlmzvapLZiieR5Erk4upO1gjEhTeZpz8gTBnQjA%2BJboOfDe%2BCTzMISSVeKR6/HnZYjS%2B6rkdrmNukYDJfjwgRXKewTf7eSa5d2TeMWWaqTAHsfpq0t7/ajUiQOrl4qxdfMkkne8maWuTcMIuLSFV1paXAinCfx7esOJfx/isRA8cDfriMsMneiJPbLGIiTiVM1Z/Yke3Vul7oK9akMxikXTpY0lG1FnWx3ydz%2BisPD%2BVMnegzAHvRvzMRL%2BtedqEj1Mz2RqZbn1ul3ZM5RHrRzKeqIn5ApCx/bJq1/3Cn1q1ZIoVbsij9WLZGsxFlSVh9KI3fI1rXl6q4Q0yEew6S20WpzC4shosw7pemhLJkyLU%2BWbn5V4qZe7yY/cSyUbK%2B3HAniJ8pkPae2Q9p0oluLNK1RH66yjv%2BCEvTqT%2BO5dyiBiXDOVAIz2KHqbC6XrCmpknf3Jnl1RLpc310vT7JWLyTJnG87yU4m1G4iAz51nVlEL%2BKSF8qGhg2y7KYMGXmgTqqXF0vezFQZewEhyWppOsYSq%2BjBJ%2BPT3ESqcEd8hPAtNzwAAJCySURBVNrLJA4WVUrju5fIHA/dSlU7TwSSQiTCdTbWOolv83Ml03h6RwfDagqN%2BKTJmvdadrRpJSW7mpSfbpS1iYAYz71D2po0Z8rkpF6cOaAxE3/VHGXSKnSH2tt1sijvyFSG7qBjhDIm5%2BRKKYr9tXqpIgQvTVJ%2BTXHvVSSv18l6DGDlg2dMDW5/j2FSs6pWtcLCYnhjSCjzzsYH5PrSBvEnl8iW7dtkzQMlTghRHwsGEPrzSfochGKt7GhREqu5QR5TkjN/xmRHWV%2BolLlS9v6fNuglR227Nql/QwizzgZ5ILdMGvwpUvLL7bLtyWVS0l0vT7JWCCR8KVsrEifUbiIDSVI0O1iVu/ClS/4Da2Rb637Z%2B1K9rHmsVHLTDkvd40tk1rQCqT0ha2qnyKJH3USqcEdBOAPGC0/i4KM7ZefWFVLqoVvhNye79w0yxmVKLt5bdyKc6of6J5QS9cnC62b2MtxOCFzek4075GXFmk3PkoinjA5XWfmmKj5UVx57VnOmtGxWH3MzJd27wkJhwGMmbopk3Aafu6F2MsVJypyv%2BDXoHceNQx3S0aGOcLbS6CTJLlspy7WHXSs1zwSq5PZn1zkREKmRvIs9kR33GPstzGOFZ9ZLY7SW01lYxCiGhDJ/tRkBq9Tpt7MlJUoS1ixRq96pBKLybvwB3o1PUmYoVetXyn5Xi%2BzYrN4evCQNvNLkzNfNWSDZqf2sWHdG9TppbN4ujUQGJsyTtGCPSXmFWuB1Szzln41JkoxrC2XFxu2ypkgJXv96Kd9ofMvjxD7liemTMeLrns/2yXk6Yau2zyVEEcPfIg0sJZLrZUFONBOq%2Bot4mXndQtU6v5Q/s106TeLbhCLJTOtXfDwQvgTFTQobXx2AR2iWqFXLjt0u782dLBMNe12YIhmKb/QUkTuXHbwkDQx8zPQsnyTU3vJCrc4Uz52V3tu4iTvLmZI5Rjs7333bOZl%2BXkA9m348VsaOHStzH%2B%2BLd%2BPlfGf9WlDuiZkOOUa06FLe2CDVv4jS%2BLCwiFEMDc/8qHcQB%2BFQq7z8gnveH5glak8/IGX/oQZ6kHfDWtV0wuAra/R8eeCSNBcfKqHqnvZGp7S2bHfPQ8EsBVLv%2BH6ZNgqSstMCkpg0dj0iU5TAG3vjuhACM14mJk3RZ/2aqwavtIcUwO31rrczXymQbn2WoNsPKleGC1kqoyPScL8yUPqqLfPAJwpxaZlOZnfFennkcTfx7Zsh%2BqE/GDPezSx/QjYFL/HTeEPe7MNTNEvU6h4sk3WK9wLnqhMkTf2NEVizkvnyoCVpLo5nzHQvn3z8AVm8EoUZKoytYLLvw7YTdEjDZmdZW9JVgWNo/KR83a6W/6iVprB7r3fIG87OMpJ%2BXg8VZFejpg3LOJetDREhMsdPijQtWyqVURIFO9TCIlYxJJR5wjjt50jtjyul1h3YoGNPrZR9q0Aq%2B5Bb4eEuUdtVpzeD6eXdKM85W3mjLY9XK%2BUWtCTN4ELXA9v8iFRu9Ki4jnapvS9HCir6rphZCtTSzEYgYTLFL0uXBSiG%2BnulbFXQ7mwdbbJpsxNozL20nxuObiyQgtK6gJ3WOhrL5Xs/dLyd4DBz0nUlkg%2BBQjwnnaq9d1wtY6dlSfm2CCQmSXaa2OXyQEVLT5uUAmqqKpasW3V%2Bdt/Y90YgLQaMJEnLhu41Unafm/g2K0Q/9AtJknsnior100VS491tTdNqsSzVc95h4CrJlmfYDCZdKesAztRTNBia1Y%2Brvg9akmZwfGPGLJ9skia2UJ2fIekhd2hLkewy1qzTzhukvNEfaKR1%2BqXuvjwpely9zJcvJd8KpGv8jEK5N0e1bVe5XL%2BgXBpeD%2BId9XzDQwWyWM%2BLZ0pu97RVZ/cP4BxzxYFJNvU/IY07vOV3Stvmaqlmbbt7xcLiZMaQUOa%2BOQulNI1BXy15nx8lo5JT9RakY5PzpPzwRMfDVni7n96pWaKmVLlkfynYu%2BnxRnstSTO4MFMW3oPXpATrjWzZOUlSyRoeO0nylh%2BWibPd5989HNoT7c64VQgVYgdxKXLLI2zm4pf1t6aqNs%2BSrGuy1DFLJo1NlSUbFX1yqmThnH7FUiU9J1fOXp0jiT62ns3S232Oncv8P8vdnpBFwWHm0RlSus7dVOYh9dzlqT31uEC1t6pJUrIKJTs1kvB0ilz/QK720uruni5j2f52mqKfqsusO7bK%2BNluAlzHEQne%2BJTpEf3t6jyZooyHrGn93M41BEwinIY38e04ED%2B7RKpuS1FKZL0UTxsridSV1Q7QasNIHSoPD7NETUEZfL12XDNRJRC0JM3geMeMWT4J8r8eIsTuIuHaCnliqRoD/jopm5soF7DNMHzBFrYXJErO8gbxK8NiGbzTyyBIkOwH1sqyuQnif7pMsi6/wNlu1vN8FoajL10W/nyFZJvIGRn%2B%2BkdV0rtXHIRHkswpoHf9Ur7Ws3fCzkfk6huWyJIF0/WGTBYWJzuGhDKXuCQpfKpBNtyvhC5zYHva9E8l5t65UratWyMlWeqaQuOu/i0hMkvUZEKGJIUQ4ElfcgVauCVpEidJRRukYeMyyZ/trJFt2322pMwvkZXPr5U1izPVNYX6XRK6ZvGSPktv09FnaDduQqGs2b5NVt6Zq7dPbahvUEe7xKXlSsmqbbL90eyA8GUkiJ9xl5shP1Hk1QZp2qNEa7JT3qbFKSGXOQXUg21BdT384pubL8s2tsqW%2ByPfjc03Z4XUP79SSuanqGf8im6HlRKnnAZZ83CuZHNT/Q5pCQ7dj8uVZU8Waj7w726QVjkrZF37BZMIp3oreolvqm%2BXrpVtq0okN1m1UNW14U/xMqWIdq%2BRRWHyHB2YJWqKL0JN7yhOSfumwy3hlqQd95jBo72Yk57ku9CIk5TbNsj25jWKl5SXfOlhaYIvmlV/Kv4srNggraqf8yeE6aURSZL/s53SurVKStXzKee0OXyln8%2BU/HtWKnptkJLpPXXoqFvfr61lE2bnOpvheH98ZXy6LMDYUfw0PtqJfRYWQxCndCm451HBiy%2B%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%2BENdCK6cTARdWU%2BYsQI6ezsdP%2BysLCwsLAY3kAnohsHE1FX5p/%2B9Kfl3Xffdf%2BysLCwsLAY3kAnohsHE1FX5ueee650dXVZhW5hYWFhMeyBLkQnohsHE4OSADdmzBg5cOCAVegWFhYWFsMW6EB0ITpxsHGKshi63POo4r333pN9%2B/bJKaecIuecc47ExcUNegKAhYWFhYXFxwmS3ZgjNx45ivwTn/iE%2B%2B3gYdCUucFf/vIXeeutt%2BTQoUM2y93CwsLC4qQGTivJbsyRD3Zo3YtBV%2BYWFhYWFhYWg4tBmTO3sLCwsLCwOHGwytzCwsLCwiLGYZW5hYWFhYVFjMMqcwsLCwsLixiHVeYWFhYWFhYxDqvMLSwsLCwsYhxWmVtYWFhYWMQ4rDK3sLCwsLCIcVhlbmFhYWFhEeOwytzCwsLCwiLGYZW5hYWFhYVFjMMqcwsLCwsLixiHVeYWFhYWFhYxDqvMLSwsLCwsYhxWmVtYWFhYWMQ4rDK3sLCwsLCIcVhlbmFhYWFhEeOwytzCwsLCwiLGYZW5hYWFhYVFjMMqcwsLCwsLixiHVeYWFhYWFhYxDqvMLSwsLCwsYhxWmVtYWFhYWMQ4rDK3sLCwsLCIcVhlbmFhYWFhEeOwytzCwsLCwiLGcUqXgntuYWFhYRECH330kRw9elQ%2B/PBDOfPMM%2BW0005zv7GwGBqwnrmFhYXFMYASP3jwoNTV1cm7776rlbuFxVCCVeYWFhYWYUDgkuPw4cPS0tIia9as0Uqdayh4q9QthgqsMrewsLBwYWYd%2BSSs/vbbb8ubb74pf/rTn2TTpk2ya9cueemll2T//v3i9/u1l25hMRRg58wtLCwsQuCDDz6Q5uZm2bhxo%2Bzbt0%2B2b9%2BuvfKJEyfKxRdfLMnJyfLVr35VxowZ4z5hYfHxwXrmFhYWwx74NITSUdZ45ODUU0%2BVz372szJ%2B/Hh59dVXZc%2BePfLOO%2B/I7t275ZRTTpEvfelL4vP59L1eWP/I4uOAVeYWFhbDHnjhzz//vE5w6%2Bzs1NfIWB81apTMmjVLpk2bJqeffro%2B8Mpvuukm%2Bbu/%2Bzs566yz9L2AMv74xz/Kzp07uw0Ci74R1vAJdV1d4n4OchVC5SuEK284GFg2zG5hYTHscejQIfnBD36gFXlJSYlW4ihzlDIe%2BQ9/%2BEM9f37JJZfIb3/7W63MMzMz9TI18Ne//lX%2B8Ic/yHPPPScvv/yy3HjjjdqjP/fcc7UXbxEaXoVMQiEG0VF1HH7vPTn07iHdL4fUOf3S2XlE3jtypFuhQ1eMqzPOOEP3Q1xcnD7i4%2BPlk5/8pHzqU5/S93GN%2B052WGVuYWEx7PHWW29pD/ycc86Rhx9%2BWCttlMD7778v//3f/y2/%2B93v5Mtf/rKcd9558sILL0hra6sUFhZqzxwRSjLcv/3bv8m6deu0Yk9PT5fbb79dJkyYMCwUSX%2BBEkd5Yyw5irpT/G%2B%2BKa/9/vfye3Uc%2BPOf5eCBg3LwrYPy9ltvayX/gbr3iLrvoy5lAKC2XGXOEaeU%2BZmqv84%2B%2B2ytyC%2B66CL5zGc%2Bo/MZmCrh77NVX52qDDSMNA6mUU4mWGVuYWExrIHCbmpqkuzsbK0M/vmf/1mfo9gRj3wPEP4oARQLc%2BcoDRQ%2BYL79xRdflCVLlsh7ypNctGiRzJ8/f9h75dDPSwP%2BRoH/WSlrVggQ5WB1AMbSgT//RdMaJd/lDaE7epsP/XywwqJ85zDn9NOpqr9OU2UdlbNUn/7NuX%2BjDbQrrrhCLrvsMhmTMEbileeOIXDqacrYoooUHMPdZZW5hYXFsAZeOd74Qw89pJUB4fNHHnlERo4c6d5xbCBG8eBZukaYFw9%2B%2BvTpJ5331x9oxasOlDOe91/%2B8hftdbe1tempiL179%2Bplf4TSofvR9z8wDzp6VV07FeXMuf7iFPmoX8qWd3%2Bky8EIO0Mp7k%2BMGKGTFsl7%2BNznLpO/%2B%2Bzf6dwH%2BitOee6nKCMgVmGVuYWFRVSBSCGMeiJEi%2BOJKaF/DKUZrj4IebzD73znO7Jjxw59z9ixY%2BW//uu/9Hy3Ae8w4F3B76N81pxrpXHGGdr7JAQ/nJU5SvzIkSPaC29sbNQJhqwEeP3117UHbvoD2sadGadUtfqb/9V1b1%2Bd4p6i4j/iuu6KyLQ6/XKm6g/t7au/KZe%2BOfPMMyQu7iz5m7/5G7n8c5%2BTq666StKvvFI%2BNTJe918s9ptV5hYWFlEDgrKjo0N7uwhQA6N0zREtIHRJfsKLJuSNMg0unzodOHBAK1vuJ0xuwP2/%2BtWvdPIbG8Eg/AmfP/jggzJ16lT9PSKScCzl0iY879GjR3dfswgENGKqob29XZ599ln5f//v/%2BmcAujIdxz0A39zQHM8cA60kaao%2BQTqRD97VD37ESH4LjmVMLqif9%2BgfEehk1R31tnK81b/aR5R76frTjvV4Rfm288//3z58oyvyMyZM7XnjlIHsdLHVplbWFhEDYRTn3zySfm///f/6nlkMJjCEEV%2B6aWX6mQzPGqtGIK8KpQ5CpvNX1AweIXcZ0Col0x06o44RIgjzAm9ch/CHwX0iU98QhsNc%2BfOla997Wt6Tt0q8x5AKwy5//mf/5GGhgad2Q9toWNiYqJccMEFur8MTaEd5xycK/WK1tZleamq58/V928dfEt%2B%2B7vfyu7WVnnnr3%2BVDz48am4PCcr4sOsjbXyxsmDSpEm6/0495VQdcncexZhwDAoiBr/f8wedN8GGQCkpKTJu3DidFR8LnrpV5hYWFlEDCpFs75ycHL2UCyVogKgxR7SAguVdpaWlcuGFF%2BqQrllWZhQtgpoM8//8z/%2BUf/3Xf9XJVoR/uW6ENAo/GFrBqO%2B5DyWEYC8qKpKvf/3rOlM6FgT8iQL0wxsnm/%2BXv/ylnroA9A3JhAkJCdr4oV%2BCAT/onqK/wrGGuud91Wd/Ugr3F6r8tWvWiF/19YfqvTzi5Sn6jYN3nfOpT8rf//3f65UKGHshozcfOsbCO%2B/8VSnzPbJlyxYdUYC3rr76ap1DgRFAJGYo47R/UXDPLSwsLI4LKLhPf/rTOlP5tdde08odhR5tJW7AvDRe%2Bec%2B9zmtyEmuIlwaHAJHGZPohFB/44039IHyoW7GM/QewChy2jN79myprKyUtLQ0/fdQF%2BwnEhhKrAa455579P719D2K8M4779QZ/RhZeLvQ09snBvqauc5HyEMp59PPkE8rQ%2B1zl10mPuXtYzR2KgXPkjVC9Brqg%2BVnitvk/Asv0HW49tprdVTA5DD0qoN%2Bv%2BKRM86U0eeeq7frnTx5sjZGieYw108b8PC9mwQNNVhlbmFhETUgKBGYrO995ZVX9I5og6XI8bDwtlDmCFlC6czVEyLnbyO0TZ0In48YMUKHUPESya5GYONVco%2B539SVMgjPXn/99XpNOUuauBbKuxyOYBqFaYvNmzfLY489pn9VjikMjB02zcEj9%2BYWGPoOGDzuKt3PuOvGX1XGGxvMdH/PP%2Bp/Iic333yzzP7qV%2BWcT35STlP93zec%2Bp12%2Bmnaeye6Y6YGyLpnyoDliHjo8M5QNOasMrewsIgqUJxkCSPU2doUIYiHG22FjmLG62IOm%2BQ2FAoCGWWNZxgKKGI8LDZzIWz%2BzDPP9PrlM6N0/s//%2BT963TiKiTBxOM9yuIF%2BpD9ZH/7Tn/5Ue8jskmemVMgnyM/P1woRmkUdKN1THUOOKADTJqZbWGNOMht8cV3OdbqvwdEPj0ag0BWwBShf8Qlz5Rhzl19%2Buc4FYPoAA5X3DsWwu530sbCwiCoQhgi6jIwM%2BdnPfqZ3Q0O5R9Oj5R2UOWfOHP0uwuvM0/KDKITP%2BwIKBmWPgjZJesBEEIzCRmGhDAjRWyXu0IODdeFEQUh0/OIXv6iVNxELaMcUx4wZM3TS26Aochenn3mGfHr0KJk5a6YkKKPrNDZ%2BUbYiPIaRduWVV8rI%2BJHaWec4g%2B/DwdwUoovhLZT3P/7jP8r3vvc9ndDHdMKvf/1rreCHEqwyt7CwGBQg4AlNs685IVc89WgJeMphXpOQOgqG3dfIomZTEpaYHQuEg1n7bJapoQTw9JnbNUYHy9n42dNoRxRiFdCcvATC6vX19ZKVlaWVJv3Mdyg%2BMsbZaQ0MtgFEP12q%2BGvKlMnq3U6fUQcMDFY4RMt4pEyMOn4ljzl4Qu8YqSy5gx7eJM%2BPE8NWmZtQEfNl/T3oPHOE%2Bj7cwf2808JiOABhzjw1QpVEOAR%2BNAQ85TBviXBFsLKGedu2bdpT4nfHSbw7lgLmGULsjEeENZ46G4eQ6EYIlTqT8c4SK%2B%2B69OEK6AR9169fr3e5I7ENpemdP4ZmGFiE10%2BUAcS70tLTnToo1jrjjNMlPS1dPqnqFe06oNCZwrntttu0kfroo4/Kf/zHf2he8uLjMv6G1Zw5yhRBwCehODJasaz4DeNjHSTWcC8dx/NkcHLO9VD3hzoYDDxLZ8N81MXC4mQExitKEE%2BZ%2BVM8OcZMNIxZxs6UKVPklltu0d4%2BGdQrV67U4V/C5oRZyTo3SiYU8OSfeOIJPX7/9m//VoqLiwVRiDInfG%2BSuRizhJHZDa6v8k5mILPIK3j88cc1jQk5QzOmH5BlzCMTwYA%2BBQUFOvM7YloZvRds46EQIzD8MA6p39Nbtsh7qu%2Bp1z%2BqOnzynE/KKaf2/bx2sNTRHw8emT3606PksksTNX%2BvXr1av59QPJEdY6wOdlQiFIbdOnOaiyKvqqqSp556SivkSEkAg5IUQcINc0Ikf6DgIxVQMA3hn%2B9///taGFlYnMxAGbItKmFZ5rRRkIwXhOhAxA7jD8FJhjShe5KcGMs33HCDViYocoQoe6KvWLFCh3tDKRXq9eMf/1ivOSfrPi8vTytsxrRRXKxJr6mp0YqKBDgMB7zA4QicnrVr12paM13Cr5AZZUXEZc2aNVJRUaF3zkO5ES05FjoPH9GrCcgUh97s0MZGLuC0M86QpKQJMlIZamdEkK9A/TAi%2BCW7lOQUqfq3n8gIVZdjgcgLkRzqQL9jWJg38U6mXFgGN2r0qF67zR1VPISD9qTyzJk//8pXviLf/OY3tdHXH%2BMgqkCZDyco5utSxO%2B66KKLutRAR6JEdKjO7VKDuUtZ8F179uzpUp5AlxIE%2Bnqo%2B0Md3KsYvevJJ590a2NhcfJCGbldynvRhxK0Xffee29XfHx8l/JuQo6PSI64uLiuWbNmdf3v//5vlxKmXUohdykDu/t7yj7//PO7HnjggS7lRbo1CcSbb77Zdeutt3Yp4duljIAupUzcb3qgFH7Xb37zm67vfe97XXPmzOn63e9%2B534zfED/vfXWW13K8en6wQ9%2B0KUUX5dSeu63DpRC7FIee1dKSkrXNddc0/XXv/7V/SY8PvzgaNf/7vtj1733/KArdfKUrqTLJ3RNuOxzXUnuMfmK5K7lP1rW9cb%2B/e4TfeOdd97p%2Bva3v92VmJjYdavqr0Pv9O7PYNA25PjChQu7vvCFL3Qppa2Py92DOn3pi9O6alau6jr8ruKjj9wHg/D2229rXktNTe169NFHu5SB4n5z4jGs4ryqvXrLPn53mPWl/Qn5YamxMQVrTgmvbN26VVuEXDdHX%2BB75g%2BxWgnJWFic7IDn8Yw58Obwnohq4cENBHg8LBdTAliH11mSRKgcD8uAMY3HpASsKIXfa76b77mf%2BXHuYYOQUMvYGKtE0e6%2B%2B269i1nw8rWTGdpLVYB2RCjwoE34PNTUIOF2QJ8gY48FRCURD3IWOt56Ww4fOiRHDh%2BWI%2B85x7vvvCO/Ut%2Bx3I0fVum21PTToUEfUjdvqLsvsEXsnt//QV747/%2BWQ6pv4Ykjh3uO9947JPva2%2BXF3/xG/qrqoxjHfTIQzKPn5ubqXeLgRbx0ohUfB4aVMidMRNiPkByhtkgYD%2Bh5ktGjdSiOzQhYV8kRaRkwF2XAcPPmzdM7UVlYDCeg0FHiX/3qV7XA7S9Q5CSmITRRsihsQr/8ClewwmZcsradHdtYSuQF4xClw05wLKNig5Bwwp8sbYQ1W3qy1ni4AHrg7LClKcluLP9jCqKv8DHPeOnYl1w8RZVz5Mhh3UcYDs7e6OpQz3AcPfqhXknwtlL0psS%2BpKx5N33rnLtf9AF2iXv77be08cAPuPDjLdTZ1OGjD52tfg%2BqejAtxLVwYPrlH/7hH0R5%2BDpBkHwMpnwi1S/RwrBR5jAN8%2BO/%2BMUv9K5U/Zm3QxCxG9CXv/xlbdmzLIHlL17m7Qu8B0ufMrDyh%2Bvcm8XwBsqABKX%2B8j/jjPHDRi/M2fI8kTE28SAhK9Q4ZnyTic6caDAwKswe3ccCAh3jI5T3frICWcn8M/QlksLGKceC6QP6ypz3JV9Hjvy0402ffppS7kqOuqKUJz5S/3a%2B3ynvvPuONtTe/%2BB99fm%2B%2B/lBr0M7VWE8577As4eUg6cq6l7xQNUHhY%2BXzRG%2BJU4UB2OHHA6SPMkfwIg0EY4ThWGhzGEqBj3rStmWDyL3xWjBIBHipptu0mGmn//85zqRR3dwUBmOVRg65I4AIlTFD%2BMjICwshiNM2D1YkXrHTvD44X68ctb4kqlOeJ3wN7t/hRprhH25nx9FCVZEjNn%2BCtlIlP7JApwVpg/Zj5zNfjCgTBg9HKAn/YCB5EWovjFImpgk38pl3/YLtFKnDH7hjJ845bH3laL9fxs2yL333is/vLdMytRxb%2Bm9%2BqdqOdi4xRz333%2B/jtCcdsqp2oiLCO4vpeld4ZDj6m99GKhT6sQvs71/9AP1Z6CsDwZ8ZZY0/uY3v9HJ0USP%2Bstrx4NhoVUgKFm0zJUT2kE4RAoUOT%2BFxxwbHj3KnHA9jBAJYGg6eNq0aXpwELqzsBiu8Ar4voQ935nvMaLZVpU1vnjaCHMEZai5SZ5BqLIOmpA%2BIXUvTLnIhEjH8HACXi7z5EQejSI3/RAO0BFl5t1N71jPfPJTn5K8f/gHeaC8XO66a6l8x91H/QtXXCHnX3CBjDjnHO00MZXCTnNPrl4t/9f9aV0O1nebg9D2nj/s0Z52nzu9BcPoZ/V5SkhlTejdUdTeyEFIqO%2BR84YO7JDHlK5V5lEGCpxfvyHpIlxYLhRQ%2BiSsMR%2BC9cgcUnNzs2aaSIEXznIFfjaR5J3hZOVbWATDjD3zaZRrKJgQN6F1lDNeFx4PgtKb9GZAOXiHrBXnh1GIgnnHG2Of8Cfzwf0Zw8MF0ITtcFlehkJiOiKSKCJ9iUInSdAYSH3JWHMPjtKkL3xB5uVcJ7cvWij3lP5Afnj/fVJy1126v3GAkL%2BmfA6UozbEPlR/u5/MdzuITK4PCC6PhjNReLN5O3xK8iX7H/zP3r26nicCw0KZs2cz1p2xHA0z9QUjYPCmp06dqtfJYhCYMvoSQgZ8jxHAHtWsfbWK3GK4wwjmvoQ933Eg7Ek%2B%2B853vqOfefjhh/XvZZvEU3MAxhZe5MyZM3U4nvXjZnyipAjJ49GzaxlRNkLwzAufSM9pSEMpxDf3vyErf/bv%2BhMFdKpSXceScQYofZLWkI/Hko3cG2wkMO9MkjHTKMhc1vYTYidDnM1qFixYIBOTkuRvRp/r/typk6SmNDkM4yj5ox/qH1SJSKereyjFW0v9N9fd77zl6AXI/QDh%2B5d37tR7LECTLuo6yDiplTkCgB2cnn76aa2MI55PUcArx5MmVEdGK%2BF1drM6liAygJnxEvDKWc7Gp4XFcEewEg4FFDOhcjbiYFc2xtKqVat04qnJgPY%2Bz/14kfzAx13Kq0ORM35RGIx5lAy/qEZ4lv3bkQXs/IaxEKmyOtmBwfPSSzvlv59/XhtL3fPHEcg6aI1chM4sJzMOT39Bf6HU6Rf6n8jKRRddpJ0pfs50%2BfLlsnTpXZJ3Q54kX3GFuide9Z9jGMAD5gjQ0MdA8K1aoTunxwUS8t5//wPZvKnWmQLw0nSQcFIrcwYyyTJ1dXVaCMBwkQIrH4%2BaHw5geQbKnHm6SMtA2MCULGfr6ycZLSwsnPECjBFMJOuOO%2B7QW6vW1tbq3doIkQfPk3M/whxvjqQ48lu8Y40xiyHAMjX2mADMo19zzTV6v4dgD3E4AplGFvazv35W/H92tqtWhNXfRaJ%2B2L2NMpjGYCqyw/2N%2BGjA9C87b4777Gclc%2B5c%2Bad/%2Bie577775e%2B/%2BfdyvvvrbNoo03Xunyo%2BVvv6U5q5l09%2BxQ0DiXD75s21OjNfjrG97PHipOZk5tX%2B/d//XVviwYOWzg91AJLUWGrAZgAwNvs%2Bk0Bnvo8UrCdnq8lINzI4XhzL44kGzDtOxLssTi4E802ov1HEhMLZ8piQK8lNDz30UMjxhxfGD30wR05WM5s6GRiPHEX%2ByCOP6HlyxjKeHz%2BSgbdn4YCtSflt8h3NTXKa8rIhs5aHESgfJySt/qMLlULf8p9Py%2B9%2B%2Bzv5SNFfh5bp2%2BP0SOln5LeR4WfGnSljEsZIfkGBfPeWW8SnZDXXtBZV9Y7obereUPdxrct85zb/2FRwX60e6g7Ha57uUjQ8VRobn5Pfv/Z75/og4qRV5mSc//d//7deV47F2B%2BvHIHCXB27VrHMgB%2BJMPN0kQCmI%2BzHxhRscIEAORHQAzBI4EUbJ%2BIdQwnBCsfi%2BBCKjvAToVoMaELl7LvOUk5%2BYpJzlkrh5fAs9xrBbhJL77vvPq2gjUeOIicbm7D8T37yE/288RR5jj3b8fQsFFR3HH7vsE7WYqe3DxSdnA1cPlJHZDxvpMGHSnlDa%2Ba5W1p2yXvIXY%2BXHy2gINmzffS5o2VGxgz5xjXf0GvCeY8aqY4ijhDeeznvVuQeRDJf7r2Hc%2BfPU3T7292d5NiPvl%2BV6ydOWmVOwgtMZcLroRSQEQwG/I0ViAK%2B7rrrtBGAMcA8G8IkUiCYKINknEgzQo8XeB3UkYxS6j3QeatjgbKhqclcjVUlZ8KChlbh2oESILTLPRxGKUQC%2BoSjP4bkcEAwrRl3TEmhmElSI1cFjxxvm%2BWgeg7XhRmzjCs2YFq6dKlWzkyLGToT2kSJl5WV6R/R8I5dnmU%2BNpQ8GG746KjiT0Wb137/e9n2wguKz9931l0PEPTr%2B2qs8HO0P7r/ftnR1KRkxbt84XjngyAqSJpjsxaiOPTpUOlXUwuMImTliy82Oz/qhXEzSDgplTlMZbZcJdQeSlBzjfA3ezNzzsFAJ2yHd3DxxRdrj5zNEyKFKYMwPb/ExBaQRpijBPqjCEydIgXL7vhlp7//%2B7/Xn92/BBRFQEuEJ8tGWK7XpAZrf4yc/sLQwNBO75%2BsDpQrfyPkB9JGhD2ZshhstIM9or0KwwuiKswD3njjjfpXkZi7ZX6xL1BnjAT2/iZxh1UQRIqGO6BLcIQL4xnFTF/ceuut2mOGbtA5OM%2BF5%2BgPlDFheA6msjCeDfgtc5LmqqurA5ZKGVAGQhU%2BGu5g97V3D70rz/7615pfFbF0hrgJF0fikQaDMD3e6Cu7d0tJSYncdVeJdoj%2BVxll76l3aaXuDbtHIQRPXgVTLcjuaMs8g4GYCIaGcYpn//Da76XlpZcGVV6edMqcziSswVaEfIbrXAQA%2B6zzW8tsMcnfxqNm6QoCm%2BxX5ur6AzwMNlswe1AjTDAKNmzYoJfC9KXQmdcj2YeQF5nzXqF3LJDog0XMDnfMfzE4gwXZ8QJGxEDixwTYKpN3DNbgAZTN%2B9g4Ak%2BNsCtLk/hpSvoGuhI16a%2BipA/oix07dmiaIdz7agfKn/aSSMlz4RQ/oBwOkiYfffRR3Z/83CZ9C6LdJ7EGeNrwNUZvQkKC/n1sNoVh5QmeOZs7Me5QxuZe442TTLps2TK9XA2vjOsA/meTju9973ua5vRpqLFG37CWmu%2BHe1%2BA1//0up5KhFbdfWM01wA0GJ4x4fkjnUd0yP2ZX/1KfvSjH2nF/pNHfyJP/%2Bd/qrHRIvv2/o8c/PNfdJY3EYKBKnXeh9wmX4Jpl77G8YmEVuR8qv8wkP6i%2BHnnzp2DWr%2BTTpkjaPG0ENIMViMMgsF3qamper915rax6hAuJL2xtAWBwIb5/VEUMBXzft/%2B9rf1jzgQ%2BiM0SwLOokWLtFDvyyOgzmTwFhcXa6UcKWgLHg1tQOFyPhg7zUFLyjdHONpGA5QN7VHebKXLOlPWD7PmlPApm4Lg9RKKRcH2BxhZeHfwivEM%2BwrPIejoR%2B6H1jwTDnxH3Rm0PId3ybPmGaN8hjvwsDGi8cZvv/12HVmiX0lYRal7FbGJdrEypLS0VEef4HH6DDqj9DH4UOTs2c7z4ejM/RiA7C42mPwbCyBB7Q979ujlZKzP7lJDgEMRVhFdHeozkrC1l4rKHNB7q%2BsfK1Gf7yneb//jPmlU8gzjlkz0O%2B64U0df%2BB30hsZG2bt3j7z91ltOCHoAfcLYQt4yjgcDmi7u%2BUAAL7JM7TcvOkbTYOGkkiwQiuUrCHyswnCMSOcjzFl2hvJlGQyfJLzxwwLMt5PBjhCmjOAjFLiOMidLlvWxRngjPPQvACnPjGgBewiHMhD4Hi%2BU7SoRTjwTznNACBlBZD55N3XgfRyDoWwpn3Wfpm18GqEZrq5eUCfgvTdcHXkXApzv6VeMIPqJJUYkNhE9oY8J4eGxI8C96It2lEf5hOuhVfC9fG/qxSdCgrrQVu7lCFVvcw26fP7zn9frYgkFs3c0XmSkoE4GwYM/1HtjCdAdY4pfmFqxYoVceeWVeg34bbfdpqMfpi%2B4z4BQOkocerL0jKVr8BLjk5UqGARMm2DUQR/TP5QRfPAdMoJ39Wep6cmIzg/elz1KkR5466CmF5uxmI1i%2BORQX7h3h8epp52qD/Yw/1DRM3h8qBK1Ymef83eUbHvt1Vf1T5zi3BCRKfxuoSxevFgeWVEhtRs3ye9adsm7f/2r8tojC0lTXyKixzLKPxa41YEm0Br5fzTCdvUXJ5UyRwniybHjG4I6nOBD2BLeQ%2BDizTJvPnnyZPnud7%2Brn8Gzx3oPFqR9gTKxDgmvo/DwPCiLcD0HIWmEBzvR6fkpD3gP1jHhaxQ9iilYmXMPbTLfURbCjOtm8JiDv73XUA68k40yeJasVWjF815wH0qT7wlzGq/SgIFCu8yAMe%2BgXjxnDp6hzbyP91BHUzZGC99xDwLZq7iCYTwyAxQi/UZfcUBz3kF%2BgDf0bdpLG2gL57wbUHcMH9rBpzkMDL0ol7pST289iLbwPe/jO/qLdtBG0z6%2BQ%2BGQe0GUhmkX6gqgGfdRJ%2BrGwTPQmk%2BuGwPJ9Dl1oS18z7tNHWMNho5f%2BtKX9Lw2bSgvL9dKnUQ3Y%2BTSR9CZCBnjibA6dGRrT56HRhjcTz31lDYCmHIhe51%2BgL59AdrRPxjOKHRoPBwBnRiHeOZIye78NFf5dBmdGFqEBgAFzm2f/NQn9S9Dfu7yy7uPyxXvXz5Bfbp/X3rZZXLxxeNl1KdH6Y1V8Mh3KyOMLXrx3HVI/q675OGHHtaKzzuu%2BwK8ZcZNNEG7IiBBD71CQX3X1cUmMu9r41NvIDMIOGmUOYIBJb527dpeDIBw8B4Icvb9ZX4cQY7y5RfN2CSGBBpCdSb5hvsBQsAcoYDwQXgTuoepeI7nUbqUxTWEOAqb%2BVSv0EEIcf0Pf/iD/pt3oLQR5IC2MfAwMqqqqrTwI/qAMEIAGkYOPgDvgR7MLxPCJLEIT4g5aN5n6sEnc8MISAYVB%2B9A6FG/UMDDQhgSIt2yZYuuH5EF/mYlAZY32xniQVMGvyPP3tqsGyaHgHlLryINBjTE2KItnENjznkGoY6C5KAeALrxHvqQeXXeTzv4MQaUhYG3L81h%2BpnnSXqk7fyUIfWn/%2BAZFDRLpjhHwfIrfLSbuTDaQn8QOsQw4xloznQJc5JGCUMvNjKCPpRPfzANQ79i6MF7GED0BzxAmfQXfc491I3rpr6xBPqNJWRMZUEDpp7YBxyDxhgntMt47gsXLtRtJsudsDp9jwEFT7JBDPOwzJMzBiKlB/dx8D54wjsOhxNoNzzLeNW86aos/kU1m89IYGg/MWmi3K8Mr4cVT3uPh/Tnw3o73n9Vn488UqEThBlPPHuG4gvGBXKKPmnasUPLCfge2fFx9pHhKqOsw1GkT0rpL52fhiV61DlIyrwfPzEzdAGREJ782g%2BWD0oQwYHwhxEQvnwiDGBcQjL84L6ZY2FHKDw9LH6UDDtFwWiUgXDnGRiN9wDzacB7EPI33nij/oUnAxgUwcvzJjSIoEcAES7k/ZQLw6JceR/XqAft4ZO6vvzyy3qOibYZj5bvuJd3MsfOuxgYRsFx8DfPoDAwFhCIWMiACAZ14hOPl3cw/4xCJ1LB7lgYRgjTb33rW9rY4X5v23kOWlM2Aw8aE/4my9145az9/cY3vqHrSkicyAB1pa3MhZN5z5QH9Q0Frpt3Uj5lYiBRX8phagQjjC13%2BQ4liSLHcELIQyeep3/JxEeZ8DdlQR9zAOpMyB5aQ2cMBuhPXfGMDQ9wP3XAUMAwo2zmf5lGgZcIC0MXthaljnjm0JTnMA5YF027mI6BJ6Ez9YTmLLei7oSCMXpIuiNRk9UVGA4YGSRt0u%2B8i%2BdjBYwDPGrWjmPo0F8G0AP%2BJDOZVQPwDH0Lz9FX0ISEVviMcQ596CPKhK6mP738Sb9Bf3ONv%2BHZpKQkPb8%2BZcqU7ojLcAP0wogyEcDTkRfqOpTS5ILPXV4/FuBBaMwvnTEOzvnkOe43DighIDP%2Boy451/c3em04fUIfIqMBS%2BNOUef022tKdiEbTf5RVOFuiKOz7%2BWIbndwU0lcO/0M83O9zpfhqBHuOgWTPWDOMZ6QHfHxn5JTdLnRw0nhmaPcSGhBqeDBAgQdiW2EzkmUIvuVTwYxc2woUxjJDHSYBYZCEKO8uJekK3Zwu%2BKKK8IyNR2NwmKtI4qSckyZMCRCh7qg5BBWKAS8Lbxi6o1AI9mOc8KPZg0s7TAeB8YFZSLE8UhIAOJvrFiEGwrYvJNPDt5N6BGFg7eI4GMLy3/%2B53/WHg31Ye9j3ofCZ06STXYYOChYlDfKBiWGlYzH7g2DMoAN/VBECGnqQSa%2BSSyEFgxGPE6UGCFTFB%2BCmev0F21gMB8LvBNvjnowd4oyIAxLf5KnQH2gIeXyfrw65uHIckVgERXA64UuwNDLAOWLB423TNge75Af48BQoo/pD9NuDgQgYW/azC/p0W4MMOoAH/EeaMf3vJ820udkajOFg9KiH%2BfNm6cjQ9xD%2BfAadMWoMFENlBv1gD8oDxrQt9QhlkB9aSf9iECDVrQVWmDwsOQR%2BpAQZzZbgu5EPvDqMGAwZkzkg%2BeDAQ0NeB9/YxAwBsmERx4QCWH7Vww1%2BA/ZQX1ijZ7HA9oKDyEXtALVV5Vhy7BgbCiFGzREwsJQnDl3lN%2BZp5%2BhjzO8h%2BrL7iPuTO300CfEAPgNcy23TEa7Kof6vf%2BBk3A6WOBnWLUR4/JMQHPVpdNVXZHZOCKnHmM3vABjJQiGjrT1rbff0lMLbHwTbZwUyhxBjMJCKZmOYaAjUPn5RObnmIvhwCsgKQlPGiHtHfwoZYQm93AvnhwCAIZHgIcCQtqEDhEO3GfK5P0oYrxGQoV4ZzAnwowIAEoNAc86ZL4jwcuUgZdovEoED94cChajgTpyDUGIwkA56MGgDurDOygb5cSPzKCE8XLY1Q7vzxgseMbci/dHJj2GBooQwYqFzTnKnkGPV4hhwjuMQvMeXIeeaWlp2jCAdpxzjXeQiUymPtmseEbUk/JMmO9YoD/x%2BDFeMH6gDUtR8LSgGe%2BBzhhhvJ/2caCQUczQINzae%2BpO%2BRgzzNPRf3j7pgyMEBSCaSvfc3BOeSgXYwShoDGSqBP8RB/xyd/ch/KAL1BgPINBAq25hqJGeVPXVatWafpQFkli3AN/8E6vgRBLgM60jU8AXchbwWhGwZLERhvpR9PfJDyycoEla6wuwfiFVpEA%2BsAXRDYYO0xVYMiywQhgfLBCgqVx0JsxM1zAmEQ2ITvZR7xHJQcptX6A5yjFlNRTYm%2BQ/5A0MUmdMeXh5vhQAuNKHfQb%2BTEYuvB81KFeRdn8djrvQrmaca3H9in8eMup6p7P6Kk%2BddV9cGBQRWq%2B73i7Qyn0t50LUUbMK3OY0XhG3rAd52z2gSDAMyTcbRBOCBqmYVCjIPGCCT0j4EM9w/0IJObKUZIwhRfUgXJQBMwBZmZm6rAe3gahYBQZdSR8iIcG82rGUh1tlDmAmRD%2BhMXwUtauXavDzChfLF2MDRgFIcez1JXBgXJC6KNQKBtL2DArUQQEJ%2B8g14C6onAQfHwC2kb5lIeSod4IWf7m4P3mHEAPVgjgkdNOFBD14m%2BTFIgCw7DgGvWmvEjAsxgjeGbMs%2BLBItwxzFh5gKdGu2gjPIHixpAh7M47qIcWGOoz%2BOA6fY6y5Zz%2BYhcyjAD6Ay8C69zQ1tSZv3mevkch4DmyCQ3t5jvaCE34BJShPRN1AOoJDaE97%2BU6fYXCh968i%2Bvwtl7G09DQTWvTllgCtICm0AejlF3aUKJ44oS8oRPtxriFnihgIiXwJ7ztba/33PSDOaAjvEtUhggNORO8A6MbfmedOcYxhh9TPxjXeP7mx5SGA6DTn1mLDy97aMfB391HJFC3oZoOES3pdOaD%2BZsDiRpKbZ1/wfly6/du1XyQqvoeuTFRGXY4NZ9X53PUWM9XRh7ygjFxLMADjFUzPo6Fjz76UD77d5%2BVb/79N/W7P8971THx8%2B6hrk2ZOlVHMJGHkahevHfqof5xlrMFHOqauufQ4ffkyPuBPxYULcS8MsdrxFszYTsDBj8DF6VHNiwWPolZeAbhOhxGRrCSYEOIFiVB%2BQhczeRBQGjAfGzbigdrjAEDlBXhZ4QU3gbeHooM5qRc6kWoGU%2BY8DOeppnD41kSVKgr9xJaxatgLS5KijI4eCefMBHPcg5Tcx3BaBSZUaamHSgsBCvlo1T45DlTJjADhDKoD4cB5RBm5tPUxQhRnqMM3sHzXOcA3Md13sc95l19wZQHfZg7xlOFllxD8RE%2Bx1tFoaPgEcxEAdgFjL4zZYTqQ8B12ga/0FbqSJ9Rdw76ztAFvkKRUp45iPKg/IkSEJajfYDvDCgXjxDBgXCgTzEeSNbDA4d/vvjFL8r48eO1IQd9TL3gR6YV6E92ukLAcD91iyVQX6JCDz74oD4wbulTaMM4ZckhxjfRFAwYkoUwRuFPaGH6z0tXwHX6C97DGGUKjegVcoEkOzKs6TeUNu9gugpDAiMdAxW%2BwUslokPeg9fwP1kBzd5V7Wa3NrLKvTAh475CxwGgb5R3zV7spo%2BOhTPUGEEmEakrf7BcHih/QJYtX66P5cuXydJ/XqodICM3jgV4CNlOf0ZSB%2BbrCbNnfeMb8kNl2LF89L6A4z4doU1OSY5onPFGtsP98EPlUKlzzaP60H/og3vY%2Bx5%2BHgzEtDLHm8KzRSEaoe0FncqBwDRhdnZWM55SMGAIvB%2B8Pax0BrUR3qFAOYRVUcahlBJCGYWMV40Ah3nxwBE61J2IAR4kSU8oDJQC3htAiCNgqANGBUKJJDm8DYwAQuC0jbrhjfJ%2Bzr0HSgWm4jsUFfd7BWGwUAwHnjeKzQsGD%2B%2BBbuY9XjqYa%2BaTe1FSRpETcdAhrDD1CHWd5xjgeHcoNMAAZrqBsCwGD/TB0GB%2BlDl1o1xBuIFu2sc7Dd8YGN6i3rQZnuAwbQHBtDFlmHIwBlDmGBlEclDk1BPPk8FNPgN9DI8Yg4660Ea8SIxRsvNZkcAnkZVIBd1QAX3Hfg6MF4wePG6UKzksjAG8aLxyDDOv4RgK0IaDMqE9/JCVlaUjaShxckPw9qERSYpEdOAF1jUzpcS4MuMEwMNM05mkw8ESuEMF8OW777JLpMOjhp7dB/%2Bpz0igN4hRdGQfdsPvkeCU05Wh/OmR8pkxY%2BSzyki/%2BJLx%2BuAcmWnGwbHAO%2BEX%2BhTjL9I6wDvw4bjPjpOLlRGNIW0OnAZ4ClkdCXjne%2B8pZ8BdQ27oqM60Pneg6KTkxWBN58SkModwCFg8GrwyhLkZlKCbId2DTkPoohzDKXIDM78KwjEF5dHJhHoRwuE6HEWOQkcgI8wROsydI8w4RyHg2eORAZQOSp33IkyoLx4c4XL%2BhrlISsMD5FlTP9Mm6gUdaDN1wiNhQEArpiLw7LzgXp5FwFI/nkPpG2Yj2sHflIGSwYvib/NuL80Bf/Md9eB7DtNOhCWgbCNI%2BY53hgNtJlJCOZRhjADaY6YhuI7Ahm5sz0oIlb%2BZr2dunnOeowzayMEzvBd68zdlYmwR0oNulItQ4D7qSz/wyd%2B8m7JMmbQBGhqlDrhu6mw%2Bzf3UE1ogMJhjZyoHY428DrxWymIeHVpTR4wSojsAQ48DHqXesQZogPFKlj%2BrScjZIJmRRD%2BmnAxtoWkwbwGuc9B26ECUi3wGymDaiqgV4xHa0WcYy3j6rFHHaML7N4Yn7wkFvHfm0TGcT9aQu%2BZJRQdobIYfXrg%2BnD97EJpMQXD6DHrRj9A4HH0jBX3cl2ww4D1EFtr/p10O/uUv8oaSl/433tTt0z/BGhHUe3hX0Psieb9eoK/w/pFOPaX613f%2BqmmhKqa/Y0VAACXUH85Pw7p/RxExqcwhMoKB0CMhSIR%2BOOZBUBtBS3iWhCIDmJnv%2BOR5yjUJYrpDwoD7KYc5UrzpcIIV5YlhgDJHcaAoKJ/kNYQ2c7HMWxMapAwUj/GyGRAmWQpFguXJNQYMwh2lRZ2pCwKfwygNrnEv2c948rQFr4PEMTxCPB%2BiFSh4lBghfurAOxBmGCEYSng0KDXqjxGB0uceyg8WiFzjPdSdg7aY%2BvHJNepnDtOH4QYMz3CfeR9/o2SpP3kDRGOgLZ49RhUC3Ch%2B7kfZQ3/aSDnmeQ7ei%2BLgOp8cWOiEwOlPrpPhTJiXSA7vow94DrqaenPQTp7nmgHv4uA6deGTvymXyA8H/QiNCfFyEFngXbSXtpipG75DUfEd/U77ycw3UxyxBGiEMidTn3ELT0ID%2Bg26QisO6ARtGRMYkowbaIJBScIchgDhWRQ0m87g1WOIQStoQzIdSXVEQVDKhNPhaWjrpVko3kOWIJTx8MlT4DnqdDIBGpifN8Vv1HQIJkUEeqwHzs3w%2BQ5Ff%2BgcirbRBu3ggHdYxvbWwbfknY6/yssvvaT3e484Y5yqmqO/IMtdKW3m4F95ZbccetfZ9EnzmT7c%2BwDn5vogIOaUuWZENbgQ1Oa3ivsabDAVxCV7kgQqE8YGJJShFI0gRhnpLEvl0eH9hGNIrrPpDOFSbwjXC%2BqJgCZqgEAyZeGZEf4jIY2EHLOsCtAO7kWIIdBIjMMLNz/xiCA3W4QidLiPTxLCUD4oMIDnC4OzvIeELBQ69SBUSy4AXiCfbPLCuzFyWIKHImPagrlmvEWmGqg3v2jFMj8UF0rNKO1gUGeUP89wH0aDGXAMdJ7jE6HLPShWBHk4QA/K4Xnup254X4RLUebQhnlXlm5Rd5Q64TnqwZwr2dHMgWKEUAbGCVn5KEJDI8qnHryLqQv6lHpiKEJnhDq5FtAfUA738smznGNU0C4D09dGidNH1Mm8D37DaKId1B/lRIiYMDsJWfAASynNOnT6gbrQbyRysfYf3uLdsQRoQXsMfYLBdQ7uYZyivIlaoayZR4f34Ut2fCNcjvGFsqVPCY8T6WB5m1nHTlQLevcX9BXGE/sNYBjQfyc1TH%2BoDxK1%2BETJO4hc8UC35557XtP9RPAmvMJ7DijD%2BNe//pW8q8YxhgT7eLyp%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%2B9oM30PD8F3PId3D0/A18bjhs%2BNcQVNzZiEphwGwX9zH2V7IyuA6/QrxgTGFOcnC2g/fKv3w1cyCpppaimyQBn6iaWk/3LPv8jfnOeT004NH6XsPNIp/6GMq4oVK%2BSgGtPxSqYtWrxIy1v6LdS4jibeUeOIja8qVlTIO%2B%2B%2Bo5eUjT73XFl6113y1a99VfWjcjrghUHUr28dOCjVjz2mV2aQBAhYXmdeargNPvvEOSPk%2B3feKdcpByTadYpJZU6IjqQZBMOxrGYYinA2XhoMhoBA0FMG1j3zaITw2HGKOTwEMqE/rHwUAALECxQy83JY/wgdOigcqBtCgjoEK30EENdgdnOdQcVAQhgBykZJUQbeH4cRMghAykApGAOF%2B/iew1s21zF6qA/v4DrP0xbv%2B/nevAdAKxQ6ZXMPrILA5NO8g3MjQAH1NQOY8mgP9xqhzL2mz8x9vCcUTJm0k%2BfpN67xXlOet/7ACHbuw/DhHupg6g3tzP3UBfC3qTfXeJ5yuJ8y%2BJ5z%2BoOD95t%2BMtepD8/zN%2BB7yuBZrlMPwuR41ShoPE2ydXkffIxniTFFDgXroVHW1Il3YPhQHu%2BhPvQd57EG2kA0DOMKY8drjEAnQ1/OGXfwNjTDCOXgHEMOusLP0CZYCUNn7zigP0yfBMN8Z%2B4LhhnrbLxkDO6TBdCP3AUcF/qlZwQ5Gdfdytx3njPG1HXvPQbdyrxiherbAzpL/KovX6WnOHAUjOwYDBBKb2raIfff/yNpZR93xQ/mTVfPvVr%2Back/adl%2BmhqvGoNQjQ8/OKqN%2BmXKAG9XPKqX%2Bqn2epW5AXT89OhRsvSf/1m%2BNufr7tXoIeaUOYKW8BdeNkrHK5BDgeuEMY1XTjgWYUC4EosOpoYECHm8UKxVBCrzemxUgUABRsjgTRHWxtNE2IZ7L/XiOw4jMLxA4NC5A4H3WVN2qHcA073mu3D3gVBlBd9vygPhyjEI9eyxnvGiv/d7caxn%2B6J/uGeNITEQUObatWt1tj3eHhnqGJm8By%2BJ%2BV8MRPIXWFrH1AiKycDwOXx4PHT5OAH92KiFHQWJ0BiDCCPNGJKMTdrKuOR7YzhphaPabA76j%2B%2BgB98Z9KXMvc9zAO7FQKAOwSByxnQUjoOJqp0sQI4iE5Flhw%2B/p8ZCD69Bz2BlDqBYMNf1KPMKbahxwzlKzprVGRhB9FG0QZ/uV8YdP8hCAiX9p3tZXUepX6TGFtFWkh/PNlGVKA8ZMtNfbW2V5cuW6ygsO9hpGnn4ywt488K//YzcW1oqU780zb0aPcSUMmfgEdJlcPFpBFwwDCFhIrw%2BMloJZ2Pts80ooWxCnXjgRkjAsFiRCFjmiAnfothNVjPf4xWxRpX5SwyDYGUAKUN1YihEei/38X6jREx3Rfqe48XxvK8/9DjZAS1YhkUInYgOnjgGIfRhWoNpG8K55C6g8M20hhfw%2B2AIxhMFaIDhwvQBypvxTJs4DJ8YnuEa58Z48X7nPecw34Pgv70wz1Im5ygApocwrPD8g8GUEXkmTKEgG04mYDRhVBEp%2BqtyWLx8dVT1C/sZwJNMYZ12ulHmvcdy5%2BEjWplXPvKIlpXESbif3CCmlsh3wAFCVgbLy0hBf3KYOhJlI0pTqQwIlKheEqcz13v45PTTz9Bj6IZ/yNM/a33eeT4nIc7lgbAIzToUqhin59nDyvD8w%2B//oB1LogMYNdTB4Un1mi7Fh%2B7tfFAsPPS5yz8npffeK5dcdqn%2BLpqIKWWOBc36UeZtOQ8H76BFATO3i/DgWZQ7y4H4sQYYGpj7AecwARnnzJuSCAMoi/lTOo/wKF55JDDkpVzveaTgGXMYITTYQJAaz4h2ekPToWCEMvd4D9DXc5GC8gk10376jwN6GCPHDPJogbZEu0xAGJ2NSZgjJxkT74V2MH9PlIiQIN4MnjvA%2BIRvoT/tHKgwHKrw8raXZwYT3ndAWzZgIkpHnwTD5Nkwfz8Y/PBxgrbj0dK%2B/a/vd/UU/3RJ5/sfKGU%2BS/PiKCULTdu7x7T6zwkjO4r1F7W12ujBMz/1jNO14oJXiWaQXItCNzsqGqckFAwvBMNco85Eb0haJsq1Y9s2JcOP6PqdGvCYKkf9y1z/iE99UufNUAfWtDO1Ezb0rx4KcVWDOtDmI51OwuxLO1%2BStevWStOOJj0tofd453ldgKIQFVDn%2BsM9j1Nya0bGDFm0eLFc9Ld/q69FEzGjzLGi%2BclJQickwfQFb0dxjnJmPpw5chLeWEcK46EkzD0GkIO/YUbjHXBgFBByY%2BDDEMHPAELyWKTA%2Bz11h%2BlRQgOx8DE6EDYwMxnq3rnGwQB1Zcc5lsaRMBYc8vUCGsLcxtui/XieRvF46TBQ0H5%2BgIOQLPUhARFPiutkNPclIPoL%2BhKrHyMG5RqN%2BhtAKxK3MEaZN4YXqDufTO2Q7EjSnqEdc3Ek85HMSGQpUgMylsAYM4gmrcPB%2Bw4UA8YVybREDLxA8fD7AkTnBjJmhzoYS0Qo8b5xWk7XCtuhDTQidwhFfPaIT/RS5kC5FfpuymEpGAapdo5OO1UrMAN4mekKEkfhbWRxqH42MtR8esH7uY7nz3JRlDn9ddop1MK9J4RmRKXzc6NnqP4jwnDJpYk6gRRZHgqU0LsUF6paOA/sq/673/1WyeO9ur20X1VOt8n5z0EoZX62Mm4I%2B%2Bf9Q57EjxrVx8sGhphQ5ghBsqLxqL2/3hUOhln4pHlk/7KkiU7EO0ehG0UdDK6Z5833KGESkrA%2ByXwOBvUjk5zBz1IwwnKUARPyHsL5LKlhPpS6mO94zpwbwBx4xWZZGkkkDDbqj1FAYgkRAhjLKFje4S0jGMFtMufhgHKGTiQJ8ml%2BAc2AMqgL856sXUfhoMRRTBgC3EtCIevczcDhmeA6hqqLt13me%2BhB%2BJl3Inyx%2BNl%2BkagJ64ihE98x0KkH2f3hQPkImHA0oE0YbGS3M6XCdEq4etN/fBdclulX73VzTv8ilOBhznke44w2U3evoQbPsBwLnmKvcuYfg98V64CWBieybfQRBihzw2TH0x%2BmLhhN9D8/Hcx4P9loDnT7X39dSr5foo1GflNcNVTrF9oLDfAkcdlN%2B/W/bncZkrCDXKdSau93vi9HPzyqv%2B5yv9PKTT0PjzPm%2BDyduXn1fU%2BZTvkc0P%2Bjro/kw6Mf6l9f4/4P1LhmPh8Zh2zhez3%2B1H%2BOIciGNac7iWcuzJg884wz5dB7h/TPnDK%2BCP9z7YwzzxB%2B3tSA8nTfqyrhYTu16g3W5vMenBajP5xfenOIEvop0e87qtp09ifO1pFd9MNZ6rybiFFCeA0whADjPffcc3qZEoSMFHQqgp4wC94cZbCVI%2BXpzgsBw2QG/I0Q5cf0sVZDgbJIKDHrXVG%2BRqAbJsQYYRkN16kXoC0oF29d%2BJ4QEnOrCH2sP4wJ1krjKZpEHJiT5yjfHMBbFucclImyC34Xz3AdpcKn%2BY7rCDfqZ%2BoaDMLetJU16dSNddEYGmxvSztZPYCiRRFDh3Dl8O7gOps6cc5BfUzImb%2BhAUu36FPK5V48AzYSYXUC93CN52gz7Tdlez%2B94Bq05nlCrywHw0OnDJ6nHM69z9IuUycDzqkT31EHnjP9DDB4oBceAp4KbaAtXKOfzTOmTNrNOXWgzJMNtMkcJwqGthh/9ANLJvFCvQerDYiCnYw0B/DoJ8/5pIz527/tVuRewLNEGhnnrDw4eMA9OFfHAXXOwfdHDjtLAs0yMEriX007RWrmklH2Iz4xQuchTE%2B/UqYrGnOkp6fJtC9%2BUcaNHaueUmNd3Xu6UroTJyRJ6pRU5RCk6Y21UIBXXpkuX/j8JFXvc7Rx8Lef%2BYykp6XLnK9/XSc5f51DnX%2BZJbN/%2Bxk5VZXDlBV7ORDdOlfpgkNKTne89ba8pdrAT5G%2B7f4kKdO2XKdtfMcyu%2BCDe1jLTlj9Q9VelHt3W/VZaHA/RhG/9w6/Yai4%2Bj%2BqGPKeOUIMRUjSGTsyRVJdMwCxLtncBcWI18PmIihar4DvCzA8ZeBNo7QQuqFAeQgGPFGYGubjnSh/vsNrx8NiHp55UgQ6jIFniRfLnBxZ9ryPthLaI4zE0hHKoO5MLVBnPHWEPkDhEm6GAUncI7xNfakDionrKD6UI9EBDBuzJhtQHnVA4eKBolwwEvibKYmXXnpJW5JEFLyhbL5nVzK8ZDwbogZs1gLdaS/hO56nbhgmeDnUAYOH8CXvMvVjUBq6Uh/oiEKjnlynTIQKc158T31IqOFZ3sUeykwHkAFOlACvmn0DKNe0C/oB6EKyGWE/rgcD5U1bWGdOPYkEEWGAhryP8qAhz1IXM49PeXxSPnTmfdCL6IqpA2v%2B8bq5j/ZwYCSirAHfA%2B7nOe5laSTtZV02vBsuPGgxMMA/jCF4hcMAnjNj5GQGW5D%2B3yef1LIJ5W2UkwlZI2mV24O20n%2BEU1dmvpoPZe66Z64yV%2BDXxD6hFDkOUU7OdUrW9czDcy8i/cBf/qJ/d4BoIAlrHIybD44qoxwFrxQgxgLbtT6mZDHLOVlLPl4ZB4zPD1VfOtVwjP8Xm1%2BU6p/%2BVEf0pqamao/%2BX%2B7%2BF71RFvIFZWzqx3awqhb6XBsk/UDgXH1v8DXvJtSP8bJcjedPfUrJHvVuvjN1iAZO%2BxcmTYYwIDxCmpAjyiBS2wNmQSDjrbHBCoYAG6eYMrzlhCMo95C4wZpzkt5M%2BDcYMA%2BCHc8cpYyCZAtJrDCUHAIDjw%2BFi2WKQYEiRFmyzpMwtdmvnXrCcCh7ozxoCxvkkLlJCJkyUZhsekO0gXfjBXON%2BW0MBJKtUKh8j6dJsgtJf7QBZcgz0JSNTfBC%2BR4DAk%2BR54lgoCTJakXReIUdSpofrkAxomSwfvkeOnKgpGgje6XzLhQue%2Bizmxp9Qh0xWmgT1zF%2ByGEgs5Y6ctAeymQ/etpPghhgUxXawFKYVatW6fpRf9pIiBxaA%2BpG%2BcyvmR%2Blgd5kLtMe%2BtUL%2BIxlU0zBYN1jVBAZYUc4%2Bpf3o%2Bh5N/VHuUN/6Mc0BGDDHYwKeIA%2Bhb70GbSFltABJUEfk3gET5hkTow2%2Bo/QLrvb8R3r0b15C96pDovjB3yF0QVd%2BaRvzTEcQPiZTU62q3HKL6ih1PQYdtU2/2qFYw71R/d50AF6/nZLcOUqiWgjPz1Sb3%2BdeEmiVqSMi1/8YrMOqV%2BonJBzlFygD0gw%2B%2Brsr%2BrfGceB%2Bcmjj%2Bplwih05Hj8SOe3Dc4662ydRPoJ9Zz5IS1k1mcu%2Box2BDCwMc6RZ8igM5Qx8OtfP6s3GiJb3yTwGfTU26l7f46%2B0aXfx2Y6GChaj5yhxrErK6OJ/pkhJxAIUDqNeS0EHsqHa5ECzwavHK%2BaOTGEdChFHg4QmsGOokLZHEuQci9CnLlNmA7BzOYfKAU8AJ6nPbQBRUbCE/tHo9wJEbPDG/cRLkKBURbZtMzZ4cWiQFFMKCsUCdY0yodd6K6//nodEkTh8OMSKAeeYV9y9r8mxITSQzHgUZsQGh4gCYVsgUmZbJOJIYISRenw6VXiAI%2BUe1GWWMSEhxmEhjGhA56p2VCHekN3DBMUPM9SBnVkEFIOwpPoBXVifpiwGHVFWfO96S/Td9CJ%2BxmYlE2Y1Cg7Bjj9heEEz6BU4SHeh2GDwUIkJBjQC2FANADlTLvwEqA57aA9nHMNIUMfYkRgwNEuFD99SFvwoLlG/%2BGNQBv4D2%2BCCAX053tjoEBr2o5dTX9hIDFtQTnaY1I8A804LKIL%2BjbaQjWWwFi4TMmO0xQdQsFLGc5DHYEI/Q3jgulGEtKYd0Z5X3DBhTLiHOdnmOkDDP34%2BJE6UQy5w1jd%2BfJL8itl3L6inKNDSvadeWacDlejrM88K05OPc2JdGEANzQ2aHmDtCB6yXr309T3dC87wynhoeui5Yg%2B84CbgvjAtKKvIxwo37yDjXSQH0Q4taHY14PHgSGrzOlcBDVhWjw8lJgZeOYIB75DmDN/i6BE4KL4EKSRAmaiAwgjUxbv7gu8E%2BVGdjWbf%2BBpwWAIaBQPzxuDAG8PK5W/8WJ5F4oVJkOZwNQIcjxw8z3f8QkzkNlO/gAhd9bDo3gwDmBg3okiBCg9jBnWe6Lk8AxhdhQbBgPJbRgT1IO6E/JlwHkRTGfqwOBD%2BZn6BINnUPCmv1BI9CUGlg6Jqef5nudpH/dgsRJJgOZmGgEDgGcBCg0aGMXGs5RHKA5LHJpxDi2gCwYV4X2ULkocmvFJuJ57vKA8aEY0g/fTNvITqDOREz4ZiJRJP1EmXj60oo0kEKGc2VqXyAF0hrbM89E%2ByoK20J020HbqDn8yfUMoEMOENc/0J9MxfGKUwAe0lfcciwctLPoFpW2QMRiveOleBTRgKHHR5R4GjNmOjr9q2dSkZDkeM%2BOCab1zznF2r1RCwL3bhfqb4DcbwLx/9AM5RSlllLcuW33d/akPvN%2BjWt7hBatBRgkBiLRd3XUPqk6/4ZbDcVTV/3LlbBANPI358kHCkFbmCEfmL%2BmkvsC9CHIEH14hVhuCkOU8lIHiQ6nDQNzHpzlHuZhz78F%2B2oRb8foo34vg%2BvA3B0KX9yCIybbm/RgibAJC2BSlwX1seEMOAJuIoBgon/ch5PHejeL2Cm%2B%2Bo2y%2BIySNwjEKEYWKcuB7rqMAeRfPGwXKPbSLd3HgrfJ%2BdrnDe%2BUZyuY%2BPvFqKYODv72AxtSXunojJnxyoIQxGjCeWJLC%2BzHGqBt1MgYA5TKQeQfREyIZ0IpIhTF8%2BI77aav5NOe0gzrwHkLsgDKhCcqdRCZC6rSPKAXPEHI3xoIBbSfsRxnQFqXPvfATyyHhIcokwsE99CXKHMXNtAcePfdAfyI5KG6zvz/et6GtabtpB%2BE/aEkf4ZEbeph%2Bhy%2B5ZgysYD482UBb6W/DT4Br0UQ4nh6WUOxExnqq4tmE/5OgPcheUGTS4XUO95IBFAymYvDfBl1dH%2BkENMYU97ykPO6VK/9dj6/33%2BdHo5woIHPkH37kZLNjpCenpEi6GsefvfjvGAD6Web2j6gx1ameY6ycqwySqaoN3Mtvk5NBr%2BfEuZdd2fS4UZ9k5qv7mcP3gq/NYaDbpv7Wn0FHX9D3uM8BaOpTDtoVqm5nqXE%2BmGN4SCpzBhreEHPHeDwoQHPdAKIg%2BPB68MAINxPW5CBMyS5uzDfjDaGQ8YLwysxBeNncx0HSVPBBiJRwNwrDKA0%2BebepC4LHKF6EBJ8oLzx0Epfw5gi1m00pCB0xz4o3h8eMF4YwN4oQQW8Ejmk3n%2BYaBwqAd5qQLdd0CEudo1AozzANn9zLJ/dRb/5mfpeldgwuaGfC5dSB%2B0xbjSLyAq8epcg9tI2wM/cBc42QNIMR2kMPQDmEo%2BlbDiO0qTvRE%2BbhoRv1QRmjdL20NoDGpn3wAN%2BbtnEdetFGyiJiQXgb5YpxRTuhsRfUhRA5HgrLC8lkZi8C6o7HDq0Anja0J4eDNnM/ERjyIyifvzEk4Vl%2B0Y92kUDHFIDhE%2BpnaAW9aQvXTRIg9DOGD7zC99QvmAYnA%2Bgz6ELb6DPowgHdCJ3CK0zLYGCRWIgByrSL99N7cI2D1RQHDx7QhqY5oCV0pHzD24b/hjNQNp8e9WmZNWu2M04Zb%2Bq6ORhl5uCCM%2Bp60KUueO8PBa5/8L5S0qq/iQQQ6Zx%2B5XQ9pfYVNWbYPe3Pf/6L/P4Pf9ByY78aW/Q7a9wLvvOPcvcP/kWmX3WVvK%2B87wNvvyW/3/MH2a1kDHvBv6P6FBn9L/fcI/90xx06stbZiXHv796bg/HU8bbzK4kOvzn16kFAK7uh20T7go5jwRTPJ5544qWX6p3f4s4a3KTKwfP5jwMQnc01EPB4eaGAACS5gaQCBKb5HXDzHYyDMEDRo1CBVyCi9BC8Rmh6B7ZRFNyPcED4G6XCJ8/ClMaL4l0YDdTVKCmuE5olG5kkPIQ/oG3cy3upJwwH41JXriPUeRbvjmdQHggf3ku5vJN2o5gQYMw78x3eIs9gHFA36k29eN9RJSiNgOST%2BxF4MDpKk/cgLKk/gpNnuIdPyjR0M%2B3Hwyc0TFgaJQYdydLHiED5kRiGACV/gDA%2Bz%2BGF0mYUIwqQ%2BWa8WdbMA%2BoD7RAoRCuoK%2BVRJ%2BpMXWm/EcZ8moPyeY534uFDF5Q2xhw5CCQ%2Bwh9Ea%2Bg7L2gfkRv6AAOFED1txMihTXjsHExT4OVDe5Q5%2BQ7wFd45yXrQAF4DtIX%2BpG20mUgM9YS2fNJO06eAOnEv5cP3eP2URwIcZdEu%2BvJkA3yJoKUPaCN9zhiAPvzNQd/zPQf3G17kuWBATwwkjEBzwN8cZsqKAwcA%2BjK2%2BGQcDmdAs6u%2B8mVpfP45zaunwZeuqIxAdx1TwZFYB9%2BvXbdOjzP9uxZasZ0ir//pdTms%2Bvh/ldzYpMbVn//yZ3lDyaKZs2fJBUoxszacfqdvGQM4Cs/%2B%2BlnxK2X9o%2BXLtIz9tOpD1nsz789%2B6ST1Pf/c89L4XKP%2BBTX4Cpm6r32fznpHjnBvjzboQXdb1JeRtD0cKJuySHbLVo5hgpJ/g40htTSNqtBhDGbCrXiwDGgGm6kmihVlgnJAsCIAmQ83Hc69dJy3WZwbBcsnzAtDEUbnhwZQAOb5UPBep3w8TpZAkWAHKB/vD28Mr85rPCC0CfGy7zZJaHh7tIt9kZlDoQ28n7rx%2B9b82AvZzmRCY3HyDILeJK6xpzyhXQQ%2BSVUoC5QBygPFSdQBAUV4n7A1kQoiDzA0f6PoyPJmjpbMaZQvmfQINhQtNCFqAV1QLCRieXdZo02mXRgSKHOS/RCY9B3hdRQQzxF5wIsHzJORwY3XyrtI2MOIQOGS5Y5CJRMc4Y0nC52ZQyaiQv3J/uedGAjQhblmPGKiC9SN0DxTGyhhlgh%2B97vf1cKcsDgJgiQSMicPbbxAwZJgidGAgoafAIYMuQ5MQ8AzfMf0CZsWobzx3OkrlA%2Bby6DI6Xt4A7qwYx18SR9jIJA4h7HAPUScCP1DawxR6k%2B7MRpYngP/G2MRukFH6GAiHEMdxvCAT%2BBZDgxmDEZoyid9D69Af9pr7oMO9LM5KAP6m8PAe27AOA0%2B4CMOeAE6Q1PoyJjhGv2Fp4gR7T0w/jAmuReZw/jkOBkBjekfxhTHh4r3yTJHgiL5HOmn6Kk/1f3mM4S4DK1M1FX1PwoUep51Ntsxq0tdKFUl29V/R5R3fkTJMnqVcDhe%2BZmu4Q0/GT5A3iGrge5DdbCc7CN1jf6lrzh/9513dSg%2BXsmD09V13UYlAwnRk8nO3LquvjrXleFTgXl6DS45Z72gr7u3BcPQhIjH6WeeocP/991/n55iYMe6wcSQUuZ0FgMa65AQDMlGXKODqCYKA0XA4EM5IRwRCCgCwOA1A477TdPMpxnglEGCEtY%2BCgaBzD18Z2CeCQYMwzwwChFFS/14JwKJAYFyQmCYsigH5sMo4RyPkfuoN4zJ3wgbnidEBLNjveJZUy8nSeQcTReeR8gghGBwFBD34ckaw4bneTeeCwoe5cWBkOQd1AVhxSdClXqgOBBqlMMn76BshCntYdB46WrAe%2BgHBDRCmefJpkfJkjiIAoRWCEWeQ8lTX55DyUN/2o6nRH14nnKoD%2B%2BlXCNYaQt1MNMe0JP6UY6hH/xCu7kHY4/r1I/NbKgPUZxg0AfQG5piJNJ3BpTPd9wD71FP%2Bo53QVOuUW%2BiK4bO0MpENIg80B/QFFrzPXWjL7mHe/nb0JZr0IfyeBftpnxoYZTRUAP8Tx2hFfXnb3iH9tN/eFLQgfAphhX94VXcRlD3F%2BGe8Y7hY4F7kS30uTmMkieJEYOTA2PX9C08wjNGcdB3/XnnUAX9QHQPufia6qujH7hRENU23Tr1yZpqqN7VR3N1r4T43sy56%2BcVj8AnKFYUvNmhDa%2BaRDf9TvUJbfWhxvEINY5GjDhHzvnkOdpgZ%2BMYZMBfFa%2B9o8ZkJ0Zgp8uDyhDR5auDvuk%2B1%2B9HLzBVx19ujfhfXdR1M3VXf5jTgQCjYIySySV3lejcnTiWow0yhtymMXipeOWsLWSwAzoaRYdgR9gj2FFeeLnMdSIoaYZ3UIVqFt8zYPF08eJYN0wo3wtThu7cEGUgnPHECJ0bRRwMGMcIaICgY/B764cABFzjPbTxWDD1Ca4jf3vLNuC9XuUEGLSmzjC%2BURBexqfufIZqW3AdDGgP3yHA%2Bf1nogYoI4wevGIUuoG3Dn2B%2B0w9%2BAReOoUqx9ADoHgx9NauXas34CFyEYpOfcHQwyD4774A/6IYqBP0oe79eX%2BkdPq4QLvgMYwoDBAUNoqbc65hmKDUabNpB/QzNOB5joEg3HP9oW9f9WBcmGsYVsgeZA5RMbPPOPtIYKh5eTuWgRFGwvGP7rtfG8W0v0fpKQWoyAFF%2BqvMKefo%2B2y36tATurNUjHH0SaWYzzrLMaA%2B9clP6d/7/rQycEf/zbniU/LVpwx7EsdGq2tcxxFjWdvZZ7P65l3pUGMcj/vdv76jx/tfO/4qb76xXx1vaucB/tO7t6mDZXHvvXdIHYc9m8w40FWGT09XfApfqC/7aOaxoR7%2BVm6ufO%2B2W2XUp5XB7l4eTAwpZY5gIMRMCNNkJ%2BOVMpCw5PFUscbwZgg7osgJ1/FcJM2AeRiQGAsIG0KhdLgXXmEQXCaKkUFMFjhhVSz1SEA5/REyHydMmwdaXwwE%2BoSMcM71NopKGEZirPSFgdSLDHFC%2BGzny9w5xkWs9MNQguFfDBIMFAxqFDdTPdAY5c30DV43SoD7zMGzXv43/chYwljhbxQ849wYPghlo/TNd%2BRZELHhe/ZCYPzCXwYoVKI0KFvGJXVhmghhbhQTCpoDOWDaQxl8R1284B7ebc55Dh6m3tQHpULEBHlAkiX140A24b0PZSMsHKAHcvf%2B%2B%2B7TCbr0AyHpU091jWn6RNGCHtR/qy51ssPd%2BWdFR2hv%2BpX%2BpF848KShF7u/EfoerZQ256PPHa3o%2BUk3IsJxtg7Ds2MazxNqpyzoyZpx9nbf%2Bz979fTglMlTet6n6kOdOHTk5wi5NYH5NegP%2BIJlcrSNJEmS6A4c%2BIujW9QBP8Dj3N9TJvzbI3ucn1t1/va2nZvY7Y1IAzxxx513KD0xydku9wRgyChzOgSBgKJlXpLOY/AyaBi4hDYhMGBOlDAqHpe5dixAeAYkSU3Mu954443ai4SBvTAdBrykodOoS3FxcfeP7luEhxG0/fVGowmWjBF5wfCDX%2Bh/i/4BYYgyZPwhQNlilvl%2Bci7w5BCORnh7QZ97%2B51zhDP8wJhl3HGNcU7YlOgNkRPGGMv5MBK4h0gYP2HMSgLeTeInU0PkFlCOeZ78FRIcyVNgrCIjEMoY3pTFVAljlqkxnANkjZkCAEyZwB/UifdiBNAmc4QC70GZoLypJ/Vn6o96YFiYaUHa7aXFUAb9Ta4KOSoYbB90Oo4SdEaxa%2BXttuUM1XYS2brUn%2BzEhscc/6l4%2BRtlvCO7iabyiTGvQ%2BOKTnqaQhkH/KAJSk8vh/OQBpqGAyr0/Q/e1/lDW55%2BWn50/48kYcwYXbdIAa/Sv%2BYTOQVv098cOCLwBp8YNjiPHPA6/KYdR/WsVvJKqbOM7kP1%2BRGfRz9UNFFGiDJeWBWDE0G7TxSGjDKHUGQ4s8kKxKTTISAENQobqxjvioxtEqlINPJa530BIcIAY99zQvmEgikX5qFjvTADz0saBi0ChbAxc2jH62mezICe0LCvgXkiwGClDyNR4nqQqnvpZwsH0AQFikFEkiNCHq8cIEARaNCMvubTHIBr5kDR4akwD834JdGSvBjGLp4t2yVTPgfKmrKJ0KGM2aHs5ptv1gmkPMPfhLnZvpfn8fpYacD6frYDxmuH//CQifAxFUaiJ1EE6obnTl4HSpyVJiSucj8KnqWoyB1WEbDBCWOc6xgseG7QIximjfCY%2BZ75debaid4hM5jWIxEyVmQGxhuO0oMPPqj3b0chM2eNUsa7JkN8lOrHUcqr5vfOR3yyx%2BtGoTMPDk0Y/7SZT8aioZWWC8rb1bzDHHmEYGlamzIw7i0rk9%2B8%2BKLc8t1CnaxLXw8ExpMP1S9cp54YgSh7%2Bh9dRCT3vXcPqXO/%2BN/0a29eK/yDzm83sMHNNddeq3kaXjqRGDJ7s5uOJvOXUDhWHXNSKE6yqckcRiAwQCAegxNlbITHscCgJwmKMhnM3vC6twzqYGDqRGdjYX/rW9/SYWPKworDO2HQY8ECLHHDGAgaIgp4MYT7%2BA7PAAZBeNDxCBLCWdQFC84wPwxE1IAseAwWhBvP92WBUh7P4JkgfBAuKCY9cEKAd8CgeK8IV/IOaCPt5T18wrx8R5Y17aGOZnAC2sHAx1OinjzPO0kao3%2B4xjtM8hPzi942QEMMOMpnmRu0ZBMJQw8Gg7c/IgWCA9qzRI56wD%2BmX7QACSoTPsLaZ76Q5EqE1kDea8D7oS8H7YVex1PexwH6Fhqylz2RMgxghBr04zDCzih0DngOPoXe7HLINaP8WaFAQqTpc8YwNEEJMy5RrPAIyZPwMd9TNkqCxEXGGgmS5MvwiaLneXiEqRQUPfzDdZ6DX/GuSD5CpqCg6WcO9jFgtYfZkMq0Bw8auQMPUm/GOV42q0zwuk3WO2MNvgfesUA5AKXOeMLhYHxhzHRv5RkDgK60FRoydq%2B7LkfyF%2BTLVV/%2Bilw5/UptcE1UchiDZaySp9CMjVtITjtT8QBhZdrKYfjeK4eca0q2On/w7zHBJjAsOXvyidXya8U/R947rGjsl89deply0j6jIwb9BfUw9aL/TV2BOTc8jYFGgjH649JLE%2BVypZeSU5JVv06RaV%2BaJl%2Bc9kVRkkUuUHQjeRu%2BPdHjfsgocxoOASAWITe8bzbhQCiwlpdPrqEw2EOcAW8Gz7EAU%2BEREPrghz1YGsSzoZ4PRXwiAixlI8QOkyOgGaQsWyKKQJIVy83obAY79xPaY/90lAkDgjlkvBDuQaCRIMaPAyDA8DJQYMy5MfARTEQAeAfeEN4Rln2wMvSCZ5iiQHnyLoQaS%2BRCCRAED%2B9lWRdeF0YFBg7X8HpgXAwCQpREMBB41Jd3M4DpK9qA0oaWLClDoSOYaTt15idQUQIsXUPI0l%2BEOE19oD1CkbwFPCrOsbCpO0IWQYxXw2Di/eHaHQzKpX0kXxGKpV4Ib%2Bpl%2Bju4jxG%2BtBXjiW1lobVX%2BPQXKCLaDR3oU5RErAEasiwODw2jjD4A0FDPZSp6Au4zQCCiOBkX8CFKEaXHdejJOIYmhj%2B5hrHOdRQfChA%2B4FneRz8ZRQjvcA9zndxDPeAJ3scySIxmPHvTx7wTHob%2BLO2jHRgj8BMbQjE%2BqR/3GfAuFDgGLIqMOsDjePiMEbK98bh4B8YFz5p6YHyaaQSu8yyGA3VgHCLLeHcsALrTv8gCIh3wwVWq/shmDF32Rmf/dAx32oTyxhtXqks/aw4D6AE9NW0%2BVLxglmhxT4S6jmz1V373ijz640r5s//P%2Bn38OExc3Jl6XprP4xmz1BE5QF96625A2Xyn26sOQuk4Z%2BgVPtno5rnnn9OKnP7m/lDlDCYG3vpBAAODAQWBzIGA5%2BCcgcb6ZxJuIiUUhOd51iozmBHYvMc7iI8FmJYMdsKEMDkDHO%2BC8BlL27797W9rAUQ4Dw8GxkVJcY5Vz5pnvByucR9Ch3MUI8ummN9j7TJrpVGozFch2FgXjSDBw0Px895QQHkwz4gCZD6feTuEF/UIBZiSd1EPMvoRvgg9QpsIRZ4jYoAyxogiExxDhBUAZvkYqw2YskCRY3QgvHgOuiLgMWpYR40iZa075fBeAzPgMVAANKA86sOzbPRCP1NWf4Ug70HIG/odK3TO94Ry8fCIAHnrORDgBRKipP%2BNEox10FcIKPqLuUB%2BnIfx4DUWuYcxYTxhxhv9Bw3MJ8rNjD2uoSQxFqAXnjthdEN/vmfcsA8Azz322GN6rBme4T4MT95LmV5hzhjHkMCI5D6ULZ/cYyJ6wXzF%2B3jG1Jf7aAMGBOORqBf7Q8DL7Dlg2k45hOhvvPFGPb%2BPp2qMHd5jjlgB9GRMoLgZk7QFn49%2BQuFF2hbug5YYBERCoKXOFu8nKAeZs379OvnjHx0nDk%2Bd3wnfvn2HOrbp3xkfKI15DuOOOvZ3vHI/jhTOEGPC7DECDU80hpQyhwCGCAw6Y91w4Ama3bggYKQdx30kP/EzkqtWrdKeWvCz5h3m3V5gdZFcQ3jdeFhcw7onmQ4hwTwcUQWYFWWN0qWDETREEjAmMFJQenxPKBGPnnpxD9MHeObM4yE4YCyMF8pmQDFnBaNxD0LGC9qCIIM%2BMDzeBgoXoWraE4pWTFfceuutug4IR5Q13hLGBEKMsDdGBNY57aUOvB%2BBRh2oN4qaTU8wsjgQbrwToYl3iwHFhi0IOkKpRkgb0L%2BEsKgfBwKEe6AzbaI8hAfvZbAQ6SBiQRQEIU09oDm04cdtMDYI1xItQPhCZ5KcoCme8kMPPaQVAwYPm7fguWMA0W6mQrgXj55yMZAwbDDQKJNnUTzQmL7lbwwwPjHIEPIob/qQSAvJYtxHlMGEjGMZpo9oB3xptk6m3wH9Dq8yFhD%2B9K23zZxzjbHrHWfwKoYqdGKM0o9Ms6EgzfswwDEoMVC5B2OCd/A9yheegR%2BDlTPv4YCfjMzgMHUI7hO%2Bo%2B%2B98oW/jfLnYJyZMU0ZXKMcxguRKQxp6mOeN8%2BZI5ZAO5APGFn0M44LkcZwTgIwbYQm0IdpkXVr18kjFRXy%2B7bX9HfqS51E5vXKeQ6DDX5gLGIMstMiY/RB9d7latwTodTZ9epQD%2BjH31Tj9yc/%2BTf514ceVl77o9rZIxKIrGX8M56RY8F9bUBfM6bJySBSybgNbl%2BoZ6kv9/EedBLRH2QuvEa7Pw4MKWUeDIhiBgydwq5oEL4vZvIC4YEiIsTF84T3EP6RDireTQKN2aPdKCOUDuFBvFnewQDnk0FOZ1JHlATChTk96oDSIlyF8EGREypEYZv5GK4j9I0wQYmhZIx3wP08x/fBoD4oXcrAs2VQoES5bsKSwc8RMmPawihg3kX9aS9gUHEdI4V2UBZtpA0IUoQqDMxgN4oc%2BvAMn9SbwYQghhbhLHrup73UHQVMRIBPvB%2BEOsYPSprfL8cg4j2E8FGk0IWd1fjRGkKgKBJoxJQABhUDlOWLtA3FjNIwO8Zh1GEcEH2g/xAUzJvzbsrlfjbQgG9QXkzP8F48RaPMeR4FjzHB3DLP04c8D49CB%2BjPeaQ8N5SBUIOXzNbBKHOmneB5%2BgWDj34OF0EKpgHPIGiZhsJggn4YmfxmgjES%2BOQeQuxMx6BMjAFJefQXfYlHxHgyYxRQPmMLw48%2Bof4c1NHwnQF/M0753jtWjDKHBxgL7G3BvbyX76gDn/A491E/eIZzL7gv1niA8Q49iUJg%2BNP3TLthtNI%2Br5KjbYZ2jGXuhQ8Y/08//Z/y212/1Z9/fuNNOXDwgOYfZ%2B25A56HDzAYGHdE1Zg2JFr20IMPyaaNm%2BTAn/%2BiN5pRHeDMkavzQ%2B8eklcUbzyujOkH1HgkgsCz/7%2B9u4vVrCrvAL7LHAYsMxgBk0ZKm7aJtk2KLXrRNNAEgdpRIREuaJpqMpNCS6hcTMJNtUWuTG1CJKHEhAsSbmxobJAQSUxFGhRim7belCrKN6gVI0K1UpiBrt8684eVl/c9c4YBzvvOef6TNfs9e6%2B9Pp71rOdrrb03mSDimKiOvgTmI5lgrmqjCCUDnEEm4mj83KOP0ngv6Kf2M9w5GaJ5loLCs1uFpVbmgcnDAqKMZyfJRiC0KV2KjpVHKIwTdSOo0yDaAEPpzVr9QKlF0FDgwsoUSgSGiaAM%2BSht5zEtRsBQo1cKjpS/tWICSCifp81SDQOOEwjcgyau87CFwtRJiGkDj0cI3u8RBJ12Qaxhm5R4F9ptQuozQQ1%2BS%2B5zfbwfTdEL1E3pOkfpecWtJQqCmEBNXwN/axtvmycvv4gHo8TkYPXecccdPTrCuxcNQAO8QIjz2AhlExj9HT16iLYMkEAdaMQj55kTGkBpo3V2niqbYKbktZdiYQziAVEJxkOMLeOknYSP8LCxQkOGDqOIB%2Bkd9pTAqGRWGeiDjoQ0gR3FaxztKyHo8c4sn84DOlKg%2BDcGFGWIdpkzImKUifIJXsYaIawNeMw5ryBlVHqXQMYcf5qLIkQ%2B4MNDlF%2BdjExtZryGbx3Vq57Zths7MoSC8Jij%2Bhg02hDg%2B8zDGAmRIe6XUtcqAR2Ng/5bstIPR/sKyLEgfWO8MnxFtMwNm1C/28bsued%2B1hXyJ/7qE1053/oPt04PPvid/jgXuJ%2BDYcwoUzLJOBsPY2Vj3atxyNlr/8gmv9GeA4BP/G0DJEMsCB%2BRiwwTkSDRPnMef9iPxSBgqIsKiNY5P8IY2ydFVjFoyYfIj63E0irzTChHQptAN0ibERKBic17ZEXznsbJtwgRuiahtT8bbyhJf8%2BCQMd0yqZohN4JJ0wkv4R5MIMUZYg5HfUl/VGv/BjP19a021qTkDuhQ7hZS06ZAYGKIa0vs0SFeghF64uUj5T7ZoHxCTnesPrVa0JpG9ppM8Hs79SJhvo3jkOEFyiHALVRiDV/9dVX9/6ykCnN8b5MPn3jWTEcWMTOOyevexhKBDBv2PvlE9EQEuMpW6PUR/R1JBD01/gkKUs/7Eo28Qhu9xEYBBCERiY7ntEW4fMbb7yxW%2BF5b7s2KwutKGp1Mp7QSxnGhGBHM3%2BHp5YVIz%2BBMUYDnopllxHyoiUDVgSEwWKZCC3xvvx4x/iMPGdMYxAGeJ0BZne03zx7hiBByUhGQ/cxiC688MIuOI29CJ0x1RY051Xdcsst3TtiONpQZ%2B3aLnhel%2BhMxkPfbPo0dtqOD4yd%2Bhli%2Bj3CPcYP/zGK/Y03tcvvwG8JbcZ%2B%2By16wxnBT9qtzasGc9MctQmYYrdXhsFL8aY/%2Brr7pF3TgUbje7/2telLjc4PP/Rw36zmWeyn2jy%2B9977pi/fddf05JPfbXR/W/OwXzGmLNMw1skMY0FuOG%2B%2BoavfPgKDulL72ZONd17WkrA9/iOPGe0MzDgkAd7EhwxzDlP2thg/OoahwiAhG8le469%2BY%2Be6vUWMOdFPvBsDcqvxCtctKSgTygmBQ/DNgFBg0VNuPKaR6Q4HTGPAhXrdP07OgLAxOQkRwsDGHEf3GlyMqD5tJkjkJ/QTdnedwohi8Lc6CQqP9vAgWYg8AYKS50fwjG1RPoXGq5WHV50NXyab8DTFuuixGJY1IWMzHOVL0WFcbSU00drvCCAMzbBRftohv%2BRvx/RfPsLZJimTlJA3EcbxI1gpU/cQFPoMd955Z58sIhHyq1vInWFlkjJatNcYuzdt89sxfXVv6nNNG11Tr5SyJePg6LyJrhw0oGx4fHv37u0bE3no6buyJP2G1IVeknzJuwrQdx4yw5DRJOrBWE3/AB31mQGE7yhBY2KuGDP9lgef67vf7jdW/jYH8DmYF4whRiQ6C58TopS5coyJCADDwRMu5pc1UfxqfMCR8WRPxDXXXNM9LBtLlUtuWI6x50I%2B4%2BNIuarH5i6bU42v39qqrvRXP7XbfDUPGAaiTcKqyh/HVtnhMcec0wdzzLqzCAGPUb/Df6sEShFtKXTKVojZPgZyDH28Mc1LU85/33nTn112%2BXTSW37eALW0TpuDB70V8IXp95oCtFmsO0kzHx/BHwwx%2B1BEVdcVepN1rZyMefPH5/7befzOznf4yIZWcjR8F2iHMkV8OF/yKzcyxNgYd/xMWWsPkEUcC1EZ/MdQpMjX23fIithiLK2kyQAQGghoEhwJ81N%2BBDBhwMNA8M3cb/LJa5B5BPHGRhh07RGesdZKCRIY6qFcTX5KjKKSCEjMbgIQfhQsgWYSYBKhHPeYKJhD%2Bf6WV7kUodAt5TIypnzKxYCiFwwfDMYAAI8BqUdZswoHXW0ysdarXv0V4iTMCBqei7rUrQ7esYkhL4Mj0IYxoZ8NaISqOilwRkOe0VWmfCaPtmizc9p57rnn9pdA8LaF6LSREjcGfgul6h9r2wuAGACMGH3XdgpAeZSROoJMNudcQy/98htNGRsmsHyO6J5HCNGFIhHmV5e/QZvll/xOyt%2BOjL2xHcsKbQV8yvs0b0RB8B5aGatAXvyEB3ixIi5CmcYiIUl5jBVa4QH5CVZjg68IaQYfXqEMLHkQlDxuCk%2B5xhJ/MMLVwZASsg1/hq5pu7GS1z4J%2BfTDfMR/I7RPXt4VYa08c050jQGMz7WL4sIbllIoHcpbe6zri9hZfhvnwUYwf%2Bw18Wisx%2BhEGfHGSNdVAL5m6HIqeL0iJYwoipfDROHCW5vRhT6MnuN2rG96bJKnX9u584TpI02u/kqTgesfVemnX4Y6GG3obsnM3FtbW98MKXm1an73dKhcOO3tp3X6uk90LrwxixiX5A1eHKNF%2BMo8J0PJK3xgDvDiRenAOJL5i8rfKizNc%2BbzQBHe0jxf690m4GZAGBMiLCdCxsYagoIA2Azx5cFMFLkyKJnxPgykLdpFcJionjkVOTDg7sXE2pG1bkfKw0Y6u8YxEkVuwwfYfSmKYHK4n2ISOhTa03fCZN%2B%2BfZ25onQgk0v5yhIukhgUlB0BQiAzbAgg%2BTMJKHJCL2tTjB6Gif7YhMSrtv5OsTI4XEdP4U4MnjbwxvRbHSYgoDkhqX7eEYEqcmHzUEKUEoHNytVmu4AlSh899V07RUZMMMLWOOpb3htNgRCyQuC8JvXoA%2BVOmQihGT9enzV2xg0vjtB3TRkUF4FhDITVrH8JI2b89M9YUQzKZogx5NSnvdpHAbhfe1n72sGDo5S0HT9SDCMfLQui3IyDdUJ8jf74QH9mgS55RNMykDFEA940fsH7BB2%2BN66MOnynPGPA0HOeYgeCEj3xCj5031iv32g4Km9tcB7vC4MaY%2BXIk3sdx3JGKIOCoVAZdHjNEZ8H7o3QNwfCN3gh8kX/tRkNGX8UGIPG%2BXUF9gq0zTn0sPSFVozI0ZBcFWgrY8wcY9wbTzLAt8l/oSn6E044cXq%2BjePn/v5z048bjX%2BxyaJfbvPmp//7s/7pUdGtM5o82ugxNXUwAs3R/tw/ejYSodL6qPLF1/FS%2B4G%2BXuby0Y98tMnJ%2BR/AmgV5YqnIuJOXHAfjbMzJBJueyRLRHePFoOexM2aUv2xjtrTK3ASh1Dx/ajJlMs8DohIYBh%2BhCWiboCgkIVsTiNA5HPFdN4l5Eaw7imWe9R3PjtAX%2BjXwFCCB7V5MwbrDIPpAkFHkmIHgIYCsMxJcJr4XlVjrIxAIKOcTXmQ5CkmZNCb9CO3VPmVRsASNflK4NpMxHAjWCGAMqH%2BYl5J3L6EkDK8M/dUnebUlm1FMVhNQmZRnJkoEqF39BLp%2BE3TGgNI1AdDEN9hZwWNIytEYo4e60QDNjJmjcwQdgSGMa2LpnwmoT9qjHnWjDcWpTl61tVDlKgf9eIMUMXoyKrRZ2V7wQAAnGqJOZTOaGCfu1UYTWh5rscrCZ2jrOjqhg3b7G/381jaervucQwc8ukzQZ3RjHAlRoxGDBv8tmiv6IzqC3yhBfUcjxo17lclQsi6Nd5TlHH6jtOWhyKNsJUAbfIq3zAHlS35THMYz55UnMXyFVPErGUFZul8b8WHud07C78py9Le6td98MG%2BUGbjmXAw3hh1Bz/DBD%2BEzc4NCN9eFh%2BXTlpGGIy2dl58BylDM8lnyLBuPLIL2UnqZJ5Tu5//x89O/Nrl18ltP7u8s/1Iz5H%2B38cpffOxj04UXXdTnMLn5q7/mLWqvlmezIDd7ZPXf/60ZAa880tj/f5mk6xvgcJEvrP3%2BoUhKf%2Bf7BlAWA45TQ5aQv2ShuW18yAfjbVkHL3DuyAY8t6zG19J9AjUw4YVaheBMqo2aaWLyPHlVhDWhbNKanDwOihlTHA4mEkFg3dnLXjDrokHTHkJsVgAQHrnHxNV25RIs40R1n%2Bug/f7OvcohmJTvnrHMeZBPUh5GI6yU4V7luqYMcF5ZzqcPgTrlk9IGx5TlqOwRylGeunPNOSn169%2B89rsGrqFTJnfOp87cr46U65xj4FroJcnvXucIazuRPXYi0sGj10fXokDUnzLTVtfVpxxHPDVe81t%2B14O00zm/k0daJmi/aI6wttAxpQ7GPBj7BWjGMNm/f383VAg6xqo%2BKg8N/YbZe%2BdBXvONAGXsUJDmnCPlLRGezkn4izdtJzJPnpHLUERvL2ESWmeQMmYZzNpk7CXKhiKWyBaCWiK4lSlP%2BH1Exs95KfyHb9ThPn971TNjXXn2G4h4hQ/mwXllxKiUKItVBZoy7vASvjKGInkMccrV3EKPGIsMbTJxIzCKLGWK5nTechI9kbT94RvpbYCc7cr%2BjDN%2Bafr4x/9yOu99500737Jx2ejPsDBedEdkJsdPVFSkiZHFYGO84sXwQXh82bCUytyk8kiSb4YLb45ASCmCF6MI71566aXdQjSZCV0w8UxYjxgI/fLsMNIslCOvARMKtnGMp3m0g4a0Gfx5ZW3EGLlX2zYL%2BWG2zI3qORyO5t7XighMONr6lUVYe2bVsoiJau9CjJvtBvSk0IRFPZrDM6HIKb7wzzwYA4kHao6ZS5YXKEnnjddoCABlJVHYjrxlUQ8KmrA3Bu5LUo42KMc8dSTE0zZjyVsTYdFmxjvD23XvECAzGAWiNZR/eEeKR65Ov1OnMt3vt7L1B7%2BIKpAd2sB7T3uUNSK8SrEnIoM2PPZZWTN7b9qgzfrCO7R0g17OrxqMlUhGdu%2BjgciVpRf90k8ydtZoXgQREfNW9BItTzzhxP7BF86aUPo3/uMbPVL302ZIvNjGEE/9%2BRVXTH/SjLxd7fcr3vt8hNeMM35KBAaf2JfD6Nd%2B43G4ti4DllKZI67HE6xVsORGmIwIy5onWITTWX8EzCIBzUq2gYYnYcLOQyYkRe7ZWYzxeiFCpfDmg7ClvISReeWeI2X0xeDbTkALykoIXKSC0kEbeC38Od6T3wR1hLU5ygOjXM1VQpLwFHJXdxSmFGgjpTAqT/PHeWkUV8aRgWAseVjC1iPk1Y54hepPYlw4Lw9hzUu0TMTYiCdJiWujkDiPLbTSLokRMEJbJXWmvSNGeo1IG9TN6RCup/S0cRWB1pSjaKgNcvYR5DFfT9zom/6S1/q4iC6MM5vrjK3xsZzywT17pnPOPmd62ymnTI8//tj0hdu%2BMH3xzi/2sdmxY60vheFt12eVecYDvfGYI4OU4WHPiyiLjcbaiAdWTUYsnTJHUKFxViolPE4Ig44BWEyew/ZyEeu6BnoRQwDmYt3ZRJZdz7PlGjiDyIsngEzIwuoDext/vMQw5JXz2rbb%2BFI8aCCs7gU%2BQoyZ%2BhvNnY2Q%2B9CT4uaZ8rrtqzBPhV4JYiF59RHwqdNRm5Qh5W8wNinb%2BVmlGERRU87G2LyehXLkS9n5G8b%2Bj%2Bf9lp8nKQyeZQByRp9scNQn/XFUb8oPUvYI5c5D8qqfJ%2BgxOfKPQ7HonlUAg4fxyBiimEVZ0csctLeIh23NnRM1a7igJ2fOOx5sDhbuPufss/snVo9fa05bowu6GQ8RgH%2B668t9zwd%2B8DIXPDgLfMSI5M1rk2UB/GmMfRtCVJZxuMgpXHYslTJHbJuYPN8qJGqgAhOKtWQ9jCcudIPwJvJmwCO3MYeHJpwy220bm6zRK5/lWDi2gLckk32VBeRrBcF666239sevCDGeTObAZukhH4VD8JojCZvmPAHMGDdvedvK590CZTsqPPnHOei3sYnH7HrKdRx/Q47uc14ajXTn/XaU1B84ry3Ow2yZykKvtAcIeLKGR%2BkoT4S%2Bo9A8xaAN6ko75iH1BGM70NRmUK8dtslSG1YZ%2BoYmlLoNZ9bBPS1BzuMNxp%2BojagIxU4Jk%2BvoLOSNpjxyyxeMxh0vf3FNWqfj8//3/PT0j5/uZT70yMN9sy3D6/lW/rPPPNu9b9dEWShz7RHJlTyd4mhzHofOGMyOz6pg6TxzGyislQtrgYnDQmXJXXnlld2CYsmZTEcC3SRgbJTxbLXJZ8IZOBPWI0XW3QzskZZdKCw7KCebxuxc57mIVPGSKLVRyS6C%2BWOeEJIEIMFKcWfHepTYqCSDRM4kc0salTYQpIR4vGBz3Lw3/51PiqB1v9/qyjl9NKcZKvqWEL4kKuOcRLHIO/bb39qftqcfs4o/UKe2JWmvPijHMgKDZjQgZpE2O6IBWug7b9XLk%2BwDouhWXZmPQBtOlT5TqnhQFNaGOUpb/ylVkVHOldA85Y4OaMxoWjuuGeMKa2U4NnOtv69d2c8feGH6YRtnY81weLJ54E88/kSPpLj3jGYscAJFdhkH%2BAlvHitYGmVuwtg8Yee5N0uByWxdzA51b%2BwRDjEo8sZiPlKwCr1BjJdCGCmHReiVqJ7zjrVdKByLoGAIO2uEXpwi/EnBbeRJAoVjbhCqBPKoCIEYmRUl5haBad4SylLWpZOE5l0nVHn5MRKi7LUrym6eqIpBLhHoFKq2Oe8e/XU%2BZfnNkKdsKf28i0GyDJH1fMolaZFSVmaUsrK1D32cZ9yoaxFyn7wMAU4Kh8JzzFFeyXMsAk0zdsab7KeA40EbB7RHQ%2BOJB3wtrYfYD8G5xnV9c3u7OB18aT36duopp05vbzyFtzzayvg8/R2n9%2B%2Buo2sv61A6lrA0ytzkskYi1G1gWU8XXXRR39DgmURhF4x/tCCI7Ib13nAvb9B9b/sR2jfox9oAFwrzQIF7/MarVK05bqR4wLyI8HUE8zHzhZCkiClsHlU2vVHUlsec53VRVPJFUTEQpHHeKX92Hpqn0pHOz7R1vE9f1U9JULp%2BUy6UCq%2BdJ8%2Bbi5IXpqX089IixgA5EqMmtFPOZsVp%2Bo9uoo42vlkbZvwcaR/fSOhb%2BqTN/jbuLx18cTqewdGUqJ3kB15o%2BeQ59K51QNN4viNdjIm/MzbK1WdlGwO0R1s8anyc60ZZq%2BOF9new1tqx4/i16bimpE/adVJ/tlxZaHjyIa/7xKY3Ttjp6YXWzgMHO73BuMVgUm/aEjgfPmRYaq/kPnDedfmWxQFcCmWOQKywvXv39g%2BLsFKF1AkEoZfXG5jDjl4K3OS9%2Beab%2B%2BaHWisvbCfY3e99CpRUFNIiEBMEmCNl7GhuOlLWNjV5vMojPYxiHjJh6jga4fITgI6EYVcM7bcUJUYeuBZhGoEbwemc9VbXI0hdmzX2I3id91uSL4LY0bkI%2BHmgVNxDsVDylLuwsH03eX1zlHvKi9e5EZQJ6EOZ%2B8SvEPCyAL31gxHDU6ZU0akbP%2B367l27X15usVsdDeC4tXWFmjEVdbCpzwukQhPnk8c5fOIZe3kZlviRAkXLjLu/u1Jt53bvXn/d8qOPPNJD62uNB379N3%2BjGwGiKx3tnj4mP3dcf9Mcr/605rHrQ5ZwlcHw1DbRKm1JmziP%2Bu/IKNUmDqf2RLlnDBmqlgYsDzmX8282lkKZIzrBQsHyxr2RR4g9E/n1hi5T4nb2CqlR6phSfYXCdoE9IpacGLeHEwOuU5wUt1A54UsJUUA2ahFkBF2U7axiDeSJQIxQpCwoS4KV8BT%2B9hy8OUnAU5iEqTopP8tidi5rCyPcWx69sEXYPvKCIvC8s0iAeyhekQFtEy0g1OVRlnYsmvtRQPJKAUHvb167N8Ip36NxlJG/KQd5FiHtRCf94JnnmwrLAIaLl7V4AY4nEdAnNKLQfb3sggv%2BoLX5j6Zr/vqa6ZFHH219mqYTh6iLvuER6/94jQHmmvPJ42gsvEXTO88tf3oXv7rQD68YA/cIsVPKll7V%2B8lPXjv96OkfTae28bzxs5%2Bdvvmtb05/%2B%2BlP9%2BfOlRuZvn7v2vTes97T%2BcHmajxvWdUHm9BeXwPtyX0UvneYeC87PjXmeDSGjXLoKo8T%2BmiPtXj3bQWW4nWuYRSWPQvfBPZ3Bvz1hnJZg4QSZiOITOhCYTuAAqVsLGt5533Ozc4356w7Ep6Wu7zOl8LxHgZGN0VKkfPQCbB4NhIhzFAmkCl4e1UY0AQhT46XY94R8Ja9XPeYKSHpXjuZKTnClOdjB75XJvOSCGmJh6xO98mrDekDIetd/Oqh5O0NcI9zjkDpWlN1tF4rH2EtDw9c27Rd0g9/kxPq0Q8yhHJghKCRiCKjwgtS/B3jwr0EP7oEI62V68167lPXMoDiynfbjQll9cdt7N/1znc1j/jRbnA90zxhHilD5qkfPjW99OJLfc3fm99%2B%2B8x3t/F69/TepqT1iaMWxedbCV7Kpc8isviEUeTrdcbXeQYAGhl3tLOj3Ydxzr/g/E5j5XiG3bvfjcWHPvTBbnTcffc/r7frHadPF3/44uk9Z501nflbZ/bxQF95vOudA6ker7L2lFN4SWTJ01KOlj0YGcbXNybcize97c9TT9rEYDSXLA0rH79ulTJfCldU5ylxOxgN0qxQeaOQRxOWZQIVCm8GKCzCx27iKF8YlQ1QXBQ2j8mLOLygybvQCTge7ThXPXNticw6fJ4pJwCFNNVHCCqfEiC4KWv3MtrNv1ER%2B82blij8bAjzt/VQy2FkhWuMAErT9dxPKAv7UrY8TJA/YdKExAljR%2BFZLzjRPopXJICC8U4Kit45CoBBwPPWB%2BVA2q8tnAMCnbHDS%2BMneXLG60AXyRh1Kstzz%2BiGVssANEIX7UF3htSFTdlefPGHu0FHoeEFX0jDNT2c3cbt%2BzayPfjQ9Nhjj3b%2BQivGXsbGOFk%2BpUgdjS0auNeRArUR0DtE1Im%2B%2BJCsfv8fvn%2B6%2BJJLpnNEbpvDt6Odd12yt73/a9XI/1xr/wNNQT/Y2vCdb3%2B7/8aveAK93ZM6wVHSXsYm4w5v%2BVskp9fRCtd%2BRhuDxKZsZeIP9MJrWzl%2BFVcuFLYZCByClrAipBaBUuS1WFe/9tpr%2BzpxhHJAACqLh5JngX3KlIDzmxKLQpAIPAKSN07huqaMRMbc5291S/k9HoFQFTUgTCNoAx4gg4GSl59hYUOt385ZBybQhd21QZKHgaOOCHxtURbIwxhgSPginjLkHZE2EOxo5St0aOdxQN73IiiHcbOZjYhbCZ8i3bVrd/eqebS/4%2BNIw6O8PoEq3M6bvv/%2B/2p9%2Bs9uoIQu6M8TF9b2Gl7GjsiQseT9UuwZSzTJeCeljMNBGcZKO0RZ8CZ%2BY5woM7w2C9dEJChz9zHmzBFjZ1zwqqP7tWNROVuFUuaFwjaDsCUvk2KdJxydIxB5VDwo4U9flBKSjuAOCDoCj/dieYy3pXxCTzkEoHsiRClNoUjhVOFZip3CJGgJUl6x%2ByXnowhiCCgzQh6UzcMKXKNAlMVTTmid0heOpTSUo2ztkc81XiCBTxEr25EyF%2BJXPqNEonAYAdqurlloL%2BWkbksTaCcCwAhwv/amT4H6hGqVqd8wr%2Bw3E2kjGqED48jrU4Wjr//MZ6a/%2BdSnpuuaUr6/0cz6ubVsd3zgA3v6N8Uvu%2BxP%2ByZmb9XEA4COeOqS5l3zbtEjRpn1a%2BMA6pbQBb3CS2NyPXyg/OQ/eOBgSwd6xNX7SjwdJTri6GU8%2BhMDUgo/u99ve0CuuOKK6aqrrurJ%2BMmXPOqM4WezXYy9ZUAp80JhG4FgojC8jzqKKyCseKUELoUr3MmL8tZEApiCGkGwUeY2r41CUciZYKaAXeclgfxC8fkOttCytlB0FCSFTvkSuML7WXP2t3VM9atHm5XF0JAvdYNr6rcXhqKQR4hdHdZa1assCpYysZOZwuZt8o4peu3VfteF20E7/E0hKYswH2k3Qh7r%2BBSUD4Vcf/31/RPIlBaDR7tmYSx89CZljn3aChg7NNAOyvzur3xluuGGv2vphu65fu973%2B8K3tgkxL62Y2164FsPTPe1fnz1nq9O995373TPPff0vRJR3Gjtc6IUvZB6ymfMQPqt3BhR2uK8vx2T5HFNHmBQeFzNebzjBTwiCJY%2BHBmc8uNxbUkZEkPPNePqu/va7SiqYqko%2BeWxgQ4d7CnQN%2BfwRAy2rcLSfs%2B8UCi8/uDlCD96FIpXPCokQs3apM1tPkzks5w8HEKKMpsHwkuYnWDntRJ8NkVRlgSktUcCT7nKYSRQ3I55JbP1d8rPfQwJZVIkfkeAuzdCPOcimP0O/CZ4YxQohwLRFueiUNSrHspeu5XPyFCm8pXrb966dvFIeXQ22olEKE%2Bb5V0ENJPP/Tb3SvHs0MTvQNlC%2BQwo7VlE7zcL6GFcKDfAKz/47x90gwvdfMjEN8pFH77%2BL1%2BfDrT27z551/TMs89MTzzpefyWnnii01MUBh3RgpK1ecwRTzDo9B3f2DfFEENTtGFoMRy0hUHGmzeGoB3eHme8jScDjVHJIFOPsWO84SG0xOeMBrxvLOWxKY63ng2P2sqoEq3xt6MxEW3C4%2BpijKnbMosx9Dc%2B8DnevEZ2q7B0r3MtFApvHAgnr0y2ZskLBQqOYKVsstOYF0ngHQ7EB8FHWBOGFB2PyC53Qp8AJZz9plwjbghYAntUxIvgngjkWSU379wsNpMH5NOm5Gf48NK1m7IRZSC8sykqj7ptBsp0P6NHON1ObI9DURiiE%2BpTNiPLkgYltJVAB%2B2y7GGd22%2Ber35IPkXaN0HuPrk/EvaT//lJf2FMu9QGV2q/Wxk2yOmXRwuVyYjyiCGaUpwiNY54hAJmLKGFOtDcBkT3oTfDEq%2B6jo8pWGFufGdPBH7Gf%2B5lFCiPch3HXjtSJp5naPmbgmZUBMowtu7XJhEa4wfuBW1WNuNLWfq2kXH3RqOUeaGwjUB5%2BLzwbbfd1oUXYSV87UtdHj8ilF6LQCLsCUQClnAkXHlalPixBIJ8swp8EdDdur5X6l533XXdEFIu48lyhvVdnmuhcCQoZV4obCN4GYvHpoQabQbjBV5%2B%2BeVdifN6jsazoJCIE944z4vSO1rFt6ygkI%2BGVu7n%2BTOufObz9ttv7xuqrOnfdNNNS/U2uMJq4NicaYVC4VWgQKxDWlvcs2dP39jm0SnhS17h0YYIKW5lCHtGmR%2BrOFpahU6iIvv37%2B/euL0KIhw%2BE1ooHCnKMy8UtgmsLwrrWjekQKx5UijjmmJha2A91rosr9y47Nu375hboii8sShlXihsE9jMZXeyDTsSz7kU%2BfKAKLZDmtFlc53oRo1PYbMoZV4obBMIs5cCX25kp7QxqnEqHAlKmRcKhUKhsOKoDXCFQqFQKKw4SpkXCoVCobDiKGVeKBQKhcKKo5R5oVAoFAorjlLmhUKhUCisOEqZFwqFQqGw4ihlXigUCoXCiqOUeaFQKBQKK45S5oVCoVAorDhKmRcKhUKhsOIoZV4oFAqFwoqjlHmhUCgUCiuOUuaFQqFQKKw4SpkXCoVCobDiKGVeKBQKhcKKo5R5oVAoFAorjlLmhUKhUCisOEqZFwqFQqGw4ihlXigUCoXCiqOUeaFQKBQKK45S5oVCoVAorDhKmRcKhUKhsOIoZV4oFAqFwoqjlHmhUCgUCiuOUuaFQqFQKKw4SpkXCoVCobDiKGVeKBQKhcJKY5r%2BHxRqGRrvMFTAAAAAAElFTkSuQmCC">The company has averaged 39% net income growth every year over the past 12 years, having increased sales per full-time Employee from about $500,000 in 2014 to more than $1 million in 2020. In addition, it ranks in the top 3% of the best U.S. performers in Customer satisfaction out of 3,500 internet retailers. In its industry, it is the leader for measures such as workforce climate; continuous learning, training, and development; friendly, courteous, ethical relationships with suppliers; timely and accurate payments; Customer retention; and return on assets.</span></span></span></span></p>
|
||
|
||
<p><span><span><span>In <a href="https://www.nist.gov/baldrige/midwayusa">2009</a> <span>and</span> <a href="https://www.nist.gov/baldrige/midwayusa-2015">2015</a><span><span>, </span></span>MidwayUSA was recognized in the small business category. Its third award is in the service category, <span>making it only the second three-time Baldrige Award recipient in the 30+ years of the award.</span></span></span></span><br>
|
||
</p>
|
||
|
||
<hr>
|
||
<h4>Join us at the Quest for Excellence® 2022!</h4>
|
||
|
||
<div class="grid-row grid-gap">
|
||
<div class="grid-col-3">
|
||
<figure class=" align-center nist-image" role="group">
|
||
<div>
|
||
|
||
<img alt="The Quest for Excellence Conference April 3-6, 2022 - Register Today!" height="335" loading="lazy" src="/sites/default/files/images/2022/02/04/33rdquest-teaser.jpg" typeof="foaf:Image" width="180">
|
||
|
||
|
||
|
||
|
||
</div>
|
||
<figcaption class="nist-image__caption"></figcaption>
|
||
</figure>
|
||
|
||
|
||
</div>
|
||
|
||
<div class="grid-col-9">
|
||
<h2>The Quest for Excellence® Conference</h2>
|
||
|
||
<h4><strong>Sunday, April 3–Wednesday, April 6, 2022 | #BaldrigeQuest</strong></h4>
|
||
|
||
<p>The three-day showcase will feature the current Award recipients, former recipients, pre-conference workshops, senior leader plenary sessions with Q&A, more than 40+ concurrent sessions, conference keynote, and more!</p>
|
||
|
||
<h4>AWARD CEREMONY</h4>
|
||
|
||
<p><strong>Sunday, April 3</strong><br>
|
||
Join us Sunday evening for the Award Ceremony and Reception honoring the Award recipients from the past three years.</p>
|
||
|
||
<h3><a data-entity-substitution="canonical" data-entity-type="node" data-entity-uuid="0d4033cc-dbd0-4348-afad-ac95406b7e4e" href="/baldrige/qe/register" title="Quest Registration">Register Today! </a><br>
|
||
</h3>
|
||
</div>
|
||
</div>
|
||
|
||
<hr>
|
||
|
||
</div>
|
||
|
||
</div>
|
||
<div
|
||
class="nist-block"
|
||
>
|
||
|
||
|
||
<div class="nist-tags">
|
||
<a href="/blogrige-categories/award-process-events-and-training" hreflang="en">Award Process, Events, and Training</a>, <a href="/blogrige-categories/award-recipients" hreflang="en">Award Recipients</a>, <a href="/blogrige-categories/baldrige-excellence-framework-criteria" hreflang="en">Baldrige Excellence Framework (Criteria)</a> and <a href="/blogrige-categories/impact-baldrige" hreflang="en">Impact of Baldrige</a></div>
|
||
|
||
|
||
</div>
|
||
|
||
<div
|
||
class="nist-block"
|
||
>
|
||
|
||
<h2
|
||
class="nist-block__title"
|
||
>About the author</h2>
|
||
|
||
<div class="nist-field nist-field--label-hidden entity-reference">
|
||
<div class="nist-field__items">
|
||
<div class="nist-field__item">
|
||
|
||
<article
|
||
about="/blogs/blogrige/authors/dawn-bailey" class="nist-teaser"
|
||
>
|
||
<div class="nist-teaser__image">
|
||
<div class="entity-reference"> <a href="/blogs/blogrige/authors/dawn-bailey" hreflang="en"><img loading="lazy" src="/sites/default/files/styles/thumbnail/public/images/2019/12/18/IMG_2952.JPG?itok=-PWaG3HO" width="100" height="85" alt="Dawn Bailey" typeof="foaf:Image" />
|
||
|
||
</a>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="nist-teaser__content-wrapper">
|
||
<header>
|
||
<h3 class="nist-teaser__title"><a href="/blogs/blogrige/authors/dawn-bailey"><span>Dawn Bailey</span>
|
||
</a></h3>
|
||
|
||
</header>
|
||
<div class="nist-teaser__content">
|
||
<div class="text-with-summary"><p><span>Dawn Bailey is a writer/editor for the Baldrige Program and involved in all aspects of communications, from leading the Baldrige Executive Fellows program to managing the direction of case studies, social media efforts, and assessment teams. She has more than 25 years of experience, 18 years at the Baldrige Program. Her background is in English and journalism, with degrees from the University of Connecticut and an advanced degree from George Mason University.</span></p></div>
|
||
|
||
</div>
|
||
</div>
|
||
</article>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
|
||
</div>
|
||
|
||
<div
|
||
class="views-element-container nist-block"
|
||
>
|
||
|
||
<h2
|
||
class="nist-block__title"
|
||
>Related posts</h2>
|
||
|
||
<div><div class="js-view-dom-id-f7667e66d87d807f8d6da0530b81b454fd16e9174c8383f56c16f42856be0f76">
|
||
|
||
|
||
|
||
|
||
|
||
|
||
|
||
|
||
<div>
|
||
|
||
<article
|
||
about="/blogs/blogrige/100-satisfaction-guaranteed" class="nist-teaser"
|
||
>
|
||
<div class="nist-teaser__image">
|
||
<div class="entity-reference"> <a href="/blogs/blogrige/100-satisfaction-guaranteed" hreflang="en"><img loading="lazy" src="/sites/default/files/styles/thumbnail/public/images/2025/02/06/Satisfaction-Guaranteed.jpg?itok=ThnLiBh5" width="100" height="63" alt="A home with hurricane shutters next to a ladder." typeof="foaf:Image" />
|
||
|
||
</a>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="nist-teaser__content-wrapper">
|
||
<header>
|
||
<h3 class="nist-teaser__title"><a href="/blogs/blogrige/100-satisfaction-guaranteed"><span>100% Satisfaction Guaranteed</span>
|
||
</a></h3>
|
||
<div class="nist-teaser__date">
|
||
<div class="daterange"><time datetime="2025-02-18T12:00:00Z">February 18, 2025</time>
|
||
</div>
|
||
|
||
</div>
|
||
|
||
</header>
|
||
<div class="nist-teaser__content">
|
||
<div class="text-with-summary"> 100% satisfaction guaranteed. A simple statement. Easy to understand. But…. My story begins with Hurricane Milton, one of two tragic hurricanes to hit the west
|
||
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
</article>
|
||
</div>
|
||
<div>
|
||
|
||
<article
|
||
about="/blogs/blogrige/boost-innovation-your-work-thinking-poet" class="nist-teaser"
|
||
>
|
||
<div class="nist-teaser__image">
|
||
<div class="entity-reference"> <a href="/blogs/blogrige/boost-innovation-your-work-thinking-poet" hreflang="en"><img loading="lazy" src="/sites/default/files/styles/thumbnail/public/images/2025/02/04/Tucker-Bryant-blog.jpg?itok=gDhGrp2O" width="100" height="63" alt="Tucker Bryant speaks on a stage in front of an audience." typeof="foaf:Image" />
|
||
|
||
</a>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="nist-teaser__content-wrapper">
|
||
<header>
|
||
<h3 class="nist-teaser__title"><a href="/blogs/blogrige/boost-innovation-your-work-thinking-poet"><span>Boost Innovation in Your Work—by Thinking Like a Poet</span>
|
||
</a></h3>
|
||
<div class="nist-teaser__date">
|
||
<div class="daterange"><time datetime="2025-02-04T12:00:00Z">February 4, 2025</time>
|
||
</div>
|
||
|
||
</div>
|
||
|
||
</header>
|
||
<div class="nist-teaser__content">
|
||
<div class="text-with-summary"> Tucker Bryant is a Stanford-educated poet and entrepreneur. He’s also a former employee of technology behemoth Google, where he used his creative perspective to
|
||
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
</article>
|
||
</div>
|
||
<div>
|
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about="/blogs/blogrige/more-reasons-apply-be-2025-baldrige-examiner" class="nist-teaser"
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<h3 class="nist-teaser__title"><a href="/blogs/blogrige/more-reasons-apply-be-2025-baldrige-examiner"><span>More Reasons to Apply to Be a 2025 Baldrige Examiner</span>
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<div class="daterange"><time datetime="2025-01-14T12:00:00Z">January 14, 2025</time>
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<div class="text-with-summary"> In a blog last week, I provided a multitude of reasons to apply to be a 2025 Baldrige examiner®. The benefits of serving in this volunteer role were conveyed by
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<span class="nist-comment__author"><span lang="" typeof="schema:Person" property="schema:name" datatype="">joseph mbinga</span></span>
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on
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<div class="text-long"><p>This message is highly educative and informative. Thank you so much.</p>
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<span class="nist-comment__author"><span lang="" typeof="schema:Person" property="schema:name" datatype="">Manjula</span></span>
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on
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<div class="text-long"><p>Nice blog thank you for sharing this information</p>
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