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</div><h2>SL Paper 1</h2><div class="question">
<p>“The ecological footprint is the best measure of the relationship between population and resources for different countries.” Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>Examine the changing importance of energy sources other than oil.</p>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the ecological footprint for one country from 1960 to 2010.<br><img style="width: 679px; height: 548px;" src="images/Ecological_footprint.png" alt width="678" height="556"></p>
<p><span style="font-size: small;">[Richard Rhoda and Tony Burton. Geo-Mexico: The Geography and Dynamics of Modern Mexico. Sombrero Books, 2010. Used with permission.]</span></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>ecological footprint</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe how the ecological footprint of this country has changed.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest reasons why this country’s ecological footprint decreased in the 1980s.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the anti-Malthusian view of the relationship between population and resources.</p>
<div class="marks">[5]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question">
<p>Examine why most countries want to reduce their dependence on oil.</p>
</div>
<br><hr><br><div class="question">
<p>Examine the changing importance of oil as an energy source.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State and outline the units used to measure the global ecological footprint.</p>
<p>Units:</p>
<p> </p>
<p>Outline:</p>
<p> </p>
<p> </p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why the total ecological footprint of a country may grow very rapidly in the future.</p>
<p>Reason 1:</p>
<p> </p>
<p> </p>
<p>Reason 2:</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the neo-Malthusian view of the relationship between population and resource consumption.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Discuss the ways in which the consumption of <strong>one or more</strong> resources can be reduced.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>ecological footprint</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe what is meant by a neo-Malthusian view.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>three</strong> benefits of a strategy designed to reduce resource consumption.</p>
<div class="marks">[3x2]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the different sources of global energy production.</p>
<p><br><img src="images/Percentage_of_global_energy.png" alt width="799" height="336"></p>
<p><span style="font-size: small;"><span style="font-size: medium;">[Source: Sunlit uplands, <em>The Economist</em> May 31 2007, The Economist Newspaper Limited. Reproduced with permission.]</span></span></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why some areas of the world are unlikely to depend entirely on renewable energy sources.</p>
<div class="marks">[2x2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Analyse how the global pattern of oil production has changed in recent decades.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Examine the relationship between energy consumption and environmental sustainability.</p>
</div>
<br><hr><br><div class="question">
<p>“The Millennium Development Goals (MDGs) are unlikely to be achieved without a dramatic increase in global energy consumption.” Discuss this statement.</p>
</div>
<br><hr><br><div class="specification">
<p>The table ranks the ten countries which had the largest oil consumption in 2010.</p>
<table class="block_black_border" style="width: 451px; height: 454px;" border="0">
<tbody>
<tr>
<td><strong>Rank</strong></td>
<td><strong>Country</strong></td>
<td><strong>Oil consumption (thousands of barrels/day)</strong></td>
</tr>
<tr>
<td style="text-align: center;">1</td>
<td>USA</td>
<td>19 148</td>
</tr>
<tr>
<td style="text-align: center;">2</td>
<td>Country A</td>
<td>9057</td>
</tr>
<tr>
<td style="text-align: center;">3</td>
<td>Japan</td>
<td>4451</td>
</tr>
<tr>
<td style="text-align: center;">4</td>
<td>India</td>
<td>3319</td>
</tr>
<tr>
<td style="text-align: center;">5</td>
<td>Russia</td>
<td>3199</td>
</tr>
<tr>
<td style="text-align: center;">6</td>
<td>Saudi Arabia</td>
<td>2812</td>
</tr>
<tr>
<td style="text-align: center;">7</td>
<td>Brazil</td>
<td>2604</td>
</tr>
<tr>
<td style="text-align: center;">8</td>
<td>Germany</td>
<td>2441</td>
</tr>
<tr>
<td style="text-align: center;">9</td>
<td>South Korea</td>
<td>2384</td>
</tr>
<tr>
<td style="text-align: center;">10</td>
<td>Canada</td>
<td>2276</td>
</tr>
</tbody>
</table>
<p>[Source: <em>BP Statistical Review of World Energy</em> June 2011]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify Country A.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Briefly describe what is meant by the OPEC cartel.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> geopolitical impacts of the rise in global oil consumption since 1990.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why sources of renewable energy have become more important in many countries in recent years.</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question">
<p>“Falling fertility rates are no guarantee of reduced resource consumption.” Discuss this statement, referring to examples.</p>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the ecological footprints of various countries.</p>
<p><br><img style="width: 662px; height: 675px;" src="images/Ecological_footprint_1.png" alt width="696" height="730"></p>
<p><span style="font-size: small;">[Source: R Rhoda and T Burton, <em>Geo-Mexico: The Geography and Dynamics of Modern Mexico</em> (Sombrero Books, 2010)]</span></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>ecological footprint</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe how the pattern of ecological footprints shown by the graph reflects economic development.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) Outline a strategy at a local or national scale which is designed to reduce the consumption of <strong>one</strong> named resource.</p>
<p>(ii) Explain <strong>two</strong> reasons why the strategy described in (i) <strong>either</strong> has <strong>or</strong> has not been a success.</p>
<div class="marks">[2+2]</div>
<div class="question_part_label">ci and cii.</div>
</div>
<br><hr><br><div class="question">
<p>Examine the geopolitical and environmental impacts of the production and/or consumption of fossil fuels such as oil.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify <strong>three</strong> fossil fuels.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons for the changing importance of nuclear energy.</p>
<div class="marks">[2x2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">Explain the relationship between energy usage and ecological footprint for <strong>one or more</strong> countries.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Discuss why resource conservation strategies may be more effective than population control in reducing global resource consumption.</p>
</div>
<br><hr><br><div class="question">
<p>“There is no truly sustainable solution to the world’s growing energy problems.” Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>“The world is far too dependent on oil.” To what extent do you agree with this statement?</p>
</div>
<br><hr><br><div class="question">
<p>“Only high-income countries can effectively develop sustainable sources of energy.” Discuss this statement, referring to examples.</p>
</div>
<br><hr><br><div class="question">
<p>“A falling fertility rate is always beneficial to a country.” Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>“We still have the resources to live as wastefully as we want.” Discuss this statement.</p>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the total oil stocks of the world’s major economies in billions of barrels. (Oil stocks are barrels of oil that have already been extracted and stored for future use.)</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the year in which total oil stocks were at their peak.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Referring to the graph, describe the trend in total oil stocks since the year 2000.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>three</strong> reasons why total oil stocks may change from one year to the next.</p>
<p>1.</p>
<p> </p>
<p> </p>
<p>2.</p>
<p> </p>
<p> </p>
<p>3.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the trends shown by the graph.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>one</strong> example of resource substitution.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b(i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>one</strong> benefit of the resource substitution you have chosen in (b)(i).</p>
<div class="marks">[2]</div>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Referring to examples, distinguish between waste recycling and waste reduction.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the global extraction of several important groups of resources and per capita consumption rates.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Referring to the graph, describe the trend in global biomass extraction between 1980 and 2010.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why the total resource consumption per capita decreased between 1980 and 1995, even though global resource extraction was increasing.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> disadvantages of recycling materials as a strategy to reduce resource consumption.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>4. Patterns in resource consumption</strong></p>
<p>The graph shows income inequality and recycling rates for selected high-income countries in 2010.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAq4AAAHpCAYAAABDSr5PAAAgAElEQVR4AeydfXRV1Z33f3b5J68aF4uxaBmeMEiZBoJKFVre5GUJEajyUkGxgh0IMwhJp03UUXSERJ9JQCqJS8CKgBXQCgRcBCRAC1hQUmkZoPLwoIAyrKby+vw3q3nWdzP7evNKXu69Oefez17r5pyzz3797Jucb37nt/e+obq6utoIEIAABCAAAQhAAAIQCDiBbwW8fTQPAhCAAAQgAAEIQAACjgDClS8CBCAAAQhAAAIQgEAoCCBcQzFMNBICEIAABCAAAQhAAOHKdwACEIAABCAAAQhAIBQEEK6hGCYaCQEIQAACEIAABCCAcOU7AAEIQAACEIAABCAQCgII11AME42EAAQgAAEIQAACEEC48h2AAAQgAAEIQAACEAgFAYRrKIaJRkIAAhCAAAQgAAEIIFz5DkAAAhCAAAQgAAEIhIIAwjUUw0QjIQABCEAAAhCAAAQQrnwHIAABCEAAAhCAAARCQQDhGophopEQgAAEIAABCEAAAghXvgMQgAAEIAABCEAAAqEggHANxTDRSAhAAAIQgAAEIAABhGscvwP5eXk2cuSIZtVw4sQJUz59CBCAAAQgAAEIQAAC3xBAuH7Dot6ztWvX2G23fbvGp7S0xKW9evVqjXilmzJ5cr3lNDVy8uRJtvbtNU1NTjoIQAACEIAABCCQMgRuqK6urk6Z3raio95yun37jjqlSNzm5+fZxo2bLTMzs8795kZkZvazUSNHWUFhYXOzkh4CEIAABCAAAQgkLYEbk7ZnMe7YTZ1vum6J7du3v24aEkAAAhCAAAQgAAEItIwAwrVl3FI2l9whCBCAAAQgAAEIJA+B06fPhqYzCNc4DdW5c+ds1ao3bf369VZZ+YdILYp/4fnnbesHW1xcybJSG5uVFbkffbJn925buGihHT9+zMbcP9ZKX3st+rZ5FwVF9up1hz391NM2eMgQUx0bN75vy5cvt61bP7Dp0x91+X7zm/etXbt2NcpoyUWYvuAt6R95IAABCEAAAqlCIGwGKSZnNeObuf+jfXUmY2nA5d9aO0gslpQsqxGtyVyK79Spk0n87dy5y5597tlImVpRwIdDlYfs7JdnTT61ErcSulvKyvxtKywssI4dOrpyVFb/zP72yKPTTGXMnzfPCgoWubQVFTtt7r/MtaqqqkheTiAAAQhAAAIQgEAYCSBcmzFq994zMCIUJRb9p6Cg7iQqCU5ZSaPDoU8+cdbT0aNHu+j09HSbNGmSs5aqLF37ICE6deo0d9n/zjvd8dLlS+4ocSpRnD1ndkT0+pUIDh48YO+sW2dTH76Wd9y48c6iK6tvLKytvn0cIQABCEAAAhCAQKIJ4CoQR+KyrEaH9h06uMsrV65Eojt27OjErKyxDQlLP+nr8uXLLt+fjx+3tLRbarggRAqsddJQmbWScQkBCEAAAhCAAAQCTwCLawKHSEtlyQq7Zs0ak1DVZ8/uPSZLbnMFZlXVX0w+sAQIQAACEIAABCCQKgQQrgke6Wefe87V2Lt3L9Onc+fOtnjJkma14u9uvdWln58zv4bfq4RwtB9sswolMQQgAAEIQAACEAg4AVwFmjhAX1/4+ropo10AlPjUqVN18mhyVlNm91+8eDGS15d76dI1H1dvudWELfm56qMg94Hf/vZ37jw6f6QgTiAAAQhAAAIQgECICWBxvc7g+S1ftSSVPlpFoPaWr35VgfHjH4hs+ardr7QKgV7pK4+soZWVla4MWVoVF/2RpVRpFKc8EqUqQ+4AAwbc5VqpCVn5eddWMNDSWNnZcyKtl7vB4uLFzuVA284qv8pRGdGrFUQycAIBCEAAAhCAAARCRoAtXxM8YLNnzYqs4Vq76qNHjzfb17V2GfG+lrDWCggECEAAAhCAAATCTyBsz3VcBRL4nZPlc9APBtXZSEBN0LqszZ2glcCmUxUEIAABCEAAAhBocwK4CiRwCObMybYjfzriXAKiq5WbwD3fvyc6inMIQAACEIAABCAAgVoEEK61gMTzUluyatJUtI+rXAf+oVcvt1VrPOumbAhAAAIQgAAEIBB2Avi4hn0EE9z+sPnCJBgP1UEAAhCAAARCRSBsz3UsrqH6etFYCEAAAhCAAAQgkLoEEK6pO/b0HAIQgAAEIAABCISKAMI1VMNFYyEAAQhAAAIQgEDqEkC4pu7Y03MIQAACEIAABCAQKgII11ANF42FAAQgAAEIQAACqUsA4Zq6Y0/PIQABCEAAAhCAQKgIIFwDNlx7du827bBFgAAEIAABCEAAAhCoSQDhWpNHm1+Vlpa2eRtoAAQgAAEIQAACEAgiAYRrgEZl7do1tv+jfQFqEU2BAAQgAAEIQAACwSGAcI3xWJw7d85KS0ssM7Of6XzkyBHuc/XqVecCMGXyZNMuFfpou1fFK0i05ufnufPhw4e6+/7elrIyV4bPp7QECEAAAhCAAAQgkGoEEK4xHvH58+ZZQcEiV2pFxU6b+y9zraqqyl3PmZNtffv1tdOnz9rGjZtt6wdbbPXqt9y9qVOnWUFBoTvfuXOXS9OuXTuTaD3yn0ds+/YdLk5pJHARrw4VPyAAAQhAAAIQSCECN6ZQXxPS1XfWrbP8vDwr315u48aNN4nPsVlZrm4J2D7f7ePOMzMzLS3tFjv9xelG27X0l0vt+PFjVlKyrEa6I386UuOaCwhAAAIQgAAEIJDsBBCucRxhidboUFn5B3cpV4I9u/dYVdVfom/XOZergUSrrLMSugQIQAACEIAABCCQygRwFUjg6Ov1vvxUFRYvWeIsrk2p/sCB3zclGWkgAAEIQAACEIBAUhNAuCZoeLU+q3xTV7+1xmbPzrauXbtet2alkTuBfGZlpY0O+LhG0+AcAhCAAAQgAIFUIIBwjcMoX7x4sU6pV65ccXFnvzzrjpp05YMXod++9Zo19qsvv3STsrQRQW5urksm8epXFdDRp/VlcEwcAblw+NUhtHqExrL2Pxaxao2+G36FiliVSTkQgAAEIACBsBJAuMZ45CRotFqA/FclOPwuWJqgNeb+sc7qqjT/0KuX9Uzv6SZxeRHa/8477d57Btojj05zrUpPTze/2oAsrwrXLLCFNnjIkBi3nOKaSuCF55+3zp07u1Ue5Le8b98+++PhPzY1e5PT6bsjK/31fKGbXCAJIQABCEAAAiEncEN1dXV1yPtA8xNIQNZeLeeVykEMtCyZ/qnwQRZXuYDEOsjFRP/IHDjwcZPcS2JdP+VBAAIQgEByEwjbcx2La3J/H+ldHAj06nWHFRUVORcBX7wXrfoDoE9hYYG776/1yl8uBv5a+RTnr2WF9xtOVFZWRjac2LZtm6/CHevLo/TKr3s6qsx4uS7UaAwXEIAABCAAgQQTQLgmGDjVhZ/AsmUllpaWZtlzZjuhKOHow9Gjx507x8iRo9z6vZqMp6A1fTXZLjt7jimN8qxatcpZUnX92YnP7NVXf+nE68yZM2z69OnOsh3tL91QHqXXVsFlm8tsxcqVzhosn2gvhH3bOEIAAhCAAATCTgDhGvYRpP0JJyDfY+1klp//lBOM48c/ENnJTGv3jho5yvwSZn5S3qFPPnHt/OLzL9ymFNu3l7s1egcMuMt69+7l/FgrKips06aNLp13Q5gyZUqkfw3l+e1vf+fSTJs2zZXdsUNHd+3rjhTACQQgAAEIQCDkBBCuIR9Amt92BOQeIGupJtRpEpWfiNfnH/u4DSbUMm3Xq0l5euWv+9/L+J5rsASs4uUv7D8Sw2fOnHHWXN+r9h06+FNrKE/tjS4iGTiBAAQgAAEIJBkBhGuSDSjdiT8B+a/6INGozSQU/nz8uDveffcAZ4n1QnbMmDFu9YiDBw9Y7zt6uzSdOnWyAwcP1Hmd37FjR9PWwLWDXvs3lKd2Wq4hAAEIQAACyUoA4ZqsI0u/4kZAr/SjxWtFxU5Xl5YzU5Argaywc+Zk2z3fv8eGDB3qXAHk0+qXMZs4aZKL+9ef/SzSTk2oGjDg+y7el79h/Xp3f/jwoTZ69Oh683hf1kuXL0XK0omPrxHJBQQgAAEIQCDEBBCuIR48mt42BCZMmGB9vtvHrdOrGfwSpBs3bq6xXNXgIYOd5VRCVVZZuQX0z+wfaXBmZqabRKU1f1WG1vyVaPXxJSXLXLzcDrSKQcmyUid6tQxX7TzykVWQu4IEryaNKUjsEiAAAQhAAALJRIB1XJNpNBPQF4msVF/HNQGYqQICEIAABCCQEAJhe65jcU3I14JKIAABCEAAAhCAAARaSwDh2lqC5IcABCAAAQhAAAIQSAgBhGtCMFMJBCAAAQhAAAIQgEBrCSBcW0uQ/IEicP78+UC1p7HGnDx50p6cO9cemz7ddE6AAAQgAAEIQKBxAjc2fpu7EAgXgaefesq0TepLL79sPXr0CHTjZ858PCJY//BppR0+/KdAt5fGQQACEIAABNqaABbXth4B6o8pgYWLFrmF+ocOHWxvvLEypmXHurBoK+uFCxdiXTzlQQACEIAABJKOAMI16YY0tTvUpUsXW7FypRUVFdvSpa/YQw8+GLFqBo3MzBlPRJo0csSoyDknEIAABCAAAQjUT4B1XOvnQmwDBMK03pv8XeU6sH1HuS1Y8LxNmjTZbQbQQNfaJPrw4cOu3oyMjDapn0ohAAEIQCC1CYTpua6RQrim9ve12b0P2xdcHdywYb0tXPii3XxzmhUXLzZEYrOHnQwQgAAEIJCkBML2XMdVIEm/iHTrGwITJ06y8vId1v073S0ra4wtWbLYrl69+k0CziAAAQhAAAIQCAUBhGsoholGtpZAtO/rm2/+ysaNe8D8a/rWlk1+CEAAAhCAAAQSQwDhmhjO1BIQAlhfAzIQNAMCEIAABCDQAgII1xZAI0u4CXjr6/LXVxjW13CPJa2HAAQgAIHUIoBwTa3xprdRBEaNHm179+63vhl98X2N4sIpBCAAAQhAIKgEEK5BHRnalRAC7dq1s6LiYvv12+9gfU0IcSqBAAQgAAEItJwAwrXl7MiZRAQGDhqE9TWJxpOuQAACEIBAchJAuCbnuNKrFhCoz/q6b+/eFpREFghAAAIQgAAE4kEA4RoPqpQZagLR1tcfPzzFcnNyWPc11CNK4yEAAQhAIFkIIFyTZSTpR0wJRFtfd1Z8aIMG3WtYX2OKmMIgAAEIQAACzSaAcG02MjKkEgFvfR0+7D7D+pq4kd9SVmZTJk82bUWoz+xZs2zP7t22du2axDWCmiAAAQhAIHAEEK6BGxIaFDQCWF8TOyISp9lzZlvffn3t9Omz7vPET39qCxctTGxDqA0CEIAABAJHAOEauCGhQUEl4K2vjz32E6yvcRqkEydOWH5+nuXnP2V5efmRWjIzM23VqrfszJkzkThOIAABCEAg9QggXFNvzOlxKwjI+jpv3nwrK9tqnx7+FN/XVrCsL+t7773rou+7b0Sd2127dq0hZvPz8iKuBIWFBS69rLWZmf2ca4FcDEpLS9xH53I/0FH3JZDlfqDrkSNH2Llz59wEvNruCSpU95RWdfg8Sqeg/P6jdJWVlZFrl4AfEIAABCAQUwII15jipLBUIZCRkWGbNm02rK+xHfGKigpXYHp6eqMFS6BevHjRuRFs3LjZSkqWOf9XWWurqv5iY8aMcfe6fbubFRQscmVdunzJjh49bmlpaTZ58iST+8GBAx/b8ePHrKJipx365BPb/9E+l6agoNC2frDFCdGlr7ziztevX285ubmm+pROPrcq7957BprSS1jLMjzm/rGu3EY7wE0IQAACEGgRgRtblItMEICAeevr0KHDLCdnvrO+Lnu1xORSQIgtAVk1fejV6w53KsEZHS83AonK8eMfsP533unSjM3KMglWCdqpU6e5uB5/38P0kchU8OUNHjLEiV3FDRs23N3Tj4LCQjt16pTzuZWglmVV4cqVK+47MG3aNHv2uWdd+brXqVMnJ2IjBXACAQhAAAIxI4DFNWYoKShVCdS2vs6cMcPOnz+fqjha1e/+mf1dfr1yjw6apCXLpj7bt+9wVlJZOf3kLR2jfWKj8zbn/OrVq84lYMyY+2tk69y5c43r6AuJYwW5IshyO3r06OjbnEMAAhCAQAwJIFxjCJOiUpeAt77K9/XU56ds1KgRtmHD+tQF0sKee9G3/PXX65Qg8egFZFraLbb3d7Hd1UxiuXfvXq7edeuaN3a5ubm2detWK9tcFrH21ukAERCAAAQg0GoCCNdWI6QACHxDINr6mpubY1hfv2HTlDO9rs/OnuN8SjURSpOofLhw4YI/NScUP9gSWddVllL5vV65fNml0bUPl2vFqZzosqqqqkxptm8vd24Dstz++fhxn90dlf7SxUs14uSC4MO4ceNdm7WEl/6JIUAAAhCAQHwI3FBdXV0dn6IpNRkJyKdQr2UJ1ydw+PBh5/v6179W2dNPP2MTJ066fiZSOAISobJeahKUD3ITyHogK+KrqlUF1r59bUMC3ZOvqdZ/9UETr/TqXv6tCvJlHTZsmJvIpWtNojr5f086twNdy/XAp/XnKldWXk3UUpCo1kQwH+RT631l1Z6JkyZFrn0ajhCAAASCTCBsz3WEa5C/TQFsW9i+4G2NUJa/FSuWW3FxkY0cMcoWLlpkXbp0aetmUX8cCGhZLfnfEiAAAQiEiUDYnuu4CoTp20VbQ0fA+77u2rXHLd+E72vohrBJDdbErOnTpzcpLYkgAAEIQKDlBBCuLWdHTgg0mUCPHj3s3ffes7lznzR8X5uMLfAJ/SYImpjll9sKfKNpIAQgAIEQE8BVIMSD1xZND9srhbZgdL06T548ab/4+c/t/5w8ge/r9WBxHwIQgAAE4kogbM91LK5x/TpQOATqEsD6WpdJUGK0/q6WMWMd3qCMCO2AAAQgUJMAwrUmD64gkDACjz8+w7zv61139bc33liZsLqpqC4BrQKhcZArh466DmqQ1f6x6dPdZ9/e2K5nG9Q+0y4IQAACIoBw5XsAgTYk4K2vCxY8bwsWPGcPPfigSZQQEk/g0KFPalRa+7rGzTa++NGPxlvFrp3uE70EWBs3i+ohAAEIxJ0AwjXuiKkAAtcn4K2vSjl06GCsr9dHFvMU7du3r1HmrX93a43rIF1Eb6AQfR6kNtIWCEAAAvEgcGM8CqVMCECg+QS89VUuA7K+frD1A3vp5ZdN8YT4E9AGEVeuXLH9+/bbvQPvtVGjR8e/0hbWkJOT69YGVvaJD7GxRQsxkg0CEAghAVYVCOGgtWWTwzb7sC1ZtaZuuQsULFpk23eUm9wIZJElQCCagPfB1TbDBAhAAAItJRC25zrCtaUjnaL5wvYFD/swaYb7woUv2v/qkY71NeyDSfshAAEIBJBA2J7r+LgG8EtEkyDgCej1dXn5DuvUqRO+rx4KRwhAAAIQSFkCCNeUHXo6HhYCXbp0sRUrV1pRUbEtXfoKKw+EZeBoJwQgAAEIxJwAwjXmSCkQAvEhUJ/19erVq/GpjFLjTuDcuXM2ZfJk02u6zMx+tqWszEpLS5pd7+xZs2zt2jXNztfUDCpbbYxVUHnqr/pPgAAEINBcAgjX5hIjPQTakEBt6+u4cQ8EeqH8NkQV+KpfeP5569y5s50+fdYqK/9g+/btsz8e/mOz21362ms2deq0SD4Jw1iJwj27d1t+fl6k7NaenDhxwpVXVfWX1hZFfghAIEUJIFxTdODpdrgJeOtr9+90t6ysMbZkyWLD+hquMd36wRYb9INBkUYXFBba9zK+F7luyYkXhi3JW1+ewUOGWEFBYX23WhSXnp5uq9+Kn3W4RY0iEwQgECoCCNdQDReNhcA3BKKtr2+++SvD+voNmzCc9ep1hxUVFTkXAd/e2bOz3alezetTWFjg7vtrb03115WVlc7dwMdPnnxtTdcBA+5yeUeOHOHK8el1lDtCtJuC4uSmoOBf48v9wKf1bdNR/xx59wbdVzoFladztdfnVTof1E7flm3btvlojhCAAASaT6CaAIFmEOjW7dZmpCZpogj813/9V/WMxx+v1vgsXlxcfeXKlURVTT0tJPDZZ59VjxhxnxuzyZMmVR86dChSksavX7++kbjdu3a5dH5cCwoWuTH2+desWe3yqgx9B7766it3nfeLX0TKVB1KrzJm/dM/Vfs8OiqP2qOjPmWbN0fy+fuKiG6Hj1edqkf51GaV49uh9L4vvj7VrbS+jZGKOIEABNqEgH4fwxSwuDZf65MDAoEj4K2vy19fYVhfAzc89TZIr823b99h+flP2f6P9tn48Q9EJlm1a9fORo0cZQcO/N7l1Y5eCoc++cQdv/j8C1Ma5W8syP1AQVZW1bFsWYnbHUxuCvJdldXU+7D++fhx27hxs0vf/8476y1WrgPyyVXdw4YNj6RRPffeM9AmTZpk6lfXrl3dPbV706aN7tz74U6ZMiWSjxMIQAACzSWAcG0uMdJDIMAEtE3p3r37rW9GX3xfAzxO0U2Te8DRo8ed8JOIlJ+qQp9/7GN7du9x50f+84iNuX+s6TW77jfHF1YTrAoKFjlfVYlKP3FLIlUi1H/GZmVFN6vBc7kLyCVgzJj7a6TRRLP6wpkzZywtLS1yq32HDpFzTiAAAQg0lwDCtbnESA+BgBOQNayouNh+/fY7WF8DPFYSfz5ozBYvWeIuZflUuPvuAc5K6oXsmDFjrHx7uR08eMB639HbZ230KJE6P2e+TX14WmTlgfbt27s8x44dbTRvfTflq9q7dy93a9269fUlqRPXsWNHq6qqqhPPZMI6SIiAAASaQADh2gRIJIFAGAkMHDQI62uAB66iosJZLn0TKyp2ulP/ml7WUb1+nzMn2+75/j02ZOhQ0zJSq1atMr2yV/Di7/Lly76YSLwmWs2fN89ZO59+5hkXLyEr4SvrrSaGSYgq6CjL7JX/KceXq3u+bMVt315umlSWl5dvXmC7AszswoULduniJX/pjpcuX7IBA77v2u2F+ob11wTv8OFDI+2vkYkLCEAAAo0QQLg2AodbEAg7gfqsr/v27g17t5Ki/RMmTLA+3+3jFuOXr6kEqV7fe/9QdXLwkMHOWimhqrGU4Oyf2T/Sf2/9lCuAVgbo2bOnE5YSuwryaz1+/JizkqoOrTag8Oxzz1nP9J7Or1bxy19/3fQK/5FHr60HK1EpkasyVbaC6ho5cpQrT3kkShVefuklt5KA6lr79honxn093n9WS2qVlCxzPrVygZD4LVlW6vrkCuEHBCAAgSYSuEEzyZqYlmQQcA8e+cQRwkdAFrPnnn3WNry73iY+NMmef+EFhEP4hpEWQwACEIgpAf0jGqbnOhbXmA4/hUEguASira87Kz60QYPuNayvwR0vWgYBCEAAAnUJIFzrMiEGAklNwPu+Dh92n/344SmWm5ODr2FSjzidgwAEIJA8BBCuyTOW9AQCTSaA9bXJqEgIAQhAAAIBIoBwDdBg0BQIJJqAt74+9thPsL4mGj71QQACEIBAswkgXJuNjAwQSC4Csr7Omzffysq22qeHP8X3NbmGl95AAAIQSCoCCNekGk46A4GWE8jIyLBNmzYb1teWMyQnBCAAAQjElwDCNb58KR0CoSKA9TVUw0VjIQABCKQcAYRryg05HYbA9QnUtr7OnDHDzp8/f/2MpIAABCAAAQjEkQDCNY5wKRoCYSYQbX099fkpGzVqhG3Y0LT96cPcb9oOAQhAAALBJYBwDe7Y0DIIBIJAtPU1NzfHsL4GYlhoBAQgAIGUJIBwTclhp9MQaB4BrK/N40VqCEAAAhCIDwGEa3y4UioEkpIA1tekHFY6BQEIQCA0BBCuoRkqGgqBYBDw1tddu/bYxYsX8X0NxrDQCghAAAIpQQDhmhLDTCchEHsCPXr0sHffe8/mzn3S8H2NPV9KhAAEIACBugQQrnWZEAMBCDSDwOOPzzCsr80ARlIIQAACEGgxAYRri9GREQIQ8ASwvnoSHCEAAQhAIJ4EEK7xpEvZEEgxAtHW17vu6m9vvLEyxQjQXQhAAAIQiCcBhGs86VI2BFKQgLe+LljwvC1Y8Jw99OCDdvLkyRQkQZchAAEIQCDWBBCusSZKeRCAgCPgra+6GDp0MNZXvhcQgAAEINBqAgjXViOkAAhAoCECWF8bIkM8BCAAAQi0hADCtSXUyAMBCDSLgLe+durUCetrs8iRGAIQgAAEogkgXKNpcA4BCMSNgKyvK1autKKiYlu69BV8X+NGmoIhAAEIJC8BhGvyji09g0AgCUycOMnKy3cY1tdADg+NggAEIBBoAgjXQA8PjYNAchLo0qUL1tfkHFp6BQEIQCCuBBCuccVL4RCAQGME6rO+Xr16tbEs3IMABCAAgRQmgHBN4cGn6xAIAoHa1tdx4x6ww4cPB6FptAECEIAABAJGAOEasAGhORBIVQLe+tr9O90tK2uMLVmy2LC+puq3gX5DAAIQqJ8AwrV+LsRCAAJtQCDa+vrmm78yrK9tMAhUCQEIQCDABBCuAR4cmgaBVCWA9TVVR55+QwACEGicAMK1cT7chQAE2oiAt74uf32FYX1to0GgWghAAAIBI4BwDdiA0BwIQKAmgVGjR9vevfutb0ZffF9rouEKAhCAQMoRQLim3JDTYQiEj0C7du2sqLjYfv32O1hfwzd8tBgCEIBAzAggXGOGkoIgAIF4Exg4aBDW13hDpnwIQAACASaAcA3w4NA0CECgLoH6rK/79u6tm5AYCEAAAhBIOgII16QbUjoEgdQgEG19/fHDUyw3J4d1X1Nj6OklBCCQwgQQrik8+HQdAmEnEG193VnxoQ0adK9hfQ37qNJ+CEAAAg0TQLg2zIY7EIBASAh46+vwYfcZ1teQDBrNhAAEINACAgjXFkAjCwQgEDwCWF+DNya0CAIQgECsCSBcY02U8iAAgTYl4K2vjz32k4RbX0eOHGG33fbtej9bysralAuVQwACEEgGAgjXZBhF+gABCNQgIBPbud0AACAASURBVOvrvHnzraxsq316+NOE+b5u377DsrPnWK9ed9jp02cjn4KCwhrt4wICEIAABFpGAOHaMm7kggAEQkAgIyPDNm3abIm0vnbr1q0OmalTp9nYrKw68URAAAIQgEDzCCBcm8eL1BCAQMgItJX11WNau3aNnTt3zl0WFhZYZmY/mzJ5snMn2LN7tynOuxfI1UBp9Zk9a5a7p6PuK48Puu/L0D3vhlBZWWneXUHHEydO+CwcIQABCCQFAYRrUgwjnYAABK5HoLb1deaMGXb+/PnrZWvR/ePHj0XEaH5+nitDArakZJk7//cXX3RuBP3vvNPFrX5rje3cucuUr6Jipy195RXb+sEWW79+veXk5trGjZtt/0f7TEJXYfr0R23wkMGujKkPT7M1a9a4NWxnzpxhhYUvufgef9/D5szJdun5AQEIQCBZCNyYLB2hHxCAAASuR8BbX4cOHWY5OfNt1KgR9vTTz9jEiZOul7VZ9+XjKn9XBVlUFeQuoLBq1SpLT09352qPfGF9UD6FgsJCO3XqlPXt19el9RbbK1euOPEqgfvII+9H0upEVteqqr/Y+PEPuHj/Q3m7du3qLzlCAAIQCDUBhGuoh4/GQwACLSHgra8rViy33NwcK99WbgsXLbIuXbq0pLhG8+Tl5Td6XzdljS3bXOYsrj5x586d/WmNo8SrgkRvdLh0+ZK7jBbC0fc5hwAEIJAMBHAVSIZRpA8QgECzCXjrq1YeOPX5KWd93bBhfbPLaU0GWUPli3rkT0dM7gPe4tpYme3bt3e3G/JflZ8rAQIQgECyEkC4JuvI0i8IQKBJBLz1VSsPyPraWt/XM2fOWFVVlfM5rd2Ay5cvu3s+/tAnnzgr69wnn3RRyufDhQsX7NLFa1ZUHyerqvxi09JusX975plIHbLYjhs33sW//NJLkclgir969arPzhECEIBA6AkgXEM/hHQAAhBoLQFvfd21a49dvHixxdZXWU81AUu+pr1797Jo66dEZEHBIndP6RQkQmVlHTDgLnvvvXetZ3pP5wOrlQQ0GWvt22ucj6zuK2ii12effWbr1q23ry987erQqgIK6sOKFStdvNJHx7sE/IAABCCQBARuqK6urk6CftCFBBHQwxAfugTBppo2I/DGGyttwYLnbOSIUXHzfW2zzlExBCAAgSgCYXuuY3GNGjxOIQABCIjA44/PsNZaXyEJAQhAAAKxJ4BwjT1TSoQABJKAQI8ePezd996zuXOfjInvaxIgoQsQgAAE2pwAwrXNh4AGQAACQSYQbX29667+JjeCeIaTJ08yoSqegCkbAhAINQGEa6iHj8ZDAAKJIOCtrwsWPO98Xx968EGTwIx1ULlDhw52k6727d0b6+IpDwIQgEDoCSBcQz+EdAACEEgUAW99VX0SmLG0vh4+fNgOfnzAdeXGG2+05cuXJ6pb1AMBCEAgNAQQrqEZKhoKAQgEgUC8rK9+J6xvfetb9t///d928803B6G7tAECEIBAoAggXAM1HDQGAhAICwFvfe3UqVNMrK8SxDk5ufa3v/3N0tN7WvacOWFBQTshAAEIJIwA67gmDHVyVBS29d6Sgzq9CDoBbRW7cOGL9r96pNtLL79sEqEECEAAAmEgELbnOhbXMHyraCMEIBBoAhMnTrLy8h0WK+troDtL4yAAAQi0IQGEaxvCp2oIQCB5CHTp0sVWrFxpRUXFtnTpKxavlQeShxg9gQAEINB8AgjX5jMjBwQgAIEGCdRnfb169WqD6bkBAQhAAAJNJxBY4bpn927Tp6Gge6WlJXbixImGkhAPAQhAoE0I1La+jhv3gGm5KwIEIAABCLSOQGCFq7r10e8/simTJ9vsWbNqiFiJ1vk58238+Al28OAB21JW1joK5IYABCAQBwLe+tr9O90tK2uMLVmymF2x4sCZIiEAgdQhEFjhevbLs1ZSssyNxIULF5xQ9RbYo8eOWs/0nta1a1ebOnWa7du3j4dB6nxn6SkEQkUg2vr65pu/MqyvoRo+GgsBCASMQGCFa9nmMtu5c5e9s26d+2zd+oGzwIrf6S9O18B42+232e5du2rEcQEBCEAgSASwvgZpNGgLBCAQVgKBFK6ayDB4yGBLT0+PcJV11YdTp07508jxzNkzkXNOIAABCASRgLe+Ln99hWF9DeII0SYIQCDoBAIpXLX1YW2rqtwEvvj8iwjPvv36Rs5rp43c4AQCEIBAAAmMGj3a9u7db30z+uL7GsDxoUkQgEBwCQRSuArXwIEDLTOzn5ucpQlajzw6zb6X8T0rLCywz058ZpcuXnJ+rbLOlm8vt27f7hZcyrQMAhCAQC0C+ge9qLjYfv32O1hfa7HhEgIQgEBDBAIrXMdmZdkLz7/g2t25c2db/dYamz072/p8t48NuHuAPT5jhv3rz35mP/rRBEtLSzOlJ0AAAhAIG4GBgwZhfQ3boNFeCECgzQjcUF1dXd1mtbeiYllaZbFYu3aN3X33gBr+sK0olqzXIRC2PY2v0x1uQyBQBPbt3Wtz/jnbbr45zf3jLlFLgAAEIBBPAmF7rgfW4uoHSQK19ufcuXO2adNGl0TLYUVP4vL5OEIAAhAIG4Fo6+uPH55iuTk5LPUXtkGkvRCAQFwJBFa4akcs+bb27t2rzmfAgLvs8uXLcQVD4RCAAATagkC07+vOig9t0KB7TZZYAgQgAAEImN0YVAhz5mS7puXnP1WniZcuXaoTRwQEIACBZCLgra/PPfusyfo68aFJ9vwLLzgXqWTqJ32BAAQg0BwCgfRxlWuALK0HDnzsdseqr0OVlZWWmZlZ3y3i4kggbL4wcURB0RBIGAHv+6oKl71aYvi+Jgw9FUEg6QmE7bkeSFcBvSqb+vC0Rn27evbsmfRfJjoIAQhAQAS89fWxx37irK/4vvK9gAAEUpVAIIWrBmPuk0/ahx/uqDMxS9bY6MlZiRi4kSNHuNULElEXdUAAAhCoj4D+oZ83b76VlW21Tw9/iu9rfZCIgwAEkp5AYIXrmDH3W0HBojoTs+RCkMjJWVpu6/jxY7Zq1aqk/zLQQQhAIPgEMjIybNOmzYb1NfhjRQshAIHYEwjs5KwnnnjCbft62+231el1IidnlW0uszH3j7WtH2wxbTs7eMiQOu0hAgIQgEAiCXjr69ChwywnZ76zvuL7msgRoC4IQKCtCARWuI4fP8G5CTS0RqsmZ8U7+DpycnOdcN22bRvCNd7QKR8CEGgyAW99XbFiufN9HTlilC1ctMi6dOnS5DJICAEIQCBMBALrKtC1a9c231hgw/r1lvVAlmvHvfcMtPLt5TUmjOXn5Zlm4/mPLLIKpaUlkTj55CpoXdrZs2ZF4pXXB7kj6J6OPq/OFbaUlVlmZr9IvsLCAp8tcoxuR333lVDl+XbKZ9e3NVIIJxCAQCgJeOurfF9PfX7KRo0aYRs2rA9lX2g0BCAAgesRCITFVeLuX3/2Mxv0g0GmnbAUJOAaCnIV6NixY1yXw1KbJFQLCgtdMyRg8/Pz3I5dvo26N3r0aHvk0Wm2+q01EWvs7NnX1qD1R00mKy4qsv/9H/9hpa+95kTs5MmTXLnKr3IVOnXqZI/PmGF7du9xGyxI7GbPmW0ly0ptbFaWE59Ke8/37/mmrlmz7MKFC3b06HFXxswZM5xA1UVBQaHjKTHb57t97PTpsy6NhK7avHPnrjb/58A1iB8QgECrCURbX3Nzc6x8WznW11ZTpQAIQCBoBAIhXD/77DP3Kl5wvCj84+E/RuLqg1bfxgT1pWtp3OrVb5n8bH0YN268FRUVmXxefRt1Tz6vssZ+9PuPImJSordDhw4+qy195RXXF/nJRgcvjCUghw8favLnlWvEO+vWuWTeVaH/nXe667vvHuCOZ7+8JkBVj8oUC1ldFKZNm2b7P9oXWQNX4rekZJm7JxEcHQ4ePIBwjQbCOQRCTsBbX73vq6yvTz/9jE2ceO0f5ZB3j+ZDAAIQCMbOWdpIYOPGzRa9NuuYMWNsypQp5kVb9FhduXLFKip2RkfF/Pz99993qwloZYPoUFX1F2cxjfa99dbYBx98yAnBhS++6Jbz8vkOVR6KWD99XH3HaLGr++IiK6kstrJAL1++vEY2PaTS0m6x6Mlq7du3d2k++/Of3eYNfz5+3KWprPxDjbxcQAACyUsA62vyji09g0CqEwiMj6tEmrcaalD0alyiVXG1P/J/lQU0XkF+pf0z+zvRKOHoP3IHUND6stFBbZGA/LdnnnGi9uLFi3V2/JKltiVBr/WnT3/UZV23rq7fWm5urq1fv97Vq0SaQKa2RAt+iW18WltCnzwQCC8B/d3Uuq+7du0x/U3C9zW8Y0nLIQCBbwgERrh+06RvzqKF7Dex187kXhCvsGbNGue7Wrt8uQX06nWHyRobHdTOUSNHuVf08l2VtTg69Pj7Hu6eJmDp9b4PfgKWv659lJVV7gS/+c375v1la6eR28KAuweY6tXkq1OnTtni4sWRfwL+7tZbXZb5OfPdRC+fX+2QQCdAAALJTaBHjx727nvv2dy5T5p8X+UHf/78+eTuNL2DAASSlkAgfFz1KnzjxppisDHi8ZycJbH42YnPIv6qtdsxYcIEtzGCLKF+4pbSTJw0yda+fc0iK2txdHjipz+N+LhG+7l6P125PtQXvAuA+Mg1IdrSK9Er0ap2yKVCk77qC7Jk+3Vo5ePq/Vxllf3tb39XXxbiIACBJCTw+OMzbPDgIfaLn//cWV/xfU3CQaZLEEgBAjdUV1dXt3U/Zf374Q9/YHql3dQg0deQFbKpZdROJxHoxafu1Z51X/u+0mg2v7cMa5mpYcOGWV5efu2i3av60tJSZ3nVzezsOS6dXuFrhr+CxKQst14QS7DKTUA7d0l8aj1ZWVZ7pve0xUuWOHcELZVVHzdfvm+IVhbwk7Q0mWz27NkNinOfp76jrLp+dYL67hMHAQgEn8Abb6y0BQueM9Z9Df5Y0UIIxJtA2J7rgRCuGhRZOrXpgJ9c1NhA+clZ0bP7G0ufzPfErfYEMt/f6CW6fFxrj2H7gre2v+SHQLISOHnypLO+Hvz4gC1Y8LzJIkuAAARSj0DYnuuBcBXQ1+SRRx6NWC6v97WRhTOek7OuV39Q7stSLXeC+iygciVoH7UkV1DaTDsgAIFgEPC+r976+sHWD+yll182xRMgAAEIBJVAYCZn+dft0aAkvqInEOncT2iqL3103lQ4f/XVX9oXn38RWVHA91lrtyrIv5UAAQhAoDECsrRq5QGFoUMHm4QsAQIQgEBQCQRGuNYGpFfg2iVq69atkVua9HTHHb1tyuTJNWbnRxKk2Mn06Y/Z7d+5/drmBf+z9azYaO1W3ChS7MtAdyHQCgLe+iqXAfm+PvTggyZXAgIEIACBoBEIjI9rbTASYFrYXy4Bta2rujd4yOCYT86q3Qau6xIImy9M3R4QAwEINEZAgrVg0SLbvqMc39fGQHEPAklCIGzP9UBaXOW7KWEqq2Ft0eq/J3t2X3u15a85QgACEIBA6wnI+rpi5UorKiq2pUtfwfraeqSUAAEIxJBAIIWrxKpfw7R2X+Xjuv+jfda9e/fat7iGAAQgAIEYEZg4cZKVl++wTp064fsaI6YUAwEItJ5AYFYVqN2VPt/tY9ppatAPBtm3b/22aQmsffv2RdZZ1YL/BAhAAAIQiB+BLl26OOvrhg3rbeHCF42VB+LHmpIhAIGmEQiscPW7Ty395VK3AL/vjrZcffqpp5kx74FwhAAEIBBnArK+/vCHg+3pp55y1ldN4po0aXKDrlxxbg7FQwACKUwgsJOzoseksrLSrly+7NYlZYmnaDKJPw+bE3fiCVEjBJKbgLe+3nxzmhUXL7aMjIzk7jC9g0CSEwjbcz2QPq61vyMSq4OHDMHKWhsM1xCAAAQSTMD7vnb/TnfLyhpjS5YsZnnCBI8B1UEglQkEVrj6jQZSbXD27N5dZ0OBVGNAfyEAgWAT8L6vWnngzTd/ZePGPWCHDx8OdqNpHQQgkBQEAitcz5w5Y4WFBW6nrHPnziUF7KZ0orS0tCnJSAMBCECgzQlgfW3zIaABEEg5AoGdnPXggw9Zenq6SbRu3Pi+G5gBA76f1O4CfqmvlPsW0mEIQCC0BLz1tXzbNvtF3s+trKwM39fQjiYNh0DwCQTW4irRqtC1a1e3Q9bs2dl27NhRt0RWkN0IJLS1XW1mZj8nukeOHGH6aFOFEydOuO1q5Qitj5b7UryC+qQtbhWGDx/q7vt7W8rKXBk+X5D77zrADwhAIOUIjBo92vbu3W99M/ri+5pyo0+HIZA4AoEVrtEIJOAkBouKimzrB1vsyJ+OuGsJuKC5EcyfN88KCha55ldU7LS5/zLXqqqq3PWcOdnWt19fO336rG3cuNn1ZfXqt9w97RJWUFDoznfu3OXSaCMGidYj/3nEtm/f4eKURgIX8epQ8QMCEAgQAf3NKioutl+//Q6+rwEaF5oCgWQiEFhXAQmzYcOGm8SfBGtV1V9szP1j7Ymf/jTiLiBB+68/+5nbpEDCLwjhnXXrLD8vz8q3l9u4cePdOod+TVoJWG2soKCVEtLSbrHTX5xutNl+HduSkmU10km8EyAAAQgEkcDAQYOc9fW5Z5911tecnFybOfMJ1n0N4mDRJgiEjEBghWvZ5rLIq3MJ1ilTprglsaL56r97xT/y6DS3u5aWzApSUPuiQ2XlH9ylrMd7du9xYjz6fu1zWZOPHz/mrLOsX1ubDtcQgECQCXjr649+9COb88/Zzvf1hedfMIlaAgQgAIGWEgi0q4AE6+q31ljpa6/VEa2+w0ePHXWn/ujjg3iUFVl+qgqLlyxxFtemtPPAgd83JRlpIAABCASOgLe+yvf1xw9PsdycnIhvf+AaS4MgAIHAEwiscM16IKtRwerJ3nffCLv3noE2fvwEHxXIo9ZnlW+qhLgmmmnS2fWC0sidQD6zstJGB3xco2lwDgEIBJmAt77K93VnxYc2aNC9tm/v3iA3mbZBAAIBJRBY4SqfVYkzTU7yQee1BZtWH5BfaVOEoC8n3seLFy/WqeLKlSsu7uyXZ90xul++T9++9Zo19qsvv3T91ioEubm5Lr3Eq19VQEeftk5FREAAAhAIKAFvfR0+7D6srwEdI5oFgaATCKxwlYVRFsqtW7dGGGqS0x139HZLSvmloiI3A3IyZfJkt1qAJpNpSSyJTwW1Xa4P6pPS/EOvXtYzvaebxOVFaP8773TWY/nsKkiU+9UGZHlVuGaBLWzQdcIl4gcEIACBgBLA+hrQgaFZEAgJgRuqq6urg9hWiTu5C/iZ+dFt1L3BQwa7V+7R8ZzHn4CsvVrOiwABCECgtQRkgFixYrkVFxfZxIcm2fMvvMDKA62FSn4INJNA2J7rgbS46o+ZhKmsjbVn5vvx0Kx8AgQgAAEIhJeA/r7Pmzffysq22qeHP8X3NbxDScshkDACgRSu+mN26dKleiHIH3T/R/use/fu9d4nEgIQgAAEwkUgIyPDNm3abI899hN8X8M1dLQWAgknEFhXAU1ekn/roB8MchORNLlp3759tvbtNQ6Sdp5ibdOEf1/cBDFcBRLPnRohkCoEDh8+bDk58+2vf62yZa+WsO5rqgw8/WwzAmFzFQjsBgR+tym/c5Qf0V697rCnn3oa0eqBcIQABCCQRAS89VW+r1r3deSIUbZw0SLr0qVLEvWSrkAAAi0lEFiLa3SHKisr7crly9a+QwcEazSYNjgP239mbYCIKiEAgRgRiLa+Pv30MzZx4qQYlUwxEICAJxC253ogfVw9TG15Kp9WrdGq7Vy1vqlELAECEIAABJKfgLe+yvc1NzfHZs6YYefPn0/+jtNDCECgQQKBFa5a/3TMmPvduqef/fnPrgNyHzh27KgVFhY02CFuQAACEIBA8hCIXnng1OenbNSoEbZhw/rk6SA9gQAEmkUgsML13555xp544gkrKCis0SEtkfXpHz6ts4NWjURcQAACEIBAUhHA+ppUw0lnINBiAoEUrlrHVctdzZ6d3eDWpmWbv9kKtsW9JyMEIAABCISGgLe+7tq1x7S1NtbX0AwdDYVAzAgEUrjqj9Ntt99WbyflQqB1XDt37lzvfSIhAAEIQCC5CfTo0cPefe89mzv3SXxfk3uo6R0E6hAIpHBVKzt06FBnItae3btNLgQKY8aMqdMZIiAAAQhAIHUIPP74DMP6mjrjTU8hIAKBXg5Lk7Dkz6rw9YWv7fjxY+48P/8p50bgLviRUAJhWzYjoXCoDAIQaDMCb7yx0hYseI51X9tsBKg4rATC9lwPtHDVl0DLX2klgcuXLzsr7N13D7D09HSTy4COhMQSCNsXPLF0qA0CEGhLAidPnrRf/PzndvDjA7ZgwfMmiywBAhBonEDYnuuBF6714dbkrU2bNppWGCAklkDYvuCJpUNtEIBAEAh46+vddw2wl15+2eQTS4AABOonELbnemB9XOvHey321Vd/6SywjaXhHgQgAAEIpCYB7/uq3g8dOtgkZAkQgEByEAiUcNVOWfl5eTZl8mQrLS2pQ1j3Z8+aZSUly+rcIwICEIAABCDgCfiVB+QyIN/Xhx580ORKQIAABMJNIDDCVa//tVPW2rfXuOWuCgoW1dgha0tZmbu/9YMtlp09h8lZ4f7e0XoIQAACCSHgra+dOnXC+poQ4lQCgfgSuDG+xTe9dPmspqWlWW5urtt04Oixo7Z8+XIbOXKUbd9e7qysaWm3WMmyUtPWrwQIQAACEIBAUwjI+rpi5Uq3VezChS/aB1s/wPe1KeBIA4EAEgiMcN37u722bFlJZKWAwUOGWO87etvMmTOsquovNub+sfbsc89Z165dA4iRJkEAAhCAQNAJTJw4yX74w8H29FNPOesrKw8EfcRoHwTqEgiMq8Dt37k9Ilp9MyVeZYXVuq2lr71WQ7RqOSwCBCAAAQhAoDkEunTp4qyvRUXFtnTpK/i+NgceaSEQAAKBEa6XLl6qF8ewYcPq9Wc9ePBAvemJhAAEIAABCFyPgKyv5eU7LNr3VXMtCBCAQLAJBGYdV60kUF/Qjlk3db6pxi3FTZgwoV5BWyMhFzEnELb13mIOgAIhAIGkI7Bhw3qT7+vNN6dZcfFiy8jISLo+0iEINEQgbM/1wPi4Cuj+j/Y1xLWe+An1xBEFAQhAAAIQaB6BaN/XrKwxlpOTazNnPmHt2rVrXkGkhgAE4k4gMMJ18JDBtnjJEmvfvv11O631XHEVuC4mEkAAAhCAQBMJeN9Xb30tKyvD+tpEdiSDQCIJBMbHdcCA77vJV/oP93qf9PR0u+OO3onkRF0QgAAEIJACBLzva/fvdDdZX5csWWz4vqbAwNPF0BAIjI9raIileEPD5guT4sNF9yEAgVYQKN+2zX6R93N8X1vBkKzBJxC253pgLK7BH1paCAEIQAACqURg1OjRtnfvfuub0RfrayoNPH0NNAGEa6CHh8ZBAAIQgEBbEpDrWlFxsf367XfszTd/ZePGPWCHDx9uyyZRNwRSmgDCNaWHn85DAAIQgEBTCAwcNAjra1NAkQYCcSaAcI0zYIqHAAQgAIHkIFCf9XXf3r3J0Tl6AYGQEEC4hmSgaCYEIACBVCegpRA1kST6U1lZ2WQsa9eucXmbnKGBhNHW1x8/PMVyc3JYeaABVkRDINYEEK6xJkp5EIAABCAQFwJdu3a106fP2pj7x1pa2i3uPDMz09VVWFjQaJ17du+2/Py8RtM052a09XVnxYc2aNC9hvW1OQRJC4GWEUC4towbuSAAAQhAoI0I3P6d2y0tLS1SuyypFRUVkev6TgYPGWIFBYX13WpVnLe+Dh92n2F9bRVKMkOgSQQQrk3CRCIIQAACEAgiAW9JPX78mHMD2FJWZrK+eneCkSNHmFwMaofZs2ZF0iiPgs/THPcD5cP6Wpsu1xCIHwGEa/zYUjIEIAABCMSZgLek9up1h3MdGDJ0qJWULLPVb62xnTt3mQRtRcXOOq0ofe01y86e49wOxmZlufuyyJYsKzXvflAn03UivPX1scd+gvX1Oqy4DYGWEkC4tpQc+SAAAQhAIHAEZP2UH6wErbYHl6BtKEyf/pht/WCLnThxwiUp21xmXsQ2lOd68ap/3rz5Vla21T49/Cm+r9cDxn0INJMAwrWZwEgOAQhAAALBJyC/1ymTJzuLa0Ot1WSvqQ9Ps/fee9fkHjB4yOCGkjY7PiMjwzZt2mxYX5uNjgwQaJQAwrVRPNyEAAQgAIEwEZA/q/xaj/zpiP37iy82anFVvyZOmmTr16+3DevX24AB349pV7G+xhQnhUHAEUC48kWAAAQgAIFQEfji8y+sqqqqRpt1ffXqVTv0ySfOyjr3ySfd/eh0ly9fdnFK54P8WXum97RDlYda7Nvqy2roWNv6OnPGDDt//nxDyYmHAAQaIYBwbQQOtyAAAQhAIDgE/AYE8kutqvqLWwVAr/jvvnuAu5Yg/IdevZyVdcCAu5wLgETpqlWrTK4DBQWLXGd69+5Vo1NZD2TZ9OnTa8TF+iLa+nrq81M2atQI27BhfayroTwIJD2BG6qrq6uTvpd0MGYEtFyMJj4QIAABCCQLgfy8PHt8xgw3mSsRfZLFd8WK5VZcXGQjR4yyhYsWWZcuXRJRNXVAoA6BsD3XsbjWGUIiIAABCEAgVQjIinvx4sWEiVZxxfqaKt8u+hkPAgjXeFClTAhAAAIQCAQB+ZIePnzY+b9GN0iuA7I0zZ83z5597rnoWwk7j/Z9zc3NMXxfE4aeikJMAFeBEA9eWzQ9bK8U2oIRdUIAAsEgsG/vXrcRgFpz0003WXn5jsC+kj958qT94uc/t/9z8oQ9/fQzNnHipGBApBVJTyBsz3Usrkn/laSDEIAABFKTwG9+85tIx7/++mvbunVL5DoeJ/JdfeONlW7SVfTKBU2pq0ePedbCKQAAIABJREFUHvbue+/Z3LlPGtbXphAjTaoSQLim6sjTbwhAAAJJTqDbbd1cD2+44QZ3vPXvbo1rjx+bPt0WLHjOCU+dtyQ8/vgM27Vrj/O7ZeWBlhAkT7ITQLgm+wjTPwhAAAIpSmDmzCds5ownbOiQYbZgwfM2avTouJI4+PGBSPnR55HIJp4E2frqlyTT6+Xoj3Yp072ghS1lZW5DCi2bRkgOAgjX5BhHegEBCEAAArUIaPa+Jl69uWqVyZIZ75Ce3jNSRfR5JLKZJ9HW17vu6u/cEJpZRMyTa5tcLYl47z0Dbcz9Y935xo2bbf9H+2z69EdbVJ8mysVD9MpdI3vO7Ea3/W1Rg8nUpgQQrm2Kn8ohAAEIQCBZCLz99q+dZVfWXZ3HInjrq8qUG8JDDz5omsjV1qFz586RJmj3sakPT3MCsbmWzRMnTlh+fl6krFie6B8XiWpCchFAuCbXeNIbCEAAAhBoIwLaREBWUn1ivaGAt76qa0OHDg6E9TUa82233xa5lPVUrgPelUAWVQXFz541y90bOXKEuz98+FB3Tzud+fS6p6C0iissLHDXsqD6OJ9WR7kDKI2PU/54WHBdI/jR5gQQrm0+BDQAAhCAAAQgcH0CQbO+nvy/J51AlJV1+fLllpZ2i/Xs2dO5DPTt19e5ERQUFDqLqsTl0ldeMW3Xq/Cb37wfcTPQ9YEDH7trWW59KH3tNVemv169+i07cPCAHT163Fa/dU0M6zhk6FArKVnm4nbu3OUsvxUVO302jklGAOGaZANKdyAAAQhAoHkE9Lpa1jpvGWxe7til9psi+BJ1LQtj7eCtr506dWpT6+vx48dMltLx4x+wnuk9bd269Xbok0+ccHzwwYdcs6dOneb8YdesWWMFhYXOL1aiVq/x6wsdO3WsEZ2Wlha5Pv3FaRtw9wCXd/CQIS7+7Jdn3bX8bhWXnp5uvXrdEcnDSfIRQLgm35jSIwhAAAIQaAaBDz/c4VIf+dORZuRqOKkEZ3NfVe/ZvbuOr6dEn6yO9QVZX1esXGlFRcW2dOkrbeL76idnSTS+s26dE41XrlxxzY0WphKqX1/4ur5uNCtu9OjRzuKqfzT0Ubjjjt6RMsRdLgoS1ITkJYBwTd6xpWcQgAAEINAEAu+//77l5z9la99eU2dr2CZkr5GkpZONZC3Ua/XmBu2wpR3B2tr66tvdvn17dyrLqw+XLl6y/pn9/WWLj2Iki6v8YvURL00M0z8J8mvVPx7//uKLWFxbTDgcGRGu4RgnWgkBCEAAAnEgIEvnhAkTbMCA77vSd+/aFanFv7pvaLKQ/DblYqD7paUlTkBNnnxtq1a9QteEIX0yM/tFJiupvqZMJPITmbyrgCYmRU948vFqrCaCJdr6euHCBdOndpC41Kv6pb9c6nioH+Xby23ipGtclEdCtnZQ/8S7Y8eOVlVV5fKKr6yn8l/VPX1u/87tzhdWVl5ZpBW8e8LcJ59018rvw5XLl92pP/p4juElgHAN79jRcghAAAIQaCWBbdu22X33jXCWO00u2rdvX6RECaPGJgs9+9yzbrml7dt32B8P/9HlW7FipTtqslG3bt2c6FKELIESW/3vvLNJE4lWrXozMpFJ+SXOtFaqJibJ0qhJTrWXnqrP+ipBGMsgISqxrrboo/PaYdmyErup803O/1UCPjc31/GV2FYeWbYl3hU0mUtCd86cbLv77gFuLBSvfJcuX3L3srPn2Lhx4116iVjV6T8S8//Qq5dLpzzvvfeu87ddtWqVcyd45NFr4lbH2rxcgfwIHYEbQ9diGgwBCEAAAhCIAQGJulOnTjnfTBX3xBNPWEHBInv6mWcik4camyykPBvWr3fiy/uiStj54C2CElGaNKQg308JWB8amkiUl5dvX3z+hU/mJh75fMOGDY/E1z7x1tcNG9bbwoUv2tq1a624eLFlZGTUTtqia78BQWOZ1Vf5vNYOnlF0vHhI+EeHyso/RC49Qx+hdVnlHuCDrLDyq61dhr/vmflrjuEngMU1/GNIDyAAgQAQyM/Li1iB9NpYn9YEWYfqs2a1pkzy1iSwadPGiNVQrCVaFaLdBWrmqHn1wvMvuNfgvXv3Mo1/c4IEV3MnEkloy1I5Zsz9163KW1+7f6e7ZWWNsSVLFrfaf/e6lcYxgf4h0EYFx44djdSiuL2/2+v+cYhEcpL0BBCuST/EdBACEIg3AYmQQ5WHImtRdujQISKCWlq3rEpYi1pKr2n5JHr06l2c/ae2u0BjJY3NyjJZB/XqXn6c+h5cL0hstWQikf6RkUBW0LJTTQne+qqVB95881c2btwDdvjw4aZkDVwaWXrFWeLVuwloXVht6Ru9gkHgGk6DYk4A4RpzpBQIAQikGgEJIM2a1sNVQa83NUudEFwCmvijmfi1RY/8MeWD6f0hG5ssJJ9NrSKg8Y5eb1S99pONLl++7CYbeRKNTSRSWp9Xx+gJUNu3lzs/TrkQ/Pn4cV9ck47JYn0VZ/8Pho5aF9b/zjUJBImSggDCNSmGkU5AAAJtSUAznSV2ot0DZs/Odk2SsJHA0StePytcRwkbfXycrEjRM8X9zHMVIhGldP71stJG19WWfQ9j3eKYPWd2jUlCnrMsegpaVF/pNHFLob7JQt/L+J4VFxU5C6AmI2kCUfRkI+WT+0FV1V+clVXXmpwlv9baE4lUl3dVkGXVT2TSZCZ9F0aOHOVm2GvsNWlJ4eWXXmry639vfV3++opQWF9lGQ6rddgNDj/iR6CaAIFmEOjW7dZmpCYpBFKDwJUrV6onT5pUrd+PESPuq16zZnWk4z5ex6+++qr60KFDLp3S7N61y50rv66VX/fLNm925/73rV+/vu5aZUSn1TkBAs0loO9Nzvz57ju1eHGx+041t4x4pn/wRz+KfP/VPkJ8Cfi/M/GtJXalY3GN3/8ElAwBCKQIAb1u1ixq+eApyGrnraeKl99k1gNZ7rWmfFe1xFLZ5rLITHHlj54pLt9JX5bK++1vf+fKnTZtmnu13bHDtW0x/S5F7iY/INBEAvq+FRUX26/ffidw1teTJ0/awY8PuJ5861vfsuLioib2imSpQgDhmiojTT8hAIG4E5APnpbl0bqTWmdTr38Vavs/aoklvwVmU2aK1/bDjHtHqCAlCAwcNMj27t1vfTP6BmblAbk0dO7c2W688Ub729/+ZunpPVNiLOhk0wkgXJvOipQQgAAE6iUgf1MJUB80gUZ+jGfOnPFR5ifeKMJvgdmSmeKRAjmBQAwI1Gd93bd3bwxKblkRak/JslL74Q8G28SHJtnrry9vWUHkSloCCNekHVo6BgEIJIrApUuX7F9/9jO3TaXqlCDVVpV9vtsn0oQ9u/c4cavJWprINXDgQGtsprgXun4Slwryk3J8odFi2cdxhEBLCERbX3/88BTLzcmp8c9YS8psaR615c1Vq5w7Q48ePVpaDPmSlADCNUkHlm5BAAKJI6Alk3Jyc23+vHluhrlmpMtHVb6qPuj1p2aLDx8+NHKvoZni0TPMf/SjCZH1O+U7qxnmmhGvoLIIEIgVgWjr686KD23QoHutLa2vseoX5SQXgRs0zyu5ukRv4klAS7Fo/TwCBCDQdAJacH769Oluvc+m5yIlBNqOgKz5zz37rG14d717Zf/8Cy/UWfO27VpHzbEkELbnOhbXWI4+ZUEAAhCoh0BVVVUNH9d6khAFgUARwPoaqOGgMVEEEK5RMDiFAAQgEGsCsrZqAXotLu9XGYh1HZQHgXgR8L6vjz32E2tr39d49ZFyw0UAV4FwjVebtzZsrxTaHBgNgAAEIJAkBLSTVU7OfPvrX6ts2aslJlFLCD+BsD3XsbiG/ztHDyAAgRAS0ELrE8aPd5/ybdtC2AOanGoEMjIybNOmzYb1NdVGPlj9xeIarPEIfGvC9p9Z4IHSwJQlMHToYJN41ULr//3f/21Hjx5n8kvKfhvC13Gsr+Ebs4ZaHLbnOhbXhkaSeAhAAAJxJCDRqi0tJVoV/t//+39xrI2iIRBbArWtrzNnzLDz58/HthJKg0A9BBCu9UAhCgIQgEC8CeTk5LotLVXPzBlPmLa6JEAgTAS08sC8efOtrGyrnfr8lI0aNcI2bFgfpi7Uaas2D5EF0n80udIHraFcO14TLn3c7FmzbEtZmduAxOfxR59OG5AQWkcAV4HW8Uu53PoFZR3XlBt2OhwnArK6ar1MWa8IEAgzAX2PV6xYbsXFRTZyxChbuGhRaP8ZU19++MMf2KRJk0zbN0cHCVBt5ax4iVxtNrJx42bLzMx013l5v7DCwpfcdXS+KZMn2/6P9rnNR6ZOnRZ9q83Pw/Zcx+La5l8ZGgABCKQqAW1niWhN1dFPrn4nk/VVfUlLS7Nu3brVGaSOHTpG4o8dO2ppabdERKrE69NPPV0nj6ys3bt3t3vvGWhlm8vq3CeieQQQrs3jRWoIQAACEIAABBogEO37mpubY8ns+yoRqzWa5SIgK63C4CFDIkLWI/rwwx02evRoy3ogy1ldz507529xbAEBhGsLoJEFAhCAAAQgAIH6CXjr665de+zixYtJ4ftaX0/HZmVZdvYc2/rBFuvdu5eVlpbUl8zef/99J2jvvnuAu19RsbPedEQ2jQDCtWmcSAUBCEAAAhCAQDMIyBXm3ffes7lzn7Rktb7K11U+rnID0O54mswVbVHds3u3TZgwwVFLT0/HXaAZ35+GkiJcGyJDPAQgAAEIQAACrSbw+OMzLIzW18uXLzep7/JtfWfdOitZVmrHjx+zpa+8Esm3bds2J2j9ygOaoKVPtLiNJOakSQQQrk3CRCIIQAACEIAABFpKIGzW15s632Snvzhdp7tnzp4x+bYq1F76yrsOHKo85O7L71WuElqJx3927tzl7uEu4DC06AfCtUXYyAQBCEAAAhCAQHMJRFtf77qrv73xxsrmFpGQ9JpItfbtNablr3yQD+vy5cttyNChPspefumlyLqtsqJWVFTYsGHD3P1XX/2lDfrBoEhanchdYMz9Y23VqlVYXWuQafoF67g2nRUpzdxCy6zjylcBAhCAAARaS0CidcGC5+zuuwbYSy+/bLLKBilItObn50WaJD/Wf3/xRSc+FSmL69/deqstf/11N0FLcVMfnmYFhYVupQFN2lKQC4GssQq1y/RrwLqbbfQjbOu4Ilzb6IsS1mrD9gUPK2faDQEIQCAVCGgTjl/8/Od28OMDtmDB8yaLLCGxBML2XMdVILHfD2qDAAQgAAEIQOB/CHjfV4lWWV8fevBBk5glQKAhAgjXhsgQDwEIQAACEIBAQgh439dOnTrZ0KGDA+v7mhAYVNIoAYRro3i4CQEIQAACEIBAIgjI+rpi5UorKiq2pUtfCY31VRbi8+fPJwIRdZgZwpWvAQQgAAEIQAACgSEwceIkKy/fYWGwvr7w/PPOQhzkFRICM7AxagiTs2IEMlWKCZsTd6qMC/2EAAQgkIwENmxYbwsXvmj/q0d64FYe0Dqt2upV4Vvf+pb97W9/c+u1hm0cwvZcx+Iatm8Y7YUABCAAgdARmD1rlltOUCJBHy2lpKC1P31cfcfKykorLCyokUZxqRLqs75KMAYp3HjjjU60du7cOUjNStq2IFyTdmjpGAQgAAEIBIVA6WuvWUFBoWvOgQMfR9b17Nq1q7PSpaXdYorXOtn5+U+5dEePHjdtJ5qXl+/2uNc6okqjuFQKXbp0qeH7Om7cA3b48OE2R9CuXTtb/voKa9++vVuDVuu1EuJPAOEaf8bUAAEIQAACEIhsFSqxWjukpaWZj+/QoYO7LWGkIItr33597Z116yJpaudPhWtvfe3+ne6WlTXGlixZbG1tfR01erQdPvwn27Vrjw0cVHOXrFQYk7boI8K1LahTJwQgAAEIQKAJBORi0K1bN2d1bULypE8SbX19881fWVCsr0kPPkAdRLgGaDBoCgQgAAEIQMATmDJ5sptZP3XqNB/F8X8IBNH6yuAkhgDCNTGcqQUCEIAABCDQLAKa7LP27TVuf/tmZUyRxN76Kj9TrK8pMuis45o6A01PIQABCEAgGASa6pepCV3Z2XMsPz/P+bkGo/XBa4X8TPfu3W99M/oGxvc1eJSSp0VYXJNnLOkJBCAAAQgEmIBmnytoCazo0JiQ1YoCEq8lJcsQr9HQap1rIltRcbH9+u13sL7WYpNslwjXZBtR+gMBCEAAAoEk0P/OO61Xrzvs3555JiJeT5w4YTNnzLDp06dH2nz58mV37gWtxOvUh6c58Sq/V+Uh1E9AM/uxvtbPJlli2TkrWUYyQf3QAtlaZ5AAAQhAAALNJyDRKeG6/6N9kcxa39VPwBo5coQdP34scm/jxs321ZdfWvac2ZE4nWjN0LFZWTXiuKhJYN/evTbnn7Pt5pvT7IXnX2C5qpp4Ildhe64jXCNDx0lTCITtC96UPpEGAhCAAASSk4Cs1s89+6xteHe9TXxokj3/wgvm18dNzh43v1dhe67jKtD8MSYHBCAAAQhAAAIhIBDt+7qz4kMbNOhekyWWEF4CCNfwjh0thwAEIAABCECgCQS87+vwYffZjx+eYrk5OW2+61YTmk2SegggXOuBQhQEIAABCEAgkQROnjxpj02f7gSVzgmxJ4D1NfZM26JEfFzbgnqI6wybL0yIUdN0CEAghQhkZPyjXbhwwfU4Pb2n7dxZkUK9T3xX5fu6YsVyKy4uSnnf17A917G4Jv73hRohAAEIQAACNQh40arIEyc+q3GPi9gTkPV13rz5Vla21T49/Cm+r7FHHLcSEa5xQ0vBEIAABCAAgaYRGDliVCThzBlPRM45iS+BjIwM27Rpsz322E/wfY0v6piVjqtAzFCmRkFhe6WQGqNCLyEAgWQgcPjwYdcNiSlC4gmIf07OfPvrX6ts2aslKbPua9ie61hcE/+7QY0QgAAEIACBOgQkWBGtdbAkLKK29VU7mp0/fz5h9VNR0wggXJvGiVQQgAAEIAABCCQ5gWjf11Ofn7JRo0bYhg3rk7zX4eoewjVc40VrIQABCEAAAhCIM4Fo62tubo5hfY0z8GYUj3BtBiySQgACEIAABCCQGgSwvgZznBGuwRwXWgUBCEAAAhCAQAAIYH0NwCBENQHhGgWDUwhAAAIQgAAEIFCbgLe+7tq1xy5evIjva21ACbxGuCYQNlVBAAIQgAAEIBBeAj169LB333vP5s590vB9bZtxRLi2DXdqhQAEIAABCEAgpAQef3yGRVtfy7dtC2lPwtfsG8PXZFoMAQhAAAIQgAAE2paAt76+8cbKtm1IitWOcE2xAae7EIAABCAAAQjEjoCsr4TEEcBVIHGsqQkCEIAABCAAAQhAoBUEEK6tgEdWCEAAAhCAAAQgAIHEEUC4Jo41NUEAAhCAAAQgAAEItIIAwrUV8MgKAQhAAAIQgAAEIJA4AgjXxLGmJghAAAIQgAAEIACBVhBAuLYCHlkhAAEIQAACEIAABBJHAOGaONbUBAEIQAACEIAABCDQCgII11bAIysEIAABCEAAAhCAQOIIIFwTx5qaIAABCEAAAhCAAARaQQDh2gp4ZIUABCAAAQhAAAIQSBwBhGsTWWdm9rPbbvt2jU9paUkTc5MMAhCAAAQgAAEIQKC1BBCuTSRYWfkHW/3WGpc6O3uOnT591mbPzm5ibpJBAAIQgAAEIAABCLSWAMK1GQT/7tZbXeqOHTs2IxdJIQABCEAAAhCAAARiQQDhGguKlAEBCEAAAhCAAAQgEHcCCNc4Il67do1F+8bq2of8vLyIv6zOr169GrmWL61PKz9aXascH06cOGGzZ82KpFd+H5RP93T0eX1ZPg1HCEAAAhCAAAQgEEYCN4ax0WFoc2FhgX36h09t69YPrGvXrk5I5ufn2ZkzZywvL98KCgvttttvs+XLl9vTzzxj7dq1c36zyldRUWFTp05z3fR+tP547tw5Ky4qsv/9H/9hpa+9ZhKxkydPcmlHjx5tqkOhU6dO9viMGbZn9x67fPmyi+MHBCAAAQhAAAIQCDMBLK5xGD2Jy5KSZTZt2jQnWlWFhOjUh6e5eIlNhfHjJ1hV1V9s06aNkVbIf/b48WNWWVnp4nTs0KFD5P7SV16xrR9ssd69ezmL6/DhQ10Z5dvLbfCQIbZz5y6XVqI4PT3d3lm3jklkEXqcQAACEIAABCAQZgII1ziM3qFPPnGltm/fvkbpff6xj7s+ePCAO8oSe+89A61sc1kk3ekvTluvXnfY9u3lLu7YsaN2990DIvcPVR6ygoJCZ53Vygb+o1UPokO02I2O5xwCEIAABCAAAQiElQDCNYYjJ0vqlrIyu3T5kiv1ypUrNUr/9q3fdtcdO3yzKkHWA1m2/6N9Jiut8up1/4QJE2z9+vUu7d7f7XWW0+iCooVudDznEIAABCAAAQhAIJkJIFxjOLpvrFxp/e+8M2Ih3bdvX43Sz3551l0rjQ/Dhg13pxUVO03p9br/vvtGuNf/mlT1vYzv+aTu2OPvezihqwlYmtDlAxOwPAmOEIAABCAAAQgkKwGEazNG9qsvv3SpL126ZlGNzqoZ/HqNr9f/8i3VJgVr314TWR1AFtVVq1a51/xK44POx9w/1t3zrgTKL3cBTbQaMOD7Pqk7PvHTn7pjtJ+rVh3wE7BqW3lrZOYCAhCAAAQgAAEIhJjADdXV1dUhbn/Cmq7lqDSRqrEgsaoVA3yQFdTP8k9Lu8Vyc3MjqwX4NDoqXVFRkf32t79zqwv4OAnd7dt3RCd153t277bS0lJneVWEr1fxjzx6bTUC1Tdq5Ci3ekGdAloRIZEsv1oCBCAAAQhAAALhJxC25zrCNfzfuYT2IGxf8ITCoTIIQAACEIBAyAiE7bmOq0DIvmA0FwIQgAAEIAABCKQqAYRrqo48/YYABCAAAQhAAAIhI4BwDdmA0VwIQAACEIAABCCQqgQQrqk68vQbAhCAAAQgAAEIhIwAwjVkA0ZzIQABCEAAAhCAQKoSQLim6sjTbwhAAAIQgAAEIBAyAgjXkA0YzYUABCAAAQhAAAKpSgDhmqojT78hAAEIQAACEIBAyAjcGLL20twAENBixQQIQAACEIAABCCQaALsnJVo4tQHAQhAAAIQgAAEINAiArgKtAhb/DLt2b3bTpw4Eb8KKBkCEIAABCAAAQiElADCNWADV1paGrAW0RwIQAACEIAABCAQDAII12CMg2vF2rVrbP9H+wLUIpoCAQhAAAIQgAAEgkMA4RrjsTh37pyVlpZYZmY/0/nIkSPc5+rVq84FYMrkyabJTfrMnjXLFK8g0Zqfn+fOhw8f6u77e1vKylwZPp/SEiAAAQhAAAIQgECqEUC4xnjE58+bZwUFi1ypFRU7be6/zLWqqip3PWdOtvXt19dOnz5rGzdutq0fbLHVq99y96ZOnWYFBYXufOfOXS5Nu3btTKL1yH8ese3bd7g4pZHARbw6VPyAAAQgAAEIQCCFCLAcVowH+5116yw/L8/Kt5fbuHHjTeJzbFaWq0UCts93+7jzzMxMS0u7xU5/cbrRFiz95VI7fvyYlZQsq5HuyJ+O1LjmAgIQgAAEIAABCCQ7AYRrHEdYojU6VFb+wV3KlWDP7j1WVfWX6Nt1zuVqINEq66yELgECEIAABCAAAQikMgFcBRI4+nq97xfvX7xkibO4NqX6Awd+35RkpIEABCAAAQhAAAJJTQDhmqDh1fqs8k1d/dYamz0727p27XrdmpVG7gTymZWVNjrg4xpNg3MIQAACEIAABFKBAMI1DqN88eLFOqVeuXLFxZ398qw7atKVD16EfvvWa1upfvXll25SljYiyM3NdckkXv2qAjr6tL4MjhCAAAQgAAEIQCDZCSBcYzzCWu5KqwXIf1VLYvldsDRBa8z9Y53VVWn+oVcv65ne003i8iK0/5132r33DLRHHp3mWpWenm5+tQFZXhWuWWALbfCQITFuOcVBAAIQgAAEIACBYBO4obq6ujrYTaR1EIAABCAAAQhAAAIQMMPiyrcAAhCAAAQgAAEIQCAUBBCuoRgmGgkBCEAAAhCAAAQggHDlOwABCEAAAhCAAAQgEAoCCNdQDBONhAAEIAABCEAgFQhoUrdWD/IrDjW1z0o/cuSIyKTwpuYLWzqEa9hGLMHt1S9C9DJc/vzq1asJbgnVQQACEIAABMJDQCsL+WemP/pnp9Zm93H+qPXeWxr0rNZa8dptM9kDqwok+wjHqH9awmv/R/vswIGPm7R5QoyqpRgIQAACEIBAaAlozfbsObOtoKDQLW9ZuyMStwPuHmClr71W+1azr7143blzl2k5zWQNWFyTdWRj3K/u3bu7Etu3bx/jkikOAhCAAAQgkJwE/DPTr9deXy87depUXzRxDRBAuDYAhmgIQAACEIAABCAAgWARQLgGazySojXnzp2z2bNmRfx3dO53EIv2mdUrEgW5IXgfn/y8PBcnXx8f5/PKN0j3fbzKVV0KOspnSGXqXA7q+nh/IpeIHxCAAAQgAIGAE9BzUs9FHaND9PNTz7/Gnm/+WalnYm3fWbkv6Pnon6XR9ehcZevo/XCj70e3p63OEa5tRT5J65VoHDPmfhv0g0F2+vRZ5xN74cIFmzx5khOU2sJ29VvXfhkXFy92FN5Zt85KlpW688dnzHBHbWkrn6CjR49HfHX+9Wc/M91XuYpXudOnP+rSz583zwoKFrnzioqdNvdf5lpVVZW75gcEIAABCECgLQloK3cvFKOP2h4+OkhUapKV5pREB4nHoqIik/+qnoFyL+jdu5cr0xt8fPo3Vq60uU8+6dJpa/mFixb6W6byj/znEdu+fYe7r+es6lP5Erg617b1R/50xO67b4Tbhv7y5cuR/EE4QbgGYRSSqA2rVr1paWlpESf0rl272r+/+KLpl3PpK6+4nkqU9up1h23bti3Sc+8HdPDggUicfnHatWvnrvVLpV9HaMshAAAaZUlEQVSm4cOHul9U/cLqF1szKGWRlfid+vA0l3bcuPE2NivLKiv/EMkfKZQTCEAAAhCAQIIJyGAjwVn7k5Z2S42W6Nm1cePmGnG6KNtcZhKhftKVhKmCjD4FhYU10svAo2evQt9+fWsYcZb+cqmVlCyLiGgJVQU9b/VsljBWuO3221xderbOnp3t4oLyA+EalJFIknZUVFTYTZ1vqtEb/aLpl7N8e3kkfsKECe7av+r46PcfOeG5atUql6aystL6/GOfSPozZ87YmPvH1vml1x8B/4vsE3ux6685QgACEIAABMJCwBtyotvbuXNn+/rC15Eon+bM2TORuPpOOnbs6AxHetbqjaiMPRLGtQV0bfHboUOH+ooLRBzCNRDDEP5GyBdGQa/no3+5fM/0n6IssT4MGPB998u0e9cu98ukX67Ro0e7XyqJ1u3by23YsOE+uTseOHigUZ+eGom5gAAEIAABCCQJgSd++lP3fPT+pps2bXQ9631H72b38MCB3zc7T5AyIFyDNBohbYte1V+6dMm1ftTIUZHX99Hd+ezEZzZs2LBIVGZmpnMX2Lp1q23c+L7zpfEuBBKtly5eirzqUKZu3bo5oTtzxozIRC/FyyfHT96KFM4JBCAAAQhAIIkI6JmZnT3H9FZSPrLyd5V/qp6bTQ1yH9DbT80H8cYmn9cLYn8d5CPCNcijE6C2nTp1yrXmypUrNVol0fhvzzxjfb577bW+/G70i6E4vZZQ0C+IrK3//M//UiPv9OnTTVZUBf+6X+JW/jfRbgK6L79V+cXKr9X7ueqXt7S0NJL34sWLNcrnAgIQgAAEINCWBPwz8+yXZxtsRu1n11dfflknrYSl3kz6SVWaw6HJzvUFX6fueaOSj8vNzXVZJF6jJ4n5dWZ9uvrKDUxcNQECjRBYs2Z1dbdut17389VXX0VK+eyzz6pn/dM/RfLoPPq+T6h0Knv3rl0+qvrQoUMuTvdqB5XRULmTJ02K1NevX9/q+vLXLo9rCEAAAhCAQLwI6FlU+/l55coVV11JybI69/QsrP3MVTqF6GdfdJmKV5m1y1M50c9F5fHPRd3zbdNR1wqq35et+Lxf/MLFB+0HW74G5l8IGgIBCEAAAhCAAATqEpBbnJbUqi/k5z8VuJn/9bUzVnE3xqogyoEABCAAAQhAAAIQiD0Brbxz4MDHNeZ+qBa560UvIxn7moNXIj6uwRsTWgQBCEAAAhCAAAQcAW0aoKUmD33ySQ0iWuLqww93NOjrWiNxEl3gKpBEg0lXIAABCEAAAhBIPgKa5Lx8+XK3uo56p0nQmmjV0ASt5CPwTY8Qrt+w4AwCEIAABCAAAQhAIMAEcBUI8ODQNAhAAAIQgAAEIACBbwggXL9hwRkEIACBlCaQn5dnI0eOCC0DrR1dWFhgmZn9avQh7P2q0RkuIJDiBBCuKf4FoPsQgED9BCR2ohfo1rniCMElMH36o24Dk+C2kJZBAAKtJYCPa2sJkh8CEEhqAt4CqR1rCMEnMHvWLLcjn3YWaixoRvbuXbtsbFZWY8m4BwEIBIwA67gGbEBoDgQgECwCN3W+KVgNojWNEujUqVOj9/3N1avfsg4dOvhLjhCAQEgI4CoQkoGimRCAAAQgEBsC/7+98421qroS+JlkPkKpDfOBKDpOgyJDE3i0oqONWAUT8Q+2nQepzNAUrWJTE5vOAG2n82FU6CS0VgsYq8lQoBHngxakibQCVm2DU0imNRWe6ViwxQ8l8uf5/U1+W9btvufdcx/38YBz3/2t5HLu2Xvttdf+rXN56+6z97kHDhwo+K12RQIS6D4CJq7dFzM9loAELiABNgDxTEU2APGeW9Osf12yeHE6z13jweEsNaAefc5z4WccaRdraVlDyy3sEPSxT3+8xwa6bEBCtm7d0mjL+1ywk6/TxQ7+VkmrjU3YpB1HXtH/aPqiTbBgzDE2/Am7HBF8z5mEz5QHb+qxxy8HtZPyuEhaFy26IzVZvfrDdcz4Fv1xjLXMuR/4rEhAAjUgMKRIQAISkEAlgcX9/UO8Qu6/776hqVMvHpo9e9bQhg3rU/HRo0fT+Zo1j4ba0I7t24fmz795aGBgIJWtWrkytYtz6rGxd8+eVM+R8+hr//79SZ++KAs9+qAMe2EryvAjBD+jfnBwMNnAnyqhLsaFTt4/tsr9d9IXnHIW2IpxhT/UM/5cOGecIbwPPoyJNnGe6+R2yuNCDy70v2XL5miWylrZQ4fxKxKQQD0IOONagy8PuiABCXQPgY1PPlnc/YWlyeEVKx5IxylTphSTJ08uDv/hcGMg3/73bxfLli0rpk2blsq+tHx5MX36VcXRP/0pnT/+xONFf39/ccO8eemcI7+E88tfvX56drMv/TY5lTfMu6Ght2DBLUl/5idmNmxfe821qWzg0KF0ZAZx509fLG666cY0kzhjxvRk9+DBtypnKNl8tvDW21J7/unr6ytefnlPOr/+09c3+p/59zNTWczejtQXM6Lcln/wqw82/GWs/PJPLmeylvjEiRPFrNmzUrMJEyYUc/rmFANvD+Rmhr0vj2uYwukC4kS84M9MeMimTZuKe7/85Tj1KAEJXGACbs66wAGwewlIYHwQIPE6fvx4GgzJ2rFjfy4mfWRSY3AkRvFkApI+ksi77rqrUc+bq6+em87f/O2b6Thx4sSmek5alZWV3n333ZSEkmR3ImeysSn6Hzx1KpkeqS8SW+TK6dM7caWlbowHm6+9+lpKzssJcKuGZzIu2vHzmSSqGzduTIk6ywqIK0m8IgEJ1IOAM671iINeSEAC45DA66+/3nJUrJ1ETp482VTPzC0y6aN/SXibFDo42ffGvqb1sh007Vj1fPXFTCjrWknslyxZ0pj57tjhNg1i1pUvH//93HPF7Xf4uKw2uKySwHknYOJ63pHboQQkMN4JMLvKTODWH3+4qSkfL7OF1LNsYPfu3XlVMTDw4W3vuB3fVNnBydSpU9OM7z3LlzctDSDxG2kzUwfdJNWR+opZ50MHD7Y1ffnll7esZ3kAQrL/0NceSrPUa9aubSxdaNnoLAqZdSU23123rnhp10vFnXcuOgtrNpWABMaagInrWBPVngQkMK4IvH/8/YJXLpFM5WVlPdarIrFzPXatX3LxJamcNZ8sF2CXfMgPn3oq3eKPh+LHOtJ8ZjbWyEYbjoODg+k0jiRbJF+s14x1rvTPLXCS5ip55513mqrCXl4YZXEcqS/Ggi+s6Y2kmXGxJjgXZplZXsHteYQnKSCs1WWWlf6oP3L4SCrHVvhLm7AdZUnp9D/lspjZPnXqVHrSQvlpD8y60i9rkFlLq0hAAjUiUI89YnohAQlIoF4E4ikA7D6PV+xqj3OO+e57zvMd7exID112rOe72BltPHkgdPKnEsTO+6hj93xuj3L8Ycd+6HDMn3QQT0CgnPf5kwDKtPE7t1Puv1VfMR7stusrrw8O9Jc/EQAdznNf0YFJ+B1jpRx2cR5+lMfA0wPKZTyNAIn45syDCTq0I7aKBCRQLwL+5GuNvkToigQkIIFeIcAzW6+YdkXx7LZttRsySyqYna6jb7WDpUMSOM8EXCpwnoHbnQQkIAEJ1JvAs88+66aseodI73qYgIlrDwffoUtAAhK4kATKa4cvpC/5r4zxWDM2aSkSkED9CJi41i8meiQBCUhg3BKIn1FloxWb0+JnXi/0gPlBB4QfYfjeY49daHfsXwISqCDgGtcKMBZLQAISkIAEJCABCdSLgDOu9YqH3khAAhKQgAQkIAEJVBAwca0AY7EEJCABCUhAAhKQQL0ImLjWKx56IwEJSEACEpCABCRQQcDEtQKMxRKQgAQkIAEJSEAC9SJg4lqveOiNBCQgAQlIQAISkEAFARPXCjAWS0ACEpCABCQgAQnUi4CJa73ioTcSkIAEJCABCUhAAhUETFwrwFgsAQlIQAISkIAEJFAvAiau9YqH3khAAhKQgAQkIAEJVBAwca0AY7EEJCABCUhAAhKQQL0ImLjWKx56IwEJSEACEpCABCRQQcDEtQKMxRKQgAQkIAEJSEAC9SJg4lqveOiNBCQgAQlIQAISkEAFARPXCjAWS0ACEpCABCQgAQnUi4CJa73ioTcSkIAEJCABCUhAAhUETFwrwFgsAQlIQAISkIAEJFAvAiau9YqH3khAAhKQgAQkIAEJVBAwca0AY7EEJCABCUhAAhKQQL0ImLjWKx56IwEJSEACEpCABCRQQcDEtQKMxRKQgAQkIAEJSEAC9SJg4lqveOiNBCQgAQlIQAISkEAFARPXCjAWS0ACEpCABCQgAQnUi4CJa73ioTcSkIAEJCABCUhAAhUETFwrwFgsAQlIQAISkIAEJFAvAiau9YqH3khAAhKQgAQkIAEJVBAwca0AY7EEJCABCUhAAhKQQL0ImLjWKx56IwEJSEACEpCABCRQQcDEtQKMxRKQgAQkIAEJSEAC9SJg4lqveOiNBCQgAQlIQAISkEAFARPXCjAWS0ACEpCABCQgAQnUi4CJa73ioTcSkIAEJCABCUhAAhUETFwrwFgsAQlIQAISkIAEJFAvAiau9YqH3khAAhKQgAQkIAEJVBAwca0AY7EEJCABCUhAAhKQQL0ImLjWKx56IwEJSEACEpCABCRQQcDEtQKMxRKQgAQkIAEJSEAC9SJg4lqveOjNOSSwdeuW4tJLL0mvFfffn3o6cOBAsWDB/FS2ZPHignP0ukHwM3xnXIwJ/0PWrl3TGG+MOz+iiw42RiPvvfdeW/sv7tgxGrNt23zwwQfF6lWr0lhDEQ4Rzyjr5DjSOM7Gdid+hG4eI97jHwLPvC7Ko10nR2LP9X62McKf/JoLH/ANblxfdRR8G83nnLEy5rGSckzHyq52JDCeCZi4jufoOrZhBKZPv6o4cuSPxcYnnyxIgu65Z3mxbNmyVPa9xx4r/vM73xnWpo4F/OF97dXXivXrNyTfGdP1n76+WLVqZVMy8vLLe1L9mjVr0zDQ4/XAA18p3nrrd8WGDetHPbwpU6YkW/9w7XXFwltva/iB/c0/2lKcPHVy1LarGm7e/KNi64+bv1jcfffSFM9oQ0LSaVJ39xeWNvzHDrwYB/zGSrjeNm7cMKI5+oVnXKtwRm67/fbkT7l8RIMtFLjuf/mr11vUdFaEr319fY1Gkahu2vRfxc6fvtgor9sbPv9cN50KY2XMYyXEFHvx+Rwru9qRwHgm8NfjeXCOTQLtCAwMDBTHjv25uPrquUmNBOHpZ54pfvKTF9o1u+B1JGYkqfj9b9/6VlMCsmH9xmLLli3FnE9+srj2mmuLadOmtfR32bIvpsSdP5ibNm1qqXOmhRdddNEw1RvmzRtWNhYFK1Y8UPzmf39Taertt98uVq9eVezb9z+VOq0qvrR8eavixG/JkiUt6zotfOThh4tJH510Rs0u+9vLWupNmDCh+PjffbxlXSeFv/jFq8WMGdM7aTKiLtfl7t27i1WrVqfX4T8cHrGNChKQgAQ6JeCMa6fE1B83BGImi+SPhAchMchnYvhjHLdnubXKTF6UxS12Zj/Ridkmjn19s9OtWMpf2bs33U6ljHPaRX/ceozb/Xk5NtBtJTu27yjuvHNRsXhxf0HSyIwNr9Wrv5FmOf915crihReeL9olj4w9T2pjTPgYs5VVvrXyKS8LRlHGec6IWcf8Finv4xYsY0af2Ul4c86L9q0kbFPPe5ggc+d+qtGW9hGb8IPxhpRZRHkc4ViOafg1ku/0w3h5MVPMDDdt8fVsJWcU/WCzKm70GUxJoltJHgfGFtchPlMXcYMjfXK9UM41zheGgwffSuNDLySY03dZGAN9oBN6+ecg9xkfwm45HvgSS0jCZ/rjcxZjxj6Cv5TRBkEnPoOU0UcV27CdGhZFimPYx7+wmfcR9Wcy2x52PUpAAm0IDCkS6BECW7ZsHpo//+am0e7Yvn1o6tSL02vVypVDR48ebdRTN3v2rKGBgYFUTttoj268pwF6a9Y8OkQf2It21GGTsr179gwNDg6mdhs2rE/v0du/f3/q8/777muy2XAke4Mt2kY/2Gsl+JdL6OdlvI9yxoot/OnUN/wOhnHEbsji/v4hdBDeo0N/cI331IUvjBFW1OFTlOecwh7M0YtzdDiPOEYMgxP1tGkntM/9j/7zmLbzHf3cn+iPsnjfrn/q0AsbuS7jivJW/UQMc1ZxndIub8s44VMW2jLWYMb1QNxC4nNCe17RF/5EX+jSVzBDB13imgu2KUcPHcaHjfCTI3YRjujGMWxTBy/qeGEn4oPf2GSc1FGO/bBDW8aT94Eu5+ED9rAfNmgbgq2IafiFHr6hR//5NRxMo30co22ce5SABKoJuFSgTVJv1fgnwBozbqs//v3vpxkxZsVeeGF7WrfHLfdbFtzSmJn85je+WfzTPy9Ns0vlW76TJ09OsGK2ltvvMaPJ7CfrQGMGdNeunyVdZnZYqrBo0R1NoJllitngpopzdMKaSTggjOPkyZPF3j17OvKNNZmsG0SYbWL9LMJMHGspY60o64iZDUWY3c5l0kf+chsdVrGW8DOfuSlXa3rPbel2t6QZ1+NPPJ6WfxCbXbteKj73uc832RjppFVM2/mOvd//3+/TzB3952tAR+qr0/pyP1XXFLOKrDmNODBjzwxpKwl/9//61+ma5XoghsxCcm1eetml6frkc1K+dsv2+vv70+eAdsjg4GCTCks/jhw+Upw4caLBiTXn+BY+43fuK9dJLHGJz1h+HYT/dHT7HbcnX/mMR/98/pgdzYW7GCy9iVgzc1pmiz7rtsMXrm1mmFlnjtAWO/y/EUsxli5dmq7zuLYZf/nayf3wvQQkMDIBlwqMzEiNcU6AJHHN2rWNjS9sXEHeP/5+05rEK668MpWX//iOhIc//K3WgcbmpbjVH8d2SSt1r+x9pSCZmzz5b4p/+frXG93HbU4SR5KLs5HR+Bb9kThEAhCsIsEInTM5xm3khQtvPRP1Sh0SIb5IYI8kdzS+VBpvUUFSyDrUB76yIt2CJh6jkePHj7dt1qqfqrgdOngw2YqkKY5VHfCF7Xenv3ycPHEyXWus/X7jjX3FjKtmVDUbVXn5S2AkeeEzCXJ8NjjGl6xRddaiUaxvvummG9MSApLsVmzLTePazlnOmj0r/b+Rl5XbeS4BCZwdARPXs+Nn6y4mwB+oWJPGMEhoHvzqg2mmkbqPXfSxtNkkhkjig1w5vbNNLZMmTSr2vbEvzAw7dprYMIu0e/fLxdNPP1OQ3DB7FDNI8268MT0ZYdGiu4b1M5qCTn2r6oPZs06EfmPz0LZtz3XSdJguScixY8eKH/zgibSpbZjCGBeQtDD7zAYxEtj4ItRJN1wzA28PDGsycOhQERu32vVTjtvEiROTrbiGw3AkunEex5mfmFk8//zzacb8uuuuK5g5ffO3b6ZXzF6G7lgc8yQdn/hSFp+zmL0fi35a2eBz/+y2belOC/XcfWnHNmwEU2amQ0jy5/TNiVOPEpDAOSBg4noOoGqyewisW7euKXnduXNnegwRM5vc5uNWYCS3P//5z9JjivhDR2JBMkSCy+1Z9Nh4g+6pU6dSXVCYO/ealAyzsSOEjRokVPyB5hFc2EFoX04uok0cmc3kUVg/fOqp4j8efrgxG0X9Zz97V/K7PGuLT0jZdtlXdPjj24lvedKROjm94YVNKZF8fHfdulTFY5JC4g//u398N/nFLVaEpQTc0mcJA7eAY+Yt2tFf3mf5HD3GGXEjCbn33ntTfNotO4h2HINX9Fnm1M53rgdiTQwWLlyYYh92YEtSOVIif/PN81O72FBEe+w+9LWHigULbknmWvVTFTeSTa41NiLmbLjtzS3vsmCHa/qRRx8p+DLEEype2vVSUoMnMnj6moojZXwmsI9vxIXx5lKVKJOkw4S2zI7HEgOWoPAZjUScI/6W40Ef+XWAHSTiGOf4Gu+jjljhL3cKmDFl2UIrtmV7LGfhGmUpCp9fXjD6x/7+Rh/l8UbfyTn/kYAERkegevmrNRIYXwTYAJFvHmHTBmWxQSQ2U1AeUlXHJo/YgBF22aQRmyywlfeVb+yIjSj0wcaP2CxCG9ojsdkk/Gh1RDd8CN+xV5bcPnr4gpR9ZTMK9eFHlW9hH06h3+oYm1bysQfP8CHGySYW/OFIHX2HzfCTutCnDn9zn6lj8wvj5UWMQngfm22irHzM/cQ+NpDoPy+jPHwp+46dvE2MNcpoh2CPsiqhXR473oct2lT1UxU3yuN6CV/a9c+4YpMfXGkb+nl8GAfXAox5T7tyXCiPF21zgQdji7HmccIu9qItdeE7ZbRByv2FLXQiTmEjP8KQazJs0o5xtGIbOnm/6Ob+BZ+8j3L/+Et96HIettNg/EcCEmhL4K+oHV3KaysJdBcBZuCYzYnNUd3l/fjwllkpZlR53uxYr1VsRyhmX2PtbTtd684vAWY8WXscm/vOb+/16I3rk9lv1vAqEpBAewIuFWjPx1oJSOAcECjfQj0HXTSZjGffNhV6UgsCLCfIl37UwimdkIAEakvAxLW2odGxc0GAdXtsZMrXDp6LfrTZmkA8CovZJdYRnkthzSSx5iH5/ChDrM08l31quzMCzLbyCDoet9WLn0k+A1yj8YitzuipLYHeJOBSgd6Mu6OWgAQkIAEJSEACXUfAGdeuC5kOS0ACEpCABCQggd4kYOLam3F31BKQgAQkIAEJSKDrCJi4dl3IdFgCEpCABCQgAQn0JgET196Mu6OWgAQkIAEJSEACXUfAxLXrQqbDEpCABCQgAQlIoDcJmLj2ZtwdtQQkIAEJSEACEug6AiauXRcyHZaABCQgAQlIQAK9ScDEtTfj7qglIAEJSEACEpBA1xEwce26kOmwBCQgAQlIQAIS6E0CJq69GXdHLQEJSEACEpCABLqOgIlr14VMhyUgAQlIQAISkEBvEjBx7c24O2oJSEACEpCABCTQdQRMXLsuZDosAQlIQAISkIAEepOAiWtvxt1RS0ACEpCABCQgga4j8P/aTWyf3C6YfQAAAABJRU5ErkJggg==" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the relationship shown on the graph.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> environmental benefits of recycling.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain<strong> two</strong> disadvantages of <strong>one named</strong> source of renewable energy.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the relationship between GNI per person and ecological footprint, in global hectares (gha), for a number of countries.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the minimum ecological footprint in global hectares for a country with a GNI of US$20 000 per person.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Referring to the graph, describe the relationship between GNI per person and ecological footprint.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> reason why country A does not fit the general pattern.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using examples, distinguish between recycling and resource substitution.</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The map shows the ecological footprint of continental regions in 1975 and 2010. On this map the ecological footprint is a measure of the number of planet Earths needed to support the population.<img 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f1I5gUKFJA9e/boQlOuXDm5cfOGICXUq19fPfPXfb1Wnj79Tb3vb966ITWq11Spi8kAKZ1wvmvXrsmtWzcF5yMKkz3Of9iL8UnAax/tABIiHt0UE3LHhN+hY8cgjAvn6ReL3pux4zhCFtE8WLUP1MNxMLoXoyJHQ0J59PiRbN+xTW7cvC5Wk0JkpEO58uWVYatSpZLsP7BPndW+/vpr/TYaNmwoSPlIknyjxnEtoH59qVrlIylTpow6jYZmAYMWixYHahLYz5o1S6QhD88DA7RhwwaHBI4PCLQK74JwUbNmdY/fDcJGnLfiSLFixVVrhx/BmjXrZMuWzYK2hvHMfIF/yPgJ44J0+3//+0PmzZ0rCRMl1OOYJF995VUN9YzKWgOjPcGkGpJJNggxYuiPGMMQhPf7NZy4uQ+hexQ4c2ywMAfx478tI0YMV1sl5/7vf/8nZ+qdkQIFC6jmwAy6AQP6y+3bt6Vo0WLaBlL+V8uWSaZMGZTDJ7yKULuXX35Fnn/+v3L8xHEduFTGaz17tuzyJqBAP112qO4HDgqMi8cObEwOx44fVcekZs3/jZHXG/7zDxskWouUKVPJxYsXJFOmzOpoiP8Ck4bpr/Ua9o1kiCMVMfb9+vV1SMgF8hdULcWK5Stkzpw56mFvrsf8kSRxEofTYrp06dWkEC9ePFMlXLcwQq1atZQhg4dI/LcDtSHc8NrVq9KgYYDeG1OMt+Xtt9/WEM5du3fqJahneXflywWPpfe2zYisx+R54sQpYSGcOGGCOhh++ulnbt/77DlzHN3D0RXGwTC1jhNe7MAEmPDBVClTqabAi8vCVIVnRHuFv8fxY8cF0C1Tjp845vh+zTGzBRshrIVoDcJin/72VIx/hXObjDUrE2n6u3nTJvXLQd2/Y/sOjeRJ8G4CBRC7fOU7h6aOcYcZkPDWLl27avP47hCee+XqFdm9a7cCj+Fb8NJLLzluj4BgzJAcDEmwclzkxx2ek/mGLUBjJ06cUGTKfPnyqQ8V2k7wTGB8KNDJedFHCLKLdxSIMSaDkD5kf9ghMQ1s2rRRqQ6i36mTp9TuPmH8eJWub968oVKWeS0MThNqZ0XFY8HB3g9D8dxz/3FMRNj5UD1fvHBR1qxd45DUTXtssfniRGSeFSAmnBCJawfhbdSXoyRf3nzycbVqelmP7t3l9JlTeg/aBlXPmDgyZMgob8Z+0+FxzqTx5MljlTDSpU8nTZp8Yr21x3249Nf/AQWiMiYSpB6kS8NYcG/AehjATMrbtm+Vv/76WxYuXBTuvgZ379yRzl06y8OHP8nkSVOCMASYegBJqlW7tj6ntyaDr5YuVSmMd2kcNDt06KAMIqaj0CyWHgkdhSo4mwyMky/+BZgJKCtXrtYoIPNNOz9eWMYuCzHhtGg+VqxcrqYxmGCwN5zDREHeZDxkzJhR3ozzpuTIkdPl4uPcP0+/GQMd2rfXCIcRI0YGYwgwFzI+Nm3apGMTYC5TDHNNn4n8gaE9e/asjuNkyZLJa6+/pv4r1EcLaJyIzfXebjEFLVq4UJ2Brf5C3l4flnrFihWVKVOmKo1AFEWzeOfOHTlx/ITs279XihUtrvMI4ZZoMdFgwniXK1te9ny7R5L/w8Dnyp1L/WOIvihXrnyMH3vu3onNEGi8eOhigiEqi9iRI4d1sceBh1AgQoKYMPC2Z8ADfHTz1k158viJcrio692ZE1iYiYOmjctXLut7y5wps8b6G6csq5lh5MgRcuxoIOxu0qRJlcs3EjoXw1nv3LlDwYOQgOrVqyPp0qbXSebc+XPqkIgakQEFzgBmgvTp0qukwfXlywWqQ5lsrMyGdiyc/9H3Lp0760SEH4MzPkF43B6HSGcNwcIFCzSkDempVs3asnDRAgfT5aoPLFJIc7NdhBvib/Hr018lqqsvw7IQu6JZSMdCuldI50Jqk28rR45A0Cjz/cPIo22DMe7WtZt65nsToRDSfVydM2PSaAP27d2r1XLnyaNbngkmEoYRzRzCA+BgoH+a8GFX7bo6xmJOMqjCRYo4wmBd1XM+ZjBEQBjFxMX4R7NFaDMMCvOesyTu3IY/fp88eVIjP4iaGjt2jENAMm1b/XPYr1ypiqA9YKyuX79erl676tCSmmsWLljkMHOZY/Y2kAI2QxBGhqBK5cpqK7eG/DB4tm3fJo8ePdQP2EQC4Ildq3Yt5VCRmJG6KcRvJ30/qWTOksXBuTJp0A4D8/79+8ogFClSNNggpF7bNm3k9ve39cNnsE6aOFkKFiokgBIZj3Hug5SDtzFofyk+SKFhR6D4HT50WAfQo8cP5d13EqhTUeIkiRWaGG9l+oc9kQng3QSBYU2EIOLbEBGTQp/evWXGzOmC1oJoivA0IbhiCAKHSuD/3r16yc5dOzwyBKA57ti5Q80zgCmhIUiS+D0pW7aswwHT2m5M3mcB9FT8pSHgW7p8+bJgLjOOntwbqXLOnMCQZL5po7Xy1C9vzrPgg36IUx8FIYFxyz2MmYLICo5R+vT5QqZMmaL1CAFt2aqVHg/PfzAO9+7eVT8inEaJXIImLKxsERjatWuvggVzEoBIXbt2k7x582m3eBZ3c4Exp7IQA7plntNdfetz8m3kzJFLTabW44TI3r9/T9KnCwwTrV69uo23YCVQKPdtH4JQEo7LGNjlypcTPHTxsrcuVAENGmhuBAYZKnA889EK8IfXb/fuPQQb+blzZ9XZjzhhqwq5UqWKqr4mzM+UkydOKtgLtnlsh0QJLF26VOF006ROowwBfRo8ZLDEfvNNZVTIC/DrL78ojC9mDLQYz/3nOaF/M2fMUK9w1G5w1+QUgPPf8+1uvSWSU5o0aZQxQTuwabOo5ILDofFDwJTRvn0H08Vw2fb54gvp2KmTVKhQTpHjhg8fEQTJMFxuaml0xPDh6ueRM2cuy9GQdydOmqC0ptZrr72uoXfhTaeQe2Sf5dsGFhsgH2tSrkYNG0uz5s2DjD9vqcXiNmb0aFn61VLp0qWLYnUwltEOzpgxXQ7sPyBHjx2V77+/7WAi0fTBUCMQzJs3T9EsP/4o0IzHfe/euSuJEyWWAwf3a0SOt30JTT20h9OnT1fzpfV6hJjUH6bW6BIDYjZs2FDZs3uPIiLC8H5/+3sFlUL7iaoezWO2bNnkrbhvqWMzzwG8+dFjRxTufNy4cY65hXuhfZk8eapkyeLecRRGkPdmLZhRjJOyYS4QfHr27CWffPKptaq97yMFbIbAR4KZ6nyIgwcN0pCr0aPHBmEGqDNu7FiVzrHv/frrU51s8MzPnj27oIbDcZBFGGCez5p+FswnAK68TOmykj9/flm0aJFcvXZFuvfoobefNXOmhv2NHhO4QE+fPkNt7NgNyT+AmgxnPlSNcPJMfu//gytAuF+NGjU1IoEQsfnzF+q12LtNiCF9ptSuU0ejDfSHiKrN8WugPaM6Hz9+nNr78xfIH66DEQkEMKm+fb+QMWPG6CSKd7eVCTP99Nd2yuTJkiJlCvn444+lXfu2Ki0hJaEh8FRgvExZsmSpW+nJ1LG34UcBGGj8QFA5kw+DMFggiWGE23foEGowIuaAEiWKqe9BzRo1dSEndwZROXj2w8x/vX6dIBmjwcuTJ7d8/NHHsnbdGokXN74m5gI+HOkbNEUrXDd+PufOnlVGPrwoQ/8AGSNSwht8EAQb5iBn+HDaIT8Jz/7bb78pHdAs7N6zW/2OeD4iGhjDaBsNM/biiy8FQ1h09azOmgQ0qcylhEzDOHHP8xfOqfMyDswUtKEkZyObKgVzELkq/AE7rQ1G03+R0mSAlEvIVtas2fwykXqyM3o67+rdgxq4YMECwQM5duw3pUvnLmrfQ9XGwDhy9Ii0aNFCOnYMlJ5x+MNblgLsLylxTYFL5xxJeRhs2PHbtGmlKk0DgQuDgfp+5apVehkmB5yf0BrgfIftDMx8vPSR8HFQGjlypIYV0ua6deuD0JJn/vzzzo4Mf9AbbQMOjajmx4wZa7qnW7zvwSH44ccf1LkK9EKux1cCBDTAd4CrRXVHOzge+ptbBzjHxLnDtADXWrFCJcGb3zhKBul0OP3wxqkQnwdolCd3Xlm8JBASOpy6E+Wb5Vv0VMJiMjDtY5evWqWqhgkCod2qVetQfaMwAtu3bxNSXOPYh7bNlDZtWjsiZ5Cy+U6NNs3UYdzwzZIZ9KtlS/U7ZtGEiQR22coYmGui+hamAch08DcAYkP7SDgrZdOmLSowoQkgzJUCGmuunLnUmZLwaBBSWewJa2W+g+Ewc6Ne8M8/zBkIDDhsMwbRPmCWMY7bmHYbNGyocyEMSmQpzOcn/wGcI29LaDVWYX2eSMEQQAy4T1C2zpw+oy8c6ZakLxQ4efDV4S4BSCH0yapGMslV3BHD04Lv6bxpF0aF+zrfDxsZ6W75SAkzBACoRImS+pGjbp4+Y5ppQlXuAL3gFUxx5yiETY9ilYCZbIoVK6YmBuNvAO0SJEwoaA0owJGCOf/NhvU66EAYZCCySO/YERj+Rj2cEbdu3apqNu7RvVu3IHDE1hAnbfiff0gtd+7eCcLQwMAsmD9fJQAz8Nq0bqvPBlYCXtn+UJcj6QGYA8YCEMjWwkD3p62VRT+k4m6B4hq+J7y6x08YL0SXxIQkMyySq1atlB9/+FER73bt3KUoljBEe/d9q6QEnwLH17Rp0waJbTcLdmjo7c3YpW8tmjfXEFoAeQwMN5I8WjoWGcxS3hbCfwECIwU4mQWNxMyiN6B/f8c4YtFDy4amCR8cE37K3Na6dWvHwg9zMXz4ML39hAmTgmjlvO1TVKqH8IFTLXRDywoIFdEApFpHA5c0aTJZvWqVmktY0JMlT6ZRW/hl4eSMQIV/lTVduXl+3gGhlM4oqMxbmG2JbMF5mnGZLWt21VaY3B3WCA6+C3KNlC1XVq8BbZM5AaAsVym4zf1Ds8Vh0mg2zPVoiI8f/xeR1hwP7+0zYwiMdzxALRAfBx+kaF4+Kj0+lkOHDurHgQ2cgqodyRtGAe4bFRAvlyQ8hOvxm4LqnDSgp08HQvFiX/I0gTufX7F8ufzx5x8an3v6zGmVvPlgTTHhNyz4xUuUUHsYnCjF6pkMEzFlymQFBTHXutpapXVX5znGwmsGCjjzceK8JZkyZlKgEVRhTHzcD3ARmBCrrd1ItTAQBkiGdzBr1swgzlVly5ST6zeuq7rt5KkTCm6UKFFCRTtEvQl3TjHSlqukRCackXowb5MmTZKGDRoqkJFeHIZ/9erWVRTF33//zaF6NM198UXfIIyKOR6abVgZAnNPvu1hQ4dHK1Ul39jMmTM0X0bixEnktVdfc0h7MO1Jkryn39Sff/6hY5p4d4o15v3suTPSrVt31TZ98mkTQy63W+fxaSp6wxCYujgTsviiWaKfQPxSkiZLKvfu3tO5B89/GE9rcXYyLFSooDr+4UvjXFh4hg4bKjNmzNQFBM2cYRioa5z3rCGASLX9+/eTtGnSuc0c6nyf6PQbmgGK5mskRFhowFxq1hXTjpWJ4D2h7R07dqzOry1bttJosXv376k5wtmJkjHB/Mu3whZwOvwtCHckYgyGkELWWepSTMi18/fm3LZWjqB/Ec4Q8PB4+v7vj/9Js6bNgnFyoX1u6wvGWQdHGKRvpNnevXt5ZAiw+bGQg0TWsFFDB7Qn/WHxy5gho1SuUlm5elT8tEnUAE6CMCM//fRABzQTDSp7ziENpUmbRhft0aNH63ETQkS7xAlju7N+iBw3XC59X7x4scL+8iymHs9Kfnj8BJo3a6GY7zBJJiznrbfe0gkZFSQLEhONidE19EWiLlmypCRMlMjBwCB9t23XRqMQMB2gseEPtSfMB2o4A1IEQwbKIWGWtFW8ePEgcc4MckKkCHmyIqJh26tYsaLPOAam32xhamrVruk4BOATKlekLldSg6OiDzv+YAgwoaChcbaB+tCNSFWViax69Wpy/vw57RffBoWMgdhogbemYA7jG0XzZF0M9eQ/jO3UKVMUXZNJ15viLSuj0i8AACAASURBVENAH8lySJSMNTzX3IPJGsbdWctHaDBObx9X+1idftEixHkzjl6GZM84wiyXIWMGWTB/gUqzHMMnwZj6qMx3j88PgEX9B/R3hO1yjjFsZQRMn9gy5lmEXDEZ1nr2fsRSwIQOo7UAowTBFYA2tq6+XTTEfBdJkiSR8+fPOzTBADwZLBLmU75T47yN5ozvke/DMAkR+5T/3i3cGQJjFzIhPtinCxYoGOYMd6DHGUevggUKyRd9A51JeDRSuBoVDLGzOPG4m1Cob1SWIP/hNMfgxBN5yOChAhiGq0FsOH0WPSIJXn3ttSCDmYmBBR07IVndDACQIT2hRTj84a1769YtVZsZLhKbIyojJlzDTVrTndIGtkuYDxYbfAvQtFCIVGDSo5B6ePacWbpvNBBM1Nu2bpXlK5brPQiNxF5XqVJlhTfdtnWb9B8QiGoIHfCgRrU6bNhwdUakMdrn3jB20JZJn7oMmnJlywV7t6gFaYNCfz/v1DnMIUJIqBfOX1AnSjhqtEDO0pjeMJT/wsoQhPS9hbJLEX4ZzPuQwYNl955dKul/kOID9YoHp4J9mG40etYF0ddO8j0GBNTzeJk7ejJ20SxihiDSh29z3bq1GtqLXw7MI062+PUY/xNuRmQBGgMYGfA+YIBB6MNTHibfjBfTMcY7vjIAVB0+clgXB8YAZkJrXerhsIgjIaGDaNRYIBAqYKgZ7xHp72L6b29DTwHmctBcidhyxbAx91FwrNy8abOaa/ntzbvmWjThd368o/lqYBIQJAhPfhbMQbgzBCS7Qa3OICM1aunSpf0mxZlXzOS9du3XDqc97pclaxbJlSu3QtEy2N1NKLTBpMLLpiDV8JKstntzH39szQSIwwt+E+nSphOwAO7evaNMCPcGTctIX9yTCQ+ADmOyQCNRrGgxxSzfumWr2u7z5c+nHsPUYQIiNS3JYdjHB8MaFkkfsPkjvXI/HB+ZSLGvWhHNmNxwvgKoZdq0GS4lXa4D8Y1oAyZImKqECRPKoEGDg0iH3AdfBpwPKfQLBiJb1mwucyJ4ojU24TVrVwepBp2sDl5BTvr4I6YzBAULFpCrV69ItY+rKw4G75RUuxnSZ5Bu3bsHebc+kjZYdU+05gJ345exy2JLhAwhsDC2c+fM0cUeJhk7Pv46MC7YnfGq/+XXXyRLZuaHwDBSw8wzLg7s3+/Vgs0isXLlSpX6rN8c33nnzp9L/Xr1FYAKRsRABfOcxtEtqqX8DvbSYtgB3rcrwdDfZOD7IZssQqTRNBPa7m8HbXf9DneGwHpjuPVhw4apbR7IUAYqgzK0hAZutnqNaqrC+fLL0Y5bAR5To0YNSZsunSMVr7sJhYuYVNw50Tka9eMONsMjh4/oBJU4caCHNQtrtuzZNGscUj2hNKjjXXnS8nFic6MYBxukNVOY/FjkmQzNZGTOudrSH+qjEiV8cOeOnZL8g+Q6uXIvIH179uzp0BA4t/HxRx9Jz1691PRw9+5dTdNcqWJlZdBcSZCm/wa4h/Zw7GrYqJEyHZ68f7dt2xZMqoQZKVSwsCOPgnMfff3taZHy9D2FdN7XvjyL+oDp4BCKloAwMaJpCK91JSGFtn9EzhApY2LKQ2rHHT0Zu6bAvGzavFEZYDQYxnHNnA+PLUwEtmjmMEyJo0aNVHMhGj60VoQVG40Aob2ojikRgboZHs9rtxmxFDD+JQhqX331lY5FIrjeeP2NII65/upVuDMELHSoqIGRBKAC0wFIedjnDh464HgOd+oYR4UQdvDiBUGvYsXAkJXIzhCE8CiOUyyaIampHBXd7KCmN6mVrVWYwEyx2nhbt24lJ0+eMKccWgok+YYNGymHGtJCjWkI8wIqUsIwne1rpUuVUexx3j/+ByRgwhxCshUWGROaxbexdWug+cPRGacdvilgZ7HT3bx5U1Kl+lDhlonuCG3IFnSZPGmSSnwsJkaT4XRrx093CxQVWKSIsiBlNQ6uH338sV4H/XhmfD/w71i4YKH89PAnKVSwkPpA9OvfX7U9jps8w51p06Yq5gPqcPxcfIXM9abr0BzHVpyCPRV39IbWOJOCbY8PEH45/vIj8dQnzsPUmMgafsMIwEDhV+Fq/HnTpl0nZlKAOX/u3LnBsB6Mz5rRsCP8MbeAbQGujCsE29BSMFwZgsqVKqmpAEc6wC+IWcdxDfQqU3ggiq9agtWrV6kNk4QzYM0zERiGAJMBGQRBlqtatbLa+dxNKNw7ojUE5tk9bZkw/SmRcT/wBMziy28cAnFyQVon9AcHKhYrojTwxj5zJtCBzLmvMAD4aphIj3179ylwkVHb03fMEkyKMACownr16ikpU6RU7c38+fMF50dQ3Aj7iR8vvjphotGwIjY639f8NpgETMDYcVlsFy9e6pMqm4GG7W7+gnmqjTH+Gmgrlq9YZm7lcuvpe7JeBFNlfGhMtkkYpOIliquWiD7s2r1LcR5m/BM+ar0+ovcZo2hhYLYGDBzo8fZmwrJWzJc3v3z62Wdefb+etDG0647ersYu/kUk8jKMBgh2JnOotY8h7TO/mPnEUz0maMLjdu7cqf5AfIsAElnL+HETVGNpPeZu/8zp06pdez9pUndV7OPRjALG94RQyLv3ApEqecRUqVIJkVycR4D7et26IE7azC04VWNCxpQX1hKuDAEQkyaTGAuFsdnhbAfIDWGEMAft2rf32WaPPbB792466I1ToUGWgyjGqZBz3mDPR6TJIKwvzR/X84GRwYy4XCIQsA1js0IiJI0qTow4QrI4VqlaNZhXdkD9+rqgcz0APCx0SP28T3eLCExB8+bN1N6LN261atWERE+fNf1UDh487BUjYJ6dxbtrly76bn///XcN6wH+1WrPNXVdbY2ZBMdL0CCBmzUpb4sUKaJMoqvrzDF3CxTnWaSsxTDERnJ1ZvR4Fx06tFens5DatbYZHvvt2rYVEl6RUAeMeDQWrqIErPc2ExmMpdFwmBwa3jhV0ZY/GQLmBRJ44SjLgs7i2qJlc1myeGmQDJbWZ3DeN5kvCR30VGAcKNwLQQRUyw0bNijCpa9MiLmXmcdCe71px95GLgow7vFRIcoFcxIhu8yZOL8ikBGpRZg2pnXmIwr4MviYFchfQP1giISZOXOWmlYRyhCeQtLc+kqBcIUuJjaeP2A5v93zrXrD49WLBEpyERYbFpPurwZC8vrSeYho9RtwN6l4AzPry32jYl1Ah+A0eQ/EjKONmTZ1qqqpeR4iK0qWKqkMAFocFi4WzEePH8mBgwdUWp47d34QpgBVP06IcKj8MRGT74B9d+YKFpcJEyaqVy346UjheGPDjHmjFbDSnkEwaPBgyZcvj9SsUUtTChN66G0xQDBEk4QHnKmJIqE/5JmArqag9THaCZNIhgV12bLlpkqEbZlU8L/o17evTlLc2IpfEVJHYAaM/R+IWEw5YFAg4dAG0QcRXU6fPqWQ3Ua6x48I6Tz+228rc9CjZ3fVKAG9jQaDxXff/n0aZYC2adTIL2XGjBn625zjGQg5699vgDIX5plo11rAK+mQtKP1UJB9w5yYg1wP8qdVeMH3iWyaFJh0FgDmMNM3xhAMNAUtDFE+JmW6eSY9af+LtBTAtIVJCR86fEpYA0GWZd5lXrPORzDZADmhYRw/frwmzDNhzGbrzwcNV4bAdBQPSf6YfDZt2qiq/mvXr2kGOxYQT1KIacfeho4COAru3rVbF2zTApMJTADmgnbvtddQKZzyiCrAB4AJKGeOnOqkxcfYtm1rh+Ml2RVfeOF5+e03UWjeyVOmmGZ1UZg/f546KaI1GDJkaJD3y7smTp0/GAe0EwYoydGIlzsMnj179sqiRQv1W8KW7KmwiJHUicWLElJiFU9thXSeGHhgpT9M/aFgTiEUjUK4KIBPyZN9IKXLlJbBgwaH+vlDur+nc4zFlStXyOTJkwUAIRPVgnnHkx8GNBw1cqROZGh60LIQ7UJ+DiJanCNMPPXFn+fRHKV1YkRgCigwA126dFVTYtu2bTS/AceB+0YbgO8R6Y9btmypGAkwDDALlStXdpgPjCYRbcCl7y45uo6ZgoghU1jkzULPMa6jH87Xk2nUeSHnNzk0YLphyrmGXAyYQbp3C2RolMmJH18Zgo4dApkQNCH02S6RkwIIAs4mYBxOGzQIkIQJErqU9JnjTJrsiIg0iBCGgNfDBARONZwRD4kE5UycyPkao36v8LYmftoU7FRTp00L8gEaVTX2Y5g0s0jj0YrkXa5ceXWI4z3iDwK+OIt7qg9TqYqLyRGpn/wNdevWUx+EoUOHSrlyZfS2xmRkwJUA/Dh0+FCQPpj++bLlWwJWlLJs2TINZQzpu2Jhpt/AkoK3ABhIeJVRX36pTTdt2ky3MCGoC61IluF1b3ftHjhwQH1ucIQjXA8tD9751WvUUD+PkGhHmzBxYEoQ4jdt+nR9f5hIiCqZOnW6z6Y/d/0M7XG+hzNnzwS5HF+Xd995VzUDhASaUrRoUd0luoeSKFEicyrIllThFBZ9zAHAguO30i5Ve0c9GImUqVI6frvyW3B1PRqB4SOGq1YAwJsBA4L6bOAH4Ur7CXOBaYNi3Xd0wN4JFwoYZhiHPhZxBAoTReLtDdG+knkWjSphqAhl+/btc8y53rYTHvUihCEgEVDnLp8HCcHxx8PwcijhhRngjz5GhjbAVwfqeOqUafrRMWm6K2QQtBbDnXIMnxByIuAjAN4Bi/yjh49UlYXamYyKK5avUEmRyIRvvtmgHteYA4YPG6YIbuCFI4UCiNSsWXOdqK33C80+7Tdp8omgmQDkxjg2umoL9Sp+D2g1fDVTuGrPl2PcL6Lvae3f7NmzpGfPQPMcfg39+vXXseOthg4bKMyAs78HWoKs2bJGinFISnEAgIxTIGr6cePGqrofrZfREBi6YBZwVTAROBdMCalTp5bJk6bIgIEDVNOJMzPl4oWL6j/gfI31t6vrWcyNrwIO0Jg8KMbBFSbBaho1TIC1XXvffxRgsd60cZMKQZi3cXhmwcbZmSgA8iGg4mcOgxkw7z+kHrBOIWgZbAHmoEqVKmlGzJ+fPFEodnfMaEjthse5CGEIyDfwQfIUsmbtGn0Gk+3P2bnKmwfkhc2ZM8eR+Ajbq8kh4M31Ma0OYVFgGvgjwU6KlCmlVevWcvXqVZUu8eNwxR1jH0dbgKc6KUgzZMggHTt1cmgDiG1HSh46ZIhCQvvrnSxatEQ6f/65ct7Hjh/TnOzffXdJwxI7dfpcNVKxY8dWezB9j27lzp07cuTwYSldJlAr4/x8JB4yheQuDRrUV0Avc8zTFoco7JbOTA0mKcL+rBk8PbUVXud5r/gBfNH3C8UE4D4kzGHhxQfA+BAwKffu1dtlNwAqomBCsBY0CeAMLP1qidrvb9++7dAKOPsPOJsM0Bi4uh7GhTYpLP4wNMxnHMMsgEnBaAgwJVSpUsXaJXvfjxQwMMWgsqZOnUZbXrlihYaV4oeFUMU6BmNJ2mVXc5+1O4YRWLlqhfrLYYpy1sxS32hjrdc+q/1wjTIwD4VkefDgQUmYKKEC72zctNGRptfY1Exdd1uYB+LEDXeGqo0UoiQFIY2p1V7nqg2jEnd1zlXokqt6Ue0YC/OsWbNk3bqvHYuxP56BRXf7ju1SqmQpt179RBSATEhIFrkMeM+DBg6Urt26ORAP8UaHWVm4aJE/uuVoA295IiaYWOPFi6+IjYQ4Yre/eeuGLhieBqFzpICj8X92PH1PIZ13bstfv8uUKS3ff39bjh37F0/C2jaooXjg49RLQdJN9eGH1ioh7jMGR4wYrhI4TqZbtmxWZ8nFixYp/gSLcdWqHynDAGQ3ESeMV1MAyiJbKYue1TRhFjxTz9XWHT2j69h1RQP7WPhQAKc9csY8//x/gyGyYiJt1KihFC1SVJ2gMbMRkk00CZFyoFUCrgVSpgktxuSKaRxtGjDEhAM6M9Hh8yRhbzVCNASk6iXEEEcrQiq2bN0i9evXV6921DDeYBCABsbkYhIKffPNN6olYFIrU7asR4bAE6msKTk91Y0q54lvr127tl+ZAZ7dOFuhendXUENzf/wEGCCYKTA1mIGBPZ3QG44jDSHF+asY271pD893AJOAz86cKUuk4shNH/2xJfV1rVq13TaFWtIwA5hVrMwAiz3mFncZI01URCBGRWypUKGcpoIleqVe/fqqYj10+KBMmDA+2P1bt2ojc+bOlu9/+F6e7Hoix48d9wpBM1hD9gGbAi4owLeLqcWK1ooqn99oow3OB6YkFmp8otBq4dWP4AIIGZFKHTp2dMxP5jbMVwBz4XMD6iSQ03Xq1FJBi4R2xYuV0HwYJvst17HGTZ06VTFcQjLPmntEpm2EaAhcPTCcF5IBePZgphvV/8lTJ1V6IE2kyW/PS+vatYuG4aCmoyBpgFtuQi/CKtHRJnHTOXPlCiK9uOp7VDkGVCoOUEnfTyYsFuQz8Ech/WvWLFkd7yekNlGbEeK4/8A+6d69h6ralixZIitWLldoZa6Fk27cqInfYIdD6o+358L6PbmTaL29v6d6TDoU4ExXr1kly5evDBIW6up6TArZs2fV79xg6fN+0K6RLZPJbfOWTS6TRDkj8s2YMUvjpq33MTRDiurVq5eGuII5woTMBG1wGKzXsG9rCJwpYv/2hgLWuQXYdTTQppw5fUYFkRs3bki6dOnkuf8+J5UrV5HChQuaKnreSPUffphaQ2WtWTCNIzyRM40aN1ZwoDZtWinmCci61rqORqP4ToRoCNzRiHzo9+/dl7z58snRo0fUc7fax9WUGyNczbxw1L+vvPKqYPdku3fvPndNhvo4mc5QbfMHc2KYkVA3GAkuZNJHbZ4xU0YZOGiA5MiZ08FAhaV7OMTMmjVT2/aU6AaHT8K2CKHq1KmjDkK4dGueBc5NnzFNEiVOFKa0yGF5psh8LQ5maFSQNvbu/VZ27dylmhdU9KBOYhbxRhLBxGay8M2dN1dtoUBMEzGwaNFivQfe8qtWrhQQQK0FOGcK0UFEnHRo314ePLgv1avX0ONMns2bt5DTp04LjqMwHzAA3mj/rPex920KeEMBNMtdu3VRACo0gt58/7QLo44PE4IkY8oIlOaefMeYOtFioVVEc2l8Y3DIxYcAZ8LoyAxAg2fGEPAiPvggMByLjoAOx8uYN3euxsEPHDBA7cDZs+VQj1vjdTugv3vgD/NSQ7MlTTIe9qNHf6kMScVKlaK8pgC1vWFscPpiEgeVD3TAPHnySMJEiUL1Ybdv30ERtVq1bKmZuTyhA165ekWqVqmqwEjAbFrtx7yrIYOHaAY6/EGwz5lFJjTvMTpew7jAG7l+QD3NA/LZp58pYBQ5EFCXAnyElN2rV2+PDBW+E5kyZ9axxiQK0z1j+nQpVqyo+h9AP2LvK1WuHAQ/AmaCgi8GalTAckzKcWLySciFRzYmPRz2ULM+i2ISnlnvbZBMrcfs/ahJARiBefPmKY4/GscaNWr6/CBmMXdmIlhjmCPJP0J2z/nzFwYZA4RbT5o0SedQn28aRS54ZgyBlT6LFy+SCRMmKDoYx7E5o5IGRx8EPNDomITKlS2vMLrWa/21T9gcqm280p977jlp2DBAVatVPwoElPHXfZ5VO4TOxI8fXydtJMvly5crTC3POmbMWK8YA6IGcBAlEyIQm23btZMhgwd7fCR3qmJzIVJku3Zt1SmHAWczBIYygVszgeGMhwq0bbs2CneKeQstEPjmgB3VrOmdSYiJkDZhNGrUqKZ+BaSthkknzXX/fv3URDd69Bi1sV6/dk2WLlmqqa1Z7CmMTdpByho95kvNysnx7du2Sa7cuQS8iWdV6KMJ5XtWfbDv638K4MfSu3cvdYbFb8zfpW6dOvLKK6+oecBVKC7zGHguRjj19/0jQ3vPjCFAbYNkQYrf3Xt2OWiBhDFv/nydbGbMmK4pTD9p8qkULVZMcuTI4ajn752+/frJyBEjNBzOJLYZO26MqrJBl/MmjbC/++TP9txJ8ThT4nkeJ85bkjlTZildurQ6abq695rVqzVjJe+MhYCwrIwZM7qq6vOxUaO+dIDe0LZxPvS5oWh8wYIFC2Xu3DkyePAgZZQxsxEXjdmARXDXzp1u350rskBjnARJsQ0zvHXbFq2WIEECdfhEGhs8ZLAyyGTwa9eunYNxNNIVJqkMGTI6MAg8hWK56kdEHAOciBwdaDXMPmFgVhhgmGYDG4yqGPhjPMwpV65cFqNpQAsBDgGgQQZMCCbbLuFDAb5DsgAS9ofJy1OEUGh6AXP84KcHMnPkrBAvx0m6SOEiIdaJyicjnCGAEejSpbMDgIOJLGHCRKquPH36bBBbELZKBlrnLl3CncZMcL1699aF7uv1XytjgLMjDo18BNG1wPXyh+qZ5+30eSfHJJk5cxZ5M/abMmz4cF2gYZrWrlkjZ86c0fTD+FqQictfBaaLxYjUxhSceeLGjStZsmaROnXq+us2UbIdmKSJEyZogrCmnzWTadOnyq2bt6Rs2bKaPjlZ8mQ+J4nim4cpAMoZx04K9/hq2VL9/rHRZsqYWfCvAZUQyYjxS/pmUk5jetq/b1+QtNmRgbgs3lZHRRZ3w8A49w/EQeL9mWfatW+rSZAY8+xnyphJq5coXkJ9KoA7hpk4euSo5MqZSwGDyLS6etWqYD4Xzvexf/tOAcxZX44apaZjvjfMun/9/bfvDXlxBX4DIA+6K8yP27Zu1YywzIPRtUQIQ4CqGftwvLjx5N79eyqJnj17RmE6iRSgwKE5D9pnISVyz7FjxsrT355qKlNQq06dPil47EdW6ccfHyd2ff6I+jDIj6iKmzVvqgsBdEGb8HnnTup0iVRp6vnj/qYNGAySMC1ftlx+vBMYmrhk6WIpXrxEjNMaEKoLwiPjAmRIGCQQP4cMHip9+/aTKVOmCMmZSN8MzgOhhJ99+qmMGDkymLOUoa/z9qWXXtZwXsBWSHdNMqvXX39D7t+/r+8ZB1K0EG1at9bIkPz5CujiOWbMGEWbJBSLDJnhXUwEgzf3cWUyYCF3VwAt4nyG9BkdGRHZx1xJMSYbciTAFMEIkVRoytRAlEM0B3bxPwVgzNBM5cyRSzWTYJbkzZtX+vQOBJRq1ry5zgm8kyVLFmtYe2h7Abw7mC3OBUaAtO0gqwJ3jtAYnUu4MwRINi1bNpe0adJJ2rRpHaFlqO6sDIAZdJGB2OAmtGjeXPuLdMREOXHSBAEHfuiwYZGhi+HWB6vDn/EQNx65wBiTtZIBGB7MAA+F7W7vt3sdgDYZM2ZSZMTq1atJ8+bNQ+VEFG7ECueGkTzPXzinjECPHj016VCevHk0IRHQy5s3bVZ/G7qBNIVZCMaVnCHffrsvyPiiDu8tbdrU2uu4ceMJcdQ4UBF6BaY6mAKACZUrW04SJ0ks27dtV4aQkC5w+tetWx/Eycpfj+8tOFlY7kcugxs3b2gTVsRG0+YHyT9QiGPMASxE+GQ0atRIT6MVeT9pUs2RkDlLZnV8/fSTz2ytgCFeOG2Zi0wqdYQR8AImTZ6kqYC5ZYkSxTSxFg6tfMP4HlnXFF+6xRwHXDXjyMxtMAOA4QUEBHh01vXlXpG5brgzBEiWmAKcS2hfnHM74fWbTHRkqZs+Y4aG2E2dOkUOHjqgISncE44yJhTsw5gJgHzdsGGT5M2XV6X38Hx2YI2ROkkZzOBkYN69e0fGjh2rkKKRiXkMTzoQ+zx33hyNeoERoJBSGIAlFnc8/X///Xd1fjX9QItF6Gy5cmWlbt26ClRkxlrOnNl1QUf9+vprr+u75DoAXFzhb+TOHXhP03ZU2TqbDNAYjB07ThdyTAnY/WPHih3kcVjwS5cqI9VrVNPjmBk4Rtm0eZNqA9AE5MyZSyMo8CEwGgJXiYyCNG7/CDMFmAuI/bcKLITOzl8wX2BYyRMA02DNveLrTfFfO3jwgJpQwd04cvSIJH0/qSRK6Drpla/tR4X64c4QRAUiOPcRJoZkOfxRWrZsJfHjxVd1bZ8+gSojd4huzm1F9d9lypSRocOGSo3qNZV7nj9vvi5IOPoYDYK/n9HZNMMkAFIlajvs1zGFIWBSooDZQHa0lStWqgNu1SqB8MCkLAYKGomWP1Mw5+DtD+BQ0aLFVGoCDRJ/ACJDwB7wlOLYtBXVtvHfftuRYti579YkQeacVTsBAqer9MGkF8asYAr3cNWWOR9VtjBH1uePzP02Uru1j02bNpWRI0eoXw2oqbHeiGU97fN+ufLlZNlXy1TYw29s3LjxMWauMcSyGQJDCQ/bGjVrqqNVvfp1NdVr9uw5hERLZL1y9bF6aC7KnMbhkBh0fClq1aqhqjky5YUXM2AlDGFGGzdsVFXv7du3NCIF2NHIUHyxaYe2v+ClA5mKwx8ZBUktDQgLDCsFnwLn9NIk5iEJ0fQZ02Xw4CECsucXffrI9h3b1MeAbzU6f6+hpXVMvC6qMAOu3g0M8JQpk6VE8ZIycdJESfBuAtm7d6+UKl3aVXWPx9QMGjee4hs0b95MMCFhRohp5ZlBF/ub0J4m6JCgZLk2pPPWvuJbsHHTBlXVmuPDh4+IthKXeUYGIPHuqKPD+rwwUiS/MSV9+vRy6tQpYWsKjmzkOiBLI2lj9x/Yr74c9evVlx49e5pqMXYLdgfIj6aA3UF54YUX1bwC3X7+5WdNRY36m0Qs8eLHt5kBQzB7G6UpgIaSfAE40DZoEKBOtmAU7Nz5bwi7Lw84bOhQ9RMjpNrkx/Hl+uhS19YQ+PgmUSmuWbtarwLMCC9YvFAbNmgkhYsUibYTLs5+qPKd1fk+kk9Qg7PQA3NL+fnJz9Krdy9FwNu9Z7eGOZKHHGe3TZu2yPbt2zTagLovv/ySlChZUvLnz6chYeMnTPD19lG+vgn7IyTXpGh9+uuvcuLkCU1BnCtXLrl7767CusaO/aaMHj02iN01yhPAb2CS2QAAIABJREFUfgCbAuBCXL0iPz38SX1p3kvyns67zMUwyr6iF/b94gt5+eWXVfgIrYYhurwUW0MgIr5oCHjxkyZOlMlTJsv9+/cc3wHMQZnSZaXT5587jkWFHRz28IvAEYtCkiHQGV0hdYX2edAuGChqaxs48RBt0rZtaw075dyaNeuC2O0qV6oktevUVmx8UMJQoRNqR+QHKk9f1HoTJwYyEM2aNVcnpGLFisigQYMV48B6ztpHd/tHjhwRgGxSpkzprkq4HydU98iRw3L+3HlZu26tYFYxScKqVK0S7bVW4U5g+waRlgKzZ82SpMkCHf7GjhurKbmJNEBT5irCxt2DMIaML4Uvc4m79qL6cVtDEIo32LRZM+Fv6dIlqpJ98OCBwBB8vX6dVKhQIULs66HodrBLdu/epU45hLThnYsdrUFAgNarW69esPq+HmjVqqU6+jx+8ljR9IhYyJY1m+AAhOc7SY1Io4u5hvBUUO+MwyB9IQb/8pXvHAsbzEvx4sWF1NffXf5O9n77rU8MAXkSdu8KzBJ44MB+lbBx1qOQ66FcuXJeP+LGjRskfbr0z4whMCYyGICLly4qMwBGABktbR8Br1+jXTEKUgBzwcpVK2Tu3Ply7txZDUtO8UEKRbjt3q2bziUmssbT4+Fj069ff5/mEU9tRuXzz0Xlzj/rvrOI1q8foEiLKVOm0u6Q7jWyF2Jtia/F83zC+ImObF4Mop69esnWbVuDeK2H9nlaNG8hp06f0rBBojLImVCkaFHNR37z5k1dxBL8gw6GoxwJfL78cpTebtGihTJj5nR1YiSuHjthQEA99TUAYhe43m7du/rUNULG8EWgwBi0btVaNmzcoL85/mHq1Mqs1KxRQ7VGbGFMCLtkAeavWdOmgnZgwoTx0rxFM63PMc5lzZpFNQ8wPOzz17VLFz1XsmQJ3QI77I8CE5Uta3bVmDCpoW1p07ZtlGIGYPBCKnynTP6e6oXUBtop2rFL9KAA3wJgaSQ2QnjAbPb48SOFUGf+Gj1mjFeL+8mTJ4XxXadOLQkIaBA9iOOHp7AZgjASEaRFVLUvvPCChocRfRBZC5PjhPHjpVq1j1RCB/EO+z1QwWT5IncEDn/Zs2WX7t27CV7+oZ2QGbidu3RWFR4x4CaFqAEbqVa9mp4rXqy4alqgGVn4iGhgcS1SpKgcPHhYtQcrVqySYkWLqTocp8bChQKxxIkv96UY9T4xyzAA+Hzcu3dXF3ja4fyY0aOlUGGyCN7ULbkD1q1bpz4PHJs4aZJkzZpVf8NMgXAH/C3nRo0cJT179NAu0e60adOldZs2+huP/5UrVysj4UufQ6q7YuVKTTJUsUJFDQUdNXKkXxi5kO7pj3N8G/iSwOBZC98nseQGXInvlMkfTZOvhXaAYa5bt7Z+7yTP4nu2S9SlAIxdmzat1OnP+Amg6QNUC43B+q+/9urhMBPUrFldcTqMH471Qph2IwDMnz/Peira79smgzC+YmN36t27T6SXzphwN23eqE9MAqctW7dIq5atVDJGBT5z5kyNUQcqtF69egrMhF2Oa5xBQTyRDbU1aY3dhScCsAN6Jf3AJ+B4quMaxQAiJIWF9pNPPtV9aNyxUyfdJ+yOUrhI4RCxx7WSi3+lSpaSZcu+ErZIFEwmPDu/KTwvUMCDBg3U32TY/OTTTzX/BloB6oPrby3f7t2jE4j1GPswDmgLnPed64XlN88AbUj8xeIJQ+OvRFwwg+7eX2j7zDc4YsRwDeuiDey3+Ku88sqrChWcN09eKViooDp4DR8+XM0hCxcu8up2tA0m/d07d2XV6pXSunUb9elB+0SWTmCfibYI6ZkwowFI1qBhw0g/nr0iSjSpxLsFVyOgfoMgCbxwJMSJNlas2GpKdJcFEU0fydiSvJdE8WUGDBgoY8aOcUmdJUuWyP79B3XsLl2yxGWd6HrQZgj89Gajgt2WPiJtU5DSDOoXg2379u26MJPv/uKlC5r3e8qUqXLp4kW59N0lnydHJnlXEy/S39GjR+XW7VvKfNCX6TOmKRrc9evXtG+5cuZWVDn98c8/Fj5rCS0iGXkSunbtos6EtIc2gMW/a9du2jxOSezjeGgtGzdu0p+YAQ4fCkx29ejxIz0Gk7Bo8WJHdcMEOA6E8w60KVe+vOSfXyAY3UJza1Jaf7NhvWpwmEhB4jMantC0Z70GhiVlipSKp4B6N1OmDJIoUWIBAOurr75S3xCwJpY+XSq3bt2UDh06eO3gyrd1+vRpKVuurCxbtkJvCzNQrFhRuXjxgkayWPvivL982TJlBsF3wGmtQ8d/wzqd69q/I44CzFVEcqG5tL4TpHgSsDFvTJw4WTJkyBCsU3t271YtaO5cuSV27NjKDDBeKleuIrly5ZaAgPrBrkG7R5I1yuEjh4Odj84HbJNBdH67ITybYQaogoScKmUq+bzT50Ko2pQp0yR/vvxqXti4caM0aNAg2KSM9MifN/ZZGI5mzZqqNDhr9kzBzwK0PBZSOHsKg5rkPEQZzJw1y+fQoRAeNcipxIkS62/8CSgkrLFuUfGTJteoDPEfQG1ofkOnbNmzS5IkSZSxQNNBYiBz3l8+AtopH/9lz5FdTS6+XGZU9Ey6prAgk2b2xIlT8uabcWTgwAHmVJi2qOz3H9gn/fr3d7QzeNAQuXnzhkp3RLoULlRYJ/a4b8XVOuBV8P14KvR/5qwZmqK5UaPGakeeNXOmNG7USJkB0BsH9B/okkmlba4n3Tm2aaRIJE+7PHsKMMdgJiBVtdEOml4dOnREYaRJ0NW+fVs5cvjfxRvzJ8zA+QvndV4jJwKJiZwFC9OWvQ2kgB12GIqwQ+vHYw1bsR6PSvvz582TWLEDPfArVKwg+fMXkFWrVipGABNlvvz5HBIiAxTVdI7sOfURid8NKR0oPgnkIABJ7Jdff1HHQqTOevXqKPMBIhiOjMb0QqOod4FL3rJla1QiY7j11aQ+/vPPP+X9pO8rYiNYDTA1JhUxDpm8F3e4AyzGpPg1yJrz5s4Vskhmz5ZDUqdOLeu/WS8NGzbU94ynNmYQNANISi1btpAK5SsKiX24p7chqTAbyZIm00WY7wifAeewUojGGOKbMBEmhpBgLsyYPl22bd8qgwYOdruYUx+mAal+85ZNcuzYCW0CutWuXUvy5c2niZ9Mu+62+NfcvXtXT7do2dJnrZi7du3joaMAcw0puPF1cmcKyJgxvX7z5DqZPXu2puJ+/vnnpU3rtrJr1y75atkytzdHk4eGwGj/TEW0gAAccX7kiBHqN2TORfetbTII4xvG1o2kG5ULXurTpk+V6tVqKDPAs5C7wXj8sxDAIBw5fESzwOFjkL9AflmzZo0UzFjQ7aOjwsUeD2pevvz5g9QbP36iRhW4GuiAg8R0gBBDLMNwEl74QYoP5P69+3qK1LxbNm9RLARyHFBIRWzV/Jg2YMqIKCESgcRI+EmQRXLokGGSPUcOTZmcM0dOZdxwikWaQvPTsWMHxXM/deqMZknELk/2T6R6MoJ6KsBem0IueSZp50Wf81Zm0NRnS13MCjiLDRo8SKX2Vq1aOcJQrXVhUooUKSJHjx11HMZcgNbrk0+b6POQWtsVfcwFzVsEgmWZ3/Y24igAw4gmAA1l+XLlNQQZADN3zMC0aVNl7ty58tdffyvjxnu9c+eOfiNEII0YOdynPA1W5qB69eqOrKDglMSkYmsIwqghIAvimdNnpGWrVlH2u0G6un7tWhAJjAUBL28KIZXgK1BmzZopeXLn1Uk8TZo0Qa7RCpZ/rVu3koEDB7lcBCzV7N0QKIDknDdvbpk6dXqoJVYiH3ASNcwXkrdZmMHS6NChvTRv1kJ27Nyhjn2YDL76apl65cNI4JyXJnUaOXvurKxatUquXLkiSZMmlQ4dOoa4wFofi7DRwYMGB2MMYXgAVyIxzcNHDwUERndqXVDoBgzo7/CDsbbPPt8x0THYmq1566EhC8jy5cuFiIwqVas6X2r/foYUQHAgegjIYMqGDRuE7J7uvgXMc5SkSZOpn8vVq1cEvyPMUQgf7yZI4JbJ1Avtf24pYGsI3JLGuxOoUOfMmeNd5Uhay50DILZxQuoyZ8qsjAB21bp16imSobtHMXkKuO7kyRMy+ssvpV79+iq9ubvGPu6eAiyO9esFaPZCX2CjWRzPnj2jqarPnD0tWbNlc9zEMAMcIBUypXDhwhqdALOAOWfwoEGSKXMmAbQKO36t2jWlT58vBI9/+tSubVtNohSSxO24oYg6dG3atEknaxZoTBzTpk2Tw0cOaZImjuFoSn4GNBm1atcStBVoD+iT0SKg3YBZNU68PCeFb5g/vMdhCrAh40tAob8VKlTUb3jfvn0qfTZrHtRpVCva/yKcAjADJCWyoo4axtVdZwhHJlS6QvkK8macN6VixUoaYorDtPlO3F1rjhumwvx2tSWUOKYVW0MQRg0Bdko+zqicOczdR48ab8nixZIhYwZV05pJ2F19pECcBSkMTPIVPH78WJIn/yBSMgQ4ABJKaC1gBRAuGJkKi9vJEye91kIZ9WuWzFnVtFOrVm2XUjffbokSxYQ0yqRY/nL0aH1sFmdQIrdt36YmiY8++kj9D/AF4f22bdtOfz/86WGQ3Bb4DBw/dlwOHjogoHcSsVG7dh0N8+ReFBbnzJmyKLJnxowZpWy5csF8Ekw7SHwwAPg9cF/6WLly5SBaKXwjMGWBrGm+T54fOOw2bdpK9eo19J4wFfgwkDoa85ivYbSR6XuIzH3hfaBV4r15mhN5T0QPtG7dWpFSfXmuah9/LD/8+IN+F6FZuGEIQrrO03lf+hqV6toagjC+LSZPJj6r1BLGJiPN5Uh/Jv7fXaeQ0Ij9Js8AkzaIhISoecupu2s3oo4DLlT+H3NIRN3T1/usXrVaKlWu5PVlgZNsGw2x4iJAp2DMcB60hm3hZEjhnfXv38/RPot2ny++kI4/d5Ljx46pdoAIkEePArHi8S2pWKGSQnWzqKf68EONOCF+Gxs/uA14fA8cNEAZLlS7+Nk899xzUqJkCYeDquOGTjv4Hlj9D5xOB/lpwiHRDpjCdztwwCB1suSYiTqASSEskWyd3mo2TJv21jMFTOIyIIWBJGdO3L5tmzqN8q0ZWG0YgdWrVinK5rBhw71+16YHMHcwi+vWrRdSFeNjglYBP4BcuQKB4QAcWr58hYMRBoyM3CUUV2BEpu2YvrXDDsP4BbDwFS1STM6cOR3GlqLe5ZgHgP4cOnSIDu53331XGjZsFGWYAXcUR3NgEMrMPuGHBn6YcwbeGI9koIyZjJAqrHVo3xqySBu+lkULF8r9B/c9LqKmXSZhFu4mTT5RtTnHl361RG2y+fIFdX5l4Y8T5y01K6BNcC6cxxkUSQ8kOKQ+ohJwRiSXByGJAwYOkPv3Ax0dCenk/jdv3JC0adMKuSvI8TF+/AR1VCTc0CzgzvcKy2/atDIE9IEoFZxf0RBQeJZ48eKr0yGhonbxHwUQCjAx4VtCYqGDBw9o4/gg4bCcO09u/Q2SJoWIAJKU8V2BOMi78aUwz1B450UKF1GfA37j4I1WEsmf6CXGpCm3b91SfBHOOUcVmDr2VsRmCPzwFeAAs2zZMq/ipf1wu0jTBF7oLBLE5CdMmEi2bt0eafrmbUfIR8BCbv5Cuo6F5syZc44qTC59v+grTZoE2qo50b1bd0U5GzFihOY1YAvqGX/ARKNR8qUY8CPu7U1hMmaR5z6nTwUyqdhckZJz58kTrIlKlSqp5mDosGGOc1yLFIbDH1t8QV577XXVhFWrVk0lvfTp08uRI0c142ePHt1l5cqVsnvPLkUhZJ+FgOvwO8GPJCILNAD8iJAz62IDOM1vvz1VpiUi+xOd78V3iZSOBmDe/PlKb767Rg0b61ghSoRvj++AvCaUbNmyKwx5/37/aqV8odHq1atU48S9wTVp1bq143LmIgrhuefP/TtWz5w9I1OnTtVx/iyxQhwdjaQ7NkPghxcDlwskarlyZRR8B0eZmFBAmKPcuHFDsmbJGmTyjSrPj8mAhd38hdTvXDlz6TPyvOA1UDA3gGxmSqHChTV2H3s23vqcQ43JH/sXLlwwVb3afvZZUwU+uvdPfLy7i5DSsN+irSGJFAvhiH8kMsLv3JVPP/1MSpQooY52pg6JpVD5AivcrVtXIVoE1EBCRZ0dvpDWyDh37nzg5EtaaqIFunTtrM2hIQBHwDj/mXuE55Z8GFeuXlE8CysDNmHiRMXP+PWXX8Lz9jGubWNKIhS2T+/eAl4G3xQMJWX//v0KUf706a/6TSHJN2rcWB1KTf4BQIRCKjCm/MG4jx07Rj5r2lTQOMB4eGOeBHkUBpZxfu1qICJqSPeLqedsHwI/vfkZM2eqVFauXFnJmSsQBc9PTUfKZuDOf/01cGLFJsdkG10KUgaLPuXY0WOqAbE+G+fXrF4jderU1UyIqKJN2bF9uyRMlEil0DfeeEPV1OvWfe2AQjX1fNkmT5bcYQ/HFs9kiA0cBuDOj4HZNS9duiQXLl7QqAATRcAEStm3b69KaLdv3ZZ06dMJKZ+x42LT/+OPP9QJkHwSaHuw6aLqb9yoiUJKEw5IYSJ1VRYtWqIYFcYHAX+EyZMny4svvqTSOI6AwCDXqlVTataoKbVq13b0m+RSxhGQ78momg2Ykav7eXNMJdCP7mmcOqYDtDiUEydPyImTx+Xa9aAhtt60addxTQHeHyGx06dNU+dqvs+bt26qiYkr0KjlypVLE5VduXxZRo0apWHaRYsWU7Ap8kvAZN7+/rbrG4go4uBnTT/TdOPW75+06s4hpPjKUB49fKTj0DRK1tHSpUsLDLtd3FPAjjIIY5SBM2nhYHF2sdo0netEl98sKk2aNBLQCk+fPhvlHstVlAEaA9Ig16hRXSV6JiC0AbFjxdash2Q7ROps0rixovnBDJDVEEQ/tAAwR0jMAJrAMOBDQO4ECm2RGMmqxvaWaNwT4BUAoqZPn655J95L8p6ULlNaJZ6kyZLq/fDmP3TooMbr453Pgo4EZRwIySMBqBSLrimvvvaafq/YfLHrkr8CYCju2aVzZ4kfP7707tPHVHe5BY9jyJDBGgmwZu1qKVigkCRLlkwjIwoUyK/MQfz4b8svv/ysfW/QoKGGAZI3AMYJHwXCDZHsy5YpGyR6weUNvTxIsqJNGzepL0OKFCnk3Llz0rRpU0n8j2rZy2bsal5SAF8CGNNuXbtJipQpg0nvRMxcvXLVgRyJFsqZ2SSkFX8Txgnfc8mSxaV2rTpBvgnmHoCM8Fkw48nqVMi4BG1w3LixykhYxzRjkzHpfF/rIzKPh3TeWjc67dsMgZ8ZAlRmhw4f0gUhujMFDP4NG79RSXPLlm3BBn90GiiensVMRhExidSvV0+279gm7dq1FyStvl98oUA8M2fM0GQsSRInkTp16gQJz/PUf1T62IKZyI1ZAIagXt26QpplbwqTN+YJAISY9Mn58MrLL2uUAnSBoZk6ZYpGIaDWv3z5sqZBPnb8mDIJpUqVkldeeUWlO18wF5z7NmL4cMmSNYvSxpy7dvWqtGvfVnE1YFa+6BuoNTDn7W3YKMD3wyL7/H+fl8lTpuh34KrFBgEBAqAZ79fAoFvHDN8OUTVPfn6ilz958lhSfJBSatepo1oxNEnMq0Q2oR0LCTbd1f3NMU8Lvqfzpp3otrVNBn5+o4RrweEO6N9fqn5U1SXMqp9v+Uya2759m4b+cPP06TPEaGYgIl8AkviDnx4oIhu22UEDB8qDn+4LGQpZjCdMmBgq7RQTOovx2rVrHQwBkpe3zAA0sPoqkD4YFTHOXDg1UmACuvfo4SCXIiIuC/S3wRZMuut58+Y6zodmp23bNhpiCUNgLe8nTSrLlwcyNkil2LuN1sRaL7rs84yecAD8+aws0CdOHNekWNbvwHoPGMyt27ZoRkuQCSlEglDwN+jXt6+eI3Jg67atmvAMlFS0b2BIoPEC8OzxP1lG589fqNe6+8eibhffKGBrCPysIYD8TNQNGwYIDlZws2DMh0Xi8e2Vhn9tksiQo6BkiVJSs2ZN2y4X/iRX9f26dWsVyS88QHVIaPTjnR+kV68+EQoihZ8DqIWEN7Jg4IND/gFXqbO9JfOUyZMlRcoUQTQEXHv3zh2pXqOaZMqUWb78MhCEyds27XohUwCGcumSJer1DwPoiilAg5QvXx4FtipUqLD62bDQw7jAwJiCbwuLP5EJhCjCvNEmpix8DYDaxjfBmArMdc5bTwyBVTPh6tqQzjvXjy6/7SiDcHiTONEsWfKVejQ///wLGnOLej2qFwY94CMnTpyQyZOnahYw20kn/N8qntjkM9i8abNqBsIDVAdHxYcPH2lUAfczXt3ePB3SHRkqmfB9LThAmsRXCxcu0KyYYWEGQrp//Lff1sWHlNeErtnFfxRA8Alo0EDDCcePC5T+nVuHSZg9a448uP9AU1z/8EMgTgDMANoaAxgEVDfYFm/FeUu1RmTd5Fq+k2rVqitz4Ckqwfne9m/vKGCbDLyjk8+1iNMGCvbY0aPy9Len6l0LkA8e0FGxYO8bPGSwZMuazRFvHNbnYFDjeORKmghr29HlemiEJ7a7tMb+ek6YDJPQiCRAqPOx44IlANxv/wEDgklkMAKNGjVUSS5hgoRy5vOOuiBUrlJFTUieJDjnvpO9jiiF8CgwAL/8/ItGOeDEaBf/U4Col+w5ssuUKVPUBOAqHJBFPVPmzHrzzp0/1+9l7bo1+m3BIJARc87c2dKmTRtxB7kN88C8YRf/U8BmCPxPU0eLLHQmje9LL74k4yeMV4YAjpikMiWKl3CJ5e5oIJLs4MjTrHlTDUkDc8EuEUeBHj27q/NgeGgFXD0FqH9WNEG0QmNGjxYyJhrPb3Md8eTgT5hMn3wnxIafP39eQYq6desu//3vfwWJ3GgBuBYmB5AavP8JV0W65Lrff/89GKSwUfNzXbJkyWXs2HEO2/+Z06cF+mBXxsGSJDfOhT5eunhJ6tStq0mPpkydrBEQtlOhM6XC/nvH9h3qI0BLpUuXlIsXA3EInFs2jCIqecxEx08cl6dPn0qihIkVWtsKr+18Lb+53rTh6rx9LPQUsBmC0NPOpyvJNnf9+jVBS0AcOwlj1q9fr21Edv8C4HNx+vI3M2BdJHwiZgyqjBRuXaAj+tFZrFu3aaPOi2nTpla0QjQGZAs8e+asGBhZ+kVM+oCBA7WLJuslP7p07aJ5LggrvHwlcJGoXKmKnD13RrJnD4RMxnmsbt26wR5v7769Uqtmbfn0s8+kd69eAkCTcQZk/HTp0lXIOIqmolix4nqOuqYQhcEfxfYbMFQJn23PXr10QW/duqUDx8PTnVjYCem9dOmihoN6qm+fD18K2AxB+NLX0TraArLEkTEubZp08tZbb2lo2MoVK8PV4RAJj7h0EswwYfObJETLly1XKQ2PXeLDcd5h8icTXanSpTSkx2SiI6QOUA+7RDwFkIox14SXXd2bJ+K7QDtAMYlpyJIYO/ab0reva/hZTGPGPAbDa75DED3Ns2Bz9qa8myAQuz5RokTqhU7EAAUQmtdfe12dzh4+/ElAICxfvqzHJiPS+95jZ6JRBTREOPwh+GAuIKw0efLkIT4hoagvvPCCzj2lS5cJsa71JD4rFKOBtZ6z90NPAZshCD3tvLrSOFrBEIDpPXfuHEHqIX4fJ5qbN2/IurVrpVz58l6150sl1Lzgy1PIyAgSHaVQwcIKAEMURPlyFVTaA0SGvtapU1vhb0GYI64YEA+AbBYsWGAPPqVexP2bNm2q/PXXX/Le++9H3E093AnTBSYCYybwUN1xGqbCWdMBc9GzZw+ZOHGS1gP6e+nSZQ70QsfFbnZq1KghLVo217Nx4sRx1ArJO9yT57mjEXvHZwogcJDKGGHj27171DTkiSEAqAiNz7lzvkF624yAz6/HqwvsKAOvyBT6SsSJs8iasnjxUildKlDaBtEOG9rYcWNU8jJ1wrolJpgwsiNHD0u/fv0VcevEiVPqnUvs7vPPPy85sueQ2LFjqQ03Q4YMapODq9+3b7+cPXteHSJJEIP9mBChy1cu6wAPa9/s6z1TgG8CLIvZs2erBM5iGh0LzMXt22Sh66JAMzyjq2fFGZCCo+O77wRqC/idNl06jRpA4n/vvfeFKAK7PFsKGK0QAogzrLCrnpHmevCQIa5O2ceeAQVsDUE4E51IA2vZumWL7N6zWzJmzKR+BOC+9+7VW2E4/YFX0KJFc03FXKRwUTl06EgQ5xu0FPwVKFDA2iW3+2nTpdVFiUkasJBFixYFcQ5ze6F9IlQUwF+gQ/v2ysiVLlUm1CBDobr5M7po/LgJKuUDakMhlt1qSsiTO49iB+AMiBaAtMsGZ4D6/foFRiUQmmaXZ08BTEO3bt/S6AFPjn9LliwWMqZSQtLqhNdT2dqi4JS1GYLgNAnXIzVr1ZJvvvlG7t0PTGeLNAiQ0dy586VevTry9jtvB1Ot+tIh7HaYAfyRbAjvcOyB2LBJMwpgyNhx4zSkiH6jUfA06H3pe0yvO3bMGMmYMaMjS2FMoEeqDz+UunXqqRNaj549pUqVSpoMx/gZGOwAKy2cnQat57zd12961iz9ftt36OBSM+FtW3a9fykA/HWxosU85r7APAkzgHbHVXjivy2Gfu9ZMBmh723kuNJmCJ7Be5g1e7YAQTtr1iy9+4yZ0wXHPZgCUs1euXwliJTkSxfx+naldvWlDVPXRAEQLsnAbdAgQGbPniVz5szR5DiHDh+UY8dOmOr2NpQUgLnC3wNYV09wrKG8RaS+rEjRoqohQ3tFiuUWLZopHdx9x1ZUu9A8GNfjyPbSSy9J6g/TqLkC1bVdQk8B/EFGjBgucd+KK8C3uytGKgeyeMSIkeHGDLi7v308ZArYPgQh0yfczoLbvmPHTmnbtq1meyNpeHX7AAAgAElEQVRFLJwyqW7J/IbqLTSFLHbvJ/WfExoQoTg+rl//tUYnBAQ0kC1btmrWPiB0jbdvaPpqXxNIgV07d8rFSxdDXASjM63wJSDr4fBhw9ScVbRIMfVdCa9nJuskET8wYrFixZIpUyYLcNx842gOANhha/0zx0aOGKFoneHVt6ja7unTpzSXAQBWIRWkdoSLsuXKKuqgqbt06RLbR8kQ4xluY4yGwHCmz5DWLm8dO3Zs9STHGxd4WiTEChXKSc2a1WXcuAnBgFpcNmI5uG37VmneooXlSNh2wRH/qOrHGnnw8suvaGPA2hL3DbDSwUMH5Y8//giXKImw9TzqXL1kyRL1J3EnEUedJwl9TzGlkX4ZfIOu3boJYY1IneEByES2PTR0+fLml4QJE0q79u3l4MEDcurkKTl8KDAR0/0H9x0Pc/XqFYkbN668/15SDXU8eeqEFC9e3BE+6agYQ3dglmCqkPrJP5ApUwalBMmkEHLwjQFg6s8//1QfJI45mwmAJIZBcy4cA//CpBN3Pm9+M797MhGYjKTmGrakOy9foYL1kNv9I0eOaLZOUqBPnDhBBg0aqP3iAlKdR4cSbZIbRdWXgc2/ePGi8vLLL+uAYNG9cOGikMJ19pxZPkHWnjh+XDp26iDffXfFb+RAA/DJp010sOOXQMY6Sq5cOWXBgoU6sIsVKyoXLwaGDXkalH7rWDRpiHSvAwb0l6lTp3sdbhdNHj3YY5AnI8l7SaR9+w5i0og3a9os2MLryWQQ0jdoBAO0W5Q2bVppfgjgdL31h+GdjRs3Trp07hKsb8Eeyo8HWHjBEwkPJim03aRPvXv3csBbky6b8MP9B/Y5wpyZ05YtW65zB2YhV4V5BvobM6WpM3/+PBkxYoSkSplKFi1ebA6HagtDEBBQXzZu3KTX79i+Xdq1bydHjhz1ub2SJUvI4MFDJGvWQGAtnxuIpBfYJoNn/GLQDFy+fFV69+6jPeE3XDHwnd2799AJC0nJm/K/P/4nqEP9VdAEUPr0+UI++eSTIL4JhhlA1ff997fVJhvSROyvPkWndnCs6tSpozJ9TKIxvSB1r1oVmHQIO3TlypWla7cuoTafuaPn3DnzdFFlYe3Ro6cu7kihbdu0cXdJkOMgdlapUkX7BhMDIA/mhfAu3+75VtMA16//bKRR52cktHnUqJFqAiCaqkSJ4nLn7o+SIkUKIUER8wF/CDiENrtjBqAbuALOzADH16xeI6NGjpILFy/IxYsXlcSDBw8SGDv+YBgohtFr1rSp4xz7nooZd66uQyNgvQ+/qcc9CRmvXLmi7vMbZgMmgfre3NdTv57VeVtD8Kwo7+K+qDEXLJgvixYtcQweoynwRoL8aulSif1mbGnatJmL1r0/ZJLWXLly2e1FhMVNmTpVz586dUqaNGmsMeUcAFyGjI92CZkCYA1QfAX5CbnVqH0Wx9XKlSoL2ReRGHv17KkPZA1FDKuGABu2c8FnBzyESpUqaYY95/OufsO4Y95jvMSKFVtWrVqt1Yz/j79MQCzE8eLHV8m7a5cusm//XnnxxRdlxYpVQZh0V3301zGgqIkK4Dn//vsvxYQgDHTjxs2OuQo68P4oPbr3CDOQGQxAjRrVZefOXQroRrvNmjXXRddZ1c9CbBVIuLZYsSJBjrkyGaxcuTqIlG+9jgW+e7fuQiQMablhTAi9xmRgNARnz57R571x44Zg/qV/NWvUkGbNmkXJtPDPREMAR5U1axaHzQjOCwJ7U3ipa9esUY7McIXurmPAUsdwke7q+XKctvzZnvXeOBoyWVk5aT7QggUKCfkEPJVkyZPJN+sDIT091eU89DFpbhnMFKTWjz6qovQFywBgIzKQgZsA2IgpOEECukQhs+PmzVvUngZGPbHhefLklpMnT5rq9taJAqhIt2zdLNjO7fIvBYYPHyGHDh2Slv/4waRNm1YXn39rhM8eizf5RcaOHeP1DWBYMmXMrItkr16BOAgwA7Vq1ZTr16553U5IFWEGSCyGf0XDhg2EyB4KKKMs0M5Se0hteTpH32kPjSRbo/nALEBE1H/+8x8B6nzGjFkKcnb8+Mkgc5X6BiQPDEV+/OSxp9t5PH/gwH65d+/uPz4EA2XFihV6Df4EzVs007kdbYG1MDcjocMMuCqgwxrNBVuj8nd1HVoA0rsnSJBAzQpvxIrlqkk9du3qNcmVK7fuY9qIqmnhn5lTIS963LixmpzELZVdnDh86JBi8GfL7jmN8KpVKyVevPiqdvKX04e/2nHxaC4P4cAE9wln7kmSBCWsf/9+usiTZ95dsWoAcKzCEQioUZgRBjX2VbbHjx2T8xfO64Jft149OXL4sAwbPkxNBPnzFZCFixYoDDMZ71Dx5s6dR778cpRU+7i6Zi9zd3/7uMj1G9cFICqjsrRpEkgB6NGte3cBxhjmFCkUISC8C4vhsmXLpHVr78wGpj941V+9elX2frtXcyrMmDFDF00ken8UmIFPmnyq4wmGvGDBgsLCNGTwYNm+Y5uOT4PZEJb7jf7yS41ugjEyGg5wRwrkL6h5V9q0bqMqfaufBQKF9Tf3Hzd+vHbDCBhh6RNInVYJHqER4ZE5mD8jzbds2Upvwzn8Ddat+1rh1tH4uOqjc5/cXcfagZ8Ba03VqlUkICBQ++F8Pb95N/v371MGAy1O+gzpo6Sj4TPREEBAJkO8q3kZ1oL0j1TPn7HFwAXyMXAMznDChPECY0BBPcNxZ06Rc+7sT+YatsYexUuk0B+0F9Y2rfc3GgJXNiPOcR1/9NcfE9mePXulQUBDSZ8uvfbP0z/oSlY4BoK7QohVoYKFlAFgQqtXr576AOAJTIGZYKBj0yP/AvY9tBZlypaVXDlzqaRw5OgR+euvvyVf3nwCjgLPPH/ePBk0aIjW692nj9oN3fUhph9/4/U3ZP6CeX6V8KILTY2q/YcfftBv8PsfvtewQLNQ+fs5aRdp+8aN69KkySc+Nc84mTd/vjLVx44eU1V54UJFNCujTw25qEwYJAsNWQQHDhokn3fuLLnz5JF06dIp8FiiRInlxPETKsm7uNzrQ2gECHWmgIWCYJAgQUJlBlCPjx4zRucA58WfXBswbdZCHf5atWqpphTrOV/2mYfRUBgJnmvx29i4cYOuC8w3aAGaN2/hYEpSpUqlDHauXDlk967dKgx6Mwe7u27atOlSr35d1VAULVpU0qRJ6/YRyAiKBoN+XblyRSpVquy2bmQ+8Ux8CFg4kXpJAwwXiLdmly6d1fuTxRhbDVxZk8aNpULFCloXlQwfJwwDudSJh+fF4yAEx4yDx/+3dx7wURXbHz8+fe/pXwEbCk8BQSkqICBFpYOAUqRJBykKEqoKCkgPLfQmvQgiXZpIlRKkS1XpqFTFJ4iCoj7r//M9cdabze5mN9lkd5M5n09y9947M3fmd8ucOdVdh+RJ/8TkbtriWl26dNH0qLSFz32ZMqX1+oh8YBjQBZGMyNSh71BiOiPa5oFyPtBJfRCwLcDYClGZ+Vj6agtjH1yrmJQ9UcGC+eN5L9Ss+YymniWVrCfipYfBYMInqhsvPPrvJUvf0Rz12Bqg0+Tl5CNBWT5kJFNi27FjJ81V71SFeLpOejvGM5Ivbz5XJsH0Nn5f4+3cuZMMGjRYmVNWmwOiozW659ix4yTYNgSIxFcsX6ETu/uk56uP3s4xKSBlS6o3QGzsZomO7q866UkTJ3s0tuPaeCiVK1dGc5OsWLHSr2+De5+ZdFu3fl6GxgyTF9u2kdjYDyS6f385fOSQ/PTTz9K5c2e/bSpM27z/s2a9qXEG7DtvUImMbcgkBMCD2Of2227X+OXsw82hSmAy5sWEGTBExj1PZHQ87ue86Z8oZ9pitQvXh44IInkK14cr5KVGjH7+i/N6ztTRHRFlENx1RjArRuJAO8EibAvIJYAYFcPBxAi/6hkzpwuZxIykgC3i/MceK6GJYMzHCl0hekFUBN5o7549smnTRmnStKmLG0d9AQNGcCW2RCz89ZdflTFgdTFkcIyuNNjC9OFXjr0CzIVZVZD6dNnSpd4um+aPN6jfQCe8ND/QJAyQxFo8cxDPJtE9eT8xbgsm8T4h5m/UuJHr2U5u+9jefLh7d5Ka4X0cO3aMtH0xSkhI5sny3jSMR1Kzps9pHJATx4+bwwFtjxw5LLly3q9SPd5jmBGiOGIngLqG8OWBEO82iyoimlpmIBDkwqNsSBkCICDPOqJTiInZ6G2YwBD5e6Ir313xdDjeMaN/4iHnD3JXT8Sr8NcO10fqYOp5sxkwOiOqoW5AcoA6g2Qs6L1o5/uryTesMX3EDRFRHlixeuJDhqjPE6GHxTgLvSbuVDA3bA/sPyAF8heQLl26uqpNmTpFPwDkMfdGpGaGKTFMA4xGt9dei1cc8eaEiW/I5cuX1cZg0uRJmnERtzHyISAtGDxokDz7bF0pVuxRyZ37ft0SFnnJO+/IqFEjXcxLvIbT8E6pUqXkwIHAfaDTMCSuoT1Ts6YsXbpUWrZo4TqG3//48eNd+8n5wbuDy+DqNavljTcmCK6EwaIcOXLIzbfcHHBzvEO8L6zWCc7kD3V+6SU1Ot62bZs/xROUKVq0mPz2+2/6/nEyb568GkOAxQfeHr4YkgSNichrr76qQZwwQJwyJS6ttady9lh4IhByhiB37tzSo8ffD390/2iX3gYO1X1C/s899+ikaFYPnmD1pX/yVN55DDE/wSqYRLEDwHDFE3nSGaG/R7owbOhQDaRhpAue6iflGBPyjh27pEf3HvLPf/1TYxQg7vSkW8XAsHuPHiq6XLVqjTITffr21WNGOkAf7r3nXmVeDNNk+lWy5OPmZ4ItdgXvLFkS7ziRxlC57NmzT//4sDxd9Wl5//2Nylyh7iB5zZo1a2X48BHSv3+0GpT279dfkyYR+atzp07pyjPh6tWrGrY6HpB2RxHgGZ04cZJ8+tmnrvDY2LAULFAw2QixCicg0fYd22TmzDeDLqUpWbKk6rAD6SjMyeLFi1WHzzj9JQKF9Y+OVvWdqRMzZIjXxYIpY7aoIFkgIOJHNQMDwDeGxQeLEAjVhL9EpNRRo0ZrdNMvzn/hb7WILsfi1dilebIdM/ZvzCne5pNwASAkNgThMvhI78f2bdtk6tSpcuDgfnnowYelylNV4mVKZBVE2FVWAZ5sD2Ak2rZtI3XrPitt2rwoUyZPlicrVdIPJLEFcCdMLdq8ebOqWzp26Oh3KNHU6ltKXadTx45SuEjhePcspa4Vqe3C8H508CMxacTz5MktP//8k8/huDO3zsJ8lMuWKafPeNdXX3WeCtpvVGO9evWUMWPipz73dAGYkw0bNsi+/ftk9eo1SVJb4MI6avQoZaCQMhBGGIkcCwFP772nfoAzQYYwKnR6KOGGiQ0TiaBg9n0R6gKkfzATqHYmTJigKkVfddLaOQzhGzZs6HI7hAEgJT3REY39mfsiN5wwCJnbYTiBEKl9gZvnD87+05MnZfCQwaoPxd6ABxHDIPSDvOjo8t3dk7ZsiVW9LB9cVAo333yzvL/hfcmaJauULFUyVRmC8uXLaxS2H39KWlKnSLyHuI3VrlMnEruean0mVO+bb76pcTiIOU/UOyb15NCct+NUlMlpw1ddJHlnzpxONBcD3j5Y9zd/roW0aNkyScwA/Th48KAQIKdt2xc1PsHUKdOkfoN6fjMDtFGmTFkdEinYiZBqVChr1qyRggUeUSmErzFzjrgkqFJZaJARtWnT0ERUTKyfKXUeSQBGmkhiDWH3cn+uOPusTBkzqUG8OReOW8sQhONdCbBPfID4wz2Q1QkGlY8//riULlNGPzJrVq+Wbt1fk5dffsX14nOJYsWK65UQO1arXk39qO/KfJdc+/GavtCr3lsly5YvD7A3SS/OCgRr8qpVqyX545j0q6duzf79+sUz7kzdq0fO1VAdZLk7iwwcNFCj9RHeONwJg+gWLVrKuytWeI0dYlz9UKklx/gOcTUeWStXrlJY+A5wfVb0TE6BxLmAKeD9f71nDxdDQKQ+f+0I8L3HVXTmjBma+XDBguTlHgj3++zeP6QAGJaPGztWhsTEuJ+OiH3LEETEbfK/k4j7nCI/aqKTJPwm7lrt23WQqtWq6eqBj4W3PPCZM9+lK3bEkTAaqUF8GLNkyaIBkfz9CKVGv4J9DUSruGyS8tdS4gigy47dvFn69+8n27ZuTbRCciUIiV7AjwKo4Mhe+vgTjwv2PO7047VrGuUwOcwAbfIstWrVwmU4ba5T6JHCsn37toD94ZEiEqgMqSPMRSDvYfnyFdRdEoNCVBXkhmjZsqVkyZrVZZBs+peWtkhje/fqpcmXMmTIEG9o7H/77bd67MrVK+pqH69AmO1YhiDMbkhKdYeXG90eEcmwIEa0R5hhcg6gw3SPgojtAeGKCxUunFJd8tjuLRluUW8D80HyWCjCDzIJoKslDj4fDFZWniaNCB9m0LoP4/psvXrKyDZp0khatXxeli5b4oqlgR4emxdE56jJHi1SVOrXr6+McNA6EWBDrNLxFiBYjbd7+9HHBwNsNX5xpAMkOiLmAZJB50Lg3PlzcnDSAalUqbKqE6jprR/xWxX9LmC0zTcjEGLMd9xxp3zzzSVVG6x/f53wR7yZYUOHB8RcBHLdUJfFML5Q4UKqyiI08uzZb6kLvcmsePnbyy41Fx5o4Uwh9zIIZ3DSWt94wceNH6+rCRKj3HrbrbJw4UJdrc6fNy/ecL/+79dSvXp1FWcmZ8U1f/48IY6BP8QH7oMtH+iHY/y4cS7rcn/qRloZPp7QrNlvyqFPDkVa90PSX1adc+fOl7379qrvPSJ5gnDhqnf99ddLrdq11EL+zVmzQsoMGHDwiDp6zHMWRFbiGP6xwk8qYZRKgDTyPZjnybRFpkjyHZBTgSiMZNXEZsGbq7KpxxZbosOHDjsP+fUbRrfQI4W0LLEYcL2GLl68pPeH9zutEkHdMGZFbYD7PH8mzTJb48YejEB1KYlhUCQEyZkwUnJwwWrbl9VysK6R2u3AHJB3HjI2Bnny5om3imBybtq0maucv31ktYKVMSsSDMLQZ95040364SLnwe7du+W+++7T5tA5mpXNggXzNSYCHzdjVe7vNSOtnBEV8/H1J7xqpI0vpfoLU0ASotWrVsvD+R+Wp556Sh7IndvjapYJCMtuwn4HIvoOVt95rskHgATD3aCXYzlz5kqW/QAGa1DdunVk27bt8bpNeHfo1OlTkiPHfRofJWPGjNKyZXPNjZBYUq0HH3owXnv+7KBevPTNJS2K+yF04403qRQMI0dCsEcPGOBPUxFVxp/5L1LmkKAwBNy9SBlwoE+aPzc70DbDrTw2BrdkyCBRUW01aiGqBejRoo/qyuOll15OtMszZkyXjRs2ahKWzz7/VFc/xYoWl19//UW++uqC6kuL/pWQCt0mHzMirZ04cdzFEBBHnj8wT6vPkwESpocomViH421AzAhL/iEAM7D7w13SqlWrePYtMKJ79nyoEhdW3/sP7JN7782mMQFCwRAwGoIpYdCLZMPpAoiajlTLyaHjJ46pWu+99+IMCk1bzpX45MmTJXPmO2XY8OF6Gn32tOlT5Y4771B1gqljtrgfEvyMkMmBENecNGmSVK1aVVaufE+ea9ZMDn50QPLkzqvRXlkU4FFBPgZ3aUYg1wnXsr6+V5E0h1iVQbg+Yancr9KlS0vfvn2l6KPFXFfGOMgfIn/ByJEjZNv2rfLCCy/ox49VyU8//yTPPddcXR6JaTB9+nSNPEcSGEIW4/aIKPPhhx+UsmXLyP3350wXzIDBlGiSUN68+VT07SnAlCmbVrYYto4cMcI1nDOnT6ux67vvrpAjhw9rYi7XSRGPx0z8ACZaPrbk5mDboUN7+ebSNyquLVuurEybNkPq1asn6OqdwWEoG+hHGkmDmWj5bXzKnX319BtmG/H53r3x1WYYzzoZBE91EzsG00PAL3diwiWvCERY8u7d/mY2Bw0eLG++OVsGDx6k9kSmbps2rWX4sGHqooyxa6AM1KpV7ykD9ttvv2mTGCbSv0OHP5Evv/xCli5dLmRItRTeCFiGILzvT6r2Lk+evHLi5AkhuEnBggU1epkz1wAfRMSCGPw5ady4sTJhwiQ1WkQ0irvTlSvfyfnz59TNkWN4NjxZ6UmNXtigQQPNedC3bx8pUvhRqVO7rvzxxx/y66+/SoXyFV0fXuc10uLvAgUKqCQE96x8+fJpaOe0OE73Mb23aqW6uHL8o48/cp1+6OGH/fJ3N650Y8fGhTEmxsbixUtk1qzZanyIASIudJTb8P4GdQHkIrt373Hpcn2t6FwdcvwgFLoR0WPzUbx4CcdZ3z9ZNc+dOzdeoT179mjf3N+leIUS2UGSlzNnTo+lnHYpu3btimerQMwPUpTv279XkAhg/Hby5AlNc4wbJDERvBHvP2SYI36jcoSxJ8tjtWrV9Xy1atVUVXjbbberLcHhQ4dk1+5dmrZZC9h/YYmAZQjC8raEplPoPEeOGCl79+xVMSf5Czq/1EkDjhCtjOBFr3R5WRo1aiAtmjfXkKZkPSQNsjMcsqeVD8dwccSuAAYBrwY+aMNHjNAPUHT0AA13umnzRmG1kZ6IFV1Uu3by5YUvlRlL62N/5JFCmjuecW7atEnYh4yE4Nq1a/LSS51VcjB12lQXHFOnTNFjnIPMM8fz9PV//yt16tSKqzNlip6HMf3k0McJwp+7GhRxpdJFYuBMt26kCEYacOzYUZ04qUtUQSzL/SVW26jGkABhW4OL2od7dutfq1beJ9/E2v/qwgWvzwvqPug//7lHE52dOXMmXnMjR42SPr37yowZMzTXSO/ecSmWsW0xNj3xKvy1w7NKhFT+IGN/BFP/1pw5qgbkOEGkkAggKWjXrp1Mmz5NE8dtjt38V0t2E44IWIYgHO9KCPtEzAEyyyE2HD58mKZWJf0z+cUxgGOVxN9nn3+mqVcxiJs/f0G8HrMyY/WGyNZf4uN+/wNxbk6sNlAhbPXD59zf9sO9HB/iqLZR8tmn8aUv4d7vpPSP3PIk2kJdALln1Nu4cYMeh2EkIylE2bXr1siihYulcePGesz5r1fvnpobgzpHjh7R4FzTp01T6ZMx4CTFuZnozeRPSnWkBRs3bpZVq+MYUQzyJk6YpMcJM8ufcSfD5/zRInGTrfP6vn4zieIq2a5dlAwcOEAlZRjYVX26mkrGzOTqqw1P5x4pVEjeXfGuR/UHQcigYUOHSZXKT2nkRPc2MMbMfGdmDUk8YEC0+2mP+zA3/JnYJJ06d1Sp3sBBgxKUz5Qpk6oLjHqFMaPCsBS+CKQYQ8BDwMvHhIF4CR0ef4FaVJNJkMQ3vIjkj6dNEkkE2o7pT/jeiuD3zODuDSuTpdHTlUePGaNJiJjcDx8+JFgNI2YkmuBbb72tKgGCHJE/wZNEgAneiHY9te/pGBIEPuj8tW/fXtq3j0pXTEH5ChVkxbvLpZ8j9KknnCL92CMFHxHUBjt27HBN+O5jgmmAzGoVqUGB/AUl8113eRTXYyzXrdtrKiH46KOD8uHuD1X9ZewNaMupMoARgPguwBxUrFhe9/mHXp7MpXxrSGfuJKKAEjciUMK7hqyKxJ8gORiEuL9jx46aEM0pgve3bRgN1GzeiFgjLVo2VxfNM6fjSwiog6cRkUhhmBJToZA63d1F8pNPPpH//e9/AjNAX5xEgjdiRUB335VF8zoQ8wRyb0cPuv0Dj6pVn3Y7andTGoEUYwicHX/h+edVr0zABvwzA6F169fpCoJwmBAv9Y6d22X58mWBNJPuysIE1KlTW3H3NHhCbIKtLyKe+aZNsfrRefqpqurmxcejWLE4w8PiJUrEC4Xsq61Az6FaIHskTAHW4+mBwJbJ6Oy5s5ri2h+fcX9wwcWNv3AxWoSBRE0wddoUeeKJJzwOAVUCZO490inE/xe//lpX/+6VyIw6dOgwF0OJO2uzZs0STFTOemRFHTlypMaeN8Z5TERIBIzUAGmBmazZBmo/4LwezI1hcLLnyK52FDznGOL5M0k62zK/Bw8ZolI8s+/cfvzxIW1746YNMm78WJW6JdVmAU8jI2kx1yBl+j//+U+duI1tgTl34sQJlYogqfjh2g/67EW1a6uGhtybxIg547Zbb0usmD0fZARSnCFAx8wETlphwwzwIjpFd6z+2WeSgpAEGKnApUsXNVY3Fqv8nj17lqbZjYpqp2Vpyyk54KV1ts852neS87wRHbIScF8NOOtE2m8TGMPTKh1m4e2335bWrVsnOiw4fz6OU6ZOdcU3pxI6QwLDpCTddfddUqL4Y2qzMHjQIM26tnjxItcHOiWvHaq2YcK2bPlACCzTvHkzNfoKtC8wEqTTrV27pq6Yhw0fJlOmThGi/GEwGg6EBIBJPMdf8SicfXrmmZpCIhg8EnZ/uFtPUY78APizz3MLokWBgQMG6ftLncaNG8nHn3wkDRs2cjYrTpUB3xuiRPJ+cByVGIF0eDf4JnAeqQHW+rwDJKhhP1D7gXgdcOyQRwQ3vBYtmmtkxUCjApqmcN39/PM41cvmv5goc865Jd04Hhc8E4bJcp4P9PfChQvUxfj662/QjKrz58/X95KJHJdDmLFKlSoJdkhnz56R0aNG6f1mnIYp8nXN6TNm6DfHVxl7LvgIBCX9MS+Pu8gJUVyPHt1dPebFIpoTxCRNaNHmzVvoy4i+jgkKEVq9+vWlVq1nhBCPX37xhR5fsHChTvIcN0QdDFdQH/BhIcMULzacvkkvCXOAIZzh/ukP/fR0fdryRJ7G5qlcuB5DTeMumUFV0Or5510rLYNXIGPAyBCxbGr4zxOe9cF8D+kHB0aHFc8jBQvpR5/nIFAXqUDGGcqyrOb4gBMX35lzgtU+oXohROkYjLXv0EFVO0uWLNEPMJNnzZq14gXswSYDpgCVjCGYB9PcvjoAACAASURBVGOcZ45F+rZz5046IZmMfeE6HmwHiP/hzwSZ2BgI9lWvXl11cSR/wn+/+q/07ddPq3Xs0EFX5qgtMGrEjoFIpUllQtpFRanKh1gFX1/8WtavWy/bd2zTPCSNGzfRhR/eBkaNgPSD+eDc2XOCKtIbUQ6DYqNS8VYu3I4nNkckdj6cxhO0wETeBjXnrbcFozREbzAAECt9Ndz5K5oWcbdrPFNDxXeZbs2kBjyEeNy9e5fGiKYO+0zmSA6mTZsm48aPU4YA6QMTPhOFYUqQCCxZ8o5eg7qE9ySeNsQKwNP19WQ6+UfgEf4MVahQ0SW9MccS22bPll02bYwT6yZWNrnnsVlwElHWLl28KBUqVpBGjRuqrUO4f/yd/ff3t+p4l62QLq+8oiGmSWuNlTbR72pUryG333G7ZPxfRtmxc4c8+2wddeFs366917C9xJrArTNmyBC930uXLVUjr5JPlJI2L76YJhgDwvPeeced8aRZ/uKd2uWCyciin8dmAJ3+le+uyJ69ezTeA4mh6tSpIx07ddThGVUcWUUxHnYSkgMYBm8TMkwHDCUhkZEQ4t3Bb5gBVAeoAq79cC0B9qgaTFRUmFwWap6YIMoZt0Vnv+zv1EMgxRkCsuzxBwMQ3b+/YMyDaA4JgZEYMFweElbwlOvR43VFYEvsFmUU2GFVj8Ux9UkYcvttt2uZJx4vqeI+VkNlypRWMfjHH32sVvBHjhxTCYEW/OsfjIOn6zvLpNXfqEQI42oYJ7h2CEwCJTKYkUgmFISYlz8+SBg24pXAJFmvXv1QdCdFrwlTsHzFChXz7tq1Uw3T3D+mRn3mT0femDBB3d6yZc8mUyZP0Q/6+vXrpXPnjrpq9KeNcC2DTz1ieHzp0yOx6keilCdPHvVYQWd/3T+uUwnTA/c/oOoiJE0ECTt82HOugvPnznuEju/zkMGD5Z577pWbbrpJataqpfZJXbq+Ik9WrKTMyNWrV6VcuXIe67P6R6WxceNGuXLliixavNhjOXc7BY+F7MEUQyDFGQJ6zoSDyoDJHv19dP9oteJlnwkdMRJlqlWtrq4/Tz5ZSRkEVv8DBg7UwZs6iF+Y0GNihupxQmG+8MLzOvHTVq1atYWY3bgQwSDgLgTHbCQEVDJtOa+PbQLkZFL0QAT/AysIVYqTsKCGDGPgPOfvb0LEPvxQ4NbW/rbvbzmC0ECXL1/2t0pEloMJcGcEkjIQxLhOse3MmTPk7ix3q0gZv31PNidJuU5q14EZGD16lDI16XVSgXmcN2+BjBo5UjDqI1gTuvutH2yVV199VQYPGSxly8ZN2N9d+U6ZTCIm1qv3rLR+obX07PW6rF69VoOPGbfCzZs3y/59++Tdle9KkcJFZGTHUa5by/OCQeSGjXHJe1wnPPxAtYU6a8LEifpt91AkrA4hZW7QoL5Kk53qbjrJwoq5AzLq6LDqfDI6k2I2BEnpE8Y8uA9hMxAuFEn6H3fMfPXd1zn3dtz3a9eqpVHO0CGySg81IeYcMWK4jB8/QdM5h7o/kXh9ngenbUFKjYGJAZe0D7bG2TE0athY1RWBXI8wxxUrPqlxMfCcWLxokUoG3PXiLD6mTZ2qUkVn+1tiY9XVj9gD3gIMeavrbCfcfiPyJ6V2u6j2mkWzW7fu6gWETQWr8htuuF5uuun/pEWLFhIdHS01n6kpnTp3loULFkjZcuWU4UQSULFiBendq7eqZHPluk8XaiSR8vSu8+71799P+vXr71NCh83LmNGjBWNBiDDJ58+fl7HjxoUbjNof7KxKliwp5cqX14XlqlWrXZJUpNXso37m2UP96mtxlZxvbWqDk+JeBv4OSEFe/Z5ERcWtXv2tZ8ulLgJYFxPylMnD0wcidXsTdzWSBCEhmPDGG6G4vL1mAAjADEA8PwQZIpztpk2BifiXL18uP167pq6U6LSxEUJN4K+R3Nq1a1XKuGHD+157js2SiVXgtVCYnUCCRJyQOzPfKaVLlVGbrLfnzJGxY8dJ0UeLqmvjoUOfaDrkH3+8Jtu2b1NXQpgCI31CgkQ+EqSIzZ97TpNDeWMGGP7N/xcXrOzixYuKBgwFUienJwPHDn3yiax/P87NGWPK8W+MU0+aMIPQ1Z0hMTHKEBGEDamZU62KDRr7/OF1kpYoVVQG/gC2f/8Bf4ql+zJ4DRBGFXKucHjpcPlBzYLqJSU+Zn1691ajNpOUJ1xuBn7tJGUiuZKlwBHg441BWkoT0gEkA++9F+f6SJChrl26CjkMoL59+uh5vIZGjxqjdkB4H5069bmeJ7wuzzn77dq3U3Fu1qz/Ua8T9NfNmjV1vRuIcmEU3Yn6rOjwYkLVaOwv3MXA1DXSBSSXJophSr1b7v1M6j7qEjKGMk6nrQChwvEsqlYtLtgPov7Tp0+pXRceWhDGq6hgiVqI9O/aj9fk1OenJHuOHF67g5cBBH6ZM2eWN954Q7755hs1VuWZwhuI5FK4ja9cGZeVcfTo0Srduf2OO7y2Gw4nkACQ52HChInh0J1U6UPYSAhSZbQRfhETTwHxFB88oqYZQmdYqHAhl+jKlDXnk7vlAxO7JVYTyGCpHE7ERAIjRIIkVqDO1Uk49TNc+zJj+nQNApXS/WNVnzNnLp0MzLUMM4Aa4MrVKyo5wI5n9JjRWuS7775VBoIANxgZE6OASe9///tZUDeg1+Z9QPS/fn2cLpt3g7gCnmjFiuXKMCMByJM7j6A+gNAJO8MVO+vCXHMNZ3hj5/lw/F2saDGp8cwzsmv3TsHzAoJxJnywk4oXL+7aJb8BAaAM8Z5jo+MpEqkps2P7DvXyAZ+zZ87Kt99elkKPFNL7jI0RzAA0ZfJUlxTim8uX1F0W9QaG5hBSBQwPkxo4SRsJ4j9URsTQgRlwVythw8b3kD/iU6QlsgxBBN1NxFfmASRwC6JSQ3zgFi1apAFVsMNwf4hNuaRuFyyY7/IrTmobKVEPy3ujj8ba+Z0li9VIqmWLFppqmUBG6YmQIKGz5M+dKWQVx3FnCHGS02CZTzbKlKb/u/lmXd0jKTBEjgKYAYiQwwQWIgQxvyHCFTNJGZ92YjB8/fXX8vrrPeW222+TUqVLaTk+zoyPuCTO+Cd60vEPRoHVPjjAROISDcFEeAtX7Cm8saPJsPyJS2O5cmVk6pRpsuWDLa6AVM1btJDZs+cImU1JPJQte/Z4/Qdn0jWT3dEf4ptk7ifhqHPlvF89vZDiXH/99ZoThYiJpIE2xKSPV9DzrV6QBx96UF3JY2Ji1P4BLwnuTedOnTR5Glv3KIimHU9bnoNgEAsLng+CUdEfpAXmvcFDjvg2nDPPXzCuGQ5tWIYgHO5CEPrAR6tLly66kkFSYFY+QWham4iO7i/4uIcTYVluPv7XXXeddo0P1M8//6RplvEsQfyJLpSJL62TYQA8SZAYO+GAOde8eXOX3v4/99yjsPhaBQYLNyb2MqXLqhSHNglDbCQB7BPOGNsC8+d+3d9//116vN5dsmTJmiCfASv/gwcOqkEyYn2YYnfio07kQ9yRwYEw6DDRTCLu4Yq/v3pVq7NS9BTe2L3tcNwHx569esq4ceNl6tQprtDVBKIaPTouQNCNN96oK2Fn/x966CHZu2+PzyiZGHNirEh9Ygcglfvtt9/lt99/U4PNjBkzye4Pd8my5UuF+AVM6rt27lQJADlR7rjjTilcuLAUKfKoZle98cZ/a1RSDENXrVqji52xY8ZofWLO8D1jxY4Nk/ukzz5MBn1w96gy4+L8iOHDzW6iWwzbVeqB5OPsebUXQAKF3QASLHMuKUHdEr14CAtYhiCE4Ad6aUKtmg8d4lWnK2WgbSWlfMzQGHnHi/9wUtpLbh0mmPr1GugHL1u27GpDwGqlTesXNc0yq6G5c+dLufLl5MW2bQRpgacPSnL7ES71fUmQ6CNZ+ljtwEQRtwPCmIxgRYQ6To1cB+ioeXaRBBCGONu92VQN4AxXzDlSHTuJsREAp1jR4qomYHXmpOLFS+iKjvGhuz5x8oTztP7GeLFK5SouaQMfd9QGsZs3JwhXnCFjRq2DTz9GZe7hjRM0HoYHMLIsWKCgBhti5X706BFXLw0DCNZLlr6jEzYieybXQoUKSfVqNeTr/8bZB7gqOX7s3btHbrj+Bg1uhAqHDJX58uYT7DyyZ8+hNgSvvdZNHn44vyxdskRWrFghL738knTt0kX6R0dL9+7dpULFimoIyv3q+Xov2X9gnzIZgwYOVFUDzMS0qdPlphtvUukNfVu2dJk88cRjMmrUSE3BbJiDT0+e1GcZJg9iLHhL1K9XT5kF+vj444/rcepwPhDiufL2F0g74V42rNwOAwGLm5MYwcUll7hOMNpJbj9MfadRoQnvfOjwIenQoWMCo0Jfffd1zlzLuWUyJZlJ3779pFy5+B9jZ7lQ/oZZIf9BmTJl43UDf2nCurJqITATokA+QoULFZFvv/tWatSoIY0aNXZNFPEqR9CO01WOvCA8FyauBtID/NPRh3OO6KDGoI7Vk6cQyeE0dPpHpNMuXbqGU7fCvi9Mfoi3X2zTVhYuWqAMsmEGMJjLmiWrruQfeCC3Ljb+/PMPOXjwY51sX2wbF70yY4aMujJmQZIzV04pWrSYrFi+XJDYmPDIfE8wRESCQ+p0pDH58uUTwiUbIjvisqVLNagR9k8fbPlAT2FE2rJVK5UcwfTxnpo0yagViLpIanDj1WRCd2/dtlXDdBM1kbwJpIM2qiUaRmLAPswAW/oIsZD417/+peP199tu6moDHv75aifQb62H5lPtUNh4GSRlxIndhKS0Ge51EFsZcj6kJlAG54yO1JQLxvbwocMaGjdcmQHGaIIUeRovxlRIDAwRwx8jNyypWXVgzT5z5pt+u66ZdsJpm1QJEitJE+VOxfpuDFWox8jKPlOmWy0zkIQbwUSIiuSjgwc1aynSIewlYArIcQIhJWjUqJEQwty4bjK5zp07T766cEFat3lByHbIBI69CQnHmLjvuy+nq0ePFikqQ2KGqDcBuUaGDI4RIiXOfHOGa0FFrpqMmTLK+HHjXC6IZcuUk9gtm+XzU59Lr569dPJ+f8N6bbdunWfl2LFjet+d+TZgDPjjfYfZR8KDdwN94j0nH06BAgVcRoymk8wXcVKGpTJ8xDA9PDQmRkqVKiVfXvjSZxwF00Za34ZUZYDem0mNGASsbiyFJwIL5s+Xvfv2uqJGhmcvvfcKka+TGaAkHxg+KlhSk8+96tNVdZXMajmcyJeRIMFTeH/4Y9WPIenlby/rPh9+XOeMMRTnctyXQ8+hkyWip5MMU0C0P1Zg4UKoMUaOHCGvdn01XLoUcf2AKcDIkNU68QjatYsSGGLIbMlKaJgBjlMHdRIRC5lIyUVACG0mekIX4xa6evUaFxZz3iY4zxnd79Sps0oKbrjhhnhqTdqEsSA4EW3CqFAPl8SmTZqqCqljp04qvWvYoJG6k37/w/eaVdXbM8m7DWPAO0xkRgIgtWrVQp5++ilX3/jx+eefuyQG1OGa0N69e+X4ieMemQHUCunNKDlkEgI4NT5a6Hz27d2r4qJwilAY72lK5zu8lIgWjagxLcLBRwV1A6ulQoUKa66MocOG6YolVON1GgnCPCNmdXqPnDp1Sj+qfGgNOSVI7sdQHxgVgjnn3DIhDI0ZpiFuZ83yz8rcWT8lfm/ZEqvBce4Ic5/1lBh7SrSZPUd2adO6jeauwJUT8X8gVK16deEPJtQpoTWMNG6lxEGYNGmSYOiLjY83Ms+taee1bq9qSurKlaoISZkqV6misQ2WL1smpPDGrTg6eoDXJFxM9MNHjFA7p4WLFkr7du3kvvvuU6aEsMlIDTZv3qT2B6gMMW4kqRfxVe7KfJcGInL29ciRIxK7OdYjs+Asl5Z+h4wh4GEwDwJGRuiRLIUnAhhsYa1PRLO0zBRge4BlNqsRouHhDsfKKVTkbiSITYAhGGoM59AP4xe9cOEidYMy571tzTvn7TzuYd26v6aMUTiEpt6+bbu6tZEm2FLyEbjnP/dIocKF5YmSJfUe589fQFfkzZo2ldtvv12eKPlEgmyFXNWdAXB/jsiJUK5seTl3/qwa8b3yyitCkjlC//pLtNmkcWNNmpYhYwY5c/qMhjZGUoGtwvTp09TYFGmAL+KaBw4ckM2xm1TVBKOAG+uFry6oFANmwBnmmnTRuJySsdHkcKB95qhff/3V16XS3LmQMQQGSRMhDL0WhOjTHyKIiK+y5nz1GjX8ac6W8YEAK0cMdwgTO3bseK8cuo8mIuoUqoRKP16TeXPnhZQh8AUaHysT3RN128y/YsS7f6idbfBR94dq1awdZxQWBnkqSpYqKee/OB9PnO3PGGwZzwiYCQ9DO8Icly5dSrMjNmzYUIg6OGfOHCHYEPEBdu3cpZb/eKFAPD/z5y1wNexM30x7b82ZoymXeTZxx2vSxFXU4w9E8tQztHbNGpk7b57usmon/4KTkDzQvzVrVgtZG70RDMCgwYPVa6ZRo4YyefIUtYVYs2aN1K5VW2rVrh3veWrRoqWULl1GevXsKYsXL5Yer7+u54sVKyb8pScKOUOACBMLeTITshJ1TuCJfcAS+/j5Op+ebnJyx8oLPmbsWJk2bapMmTxZX7bkthnu9XPkuE8+PxVaewJfRoKoE3r36uVKBIYoOFjUvkMHqVSpon5QQy0R4sM/bNhQ9UNHVG0peAgwGc+YMVN69eopEydNVLdUvHDmzZ8r+/bnkArlK0i9evWUUVi3fq0uCj7+5GOpXLmKTrCeeoKo3xuhVkAFxPckb9588sorL8vUqdOUKeBc+w7tNKQ0ov3oAQMSNINUjD8MgHFndBoaYmsCU8z5Rwo9IsWKFRcysv7jH9cJ0gtjD5GgUceBi5cualwF1IYEZ8qRI4eGcqa/6YVCxhDwQSO9JKuc9AR4JD9YuObxMibGoUfyGE3fL128qHHYzX4otk4jQa6PmylGgriLYStAACqYZlJ8YzE+ZMjgoHSTiQIpwepVq3x6bgTlYok0YmIj/PjTj4mUtKeTgkDp0qVly5YP1OAOG5WffvxJ3QYxusOjgJDoBBC6/vobZM7bcV4JqNOqVKmixnjo9Zl8CSJEwCvSJSNd4JkkedS8efPUze/uu+7W+BPEfcCTpWvXLqqem/PWW/Jw/odl1KhRGjoaZsAbNW3SRC7+lTuhefNmQk4VGHfUmR9//JFWwzPh5ImTykQSkRGPiIYN6+u1KIBUgpgFTukGx5GCbtiwUXLkyCYYQ+KWePToUenerZu0bhM6taE3LFLqeMgYAj52RNYzUgBUBk6DqZQasG036QjAuOGaBwdNXvVQrx6TPpLEa27YsCGeWDHxGilTIjlGgsnpUaZMmTQ9bXLaCEZdnjE++kS0s5R0BAj3fPjQISlfoYLHRlhB8+ckJs+DBw5ozIqOHTuqLceyZcukdKnSMnfuXE2fPH3GNFeVDRv/donmILp6JugdO3dorAOOkZgNF8XY2A8kV65crjgFhFJ2v76r4b9+VKteTerWravzBAHasHVp0ripnD59WvX//DaShfwF8kvv3r1k5MhRynyggqjfoIHaEuzds1ceyJ1bDdkJkuRckK5evVaeeaa6ukJiELlp8yb5pFNH966k2f2QMQQgGqdnappmwU2LA4OTrl2rjhCpzD0AUFoZLwGO9h/YL4sWLU4rQwp4HLij5c6TO+B6KVEBQzj84Xn2LCUNAUTpx44f88oQeGoVSZGxOTDncT+EXnr5Zd0iDWAyxxNgxszp6iXQvn0HqVv3WVUF4DJqIiTC2BFrwL1NGkqMGaCMu4FvxowZVUrxZMUnlfno+urfrqlIMzFI7d+/n7Rq1UptA2bNflNzKJCkCilF5cqVdQzOfw8//LB89tkpPUTIZRip/34dWFRDZ3uR9jukDEGkgWX7G4dA1apVZeCggWmSISA/Aulx58yZG8/gKVzuvZGopXR/SODSvUf3sJAEVXmqijRq3FCj7CHithQ4AqzGTWTKwGsnrGFW1fXq1deTTOj5HswngwYN1H1iZDRr1kzGjh2jk3Xz51qoK2HClpJ+BLE/K/1+/fomcL+lf29MmKCGgrNmzXKl0EbFgR3Ui23bytXvr8aTDrj3pESJEsIflFrvnXsfUnvfMgSpjXgauB4cPn7G+/bt1cA+aWBIOgSYAQLz4G7nz4olrYzb0zj42OIKfPbMGVfIWE/lUuMYkihEzxiJWYYgNRBP2jUaNGjoclncvm2b4CpKLgJPEgHnFTBWJgslunvSNffs2UsaN/7bRWHhggUaWAjrf3dC8gGRjRUvBCfBFGAMbYgEZ0eOHpGST5RUZp90zT3/ahOvBE+EqyOBmNILhTRSYXoBOS2Os1HjRjI+lRLipBZ+M2fO1I+Ru8FRal0/3K6DYRkpi8OFEBH7S2TGsxQ6BHiHYKoTYwawUxgzZrTGDGByJ/ZG9+7dpGDB/DJz5gw1dnz1ta6aF8HTaMhy+cTjJWXcuLHqYeCpjDlGjA1yYTz2+OMqGcD98Msvv5Rs2bOZIgm2GBcigUgvZBmC9HKngzxOVgMVK1QUMpNFOiHpIJXrnXfc6VrhRPqYktv/fn37ChOw07UruW0mpz6uY4c++Tswk6+2cGEjgx9jsBTeCGCnMG/eArU9KFKkiLRv10FDEBNF8fSp0zJk8GDV9/fr7/lekvIa91wyLK5a9V5Ag8Um5c1Zs6Rt2yiv9Z57rrmcPBla92OvnUuBE5YhSAFQ00uTGPEcOXrYFQ89UsfNRFOsaDGNqx6pYwhmv03uChMsLJhtJ6ctdNSJEWJhUuyiYiCxjhEpJ1bPnk95BLgXZCDkz9DWrVulWbMm0rXrq+riSghxAguhJiL/SJ26ddS7IWbIUFMl3vbgRwekUuVK8txzz8naNWvjnbM7gSNgGYLAMbM1/kIAHd0jBQu5fIMjFRh8+++59x6fBkaROrak9JuIbnxgw82t9OiRxJMuDRs+VP79739Lq+eflwIFCmoY3aRgYOsEFwGYgL59+mgQJAIh1apZU5m13bt2acwLbx5L7/+V3ZWww54ItRZJvDJnvkv27d8rzzVrZu+5J6D8PGYZAj+BssU8I9C4cWMZOHBAxEsJ8Lu3FIfAgYP71fc/nPC4+Zab1TfcW59YfY4aNVInA7wSYGb+k/U/mhDKWx17PHUQINNgu3ZtZe26NTJ48BAZM2as/PLrL5qHY9z4saoS8NYTIiQ+3+oF9XbxVIZEZBi+otrq1au3FC9RXLOWeiprjyWOgPUySByjiC6R0u4yGOpARA5DTMvKLNxWlondwAceeEAuX76cWLF0cX7hwgWqj0VsG060cOFCGTZ0eIIuYc3+/vvvawAZGACi0zE5EE1z94e7pMRjcW5jCSraA6mCAEaDo0eNknPnzkmL5i1d3wbiXHCvTp8+pbkTvHWGaIQ9e76uMQ7IvYDNgZOobwxfSWUOrVu3TtUS6d1TyImTv78tQ+AvUmFYLlxyNcAU8LJiAEQCpIoVnpSGjRqpLjAMYUvQpa+++kruy3lfguPp8cCC+QvkphvDy83qjfHj5YYbrk9gsY69wOAhg6V6tepC3ARC6BpGJud9OZWxcXdFS4/3NFRjxqgTOw5UN/37R8eLW7JixbvaLZg3b+oCCjDJjxs7XmAIya/RqVNnOXzosIweM0bWrV2r99jd8DXDLRk0IqJlCAK/8yFVGZDpkBUsf+R7txS5CMC54/P7/vsbdRCtWz8fMWoEopERez0tkHmfPG39GR962J//97M/RVO0DCmoyT5HmGzC1C5YsCjB9aZMmaJR6DBEIwmSYQYoiLHauXNnE9SxB1IHAWOYmjFjJnn22Wd9TvqJ9ShP3rzSu08fGTI4RpmBFe8ul6lTp2gsFEIZu1Ot2rVkwoQJ7oftvh8IhExCQHKjRYsWaYQpjLoqViwvNWvWsoZdfty0cC4CYwD3ToCfzp07Cu5DvlYAoR4LostPDn0cMc9dSkuF+vXrr+5eobwvJkAUAWrmL/g73a57n8hGed99Od0P6z7x7d96yy4yPIKTCgePHz8uWbNklSKFi8jX//06KFckLTl/z9SsqdEGCxYsKEWLJkxPjFThp59+tGqDJKAeMoaAREYmn3vWrFmT0HVbJZwRgBGoUKGi1KhRzZVpLBz7++Hu3UJYVRsnP+7ukLRqzJiaGrKVj29qE7p/xMOEjk5M5EtGxsOHDyWIlUCGRNxhTXjd1B5Der8e0hniQIwdOz7BvQkGNqgIvEUWNO1jEzR92jQZ/8Yb5lCStthAkPcgvVBIVQYGZKJN9ejxepp+gVGJoCLxh4z6JKptW9m/f78/VaRhgwZC/PBgEdfl+skhPug5c+YKa9XBp59+KtlzZE/OMNNUXRgjVuYxQ2NSdVyXLl2SFi2ay54P90inTp0SZQboHGlzPzr4t0+76TCJt3LlvN8yeQaQVNgyceJaiFFq+/ZRKt531+2nQjdclyCGxpq1q+WRRwpoymPXiQB/IK366ODBAGtFbvGQSQgMZO+tXKkRyIbExH2A2Dc0ccIk89Pj1lnWvQB1OV+9Rg33U2G9j/pk9uzZmgly0uTJfvUV9cuJkydkx87t0rNXr6AwVkQN8/f6vjqZPVt2+fHaNV9FQnYOPTWW6Kg4wp1g+HLmzCnmPaG/HOOe7969R4yUzTCTZBJNKhGFcv68+cLHMLXUPZcuXpQzZ07L1q3bktptV70d23cIobUtpRwCMACkRkYKg1U/mQRLlSytq2l0/aGQLjlHi9pg3br3ZfasWVKhQjkNiZwUdZtJ3uRsOy3/DilDwAo0x3054n3knBM4hlG+yNcNpq6v877aTa1zrMJr1XrGdbnly9+VaVOnqoUs0oQzp89I6zZtZP36dbJp0yY9fuedmWXhwkWaE9xU3LDhfWndurWQrANpC5MBzNC48eOElRfE+SFDBqvx3NKly/QF8HvkdwAAIABJREFUId47EwqxwKfPmCGxmzdrHXKWw2GTcASmgEmmR4846QN9hNz7DQMRSYRYucfr3WVozLCgMFApOXZPDB+MI/fO/RlPDiPgHENUVJSMf2N8qjEEd2bOrFnxsBxPLP49/STuAJn1mHzcCd/1gYMGuR+2+0FCYNKkibJ06VL5+eef5d577tVv0eLFS+IZdQbpUsluhmiH+Qvkl169emmMCqsa9A1pyFQGW2JjZdXq92TixAkuTwM+cumJmET5oPPXpHFTzRvep29fnbS7d+8RD4r7c92v5UoUL5Eg2Mq0adOkRInH5KmnnpKV7/4tYYEZ+OCDrVKlchX5+KOPXZPHvr17ZdzYsVK2XFk9xnbOnLf0etQ5cuSYRv/iAPdk5MiRugqd89bbMmzoUPHU73iddeyQwSwcCbEyBmkmjkI49tH0yTB8PCMwfFB0//66rVy5kpi/IkUKK/MGA8d94ziMsVH9cNx4H3DO1/vGpEyiGXT6qUF4CGATMGiwfxM5z2GJ4o8lWIki1ShS+NEE/uqpMYa0fg2kAiwiYAjyP5xfZs2arYwXk67TwyPccEBa0LBBQ1m+bFm4dS3s+hMyhqBsuXI6GZkJka0Re4YdSinUIVZ+SAL0Qz7Pt0V0qdKltBdIVJyElOHSpYu6Ym/2XFNdNZoPPcwDIj04ZFMfxoIPPSE/kRgwQbCFYYBMHXMN2uIY94Z7tmDhQgmk399c/sY0FdIt3gSoCN5ZvFj/8IJo3KhxSPvk78U9MXwwjtD6v0K7Nm/e3GWky/HZs2dJ7dq19R3DbQ8GHOmBed9g/Mxz4q0fM2e+KcOGDZWTJ054KxLU4zynBJrxh86cOSO1atVKUNSqCxJAErQDK1e+6zIW7NCxY9DaTY2GSpQoIWPHjZFHHy2SLJuC1OhrKK8RMoYglIMOl2uPGjlSCJm7atVqFdtfvXpVu2bE/P70E3UC4n3zoW/Xrr1s2hQXC8BX/VtvvVUNOU09b/YCZBLb/eFunTxgBGBevPXb/XpEkeMDH2p9IqtGIil26fqKHDp0SP8mTJikwZPc+xxu+74YPmdfiefuJNRNSI0gmDiYOdRIJvYHTGRiZMSrp8+cTqxoUM67j8FXo7ly5ZINGzYkKIJNiCdXtAQF7YGAEUAl+dpr3VLEcyDgzgRYgW/QpImT5Z///KcsXbokwNrpp7hlCFLxXjvVI4hsWbWzOq9WraoajPHCMQFDRszrq3voUYnlULz43+FZH3/scTVK9FWPc506d5YtsVtcImRvBpq4h3bp0kVKlCimsSKi+0d77Le362XKdKu3Uyl6HBsBItwR2KZv3z4yYMBAOXbshGY0nPP221K6dOkUvX6wGk8Ow7d79y7tBt4nqAvatY8Sng/sQLBF+f4vBjSxvpYsGSedSqxccs8HwgiTy56AUk5CCgQZRsZ5zv5OHgJ8a5avWKbRIJPXUuhqwxQUL1ZcRowYLgROspQQgfBU8CbsZ8QfQVzryeDL0zETn8EM2mmw57QtQB3gXpaVIH+QMdB0XsMpCWDl6E6mDtc0ZT313dmmextm/5YMGeSe/9xjdlNti0QAlQAhlD3FP0+1jiTzQobhw4jUEBM6enZiPPgiGL7mzZ9ThhOjUbxPSPOMWon9PLnzyPkvzvtqQs+VL1dBtmyJ1UiAiRZOYgEm8s2bNumE89JLL/vVSpYsWTSgFGogPvS0MWXyZGnRoqVf9W2hwBCYPn2a/PLLL65cBIHVDp/SnV96SWrXqaNB07688KVky5ZN0psnga+7cd2ff/75p68C/pxLKYt+2vVFiLu9UbD6FKx2vPUzLR/HLxnjr+gBA1JtmBjBofeeO3d+xEgBUg2cJFxo5swZcvHri5qrPgnVE62CTcfceW9rcChW/YGs7sll0K37a3qN2267XcqXKy9dX3017L1GEgUlDAsULJhfrr/+BilXtpxEmv2AJzhZNJCllQyJLVu28lQk3rFwmIvidSiFdqzKIIWAtc2KfHXhQqqvKAiTmjdvPssMBOkBRMJz4MCBILWWsBmYxprP1JIuXbsGxAzQEh4iO3bskmXLVsiWLR9Iv/79LTOQEOKgHHm0SFH55ptLsnFTQruNoFwglRshvgZeKrhOWvobAasy+BsL+yvICKxevVoeKfRIkFv13Rw2D3v37fVdyJ71G4GSpUpJ6zYvCDYZKZHWmtwXOXN5zkfgTydRm/FnKWURIAQwtk716tVL2QulYuswA6dPBcdgNjEJQioOK1mXsgxBsuCzlX0hsDl2kzRu0sRXkaCf++XXX4RwxJaCgwCTLXnsZ86YkSKi4n3796VIu8EZvW3FIMBzMHjQYHnjjTdS1J7EXC81tngcEMRq6LBhiV7Ol3o60coRVMCqDCLoZkVSVxEFQ6kdsGTXzl3SpHHqMiGRdF+S0tf2HTrIqVOnJGaIf7k4/L0GetzrrrsuYFWBv+3bcsFF4IHcueXwkUMazyO4LYemtbZRUfLHH39oXBXCgLPK54/ASylFeI/hShyuZBmCcL0zEd6vXbt2auS51BwGE9bFixdVH52a103r10Ks//bcuZovY1+Q1DHEmMcThOBHliIDAZ4DEl+9/bbvIGqRMRqRixe/Ftyi27dvJzWeqaGxXMgLgjs2brqBkj9qAzy3nF5jgV4jpcuHnCEwwW5SeqC2/dRFgMBHJ1Ipwh2TC8wACZ6YuKxOOfj3Gkyj2kbJzh07k904roIkw8EYMBCvgmRf2DaQbASqVasu23ckPwFVsjsShAZww33i8Sfk9ttud7mEE5GVPB4mBLwz3LdZ2bPKZ/InSBvzFxE/iSsDcZw6HOO3CR9uMt0aCYGz3cTCiAdhqH43EVKGgGA4DRrU19C7fvfYFowIBFa9t0rq1K2T4n3F2I2AKegCu3frbpmBFES8fIUKamVuAgAl5VLcL1IrDx8+wjIDSQEwxHVgDGH2YeoinViw3JvtXilUuFC8oeTJm1cuf3tZJ3X3PC5M5IQCx6Zg9KjR0rtXLw3rTghxjpmkcKbBmJihGgiMoHROIo4L5fnzJ4y4s25K/g65UeH06TPiZc5LycHatlMPgX/8I3V4zXbtojQvQ906z0ZEoqLUuwPBvxIi406dOsvIkSNk7NhxAV8ARqJPn95SsUJFIcWypchEgGcAtUFyMkoyCe7Z86FmVAUFbEkINvXkk08qKKkR7vzI0cNSs1ZN2b5te7wbceL4cZUaTJ0yRQoWKKgTvsnlAkNAllGneoAAYm+8MV4OHjio56pVre5qD/WAp5whLIYPHT6kyf1chcPgR0gZAqLiuYPlDKE7ccIknxA5y7oXpC7nTeQ99/N2P2UReOzxx+TU56eETGPJIQINPf10VY9NoM8+c+a0EN3ulVe6eCxjDwYXgRdeaC1z5szRFWIgH20nM0C8AEuRi0DDho0kOjqwe8j9f3fFCg03ffX7q/LRRwelTu260rFjRyGiKbRx4wZZsGCBkDsDBmHChInxXF0xQiV+QDAINWOunPdLjRrPyJtvvqliflbtzEeTJk1Sm4Jcue5X+wKOMekjzSaMO5E+nVFeYRJgBjiGSgAJQmJEGHGyx1auXEVeeOF5v8OIJ9Zucs+HlCHw1HnnBO7kwjyVRdzijajr67y3evZ4cBBYu2atct/JaQ3xMlEHvTEE769/3zIDyQE4CXUXL14k3357WbLniJ9101tT3MPVq1ZpNEIM0qxkwBtSkXP82rVrfneW+48U78qV7zSsdIuWcaGlH3kkYXwSc4zJd/CgQdKjR3cVwRP/AoaCnCSzZ89JdnIlmAHUjNiwoAKB8UD0z/WgHj1ed9kUmDwuHGeRyfy0bes2l4SAZHJ16z6rdZlzSFFOMrjEiHKBhhFPrM1gnA956GK4LxLneJq8w4EhsIxF4I8ZedOLFXtUNm/eEnhlRw08FRAxr1+fMDoaiYtwhbNGhA7AUuln2bJl5LVXX4uXxRKdMpkkDX311Ve6Gvzk0MdClLuXXn5ZzAfflLHbyESAb2KVyk9J9x494g2AFfy6tet0dU9EfBK1HT12VIo+WlTGjB0br2xiO5999pnm4qhQvoLcdfddMnXqFFUNjhgxMllSR1QV9erV1W9Tahi08i28+eabI8a2KewkBIk9KPZ8+CPw6cmTKlZLbk//+P0PbYKMhQUKFNSEPAUfKagfnQtfXdC00dajILkoB16/cePGEtWurU4KpBv+7rvv5LbbbtMVIOm8L39zWQ3PWA2iF8b2wFLaQaBPn74yZswYQWVHyuqzZ86ooWiunLlcKgDClkOoB7xJ+HwhwmTdu1dvjZIJY/FUladl8TuLZPz48TJr1mxfVX2emz5tmnTu9FKqGbTyLSSYE1ERUZWFO1MccgmBr7tnJQS+0Anfc7Vq1pQnKz2ZpA+Bc1RG3Dxh4huay/yHaz/Iju07JH+B/NKoUeOI4bqdY0orv1n5xMZulnz5Hgz7j1xawTycxkH6YEKTx27ZrMxgzJChQTfqRXWAZGDDhg1y6NAnruH37x+dJFsCpFg9Xu+u+S9ScyFBkLYaNapp/3v37iOtW7dxjSXcfliGIJE7YlUGiQDkdpqHv1mzJqqfczuV5N1ePXtKhw4dhLj6liwCFoH0h8Du3bvlpZc6a9yA9zesl5dffiVgpgDbgVtvuzUkBsj9+vaVmW/O0HTLfXr3lSpPPRWWNzF1fMPCcui2UymBwOhRo9SwJphtlyxVUkXUwWzTtmURsAhEDgIlSpSQnTt3ychRo6R9+w5CVtNAaXPsZqlYMc6tMdC6yS2PugBbmnPnzqknRXLbS6n6liFIKWTTYbtYoJNpsGq1OPFYsCBYu3atuigFqz3bjkXAIhC5COR/OL96reB5kBhh5/DO4sX6h4tyaqoK3Ps2YuRIPXTi5HFp0by5bN+2TRYuXCCjRsUddy8fin1rVBgK1NPoNfPkySsF8heI5zvs71CxF4BMil1e9sOHD2nQkGvXfpCur77qb1O2nEXAIpCGEUB1ODRmmHTu3FHuvTebZMyQUQoXLqzeCHg57Nu/VxDLE1aYENmdOnaWDBkzyPx5C1LNmNAb/ER5nDx5qmzZEqsGkhhd4sYZLnFULEPg7c7Z4wEjgEU5cc5x7Qk0yyEvCDEHDOXMmUsKFyqs4Y+xUg4lZ2/6ZLcWAYtAeCDwdNWqUrpMGcE98Yfvv5fFixfLzp075cUXX5RffvlFBg8ZJL///ocsXrxEUDeEmjDCbdWqpTxW4nFd9PBNK1asuAwYEC3NmjULdfdc17cMgQsK+yO5COBvC5lVfiDtPfxwfvn3v/8tJ09+Fkg1W9YiYBFIpwiwSDBufEgNurzyipCHYOmyZcIETOZToiPu3LlDA5iFA0zEZUD6yTeSeAjPt3pBiPwYLmQZgnC5E2mgH/Pnz9P4A/4yBOj2cubKqb7MH+7eHZTYBWkARjsEi4BFIAkIEC792WfrSubMmaVvn77qlUSAJEIDE948FITrZLOmTaXikxWlTZs28tNPP8mUyZM1eBPxELp07RqKbnm9pjUq9AqNPREoAls/2KqJQHDvSczgB5sB4gvMmztPqlV7Wo4cOaLR7AK9pi1vEbAIWARAoF69+vLA/Q/I77//Lt17dNfwwk2aNJILF74MCUAwAyOGD5dL31xSdehbb70l2e7NpgmQYAxebNs2JP3ydVErIfCFjj0XEALnvzivDzs6vGrV/8745akRI0Ug93ihwoVtNDtPINljFgGLQEAI9OrdW+OgTJs2w1UP0XwoaNjQoep1NXHiJNm7d4/mYvjXv/+tqb/DNadHSCUEPbrHcXEE/4mJGRKKe2avGSQECEj06acn1aCn5BOl/DIqzJ+/gIYm5TmwZBGwCFgEkouAsSkgkuL27dukQ4d2cuONNyW32YDr406Ih0OLFi3k6NEjsmTJElVblC9fPqwTfIWMIUCcsm79Otm9e48sX/6uLFq0KGDQbYXwQYBkQ7jU5Mhxn6C3S4zwDyYcKaE8Z775ZmLF7XmLgEXAIuAXAmQxJP8BYY//8Y/rZcaMmX7VS24h5rQ1q1cLuVfIX5A9ew7p2rWLTJo0UWrVqhU2roW+xhkylQFZDnFNy5o1q/5dunRRc1GzbynyECCBDUlubrjhn0LiocTo0CeHlBkI57jeiY3BnrcIWATCDwESI0UPGKB/qdU7vBq6vfaa2guULlVGyleooHESKlZ4Ujp17qxxElKrL8m5TsgYgu+//z5ev0mSYilyEXhrTlwGsj/++F25c28jIUXq+nXr5fCRQzJnzlxvxexxi4BFwCIQEQgcOHBAatasodk/x44dp31GYtqiRcuIkAo4QQ4ZQ4BIx0kEs4ESy3DorBNIWWc9+zu4CBw6dEj9avEcuHr1qkS1jfJ4ATwPRo8epZkLH8id2xoSekTJHrQIWAQiCYH69Z/VwGmoBSC+g8dPHPdLdRpu4wwZQ4Bq4Nixo6omMKBw7OzZ82bXbiMEgRdfbK0vAd0lgUe+B31Le27JkMEyAxFyb203LQIWAd8IDBw4SJa8s0S6dH1F/u//blbmoEL5ChLVrp3vimF4NqTpj6PatpVVq99TWHr0eF2iosIPQJv+OPGnlvChWPVOmTpZpkyeqtHCvNVas2a1LFy4UG644XrZvHmLt2L2uEXAImARiBgEmCdqPlNLnnrqKV0QYccQiRRShiASALMMQeJ3qfULL8i69WtdBVetWuM1fDGqof79+2lCjy1bPnDVsT8sAhYBi0AkIpCW5oiQuR36c+Pnzn1b9u/fr0Vx3ShSpLBUrlxJtsTGuqqT0YoYBpzjr2GDBkI9S6mHAMzAP/4R9yiRTMQEHXLvATYErVs/L0UfLSozZ1pXQ3d87L5FwCIQeQikJTV3yGwI/LntuKZBX37xhWyJ3SKjR40WvBNefuVl+eCDrXquQYP60qVLF/0zbW7buk1/NmnS1Byy2xREIG/efHL8+DGNQ3DkyGEpU6ZsgqsdO3pU5syZE5GWtwkGYw9YBCwCFoE0iEBYMwQG7ytXr0jZcmWlbLlyemj79u2yb+9eZQ6qVK4i7hP/gw8+JIttoCMDX4pvYQbIVEgcApPx0HlRJANR7dpK7Vp1EtwrZzn72yJgEbAIWARCh0BYMwTZc2SXkSNHusLgNmv2nKxYsVwjHPbs1UtRGzd+nEaCypgxowvFle+ulBrP1HDt2x8piwDRBgcOHKBqAyIVutO8uXPV+2DsuDgfXffznvY3bNggS5cs0VDIr/fsKbly5fJUzB6zCFgELAIWgSAhENYMAV4HTz5ZSY4fOybnzp/TIePnPn36DHXt4MDs2W/J7Nmz5OyZsy5ImjZtKtVrWIbABUgK/7j8zWX1uSVkcdOmjSVLlqwya1ZcoCIuXalyJWUYiOZFRENfVLdOHTl77ozmMzflfvvtN5k1++/2zHG7tQhYBCwCFoHgIWC9DBLBMi1ZkCYy1CSfJob3Qw/l0yQiP//8k7ZD4Km7784iX3/9tfz44zUNaVyndh2JGTrU53VWvfeeMn+fnvxUbrrpJnXjKVmqlM869qRFwCJgEbAIJB+BsJYQ4Flw5coV6d69h8eR4oHgzVYgf4H8Vl/tEbXgH7zlllsEV0PCd1533XUqLcD488F8D2kGxP79o2XcuHESuyVWV/6+pASJpU0Ofu9tixYBi4BFwCIAAmHtdoga4OCBg+pq6MmVsEiRImrIdurUKYEBcP5hWGgp9RAoUKCArFy5Kl64zgtffalSg3Vr16kdSKFHCkmxYo9K/379hHTJqBAsWQQsAhYBi0B4IBDWKoMe3bvrJJ8pYybBeBCqUKGCZMuWLd7qn9gEMTFDBQYh2GRVBoEjOnHiBJk8eZIya87axCr4448/XIcIc7xv/16ZNnW6VHnqKddx+8MiYBGwCFgEUh+BiGAIjFshAYl27topZ06fkT59+2raZCBDh43YOiXIMgTJQ3Xjhg0ybdo02bFzu/zrX/9Sr4EsWbLIuLHjJedfngO+VAjJu7qtbRGwCFgELAL+IhDWDAFqAkT/vlb+RCpcsuQdWfRX3IE8ufOoy6FhIvwFwls5yxB4Qyaw4zBtR44ckZkzZkj/6OhEvQ0Ca92WtghYBCwCFoHkIhDWDAGDw7CQFaah+vXrS/PmLVQ6wCRTpkzpeFEKKUekwlKlS8VTK5j6gW4tQxAoYra8RcAiYBGwCEQiAmHvZYBhIaGJz507J1e+u6L2A82bPydLly6T2M2bxUYqjMTHzvbZImARsAhYBMINgbBmCMhf8Fq3bqoyQDVA3oIhMTFCjoMTJ05IufLl1dgQKYKNVBhuj5btj0XAImARsAhEEgJhrTJgoocpIAyxSVjUsGFDTW60atVqVRtcuHBBIxUiPTBUsmTJoEUqtCoDg6rdWgQsAhYBi0BaRiCs4xAQuhhmAIlAjvtyyKTJk+X8F+c1dHHWrFn1vpw4flxjFWS6NZNKD5AgQDATliwCFgGLgEXAImAR8A+BsFYZMAR3bwHnPtIBUiFjYwDTENW2rTINZEd05jbwDwpbyiJgEbAIWAQsAukXgbBlCPAgGDRwoMc7QxZEpAekQHYaFSIVgCnAw8CSRcAiYBGwCFgELAL+IxC2KgMCDRGKeN36dfFCEnMs273ZdIQYFXLehDWGSYBImWzJImARsAhYBCwCFgH/EQhbCQFDQD2AKoCUx2aydw4NpoFUyLt373Idxs7A2g+44LA/LAIWAYuARcAi4BcCYe1lYEaQkqGJzTW8ba2XgTdk7HGLgEXAImARSEsIhK3KwAlySuUpcF7D/rYIWAQsAhYBi0B6RiAiGIL0fIPs2C0CFgGLgEXAIpAaCFiGIDVQttewCFgELAIWAYtAmCNgGYIwv0G2exYBi4BFwCJgEUgNBILmZYDxnSWLgEXAImARsAhYBCITgaB4GUTm0G2vLQIWAYuARcAiYBEwCFiVgUHCbi0CFgGLgEXAIpCOEbAMQTq++XboFgGLgEXAImARMAhYhsAgYbcWAYuARcAiYBFIxwhYhiAd33w7dIuARcAiYBGwCBgELENgkLBbi4BFwCJgEbAIpGMELEOQjm++HbpFwCJgEbAIWAQMApYhMEjYrUXAImARsAhYBNIxApYhSMc33w7dImARsAhYBCwCBgHLEBgk7NYiYBGwCFgELALpGAHLEKTjm2+HbhGwCFgELAIWAYOAZQgMEnZrEbAIWAQsAhaBdIyAZQjS8c23Q7cIWAQsAhYBi4BBwDIEBgm7tQhYBCwCFgGLQDpGwDIE6fjm26FbBCwCFgGLgEXAIGAZAoOE3VoELAIWAYuARSAdI2AZgnR88+3QLQIWAYuARcAiYBCwDIFBwm4tAhYBi4BFwCKQjhGwDEE6vvnBHPr+/fsle/Z7JaptW3lv5UopUqSw7rPlXGrTyZMnZe7ct2VLbKzHS9PXCxcueDxHvWARY6cvbMEmOUSfnUR7HDN/wew313G/nvPawfjtb38nTZroGmPDBg0Uz2BcP9Ax0t8ffvhBnyt/++7sJ++FuVfmWejRvbvrWEzMEFdxypoypp+mrmnHed5V0f6wCCQHgT8tWQSCgMC+ffv+bPvii9pS4cKF/ozdvFl/s61U6ckgXMH/JiZOnPDnkCGDXX/du3VLUDlbtnv+/PLLLxMc51gw+0s/Vr77boLrJOUAfXYSeJu26Tfnv//+e2eRZP12v16yGnOr7C/Ob789588G9eu77hX73J9gjtOta153ua6nZ8ZrBbcTvBe8J/Sdtng3OEabHOc3xPML9uZ9OnHihGLgbM75vjmP298WgeQgYCUEyeGmbF2PCNx5551y5OgRPVe2XDlZv/59XVmxumOVY6QGrIjMSsv8rly5kvBnyphVEeVY0Zs22LJao55zZYVE4MqVK3Lluyty5vQZOXjgoOQvkF9YZXoi2ud6bGknun9/OXbsqP5mVW8kHZzj+uybP1OPuqzaKG/6y5b9iRMnSLv2UXqeFR3SAlOPMdAm+85jjIuypi1/V4JPPF5Svv/+e1db1Df4mva4DtfkuGmffjr3TRnwMv0zZSkHFqZd85utGQPnnLjRjrk+7fDbF87O+7Ty3ZUSFRUlWbNm1cNNmjSV22+7XVasWO66D7TnfC7oh6d7wXHTR/P80B/3spRxx4N9novmzZ/Tc+yblboZE1jx21wDTJy0f/8BKVKkiNxyyy06hvNfnBfeFcbG8UuXLireGTNmlIkTJrmqHj92THbs3K5tm2fGddL+sAgEEQHLEAQRTNtUHAKzZ7+lkzKTAh9HPpx8wKGzZ89LdP9oeeGF573C1bx5c+Hj2b17N5nz1tuye/ceGTlypE4iZcuV1TbYzpnzlnTv3kP/TGNr166V/A/nl++++04mTZ4so8eMESaRZcuWmSIJtjExQ2X58nd18u7Tt6/ky/egtkkfR48ardeDsdi0aaN+tKdPn6FjuHTpkhw5ckyGDImRVatW6Ued8fHXpHFTOXr0iLRr114/7v+55x697swZM6R27dpaplDhQjJu7Fg9zphp68TJE3LixAntO+1s3LhZVq1+L0GfzQGYDSahEiWK6aEMGTIoA0Zd+rVt6zbF/9tvv9Vrcm2uCZ7gCr7Dhg5VjEzfGReTG8RkBUPnbM9c2317f677tRxtO3GDSeNeOMfjC2enmufyt5clT9688S4FbpkyZnLdi1KlS+l52ue5gJhgzXjMveC4O87OsmB9552ZheeBZ8bUB48HH3xInwuebUN9+vZR/Lhv4MvzATmfJ1PWuYUBgWjTSTx3ENd20rnz56RHj9e1P02bNpXly70/y8569rdFIFAELEMQKGK2fKIIMIkwUTOp8wFl0jp37pzUeKaG1q1eo4Z+zL01ZD6UrMiQMNAebUFDhgzWCZDtxx99nKCJTLdmineMjzQfYFaV3ojJg2u4Eyu2Zs811euxQjNEeahE8RK62mNyglj9syqEEZo7z7Mdwr79+6REice0fOVGSQzMAAAEpElEQVTKVZRxYYcxs3JkxQixAmXlW7Fied339o+VJBMXkxKT5769e7UPrCR79Oiu1a5cveLCPiqqndSrX1/7zpjBd8HChco00HeYC8ZtyEhhnO2Zc+5bMzG748ZK2Nd4PJU3bXPfThw/bnZ1C3PGmCDuhfPZMth6uxfuOJuGYYDat28nMHu0CRPrCQ9Tni39Bj/um3m2TZ88PU+co18wYNNnzBCYNyfBeHgi7hl/hjw99+ac3VoEkoOAZQiSg56tmwABPnhMiGwNserKli2bIP6F+NiaY3zMIT7y7kQZVotMSkgaILNSYhJk1elOdes+q6t1Jifq0P7u3bvifbDd67jvmw8z12cFbVaKFSpUdC8ab3/UyJGSKVMmWbVqtSC+v3r1qp43kxc7jxZ5VPvD7/Xr18mtt94arw2zwyqbVTSrfAgM/CEmX7Bkkq9WtbquXKlnsGdinjZ1quz+cLdKAcz9gml7/LHHVVLCuL//q+9Idtzb414mdt+cuDEJexqPN5ydK2Qm2kmTJrkkFvQfKUrx4iVccDifLe415O1euCo5fsAMoAro+XpPZQY45Q0P531wPp8GX0ezCX7S9969eikzABMB0wDTy/WdEhn3ihgeUhfiWTKMl3s5u28RSC4CliFILoK2fjwEcufOLV26dNGVrRFloyKoWbOWluMYolZWYnzUFy1apKvSeI38tUMZVugPPZRPKlSooBPkltgtWp52zCrOqavl+g0bNlRROZMvdgToZJ2TjKdrmWNm1cbqnOu//MrLej2YC+dkYMo7t3yokVxUq1ZVcubMKWfPnFVGyKzUKdvq+edVfUH/mWg7de7sbEJ/MxkjKUANgMificdMGO6FjcrAYASmRt8Ms8Hkydhvu+02HQcT8ytduug9on0kENwfxOpgzeo1T+48AmMBeWrPn/vmxA1M3cdjxuEJZyczSd9RA9BXMGPiXbhwka7KTRvOZ4vnA6mCp3thyrtvkSIxMRtpENfxhAcqEafEBtzM8wm+vhhGnh2eA+4N94prxG7erEwbY+OvdevW7l3TfZ6Z2bNnu8ZvxuuxsD1oEUgGAtdhkZiM+raqRUARQCzPytPTqj1UEDGxsApjNWYp7SLA6hlGAakIxqMwYkNi4iQraXXU4fi+pVWs09O4rIQgPd3tFB4rxm+s+MKFkBZYZiBc7kbK9cOsmFl1T5s2TaUwKXe10LcMM1Cr1jOh74jtQZpDwEoI0twttQOyCFgELAIWAYtA4AhYCUHgmNkaFgGLgEXAImARSHMIWIYgzd1SOyCLgEXAImARsAgEjoBlCALHzNawCFgELAIWAYtAmkPAMgRp7pbaAVkELAIWAYuARSBwBCxDEDhmtoZFwCJgEbAIWATSHAKWIUhzt9QOyCJgEbAIWAQsAoEjYBmCwDGzNSwCFgGLgEXAIpDmELAMQZq7pXZAFgGLgEXAImARCBwByxAEjpmtYRGwCFgELAIWgTSHgGUI0twttQOyCFgELAIWAYtA4AhYhiBwzGwNi4BFwCJgEbAIpDkELEOQ5m6pHZBFwCJgEbAIWAQCR8AyBIFjZmtYBCwCFgGLgEUgzSHw/8EgnU0tEN3/AAAAAElFTkSuQmCC" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State which<strong> two</strong> regions had the most sustainable ecological footprint in 1975.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the pattern of regional ecological footprints in 2010.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the anti-Malthusian view of the relationship between population and resources.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>Patterns in resource consumption</strong></p>
<p>The diagram shows the international movement of e-waste*. The numbers indicate the volume in metric tons. The arrows indicate the direction of movement and their width is proportional to the volume of movement.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>With reference to the diagram, describe the movement of e-waste into <strong>and</strong> out of Asia.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Briefly explain the limitations of recycling as a strategy to reduce global resource consumption.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the neo-Malthusian view of the relationship between population size and resource consumption.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows a forecast for how future demand for oil and natural gas will be met.</p>
<p><img src="data:image/png;base64,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" width="502" height="614"></p>
<p>[Source: © 2009 New Scientist Ltd. All rights reserved. Distributed by Tribune Content Agency, LLC.]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the trend for currently-producing oil fields shown on the graph for the period 2015–2030.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> possible reasons for the trend you described in (a)(i).</p>
<p>Reason 1:</p>
<p> </p>
<p>Reason 2:</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<div class="marks">[2]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Briefly suggest what is meant by “unconventional” oil and gas.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain<strong> two</strong> limitations of <strong>one named</strong> source of renewable energy.</p>
<p>Source of renewable energy:</p>
<p>Limitation 1:</p>
<p> </p>
<p> </p>
<p>Limitation 2:</p>
<p> </p>
<p> </p>
<p> </p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>Patterns in resource consumption</strong></p>
<p>The map shows recycling rates for a selection of countries in Europe in 2016.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Data adapted from European Environment Agency: www.eea.europa.eu, European Commission (c) European Union, 1995-2018 and Eurostat © European Union, 1995 - today. Eurostat do not take any responsibility for any translations or modifications to the data.]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the pattern of recycling rates shown on the map.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why recycling rates differ greatly between countries.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> strengths <strong>and</strong> <strong>one</strong> weakness of <strong>one</strong> local or national strategy aimed at reducing the consumption of <strong>one named</strong> resource.</p>
<p> </p>
<p>Named resource:</p>
<p>Local or national strategy:</p>
<p>Strength 1:</p>
<p> </p>
<p>Strength 2:</p>
<p> </p>
<p>Weakness:</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br>