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SDG Metadata / 15-3-1Russian

<h1>Data sources</h1>
<h2>Description:</h2>
<p>National data on the three sub-indicators is and can be collected through existing sources (e.g., databases, maps, reports), including participatory inventories on land management systems as well as remote sensing data collected at the national level. Datasets that complement and support existing national indicators, data and information are likely to come from multiple sources, including statistics and estimated data for administrative or national boundaries, ground measurements, Earth observation and geospatial information. A comprehensive inventory of all data sources available for each sub-indicator is contained in the Good Practice Guidance for SDG Indicator 15.3.1. </p>
<p>The most accessible and widely used regional and global data sources for each of the sub-indicators are briefly described here.</p>
<ol>
<li><strong>Land cover and land cover change</strong> data are available in the: <ol>
<li><strong>ESA-CCI-LC,<sup><a href="#footnote-18" id="footnote-ref-18">[18]</a></sup></strong> containing annual land cover area data for the period 1992-2015, produced by the Catholic University of Louvain Geomatics as part of the Climate Change Initiative of the European Space Agency (ESA); or </li>
<li><strong>SEEA-MODIS,<sup><a href="#footnote-19" id="footnote-ref-19">[19]</a></sup></strong> containing annual land cover area data for the period 2001-2012, derived from the International Geosphere-Biosphere Programme (IGBP) type of the MODIS land cover dataset (MCD12Q1).</li>
</ol>
</li>
<li><strong>Land productivity data</strong> represented as vegetation indices (i.e., direct observations), and their derived products are considered the most independent and robust option for the analyses of land productivity, offering the longest consolidated time series and a broad range of operational data sets at different spatial scales. The most accurate and reliable datasets are available in the: <ol>
<li><strong>MODIS data products</strong>,<strong><sup><a href="#footnote-20" id="footnote-ref-20">[20]</a></sup> </strong>averaged at 1 km pixel resolution, integrated over each calendar year since 2000; and </li>
<li><strong>Copernicus Global Land Service products</strong>,<strong><sup><a href="#footnote-21" id="footnote-ref-21">[21]</a></sup></strong> averaged at 1 km pixel resolution and integrated over each calendar year since 1998.</li>
</ol>
</li>
<li><strong>Soil organic carbon stock</strong> data are available in the: <ol>
<li><strong>Harmonized World Soil Database (HWSD)</strong>, Version 1.2,<strong><sup><a href="#footnote-22" id="footnote-ref-22">[22]</a></sup></strong> the latest update being the current de facto standard soil grid with a spatial resolution of about 1 km; </li>
<li><strong>SoilGrids250m,<sup><a href="#footnote-23" id="footnote-ref-23">[23]</a></sup></strong> a global 3D soil information system at 250m resolution containing spatial predictions for a selection of soil properties (at six standard depths) including SOC stock (t ha<sup>-1</sup>);</li>
<li><strong>Global SOC Map, Version 1.0,<sup><a href="#footnote-24" id="footnote-ref-24">[24]</a></sup></strong> which consists of national SOC maps, developed as 1 km soil grids, covering a depth of 0-30 cm.</li>
</ol>
</li>
</ol>
<p>In the absence of, to enhance, or as a complement to national data sources, good practice suggests that the data and information derived from global and regional data sets should be interpreted and validated by national authorities. The most common validation approach involves the use of national, sub-national or site-based indicators, data and information to assess the accuracy of the sub-indicators derived from these regional and global data sources. This could include a mixed-methods approach which makes use of multiple sources of information or combines quantitative and qualitative data, including the ground-truthing of remotely sensed data using Google Earth images, field surveys or a combination of both.</p><div class="footnotes"><div><sup class="footnote-number" id="footnote-18">18</sup><p> <a href="https://www.esa-landcover-cci.org/">https://www.esa-landcover-cci.org/</a> <a href="#footnote-ref-18">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-19">19</sup><p> <a href="https://modis.gsfc.nasa.gov/data/dataprod/mod12.php">https://modis.gsfc.nasa.gov/data/dataprod/mod12.php</a> <a href="#footnote-ref-19">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-20">20</sup><p> <a href="https://modis.gsfc.nasa.gov/data/dataprod/mod13.php">https://modis.gsfc.nasa.gov/data/dataprod/mod13.php</a> <a href="#footnote-ref-20">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-21">21</sup><p> <a href="http://land.copernicus.eu/global/">http://land.copernicus.eu/global/</a> <a href="#footnote-ref-21">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-22">22</sup><p> <a href="http://www.fao.org/soils-portal/soil-survey/soil-maps-and-databases/harmonized-world-soil-database-v12/en/">http://www.fao.org/soils-portal/soil-survey/soil-maps-and-databases/harmonized-world-soil-database-v12/en/</a> <a href="#footnote-ref-22">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-23">23</sup><p> <a href="https://www.soilgrids.org/">https://www.soilgrids.org/</a> <a href="#footnote-ref-23">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-24">24</sup><p> <a href="http://54.229.242.119/apps/GSOCmap.html">http://54.229.242.119/apps/GSOCmap.html</a> <a href="#footnote-ref-24">&#x2191;</a></p></div></div>
<h1> Источники данных </h1>
<h2> Описание: </h2>
<p> Национальные данные по трем субпоказателям собираются и могут собираться из существующих источников (например, баз данных, карт, отчетов), включая совместные инвентаризации систем управления земельными ресурсами, а также данные дистанционного зондирования, собираемые на национальном уровне. Наборы данных, которые дополняют и поддерживают существующие национальные показатели, данные и информацию, вероятно, будут поступать из множества источников, включая статистические и оценочные данные по административным или национальным границам, наземные измерения, наблюдения Земли и геопространственную информацию. Исчерпывающий перечень всех источников данных, доступных для каждого субпоказателя, содержится в Руководстве по эффективной практике для показателя 15.3.1 ЦУР. </p>
<p> Здесь кратко описаны наиболее доступные и широко используемые региональные и глобальные источники данных для каждого из субпоказателей. </p>
<ol>
<li> <strong> Растительный покров и его изменение </strong> данные доступны в: <ol>
<li> <strong> Веб-сайт ESA-CCI-LC (Европейское космическое агентство-Инициатива по изменению климата-Растительный покров), <sup> <a href="#footnote-18" id="footnote-ref-18"> [18] </a> </sup> </strong>содержащий годовые данные по площади земного покрова за период 1992-2015 годов, подготовленные Геоматическим католическим университетом Лувена в рамках Инициативы по изменению климата Европейского космического агентства (ЕКА); или</li>
<li> <strong> База данных Программы СПЭУ Система природно-экономического учета - МОДИС видеоспектрометр со средней разрешающей способностью, <sup> <a href="#footnote-19" id="footnote-ref-19"> [19] </a> </sup> </strong>, содержащая годовые данные по площади растительного покрова за период 2001-2012 гг., полученные из набора данных MODIS по растительному покрову (MCD12Q1) в рамках Международной программы по геосфере и биосфере (МПГБ).</li>
</ol>
</li>
<li> <strong> Данные о продуктивности земель </strong>, представленные как индексы растительности (т.е. прямые наблюдения), и их производные продукты считаются наиболее независимым и надежным вариантом для анализа продуктивности земель, предлагая самые длинные консолидированные временные ряды и широкий спектр наборов оперативных данных в разных пространственных масштабах. Самые точные и надежные наборы данных доступны в: <ol>
<li> <strong> Данные продукта MODIS </strong>, <strong> <sup> <a href="#footnote-20" id="footnote-ref-20"> [20] </a> </sup> </strong> усредненные с разрешающей способностью элементов изображения в 1 км, интегрированные по каждому календарному году начиная с 2000 года; и </li>
<li> <strong> Данные продукта Copernicus Global Land Service (Глобальная земная служба "Коперник")<sup> <a href="#footnote-21" id="footnote-ref-21"> [21] </a> </sup> </strong> усредненные с разрешающей способностью элементов изображения в 1 км и интегрированные по каждому календарному году начиная с 1998 года. </li>
</ol>
</li>
<li> <strong> Данные по запасам органического углерода в почве </strong> доступны в: <ol>
<li> <strong> Мировая гармонизированная база почвенных данных (МГБПД) </strong>, версия 1.2, <strong> <sup> <a href="#footnote-22" id="footnote-ref-22"> [22] </a> </ sup> </strong> последним обновлением которой является действующая фактическая стандартная почвенная сетка с пространственным разрешением около 1 км; </li>
<li> <strong> SoilGrids250m, <sup> <a href="#footnote-23" id="footnote-ref-23"> [23] </a> </sup> </strong> глобальная трехмерная информационная система данных по почве с разрешением 250 м, содержащая пространственные прогнозы для отбора свойств почвы (на шести стандартных глубинах), включая запасы органического углерода в почве (т га<sup> -1 </sup>); </li>
<li> <strong> Глобальная карта запасов органического углерода в почве (SOC), версия 1.0, <sup> <a href="#footnote-24" id="footnote-ref-24"> [24] </a> </sup> </strong>, которая состоит из национальных карт SOC, построена в виде 1-километровой почвенная сетки, охватывающей глубину 0 -30 см. </li>
</ol>
<p> В случае отсутствия национальных данных или для улучшения имеющихся данных, а также в качестве дополнения к ним, передовая практика предлагает, чтобы данные и информация, полученные из глобальных и региональных наборов данных, были интерпретированы и проверены национальными органами. Наиболее распространенный подход к валидации включает использование национальных, субнациональных или местных показателей, данных и информации для оценки точности субпоказателей, полученных из этих региональных и глобальных источников данных. Эта практика может включать смешанный подход, при котором используется несколько источников информации или объединяются количественные и качественные данные, включая наземную проверку данных дистанционного зондирования с использованием изображений программы Google Earth, полевых исследований или их сочетания. </p><div><sup class="footnote-number" id="footnote-18"> 18 </sup> <p> <a href="https://www.esa-landcover-cci.org/"> https://www.esa-landcover-cci.org/ </a>
<a href="#footnote-ref-18"> /a> </p> </div> <sup class="footnote-number" id="footnote-19"> 19 </sup> <p> <a href="https://modis.gsfc.nasa.gov/data/dataprod/mod12.php"> https://modis.gsfc.nasa.gov/data/dataprod/mod12.php </a> <a href="#footnote-ref-19"> </a> </p> <div> <sup class="footnote-number" id="footnote-20"> 20 </sup> <p> <a href="https://modis.gsfc.nasa.gov/data/dataprod/mod13.php"> https://modis.gsfc.nasa.gov/data/dataprod/mod13.php </a> <a href="#footnote-ref-20"></a></div> <div> <sup class="footnote-number" id="footnote-21"> 21 </sup> <p> <a href="http://land.copernicus.eu/global/"> http://land.copernicus.eu/global/</a> <a href="#footnote-ref-21"></a> </p> </div> ] <div> <sup class="footnote-number" id="footnote-22"> 22 </sup> <p> <a href="http://www.fao.org/soils-portal/soil-survey/soil-maps-and-databases/harmonized-world-soil-database-v12/en/"> http://www.fao.org/soils-portal/soil-survey/soil-maps-and-databases/harmonized-world-soil-database -v12/en/</a> <a href="#footnote-ref-22"> </a> </p> </div> <div> <sup class="footnote-number" id="footnote-23"> 23 </sup> <p> <a href="https://www.soilgrids.org/"> https://www.soilgrids.org/<a href="#footnote-ref-23"> </a> </p> <div> <sup class="footnote-number" id="footnote-24"> 24 </sup> <p> <a href="http://54.229.242.119/apps/GSOCmap.html"> http://54.229.242.119/apps/GSOCmap.html </a> <a href="#footnote-ref-24"> </a> </p> </div>
9 days ago
User avatar jenpark9

Translation changed

SDG Metadata / 15-3-1Russian

<h1>Data sources</h1>
<h2>Description:</h2>
<p>National data on the three sub-indicators is and can be collected through existing sources (e.g., databases, maps, reports), including participatory inventories on land management systems as well as remote sensing data collected at the national level. Datasets that complement and support existing national indicators, data and information are likely to come from multiple sources, including statistics and estimated data for administrative or national boundaries, ground measurements, Earth observation and geospatial information. A comprehensive inventory of all data sources available for each sub-indicator is contained in the Good Practice Guidance for SDG Indicator 15.3.1. </p>
<p>The most accessible and widely used regional and global data sources for each of the sub-indicators are briefly described here.</p>
<ol>
<li><strong>Land cover and land cover change</strong> data are available in the: <ol>
<li><strong>ESA-CCI-LC,<sup><a href="#footnote-18" id="footnote-ref-18">[18]</a></sup></strong> containing annual land cover area data for the period 1992-2015, produced by the Catholic University of Louvain Geomatics as part of the Climate Change Initiative of the European Space Agency (ESA); or </li>
<li><strong>SEEA-MODIS,<sup><a href="#footnote-19" id="footnote-ref-19">[19]</a></sup></strong> containing annual land cover area data for the period 2001-2012, derived from the International Geosphere-Biosphere Programme (IGBP) type of the MODIS land cover dataset (MCD12Q1).</li>
</ol>
</li>
<li><strong>Land productivity data</strong> represented as vegetation indices (i.e., direct observations), and their derived products are considered the most independent and robust option for the analyses of land productivity, offering the longest consolidated time series and a broad range of operational data sets at different spatial scales. The most accurate and reliable datasets are available in the: <ol>
<li><strong>MODIS data products</strong>,<strong><sup><a href="#footnote-20" id="footnote-ref-20">[20]</a></sup> </strong>averaged at 1 km pixel resolution, integrated over each calendar year since 2000; and </li>
<li><strong>Copernicus Global Land Service products</strong>,<strong><sup><a href="#footnote-21" id="footnote-ref-21">[21]</a></sup></strong> averaged at 1 km pixel resolution and integrated over each calendar year since 1998.</li>
</ol>
</li>
<li><strong>Soil organic carbon stock</strong> data are available in the: <ol>
<li><strong>Harmonized World Soil Database (HWSD)</strong>, Version 1.2,<strong><sup><a href="#footnote-22" id="footnote-ref-22">[22]</a></sup></strong> the latest update being the current de facto standard soil grid with a spatial resolution of about 1 km; </li>
<li><strong>SoilGrids250m,<sup><a href="#footnote-23" id="footnote-ref-23">[23]</a></sup></strong> a global 3D soil information system at 250m resolution containing spatial predictions for a selection of soil properties (at six standard depths) including SOC stock (t ha<sup>-1</sup>);</li>
<li><strong>Global SOC Map, Version 1.0,<sup><a href="#footnote-24" id="footnote-ref-24">[24]</a></sup></strong> which consists of national SOC maps, developed as 1 km soil grids, covering a depth of 0-30 cm.</li>
</ol>
</li>
</ol>
<p>In the absence of, to enhance, or as a complement to national data sources, good practice suggests that the data and information derived from global and regional data sets should be interpreted and validated by national authorities. The most common validation approach involves the use of national, sub-national or site-based indicators, data and information to assess the accuracy of the sub-indicators derived from these regional and global data sources. This could include a mixed-methods approach which makes use of multiple sources of information or combines quantitative and qualitative data, including the ground-truthing of remotely sensed data using Google Earth images, field surveys or a combination of both.</p><div class="footnotes"><div><sup class="footnote-number" id="footnote-18">18</sup><p> <a href="https://www.esa-landcover-cci.org/">https://www.esa-landcover-cci.org/</a> <a href="#footnote-ref-18">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-19">19</sup><p> <a href="https://modis.gsfc.nasa.gov/data/dataprod/mod12.php">https://modis.gsfc.nasa.gov/data/dataprod/mod12.php</a> <a href="#footnote-ref-19">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-20">20</sup><p> <a href="https://modis.gsfc.nasa.gov/data/dataprod/mod13.php">https://modis.gsfc.nasa.gov/data/dataprod/mod13.php</a> <a href="#footnote-ref-20">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-21">21</sup><p> <a href="http://land.copernicus.eu/global/">http://land.copernicus.eu/global/</a> <a href="#footnote-ref-21">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-22">22</sup><p> <a href="http://www.fao.org/soils-portal/soil-survey/soil-maps-and-databases/harmonized-world-soil-database-v12/en/">http://www.fao.org/soils-portal/soil-survey/soil-maps-and-databases/harmonized-world-soil-database-v12/en/</a> <a href="#footnote-ref-22">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-23">23</sup><p> <a href="https://www.soilgrids.org/">https://www.soilgrids.org/</a> <a href="#footnote-ref-23">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-24">24</sup><p> <a href="http://54.229.242.119/apps/GSOCmap.html">http://54.229.242.119/apps/GSOCmap.html</a> <a href="#footnote-ref-24">&#x2191;</a></p></div></div>
<h1> Источники данных </h1>
<h2> Описание: </h2>
<p> Национальные данные по трем субпоказателям собираются и могут собираться из существующих источников (например, баз данных, карт, отчетов), включая совместные инвентаризации систем управления земельными ресурсами, а также данные дистанционного зондирования, собираемые на национальном уровне. Наборы данных, которые дополняют и поддерживают существующие национальные показатели, данные и информацию, вероятно, будут поступать из множества источников, включая статистические и оценочные данные по административным или национальным границам, наземные измерения, наблюдения Земли и геопространственную информацию. Исчерпывающий перечень всех источников данных, доступных для каждого субпоказателя, содержится в Руководстве по эффективной практике для показателя 15.3.1 ЦУР. </p>
<p> Здесь кратко описаны наиболее доступные и широко используемые региональные и глобальные источники данных для каждого из субпоказателей. </p>
<ol>
<li> <strong> Растительный покров и его изменение </strong> данные доступны в: <ol>
<li> <strong> Веб-сайт ESA-CCI-LC (Европейское космическое агентство-Инициатива по изменению климата-Растительный покров), <sup> <a href="#footnote-18" id="footnote-ref-18"> [18] </a> </sup> </strong>,содержащий годовые данные по площади земного покрова за период 1992-2015 годов, подготовленные Геоматическим католическим университетом Лувена в рамках Инициативы по изменению климата Европейского космического агентства (ЕКА); или</li>
<li> <strong> База данных Программы СПЭУ Система природно-экономического учета - МОДИС видеоспектрометр со средней разрешающей способностью, <sup> <a href="#footnote-19" id="footnote-ref-19"> [19] </a> </sup> </strong>, содержащая годовые данные по площади растительного покрова за период 2001-2012 гг., полученные из набора данных MODIS по растительному покрову (MCD12Q1) в рамках Международной программы по геосфере и биосфере (МПГБ).</li>
</ol>
</li>
<li> <strong> Данные о продуктивности земель </strong>, представленные как индексы растительности (т.е. прямые наблюдения), и их производные продукты считаются наиболее независимым и надежным вариантом для анализа продуктивности земель, предлагая самые длинные консолидированные временные ряды и широкий спектр наборов оперативных данных в разных пространственных масштабах. Самые точные и надежные наборы данных доступны в: <ol>
<li> <strong> Данные продукта MODIS </strong>, <strong> <sup> <a href="#footnote-20" id="footnote-ref-20"> [20] </a> </sup> </strong>, усредненные с разрешающей способностью элементов изображения в 1 км, интегрированные по каждому календарному году начиная с 2000 года; и </li>
<li> <strong> Данные продукта Copernicus Global Land Service (Глобальная земная служба "Коперник") </strong>, <strong> <sup> <a href="#footnote-21" id="footnote-ref-21"> [21] </a> </sup> </strong> усредненные с разрешающей способностью элементов изображения в 1 км и интегрированные по каждому календарному году начиная с 1998 года. </li>
</ol>
</li>
<li> <strong> Данные по запасам органического углерода в почве </strong> доступны в: <ol>
<li> <strong> Мировая гармонизированная база почвенных данных (МГБПД) </strong>, версия 1.2, <strong> <sup> <a href="#footnote-22" id="footnote-ref-22"> [22] </a> </ sup> </strong> последним обновлением которой является действующая фактическая стандартная почвенная сетка с пространственным разрешением около 1 км; </li>
<li> <strong> SoilGrids250m, <sup> <a href="#footnote-23" id="footnote-ref-23"> [23] </a> </sup> </strong> глобальная трехмерная информационная система данных по почве с разрешением 250 м, содержащая пространственные прогнозы для отбора свойств почвы (на шести стандартных глубинах), включая запасы органического углерода в почве (т га<sup> -1 </sup>); </li>
<li> <strong> Глобальная карта запасов органического углерода в почве (SOC), версия 1.0, <sup> <a href="#footnote-24" id="footnote-ref-24"> [24] </a> </sup> </strong>, которая состоит из национальных карт SOC, построена в виде 1-километровой почвенная сетки, охватывающей глубину 0 -30 см. </li>
</ol>
</li>
</ol>
<p> В случае отсутствия национальных данных или для улучшения имеющихся данных, а также в качестве дополнения к ним, передовая практика предлагает, чтобы данные и информация, полученные из глобальных и региональных наборов данных, были интерпретированы и проверены национальными органами. Наиболее распространенный подход к валидации включает использование национальных, субнациональных или местных показателей, данных и информации для оценки точности субпоказателей, полученных из этих региональных и глобальных источников данных. Эта практика может включать смешанный подход, при котором используется несколько источников информации или объединяются количественные и качественные данные, включая наземную проверку данных дистанционного зондирования с использованием изображений программы Google Earth, полевых исследований или их сочетания. </p> [4084 ] <div> <sup class="footnote-number" id="footnote-18"> 18 </sup> <p> <a href="https://www.esa-landcover-cci.org/"> https://www.esa-landcover-cci.org/ </a>
<a href="#footnote-ref-18"> &#x2191; </a> </p> </div> [ 4304] <sup class="footnote-number" id="footnote-19"> 19 </sup> <p> <a href="https://modis.gsfc.nasa.gov/data/dataprod/mod12.php"> https://modis.gsfc.nasa.gov/data/dataprod/mod12.php </a> <a href="#footnote-ref-19"> &#x2191; </a> </p> [ 4529] <div> <sup class="footnote-number" id="footnote-20"> 20 </sup> <p> <a href="https://modis.gsfc.nasa.gov/data/dataprod/mod13.php"> https://modis.gsfc.nasa.gov/data/dataprod/mod13.php </a> <a href="#footnote-ref-20"> &#x2191; </a> [ 4756] </a></div> <div> <sup class="footnote-number" id="footnote-21"> 21 </sup> <p> <a href="http://land.copernicus.eu/global/"> http://land.copernicus.eu/global/ </a> <a href="#footnote-ref-21"> &#x2191; </a> </p> </div> ] <div> <sup class="footnote-number" id="footnote-22"> 22 </sup> <p> <a href="http://www.fao.org/soils-portal/soil-survey/soil-maps-and-databases/harmonized-world-soil-database-v12/en/"> http://www.fao.org/soils-portal/soil-survey/soil-maps-and-databases/harmonized-world-soil-database -v12 / en / /en/</a> <a href="#footnote-ref-22"> &#x2191; </a> </p> </div> <div> <sup class="footnote-number" id="footnote-23"> 23 </sup> <p> <a href="https://www.soilgrids.org/"> https://www.soilgrids.org/ [ 5428] <a href="#footnote-ref-23"> &#x2191; </a> </p> [5477 ] <div> <sup class="footnote-number" id="footnote-24"> 24 </sup> <p> <a href="http://54.229.242.119/apps/GSOCmap.html"> http://54.229.242.119/apps/GSOCmap.html </a> <a href="#footnote-ref-24"> &#x2191; </a> </p> </div> [5690 ]
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SDG Metadata / 15-3-1Russian

<h2>Methods and guidance available to countries for the compilation of the data at the national level:</h2>
<p>All data are provided to UNCCD by countries in the form of a national report following a standard reporting template,<sup><a href="#footnote-30" id="footnote-ref-30">[30]</a></sup> which includes the quantitative data for the indicator and sub-indicators as well as a qualitative assessment of indicator trends. The reporting template ensures that countries provide the full reference for original data sources as well as national definitions and methodology.</p>
<p>Detailed guidance on how to prepare the country reports and how to compute the indicator and sub-indicators is contained in the UNCCD reporting manual and in the Good Practice Guidance for SDG indicator 15.3.1,<sup><a href="#footnote-31" id="footnote-ref-31">[31]</a></sup> respectively. </p><div class="footnotes"><div><sup class="footnote-number" id="footnote-30">30</sup><p> <a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf">http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf</a> <a href="#footnote-ref-30">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-31">31</sup><p> <a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-10/Good%20Practice%20Guidance_SDG%20Indicator%2015.3.1_Version%201.0.pdf">http://www2.unccd.int/sites/default/files/relevant-links/2017-10/Good%20Practice%20Guidance_SDG%20Indicator%2015.3.1_Version%201.0.pdf</a> <a href="#footnote-ref-31">&#x2191;</a></p></div></div>
<h2> Доступные странам методы и руководство для сбора данных на национальном уровне: </h2>
<p> Все данные предоставляются странами в КБО ООН в форме национального отчета в соответствии со стандартным шаблоном отчетности <sup> <a href="#footnote-30" id="footnote-ref-30"> [30] </ a > a></sup>, который включает количественные данные по показателю и субпоказателям, а также качественную оценку тенденций показателя. Шаблон отчетности обеспечивает предоставление странами полной справочной информации об источниках исходных данных, а также национальных определениях и методологии. </p>.
<p>Подробное руководство о том, как подготовить страновые отчеты и как рассчитать показатель и субпоказатели, содержится в Руководстве КБО ООН по подготовке отчетов и в Руководстве по передовой практике для показателя 15.3.1 ЦУР., <sup> <a href="#footnote-31" id="footnote-ref-31"> [31 ] ]</a> </sup> соответственно. </p> <div class="footnotes"> <div> <sup class="footnote-number" id="footnote-30"> 30 </sup> <p> <a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf"> http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf [ 1157] <a href="#footnote-ref-30"> &#x2191; </a> </p> </div> <div> <sup class="footnote-number" id="footnote-31"> 31 </sup> <p> <a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-10/Good%20Practice%20Guidance_SDG%20Indicator%2015.3.1_Version%201.0.pdf"> http://www2.unccd.int/sites/default/files/relevant -links / 2017-10 / Good% 20Practice% 20Guidance_SDG% 20Indicator% 2015.3.1_Version% 201.0.pdf </a> <a href="#footnote-ref-31"> &#x2191; </a> </p> </div> </div>
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SDG Metadata / 15-3-1Russian

<h2>Sources of discrepancies:</h2>
<p>Data reported by the countries themselves will follow a standardized format for UNCCD national reporting<sup><a href="#footnote-33" id="footnote-ref-33">[33]</a></sup> that will include the indicator and sub-indicators as well as their data sources and explanatory notes. Differences between global and national figures may arise due to differences in spatial resolution of datasets, classification approaches (i.e. definition of land cover classes) and/or contextualization with other indicators, data and information. </p>
<p>The UNCCD reporting format helps to ensure that countries provide references for national data sources as well as associated definitions and terminology. In addition, the reporting format can accommodate more detailed analysis of the data, including any assumptions made and the methods used for estimating the indicator and sub-indicators.</p><div class="footnotes"><div><sup class="footnote-number" id="footnote-33">33</sup><p> <a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf">http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf</a> <a href="#footnote-ref-33">&#x2191;</a></p></div></div>
<h2> Источники расхождений: </h2>
<p>Данные, представляемые самими странами, будут соответствовать стандартизированному формату национальной отчетности КБО ООН <sup> <a href="#footnote-33" id="footnote-ref-33"> [33] </a> </sup>, который будет включать показатель и субпоказатели, а также их источники данных и пояснительные примечания. Различия между глобальными и национальными значениями могут возникать из-за различий в пространственном разрешении наборов данных, подходов к классификации (т.е. в определении классов растительного покрова) и / или контекстуализации с другими показателями, данными и информацией.</p>
<p>Формат отчетности КБО ООН помогает обеспечить представление странами ссылок на национальные источники данных, а также соответствующих определений и терминологии. Кроме того, формат отчетности может включать более подробный анализ данных, включая любые сделанные предположения и методы, используемые для оценки показателя и субпоказателей. </p> <div class="footnotes"> <div> <sup class="footnote-number" id="footnote-33"> 33 </sup> <p> ] <a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf"> http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf </a> <a href="#footnote-ref-33"> &#x2191; </a> </p> </div>
9 days ago
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SDG Metadata / 15-3-1Russian

<h2>Sources of discrepancies:</h2>
<p>Data reported by the countries themselves will follow a standardized format for UNCCD national reporting<sup><a href="#footnote-33" id="footnote-ref-33">[33]</a></sup> that will include the indicator and sub-indicators as well as their data sources and explanatory notes. Differences between global and national figures may arise due to differences in spatial resolution of datasets, classification approaches (i.e. definition of land cover classes) and/or contextualization with other indicators, data and information. </p>
<p>The UNCCD reporting format helps to ensure that countries provide references for national data sources as well as associated definitions and terminology. In addition, the reporting format can accommodate more detailed analysis of the data, including any assumptions made and the methods used for estimating the indicator and sub-indicators.</p><div class="footnotes"><div><sup class="footnote-number" id="footnote-33">33</sup><p> <a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf">http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf</a> <a href="#footnote-ref-33">&#x2191;</a></p></div></div>
<h2> Источники расхождений: </h2>
<p>Данные, представляемые самими странами, будут соответствовать стандартизированному формату национальной отчетности КБО ООН <sup> <a href="#footnote-33" id="footnote-ref-33"> [33] </a> </sup>, который будет включать показатель и субпоказатели, а также их источники данных и пояснительные примечания. Различия между глобальными и национальными значениями могут возникать из-за различий в пространственном разрешении наборов данных, подходов к классификации (т.е. в определении классов растительного покрова) и / или контекстуализации с другими показателями, данными и информацией.</p>
<p>Формат отчетности КБО ООН помогает обеспечить представление странами ссылок на национальные источники данных, а также соответствующих определений и терминологии. Кроме того, формат отчетности может включать более подробный анализ данных, включая любые сделанные предположения и методы, используемые для оценки показателя и субпоказателей. </p> <div class="footnotes"> <div> <sup class="footnote-number" id="footnote-33"> 33 </sup> <p> ] <a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf"> http://www2.unccd.int/sites/default/files/relevant-links/2017-12/20171107_Template_Final_EN.pdf </a> <a href="#footnote-ref-33"> &#x2191; </a> </p> </div> [ 1253]
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SDG Metadata / 15-3-1Russian

<h1>Methodology</h1>
<h2>Computation method:</h2>
<p>By analysing changes in the sub-indicators in the context of local assessments of climate, soil, land use and any other factors influencing land conditions, national authorities can determine which land units are to be classified as degraded, sum the total, and report on the indicator. A conceptual framework, endorsed by the UNCCD&#x2019;s governing body in September 2017,<sup><a href="#footnote-28" id="footnote-ref-28">[28]</a></sup> underpins a universal methodology for deriving the indicator. The methodology helps countries to select the most appropriate datasets for the sub-indicators and determine national methods for estimating the indicator. In order to assist countries with monitoring and reporting, Good Practice Guidance for SDG Indicator 15.3.1<sup><a href="#footnote-29" id="footnote-ref-29">[29]</a></sup> has been developed by the UNCCD and its partners. </p>
<p>The indicator is derived from a binary classification of land condition (i.e., degraded or not degraded) based primarily, and to the largest extent possible, on comparable and standardized national official data sources. However, due to the nature of the indicator, Earth observation and geospatial information from regional and global data sources can play an important role in its derivation, subject to validation by national authorities. </p>
<p>Quantifying the indicator is based on the evaluation of changes in the sub-indicators in order to determine the extent of land that is degraded over total land area. The sub-indicators are few in number, complementary and non-additive components of land-based natural capital and sensitive to different degradation factors. As a result, the 1OAO principle is applied in the method of computation where changes in the sub-indicators are depicted as (i) positive or improving, (ii) negative or declining, or (iii) stable or unchanging. If one of the sub-indicators is negative (or stable when degraded in the baseline or previous monitoring year) for a particular land unit, then normally it would be considered as degraded subject to validation by national authorities. </p>
<p>The baseline year for the indicator is 2015 and its value (t<sub>0</sub>) is derived from an initial quantification and assessment of time series data for the sub-indicators for each land unit during the period 2000-2015. Subsequent values for the indicator during each monitoring period (t<sub>1-n</sub>) are derived from the quantification and assessment of changes in the sub-indicators as to whether there are has been positive, negative or no change for each land unit relative to the baseline value. Although the indicator will be reported as a single figure quantifying the area of land that is degraded as a proportion of land area, it can be spatially disaggregated by land cover class or other policy&#x2010;relevant units.</p>
<p>As detailed in the Good Practice Guidance for SDG indicator 15.3.1, deriving the indicator for the baseline and subsequent monitoring years is done by summing all those areas where any changes in the sub-indicators are considered negative (or stable when degraded in the baseline or previous monitoring year) by national authorities. This involves the:</p>
<ol>
<li>assessment and evaluation of <strong>land cover and land cover changes</strong>;</li>
<li>analysis of <strong>land productivity</strong> status and trends based on net primary production; and </li>
<li>determination of <strong>carbon stock</strong> values and changes, with an initial assessment of soil organic carbon as the proxy.</li>
</ol>
<p>It is good practice to assess change for interim and final reporting years in relation to the baseline year for each sub-indicator and then the indicator. This facilitates the spatial aggregation of the results from the sub-indicators for each land unit to determine the proportion of land that is degraded for the baseline and each monitoring year. Furthermore, it ensures that land classified as degraded will retain that status unless it has improved relative to the baseline or previous monitoring year. </p>
<p>Land degradation (or improvement) as compared to the baseline may be identified with reference to parameters describing the slope and confidence limits around the trends in the sub-indicators, or to the level or distribution of conditions in space and/or time as shown during the baseline period. The evaluation of changes in the sub-indicators may be determined using statistical significance tests or by interpretation of results in the context of local indicators, data and information. The method of computation for SDG indicator 15.3.1 is illustrated in Figure 2.</p>
<p><strong>Figure 2: Steps to derive the indicator from the sub-indicators, where ND is not degraded and D is degraded.<br></strong><br><img 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70Z96Siv9KCRc+9GfekooAXPvRn3pKKAFz71zXxi/wCSUeJP+wbcf+i2rpK5v4xf8ko8Sf8AYMuP/RbV5+bf7lW/wS/9JZLPzjP+sb60UH/WN9aQlsjCkjufSv8AK+UW5NI26C0UN8h5496FYN0rO2tgCiiigAoprNgNx93mnI24Ln5dwzzQAUUKwYHnkHpRQ007MAoooc7FXvn9KACimh+f/r04ja2Py96ACignBo3fd/2qPMAooooAKKKa77B/nrTSb2AdRTVl3L0K+x707k9qfKwCikywxuVlJ9RilolFxdmAV9bf8E7P+RJ1/wD6/E/9Ar5Jr62/4J2f8iTr/wD1+J/6BX7R4Af8ljR/wVP/AElky2PosfWjPvSUV/fSIQufejPvSUUDFz70yb/VN9DTqbN/qm+hoZMtj81fHP8AyPOtf9f03/oZrLrT8cnHjrWv+v2X/wBDNZg5Y8j8+tf5X5zFvMK9v55/+lM1QUUu1ielJnrXmOLW+nroMKKKO/8AL3oSb2AKKaHx975TShstik9HZgLRRRQAUUP8g/l70A8UbAFFFAxnlttC10AKKDwKO+KcYt7AFFFGKW4BRRRn8+uKfK9gCimpIHbH6+lOJx9M03FoAooX5qMc1IBXqX7HH/JfdF/7a/8Aop68vZMD3HUV6h+xx/yX7Rv+2n/op6+48O4uPE+Bv/z9h/6Uv68iZH3d360ufek70V/pWjNC596M+9JRTKFz70Z96SigBfxr53/4KH/8k90X/sIn/wBFtX0PXzx/wUP/AOSe6J/2ET/6Lavznxb/AOSQx/8Ag/8AboiW58jUUUV/nCahRRRQAUUjPtFa2geBda8V2zTaZpN/fxqdrNBC0gU+nANdWGweIxE/Z4eDlLsk2/uQGVRWvr3w/wBe8L2i3Go6PqVlC7bA81u6Lnr3HtWNvANTi8HXws/Z4mDhLs00/wAQHUVJc2slpIFkRkyAfmGP0qMsBu9jjp1FZyozi+WS1AKK1L7wZqeneFrPWpLR102/kaKCfcuHYFgeM5/hqnYabNql5Hb20clxcTHbHFGpZnPoAK6KuX4qlONOpTalJJpW1adrNLre6tbfoBXorQ8QeFNU8JyIuqafdae0gynnxlN/0zWfuUD71Y4jD1aFR0a8XGS3TVmvVMAoozxTTKM/54rHUB1FC/MpPvge9NL4x6ntTaaAdRVzwv4evvGmsw6fpdrLeXk5ISJB8xxnJ/DFS+LPCGqeB9WNjqlnJa3SgMY2YHg9+DXZ/ZuKeHeMVN+zT5ea3u83a+1/LcDOoooriAKKKKAA9V+tfdv7F/8Aybvov+/P/wCjnr4SPVfrX3Z+xf8A8m76L/vz/wDo56/oj6Nv/JR1v+vMv/S4EyPVc+9Gfekor+3CRc+9GfekooAXPvRn3pKKAFz715d+2V/ybvr3/bH/ANHJXqFeX/tk/wDJu+vf9sf/AEclfMcbf8k9jv8ArzU/9IYj4P7fhRR2/Civ8wjUKKKKACinCJ33bUZ9gySB0pvXH+cVXKwCigbvm+UhV71N/Zt0sEczWtwsMxYJIUO1yODj16VpTw9Wo2qcW7b21su78vPYCGimrJuB4PHanNkOqjnd+lYyXK7S3Ba7BRRIDFJtYfN7c0Zo2V3/AF8gCim+YQPun6U4H5Sc4/rTir7AFFN3+xz246047s4VXZv7oHOKuNKUldILhRTWcIgZspk4wwOaaJ8ngUSpySTa3C6vYkopFYFsfdPuCP50FgPzweOlTytdAFooXlN3Slx8uaOSS3XS4CUUUVIBX1r/AME7P+RO17/r7T/0E18lV9a/8E7P+RO17/r7T/0E1+0+AP8AyWNH/BU/9JZMtj6Mz70UlFf34yEGa8P/AG9/+SIf9xCH/wBBavcN1eH/ALe5/wCLIf8AcQh/9BavhPE3/klcf/16l+Q0fF/eijvRX+a0vifq/wAzRbBRRRSAK9X/AGXPAen+J4fEOqahpq69No1t5tvp+cmZstjIHOBgV5RXVfCHRfF13rk134OF819armQwOq/KccckA5x0NfYcB4mnQzmlVq0JV0r+5GKlJvldmotNNx3SejtqSzU+KfxC07xbZLp6eCbDw1erIAXj3RsO20rgH8ayLr4Ia5YfEm18KyLCNYuiqxoJj5Z3ruX5u3HtXsnxaTVL39nmG88dWdvZ+JYtSWO1cqizyRfLksF4/vfkK3dY+G2ra/8AtZeHvEdrCraLsgn+1FxsOIsFR/tZHSv2DHcByzHFRqYhyqzlLDaKmqc40qjkpc8Ipcsly7/8MGm5xvgX4J3et/s7+LNLWxtH8QWPiAWrSllHleX5fmDzDjCj5u9eV/Ej4V6z8JtQtYNZgSH7ZGZIJElEscqjGSGH1HWvdtX0HU/FXwV+J1jpEc1xfP4zmZY4hl2USJuwO4rm/jBqVv4A8F/DfS/EWnw6peadDJNeWLzYYocYRmGSvb8qz4o4Ry2tlUKsoypujRhy1W37N/v5w5WlFtys2203KyXuh1seErKrdGU/Q06uu+Jvjzw54vt7ddD8Iw+HWifLsl20+8EYA+YDHNcggwi/SvwPNMHQwuIdHD141o6e9FSSf/gSi9PQoWiiivPAKdD/AK1fqKbTof8AWr9RWlH416oD9JPhr/yT/Rf+vKL/ANBFbWaxfhqcfD/Rf+vKL/0EVtbq/wBVsB/utP8Awr8kYoM0Zo3Ubq6igzRmjdRuoAM0Zo3UbqAGv1b/AHa+F/20/wDk4LVv+ucP/ota+6HOS3+7Xwv+2n/ycFq3/XOH/wBFrX4H9Iv/AJJaP/X2P5SHT6nlNFFFfwuWFFFFAHpn7LfgrRfGvi7VBr0D3dnY6XLdGMMV5Vl9Pb+daUvwO01f2oLfQYY3Oh3BW+Vdx5tzF5h5zn1HWov2SOdT8W9tvh66APvxXotlMsnwdtfH/mJ9qt/DMmj8feMwkESt+RNf0dwbkOBxvDWDlVpx56c51pysuaVOnK04t7tarTb5Eysec/tAfDDTbfxr4ds/COmzf8TzTo7qKBXaR5CxbHUnHA/xrk/GfwJ8V+BNMjvNU0iW2tpJBGJPMSRdx6A7WOPxr6I8EJbP8UvBvm7mmbwNGINjKGL88An+Irux715h8R/Fsnhr4V6v4e03w94otbW/vI5Ly+1c723K2QqkDHOPx/Wq4w4GyW2KzerzQb5uWNNJRjKMINLlUH8bb1coqK1dyuupT+MX7LGpeCNM8PXWn2s0kdxYQm/Ml1GfKuW42gbgTyRyMisjRPgH4i8MeNNPGu+Hbi4s5rxLUw+eiidnXIVX3YyfUHA7mu6+MljqGpXvwrvY2upLJdLsVnlGWj3bh949MknvWl458a6lqP7aGl6TNdyyafa6jbNDDn92h2J0H/AiarMOEMhjmLxMaVSC9rh6cEnBwbnFS5mnG3Lbda3d+9idN2eTxfB3XvHHjXWLLQ9FnU6fcyRyxGRAtthiAhcnaSBjoa5rxV4S1DwRrs2mapbm1vrfHmRlg23IBHIJHQivoPxVaX+r/B3x9baD9ok1RfFsrXAtgfNaLfkYxyegH0r53121vbLU2i1CO6ju1VQ63AIkAwMZB56Yr898QeGcDlUYToxm6lRuTnoqaTlJciSj8S5U2+bvoNdinRRRX5eMB1r179iD/k4Ww/69p/8A0A15COtevfsQf8nC2H/XtP8A+gGvvPDP/kp8v/6/U/8A0pEy2PuLNGaN1G6v9KCQzRmjdRuoAM0Zo3UbqADNc38Yv+SUeJP+wbcf+i2rpN1c38Yj/wAWo8Sf9g24/wDRbV5+bf7lW/wS/wDSWSz842P7xvrXffs0+CNM+IPxXtNN1eFrixeGV5EDlCcIe4IPXFcC3+sb616t+xfJ5fx1szjn7LPjjvsNf5vcA4elX4mwdGtFSjKpFNNXTV+qejNOhuaJ4L8D/F3w/wCJo9N0C80K80W1e6juGuWljcLk4OfXH615t4B+BHij4hWEt7o2kzXVnGxXzXkSJSfQFyN2PbNe/fDXxH4m8dHxFo3ibQ4dM8P3FlMZLkWhtipGduGwA3/1q5LxfoOta5+zt4Ft/DUd1JGJ5VnFuT/rN+AXx0HDHJ6V+y5/wjl2PoQx06bapwqNxp01RqVJRqwivctJWipL3rPmV9irK55nJ8CPFkXjUeHW0a4/tcxef5IZSAn94vnaBx3NR+M/gr4n+H9xZxappckMmoP5dusciTGVvQbCefavoH4oeNrrwX8eLyP+xb7WLK/8PRW14LRWM0QywJBX6ms7wh8MNH0Lx54I8RQXGvR2uoXUsYsNXcebC4V9pHoNwHXk8V5lfwnyudWrhMHOo5wq8knJqKhDnjFOzglPR9Jxs9OUVzxfxH+z74w8K6DJqN9otxDaIu52Do5jHqyqSy/iBXqWsfDLS5W+FMVv4di1OTWNIkkuLaGUW73biJGyXyBkcnk0ePfFNx4As/Gtrp3h/wATS3OriSK9u9SZXjjjJbLJsXGDkkfhXZeFWB8X/AvBzjRZ8+3+jCvbyHhDKMHjKuBwvNJt0FLnSlyv6zCPuuUIp3juuVpbNsb7nztovwX8Q+NRfXmi6NLcWlveG1cpIn7tycBcE54z97oOpNUvGHwt17wFq9vY6rps1vdXgBgQESebkgDaVJBOT0616t4e1i40b9mPx5NZzyQTDW9u6NtrAF1yPxHH410ngPUodQ0P4JTakwnlkubxPNlbcxKEiNSSfXHX+6K+Vo+HmT42FOlCc4V5whUcm48iU66pNJcqd9bp3srWA8X8Q/s/eMPCugNql9olxDZIod3Do5jHqyqSy/iBUn7Pvw9s/ih8SbXS7yR1s9jyyBDhnCgnAPvXqPj/AMUt4BHjS107w/4skuNYWWK8vNQO63iQk/Mm1cY5456V4b4Kn1yDxNayeH1m/tSBt8TW6MzcdeADnj14rxc6yDJckzzC06cJ1oKX7ynLVvlnayfJDmUlq1ayfu8zFqtjtfiD4k8DQQalpVt4NvtP1SPdHFO165IPQMUPH5VpfFX9l+/8F/DbRdYtbOYyG0MuqBriNhA2R90A/MOT93PSu407Udb+Kfwl8VN4/wBBhs30iyM1nqMlt9nlkkAOFOcZP0A61z3xtttS1f4R/Dm8X7ZNYx2breSR5cKAUOW/I9a+7zTh3B4jBYnFYykqinSUqXLTjQnD96oPmjyvVNr3r2cbpAn2OE0H9mvxx4m0lNQstDmktZkDIXljjZwRnIVmDfpW98Nv2X9S8Y/D7xNefY5m1rT50tbODz41VpFkxMGycDC8g5APbNeseIPD2vX37XXh26s1uF8OW8EUqSIcW4QREEZzj7x6Vyumw6hq3hT402tiLia6/tWIwRxgs2RdsWKqPYZOPSlh/DzJcHiZOdGrNJ4inaTjabhRc1OC5dL/AGd7Oz12FHbU8Z1P4aa1o/hy41a4s/L0+0vTp0svmo2ycDdswDk8c5Ax71MfhJ4iEOiuumySL4iDHTwjq7ThcZOAcrjI+9ivQ/D2haj4k/ZA1XT7e1uLvUrXxMJpYFUmUDyQM7etdnr2oat8JtO+FM0elzX+pWVlcrc2aKWkUEJu+6DggGvlcF4cZdVgsVWdWNF0qVRtLms51eSUdI+84x6LW+uuxV9DxXxp8B/FXw80k32saW1raqQpfz45ME9MhWJFdB+yl4Stde8f3eoX8SzWWg2M19JG43K21cAY/HP4VvfFX4YaXrPws1LxVp7eJtJktp1WXT9TYlZixH3PXGc5+tVf2TZ0utG8e2qjFxc6FL5XqcA5/mK2y/hHC5bxhhKFOD9m06keaSnzcqm4v4IWvKK0cU790Tci039na++I3wd1DxVY2bNqd1qb/Z4VuI44zb5GTgkYIbcMEg8eleQXELWrtHIuHD7SM55Fez+DbXUNW/Y41i30/wC1TTw66GWOHLOq+WmeOuOp+ua8eGj3Utr9o8id4omw8nlnaD7nGK+b42y/D/VsBVwVGUalWhGc5XTjJ3ldqyWqd+Z3+Fx0VtTqenfGTw3Z6n8EvA/iaxt4YfMRrC7CKFDyJn5vqdp5ryuvYvGDf2V+xj4atpjukvtZlmjB/hRQ4OPxx+deO15/iJTgswoV0kp1KFGc0kl7zgk9u9r/ADGgr62/4J2f8iTr/wD1+J/6BXyTX1t/wTs/5EnX/wDr8T/0CvrPAD/ksaP+Cp/6SxS2PoqjNGaN1f30iEGaM0bqN1AwzTZv9U30NO3U2Y/um+hoZMtj80/Hjf8AFb62Nv8Ay/S/+hmvXPDX7P3h/W/gPDrEYvD4gurC6voP3v7thBIARjjnBH5GvJfHJ/4rjXP+v2b/ANDNfQHw211dE8GfCNJRm31B9QsZgf7srlefxIr+C/D/AC/A4zOcyp5jTjOFmlzJPlc6qhzLs1zXuWcp+zT8EPD/AMSNCku9ea433l61nY+U7JudInlbOP8AZH6V5loXw21zxZd3Q0PS73ULe1YqzxRFwuO2fWvpLwXoX/CsviN4C8JMPmgXUL2Ug9SyzKhP/AV/WuD8RXuqeHv2XvDM3h1ruGS81G4+3PaFlfcsmEB2888dfSvpM44EymnlNGOJptSw0Zuq6aXtKkrUbxu9+V1dW9kmXrseUWPw413Uden0uHSr59QtkMklv5R8xFyBkj05FM8QfDfXvDmlW99f6TfWlncEBZZYWQHPQc9Pxr6s8Nzzr8UNBvZ0A1iTwWZrw7fm80eWfm9wfWvIfC3jLUvHH7OPxIbVria8ks7mzmhaU5MbPMQ2PbCj8zXz+YeGeU4SDpSrVHVlGvKDtHlSpU1UtNb3afK7dU/QDP0r4H2/jTxZ4O02y0/VtPi1K1E99cTIMMMD94gyfl5HXpmuV+Inwh1TwP4+uNHWyu5GmupY7IeUd1wisQGAHrXuUM0lp8RfgnskMazaXEkgU4DKVyQfbgcVl/DuTU739qDxt9oluXurKPUDpYuMn5hJxsz2we1e3mHBGT4v2eDUHGrOtCHPFRSUfY05tcqVtbu3Vz620B+R4j4s+GuveBrSOfVtJvrGGQ4V5YiFJ9M1bX4W65oupW7anoupR2ivC837k/NG7gDB6ZPIFenfD7U9Z8QfAP4hL4ne6mtovIktzd7siZnOdueeoXp6mtr9pj4hatZ/FPwr4djm8vS5bewneFQP3j+b3P8AwEcV85PgPJaWCea89VQapOEJKPNzTnUhad7LlvBNNdLqzDbc8l8e/C+7uPHetW+gaDrENjpSRyTQXEZaa2V0BG/GevOKwPFfgLWPAq2/9rabdaeLoZiM0ZUP9P8ACvqDxBqV1onjH46XltIYbi1sLJopBglD5DHIzxXmOseLrzxB+yzpepaozahNZeJAitMxZigjL4zn8Oa7OIPD7KFKu4VJRqpV6iSjFU1GlXlTaskmrpXSWi19AXdnAWPwT8WalYR3UHh/VZIJRuRhbt8w9elYD6VJaa4lndxtCyTeVMjDDKc9P0NfVviTxja+EtSbxdceIdQGn6to4NroaxPwWQKDxwOntjNfKFtLLea1DLJuZpbgOSx+b3r5/jTg7KsjqYejhpylUnJ3UnFpwVrSSjtz3uk3e2j1DzR794y+EXwt8I+O7PwvdQ+ILfVL/wApY7gSq0KtJwuRnPUjt3rynxH8FtY0v4kap4d02zuNUl098AxIWIQ8gnHTg17j8f8AXvAPhL422eqaxBr91rWnwwXEcMPlfZZACdmSef4ear+GvHFp4++EXjLxNcHU7BtS1dVnOmoHuI4gqBRz/D6/j2r9MzrhHJMfja2WfuaVSnOckqVlL2UIXcaja5VJyas3dpa2aViZWWp4J/wrHxB/wkY0j+yb0ak0RmFuYyJCg6tj0re+Fnw3Mni1rbX9D1q4jm057q3hgjKycEAOQSPkHf617N8LPibb+Mvjb4XtLGz1SG30TSLiP7RfrtnuiU6t2ONo/M1zf7M3jvVfiV8ctXvNXumuJY9Euo0+UKsa71woHbrXy+C4GyChjcI8PVnVdas4RvGMocsYxcuZNK9m3FaWbV9Co92ePeFvhj4g8aW0k2l6Tf30MbbWeOIsAfTPrVK18JandeKv7JTT7ttRB2G3ER8zPpjrXsfjvUtZ0D4A/D1fDEl5HbyNPLctaFstMHGN2Of73X0FeitbmH4uaxcLsbxJ/wAIYLkbVG5bkZH5/d96xwnhZl+JlCiqtRTj7JzdlyyVWDnan1bVra6PV9BXPJG+CbeFP2ddc1TWtKls9at79EhaXcreWdmeM4I57D+tY37LXgO28f8AxXt4tQhWaw0+J7u4jcAqyKO47gkjiuwivNavf2QfEc+tSajJJNqkflG7LE7QU+7u5wWzWb+yIDdar4vt7f5bufw9OsLejYA/wrojk+Xf6w5LSp0nGm6SlyzS5pNObXNZWbbSv3G+yM3wr8D5vi74Y8WeIrC3ubdbKfOn21vD8lwGY/KvT7qkdOleb6lYz6NqUkNxG0c1u+2RD1BHBB/KvW/gNrGoQfAn4jR2s90ssK25iSJzuUmVskAcgkY6V5BfTzT3kr3TSGZiS/mH5s5Oc57k+tfG8YYXL6eW5fjMNTlGrWi5zkrcranJPS2jutNly20DoemfE3wpYXnwG8H+J7G3it5n32F55ahRLKCSGPqSqnn6UfsbH/i/2jjuDLn2/dPVzUom079izTVmbcbzxC0sAP8ACgiZTj8Qfzqn+xwc/tBaT/vS/wDop6+mw1GmuMMoxEIqLqQw05Jae87JvTq0k36kSbsfeHejNGeaN1f3iiEGaM0bqN1MoM0Zo3UbqACvnj/gof8A8k90X/sIn/0W1fQ+a+eP+Ch//JPdF/7CJ/8ARbV+c+Lf/JIY/wDwf+3REtz5Gooor/OE1CiiigAIDIRXffs5+ONa0L4jaHptnqd5aWd3fxCaGOQrHJkgHIzzxXA10fwh1m38P/FDQL28k8q2t76J5HIJCqGGSfwr6LhHHTwmc4WtCbh+8hd8zjo5K92mtLb9O4M9f8YeHdS+M/xx8Wafq+vahD4Z8NGS8nXcZFiRAfuqcgHG7nHauT1v4ReEr/wP/wAJRoOo6rcaRp95HbapHOgE0SM2NyYABPTgg9e1dBo/xf8AD8fxm8ex3l80Og+LreW0F7HGWEe9SNxHXoT29Kx/E3iPwz8MvgtqnhjRNcbxBda5cxyzSJbtGkKIQR971wPzr9uzSWUYuOIx2IdKrb6w5TlO9RTjNuhCC5ruElZWUXFxctRbHXftYeE9D8SfErR9LsWvIfEF9BaxRLtX7P5TFlDHvu5/SqOgfs5eB9Y8eXnhW31jW7rXNLtnknfYiwFk6qMjPt1/Gofin8RvDOueO/Dfjqx1yOa8s47WKfS/JZZUCtlmyeOMmui8J+K/h/4U+M+qeKYfFiznXLWZkiMBVYC4DEM3qW4AAr362HyPHZzWxWJhhpKdaN25xt7BxfvxXPbnlKybtzLRNINTi/iRHHH+xn4FwuP+JndKCRyf3k1ZP7I3h6HUPjPBfXQ/caFBLfSZGdoVcA/gWBp3jnxxpWq/steENDtr6ObUrG/nmuIMFZEVnlIPI9xVn9nX4n6P8J/Bvi7VLl7WbVriFLWzs5lLeehOWBx/DyPyr4enWwNXirLq9WrFU6VCjKUrpxTpUlLl33Ukly736A7Gz8e/ETfF/wDZ90PxIVaS4sdVntJm/uIxZlz7cKB9ayfiD8BvDPhPwfpE0etXEmt65p1vcWenFAXkeQ8sSBwvYZ7g1rW/x60f4h/BfxRod9p+k+G59iXNjFawMi3MgIbkc84XH41zfxi+JFhqfinwLfabNFef2FolnHIoHCyxEkqcjqOPzr2s+xGR4qnVzetKniZVKdGPM7qSkpSp1JqPMpKSilJJrs9UJ7HVW37L/hqXxBL4VbUtabxHDbGaWdLYfY4mC7iuTz+tcx4e+DPhrw78OrfxF4s1DUIYtQuJLe0iskDNIEJBYk/TvXe/E34oad49+1ahp3xQm0XT7+HDaV9jYSIdvKhgM8kdz61yth4o8JfEf4FaHo2sa+2kXnhyeQkeSXa5jYlvlA7nsK3zLKeG4YuVLA0KPNGnUdJyqQVOo7w5eZKo7uMeZpzcXJt6aFaNXfkcr+0T8LtP+FfifTrXS7m4ubW/02K/UzABhvZxjj2UVt+Hfg94T0L4f6JrfizUtSt5fEDMLWK0QHaqkfMxI9xUH7V3jbRvGfjLRJ9DvPt1nZ6PBal9pBDK0mVIwOQCM1sQ674R+L3wm8M6frXiJfDd54ZLKwkt2kW6RivTHstfK4fL8lfEWY0sLCjLlS9jGckqTfNDmtJySdouXL73mtrC21Z13wD+F1j8JvjpqdrLcXN0JtKa80+cIB5kD9WPo3GB9D614L8TLvT9S8W3DabdalcWeQFe9bdKT3z+NfQXw8+JFh8Q/wBoi6bS2aTTdL8OtZQSyDa0ojHLY9Oa+Yr1v+JjN/10P8608R8Vg6OSUMHlkY+x9tX5WrvZxvZ3d1dtX1ukgtoJRRRX4aMKKKKAA9V+tfdv7F//ACbvov8Avz/+jnr4SPVfrX3b+xecfs76L/vz/wDo56/oj6Nv/JR1v+vMv/S4EyPU80Zo3Ubq/twkM0Zo3UbqADNGaN1G6gAzXl/7ZX/Ju+vf9sf/AEcleobq8v8A2yjn9nfXv+2P/o5K+Y42/wCSex3/AF5qf+kMR8H9vwoo7fhRX+YRqFB6UUHpUy2YHsH7MkEN74Z+ITSQxv5OhyFSwztO1sGobf8AZWh2aHJeeKtMsT4is4bizjkjYSSvIudm3P059+lO/ZjvoLTwj8RlmmiiabQ5EjDuFLnaeBnqfpV34o6lDN48+E6x3EZjt9C0zftk4jYOSQTngjA4Nf0dl2Bymrwxg8RmFGNVw0ScnH48Ryt+61ey/JEptrU5zw5+zTqOp674htdW1G10ex8ON5d5dyHcikn5cAYyCOfxH0r2rRPCU1j4W8D2fh/WtPvdz37R3xty0MowSwKZB46fWq3i6Wz8e3nxU8J2epafb6pqU1rc20klwqRzBEiJAbp/Dj8a1/h1a2fgLSfAOmzavpt42njUllkinUorFTxn2PGe+K+54U4Xy3KsTOjgoe5JNSq+0fNzLEcvIkmkuWKTbtfXfUrqeEeEvgSmv+DpPEWua/p+g6dcTvFbyToS1wy8HCjpyPel0D9nSDUNCm1jU/E2n6VoX2xrW0vHRmF2w4yq9cV2C+G1+Ov7Pnh/SdL1TTbXUvDt3cfaIbucReYrk4YE/h+FTXHgtPiJ+z/ougW2taPa3/hLUrgXyy3AVWXc2JFP8XGDx15r4SnwflrfPRwntV7BVISdR/vqj5eaD95JKF5PlST93VilqXfg5+zhpPhv4pyWOqapY6qt5pP221VoGKyxPuG/B4G3aDzzhq4ay/Z1sdU/tDU4/Funx+GNPdY5NSaJgplIzsVTySBjJz3GO+PXW1XSdA/aH8MQ/wBp2c1u3hcWMdyZBsZjuxk54Jx39RXH2nw0fUPg5qngH+19Hh1211UatH/piCK4Qx7NoccccnH0r6bH8K5PLD/2fhsLCcaMq3KlNpufLCUKblzJtSvJ77Rsmh7anOWH7It5rHjyx0uHWrS5sNWtZLyyv4lLRyhMZGARzz6muD+Jnw5Hw41qKwk1G1vrjylknNudywsSQVz7cfnX0p8Lb/SfBvibwV4Xn1a1uL/R9Jv2u5kmHlRtIwYJu9R0FfJZdpZpN7FyWyWJ5NfnPiFk2SZXl1JYWi1Wqzld87l7NqFKUobtPllKUbttqzRPU+hf2VofAt/cW+lLpbaxrN9ayTXU13GpW2Kj7iA+vrWN+zdpfnad42vrXQ7LWtQswi2trcwiRGcuegPt6EVl/sY30Fj8aI5LiWKCMWU43SOFGdvqayPhf4J1rxbqOvLoviGx0V2l2PHNfm2+0DJ6Y5P8q9rIc39rgMpxMMPGUoyrwUaUYxk7U4pP3rptO8ryvd/cVr0NT493viKPRrez17wXo/h2N5fNSazt1XfwRjcpYe+M9hXPfBfxZf6JqM1rpXhfT/EV3IA4We1M7oo67Rn3FemeP9M/4Rr4KaZ4J1fXrHVNf1LVI5YpEuPPW0jJA5c9v8a5Pwx8DPEGmeNNRs9D8UaPZ3mnhYzOL0webvAY7fUY4rnzjJc0jxBQx2FdSo+WCnrR9pTlKMpOnZJQcko3vyrddRJm1+0jptmfhDoGp6joFj4e8VXNy4a2t0EZeAfxso6cheDyM15v8JW8MW3iWSfxSl1NaxIJI4ojkTOP4W9M16x8brYH4U+GfCuua5Y6t4pl1UE3Mcok8iFsjDN6ZI/yK8f+JXghvhx41utIa8tr9rXYfPgOY3DKG4+mcfUGvO8QYVcJnEM3o0oSjTjSjNTUW/aShe1SMXyuejk7e6mkLXqeiftdWelJJ4RvtJ0u30m31XR0uvJhQKPmORnHUjOK8d5A5r1j9p3UIb3wx8OVhmhlaHw3AjhHDFGwODjofavKG7fSvk/E6UJ8RV507JWg9LJawjfRab9ikJRRRXwABX1r/wAE7P8AkTte/wCvtP8A0E18lV9a/wDBOz/kTte/6+0/9BNftPgD/wAljR/wVP8A0lky2PovNFG6iv78ZCDFeH/t7/8AJEP+4hD/ACavcM14f+3v/wAkQ/7iEP8A6C1fCeJv/JK4/wD69S/IaPi/vRR3or/NaXxP1f5mi2CimyP5aFvT9a6HUvDOmWHgPT9Sh1RbrULudkkswmDAvzbWJz3wOMd678HltXEwnUpWtBXd2lpdLS7Tb12SbAwKtaPr+oeH5jJp99c2cjdWgmaNv0IqqQ2NzRsqr1OOB35/OiVUkjYR72Zl3cDpWeF9vSmpwbhLpbR/IH5FrXdf1LxNIralfXmpSKOGuJmkI/FiasWfjXWbS2hhj1bUoVtm3QhbplWI+3p+GK77UPgJo+k2XgKa61qWzj8VWktxcvMn7u1KRq2Bgg8k96811S2hi1G4gt3aZYZnjVgpAkCnG4deDX0uZZXnOW/vq8mpStqqibd4wqK6T5n7s4tN3Sei1QnuXtN8c69pcsjWus6lDJM5llaK5ZTI56scHknue9UtTvrrVbpri9uJriRurSNuYn61XQx527SGP1qW10/7TcRxHKtMwVd2cc8V4f1jG4mn9XlUlJX0i27c3o+v5sZHRW18SvAF98L/ABXLpN8Y5J4dpZ4yxQ7lDcZHXBFYbR7MMwkCnrwcVhjMsxWErTw+Jjyzho090722/rQL9B1FB2hc7WwTlT6/5zQGVh8pz3PtXLKjJK7AKdD/AK1fqKbTof8AWr9RRR+NeqA/ST4ajPw/0X/ryi/9BFbWKxfhr/yT/Rf+vKL/ANBFbWa/1WwH+60/8K/JGKDFGKM0ZrqKDFGKM0ZoAMUYozRmgBrjBb/dr4X/AG0/+TgtW/65w/8Aota+6H6t/u18L/tp/wDJwWrf9c4f/Ra1+B/SL/5JaP8A19j+Uh0+p5TRRRX8LlhRRRQBf8O+K9T8KSztp11JbG5jaKTYcb1bGR+gpkfiLUhoLad/aF9HY7ixtlmbyST32ZxVPvQRuNd9PMsTGmqSqS5VdJXdrS+LTze62YamlJ4y1qS+sbhtUvHm02JYrWTzSGgUdAuOg9vc1c8UfFTxJ41tVt9V1vUby1Vg3lSzlkyOhx0rA2gdhS4wK2lnmYuM6ft58s/iXM2n01V1fTTXpoBuWPxO8RWeiw6bBrV8un25Bjg807F2nI4+oBquvjPWH8TJrH9pXDapGQ63Jb94CBgEn6VlqNn3flz1xSBAO1Oed46ajCpWnJRtZOT05fhtrpbp26Abej/EnxF4f1W4v7PWLy3u7xi0sscpVpCWJJOOvJNUde8Q33ijVZL7Urqa8vJvvzSsWZ+MDJPsMVTAxRWFfNMZWo/V6tWUoX5rOTa5nu7XtdtvW1wCiiiuAAHWvXv2IP8Ak4Ww/wCvaf8A9ANeQjrXr37EH/Jwth/17T/+gGvvPDP/AJKfL/8Ar9T/APSkTLY+4sUYozRmv9KCQxRijNGaADFGKM0ZoAMVzfxiH/FqPEn/AGDbj/0W1dJmub+MX/JKPEn/AGDbj/0W1efm3+5Vv8Ev/SWSz842/wBY31q74f8AE2oeEdUjvtNvJbG6jBCyRnDAHg1SbiRvrQV3dRX+WdPEVKFZVqMnGUXdNOzT7po16HT+IfjP4s8UWslvfeINQuLWbiRGuG2sPTGcfpVDw/8AEPxH4Y0yWzsNZvbWynBDxRylVYHrxn+VY2xcdKXrXqT4kzGdeOInXm5JNcznLms90ne6T6rqGu50g+MHiiDWBqS65fLeGIQtKJCGKA5AJHUcmqPiL4ga94uv4brUdXv7u4t/9U8kpJTHTHp+FYv2ht+zHX2zSsFtX2srA9Ble9aTz7MqsHTqV5yg3ezk7X72cnr1v3E/I6XWvi/4s8RaULK/17ULi0wFMbzMwYDnnnnt1qO1+KPiO2uNPkj1i8V9IiMNk24ZgQgAqvHoKwUhMjKseX8wcADpXXaj8KFsfgbpfjJrgn7dqDWZg2n5cbuc7sfwntXbgcVnmP8AaV6deb9lDmk3N3UYuPVy+zJxaXfXoVqjDh8WatbaFeact9N9hvJftFxDn5ZJOPmPvwKZL4q1O80OxsXvLj7Lpbl7SPdxAxOSV/EZrPd1JLLuzjaV6YrX+HnhQeN/E0OlvfW+mrdEjz5/9WgCk8/liuHC4jMcTiY4XD1JSlK0EubRpu6WrtZOzte11fcPIvax8YvFniDSFsbrXtUmsyoQxtOdrAeoGM9utY+geIL7wvfLd6ddSWdzHnbJGxVhnjsah1C1j0q6mhWZZvs7sm9eVYg44z+H51WfajfMfm61z4zMsfUxEKuKrTlUi7J8zbVuzTurO9unmGq2Ok8T/FjxR4309bbVdcvru1X/AJZyS5Xj27/jUFv8R9fsPDUmjQaxeR6XNkNb7yUAPXjNaXwY+FCfF/Xr3T/tf2P7LYyX28xlshCBjqPUVma34Hh0fwNpWsf2rayvqMksf2RD++t9jEAuPQ47+tfRex4gqYb+1nVm4yjJObm23GLipJ3km43mly63vckswfF/xRbaXa2cfiDUkt7JswJ5pwnp+VQ6J8RvEHh3WbvUbHWLqzvr5i00kb4MhJyc9vWsCbGVBb5VGfu96I1z/wAs3YqM8jjFeLLPMzc6cpV5vl1j78vd0snG0m1ZaadNNQ8jf0X4n+JPDl/c3VjrV9bz3pJndJNplJ7n3p7/ABW8UST2tx/beoefYh1hkEpDRq2M4we+B1qLR/h9qWr+Eb7XYIVbT9NZVnYuPlLcDgnPJPasUuqL8u7bj06VpVzDO8PRpqrWqQjJKULuSTV73ir/AMyvfuUb3if4oeIvG1qsOqa5fX0MZyscshZRVn4OfEdvhT42XVVhNzEInhmh3bfNVhjH54P4VyYkVGLbcc8gdqfCfMkDLnd2HfFRS4gzGOOhmUaknWi01KV5O6d18TendfIlW6nQWnxK1nwxeahJoOoXmlW99MztFDKQMEnA444z1r17w5eand2nh79/NJ4Vk8PXLaidzmAzbZt2/qu/eExnn0rwFWy7Haw+oqzDqdxb2T28c8yW8nLRhiFb6ive4d45r4CU1iuacX8MVKyTUlKyWqUJNWkklpYpbnS/Er4ot468OeG9Mht/stl4dtPsyRhs7243OeOpwDXJ0diOzdfeivlc4zbE5lini8U7zaS0VlorJJLoklYFoFfW3/BOz/kSdf8A+vxP/QK+Sa+tv+Cdn/Ik6/8A9fif+gV+reAH/JY0f8FT/wBJZMtj6KxRiijNf30iEGKMUZozQMMU2Yfum+hp2abN/qm+hoZMtj81PHClvHutf9fs3/oZqW58f6tJpel6b9qaO20OQy2YCqphYnJIIAPWo/HBx451r/r9l/8AQzWWy7+vNf5c5hjq+Gx+KVCbjzTknZtXXM3b0uk/VG3Q6SP4teJF8Y2+uNrE0+qW6GKOaXDlVIIxyMYwT+dO8B/GrxX8OIbpNL1Wa3huX8ySParRs3rtxgfhXMFQ3ajYv90UU+J80pz9pTxFSMuZyupyTTlo3vu0ld9RdbnU2Hxl8UWfi6+1tdUkbUr6E280rBWJQ4yBngDjtWXpvjPUNF8N6jo8Nxt07WGRruPYv7wo25ecZGD6YrLHBzTSEyfvMe4JrOefZhUXNOtNv3teZ/b0ntr7y0l3HqtjoNV+JmuanLpEjXzK2hxLDZEIqmJVxjG0D0q7r/xt8WeJPElnqt1qsn26wUiCZQqMucZ+6BnOO9cgDFIB/snnJ6VI6rczxp/q9xCjJOBnjNdNPiHM9YrEVNZJv3patfC+14/ZfToS7s6vxx8c/FHxH0tbLWNWmu7WM5MeAiue2QBg496oeKfiLrXjDxFZ6pfXXmX1giJA+xRsCHcvAAHB9c1L8WvhddfCTxs2j3VxFdSRwxymSMED51zjn0rnidrd27fStM8zLOqWLq4bMas5VE1GcZTbd435b6v4bu2rtv1KW2p1F38Z/E2oSa482pbm8TRrFqX7lP3yqu0fw8cemKzdM8c3g8PQ+H55j/YqXgumhVFBLdCc4zyM96IfAdzN8OrjxMJrX7HBdC2aIy/vi2AeFxgjnOc1js0bKu5uOnBq8RmWcUZRrY2pN88W1dtqUJycpX1+GUuaTXV3uT10Pq7/AIWvpelXNhcWXj7Rrbwja2scQ0N7VXuMKmCvPzEse/avmTxPrVvqHjDUL/TYza281y80CY+6CxI4/pWVIwt4nYYkXBIU12ifA+/n8G+H9aW7tfJ8QXjWkSElShDFcsfTj0r63PuJM24tpqhQoJeyfO7Sk2r8sdHN+7G9kowsk3sEXYw/GXjfUvH+uHUNVm+0XRjEW8qF+UZx90D171Z8B/FjxB8L55W0a+ksvP4cBQyt9QeKpeLNBm8KeJLrT5nt2ktX8tzE25Mj0Jwfx71mOFkJ+bp2zXwdbH5nhMxnipVZxxCbTkm+ZS66rVlHYn48eLJPFcetyatI1/DE0KOYk+VG6gDGBmsnwX461bwBrM99pdz5NxcRNDIwRTuRuSMEEdu1YvmLnPtg8Vq+KvB2peB5baLUbZrea7gW4iUsCWjbo3B6HFdcs2zmv/tftKkvZu/O3L3ZSsk09bOXLbzsTFmx4H+Ofij4caW1lo+rTWlrISfLwHVD3wCMDPtVOw+J3iDTfGR8Qpqk/wDax4M5bcSPQ57e1c7DtWTLYBbsT0pPKjSRj8x4zWUeI80VKFH6zPlp6wXM7Ra6x6J722dnYPM7Lxl8d/FnjrRp9P1PVJryxunSR43VeCuMYwBjkU34HfEr/hUvxCs9WaNprRCUuI1P342GGHJx78muReVRLuj9MYzRHJ8vX73YU/8AWTNFj6eY1K7nUpNOMpPma5W2lr0bb08yubqdVovxX1L4eeKtXvvC91JY299K21DhvkJJAI5HGa6DwLrtn4w8LeMWv9Lt7rVlsZL2S+l+aRn86LAUdF+82cdTjpXm6jaOKu6Zr91pFtdR280kIvIjDOAeJUJBKng8ZAP4V35TxZiKdZxxc70bVLQ3inNP4U7qLu1qktFYDqfiH8T7bxL8PvDPh/T4ZIrPQ4SZi+P3kjHJI59+9bf7G5/4v7ov/bX/ANFPXlw/+tXqX7HH/JftG/7a/wDop69nhDN6+ZcXYHE4jfnpRVlZKMWopL0SX4smWx93Y5oxR3ozX+jKM0GKMUZozTKDFGKM0ZoAMV88f8FD/wDknui/9hE/+i2r6Hr54/4KH/8AJPdF/wCwif8A0W1fnPi3/wAkhj/8H/t0RLc+RqKKK/zhNQooooAKK9a/Zt8K6Dqnhfxhq2uaV/ay6FaJcxQ+YY8kByRkHvir2reGfCPxa+DviDXvD+jzeH9R8NmN5YvOMqSxtkHr9D+XvX6DgvD3EYrLaeOp14c9SE5xpvmUnGnfms7ct0k3bm6BdHi9Fdp4Z/Z38Y+KvD1rqFnpO+3uo/MjLzJG0q+qqzAn8BUPg74H+KvHS3gsdJZlsZDBM0siwhHHBGWI5GDxXhR4PzqTpqOFqfvE3H3J627e7rprp0BanI0V215+zp4u0/xLaaPNpoXULxGkji+0RksFGTzuwOPXGapt8E/FEHimz0f+y5v7S1CIzwQHG7YDgk8/KPrinU4Nzyn/ABMJUXvKPwv4nay231Wm+ouZHK0V2XjH9nrxd4F0V9U1PS1h0+HCyypcRyBWJwB8rGus+A/7OfiLUPGfh/VNQ0WGXQ5p0klW5eP95H15jY5I9sV3ZfwDnWJzGGWyoThOXK3eEvdjJ25mrbb67Oz1C55DRXoHiD4Rax45+Kviq18O6XG9rpupTIwUrDFAvmMFXJIUdsCsXW/gz4n8PeKbXRbjS5P7QvhugjUh/MHqGBIPT14rixnCGbUHKSoSlBTcFJRfLKSk46O3V6JajOZor3Tw18CL7wP8HPHF14j0exW6jigNpIzRTPCd5DbSCSvYHpXD/sveFLHx18Y9H03UrdbqzuFmMsb5w2I2I6EHrivWxHh/j8PjMDgMQ1Cri7WjJNOLc3Bcyav0v6Bc4OmyDOK0vE1ibPxdqFvaxhljvJIokUEjG8hR6+grso/2VvHlxAkv9igCSPzAhnjEmMZ+6WyPyrw8DwxmmNnUp4CjKo6balyxbt06J7629BO3U5/4afEi6+Gur3F5ZxxyS3FvJbfvOmHGD/IVzr7Z5Wkb5WZicCuy8M/s/eLvGGi2+oafpPnWVzK0KyNMiqGXOc5bjoeTgfnWbrfwn8ReHvGMfh6502RNWuMCOFcNvz0IIyCPeuzEZPxB9QoQr0ansU3yXhK16lnpoviaVtdRtnP0V714L+AGoeBPg58RLjxRotit5DYxNZSuYpngYb9xUgkqfu+leCrwKw4g4XxmTU8PLGpxlWjKXK004pTcdb97XXkwCiiivmgA9V+tfdv7F4z+zvov+/P/AOjnr4SPVfrX3b+xf/ybvov+/P8A+jnr+iPo2/8AJR1v+vMv/S4EyPU8UYozRmv7cJDFGKM0ZoAMUYozRmgAxXl/7ZQx+zvr3/bH/wBHJXqGa8v/AGyv+Td9e/7Y/wDo5K+Y42/5J7Hf9ean/pDEfB/b8KKO34UV/mEahRTXfYRXo/7OXwu0n4naxrf9sT3UFlpWnPesYMbgExu6g+9etkeTYjNsdTy/C255tpXdloru76aJgjzqivVtY+D/AIV8XfDfWPEHhHUdUeTQmT7XbXiqGKMSAwK8f04PSvP5vhzrkGiLqX9k6mNOxu+0GBvLx65xjFelm3COY4GUU4qpGUedSpvni43avdeaad7WaDUyaK0Y/B+qvYRXkel6jJa3Cu8cggYq6r94jjoKnl+GXiS2aVW0HWP3aCVs2r/Kpzg9OnBry6eS4+T0oT6bRb3V0/RrW/kD2uY9FaOheENZ8TiT+ztLvr9YTiTyIGk2npg4HFLH4O1e7nvIYdLvnm01d90iwndbjGfmGMioWU4xwjONKTUvh9167t2tvZK+nTXbUDNor0Lwv+zfrHif4aa1rX2PVY7zTnhFvaC2ctdB2AJHfgHOADWX4w8F2+leGvDa2ena7HrF+kq3SXMBWOaRSAPK4ycZOfTivXq8G5tSwv1uvScIuCnFO6ck58isrb83R2drPqrs5GitTXvBGueGLSGbUNG1KzWU4Xzbdl3n245qx/wrHxFHJcJLoerRvY4+0D7M+IsgMM8d1IP0NebLI8fzOEaM21a65ZXV1fVW02e/Z9hGHRSBJJ7pVjRiScAAZ3nsBWxq/wAP/EGg6f8Aar7Q9Us7ZsYnltnWMZ98Y6VzUsvxNWEqlODko7tJtJd21ovmBkUV7R4r+C+l/Dz4D2F/eeHdZvtc1K1aV7tXdYdPbgrvXpjkdfeudsfhrpsn7NN94kaN/wC0otTFushkO0JsQnjp3NfXYjw9zGhUlRqyjzRous172kUr21ilzWtom0tr3A85ora0/wCGPibVbH7Za6FqlxZuuVlW2cqfocYqO08A69fm18nRdUmF1v8AKZLZ2D7DtfHHY8H3r5mOR5hK1qE9Vde5LXby81qtNVrqD03MmirMfh6+vNcbTY7K8bUFbb9nCHzP++etei3vwbXw5+zvc6zqumX1jry6mIFM6vH+6MYP3Tx97POO1d+V8K5hj41p0oNKlCU5Nppe6ruN7W5vJsSdzzGiiL57ZSfvYGaK+caa/r5DCvrX/gnZ/wAidr3/AF9p/wCgmvkqvrX/AIJ2f8idr3/X2n/oJr9o8Af+Sxo/4Kn/AKSyZbH0XiijNFf34yEG6vD/ANvc/wDFkP8AuIQ/+gtXuP5V4d+3x/yRH/uIQ/8AoLV8J4m/8krj/wDr1L8ho+L+9FHeiv8ANaXxP1f5mi2EbBXnvxXt2pWka/s4/DuRYUVm1ltxC/e/esOfXrXiWcdOD612Vz8YJrr4deH/AA+1nGI9BuzdJMG5lO8tgj8a+34MzjBYGOLWLlb2lPljpfXng/lon9wH0Jrfjtb39qe88FNpOlf2LdQ7bg/ZlMkrG337i2O3A/CuC8O6lH8Efgb4g8RaPZWkurza22nRTTQiXyIlHp77T+YrhZ/j3dTfHRvHH2C3FyVwLbcdmfK8vOevvUngz9oK68L6Tq2m3Olafq2mardm8a2uQWWN854r9ZqeIuU4nE1atavaftMSqVTkf7qE1H2bSSvbfTdXuTZ7HvFrrLeOPG3wT1C8W3kmv7K9lmCxgISYB0Hp7Vxk+tj4M/BfUte0i0sZtW1jxHcwPNNCJPLRXfCgdsYI/GuPu/2rL6+8XeFNXk0qzWbwtHNHHHEfLSUSIE6D7uMdBWT4N/aAufD+matp2o6Tp+taXql89/8AZrhTiGRySdp+tb4rxCyOrOooYlqpLmUavJK8ZOhQgp231lCa01W/UfU7D4M+ITL4Y8dePbi1sbjXNPWJLYeSPLiaQ7S238j+Bra8W+PNQ8QfAjwZ4uktbFddbXzGZEtlCsoWUcivNPBfx7k8E+Idbnt9F01tL12MRz6aynyAACBj86d4/wD2hbzxz4FsNCXTdP0+DTb37ZAYE2qgAYBNvTv1615WD46y3DZT7JYtuooSTioyXPUdZT9re27itL6rYOup6v8AE/WJviN+1TpPhHVvssmk293FNsEQVnPkhsFupGTTvC/j2T4yfEzxV4K1fTdLj0Ozt7kW3lQhGtvJbap3fTn615T40/aJu/FesaXq0emWdjremzJN9tjJLSlVwAR6Y61o69+1Rdahp2oGx0HSdK1XVIWhub+BP3sgb7x+pr1JeIGTvG18RPGNxlVc5L2cv3lJwtGjd7crutdNboVjq/HXjy3+Hv7N/hCG30uxuLrWLC4tzdSxbmjTeAce5DfmK+fQd3Py8nPFdT46+KNx468FeHtHmgWNfD8bxpKGJM24qeR/wH9a5YDFfkXH3ENLNsbSlhpXpU6cIxVrWfLHmXn7yerLv0CnQ/61fqKbTof9av1FfE0fjXqhH6SfDU4+H+i/9eUX/oIra3Vi/DX/AJJ/ov8A15Rf+gitv8q/1WwH+60/8K/JGKE3UbqX8qPyrqKE3UbqX8qPyoATdRupfyo/KgBjnJb/AHa+F/20/wDk4LVv+ucP/ota+6H6t/u18L/tp/8AJwWrf9c4f/Ra1+B/SL/5JaP/AF9j+Uh0+p5TRRRX8LlhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAAOtevfsQf8nC2H/XtP/6Aa8hHWvXv2IP+ThbD/r2n/wDQDX3nhn/yU+X/APX6n/6UiZbH3Fuo3Uv5UflX+lBIm6jdS/lR+VACbqN1L+VH5UAJurm/jEf+LUeJP+wbcf8Aotq6X8q5r4xf8ko8Sf8AYNuP/RbV5+bf7lW/wS/9JZLPzjP+sb60UH/WN9aK/wArZ/EzYKM4ooYZWpA9C/ZktvD8/wASyuvSWccf2R2tvthxA0+VC7u2OTwa7rxT4c1pvG3hltW8P+E00m61eBE1DSoF8uUFx8jEHnI9RzXjvgLWtH8O6vJNrGirrts0ewQNcGHaf7wIBrtPFX7RENx4U03RfDugx6Dp+n366jta5a5Z5F6ckDA9q/auE+JcqwvD/wBVxtZRlCTkoxTc5vmi+WadNxcdHZqaaXS4lvc7LwP4W0u4/bXv9NksbVrCNbhUt/KXy0AhyMDGBRpnjqP4dfsfaPeHS9O1Rv7elSGO6i3xwsfMO4KPQZA9M1R0/wDa80zTfGzeII/Bdsuq3EXl3U4vW3S8YBX5cJ78HP61z/g/9oDSNL+GVr4X1vwquuWdneNexN9tMGHO7GQFOcbj3r6mjxRkOFlVjhMbCMqn1lqfs52j7WVBwTXI27KEtk0n8mOWuxufHH4WWPinxt4VuNL/ALL0I+KdKW8mE0nkwxvgse3GcgfhUPwd+Di+Dfj/AKDp+oXeg65bX3mM62s4uIxiN+Dx647VwPxd+Kdx8V/EkF5JaxWNrZQi2tbaMkrDGM4GeMn3wKj+D/xG/wCFVfEOx142f277Hv8A3HmeXv3KV+9g4656V8nW4q4dlxKsYqK5PbRl7S8krLl5n7LltaVm+9ntfQmx6x4AOleGvgz8QNcutE03UbjS9bVIBNCNqbmjx26AtnA9KPEXg/R/ivJ8NdXOmWemzeJLmSK9jtUCRyBJAM4HcgH8687g+NJg+F/irw3/AGfn/hJb9L37R53/AB77WU7du35s7euR1pyfHCe08NeD7G2s/Km8JTyTpMZdwuC77/u4G3HTqc+1ezDjPIXQhhMRJSoxpRbjyauosQ5NX5b39ltraztfoVqe5fDDxnazfGzxd4asND0fT9P0rTLuKKaKALcNsZVIZs8g8np6VyXg74WaP4z8AfCe1uLW3VdQ1C9+2OqBXuFjd2ALDnHGKzbT9rbS9M17UtUtfBdvb6hrFo9vdzJendIzY+YfLhRxyO/rXJWHx9udG8L+C7GzsxDceD7qe5Wcy7hc+a5YqVx8oAJHU59q9zGcbcOvlji8RGvFe0slCSSjKvQlGCTildU4S+5q+quvI0Pij8QLPxT40m8L2PhvQdLs7W/+yxTwWgSZVVyvLe+OleqaTJoejftEab8PbXwzoJ0sW7JNNJbB7l2Fuz53k59B09a8Z+JXxa0PxtE11YeFYtH1qacXEt6t2ZA7ZyfkKgDJrrrL9rqxt/GNj4ik8H2smuQQ+RcXYu2UzLtK/KNpCHnk88cVx5TxdlNLMatbE4+Dbq0pKapSs6ClJyopezuna19ErbN2FqdB4L8Y/wDCFfAb4hLDp+mTx6TqhSOKa2DrKGnP3h0OM4Hpiuftda0/4W/AvS/FSaFo+oap4k1CZf8ASYBJFBGrMNqqenTt2rmfBPx4tfD9p4msdT0JdX0vxJc/aXtjdGIxEOXA3AHOCfQdKl8MfHnS7LwvNoOteF4da0VLt7uztzdtE1qWOcbsHI/KuePGuW1aNBfW4wlGjOnFuEn7Op7S6n8D0lTvFNXavqivQ9c8N/Dnw5L8VfD+rJpNmlv4i8NvqMtmIwY1ciNm2joPvAcVy3wt8R+D/HvizXLi30vw7o1/Y2McGk22okC3kYF9zPnhmPA/AVzdp+1XNB8R49abR4xY2emNplnYRz7Vt0OOd2056egrjfAXi7w9oE14dc8Mx6+twwaLN21u0PXOCAc5zXRiuPsmWKoRwMqfJ7SpKblTaT9yKUrqEpRvLmlGydnZyWgdDd/aD0jXNMu9PbWdB0DSfNVzDPpMQSG7HHOQeccfn715xXcfFz4xr8SdN0fTbPS49I0nQ0dbW3ExmYbsZyxAJ6CuHr8c44xWDxGc1a2AqupTfLaTVrvlV/sx0Tuk+VNrVoF5hRRRXyQBX1t/wTs/5EnX/wDr8T/0Cvkmvrb/AIJ2f8iTr/8A1+J/6BX7V4Af8ljR/wAFT/0lky2PorNG6lFH5V/fRCE3UbqX8qPyoGJupsx/dN9DT/ypk3+qb6Ghky2PzV8c/wDI9a1/1/S/+hmsutTxz/yPOtf9f03/AKGay6/ytzr/AJGFf/HP/wBKZsFFFFeaAV798GvAGl3vwXt9S0nwvpfjDxBNcPHeQXN2Ee1XkDCk9+PTrXgNei/DDxt4I8K2FpJqWl68dWtZPNNxa34hSUg5AIOCB24NfoXhtjMFh8zm8dyKMoNXnb3XdaxvCpHmte3NGzV9bhr0Op0HwXY6l4Y+KV1eeGYtIvNFtbZ7W1ddzWbtvyVJHfg1zcvhjTZf2XtN1j7HCupS6/8AZjcBfnMflbtufqK3Yf2pbPVPHXiq71TSXm0fxRax2kttHMFkjWMYVtxwCeT0x1rK+IHxr8Pa58JrHwro2kXOmw2Oo/bUZ5RJvG1gdxzncdxPccAe9foGIzDht4apiKeIpycKVamk4cs5SlWcoSSUVH4bWelrKyQcr2PXPiVqXhfU/wBpCDwzq3h9L6bV7WJJr6RyXj/d5TYOgxjmvGpv2Y9f8Q+INaXRo7aSy06+ltQ0lyqH5D6Hnoa67Wv2mvB+o+N4fFy+G9Qk8RW8CxQ+dcKIFwNoJAznFeMa34pvdf166v5Jmjkup3nkVCfvMxY/zo464k4cxdTnxTjiHKrUlH2VoNU5JKKnLk1le71u+71QrdH5HpFt4G0+z/Ze1q8nt4v7UtfEwsvPX76J5aAqD6cmvQPFVh4H8MfFDwl4abwlZ3LeILe2WecnHl+YSoKj+9k5Jrx/Svixb2XwIu/CclvNJdXGrrqXn718sAADaRnOeOuK2PG3xz0/xV8XPC3iKOzuI7fw+lqrx7lLSmFtxxzjnpzRgeJcmweFpOi6fNy4aPvRjKy9pU9pq01fkaTe41qdJ4Z+F3h/4fP8S9e1PTo9XsfCd19lsrSVj5bEvt+Yd8cV02pXWn+P/hj8Mymk2enaffa/5L2UQzGo80hhz64/WuD0b9obSF13xxHqmlXV7ofjGc3DQLKscsB3Fl5zgnnsewqbU/2i9BTR/COn6Vo11ZWnhfUxfFDOJDIgOcbs8sT68c9a9zA5/wAPUcPUpYetShSfNFw5felL6xzJ35dY+yUUlzWsrWBaHRXHgDwz8PP+E+8UX2i2+ow6Pqx06wsM7YUORyQP94VzPwg0nw78XPG3iLXdQ0O1tdH8O6Y9+9hECEldBnBzzj5T+dGm/tHaTf6r4ttdc0e61DQfFV19t8hZVjmtn7YIyD0A69s81m+AvjPoPw08eanNp+kXknh7VrM2VzaTTDzSpGCd3TPP/wBevNxmd8PzzDDThUorCqcnODgub2nNUcZv3LuGsNFK1tHF6hqdLqUnhfxp8A7zxVb+ENJ02707VUtgkPCyRDY2CfcEg1t/tM6nYeLvFvhHw2ukWMVzqlhZOl6o+e2R3K+WvHQdq4fxT8a/DVz8IL7wloej3Wnw3F4LmOSWYSM/AyW9zjtmm+Pfjto/jLStFvl0u7t/FGjQQW8Vx52bcrE2R8vXJ/TNbYzijK44OvhfrNKTlToupywUVUcJz9olaC95wcVHReTWoJXsd1bWXgXVfjBJ8OU8LW8cWHt01Ayn7QZViL7j+INUrfw54L+Hf7P8Gr6zoo1TUBqtzYo0Z2+a6tIo3n+6Av5iqCftH+EbTxZJ4uh8N3UfiaaMqWN3m3WQqV3AY6n0x361xXiX4w2/iP4H2PhcwTfboNVl1GW43L5b+YXJUDOc/P8ApVZhxTkeHhXrxnQqVeSt7K1Ncqg50nShJOMU5JKbV7ta3d3qJM9U0j4c6bH8MdBvPDfgvS/FrXdp5uou14DNFJwSm3rxz+XSvnfxFIf+Eivl+wtp224dPspzm3wxG059Olen/DL4r+B/hs9jqFvoviBdYskAJGpBYZnxgkg889ccivO/F/iWTxl4p1PVJI1hbULh7hl67dzE4/WviuOswy3F5bhZ4acFV2dOmlypKC97m9nCSbejjJy11uJ9jLoB4oor8hUmthhXqX7HH/JfdF/7a/8Aop68tr1L9jj/AJL7ov8A21/9FPX2vhz/AMlPgf8Ar7D/ANKRMj7uzzRuo79qX8q/0tRmhN1G6l/Kj8qZQm6jdS/lR+VACZr54/4KH/8AJPdF/wCwif8A0W1fRH5V87/8FD/+Se6L/wBhE/8Aotq/OfFv/kkMf/g/9uiJbo+RqKKK/wA4TUKKKKAPbP2WtNuNY+G/xGtbWFri4uNNCJGg3M5KyAADvU3w68N3/wAJP2d/HV14ggOnHWvJtLeGUbHkIZs4GfQk/hXj/h3xlq3hB5G0rUrzT2mwJDbzNHvx0ztIzTvEHjfWPFgX+1NSvNQWP7qzyl1B+hr9ayvjvLMHl2GXspyxOHp1acX7vs/3rknJ/adlJ6Wt5ha59N+Pru20vVfCmu6Z4T13X/sWnwtYS2lz/okTKDt3IFPIJB68/hXO/D+6i+Nnwz8SWOvWusae+l6w2ouNOUvK7Su+Y9mM/KSe3GPavDNI+JXiLw7pP2Oz1zVLe1Uf6tLlwij2GePwr0f4R/E/Q7T4X3Wj3Wv6h4W1ee9a5m1C2haV7oYYBWI5/iz9a++ynxCwGcZlyz/d05Qm505ezjCUuSKsp+627pO85JWjYnbqdr4R8ayeKv2vbO8k0++02KOwkt4Vuo/LkkVY3G4g+pH6Vz/7NviTUPFvjjxdNcX0t3rtxpM8dm8z5IOeAp/LpXN/G/45L4g1DQ4ND1C/mm0OB4W1Vv3U94WPOcdB2565NeZ6Vq19omox3lpdTW93GciWNirfmK8LOPEHDYDNacac3XjTrVKk5RaUZe0hFWVm481PVJ6rTTuVqe72/hPVvBv7IXiRddjuIpJ9ahljSf8A1nl7oxyDnGSDXZ+MPBGt+IP2q/Ceq6ZFNL4bt7WCRJIyPIjUDkenOenWvmfVPiHr2uWNxbXmr311BeOJJo5JSyyMPukj2wPyp9p8S/EVjZw20OuapFb2rboY1nYLH6Y+lY4XxMyek6WH9lV9lTVGz5oczlRnUnaWlnGXtNbLRrTuDSPomwsrPW/h98QIptN1HVZY/E8zT2un3Ainkj3fKehJGc8f4VD8KPGlzq3x98PWN5oVzoNrp2ky2+nQXhPmHOPmJIGc7cV87aX451rRdXuNQtNVv7e8u2LTSxzMrSEnJyc802/8aavqmtw6hc6pfXF5B/q5XnZpE+jZzW0vF3CqpQr06Uoypzi5JKHLOEZymrytzp66L4VLXVBbQ9r8EeEPEXhv4J/EibxBDdQyTrDsNwcbyJWLkc9PmHNcf+xdu/4aC0UfKrRx3HGO/lGuP1H4n+INWjvI7jWdSmhvkEcqPOWEijoD69ay9H1y98O6kt5p91NZ3aAhZoXKOM8cEYNfNYrjbLv7Ty3FYaFR08I03ztOcv3rm7W02/yA9I034a654a+OKajq+k3cOjrrCsZ5YmSPa04wSSMV7B4P8JeIh+2Lq2q3kNwujG3k8mVz+6cNEFQJ2OOcgdK+bNb+KfiTxHpzWt9rmqXVuzBzHLcM6kg5B5J7inRfFrxRBNbuuv6p/oilYQbhj5YIxgc9MV7OS8fcP5ZO1GlWcFWjXWsE3JcycZW05bNNdb72A9L8Wancad+xf4bjiuHjafXJvOVG27lBlOD7ZFegeHb6Of46/DuS4kEk154WUqznJMxjfnPr/jXy/c+ItRvNCh0yW8mk0+3kMscBb5Ec5ywHqcn86mu/GmsXt7Y3Emo3TTacgjt3MhJhUYwF9KxwPinh8NVjV9lKSjDDRSurXou835c32fPewW6M948B+DfEXhz4P/Fq48QQ3UEl5AoTzzjzCpcswGenzDmvnOPOwZ645re1D4m+ItUtbqG41zVJor2MRTq85YSoM8H8zWDGnlxqvXaMZr47jPiDA5nHDUsBGajRjKN5tOTcpyne60+1b5Br1HUUUV8OAHqv1r7t/YvOP2d9F/35/wD0c9fCR6r9a+7f2L/+Td9F/wB+f/0c9f0R9G3/AJKOt/15l/6XAmR6nuo3Uv5UflX9uEibqN1L+VH5UAJuo3Uv5UflQAm6vL/2yjn9nfXv+2P/AKOSvUfyry79sr/k3fXv+2P/AKOSvmONv+Sex3/Xmp/6QyT4P7fhRR2/Civ8wjYDIEUgj73T2r2z9jBLe51Lxgl0WW0bQpkndPvKhYbiODyFyRXiYAzyM1t+DfiFqfgM6l/ZskMf9qWjWc2+IPlGAB619fwPnWGyrOKGOxV+SDk2kr/Zkl26vXyDU9h8E+PPAPgiwfw3oEmo3jeJb63jvbq7UKkcayD5eg4IJ/Oun0/xt4mv/wBrfUNCuXuf+EeKyxNakf6OIRESGx064+ua+W4d1uF2sVZX3qR2Nei3P7T/AI0n0JrH+01xJF5LTCFPPK4xjfjNfpPD3ijQVKNLG3oxozhKMaMLRlCPNenJc97SlJu7ct3dEvU9A+LfxE1LwD8DfDem6TJbw2eqPfQSN5QLmITEBVPYEHP5V1nxM8e+ItL/AGnPCejabNcf2XJaWzzwJnY4csHZsdcAfhXzPrPjnUvEXh/SNIurhWttJLiEbQD87ZO49+a9s/aL/aW1XR/GFpb+GtTs2sv7NhDSRxRyMrncGAfGQcY+lfSYLxAw1eOIzCpiJ06NJ4PljHf3FNzhFcy92Tsm9u6ZUtUX/wBoHXtS+Hfw70v/AIRF5bGK+1nUGvZbMbWLrORGCR2PPHfFdtBqsmiXWua9hBrTeCIL27RkyDcAOfmX+noK+aPBfx+8VeBbW4t7PUFkt7mQzPHPCsqhzyWG4HBJ5qL/AIXj4mk1DXrqa/W4m8RWf2G6MkYYeXtIAUdFxkniuWn4tZTGvLGU3Ui5qKVO3uUnGEo80LPeTkr2S3ldhu9T0/wN8W/E3iL9nr4gapJqV5/acE9o0TxNt8nMgDYA4Hy9fau9+G6fbvDPw7upk8y/h0HVLmAkAsZw0WPx5Jr5q+HnxZ1z4Xm8XSbpIor/AGmaOSJZFYjpwat3Hx38UTXeizDUFjfQWlNp5cQTZ5hBYHHXOO9ceQ+KeAw+Ho1cfVqVKkaahKLu02q6q86be7i7K63ilsTr/X3Hp3wv8Sa18RfhF46XxVNdXUNgIp7V7nkxT7mOBn3C8D1967HxN8TdaH7Zlp4dW+ZdIWKKJrYcJJutw53Ducn9BXg3jL4++K/H+irY3t9EttvEjJDCsaysCCCwXrggVQu/i1rl78SU8VSzxHWEI/eCMBeECD5en3RU/wDETsHhsPh8Ph61afs6lFyqSVpVIQnVlJNczdlzxSTbul2Q/L+uh2Xwr0LT/wDhrz7DcIn2WHVLjy1/hBTeUH5gflXffC7xn4i8c/EPx9pfiK4uptHh0+6YxTj91AysBHtB6fKSfwr53l8SXj+JpNYWZo9Re4N15yfKVkJzkY46113ib9pPxh4s0CfTbrUo1t7lNk5ihSN5l6YZgMnivE4b48yzA05xk6kOWtUqqMErVIzjyqE9Vbl801ZtIfU7r9o/xjqx+DHgGFtSvWh1TTnN0nmELcEbMbh3xUPgayjvv2RpI5z/AKPJ4ljjf02kJXP/ABz8U2urfDL4e2dvNDcXGm2DCdY2B8tm2cEZyOh/KuJtfiFqlp8Pm8NLMn9mvdLdldnzbxjv+A/Ku3N+LKGB4gr1sXJ1Iyw0aaS95XlTp6a7JtO4S1bPp5vE3iBv20rDR7eS8i8Ow2hxbxsVhZPs5O4jpw5HPriuR+MvxJ1j4efDDwimk3L2JvtR1Mzugw7bLw7Rnr/Ec+tee2P7VnjSwFn/AMTSOR7NSgkaFS7jaVAY4+Yc9+4rl/FXxP1jxlo9jZXlxG0OnTTTQbIwpVpX3v09WNexm/irlssDiqWCr1fa1ZSlFv3eRSlRfJFqTaSjCS0srvsxcvU+n7+0Wy+Ini7WLaPbrS+FVu7ZlUbvNw43D3+UV5hreva54j/Y4urzXLi7uJpNaXy5LhiWKeX2J7ZzXCxfH/xQnjK31xLyNb6C2FplYwEeIZ+Ur0PU1H42+OviTx54cm0nVLuGazlkEoRYVTYR6Y6D2rPM/ErJ8ThcR7KVSPNGtFRUbRlKq+ZTk+bdbbP1FbU4tGxAv1Gfyp1IVz+eaWv52lvptr+ZQV9a/wDBOz/kTte/6+0/9BNfJVfWv/BOz/kTte/6+0/9BNftHgD/AMljR/wVP/SWTLY+i91FL+VFf32yEJmvD/29/wDkiH/cQh/9BavcK8P/AG9/+SIf9xCH/wBBavhfE3/klcf/ANepfkNHxf3oo70V/mtL4n6v8zRbBRRRSAKKKKACiiigAooooAKKKKACiiigAp0P+tX6im06H/Wr9RWlH416oD9JPhr/AMk/0X/ryi/9BFbWaxfhr/yT/Rf+vKL/ANBFbVf6rYD/AHWn/hX5IxQZozRRXUUGaM0UUAGaM0UUANfq3+7Xwv8Atp/8nBat/wBc4f8A0WtfdD9W/wB2vhf9tP8A5OC1b/rnD/6LWvwP6Rf/ACS0f+vsfykOn1PKaKKK/hcsKKKKACiiigAooooAKKKKACiiigAooooAB1r179iD/k4Ww/69p/8A0A15COtevfsQf8nC2H/XtP8A+gGvvPDP/kp8v/6/U/8A0pEy2PuLNGaKK/0oJDNGaKKADNGaKKADNc38Yv8AklHiT/sG3H/otq6Sub+MX/JKPEn/AGDbj/0W1efm3+5Vv8Ev/SWSz842P7xvrRQ3+sb60V/lbP4mbBRRRUgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX1t/wAE7P8AkSdf/wCvxP8A0Cvkmvrb/gnZ/wAiTr//AF+J/wCgV+1eAH/JY0f8FT/0lky2PoqjNFFf30iEGaM0UUDDNNm/1TfQ06mzf6pvoaGTLY/NXxz/AMj1rX/X9L/6Gay61PHP/I9a1/1/S/8AoZrLr/K3Ov8AkYV/8c//AEpmwUUUV5oBTDF83bn2p9FGvQBpj28q3PsKEhCrwdpPXA606itPay5uYXKhojIbrnv0p2ODx16+9FFZu73GHy8fKOmKaV+bO1TTqKd2A0oR9049hQsSrt+UEjn6U6inzMALccL2xQRuj5xn+VFFEZtb/wBfcBGYAT/D1z06mnfMmduPm6n1p1FDk2Kw11Mhz04wR60KCN3TnjNOoqvaSvcOVAiKB2/AUAYHHHtRRUyafQYUUUVIBXqX7HH/ACX3Rf8Atr/6KevLa9S/Y4/5L7ov/bX/ANFPX23hz/yU+B/6+w/9KRMj7u70Zo70V/pajNBmjNFFMoM0ZoooAK+eP+Ch/wDyT3RP+wif/RbV9D188f8ABQ//AJJ7ov8A2ET/AOi2r858W/8AkkMf/g/9uiJbnyNRRRX+cJqFFFFABRRRQADrTXGCcIrZ9e9Oopp2/pgNjh2/Nnn6Uq5280tFNyb3C3YKKKOtLlYBRRijFHKwCik3j1FLnNIAooooAKKKKACiiigAooooAD1X6192/sX/APJu+i/78/8A6OevhI9V+tfdv7F//Ju+i/78/wD6Oev6I+jb/wAlHW/68y/9LgTI9TzRmiiv7cJDNGaKKADNGaKKADNeX/tlf8m769/2x/8ARyV6hXl/7ZX/ACbvr3/bH/0clfMcbf8AJPY7/rzU/wDSGI+D+34UUdvwor/MI1CgDNFB5FGwF7TPDN/rWj6hfWtrcTWumBTdSIhKwhsgZPbODWlrvw1vvD/gDRfEUr27WWuSSx24WT94DG21tykDHI9TXq37Muu6XpfwD+Ir3ulrfraCCW4BlKfaVJYKh9NpBOf9qtPX/FXhWx/Z88D6lqWgy3lrNe3v2WxWYrHEpnbOSOSQOg+tfs+V+HuV18oWNqYlKdTDup73MlBqvGne6i7q1421fNqvdA+cpABhi3HrU9pDJqN1DBCJJ5pnEUa4O5iTgAD6mvoVv2dfC7fFi+uZYboeH7TQl137KJCvUH5N2d2MqTU3w/sPBniTwnZeLLPwutm1lrkFosZupG35K4bk9twOPY1zYXwlxUazw+MxFODvNpXk3KFNrnkrRask9ObVvsFr6o+ffEOg3nhTV5rDULeW0vLfb5kUilWXIBHB9iKueIvAuoeFtA0vUrxbdLXWUMlqRMpZgOuRnI6969I/bU8RabdfFvVLGLSxb31q8fn3gkLG5BiQjK/w4z+NdZ4S+DPhnxHp3w/+2IrNeaddztG85QXsqbAi5J4zycDrU0fDiniM4x+UYKam6LSjJtxSbqKPvLlbbV7NJJX1TaaDS1z5xMijvTtw3Yz716Z8e/D8ejWCofAVx4XlMu2O685pIZhg/Lnpk9foKufDnwh4b8KfA+bxp4g0xtZaa9+w21sZmjX6nb34P5V4E+A6/wDalTLPbRXs4OpObjOKjGNrtqUVO/kou99AXdnD+NPhlqHgbRdF1C6aFrfXrf7TbeW5YheD8wwMHketc6koYDryM9K+sPEXw3074zXfgD/RZYdJttBmvvsEbkuyr5QSPJ5/iAyeawp/gV4Z8WeH9PbVNEbwXqUmoxWkMTXO+S6iJAPBJwcEgH1Ar7nOvBnETxM6mWSjGlaPLzc3ve7Byd+XljrK0VJxb2sGp82NKqk+wzxzmjzctgA7vp0r6X1TwF4T0/QfF0l14Gu7CLwyu23uZriZUvOSMjoMnGRjPWqPxT+GfgXSdU8P+H7XTbuHXvElrZ7ZQ5McCu+C/J5Y4YfhXk4zwhxWHpOt9ap3VtHzxbblKCirw1blFpdHvsLc+dA6o+35vUDHAqa1hN5fW9urASXEoiXI4BPGTj619J+HfBfw91X413ngKPw0WGlws737XcgZ3RcnK9K5688J+Efg34Y8H/bdDbVtW8SRi881ruSH7MG2lQu3jPP6US8Ka0JKvXxdP2MZONSXv+7KMoRcfgu3zTSTWm/YcVdaHkvxJ8CXXwu8W3Oj37RtdWm3eY33KdyhhzgdiKxJJFA3fw+3avqnx98GrfxR8TPHGv3Gk3PiJrJ7eC3sI3KCVjDESScjgAislP2c/DviXx54ZSbTZNDkl0+e91TTI7jzTCIyoUFskjcD07c+lejm3gzj3jaqwTjGm6loRfNfl5/Zp83Ly3vq435uVN2DoeF+HvhzfeKPCGs63btCLXQfLNyGchyHJA2jHPT1rn1bPc/jXvmneL9D8Sfs/wDxB/4R/RP7Fig+yBsStJ54MvX5unAbOPWvAoz0+lfDcZcO4PK6OC+q1FUdSm5Skr2k1OUbpOzSslutdwH0UUV8OAV9a/8ABOz/AJE7Xv8Ar7T/ANBNfJVfWv8AwTs/5E7Xv+vtP/QTX7T4A/8AJY0f8FT/ANJZMtj6LzRRRX9+MhC/lXh37fH/ACRH/uIQ/wDoLV7hivD/ANvf/kiH/cQh/wDQWr4TxN/5JXH/APXqX5DR8X96KO9Ff5rS+J+r/M0WwUUUUgCiiigAooooAKKKKACiiigAooooAKdD/rV+optOh/1q/UVpR+NeqA/ST4a/8k/0X/ryi/8AQRW3+VYnw1Gfh/ov/XlF/wCgitrFf6rYD/daf+FfkjFC/lR+VJijFdRQv5UflSYoxQAv5UflSYoxQA1+rf7tfC/7af8AycFq3/XOH/0WtfdDjBb/AHa+F/20/wDk4LVv+ucP/ota/A/pF/8AJLR/6+x/KQ6fU8pooor+FywooooAKKKKACiiigAooooAKKKKACiiigAHWvXv2IP+ThbD/r2n/wDQDXkI6169+xB/ycLYf9e0/wD6Aa+88M/+Sny//r9T/wDSkTLY+4/yo/KkxRiv9KCRfyo/KkxRigBfyo/KkxRigBfyrmvjF/ySjxJ/2Dbj/wBFtXSYrm/jEP8Ai1HiT/sG3H/otq8/Nv8Acq3+CX/pLJZ+cbf6xvrRQ3+sb60V/lbP4mbBRRRUgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX1t/wTs/5EnX/APr8T/0Cvkmvrb/gnZ/yJOv/APX4n/oFftXgB/yWNH/BU/8ASWTLY+ixR+VJijFf30Qhfyo/KkxRigYv5Uyb/VN9DTsU2Yfum+hoZMtj81fHP/I861/1/Tf+hmsutTxz/wAj1rX/AF/S/wDoZrLr/K3Ov+RhX/xz/wDSmbBRRRXmgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXqX7HH/JfdF/7a/8Aop68tr1L9jj/AJL7ov8A21/9FPX23hz/AMlPgf8Ar7D/ANKRMj7u79qX8qTHNGK/0tRmhfyo/KkxRimUL+VH5UmKMUAL+VfO/wDwUP8A+Se6L/2ET/6LavofFfPH/BQ//knuif8AYRP/AKLavznxb/5JDH/4P/boiW6Pkaiiiv8AOE1CiiigAooooAKKKKACiiigBRGZCMKzHOBgU82MzDiN/qK3PhPJbwfEzQ5bxo1tY76FpDJ90LvBOfwBr7jh+JPw7Ean+0/C6/WSKv2Dw58NcNxLhauIrY1UOSSjZpa3V76tehMvQ+AP7OuP7s3+fxo/s64/uzf5/Gv0B/4WZ8O/+gr4W/7+RUf8LM+Hf/QV8Lf9/Iq/RP8AiX3Lv+hrD7l/8mTd9j8/Xs5FXLR9OtMHSvp79tLxf4V1/wCG2nx6DeaNNdLfAsLVk37djj+Htkivl+L/AFS/QV+H8ecK0+Hsz/s+lXVZcqlzK3Xpo3t6mitYdRRRXxYBRRRQAUUUUAFFFFAAeq/Wvu39i/8A5N30X/fn/wDRz18JHqv1r7t/YvGf2d9F/wB+f/0c9f0R9G3/AJKOt/15l/6XAmR6p+VH5UmKMV/bhIv5UflSYoxQAv5UflSYoxQAv5V5d+2V/wAm769/2x/9HJXqGK8v/bKGP2d9e/7Y/wDo5K+Y42/5J7Hf9ean/pDJPg/t+FFHb8KK/wAwjYKB15oozik1dWA9C+CXxP0bwR4f8T6Jr1veS6f4lhRGe2x5iFCSMZ9c/pUnxP8AiXomt/C3wz4c0eK+UaDc3Mga42/MryMy8gn2/OvOSu49OnT2oxX2dPjfHwy7+y4qHJyuF3Fc/I5qo483ZTV1oCPdD+1Hop8eW80lnfTaPc+HU0S/ThXJ5O5QfT3x972qjcfHbwf4b+GU2ieHtN1SLydUg1BXuWQm42OGJJB9BgAeleMkZNNaLzMqASx5AXkmvYl4qZ3NS5nC8lJczgrpTSUlF7pNpO2uvkB6J+0J8QfDPxT8QHXNJh1GHVNQKNepPgxrtRVG3H05z7VsX3xU8IeKfC3hPTdag1ry9BtZklNltWRZGK4KknGOD+deSj5flyflG0gmkKbm6Es3p1NedLj3HfXMRjeSm5V0udci5ZWkp3snvKSu9dQXZnrHxZ+OOi678KbXwvoK65NDHci4NxqsivIuAQFHJ459f51T+GnxY8Px/Ce48I+KrTUprMXX22CS0dVZWxgjn/PNeaAbHCsGXbwQaYrM10I1RnZuFA7+1bz4/wA1q5h9e9xvk9lycvucll7ri7u1/NtsiyWrPf7r9q3w9YeIdBfT9N1CPSrHT5NNuYGdQ/lttHykHkjb1OOlcrKvhD4h+KtL0/wqPEj6tcXiBZNSuV8qJScn7vJ6dua8s8t7ZvLZdrKdpUjHvVmzmvNA1FJo2ns7y3bejBijRkdCD1BHrXoVvEjMcbLlzSjGpSUo6KFpRVoqSg9otqPXqrqxf9M+oviDYaf8b9c1fw/9q8Y2b6fE8hE8I/s0GLA9M4JGRnHqK8k+Lfx0tfE/xY8M65pUNwR4dtLW2dZAA0jxszHGCeDnrWJrP7RPjHxBpDafda5dSW8iFHC4jaQHqGYDc341xSpsbcpPIwea9bjPxMp5gv8AhNi05SUpzcUpXhLmppJTmlyXleX2rrRbC5bH0Ho/7Rnw/wBI+LF34qh0fXFv9SiZbknaUt2K4O0cEljwSf8A61YafHnwb4n8KeHx4m0zVrrVPDGIrYW7qsc6KQF3Z6cY4/WvGTwd23cevTrTp7eSCQpNG0cikZVhyBXlT8Vs6qRknCl7O7bj7NcrlJqTk1tzc0FJO61ux20Pedb/AGpPD3iTxJ4ostQtNa/sPX/JlU2jLHcWzqiqepx/COc1y3hH4ueFvhh8TrHVtEh8Q3NlJby21+L50M0yv0249MZ968txg0rOWHJJ+tYV/FLN61WGIqqDqQlzRnyLmj7zk4p3+G7ejT0bV7CkrnsWofFrwLonwt8SeH/D2n6tbtrDRyCe6ZGLFWB2kZ4UAYHX7xrxzv7Yob5myeT1yaK+Y4g4mxWbypvERhFU48sVCKikruWy82xhRRRXzgBX1r/wTs/5E7Xv+vtP/QTXyVX1r/wTs/5E7Xv+vtP/AEE1+0+AP/JY0f8ABU/9JZMtj6M/KikxRX99shBXh/7e/wDyRD/uIQ/+gtXuGa8P/b3b/iymP+ohD0/3Wr4XxN/5JXH/APXqX5DR8X96KRtytyKTd9Pzr/NaV+Z6Pd9DQdRTd30o3f5zS17P7gHUU3d/nNG76fnRr2f3MB1FN3fT86N30/OjXs/uAdRTd3+c0bvpRr2f3AOopu76Ubv85o17P7gHUU3d9Pzo3fSjXs/uAdTof9av1FMDf5zSxviZfqK0o61EvNAfpN8Nf+Sf6L/15Rf+gitqsT4bHHgHRf8Aryi/9AFbea/1WwH+60/8K/JGKCijNGa6igoozRmgAoozRmgBr9W/3a+F/wBtP/k4LVv+ucP/AKLWvuh+jH2r4X/bUdV/aB1TJ6xw/wDota/A/pF/8ktH/r7H8pBT6nlNFDHB/wBntSb/AK1/DMoNOzNLi0U3fS7vrRygLRSbvrSb6OUB1FN30u760coC0Um760m+jlAdRSb/AK0bvrRygLRSbvrSb6OUBw6169+xB/ycLYf9e0//AKAa8gD4PevX/wBh5g37Qlh/17T/APoBr7zw0X/GT5f/ANfqf/pSJfY+4qKM0Zr/AEmJCijNGaACijNGaACub+MX/JKPEn/YNuP/AEW1dJmub+MR/wCLUeJP+wbcf+i2rz82/wByrf4Jf+ksln5xtxI31oocYlf60V/lbU+JmwUUUVIBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV9bf8E7P+RJ1/8A6/E/9Ar5Jr62/wCCdn/Ik6//ANfif+gV+1eAH/JY0f8ABU/9JZMtj6KoozRmv76RCCijNGaBhTZv9U30NOzTZz+6b6GlImWx+avjn/keta/6/pf/AEM1l1qeOlx451r3vZv/AEM1l1/lfnX/ACMK/wDjl/6UzYKKKK8wAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK9S/Y4/wCS+6L/ANtf/RT15bXqX7HH/JfdF/7a/wDop6+28Of+SnwP/X2H/pSJkfd3eijPNGa/0tRmgoozRmmUFFGaM0AFfPH/AAUP/wCSe6L/ANhE/wDotq+h8188f8FD/wDknui/9hE/+i2r858W/wDkkMf/AIP/AG6IlufI1FFFf5wmoUUUUAFFFFABRRRQAUUUUAWNF0e48Sa3a6faruuLqRY4xuC5YnA616Sn7GfxDljBXS9/1uIx/wCz1wngHxDD4T8c6Xqc0cksdjcxTMqdWCuCf5V9Rr/wUQ8OxxDdo+pntgMn+NfsHh3kvB+OwVWXEuKdGaklFJ2vG1/5ZdSXfdHjH/DF/wARP+gP/wCTUX/xVH/DF/xE/wCgP/5Mxf8AxVezf8PFfDf/AEBdU/OP/Gj/AIeK+G/+gLqn5p/jX3/+pvhR/wBDKX/gS/8AlYc0j57+I37P3in4WaBHda3arb28kmxCZUb5iCeMMewJ/CuLBBHHSvcf2mv2p9J+N3hG102zsby1e3uBPulIIPysuOP979K8NThB9K/GPEDL8kweZ+yyCs6tHlXvN3957rZfkVcWiiivhwCiiigAooooAKKKKAA9V+tfdv7F/wDybvov+/P/AOjnr4SPVfrX3b+xef8AjHfRf9+f/wBHPX9EfRt/5KOt/wBeZf8ApcCZHqdFGaM1/bhIUUZozQAUUZozQAV5f+2V/wAm769/2x/9HJXqGa8v/bJ5/Z413/tj/wCjUr5fjb/knsd/15qf+kMR8H9vwoo7fhRX+Yb3NTS8I+FLzxz4mstJ0+PzLy+kEcYPCj1JPYAV6Br37LVxpmmX81j4m0XVpdKdftsNuxL2qE4Zj6he/wBKy/2YvElr4U+N2i3l9LHDaqZI3d+FUvGygk9sEg/hXonhb4eS/Auz8b6zrupae1vqmlz2diEuA7XjSFcOADntn2ya/ZeBeF8pxuVrFY2j7S86iqT5+VUYxgpRk0nrzSbV30Vlq0LU8/l/Z21SL4zweDzcw+bPELgXWw+X5ezfux1x1HXqDV7Rf2YZtRsrWa88T6DpP9pSmPTkuCTJfLuwHAB4BOMfUV6xp+twSeBo/iK00T3Vt4WfTFTOZPODYBPvz+Rpq6nd+L/h/wCD9S8K6f4T1K70uxjgle+ZVms5EA6c8dM/hX3eF8OuHEpSnTdRy/ewipSbdKTgopKLTbV5O9105tEDeuh5no/7Huvalb6hJLqWm2v9k37Wd0sj7RGAobeG6EEMuBjPNU/2Yfh3pviv45wadqdxZ3VnCJswuvy3hVSAF75/i57Ka6Lx5rupX37PniF9Uuo5NWn8Tv8AamgbdG+IwCF4+6CAPTiuL/Ze1m20L44+H7q6dLeCNnRpGOAC0brk/iwH418jicBkGXcR5VQwmHajKVOU3UlfSU7JSWy5bXerT2elxtaG9ffs1f2/451pdP17SU0nT3eS5u9xWGxBdgkbDHXAI/CptC/ZvXRfiT4V+1axpGqeHtYvFRbqH5opSpyYTzkM+Co68muzs/BU1voHxA8K3F5pdnqnia5S904G7H+lIszErn1xjj/aFULezt/g/wCFfAnh/Vr6xbUk8Rw6jOkcwk+zRqR1I4HrX1tPg/J6daONxOE9mk+eUnUdo1FWUVSae6lHXvrdOwnfY57xz+zhFrXxivdH8P6xpbK81xLLGmVXS4kcfLJx1AYD6irvgH9nT/hGde0nxFZ+I9I121sdXt7ab7NliGeRVx/48Prmuu0Tw2fDHxt8bQ3V5p9svjmzvU0y588HDOcrnHTO8flU3wZ8CTfDj4Yy6fe3Vi15J4jsppI7efzfJUTQ4yeOwyT2Fenl/BeVyzN4yeDUW6lWTlztKm6ck6atez9pfn16PTRD3djxT9oYfZvj7rxT5TDf4THbp/hXpPx7+Dl58TP2itejtZrTTNP02zt57q6nO2OJTEvXv2PoMCvNvj6y3/x817ayssuoDDA5z+VfQPju9h8V+MfiPodteWlvqGs6dZG0Z5QvmFU5TPvwP+BV4GTZTg8zr5rhMZrCWKTUU7c7jHENRTvpzNJaC6XR4zqf7LVxDaaHd2PiTS9Vs9a1JNNjmt8skbsG6/THNSaj+yNqOn2+rLB4g0nUNT0dHmm0+F8zGMMRu9uMcHPb1r0zwf4V/wCFf/CzwDpdzd2s11a+K45rjyJfMWIkOCpPtn6c1z/wivo/+Go/iJIJoxG9nfkMWyHHnpjn+ntXRPgjh6n9Wo1sNySxEoRa9rL925UnKVtXdqVlr2sxW6s4Twb+z3cal4S0/wARalrml6DZ30hNpHdkiS5C9x6f5PpV39s21WD9oC+gjVdoht1AHcmNf89q6jxR4Rk+Nnwb8CyadqWnQroKPbags1wIzB8y5bHf7h49DXN/tT6zDb/tMyXTlZoYmtZDt5+7En+FeNn+Q4DA8NToYekoUqlTCv2vNf2nNTm5SttFRbasvmN/FZFjS/2Ob261Gy0268TaLY65eRmVdOcl5wMbucegBPSqXh79krVta8LnV21jTbe1S5ntZRM23yzE7KWz0528D3r2S08F/wBqftZab40XVtLfR7i2YwEXILMfsxTaF/M5+v4+efFvVU074DWKtJ/zNFw0qKednmzYPuOARng17uM4D4dwdGtiK+EtGl7Xl/eSvOMPZcs73aSfNJ6JKy0WgX6s5/TP2T9Qu3t7ObxDotrrl5D9oh02Xd5zLt3D6EgHqOxrP8J/s53mt+GJdY1bWtJ8N2f2l7SP7Yx/eyKSpAxnoQe/b2r2/wAe6xresa4viLwXaeEpoJ7ZAuozuBcQ/JgqST2yeMd64TWvCc3xs+BXhtbPVNPW40S5n/tISXAXZubcZT69Ow53VlmHh9w/RqzpYXDSqThCUoLmlGFVJ00mpN3bSlKT5LR27AeW/GH4T3nwc8WRaXdXcF751utykkSkKVbIHJ+lcvXsP7bsiT/FTSvs8izRQ6NBGXQ5VsM/Ofyrx6vxLjrK8Ll2e4nA4KPLThKyV29PV3v94RCvrX/gnZ/yJ2vf9faf+gmvkqvrX/gnZ/yJ2vf9faf+gmvvPAH/AJLGj/gqf+ksUtj6LoozRX9+MhC49q+ff+Ck+tjwp+zVd6o0LXC2d9AfLWTyy25tnXB6bs9Oma+ga+b/APgqx/yZzrP/AF+2n/o9K+Y4yw9PEZHiqNVXjKEk15fI68DTjPEwhLZtHJ2f/BOzWrqLzE8Q2aq/ODvOD3/hqX/h3Lrn/Qx2P5P/APE19W6N/wAg6P6Var4en4H8GygpSwutl9uf/wAkc/M76HyR/wAO5dcx/wAjHY/k/wD8TR/w7l1z/oY7H8n/APia+t6Kv/iBvBn/AECf+Tz/APkg52fJH/DuXXM/8jHY/k//AMTR/wAO5dc/6GOx/J//AImvreij/iBvBn/QJ/5PP/5IOdnyR/w7l1zH/Ix2P5P/APE0f8O5dcz/AMjHY/k//wATX1vRR/xA3gz/AKBP/J5//JBzs+SP+HcuuZ/5GOx/J/8A4mj/AIdy65j/AJGOx/J//ia+t6KP+IG8Gf8AQJ/5PP8A+SDnZ8kf8O5dc/6GOx/J/wD4mj/h3Lrmf+Rjsfyf/wCJr63oo/4gbwZ/0Cf+Tz/+SDnZ8kf8O5dc/wChjsfyf/4mj/h3LrmP+Rjsfyf/AOJr63oo/wCIG8Gf9An/AJPP/wCSDnZ8jt/wTj1x/wDmZLIfQP8A/E15/wDHT9mi/wDgJqHg1bzUodUj8Wa7BoaiNihgaXPz8ryBjpX3yOlfNX/BRD/kI/Br/soGn/zNePn/AIN8J4TL6lbD4ZxkrW9+f8yX8x1YGMamIjCa01/I+hPDWkf2HolpZBt4s4Uh3f3sDFaOPao4urfWn1+306cYQUI7JW+44Rce1GPakorQoXHtRj2pKKAFx7UY9qSigAcfIfl//VXyL8VPhYvxq/bv1LwjcTLZ248Mx629yi7pdwlSAIB0xg5/Ovrpvu186aN/ylL1b/sni/8ApdFXxPG2U4TMaOGwmNgpwlWhdPrpI6sHTjL2l+kW/wAiIf8ABOXSQuP7evOP+ndaP+Hcuk/9B+8/8B1/xr6Qorzf+IRcIf8AQDD8f8zlUmfN/wDw7l0n/oP3n/gOv+NH/DuXSf8AoP3n/gOv+NfSFFH/ABCHg/8A6AYfj/mPmZ83/wDDuXSf+g/ef+A6/wCNH/DuXSf+g/ef+A6/419IUUf8Qh4P/wCgGH4/5hzM+b/+Hcuk/wDQfvP/AAHX/Gj/AIdy6T/0H7z/AMB1/wAa+kKKP+IQ8H/9AMPx/wAw5mfN/wDw7l0n/oP3n/gOv+NH/DuXSf8AoP3n/gOv+NfSFFH/ABCHg/8A6AYfj/mHMz5v/wCHcuk/9B+8/wDAdf8AGj/h3LpP/QfvP/Adf8a+kKKP+IQ8H/8AQDD8f8w5mfN//DuXSf8AoP3n/gOv+NH/AA7l0n/oP3n/AIDr/jX0hRR/xCHg/wD6AYfj/mHMz5tf/gnNpar8uv3mfe3X/GuT/ZA8Cw6B+2H8QNCUq6+BYreO3nGQ1z58ZLbxyBjnpjmvr5ulfMH7MP8AykA+PH003/0Sa83EeHfDmWZlgMTgcLGE/a7q/SE5Lr3SZ2YWKnTquS2jdet0vyZ9QY9qMe1JRX60cQuPajHtSUUALj2ox7UlFAC49q5H496iukfBHxdeNnZaaPdzNgZOFhZjgfQV1tcN+0ymf2cfH3/Yu6h/6TSVwZor4Ksv7svyZVOKlUjF7No+LPh/+zz4w+Kfg6x8QaHo7Xmk6qhmtpjd28ZddxH3WkBHIPUVtf8ADHfxF/6F3/yftf8A47X0h+wAqj9jvwH/ANeB/wDRj17Fge9fguVfR/4ZxWCo4mo6nNOMZO0tLtJvp5m2I5adWUIrRNr7mfBv/DHfxF/6F3/yftf/AI7R/wAMd/EX/oXf/J+1/wDjtfeWB70YHvXf/wAS68Ld6v8A4F/9qY+08j4N/wCGO/iL/wBC7/5P2v8A8do/4Y7+Iv8A0Lv/AJP2v/x2vvLA96MD3o/4l14W71f/AAL/AO1D2nkfBv8Awx38Rf8AoXf/ACftf/jtH/DHfxF/6F3/AMn7X/47X3lge9GB70f8S68Ld6v/AIF/9qHtPI+Df+GO/iL/ANC7/wCT9r/8do/4Y7+Iv/Qu/wDk/a//AB2vvLA96MD3o/4l14W71f8AwL/7UPaeR8G/8Md/EX/oXf8Ayftf/jtH/DHfxF/6F3/yftf/AI7X3lge9GB70f8AEuvC3er/AOBf/ah7TyPg3/hjv4i/9C7/AOT9r/8AHaP+GO/iL/0Lv/k/a/8Ax2vvLA96MD3o/wCJdeFu9X/wL/7UPaeR8G/8Md/EX/oXf/J+1/8AjtH/AAx38Rf+hd/8n7X/AOO195YHvRge9H/EuvC3er/4F/8Aah7TyPg3/hjv4i/9C7/5P2v/AMdo/wCGO/iL/wBC7/5P2v8A8dr7ywPejA96P+JdeFu9X/wL/wC1D2nkfBv/AAx38Rf+hd/8n7X/AOO0f8Md/EX/AKF3/wAn7X/47X3lge9GB70f8S68Ld6v/gX/ANqHtPI+Df8Ahjv4i/8AQu/+T9r/APHaP+GO/iL/ANC7/wCT9r/8dr7ywPejA96P+JdeFu9X/wAC/wDtQ9p5Hwb/AMMd/EX/AKF3/wAn7X/47R/wx38Rf+hd/wDJ+1/+O195YHvRge9H/EuvC3er/wCBf/ah7TyPz78W/s0eNvA3hTUtb1TRGttN0i1lvLqUXdvJsjjQux2rISeB0Ar6O/YE8IXWi/CAaxKY2s/EvlX9ntJ3GJkGNwxwfauw/a8+T9ln4inn/kXL8/8Aku9Vf2KAB+yZ8Pv4f+JJb9B/s12cJ+FuS8PcTRrYBz5lSk1zSvq5cr6LodLpxeG9r15rfhc9Rx7UY9qSiv244xce1GPakooGLj2plwpeJlHUginU2TpSexLPz9+F3we1r9piXxJrHh9LeO303WrjTphdyiJjIhDEgDOVw4569eK6ofsJ+Ov7ml/+BX/1qj/ZJ1CfSP2QvjVdWs01tcW/ifUXSWJiroRHDyCOle7eFP2YLXWfDmn3U/i3x95lxbxyMBrcgGSoJr+ZMD4P5BmEY1pUJzqTTnJqryrWUlouV9jqxyVLESpQWiseG/8ADCXjr+7pP/gV/wDWo/4YS8df3dJ/8Cv/AK1fQX/DKOm5x/wlnxA/8HslH/DKOmj/AJmz4gf+D2SvQ/4gLkf/AEC1P/B6/wDkDl9pLsj59H7Cfjon7ulD63X/ANanD9hDx2f+Welf+BX/ANavSv2g/gifhb8LtQ17TfFXjZruxkhZBNq8rrzKinI78E19EWCKLGHlm+QcnknitMD4E8L1a88PXo1ISiov+LzJqTkl9lfysFUbdrHxb/wwf48/556X/wCBX/1qP+GD/Hn/ADz0v/wK/wDrV9sbR/kUbR/kV6v/ABL3wl2qf+Bv/IrmZ8T/APDB/jz/AJ56X/4Ff/Wo/wCGD/Hn/PPS/wDwK/8ArV9sbR/kUbR/kUf8S98Jdqn/AIG/8g5mfE//AAwf48/556X/AOBX/wBaj/hg/wAef889L/8AAr/61fbG0f5FG0f5FH/EvfCXap/4G/8AIOZnxP8A8MH+PP8Annpf/gV/9aj/AIYP8ef889L/APAr/wCtX2xtH+RRtH+RR/xL3wl2qf8Agb/yDmZ8T/8ADB/jz/nnpf8A4Ff/AFqP+GD/AB5/zz0v/wACv/rV9sbR/kUbR/kUf8S98Jdqn/gb/wAg5mfE/wDwwf48/wCeel/+BX/1qP8Ahg/x5/zz0v8A8Cv/AK1fbG0f5FG0f5FH/EvfCXap/wCBv/IOZnxP/wAMH+PP+eel/wDgV/8AWo/4YP8AHn/PPS//AAK/+tX2xtH+RRtH+RR/xL3wl2qf+Bv/ACDmZ8T/APDB/jz/AJ56X/4Ff/Wo/wCGD/Hn/PPS/wDwK/8ArV9sbR/kUbR/kUf8S98Jdqn/AIG/8g5mfE//AAwf48/556X/AOBX/wBaj/hg/wAef889L/8AAr/61fbG0f5FG0f5FH/EvfCXap/4G/8AIOZnxKf2E/HQB+TS+P8Ap6/+tTv2KvBl5f8A7RniC3Xy45Ph9d/Y9S3txK7rKgMWM7hlDndtOCOK+1nRSjfjXyv+xB/ydb+0N/2HYe/+3dVhR8HOHcnzfBYnBqfNzt6yv8MXJdO6OqhTU6VSct4pNfekfVQ+90pce1IOtFfvRxoXHtRj2pKKChce1GPakooACcdq+b/+CiOowweFvC1pJIsc+p6t9ktUYHM0rKQqrjPXPevo9ky6nP3a+Wv+CkqD+0/g+OzeOLUn36CvjfEHBQxnD+JwtRtRmoxbW6vKK0vc6MFRVWvGnLz/ACPIY/2ZPHsiZ/4RjUl5xgqM/wA6P+GYvH3/AEK+pf8AfK/419/rGqqfvdfWn+Uvv+dfkf8AxLTkD1+s1vvh/wDIHP7Rn5+/8MxePv8AoV9S/wC+V/xo/wCGYvH3/Qr6l/3yv+NfoF5S+/50eUvv+dH/ABLRkH/QTW++H/yAc77H5+/8MxePv+hX1L/vlf8AGj/hmLx9/wBCvqX/AHyv+NfoF5S+/wCdHlL7/nR/xLRkH/QTW++H/wAgHO+x+fv/AAzF4+/6FfUv++V/xo/4Zi8ff9CvqX/fK/41+gXlL7/nR5S+/wCdH/EtGQf9BNb74f8AyAc77H5+/wDDMXj7/oV9S/75X/Gj/hmLx9/0K+pf98r/AI1+gXlL7/nR5S+/50f8S0ZB/wBBNb74f/IBzvsfn237MXj/AHf8ivqJ/Bf8aX/hl/x8f+ZY1L8VH+NfoH5S+/50eUvv+dEfo08Pr/mJrffD/wCQD2jPz8/4Zf8AH3/Qs6h/3wP8aP8Ahl/x9/0LOof98D/Gv0D8pff86PKX3/OtP+JbMg/6CK3/AJT/APkBcx+f6/sxePEz/wAUtqX4hf8AGm/8Mx+Pj/zK+pf98r/jX6BeUvv+dHlL7/nWf/EtHD//AEE1vvp//IFe0Z+fv/DMXj7/AKFfUv8Avlf8aP8AhmLx9/0K+pf98r/jX6BeUvv+dHlL7/nR/wAS0ZB/0E1vvh/8gLnfY/P3/hmLx9/0K+pf98r/AI0f8MxePv8AoV9S/wC+V/xr9AvKX3/Ojyl9/wA6P+JaMg/6Ca33w/8AkA532Pz9/wCGYvH3/Qr6l/3yv+NH/DMXj7/oV9S/75X/ABr9AvKX3/Ojyl9/zo/4loyD/oJrffD/AOQDnfY/P3/hmLx9/wBCvqX/AHyv+NH/AAzF4+/6FfUv++V/xr9AvKX3/Ojyl9/zo/4loyD/AKCa33w/+QDnfY/N/wCI/wAL/EHwk8MtrPiPSbvStNjkWMzzL8u9vurxnk19ufsp+HL7wh8D9JsNRtntrqNpWKMR0aRmU8eoIP415h/wVcRV/ZDvev8AyFLMf+Pmvofw6v8AxT9jx/ywjP8A46K9/wAPfDPL+Gc/xEsHUnNqnFe84/bk29or+RW+Z1VKUVh41erbX3W/zL+PajHtSUV+3nKLj2ox7UlFAC49qMe1JRQAuPavJP24NYtdF/Zp8QXN5Mtrax/Z98zg7UzPGozjJ6kdK9arwP8A4Kakr+xH4y6hgbAj2/063r5zjCmqmR4ynJ2TpVE/nFm2FpKrXhTfVpfe0fOOnfs5eONW0+C6t/DeoTW9xGskUigYdSMgjnuOam/4Zi8ff9CvqX/fK/4190fDaIH4d6D1/wCQfb9/+ma1teUvv+dfh9H6NmQVKcajxNbVJ7w6/wDbhnOVpNI/P0/sxePiP+RX1L8l/wAacf2aPiA4AbwzqjKvTOP8a/QDyl9/zo8pff8AOt4/RryJJxWKr2e+sNf/ACQn2j7HwD/wzZ8QhAU/4RvVNh/gIGP51F/wzL8QkXEfhnUo1bqABx+tfoH5S+/50eUvv+daf8S45Le/1uv98P8A5Dby2Dm6WPz/AD+zN8QBFsHhvU9nXaVHX86jP7MPj8RHb4Z1Ld24Xj9a/QTyl9/zo8pff86n/iW3Ir831qt98H+cA52z8/W/Zj+IGzP/AAjerPL2c4BH60h/Zg8fSMrP4Z1R2Hc4OP1r9A/KX3/Ojyl9/wA6qX0ccklo8XX770//AJD8w5vI/P8AP7M/xBLBm8OaszKPlzj5f1pD+zR8QnPPhrVOSD1H+NfoD5S+/wCdHlL7/nUy+jfksnd4yv8AfD/5D+vkHtPI/P2T9mT4gOzN/wAIzqTM3cqP8acv7NfxCd90nhnU2f14/wAa/QDyl9/zo8pff86f/Et+Sb/W6+994b7/AMndvcOdn5/p+zR8Qovu+G9UGDuHA+9+dD/szfEB8v8A8I3qiyNkswA5/Wv0A8pff86PKX3/ADpx+jhka2xVf74b9/g3Dnex+f0f7NHxCiiaNfDerKh/hGOT+dI/7M3xAkfc3hfUmbuSB/jX6BeUvv8AnR5S+/50S+jfkctHiq1v+4dvu5A5nt+p8An9mz4hEL/xTeqjy/u8jj9ajf8AZl+IMqbW8Namy9cEDn9a/QLyl9/zo8pff86X/Et+SOPL9br29Yf/ACAc93do/P3/AIZm+IWwKPDeqBehXjB/WnL+zL4/WNk/4RnUlVhg4A5/Wv0A8pff86PKX3/On/xLhkn/AEF1/vh/8hsCl5H5/H9mb4gsfm8N6o/AUZA6fnSf8MxePv8AoV9S/wC+V/xr9AvKX3/Ojyl9/wAzWc/o15DN80sVWfzh/wDIBzeR+d/iT4D+MPCGgXmqal4f1Cz0/T4Hubmd1G2GNFLMxwc8AGvpH/gnvot1Y/De61CW3kWy1h47uymP3biIpww74OR1Aruf2t4QP2W/iJwT/wAU5f8AJP8A07vVP9i3K/sp/D89f+JJbdP+uYr0eDfCbLOG+J4V8HVqSapSl7zjbVqPSK6M6nRTwrrdeZL8Lnqg57UUUV+9nGgr5v8A+CrH/JnOs/8AX5af+j0r6Rx7V83f8FWP+TOda/6/bT/0eleBxV/yJ8T/AIGd+W/73T9UfQ2jf8g6P6Vaqrov/IOj47Vbx7V7VD+HH0RxPcSilx7UY9q1ASilx7UY9qAEopce1GPagBKKXHtRj2oASilx7UY9qAEopce1GPagBB0r5r/4KIf8hH4Nf9lA0/8Ama+lscdK+af+CiH/ACEfg1/2UDT/AOZr5ziz/kVVf+3f/Sonbln+9R+f5M+kYurfWn02Hq31p+PavozgQlFLj2ox7UFCUUuPajHtQAlFLj2ox7UAIelfOmjf8pS9W/7J4v8A6XRV9FsPl6V86aN/ylL1b/sni/8ApdFXzPEXxYT/AK/Q/JnZgf8Al7/gf5o+i6KXHtRj2r6Y4UJRS49qMe1BQlFLj2ox7UAJRS49qMe1ACUUuPajHtQAlFLj2ox7UAJRS49qMe1ACHpXzB+zD/ykA+PH003/ANEmvp9h8vSvmD9mH/lIB8ePppv/AKJNfN57/vmA/wCvr/8ATdQ7sH/Crf4f/bon0/RS49qMe1fSHCJRS49qMe1ACUUuPajHtQAlcR+0x/ybn4+/7FzUP/SaSu4x7VxH7TH/ACbn4+/7FzUP/SaSuLMv90q/4ZfkzSj/ABYeq/M5T9gL/kzrwH/2Dz/6MevYa8f/AGAf+TOvAfH/ADDz/wCjHr2HHtXHw7/yKsN/17h/6SjbHf7zU/xP8xKKXHtRj2r2TlEopce1GPagBKKXHtRj2oASilx7UY9qAEopce1GPagBKKXHtRj2oASilx7UY9qAEopce1GPagBKKXHtRj2oASilx7UY9qAEopce1GPagDzj9r3/AJNX+I3/AGLd/wD+k71V/Yq/5NN+H3/YEt//AEGrf7Xv/Jq3xG/7Fy//APSd6qfsU/8AJpnw+4/5glv/AOg183L/AJKBf9eX/wClo7o/7j/2/wD+2nqFFLj2ox7V9IcIlFLj2ox7UAJTX6U/HtTZOlHQmR8Ofstf8mYfHL/sZNS/9Ahr7O8B/wDIlaT/ANecP/oAr4x/Za/5Mw+OX/Yyal/6Lhr7O8BD/iitJ/684v8A0AV8Hwb8FP8A69L/ANOTOzNP9+n8j5D/AOCj3xd+K9l+3B+zH8Jfhr8RpvhtZ/Fv/hKf7Z1GHQrLVpANNsLe6g2pdRsByZFO0jO/noK2Pg38Vfi1+zv+2n4b+DXxS8a6X8TtJ+IXhy/1vw74jXRItH1KC6sHgF1aXEMDeQyeXcRujoitkMDnANeXf8FW7bxvc/8ABUz9iWP4b3HhWz8aSDx2dNl8SW1xcaWpGkW3medHbyRyt+6MgXa4wxXPGRXtn7P/AOx98Trv9qCP4xfGzxl4R8Q+KNH0GXw74f0fwppNxp+kaPDPKklzPm4mlllnlMUIySAqoQAc5H3hxnp/7ZH/ACbxrv1g/wDRyV6VYf8AHjD/ANc1/lXm37ZH/JvGvfWD/wBHJXpenj/QIeP+Wa/yrxsP/wAjSt/17p/nUJj8fyJKKXHtRj2r2TQSilx7UY9qAEopce1GPagBKKXHtRj2oASilx7UY9qAEopce1GPagBKKXHtRj2oASilx7UY9qAEopce1GPagBh+43418r/sP/8AJ1v7Q3/Ydh/9Duq+qG+43HrXyv8AsP8A/J1v7Q3/AGHYf/Q7qvms5/3/AAP+OX/pEjtwn8Ct6L/0pH1V3ooHWlx7V9KcCEopce1GPagoSilx7UY9qAEHSvlv/gpP/wAhX4O/9jvafzWvqXt0r5a/4KT/APIV+Dv/AGO9p/Na+Y4x/wCRRV9Y/wDpcTuyn/e4/P8AJn1GvVvrS0L1P1pce1fTx2OASilx7UY9qBiUUuPajHtQAlFLj2ox7UAJRS49qMe1ACUUuPajHtQAlFLj2ox7UAJRS49qMe1ACUUuPajHtQAlFLj2ox7UAJRS49qMe1ACUUuPajHtQB81/wDBVz/k0S8/7Cln/wChmvofw9/yArP/AK4J/wCgivnn/gq7/wAmiXnH/MUs/wD0M19D+Hf+QDZ8f8sE/wDQRXzOD/5HmJ/690vzqHdW/wBzp/4pf+2luilx7UY9q+mOESilx7UY9qAEopce1GPagBK8E/4Kcf8AJkvjP62P/pfbV75j2rwT/gpx/wAmS+M/rY/+l9tXz/FX/Ilxf/Xqf/pLOzLf97pf4o/mj2D4bf8AJO9B/wCwdb/+i1rarF+Go/4t1oPH/MOt/wD0WtbePavZwv8ABh6L8jlqfExKKXHtRj2rckSilx7UY9qAEopce1GPagBKKXHtRj2oASilx7UY9qAEopce1GPagBKKXHtRj2oASilx7UY9qAEopce1GPagBKKXHtRj2oASilx7UY9qAPOv2uv+TXfiJ/2Ll/8A+iHqn+xb/wAmo/D7/sCW3/oFXP2uv+TXfiJ/2Ll//wCiHqn+xZ/yaj8Pv+wJbf8AoFfMf81BH/ry/wD0tHd/zA/9vr/0k9Qopce1FfUM4EJXzf8A8FWP+TOdZ/6/LT/0elfSGK+b/wDgqx/yZzrP/X5af+j0r5/ir/kT4n/Azuy3/e6fqj6G0b/kHR/SrVVdG/5B0f0q1ivaofw4+iOJ7hRRijFagFFGKwo/iVoEnxGk8IjXNHbxRHYLqzaOLtDfpZNI0QuTDneITIrIJCNpZSM5GKAN2ijFGKACijFDfKpPHAoAKK4v9n79oLwn+1H8LbHxr4H1b+2/DGpy3EFre/ZZrYTPb3ElvMAkyI/yyxSLkrg7cjIwT2mKACijFGKAAdK+a/8Agoh/yEfg1/2UDT/5mvpUDivmr/goh/yEfg1/2UDT/wCZr5ziz/kVVf8At3/0qJ25Z/vUfn+TPpGLq31p9Mi6t9afivozgQUUYoxQUFFGKMUAFFGKMUAB6V86aN/ylL1b/sni/wDpdFX0Ww+WvnTRv+Uperf9k8X/ANLoq+Z4i+LCf9fofkzswP8Ay9/wP80fRdFGKMV9McSCijFGKBhRRijFABRRijFABRRijFABRRijFABRRijFAAelfMH7MP8AykA+PH003/0Sa+n2HFfMH7MP/KQD48fTTf8A0Sa+bz3/AHzAf9fX/wCm6h34P+FW/wAP/t0T6fooxRivpDgCijFGKACijFGKACuI/aY/5Nz8ff8AYuah/wCk0ldviuJ/aY/5Nz8ff9i5qH/pNJXFmX+6Vf8ABL8maUf4sPVfmcp+wF/yZ14D/wCwef8A0Y9ew14/+wD/AMmdeA/+wef/AEY9ewYrj4d/5FWG/wCvcP8A0lG2O/3mp/if5hRRigjFeyclwoozRmgdwoozQDk0BcKKQHLUuKBXCijFGKBhRRijFABRRijFABRRijFABRRijFABRRijFABRRijFAHnP7Xv/ACav8Rv+xbv/AP0neqv7FX/Jpvw+/wCwJb/+g1a/a9/5NW+I3/Yt3/8A6TvVX9in/k0z4ff9gS3/APQa+bl/yUC/68v/ANLR3R/3H/t//wBtPUKKMUYr6Q4QooxRigApr9KdimydKHsTI+Hf2WUL/sZfHAfN/wAjJqXT/rnDX2R4Avon8GaT86/8ecXG7p8gr5l/4Jv+ELHx58FPifpOpRtNY6h4wv4J4wxXepjhzyOletJ+xF8O02qum6ioRQoA1a7GAP8AtpX5/wAM0cZDC0sThoRknDld5OLTU5vpGXc682UljZteX5eh0vjf4BeCfiN8YPA/j7WtHhvvF3w3+3/8I3qBupEbTPt0CwXWEVwj+ZEqr+8VsYyuDzXafaY/7y/99CvKP+GJfh7/ANA7Uv8Awb3f/wAdo/4Yl+Hv/QO1L/wb3f8A8dr6b6xmn/PmH/gx/wDys4L1O34/8Ak/bGvY2/Z91xfMQ/NAPvj/AJ7JXqGn/wDHhD3/AHa/yryiT9iT4ezJsfTb913KxDancspKkEZBfB5Ar1uCFYIFRfuqABn0pZfh8V9bqYnExjHmjGKUZOXwuT1vGP8AN2HC/NdjqKMUYr2zUKKMUYoAKKMUYoAKKMUYoAKKMUYoAKKMUYoAKKMUYoAKKMUYoAKKMUYoAafuN+NfK/7D/wDydb+0N/2HYf8A0O6r6oP3G/Gvlf8AYf8A+Trf2hv+w7D/AOh3VfNZz/v+B/xy/wDSJHbhP4Fb0X/pSPqrvRQOtGK+lOCIUUYoxQUFFGKMUAA6V8t/8FJ/+Qr8Hf8Asd7T+a19S9q+Wv8AgpP/AMhX4O/9jvafzWvmOMf+RRV9Y/8ApcTuyr/e4/P8mfUa9W+tLSL1P1pcV9PHY4QooxRigAooxRigAooxRigAooxRigAooxRigAooxRigAooxRigAooxRigAooxRigAooxRigAooxRigD5s/4Kuf8miXn/YUs/wD0M19D+Hv+QFZ/9cE/9BFfPP8AwVd/5NEvP+wpZ/8AoZr6H8Pf8gKz/wCuCf8AoIr5nB/8jzE/9e6X51Durf7nT/xS/wDbS3RRijFfTHCFFGKMUAFFGKMUAFeCf8FOP+TJfGf1sf8A0vtq97xXgv8AwU4/5Ml8Z/Wx/wDS+2r5/ir/AJEuL/69T/8ASWdmXf73S/xR/NHsHw2/5J3oP/YOt/8A0WtbVYvw1H/FutB/7B1v/wCi1raxXs4X+DD0X5HLU+JhRRijFbkhRRijFABRRijFABRRijFABRRijFABRRijFABRRijFABRRijFABRRijFABRRijFABRRijFAHnf7XX/ACa78RP+xcv/AP0Q9U/2Lf8Ak1H4ff8AYEtv/QKuftdf8mu/ET/sXL//ANEPVP8AYs/5NR+H3/YEtv8A0CvmP+agj/15f/paO7/mB/7fX/pJ6hRRiivqHucIZr5v/wCCrH/JnOs/9ftp/wCj0r6Qr5v/AOCrH/JnOs/9flp/6PSvn+Kv+RPif8DO3Lf97p+qPobRv+QdH9KtZqro3/IOj+lWq9qh/Dj6I4nuGaM0UVqAZr4707/lP9q3/Zvtl/6kd3X2JXxf8b/DXxP+EP8AwVbm+Lnhv4Q+KfiV4Tv/AIT2nhEy6Jquk2ssF8msXV26sl7dwEqImjOVBBLjnIOAR6X+2n+0x42+GfxK+GPw1+GOk+Gb7x98VLm/NpeeImn/ALL0ezsIEmubmVICJJWHmRKkasm5n5ZRzXjek/t/fFzwbpf7YWieNLH4c33i39mnwXa+JtMvdEs7230/VprnSr++RZoZZ3kCqbWNSFkBO5+ehGl8ctP+LnxL+NfwQ+Omk/BHxNHqHwzuNf0bVfBl/rukRavcWWo2tuq3lvKl09odskC5R5lcjPA4rgNP/ZZ+N/xFm/bx8QeJvh7baFqXx7+HthpfhLS7XW7a6aeaHSNUs1tJZdyqk4M1uHY4hDSkLI6oXoEWB/wUc/aI8E/sbfD39ojxh4T+Etj8Ndah0CfXNJtZ77+2ltNSe0g/tCCTe0Ma+bciRbVxIwiKhpi+QPXvGn7Snxm+Mn7XPjz4Z/Byx+G+k6b8K7fTj4i1rxfBeXjXd7fW/wBpitbaG1li2qsJQtK7NguAEbFcH+0h+yB8RvG3/BBrwj8HtJ8NPe/EnS/CXgvTbnRhe28bJcWFzpb3aec0ghPlrbzHIchtnylsjPRP4K+L37L/AO2/8aPFHg/4VyfEbQfjOdGv9Pv4NfstOh0K9tLFbGVL1Z3EvlERxyB4ElOMjYWoAj/4N8y7f8Ek/hgZNnmfa/EG7Znbn+39SzjvjPrzX2dmvmD/AII2fAHxp+y9/wAE5/APgf4g6QuheLtHn1eS/sVuIrhYfP1e9uIyHiZkIaKWNxhiRuwcEED6foGgzRmiigYo6V81f8FEP+Qj8Gv+ygaf/M19KDpXzX/wUQ/5CPwa/wCygaf/ADNfOcWf8iqr/wBu/wDpUTtyz/eo/P8AJn0jF1b60/NMi6t9afX0ZwIM0ZoooKDNGaKKADNGaKKABvu186aN/wApS9W/7J4v/pdFX0WelfOmjf8AKUvVv+yeL/6XRV8zxF8WE/6/Q/JnZgf+Xv8Agf5o+i80Zoor6Y4kGaM0UUDDNfIf/BU/xFrXjHxL8Dfg54X8XeJPB+ufFrxsq3l54f1KbTtSXR9PtZ7u/Mc8RDRj5YEJB58wDvX14W21+fvxub4tfHr/AIK56tqHwbl+HKyfAjwPb6LeS+NLe9mtUvdakN1J5C2zK3mC2tbYFicASEYyRgEz0D/gn5+1ldeDP+CYOoeLPidfaxq3iL4H2+uaT43kkl+2ai0+iy3AmLO7DzZngiSQFmBYyAk8123wm/4KsfBf4zfBzxZ8QtJ16+j8E+CLO0utX1q602eKzhkuFLC2ik2kXE8ZCo6QeZh5EUElgK+L2Hj34J/Dz/goL8M/icfB7a94o+HOp/FGyPhuO4j0+T7ZpN5ZXhiW4JkGJbSEnJPzSMehAr0T9ufw1qif8EY/gXfaJcW+j6X4XuPAut69dnSv7SgsNOga1kmuZLQMnnxRSeXM8e5dyxMCRyQC1Pqb4Hft/eEfjb8UB4Lfw/4+8FeJrqwk1bTLHxZ4fm0l9aso2RZLi1L5V1QyJuQlZFDAlADmvN/G/wDwWt+EHgXQdW8Sy6T8StQ+HOiXJsrrx5p/hW4uPDXnCcW5VLocyDziI96IYy3AY1yPw38AaN8fPiBqXiy6/aP8F/G74qaL4J1ew8K2Pho2Gn2Wix3kcST3iWsNxPMWd1tkMkkpVRtAALZr41/a0/ao+G+tf8Gzmj/DTRdXsm8eQ+H9D0TUPDVsmdT0e8sNTs/t8t5ar+9t0E0D5kkVQzzwjJMi5AuftkDmjNAORRQUGaM0UUADdK+YP2Yf+UgHx4+mm/8Aok19PnpXzB+zD/ykA+PH003/ANEmvm89/wB8wH/X1/8Apuod+D/hVv8AD/7dE+n80Zoor6Q4AzRmiigAzRmiigAzXE/tMf8AJufj7/sXNQ/9JpK7auI/aY/5Nz8ff9i5qH/pNJXFmX+6Vf8ABL8maUf4sPVfmct+wD/yZ14D/wCwef8A0Y9ewZrx79gL/kzrwH/2Dz/6MevYa4+Hf+RVhv8Ar3D/ANJRtjv95qf4n+YGvL/2lPFHiLQV8L2vh3UoNLutc1hNPe4ktxP5SlHbO08HlQeor1CvKf2kf+Q78Of+xoi/9Fy1WfTnHBScG4u8VdOz1lFOz6aM8+oR/wDCs/i1/wBFO07/AMJyL/4uj/hWfxa/6Kfp/wD4TkX/AMXXkvxl/wCCnbfBb/goFpHwb1LwUzeGLyHSf7Q8YDWMDS7jVJLuCyie08g5SS4tkhMvmgK1whIAr1rXf2mn0L9tDwz8If7FMp8ReEdQ8UnVjebfs/2W6toPI8jYd277Tu3bxjZja2chf2HR/wCflT/wbU/+SD2cfP72H/Cs/i1/0U7T/wDwnIv/AIusG41H4hfD/wCNPgvR9c8XWev2PiSS5jdI9LS1MYjhL9QTnJxXlfww/wCChnxq+P8Ar/xM/wCFffATwzr2h/DXxxrHgea7vPiR9gvNQn06XY0kdu2nMi+YpQqrTAAtgsAN1bnwq/al0v8Aa+8WfB3xZp+m6hod1BqutaRq+kX5U3Wj6jao0NzayFCVYpIpwy8MCCOtedmWXrDUo1qNSpdTprWpNqznFNNNtO6fYmUElp5dT6wVu3pVXVNds9FhaS8uLe2jUZLSyBQB+JqwfvNXz9+2p4cZ7jRdU+baxa2cHlQfvqfrgNzS404grZHk9bNKNL2jp2fLe2jaTd/K9z2sly+GOxkMLOfKpX1tfY910LxLZeJrJbnT7iG7t2YqJIm3KSOvNXs14X+xr4l+0aLqulszBreYXCeu18g/kQPzr3StODuIlnmT0MzsouotUujTaa+TQZxl7wOMnhb35Xo/IM0Zoor6Y80M0ZoooAM0ZoooAM0ZoooAM0ZoooAM0ZoooA85/a9/5NW+I3/Yt3//AKTvVX9in/k0z4ff9gS3/wDQatfte/8AJq/xG/7Fu/8A/Sd6q/sVf8mm/D7/ALAlv/6DXzcv+SgX/Xl/+lo7o/7j/wBv/wDtp6hmjNFFfSHCGaM0UUAGabJ0p1NfpQ9iZHyV/wAE49am8O/A/wCKN9CqtJa+ML+QBuhxHFX0Tap4xurWOQT+Hx5g3D93JXzX+wD/AMm6fFv/ALGzUP8A0XFX1zpH/ILt/wDrmP5CvyTh7C1MdVp4WVepCEaMZJQk46yqVE27b6RR72YSVOcpqKbcraq/RHO/ZPGX/Px4f/79y0fZPGX/AD8eH/8Av3LXnX7YP7Zsf7MOr+CfDek+F9T8e/EH4lX1zYeGfDljdw2bXptoDcXMsk8xEcUUUY3Fjk/MAAa1P2b/AIxfE/4nX+oQ/EH4O3XwxS1hR7ac+KLLWY71iSGQeRhkKjByy4OeDX1/+qcP+gqv/wCDZHm/XP7kfuR0niHVvFvhfTJL64l0OSCAqXWOOTcwJA4yfeu2ik3Rru+9gE1zvxbOPAV9/wAA/wDQxWb8dNZ1bw58LL+/0iYwXVrskLBQx8vIDdeOAc59q8vD4iWUYzG89SpVp06VOpaUuZ3vV5rX7qK0OiFH6yqUI2i5Scb7L7Nr/edmbhc4xz6U/PtXzH+zd8VdW1P4txw6pqN1ejULd4V86QsokGHXA6dj09q+m0bcua7+COMsLxNl7zHCRcYqTjaVrprvbunc0zrJ6uWYj6vVd3ZO62FzRmiivsTyQzRmiigAzRmiigAzRmiigAzRmiigAzRmiigAzRmiigAzRmiigBp+43418r/sP/8AJ1v7Q3/Ydh/9Duq+qD9xvxr5X/Yf/wCTrf2hv+w7D/6HdV81nP8Av+B/xy/9IkduE/gVvRf+lI+qh1ozR3or6U4IhmjNFFBQZozRRQAvavlr/gpP/wAhX4O/9jvafzWvqQdK+W/+Ck//ACFfg7/2O9p/Na+Y4x/5FFX1j/6XE7sq/wB7j8/yZ9Rr1P1pc0i9W+tLX08djhDNfLf7V2v/ABS8bftqeAvhl8P/AIk/8K2sdU8Ga14nv7tPD9rq0lzLaXumW0ce2f7o23shyCOVFfUlfHf7VH7Q/gX9mr/gqJ8L9d+IPi3QfBui3Xwx8TafFfaveJaW7zvqmhSLGHcgbikUhHP8BoEdF8C/jn4++En7Tfij4SfFzxNoHim30/wdH410XxcmmLozXNmlw1vex3cKyNEpgcwNvTYpWbkAivQPg7+3r8Lfjx400/w/4b17UJtU1iyl1HSVvtC1DTIdbto9u+eymuoI4ruNQ6ktAzgA56V8O/tfa9ff8FBtf/aD8WfB9rzxL4b8K/A2/wDBum6zYW8htfEWo394t5dW1nIVxcBLeyij3REjdcbc5Ir1j9kLXfAv7VHx08C+JtU+PHhT4oeKfh7pt4+geGvDnh7/AIR+LQDc24tppbq1ee5uEnWBjCFkkRVDt8hOCAR7XrX/AAVD+C+i+JLPSRrviTU7rUtVl0Owl0nwZreqWmpX0RcTW9vc29o8E8kflybxG7bNjFsYNavgr/gox8F/iJ8Xb7wDo3jrTb3xlpd9qWnXukCGeO4s5dPaRbsyhkAjjRopAJWIjk2HYzV8H/s0eIvD8fxR0X9n/wAdfGj4TeHfAv7PfxJRPDeialnTPF3iGXT3E+n73luPJaITzqN0UZeYQY+Xea7z4PfCfUPG3/BO79uTTvCelq/i/wAUePviTZ2xtY1S61CRri5SGLcMFid21cnjd2oC59VfC7/gpV8G/jL490Hw34e8Sapd6h4qkli0Sabw3qlpYa0YoZJn+y3k1ultOBFFI+Y5GBCEivO/+Cj3/BSvwn8A/gH8ZNH8L+JdWi+J/g/wzdzQyaX4bvdUt9Cv2tDLa/abhLeS0gY7o3C3DqMMpIwa8sX9sD4b/tB/HX9jHS/h7PPeWmj+Ibr7asGnvDbaDIPC2rRLp87MoWK6BDf6P99RGSwAKFvJvi58f/C37Pf7An7ZXwr8TSX9j8UdY1/xrfR6KlhNNe6naam89xZ6igVTm0+zum6ckJH5bKxVtqkC5+gnib9sjwT8GNM8Mad4q1bUrjxNrmjrqq6bo+h32tahJAqoJblraxhmkSEO2DIyKmTjPGBD4y/4KA/CXwj8O/CHiaTxZHqOm/ECFp/DSaPp15q95rSKoZ2gtLSKW4cIGXeRH8hIDYPFfHPxH+Iuq/AP9vXVdW1b4u+Efgv4f8afDfwza6TrXiTw02pQaj9mfUBPa2t29zDBb3Eck6SeXIspkEyELhObfgxfhn+wL+1L8BNem8TXH/Cn5fhh4h0TR/FGphmt59Zu9XsdQlklkWNUSa7H2hlAC7yCqA8CgR7/AP8ABMb9pzV/2rbH44avfatfarpPh74p6noPh4Xentp81ppsdjp8kcDRNHHICrzSn96m8bsE4Ap3gL9qe58Mftf/ALT1p458TWmn/D34W6d4bv7RrtY4bfR47mzuZrpzIqhiHaNT85bkAADoeU/4I2+OLb4kaf8AtKeIbO01Sxsdb+Nmr3ttFqNlJZ3XlNpulbWeGQB0JHO1gGGeQDkDwr9rjSrrUfjl+19qEel32taVoetfCvXdYsrSBpprvTLK5W5vlWMcybbeORigGWCsME8UAfcHwP8A29/hj+0V48/4Rnwvq2tSa82nSaxHZ6p4a1TR3uLKOSKN7iI3lvEssYeeEboyw/eLXK/D/wD4Kzfs/wDxRn8NJofj6G+j8WzwWmnXI0m/W0+0znEFtNcNCIbe4kyCkMzpIwZSFIYE+bfDj9qPwT+0x/wVd8D3/gnVP7e0Cz+E/iKFNYht3XT76WXU9AlMVvMwCzNGgBk2ZCM20kOrqvzh4I0m30H/AINkPhrJaWsNldw3nha8JhjETrMfF1iWk4A+c5PPU5oHc+1P2w/+ChXgL4GaD448Ow+INUPjrQdAuL1odI8PX+sf2PK1s8ls91JbW80NtuO1h57KCuDgg12n7CnxD1j4sfsO/B3xd4jvv7Q8QeKfA2iaxql2yLH9ouZ9PglmlKqAi7ndmwoCjPAFfGuq/tE+Ff2Yb79tLwb4yuNQXx14z8Q32taBpsWnz3F54h0260CxgtmtVVf3sUMkUySMDsiCsXKjmvqT/gnxora//wAEtfgbpm9reS8+Feg2pfoYi+kW6Z+ozn8KAPl7wX/wUm174B/st/CPx/rkuua1cftBfFK8umW70bVNaXTfDtxeXAgjtBbKwikW0SyMMAyZN8zLHI3mMP0G+G3j7T/ij4F0/wAQaWmoLp+qRedCt/p1zp1yBkj57e5jjmjOR92RFbHOMEV+b0Pje3T/AIJSfsa+KLyF9P0X4S+N/DFr4tujE3l6NHpIutKvLibAJWNZ4/mfoA27OOa/Q7Rvj94G1v4eaT4stfF3hyTwxrzomm6qdRiW0v2kYpGsUjEK5ZgQoUncemaAR5B8NvH2qeBf+ClnxG8B6rrGqahpvjTwjpnjXw5Z3Fw8sOmm2kk07UIoVY4jVmNjKUUBS00jdSc/R6fdHA6V8szQTeOv+Cx0FzZKslj8PfhJJBqUyn5ornVtVje3iP1j0ud/b5fUV9TL0oBBmjNFFBR82/8ABV3/AJNEvP8AsKWf/oZr6H8Pf8gKz/64J/6CK+d/+Crn/Jol5/2FLP8A9DNfQ/h7/kBWf/XBP/QRXzOD/wCR5if+vdL86h3Vv9zp/wCKX/tpczRmiivpjhDNGaKKADNGaKKADNeC/wDBTj/kyXxn9bH/ANL7aveq8E/4Kcf8mS+M/rY/+l9tXz/FX/Ilxf8A16n/AOks7Mu/3ul/ij+aPYfhr/yTrQf+wdb/APota2s1i/Db/kneg/8AYOt//Ra1tV7OF/gw9F+Ry1PiYZozRRW5IZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQB53+11/wAmu/ET/sXL/wD9EPVP9iz/AJNR+H3/AGBLb/0Crn7XX/JrvxE/7Fy//wDRD1T/AGLf+TUfh9/2BLb/ANAr5j/moI/9eX/6Wju/5gf+31/6SeoZooor6h7nCLn3r5u/4Ksf8mc61/1+2n/o9K+kK+b/APgqx/yZzrP/AF+Wn/o9K+f4q/5E+J/wM7ct/wB7p+qPobRf+QdHz2q3n3qpo3/IOj+lWq9qh/Dj6I4nuLn3oz70lFagLn3oz701m2ivAvEX/BTP4SaB8YtU8Cw6n4k13xBod8mm6qNB8LaprFppVy4UiG4ubW3khjcBhuDONnIbBBoEe/596M+9eD/HD/gpH8J/2fPiHfeFNe1bXrzXtHto7zVLXQ/DWpa0dIhkBZHumtIJVgDKCw8wqSuDjBBrqfDP7Yvw78Z+MPA+h6T4ittRvPiVo1z4g8MyW6O9tq1nb+T5zpMBs3KJ4yUJDYbOODgA9Pz70Z968y139r/4e+F/GPj3Q9S8RW2n3nwx0i213xPJcI8dvpNpcrK0LvMRs3MsEh2Bi2AOPmGeX+DH/BRr4W/HjxzF4b0W/wDEdlrd3p0urWNrrnhnUtFbVbOPb5lxam7gjE6KHQkxkkBgcY5oDQ91z70Z968K/Zb/AOCkvwb/AG0fEX9k/DXxdH4nv49ITW544LOdBZ27uqKJmdAscpLA+SxEgHJUDmvdAcigYufejPvSUUAO7da+af8Agoh/yEfg1/2UDT/5mvpQdK+a/wDgoh/yEfg1/wBlA0/+Zr5ziz/kVVf+3f8A0qJ25Z/vUfn+TPpKHq31p+feo4urfWn19GcCFz70Z96SigoXPvRn3pKKAFz70Z96SigAb7vWvnTRv+Uperf9k8X/ANLoq+iz0r500b/lKXq3/ZPF/wDS6KvmeIviwn/X6H5M7MD/AMvf8D/NH0Zn3oz70lFfTHChc+9GfekooKBhuH3qzdK8F6ToWrahqFjpthZ32sOkl/cwW6RzXzIgRGlcAGQqgCgsTgDA4rSooAw9d+F/hvxTqV1ealoWjahd3unvpNxPc2UcslxZOSXtXZlJaFiSTGcqc8itC38PWNpoUOlw2ttDptvCttHaxxKsMcQXaIwgG0KF42gYxx0q5RQBy/gX4I+D/hbLdv4X8L+HfDb35LXLaVpsNmbgnBJcxopY8dTmm6p8CvBetrri3nhPwzdr4m2DWBNpcEg1UIQU+0ZT99tIBG/OMDFdVRQFgVdihV+VVGAB2pc+9JRQAufejPvSUUADfd618wfsw/8AKQD48fTTf/RJr6fPSvmD9mH/AJSAfHj6ab/6JNfN57/vmA/6+v8A9N1Duwf8Kt/h/wDbon1Bn3oz70lFfSHCLn3oz70lFAC596M+9JRQAufeuI/aY/5Nz8ff9i5qH/pNJXbVxH7TH/Jufj7/ALFzUP8A0mkrizL/AHSr/hl+TNKP8WHqvzOW/YB/5M68B8/8w8/+jHr2HPvXjv7AX/JnXgP/ALB5/wDRj17DXHw7/wAirDf9e4f+ko2x3+81P8T/ADFz715T+0gf+J/8Of8AsaIv/Rcteq15T+0jzrvw5/7GiL/0XLRxB/uMvWP/AKXE4Kh8o/HL9ny1/ao/4KPftHeA7iQQz658HfDp0663FW0+/i1DUZrO6UjkNDcJFIPdB16VH+yp+0XL+1L+398CPFt9GbXxBJ8HvEem+IbVk8s2Wr2mr6da38O3sq3MUoU912nvX114c/Zf0vw1+1X4m+LUWoahJrXijw9Y+HLiyYoLOGG0mnlR0AXfvZp3ByxGAMAc58/+Fn/BNTwl8Hv23/E3xu0XWdehvvE1veRyeH8wjSbSa7No13cxKIxIJJpLNJGy5Us7nHNeyXY89/4Iz86T+1H82P8AjIrxp/6UQ15L/wAE00vJPj54+uppGksbz9onx9LpxJ4+ziK3Xj28xZOK9v0L/gldq3gHxB4+uPBv7QXxd8FaX8RfFWpeLtU0zSoNH8tLy/lMk/lSzWUkyDG1V+fICA5zk1v+Ef2bvDP7Jvi74H+B/CcN1HpOl3OqyGa7uGuLu+nliaWa4nlbmSaWR3d2OMluABgDxc+/3Vf46f8A6ciZ1Fp935n01u2sfwrz/wDaZ8N/8JJ8JtQZf9Zp7LdL/wABIz/46TXoA++34VX1rTIta0e6s513Q3UTROPUMMH+daZ9lscwy6vgpf8ALyEo/NrT8Tvy/EvD4mGIX2Wn9zPln9lzxH/YHxct4WbC6lG1qw9Tww/Vf1NfWOf9qvhu0e48D+NIW+aO40y7DMT1LRsP54r7c07UI9Qs4Z42Vo5kV1YdCCM1+J/R/wA0k8txOVVH71Co9H0Ut1/4En959r4gYVLEUsXDacfxX/AaLGfejPvSZor+gj4EXPvRn3pKKAFz70Z96SigBc+9GfekooAXPvRn3pKKAFz70Z96SigDzr9r3/k1b4jf9i5f/wDpO9VP2Kf+TTPh9z/zBLf/ANBq1+17/wAmr/Eb/sW7/wD9J3qr+xV/yab8Pv8AsCW//oNfNy/5KBf9eX/6Wjuj/uP/AG//AO2nqOfejPvSUV9IcIufejPvSUUALn3psnSlpr9KOhMj4/8A2Af+TdPi3/2Nmof+i4q+utH/AOQXb/8AXMfyFfIv7AP/ACbp8W/+xs1D/wBFxV9c6R/yC7f/AK5j+Qr8x4K/31f9eIf+nap7mbbv/F/7bE8I/bW/Ysvv2lPF/wAPPHHhPxd/wgvxO+E13eXnhnWZtNXU7RVvIPs93bz27Mm+OWIBSQ4ZcZHNct+yb+2V8RNQ/ap8QfAX4z6J4N0/4iaR4Wh8ZadqnhS6uJdL13TXuntHkEU6+ZbyRzBVKM7g7iQcDn1/9o34X/EL4kabpo+HvxMX4b31jJI9xJJ4cttag1BSAFSSOVkZQpGcxyITnGa4f9l/9iLVfhD8aPEnxQ8ffEC4+JnxM8TaXb6C+q/2PDpFnpunQySTJa2trGz+WjSyF3LyOzMoOa/Tjwz174uH/igr7/gH/oYrS8Q6TH4h8L3ljJzHd27QsPZlx/Ws34t/8iFff8A/9DFdBHhoVB9BmvkaNGNXPcXSmrqVGin6OVZHZzuNCnKO6k/yifEHh3VJvAvjaznUZm0m7CnHcoxVv5Y+lfb1jdfa7aORWGyRAy47j/OK+Rf2i/Df/CM/FfVVWPZHdMLpP9reMtj/AIFur6L/AGf/ABF/wkvwm0eZmDTQwi3lI7sny/yAP41+NeCdSeWZzmXDtZ6xlzRXo3F/hyn33G0VisFhsxh1Vn81f87na596M+9JRX9Jn5uLn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFADW+43PrXyv+w//wAnW/tDf9h2H/0O6r6oP3G/Gvlf9h//AJOt/aG/7DsP/od1XzWc/wC/4H/HL/0iR24T+BW9F/6Uj6qHWlz70neivpTgQufejPvSUUFC596M+9JRQAvbrXy1/wAFJ/8AkK/B3/sd7T+a19SDpXy3/wAFJ/8AkK/B3/sd7T+a18xxj/yKKvrH/wBLid2U/wC9x+f5M+pF6n60ufemr1b60tfTx2OAXPvTTEC2fxpaKB2Gm3Vsc9PxptxDuj++w/8Ar1JRQKx8V2//AAS08aXvwDj+DOsfGLS9W+EJvPNu7NvBQj8RahB9rN20c2pfbDGZnf79wtqspJL7g5LV9oRxLjaCMDnAqSigVhpgBOdx/Omi1UH7x5AB561JRQOwxbcJ/E3bvStArfxU6igLDRbqp46nv/n6D8qabRCxb+Jhgnuf85qSigdhn2ZfXpSJapEu1cKo6AVJRQA3yAT940LbqibV+Ue3GKdRQFjjfg78A/DfwH0rWrHwzb3FnY69rl94huLd7h5Y47u8lM1wYw2diNKzvsHygu2ABxXzL/wWf+B/hrxT8AtD8aX+lrqHibwv4s8NW2k3UsjuNPW48Q6as7Rx52LIyjaZNu/aWXO1mB+zKKBWOR8GfA7w94C+JnjLxhptvNHr/jyS0k1e4eZn80WsHkQKqnhFVNx2jgs7N1Y1144H3qSigYufejPvSUUAfNv/AAVd/wCTRLzn/mKWf/oZr6H8O/8AIBs+f+WCf+givnf/AIKuf8miXn/YUs//AEM19D+Hv+QFZ/8AXBP/AEEV8zg/+R5if+vdL86h3Vv9zp/4pf8Atpdz70Z96SivpjhFz70Z96SigBc+9GfekooAXPvXgn/BTj/kyXxn9bH/ANL7aveq8E/4Kcf8mS+M/rY/+l9tXz/FX/Ilxf8A16n/AOks7Mt/3ul/ij+aPYfhr/yTrQef+Ydb/wDota28+9Ynw2/5J3oP/YOt/wD0WtbVezhf4MPRfkctT4mLn3oz70lFbki596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQB53+11/ya78RP8AsXL/AP8ARD1T/Ys/5NR+H3/YEtv/AECrn7XX/JrvxE/7Fy//APRD1T/Yt/5NR+H3/YEtv/QK+Y/5qCP/AF5f/paO7/mB/wC31/6Seo596KSivqGcCDNfN/8AwVY/5M51n/r8tP8A0elfSG6vm/8A4Ksf8mc6z/1+2n/o9K+f4q/5E+J/wM7st/3un6o+htG/5B0f0q1mqujHGnR/SrW6vaofw4+iOJ7hmjNG6jdWoDLhlULnd17Gvh7/AII//FzwT8Pvgl408Ea94k8O6T8RPD/xE8SjxNY3t3HaX0l1Pq1zJDMySEO6yQPBsfkMAACcV9yMN3WuB8afsq/DH4keO7TxT4h+HfgbXvE2nsrW2r6joNrd31uV6bJ5I2dcDjgjFBNj5l/Ys+NPgv4F/HH9qvSfH/inw94Z8UR/Em48SXA1e+js5X0WbTLD7Fcb5CA0KpHIgYHClGHBr57+Demt8NP+Cf37MfxoW2+w6R8Pfite6i9zMDB9k8M65q1/YGRVIz5RjvbOTHTYobgLX6R/E79mP4cfG3WLHUPGngHwX4uv9MwbO51rRLW/mtCM/wCreVGKdSflIrb8ZfC3w38RfBFx4Z8QaBouueG7yIW9xpWoWUV1Y3EQIIR4ZFKMoIGARgYFAWPyx/aC0e8+Jf8AwTq/aG+MFmtmdP8AiV8ZLPU/7TmtpLqF/DOk6rZ6fDPNErI726JZSzMgdcxsxyu6vpv4ffCpfjF+0f4V+Jfjj45fDn4meIPB/hrV08JaR4S0uPS7aGK+jgW6vCpvbuWb93HEgIYIof1YV9ZeFfhZ4b8C+BLfwtouhaPo/hmzhNtb6RZWUVvYwQnOYkgRRGqHJ+UDHJrnvhn+yb8LfgtqV5eeDfhv4D8JXeoq0d3NougWlhJdKxBYSNFGpYHAyDnOBQFjwn/ghX4a07w9/wAEovgubHT7Oxe+0IXV0YIVjNxO0j75HwBuc4GWOScDmvrYYFZPgXwFofww8KWOg+G9H0zw/oemRCCz07TrVLW0tIxkhI4owERRk8KAOa1t1AwzRmjdRuoGKOlfNX/BRD/kI/Br/soGn/zNfSoPFfNX/BRD/kI/Br/soGn/AMzXznFn/Iqq/wDbv/pUTtyz/eo/P8mfSMXVvrT80yI8t9afur6M4EGaM0bqN1BQZozRuo3UAGaM0bqN1AA33a+dNG/5Sl6t/wBk8X/0uir6LY/LXzpo3/KUvVv+yeL/AOl0VfM8RfFhP+v0PyZ2YH/l7/gf5o+i80Zo3Ubq+mOFBmjNG6jdQUGaM0bqN1ABmjNG6jdQAZozRuo3UAGaM0bqN1ABmjNG6jdQAN0r5g/Zh/5SAfHj6ab/AOiTX0+x4r5g/Zh/5SAfHj6ab/6JNfN57/vmA/6+v/03UO7B/wAKt/h/9uifT+aM0bqN1fSHCGaM0bqN1ABmjNG6jdQAZrif2mP+Tc/H3/Yuah/6TSV226uJ/aYOf2c/H3/Yuah/6TSVxZl/ulX/AAy/JmlH+LD1X5nK/sA/8mdeA/8AsHn/ANGPXsGa8f8A2ATj9jrwH/2Dz/6MevYN1cfDv/Iqw3/XuH/pKNsd/vNT/E/zA81wnxt+Dk3xYt9L+y6zc6HdaPerfQXEMYlKOoYfdbg/e9K7tmIFeN/tg/tW3n7Lml+FW0/wnqHjbVPGGuR6DY6bZXMVtI0zxSygl5CFAxERzjrXbj6VCrQlDEq8Hvv3W1tb37GeFwNXF1lh6CvKW2qWyvu7JaLqy1/wpDx1/wBFa1j/AME9v/hR/wAKQ8df9Fa1j/wT2/8AhXnv/DZnxo/6Nf8AGP8A4U+lf/HaP+GzPjR/0a/4y/8ACn0r/wCO14v1HLv+nn/gVb/M9L/VbF96f/g6l/8ALD0L/hSHjr/orWsf+Ce3/wAKbo37Omtj4haJr+teONQ8RSaC0j20UtjDAql0KNyoz0P6V5//AMNmfGj/AKNf8Zf+FPpX/wAdqPwj+3/4sf8AaD8DeAfGfwa8ReA7jx9JdxadeXesWd3Gxtrdp5MrCzHoFH/A/ap+o5Y5RclN2aa5pVWrpq2jdt+/UP8AVXG2co8j5U5NKrTk7RTbdlNt2Sb0R9QAAN36YpJOUoR2YUrfMpr6g8U+Rf2lPDP/AAjvxb1J9u2LUNt1GPQEYb/x5W/Ovfv2cvEY8TfCTS2zl7VDaP8AWM7R+gB/GvP/ANtHwuPsui6sq5McjWkh/wBkgsP/AGb9KP2KfFBaPWtJkbhWS6hBPUEbW/L5fxJr+Z+Gf+ELxLxWX7QxKbXZtrnX48y/A/Ssy/2/hmliPtU7J/L3fysz3wEYozQDxRur+mD82QZozRuo3UDDNGaN1G6gAzRmjdRuoAM0Zo3UbqADNGaN1G6gDzn9r3/k1b4jf9i3f/8ApO9Vf2Kf+TTPh9/2BLf/ANBq1+16f+MVviN/2Ld//wCk71V/YpOP2TPh9/2BLf8A9Br5uX/JQL/ry/8A0tHdH/cf+3//AG09QzRmjdRur6Q4QzRmjdRuoAM02TpTt1NkPFHQmR8nf8E2dE/4SP4MfE6xEnlm68Y38e4jIGY4a+hrTwv4otLeONfEFttjG0brEf418s/sWfGaw/Z7/ZW+M3jTVLe7utO8M+J9Rv7iG2CmWREjiJC7iBn6kV1Om/8ABS/WtXtIbi3/AGd/j1cW9xGJI5E0e2KupAII/f8AcEV+Y5Pk+XYjBUK9ec41ORq8J1IXjzt68jV7O+59bPLcfiKk6mHgpQ5rXbilflX8zXS2x9Bf8I/4p/6GCz/8AB/jR/wj/in/AKGCz/8AAAf414L/AMPHPEH/AEbj8fv/AATWv/yRR/w8c8Qf9G4/H7/wTW3/AMkV6v8AYOWf8/6//g6v/wDJE/2Hmv8Az6h99L/M9u1nwL4h1/TpLW7161kgkK7wtmFOAQeu72rso4wsQU/NxyfWvkvxp/wVVm+HPh+TV/EPwJ+Nmh6PbvGlxe3ulW0cFuHdUBY+fwNzCvrK0uDcW0cmCu8Zx6V6uR5VgcLWqVcNKcpyUU3Oc5uy5uVe+3bVy2POzTAY3Dwg8VBRi27W5bXVr/C3qro8D/bX8OlLrR9XVflZXtZD7j5k/wDZ6vfsW+JvN0bVdJfpDIt3EM9Aw2sPwKg/jXY/tM+Hv+Eg+FGpFRuksgt0n/AT83/jpNeHfsueIf8AhH/izawtJti1GN7Y5PAbG9fxyuPxr8Lz1SyLxOw+MWlPEpJ+slyP8VFn2WA/27hipQfxU2/w95fg2j6yVlYZFGaalO3V/TB+Zx2DNGaN1G6goM0Zo3UbqADNGaN1G6gAzRmjdRuoAM0Zo3UbqADNGaN1G6gAzRmjdRuoAafuN+NfK/7D/wDydb+0N/2HYf8A0O6r6oJ+Rvxr5X/Yf/5Ot/aG/wCw7D/6HdV81nP+/wCB/wAcv/SJHbhP4Fb0X/pSPqodaM0A4NG6vpTgQZozRuo3UFBmjNG6jdQAvavlr/gpP/yFfg7/ANjvafzWvqXORXy1/wAFJ/8AkK/B3/sd7T+a18xxj/yKKvrH/wBLid2U/wC9x+f5M+o16n60uaRTyfrS7q+njscAZozRuo3UDDNGaN1G6gAzRmjdRuoAM0Zo3UbqADNGaN1G6gAzRmjdRuoAM0Zo3UbqADNGaN1G6gAzRmjdRuoAM0Zo3UbqADNGaN1G6gD5t/4Ku/8AJol5/wBhSz/9DNfQ/h7/AJAVn/1wT/0EV88f8FXTn9kS8/7Cln/6Ga+h/Dx/4kVn/wBcE/8AQRXzOD/5HmJ/690vzqHdW/3On/il/wC2lvNGaN1G6vpjhDNGaN1G6gAzRmjdRuoAM14L/wAFOP8AkyXxn9bH/wBL7avet1eC/wDBTg5/Yl8Z/Wx/9L7avn+Kv+RLi/8Ar1P/ANJZ2Zb/AL3S/wAUfzR7B8Nf+SdaD/2Drf8A9FrW1msX4an/AIt1oP8A2Drf/wBFrW1ur2cL/Bh6L8jlqfEwzRmjdRurckM0Zo3UbqADNGaN1G6gAzRmjdRuoAM0Zo3UbqADNGaN1G6gAzRmjdRuoAM0Zo3UbqADNGaN1G6gAzRmjdRuoAM0Zo3UbqAPO/2uv+TXfiJ/2Ll//wCiHqn+xZ/yaj8Pv+wJbf8AoFXP2uv+TXfiJ/2Ll/8A+iHqn+xYf+MUfh9/2BLb/wBAr5j/AJqCP/Xl/wDpaO7/AJgf+31/6SeoZoo3UV9QzgQYr5v/AOCrH/JnOs/9flp/6PSvpDNfN/8AwVY/5M51n/r8tP8A0elfP8Vf8ifE/wCBndlv+90/VH0Nowzp0f0q1iqujf8AIOj+lWs17VD+HH0RxPcMUYozRmtQDFGKM0ZoAMUYozRmgAxRijNGaADFGKM0ZoAMUYozRmgBQOK+av8Agoh/yEfg1/2UDT/5mvpUdK+av+CiH/IR+DX/AGUDT/5mvnOLP+RVV/7d/wDSonbln+9R+f5M+kYurfWn4pkXVvrT819GcCDFGKM0ZoKDFGKM0ZoAMUYozRmgAYfLXzpo3/KUvVv+yeL/AOl0VfRbfdr500b/AJSl6t/2Txf/AEuir5niL4sJ/wBfofkzswP/AC9/wP8ANH0XijFGaM19McKDFGKM0ZoKDFGKM0ZoAMUYozRmgAxRijNGaADFGKM0ZoAMUYozRmgAYcV8wfsw/wDKQD48fTTf/RJr6fbpXzB+zD/ykA+PH003/wBEmvm89/3zAf8AX1/+m6h3YP8AhVv8P/t0T6fxRijNGa+kOEMUYozRmgAxRijNGaADFcT+0wMfs5+Pv+xc1D/0mkrts1xP7TH/ACbn4+/7FzUP/SaSuLMv90q/4ZfkzSj/ABYeq/M5X9gEZ/Y68B/9g8/+jHr2DFeP/sA/8mdeA/8AsHn/ANGPXsGa4+Hf+RVhv+vcP/SUbY7/AHmp/if5hivmn/goJx8R/wBnYf3vibZ/+kd3X0tmvmj/AIKC/wDJSv2dP+ym2f8A6R3dduO/gv5fmj0eHP8AkYR9J/8ApEj6XxXzn8WP+CrfwO+CXxd8ReBfEXiXX4/E/hN4Y9XtbDwdrepx2BmgS4i3zW1pJF80UiPw5wDzyDX0ZmvkX9iUf8bJ/wBtDr/yMHhU8f8AYuW1dh4R9FfA/wCP3g39pL4eWfizwL4i0vxP4dviUivrCbzI96nDI3Qq6ngowDA9QK8G/bG4/wCCh37KPvf+JB/5S65b/gnzqH/CPf8ABS79tjwXZWv2XQNJ8Q+GNftkjG2L7VqOiI90VA4BLwIzY5JYE11P7Y3/ACkO/ZQ/7CHiT/011w5h/B+cf/SkfQcMf75L/r3W/wDTMz6pAPtRilPWkJrt6Hz6OF/aK8L/APCT/CfVowu6S3jF1GPdDu/lmvn/APZt8Qf8I/8AFrTSzbY74Nauc/3hx/48Fr6y1CxXUbKSGRd0cyFHHqCCD/OviO9t7nwJ40liBY3Gk3uB2y0b8fyH51/NnjRSllmf5ZxDT2i+WVv7sk/xi5I/SuC5LFYDE5dLqrr5q34Ox9xxjKD6UuKq6HqUer6Na3UZ3R3MKyqR3DAGrQINf0hSqRqQU4bNXR+byi4vle4YoxRmjNaAGKMUZozQAYoxRmjNABijFGaM0AGKMUZozQB5z+17/wAmrfEb/sW7/wD9J3qr+xSM/smfD7/sCW//AKDVr9r3/k1b4jf9i3f/APpO9Vf2Kf8Ak0z4ff8AYEt//Qa+bl/yUC/68v8A9LR3R/3H/t//ANtPUMUYozRmvpDhDFGKM0ZoAMU2TpTs02TpR0JkfnPo65/4JeftOn01DWf/AETFX3h8EYcfCLwu3/UItBj0/cpXwho//KLr9p7/ALCGsf8AomKvvL4J/wDJHvC//YJtP/RKV8Xwf/ulL/B/7fI+wzj/AJFy/wCv0v8A03TMrx7+058Pvhf8T9A8F+IvGPhnRfFnikqNI0i+1GOC81PcxRfJjY7pMuCvA6g/StzXfih4e8M+MPD/AIf1DWNNs9c8VfaBo9jNcKk+peRH5s3kqeX2R4ZsdFOTXwT/AMFBP2fbn9p3/gptdeFdNn+w+Ih8AdR1Pw5fD72n6va+I9NuLKdT1G24jjyRztLDvWov7Q1t+1d+1Z+wL8Qbe1/s+TxJaeMJ72xyS2mXi6Msd1atkA7oZ0liORnKGvtD489u/wCCt6bf+Cfvj/6WPI/6/wC3r6QsR/ocX+6K+cf+CuH/ACj88ffSx/8AS+3r6Osf+POL/cH8q44f73P/AAx/OR71b/kTUP8Ar7V/9JolfXNMXV9OmtpArQ3EbRuCM7gQQf518TxvL4E8aKw3JcaPeksD1+Rs/wAuPxr7jf7pr5I/aZ8Nf8I/8XtQYL+71BEuk/Hhv1Gfxr8J8f8ALp/UMLm9HSVGdr/4rNf+TJH0fh/iV9Yq4Se043+7R/gz6x0y8XU9Pt7iNgY5kWRcdwRkfzqfFcD+zZ4mbxN8JtLeQ5ktFNo3/ADtX/x3Fd9mv2zIsyhmOXUMdT2qQjL70mfE43CvDYidCW8W19wYoxRmjNescwYoxRmjNABijFGaM0AGKMUZozQAYoxRmjNABijFGaM0AGKMUZozQA0j5G/Gvlf9h/8A5Ot/aG/7DsP/AKHdV9UH7jfjXyv+w/8A8nW/tDf9h2H/ANDuq+azn/f8D/jl/wCkSO3CfwK3ov8A0pH1UBk0YoHWjNfSnAgxRijNGaCgxRijNGaAFxgV8tf8FJ/+Qr8Hf+x3tP5rX1L2r5a/4KT/APIV+Dv/AGO9p/Na+Y4x/wCRRV9Y/wDpcTuyn/e4/P8AJn1GvU/WlxSL1P1pc19PHY4AxRijNGaBhijFGaM0AGKMUZozQAYoxRmjNABijFGaM0AGKMUZozQAYoxRmjNABijFGaM0AGKMUZozQAYoxRmjNABijFGaM0AfNv8AwVdGP2RLz/sKWf8A6Ga+h/Dw/wCJFZ/9cE/9BFfPH/BV3/k0S8/7Cln/AOhmvofw9/yArP8A64J/6CK+Zwf/ACPMT/17pfnUO6t/udP/ABS/9tLeKMUZozX0xwhijFGaM0AGKMUZozQAYrwX/gpwMfsS+M/rY/8ApfbV71mvBf8Agpx/yZL4z+tj/wCl9tXz/FX/ACJcX/16n/6Szsy3/e6X+KP5o9g+Go/4t1oP/YOt/wD0WtbWKxfhr/yTrQf+wdb/APota2s17OF/gw9F+Ry1PiYYoxRmjNbkhijFGaM0AGKMVxfxh/aS+HX7PFrZT/EDx54N8Cwak7RWkniDW7bTEunUAssZndQxAIJAzgGs74TftgfCX4+eJ59F8C/FD4e+NNYtbdruaw0HxHZ6lcwwqyqZWjhkZlQM6DcRjLqO4oEei4oxTZZUhTc7BVHUk9Ki03VLXWLGG6tJ4bq2uFDxSxOHjlU8gqw4IPqKBk+KMVV1vWrXw5ot5qF9KLezsIHubiUgkRxopZmOBngAniqXw/8AH2j/ABT8C6L4m8P30ep6F4isINT068jBCXdtPGJIpVDAHDIysMgHBoA18UYozRmgAxRijNGaADFGKM0ZoAMUYrzvwf8AtZfDr4g/GjWvh5onimx1Txj4cR31PTrZJJDZbCgdXkC+WHUugZN25dwyBXogYMKADFGKM0ZoAMUYozRmgDzv9rr/AJNd+In/AGLl/wD+iHqn+xZ/yaj8Pv8AsCW3/oFXP2uv+TXfiJ/2Ll//AOiHqn+xZ/yaj8Pv+wJbf+gV8x/zUEf+vL/9LR3f8wP/AG+v/ST1DFFGaK+oZwIK+b/+CrH/ACZzrP8A1+Wn/o9K+kfyr5u/4Ksf8mc61/1+Wn/o9K+f4q/5E+J/wM7st/3un6o+htG/5B0f0q1VXRf+QdH9Kt/lXtUP4cfRHE9xKKX8qPyrUBKKX8qPyoASil/Kj8qAEopfyo/KgBKKX8qPyoASil/Kj8qAEHSvmv8A4KIf8hH4Nf8AZQNP/ma+lu1fNP8AwUQ/5CPwa/7KBp/8zXznFn/Iqq/9u/8ApUTtyz/eo/P8mfSMXVvrT6bD1b60/wDKvozgQlFL+VH5UFCUUv5UflQAlFL+VH5UAIelfOmjf8pS9W/7J4v/AKXRV9Ft92vnTRv+Uperf9k8X/0uir5niL4sJ/1+h+TOzA/8vf8AA/zR9F0Uv5UflX0xwoSil/Kj8qChKKX8qPyoASil/Kj8qAEopfyo/KgBKKX8qPyoASil/Kj8qAEPSvmD9mH/AJSAfHj6ab/6JNfT7fd7V8wfsw/8pAPjx9NN/wDRJr5vPf8AfMB/19f/AKbqHdg/4Vb/AA/+3RPp+il/Kj8q+kOESil/Kj8qAEopfyo/KgBK4j9pj/k3Px9/2Lmof+k0ldx+VcR+0x/ybn4+/wCxc1D/ANJpK4sy/wB0q/4ZfkzSj/Fh6r8zlP2Av+TOvAf/AGDz/wCjHr2GvH/2Af8AkzrwH/2Dz/6MevYfyrj4d/5FWG/69w/9JRtjv95qf4n+YlfM/wDwUEkVviV+zr8w4+J1oD7f6Hd19MNyK+cf+Cgvws8eePIfhnqvw+0Gx8Sax4H8Xwa/LY3d+tjHNFHb3CEeYwOMtIo4B69K7ccn7GVk3ttr1R6HDsoRzGHPJRTUldtJJuEkrt6LVn0dXxFbeDvj9+zf+2/8fvGPg34QaJ8QfDPxU1LRr6wup/GkOjyQCy0i3tJFaNoZWOZEfHTgD1rtv+F/ftRf9G/+Ef8AwvY//jFH/C/v2ov+jf8Awj/4Xsf/AMYqP7Qp/wAsv/AZf5Gn+reJ/wCflL/wdS/+SN/9gj9mPxX8GJPiJ42+Ik+izfEb4ueIf7e1mDSWeWy0qKO3itrWyildVaURQxDLlVyzNgAdee/bG/5SHfsof9hDxJ/6a6d/wv79qL/o3/wj/wCF7H/8Yrlo/Bnx2+Pn7Ynwc8W+Nfhv4f8ABPh/4dXGqzXE1r4lTUpJ/tdk0CgKETGGC+ud3bHPNisUqsFCEZXvH7LW0k+x6mUZVPBVp4ivVpcqp1VpVpyd5UpxSSjJt3bS0R9obgTRTYk2dMU/8q9g+LiJXyf+1J4cbw/8Wp7jb5aalFHcDA4LdG/Vf/Hq+sfyrw79tLw7v8N6Vq6ruNnKbZsDJIcZHP8AvKB/wKvyPxsyb6/wvVnFe9RaqL0WkvwbPreC8Z7DNIRe004/ft+KOp/Zj8T/ANv/AAn0+Pfuk05ntX55GDlR/wB8kflXoynIr57/AGK/EzR6nrWktjbIBcxj0K4Vj+OV/Kvob8q97wvzn+0+GMJiG7tR5X6w939EcHE2D+rZnVp9G7r56iUUv5UflX3x4YlFL+VH5UAJRS/lR+VACUUv5UflQAlFL+VH5UAecfte/wDJq/xG/wCxbv8A/wBJ3qr+xV/yab8Pv+wJb/8AoNW/2vf+TVviN/2Ll/8A+k71U/Yp/wCTTPh9/wBgS3/9Br5uX/JQL/ry/wD0tHdH/cf+3/8A209Qopfyo/KvpDhEopfyo/KgBKa/Sn/lTZOlHQmR+c+jn/jV1+09/wBhDWP/AETFX3j8E2z8H/C47/2Taf8AolK+JfhL8PtY+K//AAT2/aI8N+H7NtQ1vW9Z1a0srZXVDPI0UQCgsQB+Jr07wH+1b8ZvB3hHSdLb9mTxtcNp1lFatIviDTFVyiBM4MvfGa+H4WqxpYKjKd7OHRN688uyZ93isHPGYJ0aLjzRqybUpwi7OELP3pK+qex02rfAvxXP/wAFZdG+JS6Xu8EW3wmv/DMupC4i/d6hLrFncpAYi/mnMUUjbwmwYwTkgV4Do/7E/wAVvh5/wV58I67pfhpbz4HaVr3iLxomuf2jbK2lX+s6UYLu0Ns0onZGu4VmVkjKg3b5PBx7l/w2n8ZP+jXfHH/hRaX/APHaP+G0/jJ/0a744/8ACi0v/wCO19V/aNLz/wDAZf5Hh/6s43vT/wDBtL/5Msf8FcP+Ufnj76WP/pfb19G2P/HlD/uD+VfDH7YPxO+Nn7Uf7PWveA7f9nTxho0mvvbL9uuNd02SO3EdzFKWKrLk8R449a+59Pz9hh4x8gBHHFZ4eqqmJnON7csVqmusu/qb5nhZ4XLKGHquPNz1HaM4y0caSTfK3a7T37EhODXhH7aHhtnsdH1aNT+5ke2kbHQNgr/I17z+VcR+0T4cPif4S6tCq7pLeP7VGR1BjIb+Wa+c8RMn/tLh3F4ZK8uRyj/ih7y/I4+HcZ9WzKlVe17P0en6nnH7FHiXeNZ0t26FLqNc+vyn+S177nFfIf7NniX/AIRr4t6WzNthvC1o49d4+X/x4L+tfXKvuHO3rivkfA3OPrvDEKUnd0ZOHy3X4O3yPX44wvsczc0tJpP57P8AIfRS/lR+VfsZ8gJRS/lR+VACUUv5UflQAlFL+VH5UAJRS/lR+VACUUv5UflQAlFL+VH5UAMP3G/Gvlf9h/8A5Ot/aG/7DsP/AKHdV9UN9xvxr5X/AGH/APk639ob/sOw/wDod1XzWc/7/gf8cv8A0iR24T+BW9F/6Uj6q70UDrS/lX0pwISil/Kj8qChKKX8qPyoAQdK+W/+Ck//ACFfg7/2O9p/Na+pe1fLX/BSf/kK/B3/ALHe0/mtfMcY/wDIoq+sf/S4ndlP+9x+f5M+o16t9aWhep+tL+VfTx2OASil/Kj8qBiUUv5UflQAlFL+VH5UAJRS/lR+VACUUv5UflQAlFL+VH5UAJRS/lR+VACUUv5UflQAlFL+VH5UAJRS/lR+VACUUv5UflQB81/8FXP+TRLz/sKWf/oZr6H8Pf8AICs/+uCf+givnn/gq7/yaJef9hSz/wDQzX0P4d/5ANn/ANcE/wDQRXzOD/5HmJ/690vzqHdW/wBzp/4pf+2luil/Kj8q+mOESil/Kj8qAEopfyo/KgBK8E/4Kcf8mS+M/rY/+l9tXvn5V4J/wU4/5Ml8Z/Wx/wDS+2r5/ir/AJEuL/69T/8ASWdmW/73S/xR/NHsHw2/5J3oP/YOt/8A0WtbVYvw1/5J1oP/AGDrf/0Wtbf5V7OF/gw9F+Ry1PiYlFL+VH5VuSJRS/lR+VAGR4x8PWOt6HdC8s7W7VInKiaJZNpx23A+g/KvgP8AY8+KniL4W/8ABMf9ljQfh1beG7P4hfFgQ+H7PU9Ws2ntdNiS1u7+7upI0aN5ikFm4WPzF3OyZOAa/QzVIGutNuI12hpI2QE9sjFfIPhP/gn1408EfsSfAvwnovirw9pfxP8AgXcwanpWpyW8t1pN9Mtvc2txbSqDHL5E1vdzRllw6kqwBxghLNDwT8UPi9deLvip8FvFnjLwjcePND8M6f4o8P8AizTvDbwW9xZXkt5bus9g1y48yKaykGVmCssqHAIIPz/+xL8TfjR8Cf8Agnb+zpo2j+MPBuvav8Y7XQ/D3guC78MNbweD7cadcXt3cXTJdbr5o7W2baB5O6RVzwxA+sP2a/2bPHWmfFTxz8SPitrHhW+8aeNNHsPDsNp4atpo9N0PTrRrqRY45Jz5sryTXcsjuyqM7ABhcnxvwR/wT5+NXhL4AfDzweni74bx6x+z/qVnd/DzVYbG826tDBa3NlJDq0Rb5FmtLgoTbsxRhvy4+WgR0vgj4mfFI6/+0V8MviV4o8M+Mh4N8Dadq9hqeleHn0Z3/tGPWFkilj+0Tq2wWMeGUr985Fdl+wz49tfhP/wSP+Dvii8SSSy8O/CLRdVuEjHzNHBo0ErhfchTWR8If2RfibpnxN+NXirx14q8K61qnxa8JaZosUWmW0tra6FNaDU18mNHDO8G29jPmO5kZxKSiBlVfRvgb+zLJ4S/YO8IfBvxJdW902j+ArPwXqdzZ58u48vT0s5ZIt4BAbaxXcM4IyKBnzTo37U37Qnh/wAKfAH4keIvFnw7n8NfHDxRoWmy+FrPwrNHNolpqkTToq3zXZMkiRhVLNEAzEkADiuw+Hf7Vvxj8V/tIfHC4vJ/Aun/AAb+CXiG5tr6RrWaTXNShj0a2vPs0YDLFEEeYyNO5YsGCBF27zzNj/wTz+OGo+HPgX4b8QfEDwDdeFfgJ4o0a/0+DTtNntrjxDY6enlJLdPIZBHciLhYoiIyzMWc/KF9y+Dv7JF14Vv/ANoW38RXdldaR8avEs+qRR2bt51raTaTZ2DxyblAEmbeRhtyMMvOcigD5r+BH/BSn4g/ELxd8FtWT4h/B7xs3xg1W2hvvhr4btBJrXhCwuLeW4a4ku1vHLNaIqef5lvGrHKrsJUVF43/AG4fj9qn7I2sftIaB4o+H2k+BY9YNvpXhC48JzXl5NYDWBpqyTX32xAsz/NLhYiq5C/N1r2b9if9lf4ufsqDw74Quz8EbvwJ4XsYtMXWdL0W7s/EWtW8MPlRNOgbyUmO1C77pAxUnaC2R5X44/4Jg/Ga+/ZX1z4HaH8QvA1h8NbLWTqugs+mTjVb+F9UOofYb6Q7444o2Y4kgTfIUjB8td4YDU+tP2w/2i4/2Tv2VfH/AMSJrWPUv+EL0O61SO1L7Fu5Y4yYoyf4Q8m1SewNeMeH/i38dv2f/jd8NPD/AMVPFHgHxZpfxeuLvRYH0Tw5LpcvhnVY7Ca+jQF7qX7VbsltcJkhHDCM5wxA92/ah+Adh+1H+zh44+Hmp3T2dj400W60d7mJA72vmxsiyqCQCyMQwBPJWvFfAP7Lvxm+Ifx1+Hvib4yeLPAF9pnwllurzRLTwvYXUMmuX81pJZC9vDOxEWyCafEMW4b5cl8KAQNTlf8AgkB4I+I2j6R8Tr7xR480TxFoMnxF8YWjadbeHDYz/wBox69cpNdmf7Q+Y5CkhEOz5A6LvOzn7Ur5v/4JiQSQ/Cj4lMy4Wb4v+O3Q/wB4f8JHfj+YNfSP5UBESil/Kj8qChKKX8qPyoA86/a6/wCTXfiJ/wBi5f8A/oh6p/sW/wDJqPw+/wCwJbf+gVc/a6/5Nd+In/YuX/8A6Ieqf7Fn/JqPw+/7Alt/6BXzH/NQR/68v/0tHd/zA/8Ab6/9JPUKKX8qK+oZwITNfN//AAVY/wCTOdZ/6/LT/wBHpX0hXzf/AMFWP+TOdZ/6/LT/ANHpXz/FX/InxP8AgZ3Zb/vdP1R9DaN/yDo/pVrNVdG/5B0f0q1XtUP4cfRHE9wzRmiitQDNGaKKADNGaKKADNGaKKADNGaKKADNGaKKAFHSvmr/AIKIf8hH4Nf9lA0/+Zr6VHSvmr/goh/yEfg1/wBlA0/+Zr5ziz/kVVf+3f8A0qJ25Z/vUfn+TPpGLq31p+aZF1b60+vozgQZozRRQUGaM0UUAGaM0UUADfdr500b/lKXq3/ZPF/9Loq+i2+7Xzpo3/KUvVv+yeL/AOl0VfM8RfFhP+v0PyZ2YH/l7/gf5o+i80Zoor6Y4UGaM0UUFBmjNFFABmjNFFABmjNFFABmjNFFABmjNFFAA3SvmD9mH/lIB8ePppv/AKJNfT7dK+YP2Yf+UgHx4+mm/wDok183nv8AvmA/6+v/ANN1Duwf8Kt/h/8Abon0/mjNFFfSHCGaM0UUAGaM0UUAGa4n9pj/AJNz8ff9i5qH/pNJXbVxP7TH/Jufj7/sXNQ/9JpK4sy/3Sr/AIZfkzSj/Fh6r8zlf2Af+TOvAf8A2Dz/AOjHr2DNeP8A7AP/ACZ14D/7B5/9GPXsFcfDv/Iqw3/XuH/pKNsd/vNT/E/zDg0FVJ+7RRXsnKGB6UYHpRRQAYHpRtU/w0UUAFGaKKADNcf8ePDH/CUfCrWLVE3SRwefEMdGjO4Y/L9a7CobhPNtipG7cMMMdq4M0wMMbg6uEqfDUi4v5qxthsQ6FaFaO8Wn9zR8g/s+eJf+EZ+LWkybikV0xtpctgHfkDP/AALaf/1V9iI25c18P+LtKl8E+N761y0c2m3TeX6gBso35bT+NfaHhPXIvEvhuy1CH/V3kKzD/gQBr8E+j/jZ0aONyKv8VGpdLyfuy+6UfxPvOP6EZzoY6G042+7VfgzQzRmiiv6KPz0M0ZoooAM0ZoooAM0ZoooAM0ZoooA85/a9/wCTVviN/wBi3f8A/pO9Vf2Kf+TTPh9/2BLf/wBBq1+17/yat8Rv+xbv/wD0neqv7FP/ACaZ8Pv+wJb/APoNfNy/5KBf9eX/AOlo7o/7j/2//wC2nqGaM0UV9IcIZozRRQAZpsnSnU2TpR0JkfLv/BK8Bvhz8QsjP/FbXv8A6BDX1JhQelfLH/BLeQxfDX4iMv8AD40vjj1/dxV2fw9+M/xQ+J+gf2ppPhvwv9heeWKNrm+ljZvLkZDwFPpXxXDuaUcNleGpTUnKSk0oxctFLXZabo7s2mli5/10R7pmjNeU/wDCR/GP/oXPBP8A4Mpv/iKD4j+MeP8AkXPBP/gym/8AiK9z+26f/Pqp/wCC5f5Hne1XZnqxCk9KAAB0ryC/8bfGDTdPkuJPDfgsxwoXfGpTdAM/3K7X4J+Prj4ofCzQ9fuoIrWfVLYTyRREsiE9gTyRWuFzijXrfV4qSlZv3ouOiaT3XdocaibsdVmor62S9tJIZF3RzIUZT3B4NS0MobufSvSklKLT2ZpdrVHw9qUcngnxvcQxbln0m9Kpzghkfj+Qr7T8OarHruhWd7FzHdQpMD67gDXy9+1j4Z/sb4s3E6rsj1SBJ1IGNzBdjf8AoIP4+9e0fst+Jl8RfCWyj3fvNPZ7Zs+gOV/8dYV/NfhFUeUcU5lw7PRXco+kZaf+SyR+kcXR+uZVhsxW9rP5r/NHo+aM0UV/Sx+bhmjNcj8UfjX4f+DqWsmv35s0vnMcGIJJmcgFjwik9P5VyMX7cXw2cn/ifXJ/7hd1/wDG683EZ1gKFR0q9aEZLdOST+5szlUinZs9czRmvJf+G3vht/0HLr/wVXf/AMbo/wCG3vht/wBBy6/8FV3/APG65/8AWLK/+gin/wCBx/zD2sO561mjNeS/8NvfDb/oOXX/AIKrv/43R/w298Nv+g5df+Cq7/8AjdH+sWV/9BFP/wADj/mHtYdz1rNGa8l/4be+G3/Qcuv/AAVXf/xuj/ht74bf9By6/wDBVd//ABuj/WLK/wDoIp/+Bx/zD2sO561mjNeS/wDDb3w2/wCg5df+Cq7/APjdH/Db3w2/6Dl1/wCCq7/+N0f6xZX/ANBFP/wOP+Ye1h3PWs0ZryX/AIbe+G3/AEHLr/wVXf8A8bo/4be+G3/Qcuv/AAVXf/xuj/WLK/8AoIp/+Bx/zD2sO56wfuN+NfK/7D//ACdb+0N/2HYf/Q7qvXPCn7W3gXxv4jtdJ03WZJr7UJGjt43sZ4vMIUsQCyAdAT1ryP8AYfGP2rP2hf8AsOxf+h3VeVjsdhsVjcFLDVFNKck3Fp2fs27Ox6GDknh61uy/9KR9VDrRmgdaK+vOFBmjNFFBQZozRRQAvavlr/gpP/yFfg7/ANjvafzWvqXtXy1/wUn/AOQr8Hf+x3tP5rXzHGP/ACKKvrH/ANLid2U/73H5/kz6jXqfrS5pF6n60tfTx2OAM0ZoooGGaO4+tFBoJex81/8ABTTWNZsfh34F0/RvEOveGW8ReO9G0a6vNHvGtboW9xMySKrjpkeoIyBwcVJ/w7wyq/8AF6vj8Nox/wAjg3P/AI5Vf/gpl/yLXwn/AOyn+Hf/AEpavpaIfJ+leJHC0a+Nq+1V7KPV9j7SWa4vA5NhfqsuXmlVvonezildtNnzkP8AgnjHj/ktXx+/8LFv/jdL/wAO8Y/+i1fH7/wsW/8AjdeHfAX9u74nD/go34y8PeMtcs774T6h4/1X4baFbjTYLdtE1O306z1K033CgPL9oia9jCtkh4kxncQPoD4DfHvxJ44/bu/aA8D6nfRTeGfANj4Yn0aAW8aNbNe2t3JcFnA3PuaJCNxO3HGMmun+ycJ/J+L/AMzy/wDWvNv+f3/ksf8AIof8O8Y/+i1fH7/wsW/+N0f8O8Y/+i1fH7/wsW/+N11nw6/b++Cvxc+KbeCvDPxS8Ga54p3SLHp1pqUUktw0YJkWLBxKUCsWEZYqAc4xWX8YP+CmPwF/Z+8ZXnh/xp8V/B/h/XNNC/bLGe9DTWjEKVWQKDtchgdhw2DnGOaP7Jwn8n4v/MP9as2/5/f+Sx/yMf8A4d4x/wDRavj9/wCFi3/xuj/h3jH/ANFq+P3/AIWLf/G67rxd+238J/AHwY0n4ia58QPDek+Cde2/2bqt3ciGG/LZ2rEGwzsQpICgnAJxivJ/j9/wVp+E3gz9kT4h/EnwL8QPBni668HWDrb2sV350b6jJBLJaWsyp+8jMzRMACFPytzxR/ZOE/k/F/5h/rXm3/P7/wAlj/kb3/DvGP8A6LV8fv8AwsW/+N0f8O8Y/wDotXx+/wDCxb/43XJ/8PBfCv7RPwy+FuueA/jd4R8Kz33jjQtI11G0z7cmszXMUjvoEXmAGKe4IISYZKeUeuefpTwX8WfD/wARdX8Q2Oh6vb6jeeE9ROk6vDED5mn3QjSbynB5DeXLE3oQ4IJzR/ZOE/k/F/5h/rXm3/P7/wAlj/keL/8ADvGP/otXx+/8LFv/AI3TW/4J4L1Hxq+Pvy8/8jg3/wAbr0ef9rr4a6f8F7j4iXXjjw7a+B7eeW3k1y5ulgsxJHO1uyB2IBPnI0YAzuYcZq18A/2o/h5+1NoN1qXw98Y6D4usrCQQ3b6bdLI1pIQSqyp9+MkDIDAZHIzR/ZOE/k/F/wCYf615t/z+/CP+R8vftF/ArWf2XvEnwn1bR/iv8YNWbWfiJoujXdrq3iZ7m1uLaaVjIjJsGQQoBB4IJr7eGQvPrXzV/wAFJ/ltPgj7/Frw/wD+jJK+lW7fWs8DShSxFWFNWXu/kzqz7FVsVl2Er13eT9or2S2lG2yW1x2aM0UV6x8uGaM0UUAfNv8AwVd/5NEvP+wpZ/8AoZr6H8Pf8gKz/wCuCf8AoIr54/4Ku/8AJol5/wBhSz/9DNfQ/h7/AJAVn/1wT/0EV8zg/wDkeYn/AK90vzqHdW/3On/il/7aW80Zoor6Y4QzRmiigAzRmiigAzXgv/BTj/kyXxn9bH/0vtq96rwX/gpx/wAmS+M/rY/+l9tXz/FX/Ilxf/Xqf/pLOzLf97pf4o/mj2D4a/8AJOtB/wCwdb/+i1razWL8Nf8AknWg/wDYOt//AEWtbVezhf4MPRfkctT4mGaM0U2X7nynB9cVuSK0iqe/TNJHKsgyvIxkHPWvhf8A4Kb/APBSDT9C/Zl+Ovh74f6d8UNS17wjomoadd+LfC+mSf2X4Y1NIN/lSXyupSWLchfyw3l5AYg8V9AfGr9tPw38DfGUHhW30Pxx468Wf2emqXOj+FNJbVLyws2cxpc3GWVY0Z0kChm3yGN9qsVIoJue1EAjpRtUfw18+6x/wUl+HzeFvB+o+F7fxX8RLrxzp0mr6VpXhbR3vtQayhkWKeeWJighWKV1iYSsreZlApYEVykX/BX34Z6Z+z54c+KHiTS/Hfg3wf4p8UN4SsbnWtHSKY3KQXMrStFHK7iMNaTxYwZPNXZ5eaAuj6t2Ln7vtSMq45Xrx9a+dPFf/BSzwj4dsvDMNj4R+KniTxN4s0x9ctPC2leFZn1y309ZvJ+13MEpjFtGX4XzmRm6KpIIE03/AAUn+Hr/ALP3hn4gW9v4vv4fGeqXWiaH4ftdEll1/Ur+1nnguLVLMDcHje1n3sxVFEeWYAigLn0JuQt704BQelfFn7Hf7YbeLv2g/wBqfxV4xuPGHgrwZ4Kh0C9j03xlG9m3hqEaXJJcv5BdliVynmHyyQ/B5yK9X+FH/BRDwb8UPH1h4futF8deCLjXrG41PQbjxXoT6Vb+ILWBFkmktmck/u43WRkkEbhMttwCQBc96LKP5UhkjHzY+7zmvgL9of8A4KOx/GvxV8CYfh7pfxa0fw34h+KuhWy+KpdHn0zQvE+nyNOJIo5iwaWGXghZECyKuV3DmvcP+CsvjXWPhp+wl4p1nw7q+qaFq1rqWipDeafdPbTxrJq9lFIodCCA0bspGcEMQaAPo9SrcgUu1c/dr5/+Nn/BQnwr8FPiPqvhO28NfETx1rPh22ivPEC+FNCbUo/DsUqF4mu5NyqjPGpcIpZ9vzbcYJy9f/4Km/DPRtU8DWNvB4v1y/8AiX4Pi8beF7LSdFkvLrWbOTyykccS/OJtj72DAIiI5Z1xQF0fShKhfam7kBxivDNO/wCCh3w0vv2Zr74pXGoavp+haXftol/YXelTR6zaaqswtzpj2YUy/bPPZYxGobcWUqSpDV5B+z9+1lrnx+/4KqtpLaL8UPBPh23+E81+fD3iuxbTlluxrEKLeJAJHjY+WxQODuAypxyKAufYXhzwvpHgqxmt9I0uw0m2ubue/mis7ZIEkuLiVpp5mCAAySSu8jueWZ2ZiSSa0kdXXIr5p/ao8Tal4i/be/Z78C2dzd/2XE+ueN9btbWZomuIdOtEt7dW2kF0+1ajC+wnDNCuQQDXE/8ABMP/AIKD+LP2rfEPj7RfFHgf4j2jaX438Q2dhrF9oNvZ6bpljbXhS306eSOQn7ZEmEcFWO5Wy7YzQB9lNKqtt5z6CnZrwv8A4KT+F9U8QfsRfEa60DVL7R/EXh3SH8R6TdW0jIyXenEX0KHafuSPAI3HQo7A5HFeofB34jWvxh+E/hfxbZBks/FGkWurwIRysdxCkqj8A2KBnSZozRRQM87/AGuv+TXfiJ/2Ll//AOiHqn+xZ/yaj8Pv+wJbf+gVc/a6/wCTXfiJ/wBi5f8A/oh6p/sWf8mo/D7/ALAlt/6BXzH/ADUEf+vL/wDS0d3/ADA/9vr/ANJPUM0UUV9QzgQv5V83f8FWP+TOda/6/LT/ANHpX0hivm//AIKsf8mc6z/1+2n/AKPSvn+Kv+RPif8AAzty3/e6fqj6G0X/AJB0f0q3+VVNGGdOj+lWsV7VD+HH0RxvcX8qPypMUYrUBfyo/KkxRigBfyo/KkxRigBfyo/KkxRigBfyo/KkxRigBfyo/KkxRigB3avmn/goh/yEfg1/2UDT/wCZr6VA4r5q/wCCiH/IR+DX/ZQNP/ma+c4s/wCRVV/7d/8ASonbln+9R+f5M+koerfWn/lUcXVvrTpBhDX0ZwIcOfSkVifSvE/Cn7Xeny/tHeJPAOtGKxuLG6EenTE4S6UojbD6OCxx6iva4381QV5rgwOZYfGRlLDyUlFuL8mnZp/1sJST2HflR+VIOTijFd5Qv5UflSYoxQMG+7Xzpo3/AClL1b/sni/+l0VfRbD5a+dNG/5Sl6t/2Txf/S6KvmeIviwn/X6H5M7MD/y9/wAD/NH0Z+VH5UmKMV9McKF/Kj8qTFGKChfyo/KkxRigBfyo/KkxRigBfyo/KkxRigBfyo/KkxRigBfyo/KkxRigAb7vavmD9mH/AJSAfHj6ab/6JNfT7DivmD9mH/lIB8ePppv/AKJNfN57/vmA/wCvr/8ATdQ7sH/Crf4f/bon1B+VH5UmKxf+FgaaPGj+H2mEepLAtwEbjehJHHr90171XEU6VvaSSu7K+l2+nqcBt/lR+VIDmgctjmthi/lR+VJijFAC/lXEftMf8m5+Pv8AsXNQ/wDSaSu2xXE/tMDH7Ofj7/sXNQ/9JpK4sy/3Sr/hl+TLo/xYeq/M5X9gH/kzrwH/ANg8/wDox69h/KvHv2ARn9jrwH/2Dz/6MevYMVx8O/8AIqw3/XuH/pKN8d/vNT/E/wAxfypCcDtQwOOlcF+0t4p1DwP8FvEOrabP9lvbG1aSCXaG8th0OCMH6HNejisRGhRlXntFNu3krnDKVlc7zfkdKXJ9q8c0X4TfEbUNHt7iT4o30ck0SyFF0m1YLkZ67auD4MfEPH/JUtQ/8FFr/wDE15tPNMQ1f6rU++n/APJk80n0PV8n2oL7fSvKf+FMfEL/AKKlqH/gotf/AImuN+POifET4PfDDUPES/Ei8vjYPCPIfS7ZVcPKsfULn+IflWeIzqrRpSrVMNNRim2709lv9sHUaV2vyPoeNy6/w078qgsA5toy3zMVBJ98CpsV7kXdXNRfypGUnvijFGKoD5Z/a28ODRvip9qUYXVLdZOF6sPlI/8AHQfxr1r9lPxONZ+EdvDu3Npsz22CeccMv6MB+FYf7ZfhkXvhHT9TVC0mn3O1iB0RwRz/AMCA/OuX/Y28RG08TappbNtjurcTxqegZDg4/Aj8q/mnAtZF4oVKG0MWm1/28r/+lRZ+k1/9v4XjP7VL9Hb8mfSI/Cj8qah3ClxX9LH5sL+VIXwP8KCOOleV/tQeMdd8I6V4Xt9B1BdLvNe16DTDOYVm2CVXA+U8cEA1x4/GRwtCWImm1HorXetutl97JlKyueqBsijNeVr8K/icV/5KXCvsNBh4/wDHqP8AhVfxN/6KZD/4IYf/AIquL+1MR/0C1Pvp/wDyYuZ9vyPVM0BiT/D+deUv8KvibuX/AIubF6f8gGH/AOKrntdufiB8Mvih4OttU8Zw65puvX0lpJbrpUduflid87gSeqjpWVTOp0kpVcPOMbpXfJpdpLabe77MmVRrp+R7x+VH5UwKQvv3p2K940R51+17/wAmrfEb/sXL/wD9J3qp+xT/AMmmfD7/ALAlv/6DVr9r3/k1b4jf9i3f/wDpO9Vf2Kxu/ZL+H/volv8A+g18zP8A5KBf9eX/AOlo9CP+4f8Ab/8A7aeo/lR+VcdN8Z9L0/4rN4Tum+z30kCT27sflmJ3ZUe/y5x3rsAc17WEx+HxLmqE1Jwk4yt0kt0+zOHbcX8qPypMUYrsAX8qbJ0pcU2TpR0JkfLf/BLhd3wz+Iv/AGOl8P8AyHFXp37FibvgRan/AKf73/0oevMf+CW3/JNPiJ/2Ot9/6Lir079ivn4DWv8A2EL3/wBKHr4Hhr4cD/17q/8ApcDszb/fpf10RZ/bA/al0P8AYt/Z+1z4jeJNM13WNH0GWzhls9Giimvp3uruG0iWNJZI0J82dM5ccZPtXmng/wD4KcaDefE3w74W8bfDP4vfCO78X3Y07Rbzxjo9tDp+o3bAlLYXFrc3Eccz4IRJWQueBkkZ5r/gu/ex6V/wS68fXU7NHDbav4alkYIzlVXxFphJCqCx4zwASegBPFcJ+1p+0Tpn/BQ/VfhT4E+E/h3x7rkmmfEPQ/FGt61qPhDVND07w/Y2Fx9pkkea+t4Q0kixlERNzMSenf744z7n8WQqfDGpAquPs0nH/ATXGfsjDH7N3g3aMD+zU4/E12viv/kWdS/69n/9BNcV+yP/AMm3eDf+wan8zXh1P+RvS/69z/8ASoGf2vv/AEPR/wAqRmIYD+939KMUYr247GjPEf2zfDv2zw/peqKvzWc7W7nH8LjI59Mr+tY/7F3iUwarrGkyN8siJdRDPcEq36Fa9a+OPhv/AISb4Wa1beXudbczRgDnch3j+X618y/ADxAPDHxc0mbcVhmkNtKSeCrjYP8Ax4qa/mrjSCyPxFwObx0jXSjL5+5L7lys/Ssl/wBu4cr4Tdwu1/6UvxufY/5UflTQ2WxzS4r+lj82PI/j1H5vxw+FattZH1K6DAjqPsz/AOea9Ui0yGH7scS/8BFeW/HXj45fCn/sJXX/AKTPXrWK8XLYp4rFX/nX/puBlH4n6/ojnfHPxE8MfDDTI77xNrnh/wAO2Mswt0udUvYrOJ5CCQgaRlBYhWOM5wpPao/AvxN8J/FK2mm8MeIfDfiSG3cJLJpd/DeLET2YxsQD7Gvkj/gtf4X0/wAZWX7LGk6tptnq2l6p+0D4btryzurdZ4bqFrbUQ6OjAhlK5BBGMZrG/aV+C/w+/Zn/AOCin7K9x8L/AA/4d8FeLvFWu6ppOq2Hh63j01NZ0VNLuZZjcwQhVmSKZYXV3U7Wbgg4x7HLHsvuLPvL7En9yP8A75o+xJ/cj/75r4n1H/gpH8WPFHw58W/FjwP8JfDHiD4JeDrzUkbULjxXJa65rtnp00kV3e2dsLV4tgaGby0kmVpBH/DkV1PxL/4KBeK/GHxx8F/Dv4KeEfDninXvFngWP4ite+J9am0iwg0qWdYIlUw288jzszZKgAIBkk5FHLHsvuA+ndV8R6Poesafp95faZa6hqzvHY2006RzXrIu9xEhOXKrliFBwAT0rQS2jfP7uPj/AGa+VvGfxq17R/2jP2YdF+JXw18ER+OvGmr+IbeC8sNSfU18LNb6XczGWznkgiZmngQRuCibRIwy2OfKv2OPGnx/vv8Agpp+0ZY3Xh74dSeH4fEPh+PXQfE99JJpVsdKjMTWMZtdsjvERJIrmMCRmALD5icsey+4D7u8K+I9H8daNHqWi32l6tpsxZYruynS4glKsUba6EqdrKVPPBBHatL7En9yP/vmvhD9lb9va18LfsQfs/8AjTQfhn4c8HeCfiN4/u/BuoabpMnlW3hszapqNrDdIoQKwmvIY94IGGu8jOOfZvjL+3la/Bb9pbxJ4UvtLMnhPwD8Nrn4h+KtajYvJpqrO0VtapGB80kyQ3TgEg4gHrRyx7L7gPon7En9yP8A75o+xJ/cj/75r408Nf8ABQ/4reHfEvwh1L4ifCfwx4X8B/G/W7bQNCNh4mmv9e0qe6tprm1N5am1SIBkhIk8uVvKLck4r7PxRyx7L7hnj/x5tFi+Nfwr2LGm7VbgttXG7/RZK81/YeOf2q/2hP8AsOxf+jLqvT/j5/yWr4Vf9hW4/wDSaSvMP2Hv+Tqv2hP+w7F/6HdV8DiNM7hb/n8//TCOzA6UcR6L84n1TnBp35U3Pz1yHxk+K9v8HvDkGq3kLyWrXSQyiP7yq2fmH04NfaY7HUcHh5YrEy5YRV2+y7s447nYk4Paj8qzvDHiey8X6LDqGnzR3VrcqHjkRshgf84xWgRit6VWM4qcHdNXTWz9Bi/lR+VJijFajF7V8tf8FJ/+Qr8Hf+x3tP5rX1LjAr5a/wCCk/8AyFfg7/2O9p/Na+Y4x/5FFX1j/wClxO7Kf97j8/yZ9SL1P1pfypq9T9aXFfTx2OAX8qPypMUYoGL+VIaMUkh2LnB49qCZbHzR/wAFMv8AkWvhP/2U/wAO/wDpS1fS0P3K+Z/+CmLj/hGfhP8A9lP8O/8ApS1fS0Uq7K8vD/75W9I/kfSZl/yJsF61f/Son5w+B/gLfftEfDH9tjR9DYxeLtH+NE/iHwvOqhnt9XsLDSruzIz0DTRKjcg7Xb1rzWL9pub9oP4O/t4fFDwbJNa3niP4SeF75BbOwm0yY6RqSXUWR8wkt3EyN0YNE3Qiv04+GPwH8K/BzXfFmpeG9L/s278day/iDXH+0zTC+vnijhaba7sqZjhjXagVflzjJJrkvgN+wl8Kv2ZfEXjzV/BPhG20a++Jl2b7xKPttzcwarKWlOWimkeNATPLlY1VTvPFenc+bPmn4J/smePPj74Z/ZxuNQs/hB4L+FvwjutP8U6LH4N1e81e91gxWEkFsnnS2ttHFCyzlpFAlL45bvXk9/8ACH4kfEbwt+0j+y14f8A+F/Eia54yvNQ1Lx9PrUUdvokesSJqcL3FoyC5lureCVNohyp2xYdQCR9o/B//AIJi/A34B/E9fGHhHwFZ6PrcEjTWpXULya0sHYMrNbWkkrW9uSGb/Uxp94+tfELfs1DWrTxpb/GL9k7x98Xfjxrer6rJH4xtJrWDTb5HmkXT/I1P7YkljbxWotkCqoeHy2IQsRudxH0T8UdJt7r/AILLfBfR/FZt7vR9D+F2uX3hY3gBE2ti8s4bh0DZDTCyLngZCs3PJz85eO/EOk+NfE3/AAVautFurHUdPh8L6RbK9uwkjWaDw3cwzqCO6zRyq3+0rV9l/D//AIJ+aD8S/wBjz4T+B/jtZWvxG8U+A9KsxNq891cLdRXyRIkrxXSOs+G2hGbcPNVfnByRXe/Db9ib4V/B288XTeGPA+h6TH46sbPTdds41Y2OoW1pbG1gha2YmFUWBihCooYE7txOaLjsfIH/AAUcFu37Pf7CMlusPlyfHL4eupjA2sDBcc5HXNaf7Snxnm/YA/bF/aP8UR4tbf4ifCJPG2iSSEfZ7jW9GWSwkhC55ldLnTOgywwOSK988Lf8ErfgP4K0jR9P0vwObWw8P+KrHxrpsA1vUXjsdWsvM+yTxhpztSISyBYB+5w2CmAK6r9pn9hn4W/th6l4ZvPiN4XXxJceDrh7rSSdRu7QW7u0TsGEEqCVS0ERKShlJQcUroLHwn8Z/gv4s/Zmj/4J6/DDw/oPhbWIdJn1K41K18T6jJYaTd+IU0ZpY2mmjguHWVrie+mTETbpVC8Z3D69/ZE/Zg8aeBP2ivid8WPiHfeEI/E3xEs9K0xNH8MCZ7HTrSwFz5bPPMqSXE7tcPlzGgCooA9PU/jz+zl4I/ae8Ay+GPHvhvTPE2iySrcJBdod1vMuds0UikPDKuTiSNlcZOCMmsv9nD9kX4dfsj6VfWfgLw+NFXVTGb2ea/udQu7zy9/l+bcXMkkzhfMfAZyBvbHWgLHm3/BSr/j0+B//AGVvw/8A+jJK+lT2+tfM3/BSe6V7b4JLn7vxa8PnnjPzv0r6Xjk85VIB65rzsP8A71W/7d/Jn0WZf8ijB+tX/wBKiS/lR+VJijFekfPi/lR+VJijFAHzb/wVd/5NEvP+wpZ/+hmvofw7/wAgGz/64J/6CK+eP+Crox+yJef9hSz/APQzX0N4fGdAtP8Argn/AKCK+Zwf/I8xP/Xul+dQ7q3+50/8Uv8A20uE4PajJz2rC+JmrzaF4A1i8t22z2tnNMhx0KoTXCfs2/tI2Xxm0f7PcMltrVqMTQk48z/bX2NdmI4gwWHzGllVefLVqxcoJ7SUWk0n31WnU8/pc9Z/Kj8qav3eh/KlxXtAhfyo/KkxRigoX8q8E/4Kcf8AJkvjP62P/pfbV71ivBf+CnAx+xL4z+tj/wCl9tXz/FX/ACJcX/16n/6Szsy3/e6X+KP5o9g+Gv8AyTrQf+wdb/8Aota2/wAqxPhqP+LdaD/2Drf/ANFrW1ivZwv8GHovyOWp8TF/KmTvsiZvl4p2KCuR0/StyD8rPjh8R774Sf8ABPr9pv4DTfD34iap8SNU1TxjeWi6d4Yu7mz1iy1K9ub6DUReLGbfYsFwqMjS+bvh8tVLMgPcftDWup/A3/gop8TvE3iTx58afh34P+Inhjw/BpOp+B/CCa9DfvZrexXFrNJ/Z17LbSxtMkibPKLeexy+0bf0bMQP8P6UBMdv0oFyn5pftI6Lof7Fdt+zj4o+Deu6t4GW80a98Iyyap4OvfENyuiSRPqUl1c6Sgj1Brg30cO5xs8t7tzKBkKd/S9O8I+MPg1+ypp/wz17VviJpfhf44m41/VLnS5bW+iv5dO1y6vpry2eNHtWa5vN5WRFC/aIwMgqT9MftH/sea38VvjDo/xE8E/EbV/hv420nRp/DxvIdKtNWtbuwmnineN7e5UgOJIVIdGU9Qciuq/Zo/Zot/2c/DuuxtrmreKtf8XazJ4g1/WtSWKOfU714ood/lwokUSLFBCioigKsY6nJIB4P8QfixH+yj/wUc8YeJ/E3hnxnq+ifEjwToWmeH7/AELw/dawBeafd6m02nuLeNzC8ovYZFaQpGdpy3y5r53+C7+IPgv8Mv2Xfih4u8G+LdN0fwT4++Ig8T6fa6Vcanf6CdV1HVhbSyQWyPI0YYqvmIjDEyMPlYE/qZsx/D+lBjz/AA9evHWgLH5b/FPwf4y/bD+G/wC3xceFvBfjLSbjx7o/h4eG7XV9KksLzXI7fTju8qGQBg0ojYCNwHG9Q6qSVru/h34d8J/tdza8bfxx8dPiF8StM8Ea1pnh9fHPgp/D1h4ZlvbX7PLsMOmWVt9pYOkZJZ22B9vG41+hoj2/w/pQIgP4fbpQFj8urH41XHxQ+A/7HPw40nwD8SoNa+Gvjbwfb+LXvvC15Y2fh+Wxt3tpUeaaNUlzIGO6AugVSzMAV3fVX/BXrRdQ8W/sB+LrDTNPvNSvpdR0N0t7WBp5ZAusWTsQqgkgKrEnHAUnpX015K/3R6dKUJj+H9KAsfBl78Ybz9mb4u/tPeDdU8D+OvEXif4oa3/wkPhGXSfD11dWWvQTaFY2ItzerGbe3NvNaSiQzyoFVgwznBof8E9fAes6J8c/2b7i+0fVLSHTP2XNM0y6lntHjS0u1uNO3W7lgNsoCtlDhhsOR6foAYVJzsXP0pREAPuj8qAsfmN48+HHibS/g98SPES+GfEl9Z+C/wBqqHxxfWNrpk093faPbXNk800EKqXmQKWk/dhtwibGSOPXfgH8XW/aL/4K5t400bwv400/wbD8H5dKs9Y1vQrnSYtTm/tqGRhHHcIkoABIHmKpfYxUFRuP24Igo4UflQIgP4R+VAWPmL40MPA3/BVX4Ia5NuaDxh4M8U+EI8r8sVwsum6knPTLR2dxxwSE7845X/gnH43i+DXxY+NXwt8S6Z4k0rxVqXxN8UeMLNptDvP7Mu9Lvbv7XBOl95X2U5jlAKeZvDKwxwa+oPiT8GPDvxZvvDd3rmm/bLzwhq8euaPOlxLbyWN2kckQkVo2UkGOaVGRso6yMrKwOK1vE/hTT/GXhTUNG1ixt9R0rVLaSzvLSeMSRXMLqVdHU8MrKSCPegD59/a2/a68C+Kv2A/jh4o8L+JtF8Taf4d0LV9FuJtMuFu4xqP2QolqGTKtI0k0KAKTlpAOtesfsr/Di7+Dv7NHw98JX2w3nhfwzpuk3BU5XzILWOJsf8CQ185fsdfsZ6Dqvh/47+DfE3gSTSvBc3xebWdE0s202l2VzBaQaZLaTQLHsEkCz24wBmNjCVIIBFfZIXHb9KAQv5UflSYoxQUed/tdf8mu/ET/ALFy/wD/AEQ9U/2LP+TUfh9/2BLb/wBAq5+11/ya78RP+xcv/wD0Q9U/2LP+TUfh9/2BLb/0CvmP+agj/wBeX/6Wju/5gf8At9f+knqP5UUmKK+nZwIK+b/+CrH/ACZzrP8A1+Wn/o9K+kM183/8FWP+TOdZ/wCvy0/9HpXgcVf8ifE/4Gd2W/73T9UfQ2jf8g6P6Vaqrox/4l0f0q1mvaofw4+iOJ7hRRmjNagFFGa4D4w/tI+Hvgh4z8B6DrX237d8RtaOg6R5EIkQXIt5bj96c/ImyF/mwecUCO/ooRiwozQMKKM0E4FABRXm+i/tPaLrn7UmufCWOy1RfEXh/wAOWnie4umjj+wvbXM80CIjh95kDQOSCgXBXDHJx6RmgQUUZozQMUdK+av+CiH/ACEfg1/2UDT/AOZr6VB4r5q/4KIf8hH4Nf8AZQNP/ma+c4s/5FVX/t3/ANKiduWf71H5/kz6Ri6t9afJ/qj9DTIurfWnyf6o/Q19D2OA/LH9uC4mg/a48YPDI0TRX0bKyttKkRRnIPrX01+w3+3MnjmK18I+K7pV1mMbLS+mYKt8oHCMe0g9/ve5zXzL+3IP+Mr/ABpwf+PxP/RMdeURXkljMskLMkqsGVgcFSOhFfybh+KMXknEGIr4fWLqT5o9JLmf49n09DzPa+zqSfmftKrK4zRkA18l/sN/tzL4ztrTwn4uudutqojs7xyAL4DorH/npjv/ABYPevrNW8z5q/prIs8wua4WOLwjvF7rqn2a7/mejGfMroWijNGa9o0Bvu186aN/ylL1b/sni/8ApdFX0Wx+WvnTRv8AlKXq3/ZPF/8AS6KvmeIviwn/AF+h+TOzA/8AL3/A/wA0fRdFGaM19McKCijNGaCgoozRmgAoozRmgAoozRmgAoozRmgAoozRmgAbpXzB+zD/AMpAPjx9NN/9Emvp9jxXzB+zD/ykA+PH003/ANEmvm89/wB8wH/X1/8Apuod2D/hVv8AD/7dE+n6+Pf25tevPC/x803UNPuJba7trCJkdCQVO+T/ADjvX2FmvjP/AIKAf8lms/8AsHR/+hSV+d+PVadLhV1abalGpTaa0ad90+jXQ4ontX7M37T1n8YNMSxvGjtdct1AkiY488dN6/1Hb8q9iBr8x9D1688L6zFqFhcPbXVuwZJEOGH0NfbP7NX7T1l8XdJSxvGS3163QGWLoJh/eX6+navH8JfFyGcxWUZrJRxMdIyeiqJaf+Bd113QrdT1/IzRQP8A9VGa/oAQVxP7TH/Jufj7/sXNQ/8ASaSu2zXE/tMH/jHPx9/2Lmof+k0lcWZf7pV/wy/JmtH+LD1X5nK/sA/8mdeA/wDsHn/0Y9ewV4/+wCf+MOvAf/YPP/ox69gzXHw7/wAirDf9e4f+ko2x3+81P8T/ADA15n+2L/ybZ4s/68W/mK9MJrzP9sX/AJNs8Wf9eLfzFa55/wAi6v8A4Jf+ks8+t8L9DwX/AIKP/tvfEj9keP4TaT8M/DfhnxNq3jSHWLi5ttX8/dJb6XpUmoyRW/lMMTyRwyIm4Fd5TIwSR3H7Q/7cT+C/hZ8DfF3gmPTdX0f4w+NfD2gpNeRSfJp+pq7+dGFZSJQgUjdkc9DxXCftfRib/goP+xErfdbVfFAIPf8A4pq5P9K+aviWrfAvxJ4B+AFzI5j+F/7SPhTU/DRfKiTw9qs95dWkcYY5K20v2m1yPlAt0AxwB6FH4I+hSPqL43ftOfHvXP289a+D/wAJLX4Rw2eg+DNP8U3N54vg1B5ZGubu5tzGn2WQDA8gHlR9489K5vxX+1h4u+Inw/8Aix8K/ij4f0Hw38S/AkGjanI2h3slzpevadd3QEV5a+ciSookhkjdHBKMANxyK6bwG2P+C4XxK6f8ke0H/wBO2o14f+1vYXniT/gq/wDFHV9Pl8zRfC/wQ0LRNYCfdS/ufEz3VurejeRHKQDzhq8viD/kV4j/AAS/9JYqnwP0P0ms/wDj0i/3B/KpKjsz/okf+4P5VJmvVp/CjRBRRmjNWM5r4weGf+Et+G2sWS/NLJbs8f8Avr8yj8xXyt8FPEw8LfFXSbjcVie4+zuTwNshKfpkfpX2ZcBWhYN90ggivin4leHz4Q+IerWIHli0u3MWDjC7tyEfhj8q/m3xzw08Dj8t4io6OnLlb+akvwUl8z9G4FqRr0MRl0/tK6+6z/Q+1ojuB+tOrF+H/iD/AISjwjpuoBg32y2SQ8fxbRn8jmtrNf0XhcRDEUYV6e0kmvRq5+dzpypydOW6dvuCvHf2t/8Aj7+Gn/Y66f8A+z17FmvHf2t/+Pv4af8AY66f/wCz15nEX/IuqfL/ANKRhU2PH/2o/wDgq1/wzF/wUP8ACPwTvPAzajoPiDQ9P13VvFn9sLbx+Hob3VX0uJpLdoSHQXP2dWczIFE5ODtwfZPid+1FJ8Ov2s/hP8Lxov2xfihp+u3w1I3Xl/2b/ZiWjlfK2HzPM+14zvXb5fRs8fIP7TvwE0r9qP8A4LieNPh1rhkXS/GX7Ks+mzSIBvgMniYhJV7b42w6k9CoqP4LfHvUfj9+2F+xneeIjHH438NaJ8QvC/i21B+e01iwj0m3ulYfw72j81QeqSoehFe0XqepfDb/AIKHfGr4/wDjT4o2vw7+AvhfxBofwv8AHWpeB7i91D4i/wBmXN/cWRjLOkH9nSKoZJoyAZSMkjPGa1vh7+1lY/tdz/DvV4tH1Dwxr3h3xjqPh7xJoF+yPdaHqdtBIJbd3T5XGGR1deGSRT6gYf8AwRqP+n/ta/8AZxvir/0TYV57+yxcx6p+238aLyzZZLBvjnc225Pu/aIvD9mk4+obAI9RXicQf7m/8VP/ANOQMau33fmfoselFB6UZr2zZHnP7Xv/ACat8Rv+xbv/AP0neqv7FP8AyaZ8Pv8AsCW//oNWv2vf+TVviN/2Ld//AOk71V/Yp/5NM+H3/YEt/wD0GvmZf8lAv+vL/wDS0ehD/cP+3/0Pnz9uu4ktPjxHNDI0U0NlC6OpwVIZiDXqn7KH7Vcfjqzg0HxBOsOrwrsgnkYAXgH/ALP/AD/OvKP28v8AkuA/68Iv/Qnrxi3uJrSdJIZWhljYMrqdpUjkc1/HmacfY/hbj3H4nDPmpyqvnh0ktPua6Pp10OS10fp6CCOv5UV4D+yn+1fD48tYfD+vzLFrUWEhmbhbsZx1/vfzr34H/OK/snhnibAZ9gI5hl8+aEt11i+sWujX/BWhAU2TpTs02TpX0HQmR8t/8Etzt+GfxEJ/6HS+/wDRcVenfsVOp+A1r83/ADEL3/0oevL/APgl0jS/DL4iouAzeNL8AnsfLirqvhx8Kfi98MNB/snSNU8FNYxSyyR/a4rhnG92c5IwO/pX57kcqlLC4LExpynFQqJ8qva8otdV2Z2Zt/vsn/WyNL/goN+zHqH7Y/7KuvfDzTNTtNHvNX1DSbxbu5iaSKNbPVLS9YELzlltyo7AsCeAa9oijUr8w+b9a8m/sr45f9BL4df9+Ln/ABo/sr45f9BL4df9+Ln/ABr6j+2f+nFT/wAB/wCCcHP5M9L8VsP+EZ1Ln/l2k/8AQTXFfsjHd+zZ4NPb+zU5H1NYGpeGvjdqen3FvJqXw82ToUJEFzkAjBruvgR4CvPhh8IPD+gahNb3F5pNmtvLLDny5GGckZ5x9a58NVqYjMo1/ZShGMJK8lbVyi+77MhXctjrKKM0Zr6K1tDcbcIssLK3zKwwQR2r4k8X6S3gXx1qFnGWEmm3bbOOgVgyfoFr7dcb0K/3hivlv9rrw0ND+Jkd4ihY9UthIzY6uh2H9Nv5V+D+P2VyqZLSzGl8VGa17Ken/pXKfd8AYpQxs8PLacfxWv5XPo7wbra+IfDOn6gh+W8t0lxnoSOn+fStY15f+yb4kGufCyO3Y5l02d4CD2BJYfz/AEr1DNfrXC+aRzLKcPj4u/tIRfzsr/jc+TzPCvDYypQf2ZNf5fgeS/HZ1X45/CkZ/wCYjdf+kz160SB1rxn9pq8utC+Ivw/1iPS9Y1S10q+nedNOsmuXQNCygkKPU1oL+1fY4/5E/wCIh/7l+aubD5lhsLjMTDETUW5Jq/VckFf77o8nmtJ3PB/+CzfwBvP2k/C37O/h2PwvrXivQx8bdBuPEcGnW08v2TSvs1/HcTzPD80MKiRQ0pKhd4+YEivZv2eP+CfPwX/ZN8SX2ufD/wAB6XoOuX1ubWXUfNmu7zySQxiWWd3dELKpKqQCVBIOBWl/w1fY/wDQnfET/wAJ+aj/AIavsf8AoTviJ/4T81eh/rBl3/P1feV7SPc+I/h7N4+/ZV/YC8WfssQ/BX4peIvFVvaeIPDXhfVtL0tZvD+r2l9cXJtLyW/MnlWyrHdqZEmIf90+Ax4r0D4/fBL4Y/D74Q/CTwT8UPgX8T/idqngPwhpul2fiXwXoN3fSWMsMaQPClzZSx3cZ3ReZ0CAFWJzxX05/wANX2P/AEJ3xE/8J+aj/hq+x/6E74if+E/NS/1gy7/n6vvD2ke58S/s7/Bj4zW/xZ/ZJ1Dx1o/j68tfD/jjxvfQPrpbUtU8MaDPpN3FpcOq3aF088hkTdI5JZkTJYYr2b4Z6/4i/Z4/4Kb/ABoj1b4f/EDUtF+M154fu9C8Q6PorX2kQLa6dHZXAu51bbalJFLfvANyZK7q90/4avsf+hO+In/hPzUf8NX2P/QnfET/AMJ+an/rBl3/AD9X3h7SPc+K/wBnb9k7xl4p/wCDeNvAd7oPiTw78RNHGu+INI0y702W31KPUbPxFe6nYL5EihwZmig2/LlkmBGcitfwH8BvGn7eP7Nn7XHiy+8MeJfh74o+O1nH4b8PaN4m0+bS7m2trDSkht2kjlUSRpLeT3ZzjG1gfWvr3/hq+x/6E74if+E/NR/w1fY/9Cd8RP8Awn5qX+sGXf8AP1feHtI9z5P/AGFfBvgFPil4JTUv2f8A9oHRfiZ4cthBPqvjL+1tY0bw7ci2ZJntb6+u5bco21kV7XJKygYGTt/QXev96vKv+Gr7H/oTviJ/4T81H/DV9j/0J3xE/wDCfmp/6wZd/wA/V94e0Xch+PbD/hdXwq/7Clx/6TSV5j+w7/ydV+0J/wBh2L/0ZdV1HiX4jzfF/wCMvgB7Hwv4us4dJv55bie/0uS3jjUwMo5YY6muX/Ye/wCTrP2hf+w7F/6HdV8j7enXzenVpO8XWdn3/cJHoYHWjXfkvzR9UH/Wj6V4r+3l/wAkSOP+f2L+te1H/Wj6V4r+3j/yRM/9fkX9a7/Ej/klsf8A9ep/kccdz56/Zw/aPvPgvrS20zTT6BdNiaHPzQk/xr9PTvX3F4b8SWXi3R7e+sLiO6tbhA8ckZyrCvzOPSvUP2b/ANpK8+C2sJb3DyXWhXT5mhHzG3J/jXP8u9fy34P+ME8pnHKM3lfDN2jL/n229u/J/wCk+mhpKJ949f8A9VJVHw54ks/FmiW1/Y3Edxa3SCSORDkMDV88Gv7Wo1YVIKdNpp6prVNd7kB2r5a/4KT/APIV+Dv/AGO9p/Na+pc8V8tf8FJ/+Qr8Hf8Asd7T+a185xj/AMiir6x/9Lid+U/73H5/kz6jXqfrS0i9T9aXNfTx2OAKKM0ZoGFB6UZozQBwP7Qv7OXhb9pvwZb6D4tsrq9063vIr6MW95LaSRzR52OHjZWBG49/5CvLB/wSs+EqrjyfHHTH/I4an/8AH6+kc0ZrhxGW4WtPnqwTfdo9jBcQ5pg6X1fC4icIXvZSaV3u7Lqz5t/4dW/CX/nj46/8LHU//j9H/Dq74S/88fHX/hY6n/8AH6+ks0ZrL+xsD/z6j9x1f64Z7/0GVP8AwNnzb/w6u+Ev/PHx1/4WOp//AB+j/h1X8I/+eHjj/wALDU//AI/X0lmjNH9jYH/n1H7g/wBcM9/6DKn/AIGz5t/4dW/CX/nj46/8LHU//j9H/Dq74S/88fHX/hY6n/8AH6+ks0Zo/sbA/wDPqP3B/rhnv/QZU/8AA2fNv/Dq74S/88fHX/hY6n/8fo/4dXfCX/nj46/8LHU//j9fSWaM0f2Ngf8An1H7g/1wz3/oMqf+Bs+bf+HV3wl/54+Ov/Cx1P8A+P0H/glb8JT/AMsfHX/hYan/APH6+ks0Zo/sbA/8+o/cH+uGe/8AQZU/8DZ866H/AMEv/hP4f8T6LrUNj4qur/w/fwanYi98T6hdQw3ELBo5DHJMyEqR0II7dDX0NGCkXQ5z6VJmjNdWHwdGgmqMVG+9jy8wzXHY9xljasqjirLmbdr6u1+7CijNGa6ThCijNGaAPm3/AIKu/wDJol5/2FLP/wBDNfQ/h7/kBWf/AFwT/wBBFfPH/BV0/wDGIl5/2FLP/wBDNfQ/h4/8SKz/AOuCf+givmcH/wAjzE/9e6X51Durf7nT/wAUv/bTD+Mv/JLPEX/YMuf/AEWa/PHQdev/AArr0Gpabcva3lu26N1OCT7/AP16/Q74y/8AJLPEX/YMuf8A0Wa/OY9a/mv6S2IqUMyy6tRbjKMZtNaNNSjqjiifdH7Nv7Sdl8Z9FW3uGW11u1UefAWH7wf319Qf0r1gEZPNfmVoXiHUPCetW2oabcSW13bsGV0bHQ5wfr/Kvt39mz9pSy+Muhrb3DLb65bIPPhI+/8A7S+38q++8IfF2nntKOV5rJRxUVo9lUXdf3u667omStsesUUitn06elLmv3wArwX/AIKcf8mS+M/rY/8ApfbV71mvBf8Agpwf+MJfGf1sf/S+2r5/ir/kS4v/AK9T/wDSWduW/wC90v8AFH80ewfDX/knWg/9g63/APRa1tVi/DU/8W60H/sHW/8A6LWtrNezhf4MPRfkctT4mFFGaM1uSFFGaM0AFFGaM0AFFGaM0AFFGaM0AFFGaM0AFFGaM0AFFGaM0AFBANGaM0ACoqDiijNGaACijNGaAPO/2uv+TXfiJ/2Ll/8A+iHqn+xZ/wAmo/D7/sCW3/oFXP2uv+TXfiJ/2Ll//wCiHqn+xZ/yaj8Pv+wJbf8AoFfMf81BH/ry/wD0tHd/zA/9vr/0k9QoozRX1DOBC49q+bv+CrH/ACZzrX/X7af+j0r6Qr5v/wCCrH/JnOs/9ftp/wCj0r5/ir/kT4n/AAM7ct/3un6o+htF/wCQdHx2q3j2qpo3/IOj+lWq9qh/Dj6I43uLj2ox7UlFagLj2r5G/wCCko/4yZ/ZB4/5qo//AKZtQr64r5p/4KG/s2fEr45a98H/ABF8L28FNr/wv8XHxG1v4pvbm0s7pDY3NtsD28Ez7szg8gDAPPYhLNL/AIKb/tA+Jv2cv2Vr7U/BT2dt4y8RaxpfhXQ7q6j8yGxu9RvYbRbhkPD+UJWkCnhigB4JrwDWJPit+yL/AMFMv2W/AF78b/H3xE8N/GBPFJ8RWXiG10wQmTTtKW4haD7PaxPGDLJuK72ACKPWu9+Mf7NP7Qf7aHwL8S+D/iY/wj8EX8Fxp2teE9X8I6hqGqPZ6rZXkd1E9xHdW8AMOYlU7CWwzcVjWv7Evx9+K/7c37P/AMaviV4o+GrL8Jl1y2vNA0CK8jt4Uv8ATmtfPt5ZlLzSySFWdZBEsaIiqXYMzAHGfsw+G/j1+2vcfH66/wCGgPEfgnTPBPxV8UeGvCtvpGlWUk0f2W6KwreS3EMpkto18pUijEbEeYXdyy7a+lf8FAfHf7Vn7Pf7Hfh3QNem8DeOv2lRePrGvWdlBNPY2ek2bzak9qkqvEks0iRhCyOqLIflJFfTX7B/7L/iL9lrSPi3Dr11pN4/jz4oeIfG1gdPlkkWKz1C4EkMcu+NCsygfOF3KD91mHNeA/D/AP4JafEX4Tfsk/s12Xh7W/BcXxm/ZxmvZrC5u/tMuh6rFerNDd2jyKizxpLFIn7wRMyNGPlIoA0P2PfhVq3wb/4LCfEzRdY8deKviJcr8KdDnTVfEItftixtqV8BFm2hhQqpViCU3ZcgkgDH3cg+Qcdq+Uf2XP2R/it4E/bj8b/GH4keKPCmuv4y8I6focdnotrLbppEtvdXMpt41dcvAqSoRK8hkkkaUlY02IPq5cbR1/KgELj2ox7UlFBQ7HHSvmn/AIKIf8hH4Nf9lA0/+Zr6VHSvmr/goh/yEfg1/wBlA0/+Zr5ziz/kVVf+3f8A0qJ25Z/vUfn+TPpKHq31p0v+qP0NMi6t9afJ/qj9DX0PY4D8sf25P+Tr/GnP/L4n/omOvJ8c9RXrH7cef+Gr/Gn/AF+J/wCiY68o+b2r+JeIf+Rrif8Ar5P/ANKZ5NX436iwXTWNwsyOyyRncrKcMp7EH2r7v/YV/bmXx9DbeFfFlwsOrouyzvJGCregdEb0kH6+x6/BzLu9KfBNJazxyRyNG0bB1ZTgoRzkehHUHrmu7hfirFZHilXoaxfxR6SX+fZ9PQKVSUJeR+0KOtxGrLT8e1fJX7DP7dUfjyO38JeKrpV1iFQlnevhVvVHG1j2kHr/ABfUGvrKKVZl3K24e1f1pkeeYXNcKsXhJXT3XWL6pruepTqRkrxHMPl6V86aN/ylL1b/ALJ4v/pdFX0Wfu186aN/ylL1b/sni/8ApdFXHxF8eE/6/Q/JnoYHar/gf6H0Zj2ox7UlFfTHChce1GPakooKFx7UY9qSvz//AG5/+CivxK/Zj/4Kd+HfCenz6Mfg3oPgjTfGHjaKazDXsNrda1NpMtzHLnIWBpLaVlA+5HKaBH6A49qMe1eD/GP9oDxD4N/bs+B/gDT5rVfDfj3RfE+oaqrQBpZJLBNNNv5b9VH+lS7hjnI9K+dP2YPit+01+2h4x+Ol94f+L/gzwdo/w0+K+v8AgPTdLuvAa6k0sFjJG0TyzC6ibJSZVOBn5M55OAVz9A8e1GPavz68c/8ABSv4ka3/AME09e8ZaefD3hj4veDPiDB8NfERisze6Xbaims29hcSwxyMGaNop1lVWbKlgpJxk9p4++K/x9/Yk+IXwzvfH3j7wZ8U/BPxA8YWPgq8gt/Cp0DUtJuL5mjtbmJ1uJUkQShVdHUHDAg5zQFz7Rx7UY9qQf54ooKFx7UY9qSigAYfL0r5g/Zh/wCUgHx4+mm/+iTX0+3SvmD9mH/lIB8ePppv/ok183nv++YD/r6//TdQ7sH/AAq3+H/26J9QY9q+Mv8AgoB/yWaz/wCwdH/6FJX2ZXxn/wAFAP8Aks1n/wBg6P8A9Ckr83+kB/ySM/8Ar5T/ADOKO54UBy31qzout3XhrWbe/sZngurV98bIcHI/z0qsvVvrSkZr+EI1p0cR7Wm2pRd01o0090+5XQ+4v2af2nLL4waOlneslrrluoWSPPyz/wC0v9R29+teuAiRR6da/MnRtYuvDOrW+oafcSWt5auHjkQ8qf8APbvX21+zJ+0vZ/GHRUsrx47bW7VR5kZOPPH99f6jtX9seEPi9TzqEcqzWSjiUvdeyqJf+3d113RDiz1/HtXEftMf8m5+Pv8AsXNQ/wDSaSu2zx1riP2lxj9nLx9/2Lmof+k0lfuuZf7nV/wy/Jl0f4sfVfmct+wD/wAmdeA+P+Yef/Rj17Dj2rx79gH/AJM68B/9g8/+jHr2CuTh3/kVYb/r3D/0lG+O/wB5qf4n+YEe1eZ/tinH7NvizjP+hNx+Ir0ysD4meALX4o+CNS0C/kmjs9TiMMjQkLIqnHIJBGeD1FdeaUJV8HVow3lFpfNNHDOLaaRw3jL9mvQfi78UvhP491K51SDWvhTJeXmkRW8sa2073ti9nN56sjMwEchK7GQhgCSRweR/aX/4Jw+Av2p/2jPhp8Udd1DxJpvij4X3kF5YHS7uKG31HybhLmKO7R4nMiJKpIClCPMfB5rqI/2VbiJFVfiN8RlVQAAt/EAAOmB5dB/ZWuSf+SkfEj/wYxf/ABuuGnjcdGKj9Wf/AIHH/Mnml2/I4X9oL/gmvpfx1/aJuPifZfFb4wfDrxNeaHb+H7n/AIQ/WbSxhubWCWWZA4ltJWY75nP3sdOBjnB8ffseeD/2Sf2U/HA0GbW9Y17xRd2N3r3iLX9RfUdY16dLiNUkuJ2xnapIVEVUQEhVANesf8Mq3P8A0Uj4kf8Agxi/+N1S139jeLxPp7WOp+OvHmpWEzKZbe6vIpI5NrBhkeX6qDXLmFXH4nC1MOsO05xavzx0urGc+dxaS/I9lsCTax/L/AP5Cp8e1RWsH2eCNNzNtULkjrUlfSQ0ikdCFx7UY9qSiqKGvH5gr5n/AGwfDR0n4hWt8qjy9Ut+vcuhw3/jpX9a+msAGvIf2xvD39pfD22vlUmTTblTkD+F/kP6lfyr8y8XsneYcL4hRV5U7TX/AG69f/Jbn0vB+M+r5rTb2l7r+e342Jv2P/Eh1r4aNZsf3ml3DxEf7LHcv5cj8K9Zx7V8zfsb+JG0zxvfac7BY7+3Lj3eNhj/AMdL19Lp90Zq/CPOP7R4Wws5O8oJwf8A267L8LE8XYRYfNaqW0mpL57/AI3HY9q8c/a54n+Gn/Y7af8A+z17FXD/ABw+DrfGHStLhXVLrSLjRtQj1K2uII1dkmjDbDhuDgnODkcV9pnmHq18DUpUVeTSsttmn19D5iom1ocq37H+in9vFvj5/a2pf8JAfAf/AAgH9m5QWf2X+0ft/nfd3+b5ny/e27e2ea4fQf8Agmd4V8Mft+TfHyw8S+ILfUJjdzt4dDwnSVu7uztrS5uVGzzFkljs7Yth8Fogcda9CPwK8Ysct8Vdfyf+nC0/+Io/4UT4w/6Krr//AIAWn/xFR/aGL/6BZ/8AgUP/AJMz55fy/l/meL6H/wAEutd+HXjT4gal4F/aE+JvgXTviR4rvvGGqaXplho80KXt4V80pJcWksowscaj5v4AetbXhn9l/wAM/siWvwl8I+GW1C5h/wCEivdQv9R1K5+06jrN7NDK895cy4HmTSNySABwAAAAK9PHwL8Yr/zVbX//AAAtP/iKTTv2cdUm8Z6LrGt+OdX8QDQZnuLe2mtoIk3sjJkmNQf4u9cOY1MZiqPsY4aUbyg7uULJKUW9pN7LsJuUtLfl/mesHpS49qaq8fMe9LX0yN0edfte/wDJq3xG/wCxcv8A/wBJ3qp+xT/yaZ8Pv+wJb/8AoNWv2vf+TVviN/2Ld/8A+k71V/Yp/wCTTPh9/wBgS3/9Br5qf/JQL/ry/wD0tHoQ/wBx/wC3/wBD55/by/5LgP8Arwi/9CevFa9q/by/5LgP+vCL/wBCevFa/gHxU/5K7MP+vjOVbD7a5ksrhJoWaOWNgysDggjpX19+yj+1ZH46t4fD/iCRYdahQLDOxCi7A/H72Pzr4+qS2upLO6jnido5oiGR1OGUjoRWfAHH+P4Wx/1nDe9TlbnhfSS/SS6Pp1ugaufp4pyOlJJ0rwL9lD9q6P4gQx6Br8yxaxGNsEzYAugPyw3t36174xylf6D8M8T4DPsvjmGXz5oS6dYvqmujX/DGMtD5e/4JYHb8N/iF/wBjtff+i4a93g+Lum3Q3x2uqSLkgMlm7Djr0FeD/wDBLMZ+G/xD/wCx1vv/AEXDXvXwbUf8IRCf+m03/oxq+SyvFY90cDgMFVVPnhVk248/wSgkrXX87Pax0KftqtSavZxW9t1/wB3/AAtWx/58tY/8F8v+FH/C1bH/AJ8tY/8ABfL/AIV0V7qFvptpNcXE8dvBboZJZJGCpGoGSzE8AAc5NeZ/D39uP4LfFzxfH4f8K/Fr4b+JNeuCyxadpniSzurqYgEkLGkhZsAEnAPANfR/2bn3/QdH/wAEr/5Yef7Sh/I//Av+AdT/AMLXsNu77Fq+OpzYyDH5it/QtYh8Q6Nb3tvu8m4QOm5dpwfanaigOnTdf9W38jWP8KePhzpP/XEVjgsRmVDOIYHGVo1IzpzmrQ5GnGUF/NK6amypxpSo+0hGzTS3vun5eR0OPajHtSUV9jucguPavGv2yvDn2/wTY6gqZbT7jaxA6K4x/wChBa9kY4Fcz8WvDX/CWfDrWLEgs0tszJgc7lBZf1Ar5XjfJ1mmRYrA2u5QdvVar8Uj08lxf1XH0q/Zq/o9H+B4r+xt4nGneKdS0lt2L6BbiMehjwp/Ehh+VfSC/Mo+Xt2r4x+C3iNfC3xV0W6ZtqtOIZCTwI3GCfzwfwr7Ni/1a564r878Bs4+tcPPCSfvUJuPyfvL82fR8eYP2WYqstpxT+a0f6HGfFLxbqnh/WdHstJWzNxqkjIPtKsVGAPQ8daiSP4g4/5lj8paZ8T1B+I/g7/r4k/kK7tOc/WvTw+U4jOc8zJVsbXpxo1IRjGnU5YpOjTk9LPVuTPnp1Y0aFK0ItyTbbV+rOI8v4gevhf8paPL+IHr4X/KWu4rwv8AaM/bdh+DHxg0j4ceGfA/i74m/EbWdLfXI9D0JrOD7HYJKITc3FxdTQwwxtIdi5YszAgCvb/1A/6mOL/8Hf8A2pz/AF7/AKdw+47zy/iB6+F/ylo8v4gevhf8pa5rw5+1Ncad8EPFnjj4ieA/F/wts/BdtcXupWurtZX0jW0EPnSTwtY3FwsiBQw6hiVPy9CfS/B3i2w8d+EdK1zTZmn03WbOG+tZGQoZIpUDoSpwRlWBwRkUf6gf9THF/wDg7/7UPr3/AE7h9xzPl/ED18L/AJS0eX8QPXwv+UtdtJIFRsH5gOM14r/wTu/bHh/b7/Y88IfFqHQZPC8Pi37YU0x7wXjWwt72e15lCIG3GAt90Y3Y5xmj/UD/AKmOL/8AB3/2ofXv+ncPuO08v4gevhf8paPL+IHr4X/KWuT+L37WqfCf9rr4N/CmTQ5LyT4vW+uzxakt0EXTDpdvBOwMWw+Z5gmwCGXbt6HNexCVQPmbn0NH+oH/AFMcX/4O/wDtQ+vf9O4fccT5fxA9fC/5S0eX8QPXwv8AlLXcAgiij/UD/qY4v/wd/wDah9e/6dw+485m8VeKtA8UaVZ6sNFMOpSmPNssm4YA9T7j1rxn9hxs/tWftDf9h6L/ANDuq9w+KQ/4rvwj/wBfT/yWvD/2Gxj9qv8AaG/7DsP/AKFc18nw99ZoZ9Wy6tXqVo0cQlF1Jc0kpYWE2r2Wl5M9SfK8G6kYqLlDW3lOx9Vf8tV+leK/t4/8kTP/AF+Rf1r2o/60fSvFf28f+SJn/r8i/rX23iR/yS2P/wCvU/yPnY7nxXRiiiv80TY9Q/Zw/aQvvgtrKw3TPdaBO/76EnLQn++np9O9fcHhfxRZeL9Fh1DT5o7i1uVDxyIchgf84r8z9uDmvUf2bv2kr74K6ytpcNJdaDcvmaHqYCf41/TI71/RXhB4wPKJxyfOJN4Z2UZPX2b8/wC5/wCk+m0yjc+8AMLXy1/wUn/5Cvwd/wCx3tP5rX0p4c8TWfivRLfULG4W4tbhA6SL0IPNfNf/AAUn51T4O/8AY8Wn/stf1hxXUjUyapOm00+RprZrnjsdmU/73H5/kz6kXqfrS49qavU/Wlr6qOxwC49qMe1JRQMXHtRj2pKKAFx7UY9qSigBce1GPakoyM9aBC49qMe1M8wH/wDXSNKFHVR+NS5LuI/Jj/goF4w1jTv2w/G0FvqupW8MdzEFjjuWVVzDF0ANfav/AASi1O61f9k23mu7ie6m/tS6G+Vy7YGzjJr4X/4KGt/xmV46bPym5iIPr+5j/wAP0r7f/wCCSsqp+yLbbmA/4mt11+q1/PfAuIk+MsWpN2vU3enxI+4zqmllNJpfy/kfT+PajHtTPM+n50LKrH73Pp6V/QnMj4cfj2ox7UlFUMXHtRj2pKKBi49qMe1JRQAuPajHtSUUAfNv/BV3/k0S84/5iln/AOhmvofw7/yAbPj/AJYJ/wCgivnj/gq7/wAmiXn/AGFLP/0M19D+Hv8AkBWf/XBP/QRXzOD/AOR5if8Ar3S/Ood1b/c6f+KX/tph/GX/AJJZ4i/7Blz/AOizX5zHrX6M/GX/AJJZ4i/7Blz/AOizX5zHrX8yfSe/33Af4J/nE4oBmregeKNQ8Fa7bappsz291avuV17n0NVKM/KR2NfzFhsRUoVY1qTcZRd01o011T6Fn3T+zX+0pY/GnQljuPLtdbtl2zwbsbunzL7H07V6qp4+71PrX5m+G/EN74O1q31HTJnt7y3YMjKcZ9c+oPfPWvuD9m39o6x+NGhLBOy2uuWoxPBn7/8AtL7H07V/cXhF4u08+pxyvNXy4qOieyqJdv7y6rruupm422PVce1eCf8ABTj/AJMl8Z/Wx/8AS+2r3qvBf+CnH/JkvjP62P8A6X21frnFX/Ilxf8A16n/AOks7Mt/3ul/ij+aPYPhqP8Ai3Wg8f8AMOt//Ra1t49qxPhr/wAk60H/ALB1v/6LWtqvZwv8GHovyOWp8TFx7UY9qSityRce1GPakoOBQIXHtRj2pMj1oyPWjUBce1GPakyPWjI9aNQFx7UY9qTI9aMj1o1AXHtRj2pMj1oyPWjUBce1GPakyPWjI9aNQFx7UY9qTI9aMj1o1AXHtRj2pMj1oyPWgBce1GPakxj/APVRQAuPajHtSUUDPO/2uv8Ak134if8AYuX/AP6Ieqf7Fn/JqPw+/wCwJbf+gVc/a6/5Nd+In/YuX/8A6Ieqf7Fn/JqPw+/7Alt/6BXzH/NQR/68v/0tHd/zA/8Ab6/9JPUce1FJRX07OBBivm//AIKsf8mc6z/1+Wn/AKPSvpHHtXzd/wAFWP8AkznWv+v20/8AR6V4HFX/ACJ8T/gZ25b/AL3T9UfQ2jf8g6P6VaxVXRf+QdHx2ryX9vb9ra1/Yc/Zq1P4kX2iXPiCz0m/0+zlsreQpK4u7yG13rhHZinnb9irltuBgmvaofw4+iON7nsmKMV8u+B/+CimpS/HXwb4P8dfCHxt8N9L+JjTReD9a1a5tpk1KeKJpjbXUMTs9jO8SlkjlJLbWU7WBFc/+zj/AMFVD+0f+0N4y+Huk/CTxtHH8P8AxrrHhTWvEgKtoOmwadhTdyXLhB5ksg2rbIHkVcOzBSK1JufYWKHO1c5FfF4/4K6yp4Fh+KEvwd8aR/s/zzqiePGvrQSC3acQLqDabv8AtAstxDeb97Yd5jC16N8eP25tS8F/He3+GHw5+HGsfFbxumjReItTt7XVLXS7DRrCSZoomnup22+bKyP5cSqSwQklRzQFz6A0fWrTXIJHtLy1vBBK0ErQSB1jkXhkOM4YHgg8irWK/N39iD9rOT9mv9mv4oeL9Y8I3T3Xif8AaY1jQJ9JkvY0n0q41LWYrdt8ieZG5gaQ5CEhipww4NfYnxu/aot/hB+038GfhrJos99cfGG51i2gvluRHHpp0+wa9Yum0l96qVGCMHB5HQA9exRivl+4/b88UePPjX4o8L/C34OeIPiLpHgHVn0HxH4g/tuy0i0ttQSNXktrZLh91y8e9A/3FUtjLV5R8JP2p/jtc/8ABUT42+FU+Fmoa54VsU8MW4hl8bW6Wvh2ykk1FDqcMJUhmuo18xoU2yD7MqsSSMAcx974oxXwd8EP2yvBP7P3ws+Knijwz8Ob3S9Hj/aJ1Dwd4td9decG/utSgtLnW18xTtiaaaJvs6FQgJ2kd/Q/+CkP7WWg/C/Qtf8Ahv4g8F3XjTSPE3wx8X+JPEFtb6o1gY9J0+wUTQ7lUuGuGnEKupUpuLclQCBc+rsUYr81fiT+03488BeFP2Go/gv8M9U/4QXxRpNhc2Oir4zjtFv4W8PXLwaNO8ikuIIVjm8+XKu0KjG8gj6z+Dn7XWqeMf2ipPhb4u8FnwT4uHguz8YxW7asmoLPHLcS2tzCroigtbSrEGcEhhOhAGaA5j3gDivmr/goh/yEfg1/2UDT/wCZruv2W/2n4P2mta+Jg0/R5rHS/h/4vu/B0N/JceYusTWkcJuJo12qFRJpHh6tloW5HQcL/wAFEP8AkI/Br/soGn/zNfOcWf8AIqq/9u/+lRO7K/8Aeo/P8mfSMXVvrT5P9UfoabD1b606X/VH6Gvoexwn5Y/tyD/jK/xpwf8Aj8T/ANEx15Pgehr1j9uQ4/av8ac/8vif+iY68n3e9fxLxD/yNcT/ANfJ/wDpTPJq/G/UMD0NNkHy9xTi+O9ejfs2fs361+0j41j0/Tl8jT4WDXt7Ip8u3T+rEZwvr1wOa48DgcRjK8cPhouU5OyS/r7+xEYuT5UL+zF+zvrv7QfjiOz0pWs7G1ZZLzUSp22q+3q5wcAH3OAK/VHwxoX/AAjeg2tj9quLz7LEsXnTtuklwMbmPcnrWL8H/hBo/wAEfBFroWh2q29rD8zt1eeQ43SOe7HHX+nFdTj2r+sOB+D4ZHhWpvmqzs5O+nkl5Lvu/Q9OjRUI2E27U6186aN/ylL1b/sni/8ApdFX0Ww+XpXzpo3/AClL1b/sni/+l0VelxF8WE/6/Q/JnqYHar/gf6H0XijFLj2ox7V9McKExRilx7UY9qChMV8F/Fb4XaP8a/8Agup4s8H+IbWO+0LxP+zEdL1C3bpNBN4injdc9Rw3BHIIFfeuPauGb9nPwj/w0XJ8WBpGPH0nh1fCZ1T7VP8A8gxbk3Qg8rf5Q/fMW37N/OC2MCglnwP+y78T9Y8Y/tnfsu+E/FV5JfeOPhDpvxD8BeIbl85vp7FNDWG8BPLC5tWtp8kAkzGsn/gm6/7Qf/CX/tYJ8JV+DbaBJ+0L4v8AtEviyXUlvIrvzLYNsW3QxmMRiIjJBLFh0xX3RZfsJ/C7T/2rrj44Q+FIofileWR0+fWkvroebCY1i2mDzPILeWiLv8vdhRzxXSfA79mvwd+zi3i4+DtH/sn/AITrxJe+L9c/0qe4+3apd7PtFx+9dtm/y1+RNqDHCigD4T/bn/ZS1D9kD/gkJfeH49ZsvE3jjWviLoviTWtZntzbW+ra1e+JLOeWZkXLJFvZUABLBEHU17Hrv7L3x+/ah+KHw7m+MmufCfRfBfw98S2vi+PTfBsd9cXmr6haEtarLLdKqxxI53sEDMxAHHWvpL45fAXwx+0b4H/4Rvxhpf8AbGi/bbTUfs32ma3xPazpcQPuiZW+WWNG252nbggjIPXxxFD+AoCw5eR1FGKXHtRj2oGJijFLj2ox7UDEYcV8wfsw/wDKQD48fTTf/RJr6fYfL0r5g/Zh/wCUgHx4+mm/+iTXzee/75gP+vr/APTdQ7sH/Crf4f8A26J9P4r4z/4KAf8AJZrP/sHR/wDoUlfZuPavjL/goB/yWaz/AOwdH/6FJX5v9ID/AJJGf/Xyn+ZxR3PCl6t9aWkXq31pScV/BdX45erL6AelW/Dmp3+i63b3OlzTQ6hHIDGY/vZ7D8fSq8FvLcXMcMKNJNMQqKoySTX1v+yh+ykvhCCPxB4gt4n1KTEltCfm+zj+83+116dK++8O+CMy4hzJUME3BQacp6pQ7NP+bsiZdz174PalrWreArG48QW0dnqkiAyopzg+v19qoftLnP7OXj7/ALFzUP8A0mkrtwMD7tcT+0wMfs5ePv8AsXNQ/wDSaSv9DK1CVDLZ0ZScnGm1zPd2ju/NhQ/ix9V+Zyv7AP8AyZ14D/7B5/8ARj17BivH/wBgH/kzrwHx/wAw8/8Aox69hx7VHDv/ACKsN/17h/6Sjox3+81P8T/MRunWvN/2tvj1J+zJ+zt4u8dxaausSeF7Br0WTTeSLkggbN+Dtznrg16Qw9u9fPX/AAVZOP8Agnr8Vv8AsBS/zWvTxMnGjKUd0mbZLQhXzGhQqq8ZTimu6ckmtDlrL9qT9pzUbSOeH9m3Q2imUSR5+IlqDtIyM/uak/4aX/ai/wCja9B/8OLaf/Gq+k/BSY8Hab72kX/oAryT9pP9v7wb+y78S9B8G6tovj3xB4l8RadPqllp/hnw5caxO1tBIkckjJCCyqrSIMkfxCuWOFqtXdaX/kv+R6FTOsKpOKwNLTzq/wDy04f/AIaW/ai/6Nr0H/w4tp/8arkfjn/wUI+P37OHww1Lxh4u/Z70XTNA0nyhdXCeO4Llo/NmSFPkSEk5eRRx/Svdv2bv25vAn7UPiXVtA0P/AISPRvFWgwx3OoaB4j0S50XVLWCQkRzeRcIrNEzAgOm5c8ZzXm//AAWtTP8AwTX+In+9pn/p0tKzxFGrTpSqKrLRN68vT5HoZLjsFjMwoYSrgqSjUnGLs6t7OSTteq1fXsfU9vJ5sSsf4hmn4qOzTbbpx/CKlx7V6a2PjhMUYpce1GPamMTFcl8dPs6fCbXmuNpja0ZRn+/0T/x4iuux7V5Z+15q/wBg+FLW6/K15cxR891BLn/0H9RXzPGmOjg8gxmJntGnP8ml+J6OT0XWx9GnHrJfmeG/s+Rzv8Z/D/2dsFZ2Z/dPLbdX2FFuyQfU18zfsd6O1/8AEe6utvy2dkxz6MzKB+gP5V9NquB0r818A8DKjw06r2qVJNeiSj+jPpOPqynmagvsxS++7/UCK8X/AG1v2tbn9knwX4V1Cx8KXXjDUvF3iW08MWOmwXkdo73Fyspj+dxtGWjC84HzZzgV7Tj2r5M/4Kpw5k/Z2/2vjX4bH63Ffs2MqShRcouz/wCCeFw/hqWIzGlSrx5oNu61V7Ju2jT6dGjQX9sT48bef2W/EH4eMtL/AMaX/hsT48f9Gt+If/Cz0v8A+Kr6gX5Yh8pPFfNfxJ/4KofD/wCHfx48X/DeHwx8VvFnijwH9jGuReGPBt5rENh9rt1ubfc8KsBvibI9ww6g1n9Vrf8AP2X3R/8AkTb+2MF/0A0//Aq3/wAtKR/bF+PGf+TW/EP/AIWWl/8AxVR+Hf2+/H9j8ZvBXhXxx8D9W8D2/jjUZNMs9RuPEdleqsqW8k5Bjhy33Yzzx1Fewfs1/tVeCf2ufBd9rXgrUri7h0q+k0vUrS8s5rG/0u7jxvguLaZVlhkGQcOoyCCMivJ/234937Tn7Mx7/wDCaXv/AKa7msq1KtTjz+1b1Wlo9Wl2O7LsTgcZVeHlg4RvCbupVbpxhKSavUa3S3TR9ORNvjBbAPenYpq8t07n+dPx7V6Z8ijzj9r3/k1b4jf9i3f/APpO9Vf2Kf8Ak0z4ff8AYEt//Qat/te/8mrfEb/sXL//ANJ3qp+xT/yaZ8Pv+wJb/wDoNfMz/wCSgX/Xl/8ApaPQh/uP/b/6Hzz+3l/yXAf9eEX/AKE9eK17V+3l/wAlwH/XhF/6E9eK1/APip/yV2Yf9fGcq2CiirmgaBeeKNat9PsLeS6vLltscaDJY/5718HRo1K1RUqUXKTaSSV229EvV9AJPDGlahr3iOxtdJjnl1GSVRAsJw4Ocgg9sdc9sZr9DfhbpusaT4A0+3164ju9UjQiaRBgHk4+pAwCe5Ge9cT+zP8As02vwZ0cXl4kNxr10n72UEsIQcHYmR04GT3xXq78Cv7u8GPDfFcN4OWLx837asleF/diltfvLz6L3UZzlc+Xf+CWX/JN/iJ/2Ol9/wCi4a96+Df/ACI0P/Xab/0Y1eC/8Esv+SbfET/sdb7/ANFw1718GzjwPDx/y2m/9GNX0nD/APvWWv8A6dYj/wBLpHsZh8Vb/FH8meO/8FYfhB4s+PH7AnxC8LeCLGXV/EGoQ2UiadDOsMupQQ39tNc2yszKoMtvHNGASAd+O9cv+yf+1H+zv8V/H2h+F9F8IWPw1+JWnWrTWnhLxJ4O/wCEf1zTQiEOsIeIJJsQNk20jrtPXGa+kvir4/m+GXgHUdct/DniDxZNp6qw0rQ4opdQusuqkRLLJGhIDbiC44U4ycA/GfxX1rxR/wAFGP2j/gX/AGJ8Jfif8O9E+EvjZfF+t+JfF+lJo8wSC2njXT7SMyNJcLcvKiysuI1SPqx4H6ceIfc+of8AIPm/65t/I1jfCr/knWk/9cR/WtjUn26dNx/A38jWR8Khj4daT/1xFfJ4j/kpcP8A9eKv/pyidcf91l/iX5M38UYpce1GPavq47HOJikl/wBU3fg8etOx7VBf3i2FlNM/ypDG0jH0AGTSqSUYty2QJXeh8S/EPTU0Tx7rVpauqx2t7MI2X+E7yR+XSvs/wffyat4S0u6mUxy3FpFK6nqpZASK+K0STxt40WP5Wl1a9+bHQmR//r19w2NutrZQxovyxoFH0Ar+b/AaLqY3M8VS0pOUUl0veT/BNI/SOPJctHDUp/Ek7v5RX4s4f4n/APJR/B3/AF8SfyFd2g+99a4T4n/8lI8H/wDXxJ/IV3SH731r9R4S/wCR3nP/AF+p/wDqPSPhcZ/Ao+j/APSmOxXy7+1B+yf8R5P2s9L+OXwd8QeELXxrb+F/+EM1PR/FsFw2larpwu2vEKy2582GdJXchgrqQcEcV9RZryH9ofwH8a/Eniezuvhf8QPAvhXTY7Xy7qx8QeE5tYM8+4nzVlivLcoNu0bcNyCc84H6Cee5I+Vv2kf2iZv23v8Agnv+1J4K8aaXrXwz+J/wV0O9PiTRdF8QyNHIW0uW6s5luIghmsbqPcTFIo3BGV1wOc/xnYav+xP/AME3/hfp/gHx58QP+Eu+PWs+EPBthq/iDXrjXD4al1ERpJJaLcs6wIkPmhUQbQ2w4+Wvefhd/wAE520f4O/GvTPG3i5vFnjj9oBbiPxX4jtrAaeqxPZfYYILaDfJsit4eEVnYklsnnjn9W/4J4/ET4o/sfJ8MfHPxP8AD11rHhS40i88DeJNE8LvY3GgXWmSI9tczRvcyLPIfLQMEMQwXAwSCAm6OLf4aa5+x3/wUs/Zz8IaP8Vfi54q8PfEjTPFk2vWfizxRNrEN1LYWdo8EiLIMRENcSMVj2r90BQABXyj+wH8BfF2if8ABv3Z/GDQfjV8UPDeveA/DviLxJ4e0nS9RitdEsjYX+ozNDNbLFi8Wd4nLm4MmN4CbAOfuvwl+wF8Rta/bB+Gfxn+IvxW0/xRrngKz1fTjpWm6E+m6SkF7bRxKbaJp5Wjm3q7yyu7+aPKUKgiGfLPgz/wSN+Mvwv/AGObP9ndvjn4Vj+EohubG+k07wXLD4gubK6uZLi5hS6kvXijZzNKgkEJKqRgZFAXQeLPivP8ev26/wDgnT46uLf7LP4y8E+LddkgxtaFrrQ9MmK47YMmPwr518Lftuat+2F+zl4h+I3gv4p/Gq+/aE17WL1vBPg7wzb6guhaXBHqElvZQXFusP2CWJ4IlkmmuXYgSNhkIwP0U8dfsPQ67+1B+z7450XUrPRdD+BOl61pUGji0LteRX1lb2sSpIGAjWEW4ONrbgccY589+FH7CXxq/Ze0rUPB/wAKfjB4J0b4ayavfappen654Il1PUNDS7uZLqW3jmjvoUkjWaWQqXj3ANgk9aAufW2ifaDpNv8AajH9p8tfNCfdD4+bHtnNWsUy3jaJMNg/nT80FcyOD+Kf/I9eEf8Ar6k/kleH/sOf8nWftDf9h2H/ANCua9w+KJ3eO/CftdP/ACWvD/2Gzn9qv9ob/sOw/wDoVzX4vlf/ACVuN/7CY/8AqHSPoP8AmA/7c/8AcjPqo/60fSvFf28f+SJn/r8i/rXtX/LVfpXiv7eP/JEz/wBfkX9a+y8SP+SWx/8A16n+R8/Hc+K6KKK/zRNgoOSMKTubjbjrQ3BXHzFjgAetfUH7JX7Jm2S38UeJLUbhh7OzkHK+juPx4FfZ8D8F5jxLmCwWBVl9uf2Yx7t/kur+8UrdTqv2Ivhl4i8F+ELi61a4mt7K/wBslrYMP9V6uc8gn0rkf+Ck/wDyFPg7/wBjvafzWvqRV2rjGB2r5b/4KT/8hX4O/wDY72n81r+68Vw/QyThVZZh5OUaagryd2/fj93klolotDsyuV8XH5/kz6jXqfrS4oXqfrS49q/Ro7HniYoxS49qMe1AxMUYpce1GPagBMUYpce1GPagBMU113d6fj2prIx/PNJ+RJ+S3/BQXxprWn/th+NLe31jVLeGKeALHHdyKq5toicAHA5J6V43/wALA8Qf9B3Wf/A6X/Gv2X8Sfs2eAvGeuXGqax4L8M6nqN2Q01zc6fHJLIQMcsVyeKoSfsifDEjj4eeDv/BXD/8AE1+FZt4U5ri8bVxNPGKMZybS97RN7aM+yw3EmGpUY05Um2klfQ/GW9vp9TuJJri4muJpB88krl3btyTzVrTvFOqaNb+TZ6rqFnCDu8uC5kjTPc4Bxk16T+3L4U07wX+1h4x0vSbG003TrS5iEVtbxiOKMGGI4VQMDqTx3r6+/wCCYv7Pvgv4ifstW2pa94T8O61qR1K5jNxeWMc0hUEbV3MCeAcV+X5Dwni8fnNbLKNbknDmvLXXldntrqz6LG5nSoYSOJnG6dtPVaHwAPH/AIg/6D2sf+Bsv/xVfph/wSg1O71v9leOa8urm6l/ti7BeaVpGwAmBliTXrX/AAyL8L/+ieeD/wDwVQ//ABNdV4H+Hmi/DbSP7O0DSdP0XThI0otrKBYYw7febaoAyfWv27gvw/zDJcw+t4nEqpHlat727trr6HyOb53QxdD2VOm4u6d9P0NpeaMUBcdqXHtX6wfNITFGKXHtRj2oGJijFLj2ox7UAJijFLj2ox7UAfNn/BV3/k0S8/7Cln/6Ga+h/D3/ACArP/rgn/oIr54/4Ku/8miXnH/MUs//AEM19D+Hf+QDZ8f8sE/9BFfM4P8A5HmJ/wCvdL86h3Vv9zp/4pf+2mH8Zf8AklniL/sGXP8A6LNfnMetfoz8Zf8AklniL/sGXP8A6LNfnMetfzJ9J7/fcB/gn+cTigFAGaCMLmmjlgcewHqa/lyMeZ2RewfNkeueAOpr6h/Yz/ZnutN1C38Xa151q337K3GVZv8Aaf29B3qt+yb+yY1+1v4k8S24WNQJLOzkXDFuCHcenoK+qIovLRV24CjoK/rnwY8H50XTz/OYtPSVOm+j6Tl59l82S5dh2K8F/wCCnH/JkvjP62P/AKX21e949q8E/wCCnH/JkvjP62P/AKX21f0XxV/yJcX/ANep/wDpLOrLf97pf4o/mj2D4aj/AIt1oP8A2Drf/wBFrW1isX4aj/i3Wg8f8w63/wDRa1t49q9nC/wYei/I5anxMTFGKXHtRj2rckTFfGH7Yn/BSfxR+zl8etT8K6ZoOg31rZwQSLNdGXzGMkYc52sBxmvs8jI6V4H8bv8AgnL4D/aA+I134o16bXk1S9jjik+y3SRx4RQowDGT0HrXy3F2FzevglDJZqFW61dttb7p+R6GV1MLCtfFq8bbeZ8t/wDD53xx/wBCr4V/76uP/i6P+Hz3jj/oVfCv/fVx/wDF17wP+CP3wpx/x8eLf/A6L/41S/8ADn/4U/8APx4t/wDA6L/41X5n/YPiF/0FR+9f/IH0H1zIv+fb+5/5ng3/AA+e8cf9Cr4V/wC+rj/4uj/h8944/wChV8K/99XH/wAXXvP/AA5/+FP/AD8eLf8AwOi/+NUf8Of/AIU/8/Hi3/wOi/8AjVL+wfEL/oKj96/+QD65kX/Pt/c/8zwb/h8944/6FXwr/wB9XH/xdH/D57xx/wBCr4V/76uP/i695/4c/wDwp/5+PFv/AIHRf/GqP+HP/wAKf+fjxb/4HRf/ABqj+wfEL/oKj96/+QD65kX/AD7f3P8AzPBv+Hz3jj/oVfCv/fVx/wDF0f8AD57xx/0KvhX/AL6uP/i695/4c/8Awp/5+PFv/gdF/wDGqP8Ahz/8Kf8An48W/wDgdF/8ao/sHxC/6Co/ev8A5APrmRf8+39z/wAzwb/h8944/wChV8K/99XH/wAXR/w+e8cf9Cr4V/76uP8A4uvef+HP/wAKf+fjxb/4HRf/ABqj/hz/APCn/n48W/8AgdF/8ao/sHxC/wCgqP3r/wCQD65kX/Pt/c/8zwb/AIfPeOP+hV8K/wDfVx/8XR/w+e8cf9Cr4V/76uP/AIuvef8Ahz/8Kf8An48W/wDgdF/8ao/4c/8Awp/5+PFv/gdF/wDGqP7B8Qv+gqP3r/5APrmRf8+39z/zPBv+Hz3jj/oVfCv/AH1cf/F1ufDL/grp4y8b/Ejw9otx4Z8NQwaxqdtYySRtPvRZZVQkZfGQGzzXrv8Aw5/+FP8Az8eLf/A6L/41V3wt/wAEofhn4O8T6bq9nceKPtelXcV5B5l6hXfG4dc4jBxkDoa2w+R8fwqxlUxUXG6vqtr6/Z7EVMZkji1Gm7+j/wAz6Yhk81PpxTsU2CNo1+YD8Kfj2r9wPkEJijFLj2ox7UFHnX7XX/JrvxE/7Fy//wDRD1T/AGLP+TUfh9/2BLb/ANAq5+11/wAmu/ET/sXL/wD9EPVP9iz/AJNR+H3/AGBLb/0CvmP+agj/ANeX/wClo7v+YH/t9f8ApJ6hiilx7UV9OzgQlfN//BVj/kznWf8Ar8tP/R6V9IYr5v8A+CrH/JnOs/8AX5af+j0rwOKv+RPif8DO7Lf97p+qPobRv+QdH9K+S/8AguhqUOj/APBO3Wry4Zkhs/E/hieRlVmIVNesGOAuSTgcAAknAr600b/kHR/SvJP29f2Ybr9r/wDZ0ufBFlrNvoM02saTqv2uaBplUWOo294U2gg5YQbQc8FgecYr2qH8OPojil1Pmr4zfH7Qf+Cj37TnwC8MfC238Sa1pPw58cx+PPFHiBtDvdPs9GjsrK7ihs3kuYo901xLcKvlrkhVJPHNWf8Agk34DvdY+H37Z2kzQz2MmvfH/wAbpbSSo0e5JorVUkBI5U5yGGQa+7oY/wB2uT82OaesexcA1qSj8qn/AGjYbz/gkSv7MMfhDxtN8em8EL8O5PCTeH7xXju/K+xteG58o232RRum8/zdpUevA9R8NeObb/gnV/wUb+KWp+PofFl9oHxg8JeFo/Deo2Gi3mqRzX2k29zaT6agt43Kzyb1mVDtDb2Oepr9AhCMY3GgwAjG5vzoCx+SGgeHvGHj/wD4JvfFvxRD4H8Sx61oP7St548vvCyQi41SG2t9et7q4hRY8rLJEgk/1ZZW8tipYYJ9e+In7Uuj/tb/APBUX9j3VfBeleKLzwjot34rll8QXujXOnWcs0ugTJ5EYuESRiny7n2+WGkVAzMGC/of9lU9WLcY5pxgVlwee1AanwH+yd+0j4Z/YK+LPxy8A/FKPxN4c1bxX8Vdb8X+HrhtBvr2012w1Jo5ojbzW8MiFlIdGQkMmBkY5rqbX4yaP+yp/wAFVfilceNoda07T/jH4f8AClv4Uv4dIu7u11G5sm1KKe2MkUTLHMDcxNtcqNh3EgAmvtPyv9qgwZH3m/OgNT81f2ff2dpf2gv2Ev24vBlzZ3Ed54i+MXjq70csrRH7VHLFNY3CHjKi4iicEcHb3Fcdo/xDvP26v2fP2sfjdf6fftfWHwCXwLo4a2mtyl1LolzqOrRJEygs32yeCLcAc/ZwoJ5z+ra26qOtHk5XG49qAsfm5e30vwd/Yx/4J8/EDWNM1r/hGfhtZaLN4nmtNPmuptFhm8KTWgnlijVpBGk0qK5CkrnJHFdv+3l+0j4b+CXjv4C/tVWc99d+BNOh1nw1rLR2M0VxNYahZNcW8ux0Doq3enQr8yjHngnGK+7BDjPzN8xzXlH7bP7PF5+1Z+zrrXw9ttaXQ7HxRNa22sXHlmR5tNFzG95bpgjDTQLJCGOQvmZwaAscz/wS4+FGofB39gz4b6brGW17UtMbXtXZh8/27UZpL+4Vj3Ky3DLk9dtZX/BRD/kI/Br/ALKBp/8AM19IWtrHZ26RxqEjjQIqAcKB0A/lXzf/AMFEP+Qj8Gv+ygaf/M185xZ/yKqv/bv/AKVE7sr/AN6j8/yZ9IxdW+tPk/1R+hpkXVvrT5P9Ufoa+h7HCflj+3Hn/hq/xp/1+J/6Jjryctj0r1j9uQf8ZX+NP+vxP/RUdZP7OX7NutftIeNV03TV+zWNuQ99euuY7dP6scHAz+QzX8Y5lga+MzyvhsPFynKpNJL/ABP+m+h5VSLlUaj3H/s3/s261+0j40j0/T42h063Ie+viuY7dM/qx7L+PQGv04+EHwg0X4JeCrXQ9DtVt7W3GXf/AJaTv3dz3Y//AFhxS/CH4P6H8FPB1voeg2ot7W3Hzu3Mk7nq7t/Ex9f6V1GK/pLgfgihklD2k/eryXvS7f3Y+XfuehRoqC8wooxRivvjcD0r500b/lKXq3/ZPF/9Loq+i2Hy186aN/ylL1b/ALJ4v/pdFXzPEXxYT/r9D8mdmB/5e/4H+aPouijFGK+mOJBRRijFAwooxRigAooxRigAooxRigAooxRigAooxRigAPSvmD9mH/lIB8ePppv/AKJNfT7DivmD9mH/AJSAfHj6ab/6JNfN57/vmA/6+v8A9N1Dvwf8Kt/h/wDbon0/Xxn/AMFAP+SzWf8A2Do//QpK+zMV8Z/8FAP+SzWf/YOj/wDQpK/N/pA/8kjP/r5T/M4o7nhQPLfWpLeGS6ulhijaaaQ7VRRkk0yKJp5fLjyZWOFFfXX7Kf7KUfhGGHxB4gjEmpSKGt4GHFuPUj+9/Kv5H4G4Bx/E+Y/V8J7sIu852uoq/wCMn0Qc2mofso/soR+DobXxB4gh36of3lvA/ItwR1I/vYP4fXmvoTbgY24HtQg2gAdBTsV/oFwvwxgMiwEMBl8OWMd31k+7fVv8NjPcK4j9pj/k3Px9/wBi5qH/AKTSV2+K4n9pj/k3Px9/2Lmof+k0lermX+6Vf8EvyZtR/iw9V+Zyn7AX/JnXgP8A7B5/9GPXsNeP/sA/8mdeA/8AsHn/ANGPXsGK4+Hf+RVhv+vcP/SUbY7/AHmp/if5gelfPP8AwVb/AOUevxW/7AUv81r6GI4r55/4KuH/AI16/Fb/ALAUv81r0cZ/u8/Rnbw7/wAjfC/9fIf+lI9w8G/8ifpn/XnF/wCgCvlz4nfL/wAFs/hKoVcN8KvETHjv/aGnf419R+DOfB+mf9ecX/oAr5o/ar/Z3+Mmq/tteA/i98KIfhlqLeGfCepeGbyw8W6tfafvN3c20wljNtaz7totyMEr171tH4UeRU/iS9f1Mr9pM/8ACKf8Flf2YbvS4UW78VeE/GWkazKuN72VvHp9zArnqVFwSRnoWbHU1tf8Fqv+Ua3xE/39L/8ATpaVP+zz+yz8TdY/a2uvjZ8atW8EyeIrPw+3hfw34e8KC6m03Q7WSdZ7idri4VHmuJWjiUt5UYVY8c54g/4LV8f8E1viJ/v6X/6dLSuXMP8Adan+F/ke5wt/yOcJ/wBfaf8A6Wj6ktf9Qn+6KkqO15gT/dFSYrqjseGFFGKMVQBmvn39trWxJe6Hpqnc0ayXLqO2SoX89rflX0AxyG56CvlP9qjV/wC1vi9eR7srZQx2+P7pxuP/AKFX4/44ZksNwtUpX/iyhD5X5n+ET67gfD+1zSMv5U3+i/M9A/Yo0gR+GdY1Dqbi5WBT7IuT+rmvbq8//Zj0T+xPg/pisFV7nfcN773Yj9MV6Bivq/DnLXgeGsHh5LXkTfrL3n+Z5XEWJ9vmVap/ea+7T9Ar5R/4Kpff/Zz/AOy2eHP5z19XYr5R/wCCqX3/ANnT/stnhz+c9fUZh/u8vl+aNuF/+RpS+f8A6Sz6sI3RD8K+Hv2ElB/4LO/t6Z7f8K+/9Mc9fcLnZBu64AOK+I4/2W/2iPgZ+3x8fvit8M7P4M69ofxo/wCEfCweJvEGpafdWB0vTRa/ct7GZTvd5T9/oE6HOe0+eOm/ZRVNP/4KyftXWtqgjtbjSPBl/Mq8Brl7W+jZiB/EY4YgSeSAPatz9tz/AJOb/Zl/7HS9/wDTVc1tfsQfsr+KPgv4m+I3j74jeINJ8SfE74qahbXWszaPbyW+lafbWkJgtLK1SQlykSFyXf5naQk8isX9tw/8ZOfszf8AY6Xv/pqua5Md/C+cf/Ske5w5/vv/AG5V/wDTUz6ZT735/wA6fTI+W/P+dPxXWeHE85/a9/5NX+I3/Yt3/wD6TvVX9ir/AJNN+H3/AGBLf/0GrX7Xv/Jq3xG/7Fu//wDSd6q/sU/8mmfD7/sCW/8A6DXzMv8AkoF/15f/AKWj0If7h/2/+h88/t5f8lwH/XhF/wChPXite1ft5f8AJcB/14Rf+hPXkOg6DeeJ9Xt7Cwha4vLpwkUa9WJ/zn8K/gXxOo1K3GOOpUleUqrSSV227bLqcq2DQNAvPFGsQWFjBJc3Vy4jjjQZYknH+fSvtr9mj9mez+DGjreXYF1r91GPOlP3Yc87F+nQnvR+zR+zRY/BrRUu7tY7vXrpczT9RCM52J7ep7/TAHrWK/p7wg8IKeSU45tm0ebEy+GL2pr/AOTtu+mye5Dl0QdKa/SnYpsnSv6CexEj5d/4JZc/Db4if9jrff8AouGvY/BHiC98JeH47ObQdakeOWU5jjXBBckHkjrmvHP+CWL7Phz8Qs/9Dtff+gQ17kf2gfA/mMreNPCqsp5H9qwZH1+evzfKcmqYnBYPG0MQ6M6cakdFFpqcot3Uk9uRWtbdnuYuUniKtNQ5k2n16Ly9SY/EKYn/AJF3xB1z/qk+n96j/hYEoP8AyLevdMf6qP8A+KqH/hf3gT/odvCv/g1g/wDi6P8Ahf3gT/odvCv/AINYP/i69r+zcz/6GL/8F0/8jl9jL/nw/wDyYku/Htxc2jxjw/ris6lctGvcH0Y1p/Daym03wHplvcxvFcRwgOjfeU+9ZH/C/wDwGP8AmdvCv/g2g/8Ai66rRtYs/EGmQ3ljdQXlrcKHinhkEkcqnoVYEgj3FaZdkdaGYLMMTinWlGEoJcsIpKUoyb91XbvFfiZ13KNLkdNxTad9ei8/UsUUYoxX1RxjXOFrkfjj4g/4R/4V63cD7zWxiXHq52fpursCOK8h/bF1n+zvhxa2cbbWv7tQR6qis5/ULXy/G2YrA5Di8U9OWnK3q1Zfi0elkuHdfMKNLvJfhqeM/s+aKNb+Meiqc7LaRrlvYIN38wK+xF+7XzT+xroDXvjTUdSOGjs7XyRnu0jDp+CH86+lkHyj6V+c+AeXuhw19ZlvWnKXyVor8mfRceYj2mZ+zX2Ipffr+pxvxP8AB194m1HTLrT7y3s7nTnZkaVS2SRWami+Om/5mDSR/wBsB/hXhn/BRj4X6P8AGv8AaF/Z98J+Iobi78P65repR31vDdS2xmVLB5VG+NlcYZFPBFbKf8EfP2fiP+RN1Q/9zNqn/wAkV9FjuDcPi8zxOKoSqwlNx5+TEVKabUEk+WKa2svkKjRwNDA4epja0k6kZSSjRjOyU5R1lKpB3vFvY9c/sLx1/wBDFpH/AH4H+FH9heOv+hi0j/vwP8K8k/4c+fs/f9Cbqn/hT6r/APJFH/Dnz9n7/oTdU/8ACn1X/wCSKy/1Bf8Az+r/APhXW/yJ+sZH/wA/p/8AhNT/APl563/YXjr/AKGLSP8AvwP8KP7C8df9DFpH/fgf4V5J/wAOfP2fv+hN1T/wp9V/+SKP+HPn7P3/AEJuqf8AhT6r/wDJFH+oD/5/V/8Awrrf5B9YyP8A5/T/APCan/8ALz1v+wvHX/QxaR/34H+FH9heOv8AoYtI/wC/A/wryT/hz5+z9/0Juqf+FPqv/wAkUf8ADnz9n7/oTdU/8KfVf/kij/UF/wDP6v8A+Fdb/IPrGR/8/p/+E1P/AOXnrf8AYXjr/oYtI/78D/Cj+wvHX/QxaR/34H+FeSf8OfP2fv8AoTdU/wDCn1X/AOSKP+HPn7P3/Qm6p/4U+q//ACRR/qA/+f1f/wAK63+QfWMj/wCf0/8Awmp//Lz1v+wvHX/QxaR/34H+FH9heOv+hi0j/vwP8K8k/wCHPn7P3/Qm6p/4U+q//JFH/Dnz9n7/AKE3VP8Awp9V/wDkij/UF/8AP6v/AOFdb/IPrGR/8/p/+E1P/wCXnqUXgbxNqPijTbzVtY0+6h0+UuqRR7T09h7V4/8AsOrt/ar/AGhf+w9F/wCh3VcF4+/Yx+Hv7Kn7XvwDu/Auk6ho82r6/e213v1e8vFmjXT7h1UieVwMNzxiu+/Yf/5Os/aE/wCw7D/6HdVhlfD+GyrMaUaXNzzrNzc6kqjb9jZPmlZ6RSVvIebYenDCxq0KjnCpTurwUGrVXFppSmt4t3v1Pqg/6wfSvFf28P8AkiZ/6/Iv617Uf9aPpXiv7eH/ACRM/wDX5F/WvovEj/klsf8A9ep/kfFx3Piug8SBedx4AAoALHC8segr6f8A2Sf2TRtt/E/iiDc+A9lZuPu+juP5Cv4D4J4Jx/E2YLBYJWS1lJ/DGPd+fZdX95s3YX9kr9kowvb+JvE1u27iWys5BwB1V3H6gfnX0+iBFwo2j0FKiLGgVcKqjAA7UYr/AEI4P4Py/hzL44DAR0+1J7yfVt/ktktEZ3uA6V8t/wDBSf8A5Cvwd/7He0/mtfUvavlr/gpP/wAhX4O/9jvafzWr4x/5FFX1j/6XE7sq/wB7j8/yZ9Rr1b60tIvU/WlxX08djhCijFGKACijFGKACijFGKACijFGKACijFFAnsfkH/wUNYf8Nm+Of9q5hx/35i/wr7e/4JIyK37Idtj/AKCt1/Na9e8W/srfDnx34juNX1jwX4d1LVLxg89zPZI8srAAAliMngAfhXSfD34b6D8K/Dy6V4d0mx0bTVkaUW1pEI4wzfeOB3NfmXDvAmIy3Pa2bTqqSqc+iTuuZ3Pfx2dU8RgoYZRacba+iNyijFGK/TTwQooxRigAooxRigAooxRigAooxRigD5s/4Kuf8miXn/YUs/8A0M19D+Hv+QFZ/wDXBP8A0EV88/8ABV3/AJNEvP8AsKWf/oZr6H8Pf8gKz/64J/6CK+Zwf/I8xP8A17pfnUO6t/udP/FL/wBtMP4y/wDJLPEX/YMuf/RZr85nO01+jPxl/wCSWeIv+wZc/wDos1+cy5kCrjJY4HFfzL9JyMnjsBy/yT8/tROOAitjPfPTHevpf9lD9kxrySDxN4kt28pSHs7OQff7iRh/IUn7Jv7J/wBve28T+JoT5JxJY2jjG7H8Tj8OB/jX1TBEsUYVcKo6AdBXp+Dng2ocmd57T86dN/epzXfsum5LkEUSxKFVQoUYHHanUYoxX9W7AFeCf8FOP+TJfGf1sf8A0vtq97xXgv8AwU4/5Ml8Z/Wx/wDS+2r5/ir/AJEuL/69T/8ASWdmXf73S/xR/NHsHw2/5J3oP/YOt/8A0WtbVYvw1H/FutB/7B1v/wCi1raxXs4X+DD0X5HLU+JhRRijFbkhRRijFABRRijFABRRijFABRRijFABRRijFABRRijFABRRijFABRRijFABRRijFABRRijFAHnf7XX/ACa78RP+xcv/AP0Q9U/2Lf8Ak1H4ff8AYEtv/QKuftdf8mu/ET/sXL//ANEPVP8AYs/5NR+H3/YEtv8A0CvmP+agj/15f/paO7/mB/7fX/pJ6hRRiivqHucIZr5v/wCCrH/JnOs/9ftp/wCj0r6Qr5v/AOCrH/JnOs/9flp/6PSvn+Kv+RPif8DO3Lf97p+qPobRv+QdH9KtZqro3/IOj+lWq9qh/Dj6I4nuGaM0UVqAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAo6V81f8FEP+Qj8Gv+ygaf/M19KDpXzX/wUQ/5CPwa/wCygaf/ADNfOcWf8iqr/wBu/wDpUTtyz/eo/P8AJn0jF1b60+T/AFR+hpkXVvrTzyK+iOA/PX4q/s1a5+0h+3N4w0/T0a302C9ja+vmX93boYo/zY84X+Q5r7i+D/wj0X4J+CbbQtDt1htbf5mY8yTucbnc92OP8it3T9Bs9Jubqa1tYYJb2Xzrh0XDTPgDcx7nAA+gq3XynD/CWGyyvWxfxVakpNy7JttRXZd+7IhSUW2uoZozRRX1hqGaM0UUADfdr500b/lKXq3/AGTxf/S6Kvos9K+dNG/5Sl6t/wBk8X/0uir5niL4sJ/1+h+TOzA/8vf8D/NH0XmjNFFfTHEgzRmiigYZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAN0r5g/Zh/5SAfHj6ab/wCiTX0+elfMH7MP/KQD48fTTf8A0Sa+bz3/AHzAf9fX/wCm6h34P+FW/wAP/t0T6fzXxr+3xbSXfxvsYoFMksmnxKFHOSXkFfZVcXqHwV0vWvisviq+Rbq6gt1gt0cfLDgsSfc/N+FeF4l8J1+I8oWVUJKPNUg3J9Ip6tLq+yOCLszy39k79lNfBsEfiDX4VbVHIe2gYZFuuBgn/a6/T8TX0MvHYYpqoqjAHFOAxXv8McL4DIcDDAZfDlit+8n1bfVsWrDNGaKK+iGGa4n9pj/k3Px9/wBi5qH/AKTSV21cR+0x/wAm5+Pv+xc1D/0mkrizL/dKv+CX5M0o/wAWHqvzOW/YB/5M68B/9g8/+jHr2DNePfsBf8mdeA/+wef/AEY9ew1x8O/8irDf9e4f+ko2x3+81P8AE/zDNeS/txfBbVP2iv2WPG3gjRZLODVfEmmvZ2sl3IY4FckY3kBiB9AeletUEZr16kVODg+pnhcRUw9eGIp/FBpr1Tuj5b0nUv2tNF06G1h8LfApo7eJYgza5qO5toxk4g6mrQ8V/tcAf8in8CP/AAe6l/8AGa+mAgFOxXH9S0tzy+//AIB7DzyLd3haX/gMv/kj5m/4Sz9rj/oVPgR/4PdS/wDjNebftZ/Bf9qT9rj4F6z4B1rRvgvpOm641sZrmz1i/klj8m5inGA0OOTEB9Ca+4sUjIGHNTLL1KLjKcrPz/4Brh+JJUKsa9HD0oyi00+WWjWqesnsyO0QpGuf7oH41LmgDFFegfOBmjNFFADXIRWb2ya+I/iJq/8AwkfxA1e8zu+1XrsuO43bV/MAfnX2J4+1v/hHPBmrXxb/AI9bWSQe5CnH618f/CbRj4h+JWg2bfNuu0Y+4Qhj+i/pX83+PVZ4rE5bk0dXUndr1cYL839x+i8AwVKnica/sr9G3+h9keD9IHh/wvptiAB9jtY4SPQqoFaWaRV2ilr+isPRjSpxpQ2ikl8lY/PJSc5OT3YZr5x/4KPfAzxp8afB3w5uPAdhpOqa14H8eaZ4sNpqN59lhuIrRZjs8za2CWdB06Zr6OprRq2MqOOR7UV6KqwdOWzOrL8dUweJhiaSTcej2fTWzX5nzHF8Xv2qRGuPg78NSMcH/hNJP/jFO/4W/wDtVf8ARHfhr/4Wcn/xivpxRtGBRXP9Tn/z9l/5L/8AInpf21Q/6A6X/lT/AOWHzCfi5+1QxGfg78NRjp/xWcn/AMYrl9U8A/Hr47/tDfCjXPG3gPwZ4X0HwDrc+q3Fxp3iRr6aYSWcsAHltEneQcg9K+xqQqDUvAt/FUk9U7adNexVPP1TvKjhqcZNSV1z3XNFxdrzavZvdMjhXCr7Z61LmkCgClr0D51Kx5z+17/yat8Rv+xbv/8A0neqv7FP/Jpnw+/7Alv/AOg1a/a9/wCTV/iN/wBi3f8A/pO9Vf2K/wDk0v4f/wDYEt//AEGvmZf8lAv+vL/9LR6Ef9w/7f8A0PBf20vD194q/aIttP063kury6s4Y40QZJJZ/wBO9e4fsy/s1WvwZ0RLy8VLjX7pP30hO5YQf4F9umT3rv4fh/pcfjWbxAbdX1SWFbcStzsRc/d9M55rbAxXyfD/AIZ4PCZ/iuI8XadarOUoK2kE+vnJ9+i26nE5aWQZozRRX6kIM02TpTqa/Sh7EyPlv/gltz8NviHx/wAzpff+i4a8t/4JcfsT/Cf4w/skaT4i8VfDvwhr+sX2qauJ7y+06OeaTZqVwi5LDPCqB+Feqf8ABLMZ+GvxE/7HW+/9Fw0v/BHBR/wwZ4fP/UY1r/06XVfFcM04VMFhVOKfuz3/AMSPuJYzEYfA4yeHqODdSirxbT+Gr1Vjs5P+CcfwBi+98Ifh8AOpOjQYH6U1/wDgnL8AlH/JH/h+ecf8gWDj9K8T/wCCyOmeL/Get/ATwX4M8deLfAF/468Y3umPf6Bq8+nSO40a9mgEpiZfMiWeKJjG2VYLjHNY/wAYv2t/EXxg/YH+Bvja2vtQ8K+LNU+JnhbQPFVpp93JbSWd9HrCWmqWEmwg+X50cyFGJDpjO4EZ+s+pYb/n3H7l/kfOf29mf/QTU/8AA5f5nt3jj/gnL8CbLwjqdxD8JvAUM0NpK6OmjQqyEIxBBx2IzT/+CVRz/wAE9fhPnGf7Ejzjp1avbfiEgPgbWOOllP8A+i2rxP8A4JW/8o+PhR/2BI/5vWFOlThio+zil7r2VuqPTqZhicTklX6zUlO1Wnbmk3b3Kl7XbsfQmaM0UV6B8yB5FfOv7aut+fr+jaavIghadx/vMB/JWr6KPSvkX9pbWzrfxe1QckWSpaIc9cKCf/HmYV+M+O2ZfVuF50lvVlGPyXvP/wBJPsuBcKqmaKb+wm/0/U9T/Yy0L7J4J1HUGXDX90AD/eCKP6sa9nrh/wBnXQv7A+EGix7eZYPtBPqZCW/kRXcA5r7bgHLfqPDuDw1rNU4t+rXM/wAWeHn2J9vmNap/ef3LRfkfNf7YP/J5n7Mv/Ywat/6a5q+lB1NfNX7YH/J5n7Mv/Ywat/6a5q+lR1r3MD/vGI/xL/0iJ251/uOX/wDXuX/p6qfnh+wL+2d8T9f/AG4PG3h/4ieJ5PEXgnxp4z8X+GfB0T2Vvb/2DeaFfyEWQaKNDIs1jJvDSMzZsn55JPvP7Nv7R2pXvxm/adXxp4itofCfwv8AFdvb2M135Vvb6NY/2JY3c26QBfkEksrlpCxGeuAAPlr4Z/C/V/HH7DP7QHiLwvDJc+Ovhb8fvFvjrw1EiNI11eafqkkxtcL8xFxB59uQvJE/fpXmXxq+KkH7Qv7An7dHjTwRdQ3ek+KPFXhfWEmIMqLZPp/h+S58wIRwkHmiRcgjY4OCDj1D5k/R74Kf8FDfhH+0L430/wAO+FfEt1c6vrFrJfaXFfaHqGlrrFvGqs8tpJdQRpdIqupLQs4AYHpzXKeNf+CvPwA8A6uLO+8YatctJqp0KGfS/CWs6pa3d+HMZtYLi1tJIppg6lSkbsdwxjNcZ8HPhJ4l+Mn7Rfwy+InxF+LXwn8SyeBbPUX8JaN4F097K3unvLcQy3DSTXc7zIlv91IwqjcSSRivmP8AZz8LeIPiH8Mof2Vm8TfCfTfBPwn+JH2K58RXfiEweKNag03VI9RWKDS2jVop2mAhN00xWRVkZEYOrkHc/QT40/t6fC39nvTvDM3izXr3T7jxjbm70fTYdFv7zVb2IIrswsoIXuV2h13boxsJw2DxXz/+3D/wWA8H+Cv2APF/xU+EXiKPW9T0fW4vDVvLP4d1CWCy1FJrdrmC7iMStAUt5Scy7BuZFBLkIbg8a+H/AIf/APBbfxjdeLNU0vR1uvg5pv8AYlzqdwlvE8MeqXjXojeQhflJhZwOQoBOAK+J4/FGn/Eb/gjj+39r2h3MeoaTrXx/1rVbO5iOUmtX1DRphKOfu+X8xPpnOMUAfoxD+2N4O+MvxN+E83h34geJfDFvr2v6jpUWh6h4NvrFvF00OntcPbuby2jkt0hQidZRtWQxlA7cqfWvhn+0b4N+LPhTxBrWg6xHeaX4T1S/0XV7iWKS3Fhd2Uhjuo3Eqq37tlOWxtIGQWBBPzf+2T4n0vxd+3j+xndaRqVjqdp/wlfiANNaXCzx8+Hroj5lJHQg89jXgv7Zfii7+AHiH9sD4R6K0dprPx8t9A1DwXYb9n2u91/Gg38it/DiaBZXz0DFj1oA+4dc/b9+FHhz4M+DvH134mkXw38Qljfw0Y9KvZb/AF0SIZEFvZJEbqQmMb8LETtwTgEV0v7Pn7T3gj9qXwzfat4H1n+1rXS719Nv45LWezutOukCs8E9vOiTQyAMp2yIpwRxXxH+1H4W8X/BH/gpD+z9ofg3Xvhv4R0LQfhfqWheFLvxnYXF1py3sc9pHPDAsM8AW6azjj2kuQY0mG0kqR9MfsJ/Ak/DLUPiR4q1jxzofxC8dfETXo9Q8Sano1stpp9tJBaQW0FpDCJZTGsUEaffkZ2L7m6igDP/AGxv+Trf2b/+xm1D/wBNk9ZP7EX/ACdd+0L/ANh2H/0O6rW/bG/5Ot/Zv/7GbUP/AE2T1k/sR/8AJ137Qv8A2HYf/Q7qvicd/wAjeh/19f8A6ZPtMd/yKMP/ANeX/wCn6h9TH/Wj6V4r+3iWHwT+UZY3sQA9ete1/wAVZ3iDwpY+K0t49Rto7uK3mE6I4yodfukjvjOfwr2OKMplmuUYjLYS5XVi437X0v8AI+LjufN/7Jv7JP8AqPE/ie3w5w9nZyDOPR3H8hX1EBgdKREWNQqjCr0HpS1x8IcIZfw5gI4DAR03lLrJ9W/0WyWiKDNGaKK+qAXtXy1/wUn/AOQr8Hf+x3tP5rX1IOlfLf8AwUn/AOQr8Hf+x3tP5rXzHGP/ACKKvrH/ANLid2Vf73H5/kz6jXqfrS5pF6t9aWvp47HCGaM0UUAGaM0UjdKAFLgf/qpN30rg7zw8niv4o6lDcT30cNtaQPGsNw0a7mL7uh9AK1P+FVaf/wA99Y/8D5P8a+Lw+fZriZVJYPCRlCM5wu6qTbhJxbtyOybWmp1Sw9KFuebu0nou+vc6jd9KN30rl/8AhVWn/wDPfWP/AAPk/wAaQ/C7TQf+PjV//A+T/Gun+0s//wCgKH/g7/7mR7PD/wA7/wDAf+CdTu+lG76Vyw+Fmmn/AJeNY/8AA+T/ABpf+FVaf/z31j/wPk/xo/tLP/8AoCh/4O/+5j9nh/53/wCA/wDBOo3fSjd9K5c/CvTh/wAvGsf+B8n+NIvws011yLjWCPUX8n+NH9pZ/wD9AUP/AAd/9zD2eH/nf/gP/BOp3fSjd9K5Zfhdpr9LjWP/AAOk/wAaX/hVWn/899Y/8D5P8aP7Sz//AKAof+Dv/uYezw/87/8AAf8AgnUbvpRu9xXL/wDCqtP/AOe+sf8AgfJ/jSH4Vafj/j51hf8At+k/xo/tLPv+gKH/AIO/+5h7PD/zv7v+CdTvw2Plpc1xngzTV0L4galZxTXksC2sUiiedpNpJYHr9K7OvRyHNJ4/Dyq1afs5RnODV+bWEnFu9lo7XWhNakqcrJ3Vk/vVwzRmiivaMQzRmiigD5t/4Ku/8miXn/YUs/8A0M19DeHjjQbT/rgn/oIr54/4Kuf8miXn/YUs/wD0M19D+Hv+QFZ/9cE/9BFfM4P/AJHmJ/690vzqHdW/3On/AIpf+2mN8YF3fC3xF/2DLj/0Wa+ev2T/ANk0300PiXxNb4jUh7OzcdT2dh6egNfU1zbR3kDxSoskcilWVhwwPUGnJEsahVUAAYAHYVw53wPgM2zfDZrj1z/V01GL25m0+Z97W0Wxw9LBEnlxqvHy8dMU7NFFfaAGaM0UUAGa8F/4Kcf8mS+M/rY/+l9tXvVeCf8ABTj/AJMl8Z/Wx/8AS+2r5/ir/kS4v/r1P/0lnZl3+90v8UfzR7D8Nf8AknWg/wDYOt//AEWtbWaxfht/yTvQf+wdb/8Aota2q9nC/wAGHovyOWp8TDNGaKK3JDNGaKKADNGaKKADNGaKKADNGaKKADNGaKKADNGaKKADNGaKKADNGaKKADNGaKKADNGaKKAPO/2uv+TXfiJ/2Ll//wCiHqn+xZ/yaj8Pv+wJbf8AoFXP2uv+TXfiJ/2Ll/8A+iHqn+xb/wAmo/D7/sCW3/oFfMf81BH/AK8v/wBLR3f8wP8A2+v/AEk9QzRRRX1D3OEXPvXzd/wVY/5M51r/AK/bT/0elfSFfN//AAVY/wCTOdZ/6/LT/wBHpXz/ABV/yJ8T/gZ25b/vdP1R9DaL/wAg6PntVvPvVTRv+QdH9KtV7VD+HH0RxPcXPvRn3pKK1AXPvRn3pKKAFz70Z96SigBc+9GfekooAXPvRn3pKKAFz70Z96SigB3brXzT/wAFEP8AkI/Br/soGn/zNfSg6V81/wDBRD/kI/Br/soGn/zNfOcWf8iqr/27/wClRO3LP96j8/yZ9JQ9W+tPz71HF1b60+vozgQufejPvSUUFC596M+9JRQAufejPvSUUADfd6186aN/ylL1b/sni/8ApdFX0WelfOmjf8pS9W/7J4v/AKXRV8zxF8WE/wCv0PyZ2YH/AJe/4H+aPozPvRn3pKK+mOFC596M+9JRQULn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAN93rXzB+zD/wApAPjx9NN/9Emvp89K+YP2Yf8AlIB8ePppv/ok183nv++YD/r6/wD03UO7B/wq3+H/ANuifUGfekxz96iivpDgsL0/ioz70lFAxc+9GfekooAXPvXEftMf8m5+Pv8AsXNQ/wDSaSu2riP2mP8Ak3Px9/2Lmof+k0lcWZf7pV/wy/JmlH+LD1X5nLfsA/8AJnXgPn/mHn/0Y9ew5968d/YC/wCTOvAf/YPP/ox69hrj4d/5FWG/69w/9JRtjv8Aean+J/mLn3oz70lBOBXsnKLn3oz70zf7UeaPf8qNxD8+9GfemeYPf8qPM4oDQfn3oz70xX3U6gBc+9GfekooGeb/ALVGsJpfwhvo2b576SO3UZ65OSP++Qa8e/ZM8P8A9pfFdbhvuWVrI+fQkbB/6FXZ/trawRp+i6arAtNK9ww9Aq7R+rGoP2L9CYxa5qRX5JWitkbH90Mzf+hLX80cQRWa+KeFw7+HDxi/uUpv8XE/SMD/ALJwtVq9al/xaj/me+qNoAz0pc+9JRX9Ln5rEXPvRn3pKKChc+9GfekooAXPvRn3pKKAFz70Z96SigDzr9r3/k1b4jf9i5f/APpO9VP2Kf8Ak0z4fc/8wS3/APQatfte/wDJq/xG/wCxbv8A/wBJ3qr+xV/yab8Pv+wJb/8AoNfNS/5KBf8AXl/+lo7o/wC4/wDb/wD7aeo596M+9JRX0pwi596M+9JRQAufemydKWmv0o6EyPl3/gll/wAk0+In/Y633/ouGnf8EcP+TC/D/wD2GNa/9Ol1Uf8AwS2k2/DX4icf8zpff+i4a4T/AIJVftUfDX4Y/saaPoviL4geCtB1a11bV2ls9Q1y2tbiPdqNw65jdwwyrA9O9fFcL1IxwWFcnb3Z/wDpSPtqmHq1sDjIUYuT9pRdkm38NXsdP/wUf+b9qv8AY+Gf+amXH/pk1Cvl79v+4b9mD9rnT/hxKJLbwt8Zfin4P+Inhg7cxnVYtXtrfWrdWzncw+xXO3pmWYg9RX3/AHH7aXwRurqGWT4o/C+R4WLxs3iOxLRtjGV/ecHHGR2qPU/2x/gbq8sMlz8TvhbcSWzb4Wl8Q2LmJvVcycHgcj0HoK+v+s0v5l96Pmf7Jx3/AD5n/wCAy/yPSviF/wAiNrH/AF5T/wDotq8R/wCCVv8Ayj4+FH/YEj/m9bXjr9t/4O3fgzVoofil8O5ppLOZVjj8R2bMxMbAAASZJJ9Kx/8AglhHs/4J8/CjlW/4kkZypyDy/Q1zRqRlio8rv7r/ADR6rwlejklX20HG9Wna6av7lTufQefejPvSUDmu8+cG3D7IWYtwvJ/Cvh/xDfN4y8aXkyt8+pXrsp/33OPyyK+wfixrzeGfhtrd8p2vb2chQnsxGB+pFfKXwT0MeIfivodpt3Kt2sr+yx/vP5riv5t8dKksbmOWZLD7c7v/ALelGK/U/R+BYqjhsTjZfZVvuTb/AEPsDw/py6RpFvapwtvEkQHoFGB/Kry8DrQKK/o6lTVOCpx2SS+4/OJNyk5PqfM/7ZNzHaftjfszyTSLHHHr+rEsxwo/4lkw619FR+JLHcd2oWf/AH9X/GuQ+Of7Mvgf9pKwsbXxt4csPEVvpshltUui2IGYAMRtI5IGK88T/glp8AF/5ph4fP4y/wDxdedGjiqVapOkotSaeratZJfyvsfTyxWV4rB4ejip1ISpRcfdhGSd5yne7qRf2rWt0PWvCHhzwf8AD6C+j0G08P6HFql/Pql4mnww2y3d3O2+a4kCAB5ZGO53OWY8kk1ifDr4J/C34P8AhvVNH8I+FfAvhfSNckebUrLSNMtLK31GR12O80caqsjMo2ksCSODXBf8Otv2f/8Aol/h/wDOX/4qj/h1t+z/AP8ARL/D/wCcv/xVa8+O/lj/AOBP/wCQOb6tkf8Az/q/+Cof/LjY8Ofsp/B/4Qzajqnw68E/C3wH4qurWaGDWNH8P2FncxSOpUMXjjDMMkZBPPSvg27/AGQPiB43/ZSvPhHrf7NHwzuviNqWjyaTe/FzVfE+lXkc97LuWTWhKVbUjc72NwqGNdr4QOqqK+2v+HW37P8A/wBEv8P/AJy//FUf8Otv2f8A/ol/h/8AOX/4qjnx38sf/An/APIh9WyP/n/V/wDBUP8A5cdHN+zh8NvHfw78IaN4+0nwj8R7jwjZQ29tfeJNPtNSmMqRojXAMytskcxhmK45+grpNN+F/wAOtG8P6/pNnoXhC10vxXcS3mt2kNlbxwavPKixyS3CAASu6IiszgkhQCcAV5x/w62/Z/8A+iX+H/zl/wDiqP8Ah1t+z/8A9Ev8P/nL/wDFUe0x38sP/An/APIB9WyP/n/V/wDBUP8A5cdh4H/Zw+DvwyTSV8N+CPhz4fXQLyXUdLGmaNZWn9m3MsXkSzweWg8uR4v3bOuGZPlJI4rQ8afB74ZfEfx1ofijxD4b8E674m8MsH0fV9R061ur7SmDbw1vNIpeIhgGyhByM15//wAOtv2f/wDol/h/85f/AIqj/h1t+z//ANEv8P8A5y//ABVHtMd/LH/wJ/8AyAfVsj/5/wBX/wAFQ/8Alx6R8Vvhj8Ovjt4fj0nxxoPg3xlpMUnmpZa5YW2o26P2YRzKyhh0zjPNP+FPw5+H3wJ8ONo/gnRfCPg/R5JjcNY6JZW2n2zSFVUuY4Qq7iqKM4zhQOwrzT/h1t+z/wD9Ev8AD/5y/wDxVH/Drb9n/wD6Jf4f/OX/AOKo58d/LH/wJ/8AyAfVsj/5/wBX/wAFQ/8Alxh/tcarb6l+1f8As5rBcQzNH4m1AkJIGIH9mz88Vn/sQnP7V37Q3/Ydh/8AQ7qvQ/h3/wAE+/g78JPGtn4k8N+A9F0jW9MZntbuHzPMgYqVJGWI+6SOnevPP2H/APk6z9oX/sOw/wDod1XzeNo1Y5jhala15VJPR32pNdUux3Y7G4Wrg1h8G5ONKny3klFturKWylJW962/Q+quppc+9J3or7Q+RQufejPvSUUFC596M+9JRQAvbrXy1/wUn/5Cvwd/7He0/mtfUg6V8t/8FJ/+Qr8Hf+x3tP5rXzHGP/Ioq+sf/S4ndlP+9x+f5M+pF6n60ufemr1b60tfTx2OAXPvRn3pKKBi596Q8jrRRQByuij/AIu3rPPSyt/5vXVbf9quV0b/AJK5rX/Xlb/zeuqr5Pg//da//X+v/wCnZHVjPij/AIY/khsh2D73fFfD/wAOvih8Zv28/jj8ZD4N+LVv8IfCfwl8Zz+B7fTIfClpq19qc9rDC895cPcsdkUjyERBAMquScjn7glGU+vFfOP7RH/BOL4f/F7x1qfxD0zWvGHwt+IlxCkd34t8H67LpV1dJEu1RdR5NtcKqgA+dGxAUDIAr6w4zif2iv8Agozpv/BPjxt8Ffh/8SfiB4X1nWPFVzOPFGuahbf2XLBYLbXbw3y28RKIHuIY4CORkk4Hb27xn+3D8Jfhv8H9D8feIviJ4T0bwf4lVX0nVLu9WGHUgwLL5O7DOSoJwoJwCa+H/gz8b/EH7S/w2/YD8b+PLi31DxBqnjfW7O81B4EhXUxBpmtWsM7BQEDTrEkuFAUmT5R0r1zxzbLrf/Be/wAD6frlnby+H9H+Ceo6h4bSaNWRdUk1iCO6MQP/AC0FqsWcDIVjQSXv+CgP/BRPS5v+CYvxa+J/wC+JHh3WNa8Iw20UGqaPJbamLC4e6t1ZHjkV495ikPyupOGBAzivdPCf7cXwg8Z/Geb4c6P8TPBWqeOLd5Y5NFtdWhmuxJHnzIwin5nTB3IPmXByBX5k/tR+KdH8W/sE/wDBSS/0G8sdR0x/iBYxRT2biSF3ii0eOQKy8HEiupIPUHmvrD/gpz8NvCPw08Hfs3aP4Y0PQ9E1DTfjH4Xg8O21jbpA8EQuD9oWFUAOz7OJN+3Ixgt2oGelfsj/ALQfiHxt+0R+01pXijXYpvD/AMN/FlrYaOs0UNvHplm2k2tzKGdVUsPMkkcvKWIBIyFAA7z4G/t2fB39pbxhdaB4B+JvgvxdrFpE08lnpeqRXExiUgGRVBy6DIyy5UEjnmvzr/bB1O+0v9n/AP4KKNp7Isk3j/w1bTmSZoYzayw6LFcq7qCVjaB5Q5wfkLcHofrj4efstfEr4l/tU/Cn4k+OrH4V+DdD+FGm6nBouj+Dr651Nr5762W3PmTy21siQJEu5Y0jOWwc4FA+p9bbf9qgD3oooCxzOkLt+Keqf9eMHP8AwJ66fPvXM6V/yVLVP+vCD/0J66WvleEv4GI/6/1v/TkjsxfxR/wx/JC596M+9JRX1Ryi596M+9JRQB82/wDBV3/k0S85/wCYpZ/+hmvofw7/AMgGz5/5YJ/6CK+d/wDgq5/yaJef9hSz/wDQzX0P4e/5AVn/ANcE/wDQRXzOD/5HmJ/690vzqHdW/wBzp/4pf+2l3PvRn3pKK+mOEXPvRn3pKKAFz70Z96SigBc+9eCf8FOP+TJfGf1sf/S+2r3qvBP+CnH/ACZL4z+tj/6X21fP8Vf8iXF/9ep/+ks7Mt/3ul/ij+aPYfhr/wAk60Hn/mHW/wD6LWtvPvWJ8Nv+Sd6D/wBg63/9FrW1Xs4X+DD0X5HLU+Ji596M+9JRW5IufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUAed/tdf8mu/ET/sXL//ANEPVP8AYs/5NR+H3/YEtv8A0Crn7XX/ACa78RP+xcv/AP0Q9U/2Lf8Ak1H4ff8AYEtv/QK+Y/5qCP8A15f/AKWju/5gf+31/wCknqOfeikor6hnAgzXzf8A8FWP+TOdZ/6/LT/0elfSG6vm/wD4Ksf8mc6z/wBftp/6PSvn+Kv+RPif8DO7Lf8Ae6fqj6G0b/kHR/SrWaq6McadH9Ktbq9qh/Dj6I4nuGaM0bqN1agGaM0bqN1ABmjNG6jdQAZozRuo3UAGaM0bqN1ABmjNG6jdQAo6V81f8FEP+Qj8Gv8AsoGn/wAzX0qDxXzV/wAFEP8AkI/Br/soGn/zNfOcWf8AIqq/9u/+lRO3LP8Aeo/P8mfSMXVvrT80yI8t9afur6M4EGaM0bqN1BQZozRuo3UAGaM0bqN1AA33a+dNG/5Sl6t/2Txf/S6Kvotj8tfOmjf8pS9W/wCyeL/6XRV8zxF8WE/6/Q/JnZgf+Xv+B/mj6LzRmjdRur6Y4UGaM0bqN1BQZozRuo3UAGaM0bqN1ABmjNG6jdQAZozRuo3UAGaM0bqN1AA3SvmD9mH/AJSAfHj6ab/6JNfT7HivmD9mH/lIB8ePppv/AKJNfN57/vmA/wCvr/8ATdQ7sH/Crf4f/bon0/mjNG6jdX0hwhmjNG6jdQAZozRuo3UAGa4n9pj/AJNz8ff9i5qH/pNJXbbq4n9pg5/Zz8ff9i5qH/pNJXFmX+6Vf8MvyZpR/iw9V+Zyv7AP/JnXgP8A7B5/9GPXsGa8f/YBOP2OvAf/AGDz/wCjHr2DdXHw7/yKsN/17h/6SjbHf7zU/wAT/MM1Hef8ekm3cG2nBH0qTdTbg/6PJ/umvZexyHzb+z98MPEXxg+Fdjr158QvGlvNeyS5SG8UKAsjL3UntXa/8Mx6z/0Uzx7/AOBqf/EV88ftDftb+JP2Fv8Agjd4g+KfhC10W98ReF2gNpDq0Ek1m/n61DbP5ixyRucRzORhx8wU8jg9h4S/bs8Zy/8ABPD40eONc0/w7afFz4JWHiW11nTooJhph1LTIJp7eQRtJ5ot7iEW04XzN2yfAf8Air5HJcjwlXAUatRNylGLb5pbtLzMKcYuKbPV/wDhmPWv+imePf8AwOT/AOIql4h/Zw1vS9DvLpfiV44kktrd5EV7tGBYDIz8nt+teI/E/wDbb+MWv+Lf2S/C/gW4+Heh6z8f/Cmpa9rF9rui3eoW1jNaabYXgSCKK7gZUY3Mq/M7kDZzwc72jftP/Ff4WftPaf8AB/4yN8P9YX4heGdU1bwrr/haxutNWaewWNrm0ntriechhFMsiukmMKQRnp24jh7AqlJqL2f2p9v8RTpxse/fsv6zeeIPgN4ZvtQuJ7y6ubMNJNK+55Dk8k132a85/ZIP/GN/hH/rx/8AZjXo26u3I5yll1CUtW4Qf3xRpD4UGaCQKN1RyS7Er1APl/8Aa81wap8Wo7Vfu6fbRxP9WJY/+hr/AJFetfsnaJ/ZPwds5WDbr6aSfntzs/8AZK+d/jDrf/CSfFHXbrduDXbRLj0Q7Bj/AL5r62+Geit4a8A6TYt9+2tY0fH97aC365r+a/DG+acb5pm0tVByivnJJfhD8T9J4m/2bI8LhFu7N/JXf4s3M0Zo3Ubq/pQ/OAzRmjdRuoAM0Zo3UbqADNGaN1G6gAzRmjdRuoA85/a9/wCTVviN/wBi3f8A/pO9Vf2Kf+TTPh9/2BLf/wBBq1+16f8AjFb4jf8AYt3/AP6TvVX9ik4/ZM+H3/YEt/8A0Gvm5f8AJQL/AK8v/wBLR3R/3H/t/wD9tPUM0Zo3Ubq+kOEM0Zo3UbqADNNk6U7dTZDxR0JkfLn/AASzXd8OPiF/2Ot9/wCi4a9b/wCGOPhPNcySSfDP4fyPISzM3h+0yxPJJ+SvI/8AgltJ5Xw0+Ijc/L41vjx/1zhrv9A/a9fxTbyT6b4G8ZajbpI0SzW8ETI+1ipwfM9Qa+J4fx+Ew+U4aGJ3alb3XJ6Sd9k+6PUzHGVKGLn7Kbje2zavouxv/wDDG3wj/wCiX/D7/wAJ+0/+N0f8MbfCP/ol/wAPv/CftP8A43Wf/wANL6n/ANE38ff9+If/AI5R/wANL6n/ANE38e/9+If/AI5Xrf2xln9Ql/8AInH/AGxiv+fsv/ApFxv2OfhHuVf+FX/D/wCbr/xT9p/8brvvDXhnTvB2hWumaVY2em6fYoIre1tIVhhgQdFVFAVR7AV5hfftT3un2rTSfDfx35cYLMfs0PAH/bSvQfhr48t/iZ4E0zXrSGe3t9UhEyRS43oD2OCRn6GuzB5lgq9T2WHfvWvbla0+aRnPHVa3u1ZuXWzbf5m5mgnmjdQeTXqEHlv7Weu/2b8Jprf/AKCFxFbn6ffP/oGPxrzH9j7RVvfiZPd7c/2fZsend2AH6bvzNdD+2vrgFxoemq33vMuHA/BR/NqvfsW6OsWiazqHVridbcH0CLu/9nr+acySzbxUo0t44eK+Vouf5yR+k4X/AGThWc3vUf5u35I9xzRmjdRur+lj83DNGaN1G6gAzRmjdRuoAM0Zo3UbqADNGaN1G6gAzRmjdRuoAM0Zo3UbqAGn7jfjXyv+w/8A8nW/tDf9h2H/ANDuq+qCfkb8a+V/2H/+Trf2hv8AsOw/+h3VfNZz/v8Agf8AHL/0iR24T+BW9F/6Uj6qHWjNAODRur6U4EGaM0bqN1BQZozRuo3UAL2r5a/4KT/8hX4O/wDY72n81r6lzkV8tf8ABSf/AJCvwd/7He0/mtfMcY/8iir6x/8AS4ndlP8Avcfn+TPqNep+tLmkU8n60u6vp47HAGaM0bqN1AwzQTRuoLHFDEcnpEyx/FzWdxxmyt/x5euq89PWsPWvhxo/iHVGvLy1Ml1IqozrIykqM4HBHrUH/CnvD/8Az5t/4ESf/FV8Ll+Hz3L/AGtHD0KU4SqVJpurKLtOblZpUpaq/c7alShUs5Sadktr7JLujoXmQjr3r59+MX/BLz4D/Hz4g3ninxV4GXUNa1ORZb901i/tYNRIULi4ghnSGddqgFZEYEDBBr2H/hT3h/8A582/8CJP/iqP+FPeH/8Anzb/AMCJP/iq7/rnEf8A0C0f/B8//lBny4b+eX/gK/8AkjkfjD+x78Mfjt8HbDwB4m8HaRfeEdJaF9O0+3DWK6W8SlYntntykluyKSoaJlIDEA8msT4h/wDBPr4OfFjwL4T8O+IvBVrqWn+BX3aFI19creacCRuVbpZBOUkwN6NIyyAYcMK9J/4U94f/AOfNv/AiT/4qj/hT3h//AJ82/wDAiT/4qj65xH/0C0f/AAfP/wCUByYb+eX/AICv/kjza1/4J8/Bm08AeOPCMfgTS4fCfxFktpdf0eOaZLG9a3ihhh2Qh9kCpHBCNsIQHYCQTzVX4G/8E2/gj+zl4/j8UeFPBMMHiG3V1tdR1DUrzVriwDja627XcspgDDgiLZkfWvU/+FPeH/8Anzb/AMCJP/iqP+FPeH/+fNv/AAIk/wDiqPrnEf8A0C0f/B8//lAcmG/nl/4Cv/kjnNI/Zd8A6Tc/EKT/AIRmxul+KtyLvxVBeSSXlvrLi3S2/eRSs0YXyY0QoiqpAyQSSTyn7PP/AATq+DP7LPjEa/4H8Hro+qxo8MEsuq3t8tjG4w0dulxLIluhXjZEqLjjGOK9O/4U94f/AOfNv/AiT/4qj/hT3h//AJ82/wDAiT/4qj67xH/0C0f/AAfP/wCUByYb+eX/AICv/kjo/PT1o8+P+9+tc5/wp7w//wA+bf8AgRJ/8VSN8INBX7tm3P8A08Sf40vrvEf/AEC0f/B8/wD5QHLhv5pf+Ar/AOSE0eVX+Keq4ycWMAz2zuf/ABrp81j+HPBOm+FbiSSxthDJMAJG3FiQOnX61sbq6uGcvxWEw044xRU51Kk2ottLnk5JXajeyfZBiKkJyThsklrpsrBmjNG6jdX0RzhmjNG6jdQB82/8FXf+TRLz/sKWf/oZr6H8Pf8AICs/+uCf+givnj/gq6c/siXn/YUs/wD0M19D+Hj/AMSKz/64J/6CK+Zwf/I8xP8A17pfnUO6t/udP/FL/wBtLeaM0bqN1fTHCGaM0bqN1ABmjNG6jdQAZrwX/gpx/wAmS+M/rY/+l9tXvW6vBf8Agpwc/sS+M/rY/wDpfbV8/wAVf8iXF/8AXqf/AKSzsy3/AHul/ij+aPYPhr/yTrQf+wdb/wDota2s1i/DU/8AFutB/wCwdb/+i1ra3V7OF/gw9F+Ry1PiYZozRuo3VuSB6V4l+1X+27pX7I0LXmt+Bfil4i0mHT5dTvNT8OaAb+x0yCIEu1xLvVY8KpY56KM8V7bmvGf+Cia7P2AfjgQxz/wgWuH/AMp89BJa/Za/a1sv2rNKutS03wX8SPCmn28Nvc28/ijRDpsepRTqzI9uSzeaAFBOOgdP7wrsPjX8cPC/7O/w5vPFnjDUm0jw/p89tbT3QtZrnZJc3EVtCuyFHc7ppo1yFIG7JwASPku8l1r4va1+y98H4fFXibwj4W174c3HijXJ/D+pSabqOqCxt9Lt4bNLqIrLDGWvmkcxMrnykAYAnPz/APt1WGqal+xb+0p8Ode8X+OvEVl8H/ib4Th8P6nda7creyWeoyaJMLa5nRla6EBvpwrTF2DLE5JeNGAB+rxmQd+nNcJ+03+0Nov7LP7P/i74i69b6leaP4N02XU7yGwjSS6kjjGSsauyKW9iwHvXzZ8Y/hleaP8AtB/Bv9n3Q/HnxK0fwh4isPEHizXdT/4S/ULjxBqSWTWUcNkmpSyvcxQtJe728uRWxCqqVBYnxf8AaDOpaB/wTp/b38I3XiTxV4k0jwPqFxpWiv4g1ifVru0tW0PS7kxfaJ2aVwJZ5Tl2J55JoA/QP9oP42ab+zb8B/GHxC1y31C60fwXo9zrV9DYqj3UsMEbSusauyqXKqcBmUZ7jrXS+Ftej8S+H7LUYhIsOoQR3MSyY3hHQMAccZ57Z+teHf8ABVp8/wDBMj4/fN/zIGte/wDy5S15F4Y8Pal+1r+1vrXgbUvGvxA8L+Dfhf8AD/wxeQ6d4X8Q3Ohtqd/qf20tczT2rJMyxR2caLHv2ZZiVNAH255qmhpVTr6Zr8y/hr8QPiL8Vf2Fv2WrOH4peNtH17xZ8Z9d8M6j4ihvRPqdzp8DeKo0jdpQySsI7SDaZVdQ8UblWKjOx+0h8U/Hf7CY/aK8I+FfH3i7WrdfB/hjxF4au/E2oyaxe+F7vVtWu9IuPKmnLSSInkJcIshZUfIxt4oC59uePP2i9H8C/H3wP8Obi11OTXPH1lqd9p80SIbWFLBYGlErFgwLC4TbtVgcNkjjPoBlUAZ7/rXwm37NNp+zt/wU+/Z1htvF/wASPFk2peGvFi3Vz4r8UXetO0qQ6fmaNZ3ZIWfcdyxKkfAwgwK9K/4KCeK/EHiH4x/s/wDwp0fxR4i8Hab8VPFGoQ65qWg3Zs9QaysNJu7020Vwo3Q+bJHEpeMrIACFYZJoC59RGdFzz93r7UGdAOtfmv458R+JvgLo3/BQLwpovj74iXWm/Dn4aaZqvhifVvE15qWoaFc3OlatNJJBdzSNOrb4omB3kgxrg8VtfHnVPFX7Lfgz4M+Fdf8Ait8avGM3xo8TNc+J9Z02ynvdYis7bSZbl7HTbbTbdpreOWSKIMYUaRYxM5kBG4AXP0OW5jfG1t2emD1pVlVmwOor80fG3xC+K/wt+Hniax0jVPij4S+H/wATPib4P8EeCL/xddzz+KNFtr+dLbVriOS8aS5SM8eR9qJlV2kbAXYB7D8E/Ceofs/f8FXrf4d6b42+IuveEdS+Et14hk0/xN4ovNdCXyaxa24mRrqR2Q+WWGFIXk4AoC59nZozRuo3UFBmjNG6jdQB53+11/ya78RP+xcv/wD0Q9U/2LP+TUfh9/2BLb/0Crn7XX/JrvxE/wCxcv8A/wBEPVP9iw/8Yo/D7/sCW3/oFfMf81BH/ry//S0d3/MD/wBvr/0k9QzRRuor6hnAgxXzf/wVY/5M51n/AK/LT/0elfSGa+b/APgqx/yZzrP/AF+2n/o9K+f4q/5E+J/wM7st/wB7p+qPobRhnTo/pVrFVdG/5B0f0q1mvaofw4+iOJ7hijFGaDyO9agGKMV8a/tB+KPiD+1P+3w3wP8AC/jzxN8L/B/gvwhB4o8Uax4aa2XWNSub25khtLOKW4hlWGNUglkZgu5sheles+BfDmm/sCfBvxN4g+IPxk8ceKvC+mql3cat44vLWeTSo1Gzar29vEX3sy8MGYsQF6gUE3PccUYrw34Pf8FIPhD8dfiZpfg7w/r2uL4k1y3nu9OstV8Lato7X8MCq0skLXltEsiqrKSVJ4YetZfhz/gpZ8F/jhqV74T8E+PrfWPF1xaaoIrC1tLpLm2ey86OZpcxjyNrwvtaQoJNoKFgQSDPobFGK/P7/gnH/wAFZPhb4e/YV+D9v8R/iZqmoeLJtHsrTW9Zv7TUdSghvpjhUvdSEUkEUzFlBE0ytyM4r6l+Pn7dXwv/AGaPFmm+H/FmvX0fiDWLVr600rStEv8AWr6S3VtrTGCygmkWMNkb2ULkHng0Bc9cxRivDfEP/BSf4IeFfgt4T+ImoePtPt/BfjbXYvDWlaq1rcmF9Qk83EEwEe62K+RLvacRrHsO8rxVz4F/8FBfhH+0h8RZPCXhHxNc3fiJbA6rFZXujX+mPe2gZUNxbm6gjW4iDOoLxFh8w5xQFz2bFGKAwYUZoGKBxXzV/wAFEP8AkI/Br/soGn/zNfSo6V81f8FEP+Qj8Gv+ygaf/M185xZ/yKqv/bv/AKVE7cs/3qPz/Jn0jF1b60/FMi6t9afmvozgQYoxRmjNBQYoxRmjNABijFGaM0ADD5a+dNG/5Sl6t/2Txf8A0uir6Lb7tfOmjf8AKUvVv+yeL/6XRV8zxF8WE/6/Q/JnZgf+Xv8Agf5o+i8UYozRmvpjhQYoxRmjNBQYoxRmjNABijFGaM0AGKMUZozQAYoxRmjNABijFGaM0ADDivmD9mH/AJSAfHj6ab/6JNfT7dK+YP2Yf+UgHx4+mm/+iTXzee/75gP+vr/9N1Duwf8ACrf4f/bon0/ijFGaM19IcIYoxRmjNABijFGaM0AGK4n9pgY/Zz8ff9i5qH/pNJXbZrif2mP+Tc/H3/Yuah/6TSVxZl/ulX/DL8maUf4sPVfmcr+wCM/sdeA/+wef/Rj17BivH/2Af+TOvAf/AGDz/wCjHr2DNcfDv/Iqw3/XuH/pKNsd/vNT/E/zDFNuB/o8n+6admmXX/HtJ1+6a9iWxyH5kf8ABVz/AJV1PiN/vad/6ktnXRf8FVL1v2Xte+Nl4ymDwj+0h8IfEWlXczZ8uDxJpej3b2uW4CNc6f5yc/eNggznr7/8Ov2cvBn7XH7BUfw78faVJrnhHxBI/wBvsFu5rUz+TffaI/3kTJIuJIo2+Vhnbg5BIPpv7U37I/w9/bU+FX/CF/Ezw7H4k8O/ao737Mbye1ZJkVlDLLA6SL8rupwwyrsDkEivH4f/AORZh/8ABH8kZUvgXoj4v8OkyftUf8EzW2n5fhv4kPHI/wCRe0kflXbft12H/Cbf8Fb/ANleGxmja58F+GvHet6nCrZkitbjT7W0idgOimZsAngke3HuXxc/4J1/Cj422XgCDXdB1ZB8LbCXTPC0uleJtT0i40m3ljhikjWa0uIpGDR28K/OzHCnn5jk+F/7DPwz/ZeXxRr3hDQLi38Ra5YNb32sapq97rOo3EKAssRubyaaURg4OwMFJAOOBj0cQ/3MvR/kU9jrv2SP+Tb/AAj/ANeI/wDQjXo2K86/ZKGP2cfCP/XiP/QjXoua4si0y3Dr/p3D/wBJQ6fwoMVn+I9VXR/D95etjbaQPMcnsFJrQzXCftI60NA+D+sNnH2qNbRQD/z0YKf0Jp55jlgsur4tu3JCUvuTOvBUHWxNOj/M0vvaPl7wbpjeLfHOnW7LvN9ep5nvlwWP8zX21CMJgfw8V8m/sv6F/a/xi05tuVsUkuGA6DClQfzZa+s0QRjFfif0e8DKOT4jH1FrVqP5qKX6tn2viFXTxtOhHaMfzf8AwBcUYozRmv6APggxRijNGaADFGKM0ZoAMUYozRmgAxRijNGaAPOf2vf+TVviN/2Ld/8A+k71V/YpGf2TPh9/2BLf/wBBq1+17/yat8Rv+xbv/wD0neqv7FP/ACaZ8Pv+wJb/APoNfNy/5KBf9eX/AOlo7o/7j/2//wC2nqGKMUZozX0hwhijFGaM0AGKbJ0p2abJ0o6EyPlv/glt/wAk0+In/Y633/ouKvTv2K+fgNa/9hC9/wDSh68x/wCCW3/JNPiJ/wBjrff+i4q9O/Yr/wCSDWv/AGEL3/0oevgeGvhwP/Xur/6XA7M1/wB+l/XRHZfFr4x+F/gP4B1DxV4y17SvDPhvSjGLzU9RuVt7a2MkiRR73bgbpHRRnqWUd64T4O/8FAvgl+0J4wTw/wCB/ir4B8V67IjSJp2ma3BcXUiKCWZY1bcwUDJIHA5OK8k/4LqFR/wTF8cFsBf7a8MZJPGP+Ej0yuN/4Kh+J/h/4x134A6Z4Pu/DOp/EuT4r6Dc6KujvDNqMNrFch9QkzF8624tt/mE/IRt3Z4r7449T7d8V/8AIs6l/wBez/8AoJriv2R/+TbvBv8A2DU/ma7XxX/yLOpf9ez/APoJriv2R/8Ak27wb/2DU/ma8Op/yN6X/Xuf/pUDP7X3/oejYof5VNGajuTiP0r2uhqfKv7V2rNqPxeuIFYbbGCOIAdjjf8Azkr279mHQV0T4Pac20K96Xun99zHH/joWvmL4k6pJ4j+IWtXW6SRri7kCHPONxC/+OhQPYCvsnwToq+HfCOm2K/dtbeOIf8AAVA/pX82+E98z4uzXOZapNxT9ZW/9Jij9H4sthcowuCW9k38l/mzUxRijNGa/pQ/OQxRijNGaADFGKM0ZoAMUYozRmgAxRijNGaADFGKM0ZoAMUYozRmgBpHyN+NfK/7D/8Aydb+0N/2HYf/AEO6r6oP3G/Gvlf9h/8A5Ot/aG/7DsP/AKHdV81nP+/4H/HL/wBIkduE/gVvRf8ApSPqoDJoxQOtGa+lOBBijFGaM0FBijFGaM0ALjAr5a/4KT/8hX4O/wDY72n81r6l7V8tf8FJ/wDkK/B3/sd7T+a18xxj/wAiir6x/wDS4ndlP+9x+f5M+o16n60uKRep+tLmvp47HAGKMUZozQMMUYozRmgAxRijNGaADFGKM0ZoAMUYozRmgAxRijNGaADFGKM0ZoAMUYozRmgAxRijNGaADFGKM0ZoAMUYozRmgD5t/wCCrox+yJef9hSz/wDQzX0P4eH/ABIrP/rgn/oIr54/4Ku/8miXn/YUs/8A0M19D+Hv+QFZ/wDXBP8A0EV8zg/+R5if+vdL86h3Vv8Ac6f+KX/tpbxRijNGa+mOEMUYozRmgAxRijNGaADFeC/8FOBj9iXxn9bH/wBL7aves14L/wAFOP8AkyXxn9bH/wBL7avn+Kv+RLi/+vU//SWdmW/73S/xR/NHsHw1H/FutB/7B1v/AOi1raxWL8Nf+SdaD/2Drf8A9FrW1mvZwv8ABh6L8jlqfEwxRijNGa3JDFcz8aPhVY/HL4ReKPBeqT3dtpfi3SLvRryW0dUuIobiF4XaNmDKHCuSCysM4yD0rps0ZoA8P+KH7Bvh34k+F/h/a2viTxl4S174Y2os/D/iTQr2GHVLWEwJBLG/mwyQSxypFGXjkiZCyKcAgYz4P+CbngO5/Z28dfDnWL/xV4kt/iTqJ1nxDrmpairazf348jyroTIipHJCbW2MQjjVE8hMLgEH6AzRmgmx8+eK/wDgntZeN9F8Gzal8TvihN428BXl1daP42S506HXIEuUVLi2bZZi1kt5FRMo9uclEOdyg1Q0r/gl54F0j4B/Fr4dx6742n0j4zzPd6/eXepx3WoC4ktILaWaOaSJjvcW6ufMDjczYCrtVfpLNGaAscX+0D8DtN/aP+BXi/4f65dX9ro/jTSLnRb2eykRLqKG4jaN2jZ1ZQ4ViQWVgD2I4rzb4jf8E99B8efEaz8UWXjP4ieD9SXw/b+FtT/4R3VY7Jdf02BnaKG5JiZ1ZWllxNbtDKokIVwK99zRmgZ8/wDwo/4JveBfgz8KvhX4M0O816DQfg/4svPF+gRNLBuFxc/2kGglIiAMCjVJwqqFYBI8scEnZ+NH7Cvgz9oDxN431LxO+qXi+PvCVn4O1G1juFihhtbW5vLqGaEqokS4WW8dt5cgeXHhQQSfZ80ZoFY+dfhl/wAE3tD8AfHvwp8TNT+IPxQ8ceL/AAfp15pNndeJNXguY2trlY1KNFHBHGpXywfMRVdyxMrSkLt7f9p39kvRf2orLwy99rXiTwtrvgvVf7Z0LXfD91Fb6hpdz5MkDFDLHLE6vFK6MkkbqwPIOBXqeaM0DsfMvh//AIJWeBNA0L43WZ8QeONQm/aA0KHQ/Fd/f6lFcXsvl291AbmKRovlmZLt+CGiQRxqkaIoWvRPj3+yDoPx/wDCHhTT7vVvEnh/VPAt/Fqnh7XtFvEt9T0m5SF4PMRnR43DxSyI8ckbRsrkFelerZozQB4T4u/YO074n/A7UPBHjTx/8RvGX2vU7TWbbXNQvbO31bSLy1ljmt5rV7W2hiiaOSJXH7ognOQQSDH8FP8Agn14f+DX7SEnxal8XePPF3jy68Nv4WvdR1+/gm+3WrXEM4Zo4oI0jZGgUKsKxx4ZyUZ3Zz71mjNAWDFGKM0ZoGGKMUZozQB53+11/wAmu/ET/sXL/wD9EPVP9iz/AJNR+H3/AGBLb/0Crn7XX/JrvxE/7Fy//wDRD1T/AGLP+TUfh9/2BLb/ANAr5j/moI/9eX/6Wju/5gf+31/6SeoYoozRX1DOBBXzf/wVY/5M51n/AK/LT/0elfSP5V83f8FWP+TOda/6/LT/ANHpXz/FX/InxP8AgZ3Zb/vdP1R9DaN/yDo/pVqqui/8g6P6Vb/Kvaofw4+iOJ7iUHpS/lSHkdq1A+JZPiVo/wCzN/wWg8WN4y1Cz8P6X8ZPh9pI0LUtRmS3tLq+0y6ukms1kdgPN8u6jkCnlhnHIwc//gsF8V9D8VfAn4f6lpfiTQdY8G+DvjB4Qu/iJ9kvorqLT9HF6Gf7SEJ2jzjbNhscLntmvsP4n/BTwj8bdA/snxp4X8N+LtLDbxZ61psN/b7vXZKrLnHtWZ4P/Zg+HPw88E6h4Z0HwF4J0Tw5qyeXe6VYaFa21jeLjG2WFECOMcYYEY4oJsfKHxh+Ovg/4rf8Fm/2bdG8N6/Y67deF/DvjA6jLYzC4t7dri205o4jKmUMmyPcUBLKrxkgB1zN/wAEgvB2laT/AME/PGWqWum2Npq2teKfFz6hdw26Rz37R6rfRRmVwN0hWNERdxOFUAYAxX1X4L/Zk+Hfw2OiHw54D8FeH28NfaP7IOnaHa2v9lC4CrP9n8tF8nzVRA+zG8Iu7OK2/B/wx8P/AA88Oy6PoGh6LoekzTTXD2Wn2MVrbvLM7STOY0AUtI7szEjLMxJySaAPzG8L/F/4c+HP+DZjT/D2p6p4dudW8R/DWbQ9M0WOeKW7vtZuUkjtY0gBLtOLpo34G4FdxxjNezfsga9D8B/+ChHxG0n4na7pmm+K9Y+Gvgo6NNqE6Qfbbezt7yHUFhkYgNsvGZ3UdPMQkYwR9PeDP2Hvgx8OfF0PiDw/8JPhjofiC3YPFqen+F7G1vI2AIBEscQcHBPII61v/Fr9nPwD8fLK3t/HPgnwh4ygsyTbprujW2pLbk90EyMFPuKAsfkh8bBo/wATdI8L6pYpZaz4H8Zft3aPNYTCFZLDV7Z7XybiVMgpNFJOk4LDKsd3Wvtj9sKVrP8A4K8/scpHK8aXmlePY58OR5irp9g4DeoB5GelfTl/8APBGqaB4f0m48H+E7jS/Cd9BqeiWcmkW7W+j3cO7ybi2jK7YZY9zFHQBlLHBGa0ta+Gfh/xJ4v0XxBqGi6Tfa94bE66TqNxaRyXWmidFScQyEboxIqqGCkbgoznAoCxuL0ooVdi44pfyoKEHSvmv/goh/yEfg1/2UDT/wCZr6W7V80/8FEP+Qj8Gv8AsoGn/wAzXznFn/Iqq/8Abv8A6VE7cs/3qPz/ACZ9IxdW+tPpsPVvrT/yr6M4EJRS/lR+VBQlFL+VH5UAJRS/lR+VACHpXzpo3/KUvVv+yeL/AOl0VfRbfdr500b/AJSl6t/2Txf/AEuir5niL4sJ/wBfofkzswP/AC9/wP8ANH0XRS/lR+VfTHChKKX8qPyoKEryH9sX9rGH9lDwXodxb+HdQ8XeKPGWt2/hrwzoVnMlu2q6jOHZI3mk+SGMJFI7yNkKqngnAr1/8q8X/bb/AGQv+GuvAegW9j4q1DwN4r8E67B4n8Na/Z2sV22mX8KSxq7wS/JNGyTSK0bEbg3UUCK3wD+N/wAZvGPi64tfiR8G9K+Huhx2T3CavaeNbfWFMqlR5TRLDGy5BY78kDZz1rynwj/wUY+LXx98N3Hi74Q/s83PjP4dtNLHpOsap4vtdEu/EEcTtG09vayRuREzI3ltI6bxhvlBrnPFP7T/AMbPhh4v1b4K/Fqz8EaxrHj/AMCa/qHgnxb4TS4tY9RubC2BngubKZpDDMFmjk3RuyHOAMnC+z/8EqJ7Gf8A4JnfAE6c1u1uPh9oauYcbRMLKETA4/iEocN/tZoFqVbn/gpj4Dt/2G4/jsbTxB/Ykzixj0U2g/tltT+1my/s3yc4Fx9qHlEbtoILZ2jNWPgl+0H8fPHXjjSbfxh+z/p3gvw3qJLXGojx5bahc6YuxmXzLdIF3MSFUhHOCSckCvzp1hdUHwO0e4Vo5PB9z+3kZlKAG3bR/wC1pVGP+mf2oZ+v5V+zEXfpQA4HIopfyo/KgoSil/Kj8qAEPSvmD9mH/lIB8ePppv8A6JNfT7fd7V8wfsw/8pAPjx9NN/8ARJr5vPf98wH/AF9f/puod2D/AIVb/D/7dE+n6KX8qPyr6Q4RKKX8qPyoASil/Kj8qAEriP2mP+Tc/H3/AGLmof8ApNJXcflXEftMf8m5+Pv+xc1D/wBJpK4sy/3Sr/hl+TNKP8WHqvzOU/YC/wCTOvAf/YPP/ox69hrx/wDYB/5M68B/9g8/+jHr2H8q4+Hf+RVhv+vcP/SUbY7/AHmp/if5iU2VPMjZTwGGDT/yqK8ZktJWX7yoSPrivZOXc8j0n9jXw74dtY7Wx1/xrZW0RLLFBrLxopY5PA+tWj+yfpZP/I2ePf8AweSV4H+zx+1B+0x+1J8JdL8ceF/C3wYt9E1hpxbxajq2oR3UYinkhO8LE46xnoa7f+2P2uD/AMy18A//AAd6n/8AGK+ZhleVSinDD6WVrRe3Q9qtwrVoVJUalSlGUW006kbprRrfoei/8MnaV/0Nnj3/AMHklR3P7I2j3ULRyeKfHkiuCpB12TBB6g/WvPv7X/a4/wCha+Af/g81P/4xVTWvF/7WWgaZc31x4Z+A7Q2cLzyCPWtTZiqgk4Bg68etEsqyu2uHdv8AC/8AMzjw3Juyq0v/AAZE+i/h34Gsfhr4N0/QtNaZrLTIvJh8198m3rye55rbrzH9jT43X37SX7Mngzx1qVpa6ffeJdPF3NbW7M0MLbmUhS3JHy9+a9P/ACr6DDqmqUVSVo2Vl2VtPwPPxGFnhq08NUVpQbi+uqdn+IleKftna2sXhDS9O3MGvLszn/djH+LD8q9s/Kvmb9sfXTffEGzsVYbbO0DkZ+6zs38wBX5r4yZl9U4UxNt6loL/ALeav+Fz6Dg/D+2zal/dvL7kaX7Fegr/AGrreok58uJLZfYklj+gWvoVc45ryj9kXQf7L+GLXX8WpXbynjsuEH/oJ/OvWAeO1dnhTlv1HhbCUusouT/7ebf5GPFWK9vmtaXZ2+5WCil/Kj8q/RD58Sil/Kj8qAEopfyo/KgBKKX8qPyoASil/Kj8qAPOP2vf+TV/iN/2Ld//AOk71V/Yq/5NN+H3/YEt/wD0Grf7Xv8Ayat8Rv8AsXL/AP8ASd6qfsU/8mmfD7/sCW//AKDXzcv+SgX/AF5f/paO6P8AuP8A2/8A+2nqFFL+VH5V9IcIlFL+VH5UAJTX6U/8qbJ0o6EyPlr/AIJbf8k0+In/AGOt9/6Lir079iz/AJINa/8AYQvf/Sh68x/4JcFv+FZfEXau5v8AhNL7A9f3cVbnwW8V+Pvg34K/sFvhpqupLb3dxKtxFf26K4kldhwWz0Ir85yPERoUMFXqJ8qhVV1Fy1co2+FN9GdWbO2Nk3/WiK//AAVp+AHiP9qP9g7xf4F8KaKviHWtZ1DRJE09poYVuIYNZsbm43NMyptEEMrEE5YDABJAPonwb/Yz+Ef7P+uzat4F+GXgPwfqlxEbeW80XQbaxuHizkoXjRW2kgEjODgVQ/4X747/AOiS65/4Mbb/AOKo/wCF++O/+iS65/4Mbb/4qvqv9YcH/f8A/BdT/wCROH2sf6TPTPFf/Is6l/17P/6Ca4r9kf8A5Nu8G/8AYNT+ZrntW+NvjzVNLurf/hVOtR/aImjDHUbY7cjHQNXY/s3+F77wZ8DfDOl6lbta31jZLFNExBKNzxxxXPh8VHFZpCpSUrRhJNuMo6uULfElfZ7ExknLT+tjtqyfHWrLoPhDUr5m2i1tpJPxCmtf8q88/ak1k6R8HdRVW2yXjJbJ77mBI/75Brq4ix6wOVYjGP8A5dwlL7k2epluH9vi6dH+aSX4o+afhdpD+IfiLo9u+Xaa9jL8dQGy36A19qIdsXH8JxXyv+yZov8Aa/xft5iu5NOtpZ8/7RAQf+hE19VpHsTbxX479HzL3SyGri3vVqP5qKS/Ns+u8QsRz46FFbRj+f8AwLC0Uv5UflX74fCiUUv5UflQAlFL+VH5UAJRS/lR+VACUUv5UflQAlFL+VH5UAJRS/lR+VADD9xvxr5X/Yf/AOTrf2hv+w7D/wCh3VfVDfcb8a+V/wBh/wD5Ot/aG/7DsP8A6HdV81nP+/4H/HL/ANIkduE/gVvRf+lI+qu9FA60v5V9KcCEopfyo/KgoSil/Kj8qAEHSvlv/gpP/wAhX4O/9jvafzWvqXtXy1/wUn/5Cvwd/wCx3tP5rXzHGP8AyKKvrH/0uJ3ZT/vcfn+TPqNerfWloXqfrS/lX08djgEopfyo/KgYlFL+VH5UAJRS/lR+VACUUv5UflQAlFL+VH5UAJRS/lR+VACUUv5UflQAlFL+VH5UAJRS/lR+VACUUv5UflQAlFL+VH5UAfNf/BVz/k0S8/7Cln/6Ga+h/D3/ACArP/rgn/oIr55/4Ku/8miXn/YUs/8A0M19D+Hf+QDZ/wDXBP8A0EV8zg/+R5if+vdL86h3Vv8Ac6f+KX/tpbopfyo/KvpjhEopfyo/KgBKKX8qPyoASvBP+CnH/JkvjP62P/pfbV75+VeCf8FOP+TJfGf1sf8A0vtq+f4q/wCRLi/+vU//AElnZlv+90v8UfzR7B8Nv+Sd6D/2Drf/ANFrW1WL8Nf+SdaD/wBg63/9FrW3+Vezhf4MPRfkctT4mJRS/lR+VbkiUUv5UflQAlFL+VH5UAJRS/lR+VACUUv5UflQAlFL+VH5UAJRS/lR+VACUUv5UflQAlFL+VH5UAJRS/lR+VACUUv5UflQB51+11/ya78RP+xcv/8A0Q9U/wBi3/k1H4ff9gS2/wDQKuftdf8AJrvxE/7Fy/8A/RD1T/Ys/wCTUfh9/wBgS2/9Ar5j/moI/wDXl/8ApaO7/mB/7fX/AKSeoUUv5UV9QzgQlfN//BVj/kznWf8Ar8tP/R6V9IV83/8ABVj/AJM51n/r8tP/AEelfP8AFX/InxP+Bndlv+90/VH0No3/ACDo/pVqqujf8g6P6Var2qH8OPojie4UUUVqAU3fzjB/KnV+en7bHgvV4v239e134u+E/jh41+C/9i6d/wAIifh1f362vhy5jMxv5dQtbG4juJJGbymWVUkURnbgMDQI+z/iP+0DoXwx+LHw98G6kNQ/tj4l3t5YaP5MG6LzLWzlvJfMbI2DyoXwcHJwK7oSg9m/KvzO+OH7P/wV/al+Pn7FeseF9W8T+J/BPjCXW9HttSTxZq6zXljbaHqVxF+8adZkmWcMryHbMQpjdio216T8Sfgdp3xl/b78O/AS91nxlp/wn+H3wqh8Rx6Ppnie/spNWu59SlsoTc3UUi3E4ihtjxJKfmlBOTk0CufdHmDPf8q8p/ba/aTf9kH9lTx18TF0j/hIP+EN0x9SXTftX2T7YExlPN2Pszk87Gxjoa+DPip8b/HX7O3wX/aV+DnhXxp4nh/4Q34i+FPDHhnxFfXjX+o6HpviBdOkkhW5mLO7QCe4WORyzr5ifMSox6N/wUR/Yk8D/sr/APBLT4/X/hm68aXV9f8Ag6a2u5tb8V6lq4ucSRsZDHczyIshZeWRVPJHTigOY+9/D2qHWNEs7xl8v7ZCkwTO7ZuUHGe/XrV6vhH9j74yal+3v+2LcalqieJPA3hv4C6VZ2+neCtXBsdV1LUL61ydVvbdSQ1qIf3dsCzqXEz8ECvu5eVHX8RQCCiiigoB0r5r/wCCiH/IR+DX/ZQNP/ma+lR0r5q/4KIf8hH4Nf8AZQNP/ma+c4s/5FVX/t3/ANKiduWf71H5/kz6Ri6t9afTIurfWn19GcCCiiigoKKKKACiiigAPSvnTRv+Uperf9k8X/0uir6Lb7tfOmjf8pS9W/7J4v8A6XRV8zxF8WE/6/Q/JnZgf+Xv+B/mj6Looor6Y4kFFFFAwrg/2gvh34w+JPguOz8EfEC8+HOsxXCzf2lBpNrqiyoFYGJ4bhSpUkq2VKtlRhgM13lFAHzf+z/+wpr3hP45xfFL4rfEy++LPj7TdLm0TR5l0aDRNK0S0mdXm+z2cbyYml2IryvKxZUVQABXH+H/APgmr8Qfgnp7+Ffg/wDtBeIPhz8LZp554/Db+GrHVrjRBNI0kkWnXkoDW8O52KJIk+wn5T2r7AooFZHz3qf/AATW+HOo/sRRfAXy9cj8J26CWHUEvQNWjvRc/a/7Q8/bzdfaczFyuCzH5dpxTfgL+zN8cPhz470+58Y/tGX3jvwzpZZU0v8A4QrT9OuNQj2OqC7ulLs7LlG3RLDuZMngkV9DUUCsA6UUUUFBRRRQAHpXzB+zD/ykA+PH003/ANEmvp9ulfMH7MP/ACkA+PH003/0Sa+bz3/fMB/19f8A6bqHfg/4Vb/D/wC3RPp+iiivpDgCiiigAooooAK4j9pj/k3Px9/2Lmof+k0ldvXE/tMf8m5+Pv8AsXNQ/wDSaSuLMv8AdKv+CX5M0o/xYeq/M5T9gL/kzrwH/wBg8/8Aox69hrx/9gH/AJM68B/9g8/+jHr2CuPh3/kVYb/r3D/0lG2O/wB5qf4n+YVHd82sn+4f5VJTLr/j2k/3T/KvZexzR3Pl7/gjWuf+CdPgHdzl9S/9OV3Xo37ZP7YWg/sVeAvDuua14f8AFniiTxV4ksvCmmab4eht5r26vrveIFAnmhjCsybcl+rDjqR5z/wRt/5R0eAP9/Uv/Tld1z3/AAWO/wCRf/ZrHZv2g/BQI9R9seuPL/8Adaf+Ffke1xR/yOcX/wBfZ/8ApTOv8Gf8FKNC1D4s+GPB/jb4c/Fj4R6h41u2sNAn8Y6Zaw2OqXSoX+zJc2t1cRrMwVtiSMpcjC5PFe8/EVVfwLrQxx9imBz/ANc2r5g/4LQwwxfss+F7yNY21ax+JfhCfSiceYt0NatQCnfdsaQcdi1fUHxAGPAetd/9Bm/9FtXRV+B+jPIw38aPqvzPF/8AglKpH/BO34T/APYEA/8AIr19CV8+/wDBKX/lHZ8J/wDsCj/0ZJX0EelY4N/7PD/CvyR6nEX/ACNsU/8Ap5P/ANKYE4r44+Pev/2z8W9bmI+S3n+zr3+WP5f/AGUn6mvr/U79NN0+a4k+5DG0jH0AGTXxHYQSeLvGECszNPq14oY46mST5uP+BGvwH6QWLlUwmDyqm/eqzb+5WX4yPqvD6ilWrYqW0Y2+/V/gj68+DWg/8I38MNDtdu1ltVd/95vmP6sa6jpUdlCtvZxRr91FCjjsKkr98y7CRwuFpYaO0Ixivkkj4LEVnVqyqveTb+8KKKK7DIKKKKACiiigAooooAKKKKAPOf2vf+TV/iN/2Ld//wCk71V/Yq/5NN+H3/YEt/8A0GrX7Xv/ACat8Rv+xbv/AP0neqv7FP8AyaZ8Pv8AsCW//oNfNy/5KBf9eX/6Wjuj/uP/AG//AO2nqFFFFfSHCFFFFABTX6U6mydKHsTI+Xf+CWP/ACTn4hf9jrfH/wAchr6MPjzQ4yQ2q6epU4IM6jH6185/8EtP+SbfEP8A7HW+/wDRcNe3fCXw9Y3vg+OSaztZJHnmJZolJP7xvavzPKcyx9PD4HAYBQvUhVk3PmsuSUVpy235z2sdSpuvVqVL6OK081/wDe/4WBoX/QY07/wJX/Gj/hYGhZ/5DGnf+BC/41O3hfSk+9Y2Q+sK1HHoeiTSsi2+nM6feUIhK/UV9Fy8SfzUP/Aan/yRwXw3aX4DG+IGhhd39r6d9ftC/wCNallexahaRzW8iTQyDKOhyrD2NZep+F9OFlNiwtP9W3/LFfT6VB8Kv+SdaT0/1I6DjvWeBzHM4ZrHL8d7NqVOU04KSd4yhGz5m9HzDqU6Tpe0p30aWtuqf+Rvk4FeG/tra4RoWi6eh/100lww9do2j/0KvcmwBXy3+1vrS6h8Uo7VWLCys40Iz0ZsufxwVr5XxqzL6rwpXinZ1HGC+bu/wTPf4Lw3ts1g3tFN/hZfizpv2JdFwuuagy/Nujt0bHb5if8A2X9K9+ry/wDZL0r+z/hPbzYw19PNMePRtg/Ra9Qr2vC7LfqXC2DpdXDmf/bzcv1OTijFe3zWtNbJ2+7T9Aooor748EKKKKACiiigAooooAKKKKACiiigAooooAafuN+NfK/7D/8Aydb+0N/2HYf/AEO6r6oP3G/Gvlf9h/8A5Ot/aG/7DsP/AKHdV81nP+/4H/HL/wBIkduE/gVvRf8ApSPqrvRQOtFfSnBEKKKKCgooooAB0r5b/wCCk/8AyFfg7/2O9p/Na+pe1fLX/BSf/kK/B3/sd7T+a18xxj/yKKvrH/0uJ3ZV/vcfn+TPqNerfWlpF6n60tfTx2OEKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5s/4Kuf8AJol5/wBhSz/9DNfQ/h7/AJAVn/1wT/0EV88/8FXf+TRLz/sKWf8A6Ga+h/D3/ICs/wDrgn/oIr5nB/8AI8xP/Xul+dQ7q3+50/8AFL/20t0UUV9McIUUUUAFFFFABXgn/BTj/kyXxn9bH/0vtq97rwX/AIKcf8mS+M/rY/8ApfbV8/xV/wAiXF/9ep/+ks7Mu/3ul/ij+aPYPht/yTvQf+wdb/8Aota2qxfhr/yTrQf+wdb/APota2q9nC/wYei/I5anxMKKKK3JCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzv9rr/AJNd+In/AGLl/wD+iHqn+xb/AMmo/D7/ALAlt/6BVz9rr/k134if9i5f/wDoh6p/sWf8mo/D7/sCW3/oFfMf81BH/ry//S0d3/MD/wBvr/0k9Qooor6h7nCL+VfN3/BVj/kznWv+vy0/9HpX0hivm/8A4Ksf8mc6z/1+Wn/o9K+f4q/5E+J/wM7Mt/3un6o+htF/5B0f0q3+VVNGGdOj+lWsV7VD+HH0RxvcX8qPypMUYrUBfyrwj9oP9nr40fEPxpNfeA/j4fh9ot4iRy6XN4KsdY8gBcM0EzvHIkjH5syeYoPRccV7tijFAj5Luf8AglDpPgH9m/4Q+Cfhb401PwDr3wMvJtQ8J+I59Ph1V1muY7iO8F1bsY0mS4W6mLqpjILAgjFbnxT/AGDvGHjDxX4T8f8Ah34v3XhX4x+HtBfw3feJB4btrzTvEFnJKJmjuNOZ1ACyqHTy5lKHIJYHFfTGKMUCsj5ci/4JX+GfE37NfxE8C+NPFXiTxZrnxV1dPEXiLxUPLsdQfUovINtNbrENkCW/2WDyo/mACEEtuOc3x1/wT++LPxt/Zj+Inwx+In7QEPi6x8aaHJoljeL4GtrGXTdzIVuJhFcZuZQqFTholbfkKuK+tcUYoCyPDfF/7FzX37SXw9+KXhzxN/wjfiLwrp7eH9fAsDcQ+LtHZci0mXzk8t4p8TRS/PsJcFXDce5DIHajFGKBi/lR+VJijFAx3avmn/goh/yEfg1/2UDT/wCZr6VA4r5q/wCCiH/IR+DX/ZQNP/ma+c4s/wCRVV/7d/8ASonbln+9R+f5M+koerfWn/lUcXVvrT8V9GcCF/Kj8qTFGKChfyo/KkxRigBfyo/KkxRigAb7tfOmjf8AKUvVv+yeL/6XRV9FsPlr500b/lKXq3/ZPF/9Loq+Z4i+LCf9fofkzswP/L3/AAP80fRn5UflSYoxX0xwoX8qPypMUYoKF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKABvu9q+YP2Yf8AlIB8ePppv/ok19PsOK+YP2Yf+UgHx4+mm/8Aok183nv++YD/AK+v/wBN1Duwf8Kt/h/9uifUH5UflSYoxX0hwi/lR+VJijFAC/lR+VJijFAC/lXEftMf8m5+Pv8AsXNQ/wDSaSu2xXE/tMDH7Ofj7/sXNQ/9JpK4sy/3Sr/hl+TLo/xYeq/M5X9gH/kzrwH/ANg8/wDox69h/KvHv2ARn9jrwH/2Dz/6MevYMVx8O/8AIqw3/XuH/pKN8d/vNT/E/wAxfypl1/x6yf7p/lTsVHeIzWkgUfMVIHFew9jlW58v/wDBGz/lHR8P/wDf1L/05XddN/wUQ/ZL8Sftc/DrwPZ+E9f0Xw7r/gPxzpPjazuNVs5Lq1mksGkkSJ0jdGIZ2XOGHAI7149+zn+zF+1Z+y58I9N8D+GNf+BM2h6PJObV9QstTkuSsszyneyMqk5kPQV3P9iftmEf8hv9nX/wXat/8crysLiJU6MKbpyuklt5ep9hneW0MVmNfE0sVS5ZzlJXlK9m219kzH/Yn+MH7QXxV8C6p8dviF4F1rwt8Pdbi8S2Hh3wj4cudNi1LU4Qfss13LPdTMyQMxdY1ADNgsSBivp/4hrt8Ca1/wBeM3/otq+c/wCxP2zB/wAxv9nX/wAF2rf/AByqeu+EP2yNd0i6s5tb/Z48u7heFtthqysAylTg7z69wa2qYyTi17OX3f8ABOCjklONSMniqWjX2pf/ACJ2H/BKX/lHZ8J/+wKP/RklfQf5V5Z+xh8DNS/Zs/Zm8G+B9VvLO+vvDenCzmntQ3kysHY5XcAcfN3r1IjiujCwcaEIy3svyODOq8K+Y4itSd4ynNp905No5H466z/wj/wn1y4VtrfZmiXn+J8KP5183fs9aJ/bnxf0dWVWW3dp29tqkg/nivp/4i+ALX4ieF5NLvJLiK3lZXYxEBuOR1BHp2rk/hZ+zlafC3xZJqlvqE90rQNAkUsSqUyVOcjnopH41+PcacF5pm/FOAx8Ip4Wjy82uqalzPT5I+gyXPMLg8qxGHk37Wd7aeVlr956Ygwo6Uv5UirtHSjFftJ8YL+VH5UmKMUDF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAPOv2vf8Ak1b4jf8AYuX/AP6TvVT9in/k0z4ff9gS3/8AQatfte/8mrfEb/sW7/8A9J3qr+xSM/smfD7/ALAlv/6DXzcv+SgX/Xl/+lo7o/7j/wBv/oeo/lR+VJijFfSHCL+VH5UmKMUAL+VNk6UuKbJ0o6EyPl3/AIJY/wDJN/iJ/wBjrff+i4q97+DX/IjQ/wDXab/0Y1eCf8Esf+Sb/ET/ALHW+/8ARcVe9fBvnwND/wBdpv8A0Y1fmPD/APvWW/8AXrEf+l0j28w+Kt/ij+TPGP8AgrfN4yg/4J7fEhvAi68/iAW1oGGhq7al9iN/bC+MHl/P5gs/tJG35vTmvOv2DPgb+xX471zQfGnwJ034e3XiHQIjPbPpt9J/bGn5QxN9pgkk89GwxUidM889a+svix8UtD+C3gPUPE3iKS8t9H0oK9zLa6fcX8qBmVQRDAjytywztU4GScAE18EfFf4n/Df9un9tj4C65+z7ZtqnjHwj4yOp+MvF9h4ensY7HQ47SdbrT7y4lhTe9w0kCrESzDBIA7/px4h+iuo/8g+b/rm38jWN8Kf+SdaT/wBcR/WtjUP+QfN/1zb+RrG+FX/JOtJ/64j+tfJ4j/kpcP8A9eKv/pyidUf91l/iX5M35eUxxXxh8aNc/tz4q67cKd4+1Mi/RcIB+SGvsy6RmhYLw5UgH3r5kuP2V/FEXiWGa4FheRTXYa4aGXDBCcs3zBc9Wr858bMnzXNcJhMHl1GVSPPebSvZWsr/AHs+u4IxmEwtarWxE1F8tlfr1f5Hv/wu0ddA8A6PZqixtBZxBh/tFQT+pNdD+VRW8Plqu1flVQBgdKkxX7RgcNHD4enh4bQikvkkj4yrUdSpKpLdtv72L+VH5UmKMV1EC/lR+VJijFAC/lR+VJijFAC/lR+VJijFAC/lR+VJijFAC/lR+VJijFAC/lR+VJijFADW+43418r/ALD/APydb+0N/wBh2H/0O6r6oI+Rvxr5X/Yf/wCTrf2hv+w7D/6HdV81nP8Av+B/xy/9IkduE/gVvRf+lI+qh1pfypAMmjFfSnAhfyo/KkxRigoX8qPypMUYoAXtXy1/wUn/AOQr8Hf+x3tP5rX1LjAr5a/4KT/8hX4O/wDY72n81r5jjH/kUVfWP/pcTuyn/e4/P8mfUi9T9aX8qavU/WlxX08djgF/Kj8q+FLb4I3v7WX/AAUq/aE0XWfiT8ZvD2keA7Pws2j2Hhjx1qOj2dubuznknJghkEbFmhU5K85Oc5rqfgF+1vefs7+APjpo/wATdf1nxlF8C/E8Oj2Oq/Zkn1jXLW9tbO40+BkjCLNdmS8W2BAXzGCFsFmNArn2F+VH5V822/8AwUm8O+HL/wAX2fxA8F+PPhdqHg7wjc+OZbbXo7Gdr/SLdgk88DWVzcIXjdo1aJ2VwZo/l54r+Gf+Cil5rHxo0bwTqnwS+LXhbUNb0K78SxXOqtoq28en23lrLKwj1B5NyvNChiCGVTKpZFXLAC59NflR+VfJXw2/4K9eB/ib+z9dfE638FfFLT/CPk6YulXV9oIgfxJfX8iwxWFgrSfv5hMyRMwIi3NxIygsO0+DX7edv8S/j3dfDfxB8OfiF8NvE1v4Zk8WBPEf9nNDNYR3Mdu7rJZ3c4DCSUDa2DhW6Y5AufQP5UflX52ftUf8FANQ/aF8L/ArUfBvgX4qeHfBXiL4w+EFsfGN41nY6brtk+qRqQkaXbXZhnXoJYEV0bn0Pu/xe/4KZaH8K7jx5eWngD4i+LfB/wALpntvFvinRYrB9M0aWKNZbhMTXUc87QI483yIpNhBU8qQALn05+VH5V80/Gv9vy103xV4q8F+CfAPxC+JuseHdGhvdavPDK2EdpoX2uFpbdJZbu6gzM0O2by4w7BHRsfMK6L/AIJia3feJ/8AgnL8CdS1K8utQ1C+8B6NcXN1cytNNcSNZRFnd2JLMSSSSSSTQFz3T8qPyr4q/Zh/bJg+BP7HHhq41ux8XePPFXjD4j+MNB0LR9KCXeqarLF4i1hxGhnljRY4baAks8iqiRgdgK7Sy/4Kc6Hb+APjTq/iD4f/ABC8I6l8B9Hg1vxJo2qpYPePBPbz3Ef2dre7lhkLJA3WRRyOeuALn1D+VH5V87fC3/gonoPj/wCLvhTwrqPgf4ieDYfiFBczeEdZ1/T4YLHxGYIhPJFEEmeeGQwh5VW4ii3xxsRk4B8D/bD/AOChFx8dfg34cuPAPgn4nW3g6++JfhrT7Xx+j2Vpo+pRR+I7OGUxbbv7W9vNtkjV/I2SBuflJNAXP0FJwKjt7gXChl27WGQQeteI/wDBSn4zX37P37CPxU8V6UzR6zY+Hri30yQf8s7y4H2eB/fbLKjfQV4TrXxi8YfsKfHr4B/BHwX8O/H3izwVovw/1K1mg0o6Qp157JdJiiuUe6uopFNv5kolDMm83ilRLt+UC59zu+xc/LTYZvPTcMVHC7XFjG7xtEzoGKPjch9DgkZHsTXzN/wTluH8D+J/jz8M96rZ/D34kXr6ZbKu0WVhqltbaxFEo/uCS+uAvoBgcAUAfUH5UflXyFqX7YvxC0b/AIKjeIPhtb+AfHniDwfaeDtGuoYrL+xktrWa41C9jm1ZpJbpJzAURItnLBrSQiIblaTzH9nT/go2vwA8CfGC58SeEPil4v8AD/g34qeLh4g8S2FtFcad4ZtP7du1iR3uJ45JEhh2OyWySiGJkzt6AC5+hf5UflXhvxw/basvhR8VdJ8DeH/A3jf4n+LtU0dvEDaf4XWxP2DT/MEKXE8t3c28SLJJvVBuJcxvx8teAftJ/wDBTXxVf+AP2d/F/wANfBPxA/s3x38TZvDmtaZ5OkfbJ0szqVpc6U4mudiTSXFq0iSRybdtq2ZU3KrgXPXv+Crv/Jol5/2FLP8A9DNfQ/h3/kA2f/XBP/QRXy1/wUY8UXnjH9hSLUtQ0PVPDN9fXtlLNpWotA13YNvOY5DBJLEWGRnZIy88GvqXw8P+JFZ/9cE/9BFfM4P/AJHmJ/690vzqHoVv9zp/4pf+2lz8qPypMUYr6Y4Rfyo/KkxRigBfyo/KkxRigBfyrwT/AIKcf8mS+M/rY/8ApfbV71ivBf8AgpwMfsS+M/rY/wDpfbV8/wAVf8iXF/8AXqf/AKSzsy3/AHul/ij+aPYPhr/yTrQf+wdb/wDota2/yrE+Go/4t1oP/YOt/wD0WtbWK9nC/wAGHovyOWp8TF/Kj8qTFGK3JF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAF/Kj8qTFGKAPO/2uv+TXfiJ/2Ll//wCiHqn+xZ/yaj8Pv+wJbf8AoFXP2uv+TXfiJ/2Ll/8A+iHqn+xZ/wAmo/D7/sCW3/oFfMf81BH/AK8v/wBLR3f8wP8A2+v/AEk9R/KikxRX07OBBXzf/wAFWP8AkznWf+vy0/8AR6V9IZr5v/4Ksf8AJnOs/wDX5af+j0rwOKv+RPif8DO7Lf8Ae6fqj6G0b/kHR/SrVVdGP/Euj+lWs17VD+HH0RxPcKKM0ZrUAoozRmgAoozRmgAoozRmgAoozRmgAoozRmgBR0r5q/4KIf8AIR+DX/ZQNP8A5mvpUHivmr/goh/yEfg1/wBlA0/+Zr5ziz/kVVf+3f8A0qJ25Z/vUfn+TPpGLq31p9Mi6t9afmvozgQUUZozQUFFGaM0AFFGaM0ADfdr500b/lKXq3/ZPF/9Loq+i2Py186aN/ylL1b/ALJ4v/pdFXzPEXxYT/r9D8mdmB/5e/4H+aPouijNGa+mOFBRRmjNBQUUZozQAUUZozQAUUZozQAUUZozQAUUZozQAN0r5g/Zh/5SAfHj6ab/AOiTX0+x4r5g/Zh/5SAfHj6ab/6JNfN57/vmA/6+v/03UO7B/wAKt/h/9uifT9FGaM19IcIUUZozQAUUZozQAVxP7TH/ACbn4+/7FzUP/SaSu2zXE/tMH/jHPx9/2Lmof+k0lcWZf7pV/wAMvyZpR/iw9V+Zyv7AP/JnXgP/ALB5/wDRj17BXj/7AJ/4w68B/wDYPP8A6MevYM1x8O/8irDf9e4f+ko2x3+81P8AE/zCijNGa9k5RERY1wN340tGaM0biSsFDKrDmjNGaNthgqKvTNFGaM0CDFFGaM0DDH+cUUZozQAUUZozQAUUZozQAUUZozQAUUZozQAUUZozQB5z+17/AMmrfEb/ALFu/wD/AEneqv7FP/Jpnw+/7Alv/wCg1a/a9/5NW+I3/Yt3/wD6TvVX9ik/8YmfD7/sCW//AKDXzcv+SgX/AF5f/paO6P8AuP8A2/8A+2nqFFGaM19IcIUUZozQAU2TpTs02TpR0JkfLn/BLTj4a/EP/sdb7/0XDXsHw1+ImjeH/C8drdX8cMyyyko4OeXJ9PevHv8AglocfDn4hf8AY633/oENfTgsYRJnZDu/3RmvzXKMpx1bC4LHYCpGEqcakWpxck1OUdrSja3J57ntY6tTjXqU6ibu09HbZej7mH/wtrw5n/kJw+vQ/wCFN/4Wz4cz/wAhSH/x7/Cug+xw/wDPOH/vn/69H2OH/nnD/wB8/wD16+g+r8R/8/6P/gqf/wAuPP5sL/LL/wACX+RzV98WNAltpFXVICzRkBcEdj3xV34UcfDjSeSf3AOSK1jaRY/1cPvhelWIdqxLt27e2OlTgcnzL+045jj60JcsJQShBx+KUZNtucr/AA2tb5hUrUvZeyppq7vq77K3ZdxxANDKrAj+9wfejNGa+rRzWDA96KM0ZpgFFGaM0DCijNGaACijNGaACijNGaACijNGaACijNGaACijNGaAGn7jfjXyv+w//wAnW/tDf9h2H/0O6r6oJ+Rvxr5X/Yf/AOTrf2hv+w7D/wCh3VfNZz/v+B/xy/8ASJHbhP4Fb0X/AKUj6qHWigHmjNfSnAgoozRmgoKKM0ZoAXtXy1/wUn/5Cvwd/wCx3tP5rX1Lnivlr/gpP/yFfg7/ANjvafzWvmOMf+RRV9Y/+lxO7Kf97j8/yZ9Rr1P1paRep+tLmvp47HAfCsHxsvP2Sf8AgpL+0Nret/DX40eINJ8dWXhYaPf+F/Amo61Z3JtLKdJh51vE0YKtMoILDBB6YriPid+yd8UPjZ+zD8XPHknhrxT4e8XePvihoXj3TvDNjcQQ6/baTpUmmwxxb3LQR3zQWks6oxZVkMaHJDKP0hzRmgVj4W+EHwf+FHxY+FPxV1Dxdpfx4Mes+EZ9A8ReKfizbXWk3Uek7XaW3t/tCRRwopJlLxQqhYBiz7FA8v8A2G/jJa6zc+FtV+MGufHvVPjJ4s8HT+F/D6eNfBEmk6RDJPbpd3FnY3UNnFBdSSm0RhJLI0kiwrgAllr9EvjT8IND+P8A8J/EXgrxNbyXnh/xVp0+l6hDHIYmkhlQo21lwVbByCOQQDXlXgL9gHTfD3xE8N+JfFHxG+J/xOuvBsz3Xh+28VahaSWukTtE0JnWO1toPNmETuoknMrqHYggkmgLM+dNX+Avjkf8Eh/2Y0sfCfiK88T/AAnu/BHinVvDUdmYdWni02W3ku7ZYJCh85UVz5TYYsm3G7AOp4at/GH7VX/BRjVvEz/Dvx/4H8E618ENS8NaXrGv6ZJZTS3M2pWzkSxFT9lkGWKRSssrCJ32KuCfvNBsXH86M0Byn5cm8+Jvif8AZT/ZS+E6/BH4nWOsfCTx34FsfGGoXekldPsE0y6t4Zbm3dd32uFwhmM8Q8mOMEu6thWk0H9mb/hV3xK+J3gX4qaD+054q8P+NPG+s6/Z6P4QtZbrwb4gsb+7a7QTy2yK8L/vDHNFczojFG+8hFfqFmjNAcp8O/2r40/ZV/aJ/aA02z+Evjnxlb/Fye08QeE7/QbNZLF2XR7awms7y4Yqlm0T2u5fM+/HJ+7DuNh90/4Jp+E9U8Cf8E8vgfouuabqGjazpPgbR7S+sL62e3urKZLOJXiljcBkdWBBVgCCCCK9uzRmgLH5s+GPhf42+C3gr9n34kXHgHxzrFr8L/ib8Q7vX9F0zR5Z9YjsNV1HXIra8itOJZkxNBIBGGZo5g6hgQao/EnwV8R/jN4O/b/1i4+FvjfQZfiH4F0q18LafPp8k15raxaZfQhY1jVlaclkLQRl3jMqK2Gyo/TTNGaAsfLH7WHwx1zxf8Zv2UZbDRtYurXQ/E19Lq9zb2cksekxv4b1KFZJyAREplkSMF8As6rnJFfLmmWnxM0P9gL4R/AKX4K/En/hJ/hn4x8J2HiHVINKJ0ZbWx120k+3Wsy5+1xSRxiRjEp8lfMaUx7MN+pWaM0BY+c/+Ct3gK9+I/8AwTj+LlhpkEt3qFpobatBBEN0k7WUiXnlqByWbyCoA5JIFcb+0R8T3sf2hP2fPjhovhjxl468BN4X16xluPCejya1c2x1VdHuLOYwQbpDC62coMgBVcrkgMK+ubyzjv4JIpkSSORCjo6hldSMEEHg5B71Q8GeC9J+HXhfT9D0HTdP0XRdJgW1sbCxt1t7azhUAJHHGgCoigABQAABxQFjyHVf+Chvwv0X42RfD+41bWI9aOqW2hTXH9g3raXaalcRLLDp81+Ijax3Tq6ERPIGy6jGSBXI/wDBPu3/AOEr+MX7S3jzyXWPxN8TJdLtpuqXEOkadZaWzKem0T21wv1Vh2rw7xX8AfiHbD4gfBaPwL4ouo/HHxrtviJa+N4zbf2NaaSdYsdXmMkvmCVLiEW0lssWws2EIJTJX778DeCdH+HXhqHSdB0vT9G0yCSWVLWyt1ghR5JGkkYKoA3PI7ux6szEnJJNAdT5j+JGqax8DP8AgqRD4wuvBXjrX/Cnj3wBpfhG31Tw/osuqQaZf2uq307C78rLW8bRXyMJXAjHluCwOK4mz+EXitP+CX37XWgHwz4iXX/EWr/FGTRtN/s2b7XqiXd1qTWjW8W3fKJw6GMoCJA67cgjP3RmjNAcp8Uw6p4s/ZO/awj8WSfDHx9420H4ifDjw9oFs/hvTRdXGlappkl8xtLlWZRbxyrfAieVkiRomDsnBryvSfhR8RPD/wCwf8EfEGqfD3xY2ufC346av428TeG7DT5LrVFsZNY19We1i2q10AuoQzIYlJljG5AcgV+lWaM0BY+Tf+CiHjeP4kfsF2+vQ6drmkw6te2VwlnrFhJYX1spc4WaCQB4n9VYAjuK+p/D3/ICs/8Argn/AKCK+eP+Crp/4xEvP+wpZ/8AoZr6H8PH/iRWf/XBP/QRXzOD/wCR5if+vdL86h6Fb/c6f+KX/tpboozRmvpjhCijNGaACijNGaACvBf+CnH/ACZL4z+tj/6X21e9ZrwX/gpwf+MJfGf1sf8A0vtq+f4q/wCRLi/+vU//AElnZlv+90v8UfzR7B8Nf+SdaD/2Drf/ANFrW1WL8NT/AMW60H/sHW//AKLWtrNezhf4MPRfkctT4mFFGaM1uSFFGaM0AFFGaM0AFFGaM0AFFGaM0AFFGaM0AFFGaM0AFFGaM0AFFGaM0AFFGaM0AFFGaM0Aed/tdf8AJrvxE/7Fy/8A/RD1T/Ys/wCTUfh9/wBgS2/9Aq5+11/ya78RP+xcv/8A0Q9U/wBiz/k1H4ff9gS2/wDQK+Y/5qCP/Xl/+lo7v+YH/t9f+knqFFGaK+oZwIXHtXzd/wAFWP8AkznWv+v20/8AR6V9IV83/wDBVj/kznWf+v20/wDR6V8/xV/yJ8T/AIGduW/73T9UfQ2i/wDIOj47Vbx7VU0b/kHR/SrVe1Q/hx9Ecb3Fx7UY9qSitQFx7UY9qSigBce1GPakooAXHtRj2pKKAFx7UY9qSigBce1GPakooAdjjpXzT/wUQ/5CPwa/7KBp/wDM19KjpXzV/wAFEP8AkI/Br/soGn/zNfOcWf8AIqq/9u/+lRO3LP8Aeo/P8mfSUPVvrT8e1RxdW+tPr6M4ELj2ox7UlFBQuPajHtSUUALj2ox7UlFAAw+XpXzpo3/KUvVv+yeL/wCl0VfRbfdr500b/lKXq3/ZPF/9Loq+Z4i+LCf9fofkzswP/L3/AAP80fRmPajHtSUV9McKFx7UY9qSigoXHtRj2pKKAFx7UY9qSigBce1GPakooAXHtRj2pKKAFx7UY9qSigAYfL0r5g/Zh/5SAfHj6ab/AOiTX0+3SvmD9mH/AJSAfHj6ab/6JNfN57/vmA/6+v8A9N1Duwf8Kt/h/wDbon1Bj2ox7UlFfSHCLj2ox7UlFAC49qMe1JRQAuPauI/aY/5Nz8ff9i5qH/pNJXbVxP7TH/Jufj7/ALFzUP8A0mkrizL/AHSr/hl+TLo/xYeq/M5X9gH/AJM68B8f8w8/+jHr2HHtXj37AP8AyZ14D/7B5/8ARj17BXHw7/yKsN/17h/6SjfHf7zU/wAT/MXHtRj2pKK9k5Rce1GPakr5n+JP7VnxU8ZftH+Kvhx8GfBXgvXLj4fW1lL4l1fxZr9xpdnBPdxtNBaQLb2txJLJ5IWRmIVEEij5ieAR9M49qMe1fOfiL9p74g+B/wBoH9nzwP4j0Twnpd58UP7dHiGGyup9QSxews/tEQtbhkh3K3G4yQ5IOAFIyfV7n9pH4d2XxMHgqbx74Nh8ZNsA0F9atl1M78bf9GL+b82Rj5ec8UAdrj2ox7VxvxG/aI+H/wAHta07TfF3jrwf4W1HWM/YLXV9ZtrGe9xwfKSV1Z/+Ag034j/tG/D34PvpqeLPHng3wvJrTBdOXV9atrE35PaHzXXzOv8ADmgDtMe1GPavIviD+1Rpfwq1Xxdfa9qvg+x8IeF/C1p4hOoS6/DHdO001zGBJC2BHA4ihEUxbEskjoBlOfN/+Ccf7dB/ax+HWk654j+Ifwb1LV/F9nDqGm+GfC1xjUNC3RedNZ3Re7laeeJGj3lYoNpDZjHGAVz6lx7UY9qyrPxpo+q+JNQ0W11bT7jWdLjilvbGK4R7qySXd5TyRg7kV9j7SwAbacZwa8h+DX7S+t/EL9tT42/De/t9Lh0X4aWHh270+eFGW6mOow3ck3nEuVIQ267SqrwWznrQM9zx7UY9q4fwd+0z8N/iJ4uu/D/h/wCIPgnXNe0+R4brTdP1y1uru2dASyvEjl1KhWJBAwAal0X9or4e+JNS0Sz07x14Pv7zxNFJPpEFtrNtLJqscbFHe3VXJlVWVlJTIBUg8g0Adnj2ox7VyHxW+Pngj4IWdrJ4v8ZeFfCZ1Jmisf7a1WCxF5IBnZH5rrvbpwuTXD/8E/v2itW/ar/Y68A/ETxBDp1nrHirSxfXUOnxslpGxkdf3YdmbbhR1YmgD2fHtRj2rmpfjJ4Pg8Cah4ofxV4dTwzpJnF9q7alCLGzMLsk3mzbtieW6srbiNpUg4Iqh4i/aO+Hng+PUm1bx54O0tdHu7ewvzeazbQCxuLhFkt4ZdzjZJKjoyK2C6spUEEGgDtMe1GPavO/iF8ZpvCPxe8D6HDP4SXSPE1pqd1d3F/rkdrfRraxQujWtsQTdR/vCZXVlES7CchxXAfsX/8ABRz4d/tpX/iTTtB8SeEf7d0HxDq+kwaVZ+I7XULzUbKxu2t01JI0w/kTqEkUhSoEi4dgQSCPoPHtRj2pKKCjzr9r3/k1b4jf9i5f/wDpO9VP2Kf+TTPh9x/zBLf/ANBq1+17/wAmrfEb/sW7/wD9J3qr+xT/AMmmfD7/ALAlv/6DXzcv+SgX/Xl/+lo7o/7j/wBv/oeo49qMe1JRX0hwi49qMe1JRQAuPamydKWmydKOhMj5b/4JaqW+G3xEx/0Ol9/6Lhrxn9gz9j3Uf2rv2dbLxx4g+Nn7QVjqeqalqULw6b44nht0EN9PCu1GViBtQdzXtH/BLL/kmnxE/wCx1vv/AEXDTv8Agjh/yYX4f/7DGtf+nS6r4nhmlGpgcLCeq5Z/+lI+6jjKuFwmLr4d2l7Sir2TdnGo2tU97L7iP/h1ha/9F4/aY/8AC+k/+N0f8OsLX/ovH7TH/hfSf/G6x/8AgrF+0X8Xvgfa/CzR/g3e6LZ+KPHXiG601V1OxW6iu/J0y6u0gAJBUySQKm8cqHzg4q38Z/2977Wf2PPgv8VPh/LDa2vxO8WeFtPlivIVnaC01G8ihuYGxwsybnjyPuup9K+p/s7D/wAv4v8AzPE/1ozP/n7+Ef8AIh8Wf8EwY9F8O317D8eP2lGktbeSZVfx7LtJVCRn930yOxFei/8ABNPxVqfjX9hX4YaprWoX2sapeaNG9ze3s7T3Fw+WyzyMSzMfUnNevfEL/kRtY/68p/8A0W1eI/8ABK3/AJR8fCj/ALAkf83qKdGFPEpQVlyv80deIzHEYzJqk8TLmcasEnZKycKl1olvZfcfQuPajHtSUV6B8uLj2ox7V8tJ8dfjR+0l8c/iHo3wn1D4b+FfB3wz1ZfDs+r+I9EvNauNd1NYI57mKOKG7tRBDB5yRFy0hdw+AoXnpND+NfjzS/22PAvw38RXOhyW+qfDTVfEer/2baNHDJqVrqOlWytD5jNIkIS8m+VmYnKknigk+gce1GPavHPDv/BQz4EeLviYngzS/jB8OtQ8Vy3n9nx6Vb69bSXUtzu2+SqB8tJu42jJzxVjxD+3p8E/Cfxc/wCEB1P4reA7Hxp9pjsjos2tQJeieTASExlsiRsjCH5jnpQM9bx7UY9q8m+Lv7eHwV+AnjlfC/jX4qeA/C3iJ0ST+zdS1mC3ulVxlGZGYFQw5BbGR0rzv43/ALclx8APAH7R/i7WvEHw4vNF+FGmW17oVjYXkh1OOaXTUnjt9SDfIslxcyRiARfejljz8xoEfTuPajHtXzR/wTz/AGp7X40fDbSf7b+NHgX4oeKvESS30aaBYx2Edl5MVsbq1SNZZGkEElzEC7ENiZAwBr3zQPiHofi/W9c0vStWsb/UvDdytlqlvBKHk0+doUmWOQD7rGKWN8Hna6nvQBt49qMe1eI/s4ftDX3jPxH8fD4r1HTbPRvhn46m0WzuZAlvHZ6fHoul3zNM5OPlku5yXYjC4z0rV+D37d/wX/aD8QXWk+B/il4F8WapY2r3s9ppesQXM0duhUPMUVifLUugLAYG4c80DPWce1GPavKvB37cvwa+IXxA0vwpofxQ8C6t4m1y1S9sNKtdZgkvLuF4ROjJGG3HdCyyAYzsYNjBBrA/a8/b2+GP7LOg6xpviH4leCfC/jL+yLi90vTdV1OCG5nkEbmIiJmDFWdQBx83QUAe6Y9qMe1eSfshfHC7+J37D/wx+JHjC8s7e98ReBtL8S6zdBBBbRST2EVzO4HREBZzjsBXYXPxw8H2fhTwzrsviTR49H8Z3Fpa6FeNcqIdWluxutkhbOHaUcqB97tQB1ePajHtXk/xC/bt+C/wm1C4tPFHxT8CeHbq11F9Imi1HWYLZ4rtEhkeFg7DDKlxAW9BMmcbhlnxL+PUnw2+NWj2+peJvAGj+CR4U1XX9Wj1C6kTWP8ARXtSLq3A/dGzjjlk85n+YM8G3gtQI9Yb7jcetfK/7D//ACdb+0N/2HYf/Q7qtX/gnf8A8FKvA/7ffw8jn0vXPDMfjOFLqfUfDljqa3dzp9vHdyW8czjCsqyKscgyMYlXk9ayv2H/APk639ob/sOw/wDod1Xzedf7/gf8cv8A0iR34T+BW9F/6Uj6qHWlx7Ug60V9IcCFx7UY9qSigoXHtRj2pKKAF7dK+Wv+Ck//ACFfg7/2O9p/Na+pe1fLX/BSf/kK/B3/ALHe0/mtfMcY/wDIoq+sf/S4ndlP+9x+f5M+pF6n60uPamr1P1pa+njscBW1vW7Pw3pNxf6hcW9lZWqGWaeeURRQoBkszMQFAHJJOKrS+MNLgtbqeS/s0gsRm5kaZVW2GAw3kn5eCDzjgj1rwv8A4K0ru/4JjfHzv/xQer+3/LpJXy3+1l+zroP7Pdl+zN8O/h98ONH8UeHvHvjC61TxFoWsa01tb+NL6HRbmeH+0ruZJzcN5iiYCZXDtaxoAPlwCP0QsviV4f1LRLXU7fWtJuNNvZkt7e7jvI2gnlc7URHDbWZmIAAOSSAOaaPiZ4eOk3+of21pH2HS3Md7cfbI/Ks3GMrK27CEZ6MRX5nftCfsUan8Ofg3qE3iXQ/Dnw/0f4q/GTwMkHgrwbqMg03QIIrqC3lninihtyl3cZLSNFGgXy4iGLZavU9S/Yd+EOn/APBVTQvCFr8O/C1v4Nvfhfca1eeHobFI9Hvb+11KGC3ubi0UCGeZIbmZVklRmXfnOcEAXPux/E2nxaN/aTXdqun+V5/2ozL5Pl/39+cbffpXJ+NPjXZr8IvFHiTwfNoXjG80HS7i+trSHWoLe2u5o4neOGS6JaOBXZdpkf5UGWPANfnP4F0TQtW0jwj8HfEK2sPwbh/ae8QeFf7ImkxYvZW9jf6hpulsGOGt2v1iCwn5W2rHjHFb/wAXfBXgP4Zz/wDBRnQPh/pPhbQNN0n4Iaat5p2hWkNrb2t62m+JXcPHEAqymNoScjJUrntQFz9CdG+Kemx6Ba3Gt32jaNfnS4tUvbV9ShcWUTAAuX3ANGH3KJPukjg1rXnjjR9O0BdWuNS0+30tohML2S4RbfYcYbzCdu05HOcHNfn18Pf2ffB/x/8A+Cj/AIAsvG2gWfibS9L/AGctEuo9N1BTNYTy/wBpTKGmt2HlzbclkEgIViGA3BSvK/Ab9knWPjh+z5rfh3wlpPgvWtB+DX7QHi9tN8DeKlePw7q2nJc3kMVo+yKTy1ha686L906K6jK9CAD9M/DXizS/Gmmi90fULHVLNjgT2k6zRE+zKSK5z4z/ABm0b4SeDNSvr7VtGsb63sZ7u0t767SJrto42cKqlgX5HQV5N/wTh8c6DrnhDx54Z034W+GfhDrXgHxRJoviDRPDrwTaXJeG1t7gTwywxRCQPDNDndGjqVKkcZPgOrfCz4X/ABX8c/tpeMvi7oPgzWvEHgrUhpdnP4js7e6Hh/RovDtlPZtCZgRAss091KSuNzlupXgA+tf2af2jYfid+x/8NPiV4suNH8OzeNPCula7eb5vs9nbTXlpFO0aNI33Q0hVdxJIHPNehX/jbR9K0Eardalp9rpTIJPtstyiW+08g+YTtwfXOK/Kn4TWviD4k63+yr4UX4W+D/jBo+j/ALN2hazp+g+KdYj0/TbS8lW2gnvgkltcJNMkUcMf3NyLMxBG8g9n8Sf2XdQ/ZK+G3wRuPH3hLQviJ4Qh8eaz9t+GmkfZ7mwtrzXZmXS7awivvJguEsy0karL5IHnSOu0IAAD9EtM+MXhPWrW5nsvEmg3kNnLFBcPBqEUiwSStsjRirHazsQqqeWJAAJq5q3xB0PQNHn1G+1bS7HT7WTyZrqe6jjhicHBVnLYBB4wT1r84fid+xxH8G/+CafxOtdV8G6b8OY/id8WPDmqRaDoz28F14f0ybxPo0cNo1zafL5ikzzL5bsIWuiiMQoNel+Kv2Q/hhof7ePwW+Dtx4F8O/8ACqdF8BeJdf0rQby1F1p9/rQvdKhaaWObcLi4S3nmffJufMzsSTzQGp9r2HjfR9W0N9TtdT06502NSzXcVyjwKAASS4O3gEHrXj/wx/a8j+Jv7a/iz4b6VL4f1Tw34f8ABumeIoNSsLn7RJLPdXd7A8TOrGPaq2qkADdljk4xX57+CdP8Ga34e8ReCvDy6DH8H/FX7YA0HVNO0lIk0e+sF0SzlSzKxjy/IkvYIFZB8rn5TkMQfZtR8OeG/wBm79s79qhfg7ofhvwxeeG/gZYXcdl4dsIbaO31RJNYlTdFCoHnbfszYI3FWj7EUAff+n+PtD1bxBc6Ta6tpd1qlmCbi0iu43ngHq6Bty/iK8c/bi/bItf2Xvhc2o6NdeGtQ8TDXNF0w6Td3Y87yr3U7azeTylcSZVJ2YHpkDPGa+S/2J/2NPE3xD039n3xtZfCf4Y/DGw8Hw2/ia88Y6Vro1TxJ45WbTJUKTMlnESt1JcedM008hJXGGOGrzG8+Ffw51T/AIJDfDX4oaxofhW8+MPjTxzoV3qPiW8soG16/wBVfxPC14nnlfN3pGk6mNSAkcTDAVeAD9R/2kfjNY/s5/AHxp4+1SOSTT/BeiXmtTxxnDzLbwtL5a5IG5tu0ZI5YcivIPAv7dMPgTV/g14M+KNz4d0nx58QvCNz4h1eSG8js7HSLi3jsjJblJpC673uysZJO4W8h+lH/gtTbXV1/wAEsvjULLPmx+Hmlfj/AJYpLG03/kIP7Vx/7UXwC+G/xW/4Kdfs8yeIvBfg/wAQW+seDPF3nnU9Jt7oXhgOita7/MU7zGsk5TOdoeQjGTQHU+0I5RcwB4yrK65VhyDnoa8a/Y0/aG1j44Q/EfR/E1pZWvif4aeNL/wvfGzjaO3u4V8u6srhEZmZd9lc224Fj+8WQj5StexW8cFlbpFCqRQxgIiKMKoHAAHbp0r5c/YYikuv23v2wNQgY/2TN410W1iUfdFzD4c04XGPfLJn6UAa3/BV3/k0S84/5iln/wChmvofw7/yAbPj/lgn/oIr54/4Ku/8miXn/YUs/wD0M19D+Hv+QFZ/9cE/9BFfM4P/AJHmJ/690vzqHoVv9zp/4pf+2lzHtRj2pKK+mOEXHtRj2pKKAFx7UY9qSigBce1eCf8ABTj/AJMl8Z/Wx/8AS+2r3qvBf+CnH/JkvjP62P8A6X21fP8AFX/Ilxf/AF6n/wCks7Mt/wB7pf4o/mj2D4aj/i3Wg8f8w63/APRa1t49qxPhr/yTrQf+wdb/APota2q9nC/wYei/I5anxMXHtRj2pKK3JFx7UY9qSigBce1GPakooAXHtRj2pKKAFx7UY9qSigBce1GPakooAXHtRj2pKKAFx7UY9qSigBce1GPakooAXHtRj2pKKAFx7UY9qSigDzv9rr/k134if9i5f/8Aoh6p/sWf8mo/D7/sCW3/AKBVz9rr/k134if9i5f/APoh6p/sWf8AJqPw+/7Alt/6BXzH/NQR/wCvL/8AS0d3/MD/ANvr/wBJPUce1FJRX07OBBivm/8A4Ksf8mc6z/1+Wn/o9K+kce1fN3/BVj/kznWv+v20/wDR6V4HFX/InxP+Bnblv+90/VH0No3/ACDo/pVrFVdF/wCQdHx2q3j2r2qH8OPojje4mKMUuPajHtWoCYoxS49qMe1ACYoxS49qMe1ACYoxS49qMe1ACYoxS49qMe1ACYoxS49qMe1AABxXzV/wUQ/5CPwa/wCygaf/ADNfS2OOlfNP/BRD/kI/Br/soGn/AMzXznFn/Iqq/wDbv/pUTtyz/eo/P8mfSMXVvrT8U2Hq31p+PavozgQmKMUuPajHtQUJijFLj2ox7UAJijFLj2ox7UAIw+WvnTRv+Uperf8AZPF/9Loq+i2Hy9K+dNG/5Sl6t/2Txf8A0uir5niL4sJ/1+h+TOzA/wDL3/A/zR9F4oxS49qMe1fTHChMUYpce1GPagoTFGKXHtRj2oATFGKXHtRj2oATFGKXHtRj2oATFGKXHtRj2oATFGKXHtRj2oARhxXzB+zD/wApAPjx9NN/9Emvp9h8vSvmD9mH/lIB8ePppv8A6JNfN57/AL5gP+vr/wDTdQ7sH/Crf4f/AG6J9P4oxS49qMe1fSHCJijFLj2ox7UAJijFLj2ox7UAJiuJ/aY/5Nz8ff8AYuah/wCk0ldvj2riP2mP+Tc/H3/Yuah/6TSVxZl/ulX/AAy/Jl0f4sPVfmcr+wD/AMmdeA/+wef/AEY9ewYrx/8AYB/5M68B8f8AMPP/AKMevYce1cfDv/Iqw3/XuH/pKN8d/vNT/E/zExRilx7UY9q9k5RMV8r/ALLHjjS/C3/BQH9qTw1qV5b2etalrOheI7OC5YQyXdg+hWVoJYgxzJGs9pMjMvCtwcE8/VOPavNPjp+x18Lf2nLuwuPiJ8O/Bvja40tWSzl1nSYbyS2VjllVnUkKTglRwSKCTwv9s/VWu/8AgoN+yld6VJDdzeX41a2aNhIkkg0UYAPQ/MMV8y+DtP8Ahdpn/BOD9kvWLePwtN8Q/GnxD8C3t/qEsMUmt6jrD65ZzaqXkK+aXWbz1fPCgBem0H9IPDv7NngTwbH4UTR/B/hzS4/AqTx+HUs7CO3XRFnBWZbcKAIxIpIYKBuB5rn9M/YS+DeieMNU8QWXwt8B2et61eQ6jfX8GiQR3N1cxXCXMcrSBQ25Z0SUHrvUN15oA+Zf2ovgtrP7NHxa+Mvxsj8P/Bn4r+FdWsodd1zSPGD/AGXXNKisLFI2tbO5aKeIxGOIypFIifvJHy3zbhnfFn4eavo/irxR+0hoPhv4R+O/CXi/wRpWsX3hLx+f7N1XQLa0spJVt7S4MM8UIkjkJaOWMKJFJ3gEkfUPxE/4J9/BH4ufESTxd4o+Enw78QeKJnSWTVNQ0K3uLqZkVVQu7IS+0KANxOAoqT4rfsA/BT46eNf+Ek8ZfCf4f+KPEGyOM6hqmhW91cOkYCorO6EsqqAADwBxQKx8z6H4p0X4/wDxv+IniCDRltPD3ir9mjwvq9rpF5bIFtIZrrxBNFC8WNoaMFBgDgrxjGK5fwN4K0r4Pf8ABNT9jz4saLpWk6PfeCp/CF7rN7b26wtJYalaR6VfNKy43jZfCRmfPMQY9K+4PiN8FdJ1Hw94rvNJ0TT4/E+ueGm8PLeJGsc0luizm3ti+OIkkuJSo6L5jHvXmvw5/Z11jwd/wS+8P/C3VfDeheKPEmi/Dq20CbRdRZZNN1G+h09YvIkZhtaFplALEY280AZ//BOyzXx7rfxo+K/mRyx/Erx7eQ6a6nONO0hU0eDnJGHksriYY423C9818xftaeINc8L+O/8AgpFfeHJriHVrb4a+F2hlgJEkKnTtVErqRyrLGXYEdCue1fdf7HnwEg/Zi/ZS+Hvw9t4YY/8AhEdAtNOmMQwsk6RL50gxgfPLvfgdWroo/gv4Xh8SeJNXTw9o41Lxjbw2mu3JtVaTV4YEdIY5yR+8VElkUBsgB2HegZ8S/Ejwt8I/h1/wUK/Yn8P/AA7sfBun3Kz+ILm3TRraJZn04eGr1YpZHjHKO3Klz85DEZ2tj518EfArwl4B/wCDejwP8RNJ0HTbXx5Dr3h3VYtfMAk1KK5Hiy1t1ZJ2y6qISUCKQgUkBQCc/pz8Mv2IvhH8F7/T7rwj8M/A/hm40m+l1Oyk0vSIbV7a5kge3eVSijDGGR48/wBxiOhrZT9mXwCnwft/h+vg7w6vgi2eKSLQxYp9gjaKdbiIiLG0FJlWQccMoPUUAfLHh7SvAHiH/goT+1Fq/wAU7fwvfDwlpHh6HS5fEkMMselaQ2nyTymHzgQkLXJnLsvVlwckAV6B/wAEaCjf8EvPgv5bK0f9gAIVBClfOk24yBgegx+Veu/Er9kr4Z/GXx/o/izxb8P/AAf4m8TeH0Eem6pqekw3V3ZKHLqqSOpZQGZmA6AsSMEmuq+Hfw40T4T+EbHw/wCG9JsdD0PS4hBZ2FlEIre1TJO1FHAGSTj3oA/MXxt8R9A8Kf8ABB79oPTNS1rTrLUv+El8b6SLSadVuPtkviC+eOAJ97zGV1YL/dOegzXsH7MH7MvgH46/8FCP2tr7xj4V0fxNcQ3nhvTIRqkAu47aCbwxYeaI45NyIz4G51UOQACcACvpzxJ+wl8G/GHjjXPE2qfCvwDfeIfE0Elrq2pTaHbtdajFINrrLJs3MHUANk/MODkde28MfCjw/wCDfEWuaxpWi6bpuseJ3gl1e8toRHNqLwwrBE0rAZcpEioueiqAOBQI/Nf9h7xBdeNZ/wDgm7dapM15NN8PvF0EhlO/zEisbCJA2fvYRAOfevoz/gk94D8K+HtF+LUtjo/h+x1yx+LfjSx8yCzihuoLf+2Z2jiyoDLH5ZiKr93aUIGMV9EeGv2cPAvg0+EzpPhHQdPbwJaz2Xh0wWaIdFgnVVmit8D92kiogYL12j0qHw7+y98PPCXxm1L4iaX4H8L6f461iEwX+v22nRR6heIduVkmCh2B2JnJOdo9BQM7zFGKXHtRj2oKPOP2vf8Ak1b4jf8AYt3/AP6TvVX9in/k0z4ff9gS3/8AQat/te/8mrfEb/sXL/8A9J3qp+xT/wAmmfD7j/mCW/8A6DXzcv8AkoF/15f/AKWjuj/uP/b/AOh6hijFLj2ox7V9IcImKMUuPajHtQAmKbJ0p+PamydKOhMj5c/4JZ/8k0+In/Y633/ouGnf8EcP+TC/D/8A2GNa/wDTpdUz/glqf+LafET/ALHS+/8ARcNJ/wAEc5tv7CHh1drZOra0Rxnj+1LqvjeFf9zwv+Gf/pSPsMV/yL8Z/wBfKP8A6RVMz/go8P8AjKv9j7/splz/AOmTUK+Yv2nbxf2f/iZqXwMmCw6c3xo8G/Ejwkv3FOn6nrifbLeJemy31BJjgdFvIxgcE/pF8RfgX4X+LPjHwfr3iDSW1DU/AOpNrGgzfaJofsF20MkBk2o6rJmKWRdsgZfmzjIBHL/tC/sS/DL9qf4g+BPFXjrwquua/wDDO+/tLw1e/bru1fTbjfFIWxDIiyDdBEdsgdfl6dc/ZHxp6N8Qv+RG1j/ryn/9FtXiP/BK3/lHx8KP+wJH/N69m+IMobwTq/X/AI8p+oxj921eMf8ABKtt3/BPb4TnnnRIzyORy9cdrYqP+F/mj36P/Ikrf9faf/pFQ+hcUYpce1GPauw8Q+Lv2F/iv4S/Zj+LP7Q3w38aeKND8M+IIfibqvjG3i1e9is/t+m6vsvILiFpGUSIrPLCxGdrQkH3zv2rPEM/jz9sgah4Lv49SutS/Zx8aS6JdaZMJluZX1DRvJaF0J3Ett2lSc5GOa+sPid+zz4F+NdzYTeMvBXhHxZJpbmSybWtHt9Qa0YnOYzKjbD7ritW2+G2hWevWOpw6Ho8GoaZaPp9ndR2kaz2ts7o7wRuF3JGzRxsUB2kxqSOBQSfmm3xp+GWs/sy/sG+E/CWteHbzXh4v8IXU1jphWaWyEVlKlybgxgiJvPbBWUqzuGwCUbHba/8Tbn/AIJ36hff8IX8QPhB8UfB+v8AxFM0vhK4RF8Y21xq2q/6TDbXEE7LdSQz3DsFmtxIiIVZyEGPt+y/Z28C6ZcSTWvgnwhbSzasmvyPFo9urPqKZCXpIQZuFBOJj84yeeaZpv7NPw90f4jt4ys/AXgu18XyZ3a5FolsmpNnIObgJ5vOSD83c0AfGX7VfjeT9gjxJ8a/id4N+JPwa1uLVrlPEfiPwN4tQf2w91BY29ubezuYbgOrTQwRCOCa3kCu+VIDkHjvH2qnxP4b/wCCnmoS2slk154Gsbk2so+e2ZvAyvsPH3lJx9RX6Aax+zn4C8QfEK18XX/gXwdfeLNPbfa61caNbyahbsMYKXDIZF6DkN2rl/2qf2Zo/i/+zR8Z/C/hax8P6T4s+KnhTUdDfUpoPs4urmawltLZ7qWNGkZI96jOHKoCFBwBQFjwz9oSTTvgnoX7K/xauPJsbLwfq9joGq3DuIoodP1qx+wu8hJCqq3ZsJCx4Ajrvv8Aglrpja3+zJc/EK6haHUvjF4i1TxxOz/elt7u5ZbA9Oi6fFZIv+yg9TXT/tW/syX3xu/YQ8UfCvS7Twzeapq3hr+xbA66hl063uFiVIrhx5UhJhdVlQhCQ8aEbThh6h8OvAdn8MvhzofhnTYvK0/w/p0GmWqAn5YoY1jQf98qKAPzn/aXkMH7MH7YslwtxJoUPx60SXxCsO7nR1tfCbX+/bz5P2YS+YOnl788Zr0rxX8YPAvxN/4KeeDbDwPrWg61Bovwg8Um7fRmSa0g8260ZoU82P8AdltiltgOVVkJADrn7QsfAGj6UusC00fS7X/hIJzdan5Vqif2jKYkhMk+B+9YxRxoS2TtRV6KAMXw1+zz4F8F2thDo/gnwjpMOlw3FtZx2mjwQLZxXBDTxxBUARZWALhcByBkGgR+d+gfDPQPCP8AwRg/ZE1LSdJ0/TdQh8UfDvU47i2gWOVbq41OzWebcMEvIs0iserByDkV283xk+H/AMHvEv7bv/CxNc8P6b40uNc3W8N2yNfXulSeHbCPTkt4seZMDJ56hIw3z5zg819xyfBjwtL4M0nw63hnw63h/QZLaXTtMbTYTZ6e1sytbtDDt2RtEyKUKgbCoK4wKPEfwV8JeMPFlvr2reFfDeqa5a2kthDqN3psM13DbSjEkCyspcRuOGQEBs8g0DPn/wDZc0S68S/8EUvhvptjC1xfal8EtNtbeJB80sj6DEqqPcsQPxr5pvf2k/AXjf8AY1/YU8I6T4r0bUvEsfi/wL52l204mu7X7LGsFwJ41yYTHL8hEm35sgZIxX6WeGPCOn+C/Dtjo+kafZaXpOmQJaWlnZwi3t7WFFCJHHGgCoqqAoVQAAABgCuds/2c/AlhfXF1D4I8IwXV5qsWuXMsej26vcahF/q7xyE+adMnbK2XXsRQB8d/Bn4XeG/Elj+3pql9oOj3WpX3irVNNurqW0R5rm2Tw9YukLMQSUVpHYL0BYnrzVD9jy7m1n43/sZTXk73E11+zpqLzSTHe0pY+HM7ieue5PWvumy+GOg6bBrkdvoWj28fiad7nV1js41XVJXjWJpLgAfvmaNEQl8kqig8ACotF+EPhjw5d6Tcaf4b0GxuNA09tJ0uW30+KNtOs28vdbQELmKE+VFmNMKfLTj5RgFY+ZP+CMfirQf+GMdC8Mw6lpLeKtD1LX4dU0wXEZ1CxZdbvQVliB3rgleWGOV9RWp+w/8A8nW/tDf9h2H/ANDuq+gtB+DXhTwr451bxRpvhfw7p3iTXFCajq1rpsMN9fquNommVA8gGBgMxxXz7+w//wAnW/tDf9h2H/0O6r5vOv8Af8D/AI5f+kSO/CfwK3ov/SkfVQ60YoHWlx7V9IcKExRilx7UY9qChMUYpce1GPagA7V8tf8ABSf/AJCvwd/7He0/mtfUvbpXy1/wUn/5Cvwd/wCx3tP5rXzHGP8AyKKvrH/0uJ3ZT/vcfn+TPqNep+tLihep+tLj2r6eOxwGF8Tvhnofxl+HmteE/E2nw6t4e8RWclhqNlKWEd1BIpV42KkHBUkcEGsb4v8A7Ofgn4/fDkeE/Gfh3TfEXh9WR47W8j3eS6DCSRv9+ORezoysOxrtse1GPagDyLwh+wj8JvAXgKz8MaT4M02z0Ow1m08Qw24lmc/2hauj29yzs5d3Ro0I3MR8oyDXcT/CDw7c/Fa38cSabC3iq10uTRIdR3MJI7KSWOZ4QM7cGSJGyRnK9ccV0uPajHtQI8t8S/sV/C3xl8OvEnhPVvBuj6l4e8X6xJ4g1ezuUaRbvUZGVnu8k7km3IrB0KlSMjFVvC/7Cfwl8FeFfE2h6R4J0bTNH8ZaGvhvW7O1RoYdS08facQyKpAbP2y6Jf77GdyzEnNet49qMe1AHGeG/wBn7wf4Q8fWvijTdFtbTXrPQIfC8F4rPvi0yKQyx2oBbGxXJYHGck81x/jH/gn98H/iB4UvtF1jwRpd5p+pa7d+JriMvKjNqV0265uldWDI8rctsIHoBXsePajHtQBx3wN/Z+8F/s1eBU8N+BfDul+GdFWVrhrezi2+dK2N0sjHLSSNgZdyWOBk8VyvxH/YT+EPxe+KS+NvE3gHw7rXipbcWp1G4tsySIoITeBhZGQMdjOCyHlSDzXrePajHtQM8e+Iv7Avwf8Aiz8NfCvhHxD4F0fUtB8EWcWn6BCxljm0i3jiSJYoZ0YTIvloikB/mCjOa8V/bi/Ypupvhz8O/C/gb4a6X44+E/hO9vL3XPh5b6wmizatO43WlxFcyFVJgmMsjI8sYdpFYsxQCvsvHtRj2oEfHX7Ev7BzaB4d8dW/jPwdD4R8D+LNR0bVNE+Hz+JLjXP7AuNPcT/apLhnKrPJcJA5jhd4lFtGcsWavoD4+fsl/Dr9qOw0y2+IHhXSvFEei3BurA3aESWchGGMciFXUOAAy7trgAMCK9Fx7UY9qAPKW/Yf+E7/AAz8UeDG8C+H/wDhFPGV6mpaxpP2fFpdXKRQRJKIwdsbKltAF8sLtMSkYIzU/wAGP2M/hf8As76pdXvgnwbo3hu6vtNi0m5ks4yDc20cksqLJkkO2+aVi7Auxc7mPFen49qMe1AHi3wv/wCCd3wV+CvxNXxh4V+H+h6H4hjlkmhuLfzNlq8gYO0MRYxwlg7g+Wq5DEdDVbUP+Ca3wL1Xxhq3iC4+Gfhd9a1u9i1K7vFtykj3Uc6XCzLtIEbmaNHcxhfMK/Pur3LHtRj2oDQ5z4u/DPSfjP8AC/xF4P163W70PxTplzpOoQkn97BPE0Ui8c8q5/GvKYP2EPCfxL/Z5+H3gn4tWum/E2+8A2FvaW+s3Ns9ncTTRRLC1yuyQvE8qqN6hyG5BGOK95x7UY9qAPiv4veG/EXw4/4K+fAR08e+Lr/w74y0XxPFH4Zkuli0fTY7GxsvL2xRoplkaSaR2kmaRh8oXaFr6B/ZP/Zvi/Zu8K+KIJNUXXNc8ZeKdT8V6zqX2Y2/2u5vJyygR732rFAsEC/McrADxnFdprfww0HxH470XxNfaPp954g8Nx3MOlX8sIa409LgIs4ifqokEUYbHUIPSt/HtQB82f8ABV3/AJNEvP8AsKWf/oZr6H8Pf8gKz/64J/6CK+eP+Crv/Jol5x/zFLP/ANDNfQ/h3/kA2fH/ACwT/wBBFfM4P/keYn/r3S/OoehW/wBzp/4pf+2lvFGKXHtRj2r6Y4RMUYpce1GPagBMUYpce1GPagBMV4L/AMFOP+TJfGf1sf8A0vtq97x7V4J/wU4/5Ml8Z/Wx/wDS+2r5/ir/AJEuL/69T/8ASWdmW/73S/xR/NHsHw1H/FutB/7B1v8A+i1raxWL8NR/xbrQeP8AmHW//ota28e1ezhf4MPRfkctT4mJijFLj2ox7VuSJijFLj2ox7UAJijFLj2ox7UAJijFLj2ox7UAJijFLj2ox7UAJijFLj2ox7UAJijFLj2ox7UAJijFLj2ox7UAJijFLj2ox7UAJijFLj2ox7UAJijFLj2ox7UAedftdf8AJrvxE/7Fy/8A/RD1T/Ys/wCTUfh9/wBgS2/9Aq5+11/ya78RP+xcv/8A0Q9U/wBiz/k1H4ff9gS2/wDQK+Y/5qCP/Xl/+lo7v+YH/t9f+knqGKKXHtRX07OBCV83/wDBVj/kznWf+vy0/wDR6V9I596+bv8Agqx/yZzrX/X5af8Ao9K8Dir/AJE+J/wM7st/3un6o+htG/5B0f0q1VXRf+QdHz2q3n3r2qH8OPojie4lFLn3oz71qAlFLn3oz70AJRS596M+9ACUUufejPvQAlFLn3oz70AJRS596M+9ACDpXzX/AMFEP+Qj8Gv+ygaf/M19LdutfNP/AAUQ/wCQj8Gv+ygaf/M185xZ/wAiqr/27/6VE7cs/wB6j8/yZ9IxdW+tPpsPVvrT8+9fRnAhKKXPvRn3oKEopc+9GfegBKKXPvRn3oAQ9K+dNG/5Sl6t/wBk8X/0uir6Lb7vWvnTRv8AlKXq3/ZPF/8AS6KvmeIviwn/AF+h+TOzA/8AL3/A/wA0fRdFLn3oz719McKEopc+9GfegoSilz70Z96AEopc+9GfegBKKXPvRn3oASilz70Z96AEopc+9GfegBD0r5g/Zh/5SAfHj6ab/wCiTX0+33etfMH7MP8AykA+PH003/0Sa+bz3/fMB/19f/puod2D/hVv8P8A7dE+n6KXPvRn3r6Q4RKKXPvRn3oASilz70Z96AEriP2mP+Tc/H3/AGLmof8ApNJXcZ964j9pj/k3Px9/2Lmof+k0lcWZf7pV/wAMvyZpR/iw9V+Zyn7AX/JnXgP/ALB5/wDRj17DXj/7AP8AyZ14D5/5h5/9GPXsOfeuPh3/AJFWG/69w/8ASUbY7/ean+J/mJRS596M+9eycolFLn3oz70AJWRq3j/QtA8WaToN9rOl2eua9HPLpmnz3SR3WoJAFadoYyd0gjDoWKg7QwJxkVsZ96+SP2ytTh8Jf8FNf2T9a1K6i0/SGtfGOjfa7iURW/2u5s7GSCEuSAHdbabaO5UjrgEEfS8HxW8L3N/4gtY/EWhtc+Eyg1yIX0e/R98QmT7SM5h3RESDfjKEMODmvOPEv7Zvgfxp8GfGmtfDL4nfB/xBqnhjTZbpri58VWz6TprqDte+mgdzBCGHzORxg18g6d4D8P8A7dnj79uvw7pvjjS7HQfEPiHwtBBruUu9OSW10mxzG4Lqk0LXFu0UiBwGDOuec1i/tkftDeIrP9mz9oz4ReNPDvwzk8WWPwbv/Ei+J/AkjrZXFqH+zC2uLaVWltZN7F0QzSI6q5UjYwALmP0F8W/tFeA/hpZXDeLvHHgzw7Jp9jb39+dR1m3tI7SCdnjilYysu2KSSKVUdsBjGwGSpA1Nd+LfhDwv8Pv+Es1TxN4e0/wp5CXR1m71GKLTvJb7snnswj2nIw27ByPavl/w18GPCfxP/wCCsGqal4i8P6Vrl54c+DHhptMe+txcLYvPqevxyvGrAqrsg2bwNwVnUEB2B8AhtP8AhUf7AHhfxLp+laPrfh/4F/H3XY7DwpqV39lsr61Ovaro1haRyMjrE1vNfWssLONkZtlJKhQygH6EfCf9qP4ZfHbWb7TfA/xE8DeMtQ02JJ7y20PXbXUZrWN/uPIsLsUVs8E4B7Vyf7Yv7YVv+yr4es0sfCvijx54w1q3uZtG8PaJa5kvBbqrTSy3D4gtoIg6F5JWGAwCq7ELXM/sAfB3xF4Ov/if428SaRovhO4+KniSPX4fDelagmoW+jiOxtrVi08aJHJNM0DTOUXGZACWIJr2r4yL/wAWl8VNu5Gj3f8A6JegNTxXxH+3lPpv7Bfw/wDi/Y+FftniL4oadoLeHvC41Afv9R1gQfZ7RrkxgBEafLylB8kbHbnArnbj9qP43fs5+PPBa/GvQPhdJ4P8c6/beF4tT8H3980+iX93uWz8+K5jAlhlmCQ70ZSjSKSpXJHi/itY/Dn/AASP/Yk8cX0xtvD/AMM7n4d+I9cuNuUtLH7BFaSTP6RxG7WRmwcLGT0GR6z/AMFLPH+j/FDw/wDBjwT4d1bTNc8ReLPih4Z1DT7Oyuo55ZLKxv49Qu7vapOYYre3kZn+7yozkgEAqf8ABRj/AIKQeLf2QPilp2leE/C2keJtN0DwxL438afbJZY7qy0lNRtLMG22fIZiJblwJCBi2avVf2rv2nPE3w18TfD/AME/DrQ9J8QePfibLeHS31m8e10nT7azgWa4urho0eVlAeJFSNcs0o+ZRzXyZf6p8Qf2k/2gv2rtQ8L/AAhtvil4F8ZeX8Kft914sg0aS1g060kivoIkkidmT7Ze3fzggFkPXjB+zZ8epbvUv2IfGfj67XSbmy8O+K/htrl5fTLHHa69D9ggMU8jEKsksmj3IVc5ZiMdcEA+lPgp+078TvD37TWk/Cj4yaD4JtdY8WaHe694d1nwle3EtherZyQR3VrLFcosscyC5hdWUsjqW+6VwfpSvkP4seINN+Kv/BXv4DWehapZ6ndfD3wh4s1PXIrOdZvsEV7/AGZBbedtP7tnZJNoYZYIxHAJr69z70AhKKXPvRn3oKEopc+9GfegDzj9r3/k1f4jf9i3f/8ApO9Vf2Kv+TTfh9/2BLf/ANBq3+17/wAmrfEb/sXL/wD9J3qp+xT/AMmmfD7n/mCW/wD6DXzcv+SgX/Xl/wDpaO6P+4/9v/8Atp6hRS596M+9fSHCJRS596M+9ACU1+lPz702TpR0JkfLX/BLOET/AA4+IQb/AKHW+/8AQIantP8AgkZ8FLEyLbaL4ms4XkebyrbxZqsMSu7FmIRbkAZYk8DqaZ/wSuP/ABbn4hf9jtff+gQ19RY96+W4VoUqmUUHUinZPdf3me9iM0xuDxVT6pVlT5rX5W1ey0vbe13b1Z8z/wDDpn4N/wDQN8X/APhZ6v8A/JNH/Dpn4N/9A3xf/wCFnq//AMk19MYoxXv/AFHDf8+19yJ/1mzj/oKqf+By/wAz5mP/AASW+DLZzpni5twwc+MtXPH/AIE17r8IvhPofwO+G+j+E/Ddm1joehW4trK3aV5jDGM4G9yWbqeWJNdJil/GtKeGpU3zU4pP0OXF5xj8XBUsVWlOKd7Sk2r97P1YlFLn3oz71seeJQTgUufekbletAHPX/xW8O6Z8UdN8FXGqW8finV9OuNXs9OIbzJ7S3kijmlBxt2o88QOTn5xweawNV/ao+Heg+HfGWsah4v0bT9L+Huof2V4iu7qXyIdKuvLhkELs4A3lbiHAXOTIoGScV8//tQfFPw38Bv+Cpfwd8VeNde0vwr4bvvAHifRItV1W5S0sBeG70m4EDzOQiO0UMjKGI3BGxyK8M+GqeAf2ovhP+01rV/8RLH4d6G3xxs/EPh7xVqYit7SC+tLDRriymaK6KJPC8kSkIxHmxsCp5VgE3PqXxV/wUM8C/EP4F634o+GPxD8FSyaHqekWd5e6zb3f2OyW81C3t9skSqswklWR0iONolaMt8ua6j4nf8ABQf4MfBLXfEGl+LviL4d0HU/C91b2ep2l1Iyz20s8C3EQ2bdzAwushZQQinLFa+F/wBo39rvxP8AHL9lv4z+Cdc8ZfDf4nWfgXxB8PLq08YeCrd7exvjeeJrPfazIbi4QTxfZ1Y+XKRtmTKqa+h/2QPBmk6z/wAFRv2zNRutNsZtRW88LaZ9qeBWmNo/h+1d4NxGfLZgCV6Equc4GALnvvxS/bG+FvwX8E6H4k8S+OvDunaH4nRZNGuxdCdNXRkEge38vcZk2EMWQFQpBJAINTfs7/tX/D39rTwrfa38OfE1n4p0nT7k2c11bRSpGJQAdoLqu4cjlcj3r80/2WPiBq/7Ov7FX7E/xgs77we803hrUvh3PB4u1d9F0qGK9/05Lg3wilW2aP8AsgRDdGwk85YwVJDD75/4J0+BbTwD+y1pNpbeLPCvjSa+1TVdZvNS8N3IuNJFzf6jcXs0Fs4ZsxRPOY1JwSIwSqk7QBzHAf8ABS3/AIKH+Lv2OPAniK48C/DTVfGWoeFdG/4SHWNV1HdY+H9JswzBQ1wQGuLiRkZVhgDFfvSFFxu9I/bU/aJ8S/A7w54L0nwTpuk6l45+JHiaDwvon9qmQadZSNDPcy3NwsZEjxxwW0zbEZWZtoyBk1xH/BayPy/+CU3x1O7P/FLXHUerJTP+CluuQ/DXW/gN8QtUaSHwt8PviLFfa/qABMekWdxpeoWH2uYgfLCk13Dvc8KDk4AJABbtPjH8Y/2fP2gPhv4c+J2t/Dvxl4V+KGo3OhWmp6D4futButI1JLKe9hjeOW9u0mhljtZ1DBkZX25BB44f9r//AIKH+Pvgh+01fab4b07wncfDD4bR+G5/iLf6hazyahaJrGptar9lZJkRDDbr57+ZG/ysOlTftA/tBeB/2t/2o/2cfB/w98XeHvG154f8aTeNtXn8P38epQ6TY2ej6hAslw0JZYhLPdwxrvILFjjOK8K8JfDb4z/tw/B39prV/C/hn4Tal4V+P+v6zpFtq2reKr6z1KGy08Notm0cMWnzxHy/sZmXM3zSSNnYDgAH19+0f8fviDP+0d4T+EPwpbwlY+JNX0S78Ua1rXiKznv7XR9Nhmit4/LtoZoGmnmmmwoMqKqwyEk8CoPgd+0D8RPDP7Wt38GfipL4V1rVLzwwfFfh7xD4c0yfS7bUbaG4jtbuCe2muLgxTxvNbuCkrIyyn7pXFfOX7Pv7V+i2Hxz+A/x6+IWr2PhjRfir8HG8H3Wq38wt9OsNesb5Lia2mmbCRGQm88syMAxtmUfMcV6z8PPihoP7VH/BVvT/ABR4D1jS/FXhT4a/Di/0fVtc0u7W6sF1HUr+ymhtElTKPIIbKSRgjHYHQNgsKAPsGilz70Z96Chh+43418r/ALD/APydb+0N/wBh2H/0O6r6ob7jc+tfK/7D/wDydb+0N/2HYf8A0O6r5rOf9/wP+OX/AKRI7cJ/Arei/wDSkfVXeigdaXPvX0pwISilz70Z96ChKKXPvRn3oAQdK+W/+Ck//IV+Dv8A2O9p/Na+pe3Wvlr/AIKT/wDIV+Dv/Y72n81r5jjH/kUVfWP/AKXE7sp/3uPz/Jn1GvVvrS0L1P1pc+9fTx2OASilz70Z96BiUUufejPvQAlFLn3oz70AJRS596M+9ACUUufejPvQAlFLn3oz70AJRS596M+9ACUUufejPvQAlFLn3oz70AJRS596M+9ACUUufejPvQB81/8ABVz/AJNEvP8AsKWf/oZr6H8Pf8gKz/64J/6CK+ef+Crv/Jol5z/zFLP/ANDNfQ/h3/kA2fP/ACwT/wBBFfM4P/keYn/r3S/Ood1b/c6f+KX/ALaW6KXPvRn3r6Y4RKKXPvRn3oASilz70Z96AErwT/gpx/yZL4z+tj/6X21e+Z968E/4Kcf8mS+M/rY/+l9tXz/FX/Ilxf8A16n/AOks7Mt/3ul/ij+aPYPht/yTvQf+wdb/APota2qxfhr/AMk60Hn/AJh1v/6LWtvPvXs4X+DD0X5HLU+JiUUufejPvW5IlFLn3oz70AJRS596M+9ACUUufejPvQAlFLn3oz70AJRS596M+9ACUUufejPvQAlFLn3oz70AJRS596M+9ACUUufejPvQAlFLn3oz70Aedftdf8mu/ET/ALFy/wD/AEQ9U/2Lf+TUfh9/2BLb/wBAq5+11/ya78RP+xcv/wD0Q9U/2LP+TUfh9/2BLb/0CvmP+agj/wBeX/6Wju/5gf8At9f+knqFFLn3or6hnAhM183/APBVj/kznWf+v20/9HpX0hXzf/wVY/5M51n/AK/LT/0elfP8Vf8AInxP+Bndlv8AvdP1R9DaN/yDo/pVrNVdG/5B0f0q1XtUP4cfRHE9wzRmiitQDNGaKKADNGaKKADNGaKKADNGaKKADNGaKKAFHSvmr/goh/yEfg1/2UDT/wCZr6UHSvmv/goh/wAhH4Nf9lA0/wDma+c4s/5FVX/t3/0qJ25Z/vUfn+TPpGLq31p+aZF1b60+vozgQZozRRQUGaM0UUAGaM0UUADfdr500b/lKXq3/ZPF/wDS6Kvos9K+dNG/5Sl6t/2Txf8A0uir5niL4sJ/1+h+TOzA/wDL3/A/zR9F5ozRRX0xxIM0ZoooGGaM0UUAGaM0UUAGaM0UUAGaM0UUAGaM0UUADdK+YP2Yf+UgHx4+mm/+iTX0+elfMH7MP/KQD48fTTf/AESa+bz3/fMB/wBfX/6bqHfg/wCFW/w/+3RPp/NGaKK+kOAM0ZoooAM0ZoooAM1xP7TH/Jufj7/sXNQ/9JpK7auI/aY/5Nz8ff8AYuah/wCk0lcWZf7pV/wS/JmlH+LD1X5nLfsA/wDJnXgP/sHn/wBGPXsGa8e/YC/5M68B/wDYPP8A6MevYa4+Hf8AkVYb/r3D/wBJRtjv95qf4n+YZozRRXsnKGaM0UUAGa5r4q/Bzwl8cvDB0Pxp4X8O+LtFaRZjYa1p0N/al1ztby5VZdwycHGRmulooA4OD9mD4c23h/WdIT4f+CV0nxEtumq2Q0S2+z6mtvGkVuJ4/L2yiKOONEDghFjUDAAAp+EP2QPhX8PPB2t+HfD/AMMvh7ovh/xJGYtW0ux8PWltZ6mhBBSeFIwkqkM3Dgj5j6mvSKKBWMaz+H2i6d4on1y30jS7fWriyi02XUI7VFupLWJ5HigaQDcY0aWVlQnaDIxA5NeFfto/sm6t8RPhN4e0X4e+Hfh/dafp/i3/AISTXfCWs7tN0XxajrcySxXDwQyHc15LFdEtE6ySQ/vA2419HUdaAsfJ/wCwp+xVrXwI+Onizx1e+Dfhn8J9P8QaTa6PD4M+H8rvpLtDLJIdQuGNtbI1yfMES7IRiMHLNkbfqrULCHU7SW3njjmgnRo5I3G5XUjBBHcEHFShQO1LQFjE034eaJo3gm38M2mi6Tb+G7OzTTYNJitUjsYbVUEawLCBsEaoAoQAKAAMYrlvhZ+yT8Lfgdrtxq3gv4beAfCOq3YKz3mi+H7WwuJg2MhniRWIOBkE84HpXolFA7GP4I8B6N8OdGk0/Q9J0zR7Oa6nvZILG2S3ieeeRpZpSqAAu8js7NjLMxY5JJrH1L9n/wAD614R1Tw/feDfCd9oOuXsmo6jps+kwSWd/dSvvlnliZSkkjv8zOwLE8k12FFAWON+D/7PHgP9n3TZ7PwH4J8I+CbO6k8ye30HR7fTYpm5wWWFFDEZOCR3PrXZZoooAM0ZoooAM0ZoooA85/a9/wCTVviN/wBi3f8A/pO9Vf2Kf+TTPh9/2BLf/wBBq1+17/yav8Rv+xbv/wD0neqv7FX/ACab8Pv+wJb/APoNfNy/5KBf9eX/AOlo7o/7j/2//wC2nqGaM0UV9IcIZozRRQAZpsnSnU1+lD2JkfL/APwSu/5Jz8Qv+x1vv/QIa+os18uf8Erv+SdfEL/sdb7/ANAhr6jr5vhH/kUUPR/+lM9LNP8Aep/L8kGaM0UV9IeeGaM0UUAGaM0UUAGaM0UUAZvijwfpPjawS11jS9P1a1jkWZYby3SeNXU5VwrgjcDyD1FVbn4baBe2eoW82h6PNbatL599E9lGyXsm1V3yjGHbaqrls8KB0AxuUUBY52y+FHhnSvDX9i2fhvw/a6OJFmFjFp8SWwkVgyt5QXbuDKrA4yCoPYVpWfhiw0/Ub28t7GygvNSKNdzxwqsl0UXahkYDLbVwBnoOBitCigVj5l/av/Y68UeL/GXgTxD8NbX4X3EHgnT9Q0tPCHi/TJT4fkW8a3JuoxbgmK4iWB41/dspS5lHyZJbpP2H/wBkS6/ZfsvGmpatceG28QfETWk1zUrLw5px07RNLdLWG2SC1gJJwEhBaVsNIzEkAYA92ooCxT17QLLxRpc9jqVnaahY3SGOa3uYhLDKp6hkYEMPYirF1aR3ts0MscckTja6Mu5XGMEEHgg1JRQMw/CHwz8PfD+C4i0HQdE0OO6bfMmn2MVssrerbANx9zWhoHh6x8LaXHY6bZWen2UORFb20IhijBOThVwBySeB1Jq5RQBhzfDjQbjw3JosmiaO+jSly9gbSP7M5ZizZjxtO5iWORyST1qz4W8H6X4I0qOw0fS9N0ixiJ2W1lbLbxJ9FUADt2rTooCwZozRRQA0/cb8a+V/2H/+Trf2hv8AsOw/+h3VfVB+43418r/sP/8AJ1v7Q3/Ydh/9Duq+azn/AH/A/wCOX/pEjtwn8Ct6L/0pH1UOtGaO9FfSnBEM0ZoooKDNGaKKAF7V8tf8FJ/+Qr8Hf+x3tP5rX1IOlfLf/BSf/kK/B3/sd7T+a18xxj/yKKvrH/0uJ3ZV/vcfn+TPqNep+tLmkXq31pa+njscIZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQB82/wDBV3/k0S8/7Cln/wChmvofw9/yArP/AK4J/wCgivnf/gq5/wAmiXn/AGFLP/0M19D+Hv8AkBWf/XBP/QRXzOD/AOR5if8Ar3S/Ood1b/c6f+KX/tpczRmiivpjhDNGaKKADNGaKKADNeC/8FOP+TJfGf1sf/S+2r3qvBP+CnH/ACZL4z+tj/6X21fP8Vf8iXF/9ep/+ks7Mu/3ul/ij+aPYfhr/wAk60H/ALB1v/6LWtrNYvw2/wCSd6D/ANg63/8ARa1tV7OF/gw9F+Ry1PiYZozRRW5IZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQAZozRRQB53+11/ya78RP8AsXL/AP8ARD1T/Ys/5NR+H3/YEtv/AECrn7XX/JrvxE/7Fy//APRD1T/Yt/5NR+H3/YEtv/QK+Y/5qCP/AF5f/paO7/mB/wC31/6SeoZooor6h7nCLn3r5u/4Ksf8mc61/wBftp/6PSvpCvm//gqx/wAmc6z/ANflp/6PSvn+Kv8AkT4n/Azty3/e6fqj6G0X/kHR89qt596qaN/yDo/pVqvaofw4+iOJ7i596M+9JRWoC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUAO7da+af+CiH/ACEfg1/2UDT/AOZr6UHSvmv/AIKIf8hH4Nf9lA0/+Zr5ziz/AJFVX/t3/wBKiduWf71H5/kz6Sh6t9afn3qOLq31p9fRnAhc+9GfekooKFz70Z96SigBc+9GfekooAG+71r500b/AJSl6t/2Txf/AEuir6LPSvnTRv8AlKXq3/ZPF/8AS6KvmeIviwn/AF+h+TOzA/8AL3/A/wA0fRmfejPvSUV9McKFz70Z96SigoXPvRn3pKKAFz70Z96SigBc+9GfekooAXPvRn3pKKAFz70Z96SigAb7vWvmD9mH/lIB8ePppv8A6JNfT56V8wfsw/8AKQD48fTTf/RJr5vPf98wH/X1/wDpuod2D/hVv8P/ALdE+oM+9Gfekor6Q4Rc+9GfekooAXPvRn3pKKAFz71xH7TH/Jufj7/sXNQ/9JpK7auI/aY/5Nz8ff8AYuah/wCk0lcWZf7pV/wy/JmlH+LD1X5nLfsA/wDJnXgPn/mHn/0Y9ew5968d/YC/5M68B/8AYPP/AKMevYa4+Hf+RVhv+vcP/SUbY7/ean+J/mLn3oz70lFeycoufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUAedfte/8mrfEb/sXL//ANJ3qp+xT/yaZ8Puf+YJb/8AoNWv2vf+TV/iN/2Ld/8A+k71V/Yq/wCTTfh9/wBgS3/9Br5uX/JQL/ry/wD0tHdH/cf+3/8A209Rz70Z96SivpDhFz70Z96SigBc+9Nk6UtNfpR0JkfL/wDwSu/5Jz8Quf8Amdb7/wBAhr6jz718t/8ABK7/AJJ18Qv+x1vv/QIa+o6+b4R/5FFD0f8A6Uz0c0/3qfy/JC596M+9JRX0hwC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQA1vuNz618r/ALD/APydb+0N/wBh2H/0O6r6oP3G/Gvlf9h//k639ob/ALDsP/od1XzWc/7/AIH/ABy/9IkduE/gVvRf+lI+qh1pc+9J3or6U4ELn3oz70lFBQufejPvSUUAL2618tf8FJ/+Qr8Hf+x3tP5rX1IOlfLf/BSf/kK/B3/sd7T+a18xxj/yKKvrH/0uJ3ZT/vcfn+TPqRep+tLn3pq9W+tLX08djgFz70Z96SigYufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUAfNv/AAVd/wCTRLzn/mKWf/oZr6H8O/8AIBs+f+WCf+givnf/AIKuf8miXn/YUs//AEM19D+Hv+QFZ/8AXBP/AEEV8zg/+R5if+vdL86h3Vv9zp/4pf8Atpdz70Z96SivpjhFz70Z96SigBc+9GfekooAXPvXgn/BTj/kyXxn9bH/ANL7aveq8E/4Kcf8mS+M/rY/+l9tXz/FX/Ilxf8A16n/AOks7Mt/3ul/ij+aPYfhr/yTrQef+Ydb/wDota28+9Ynw2/5J3oP/YOt/wD0WtbVezhf4MPRfkctT4mLn3oz70lFbki596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQAufejPvSUUALn3oz70lFAC596M+9JRQB53+11/ya78RP8AsXL/AP8ARD1T/Ys/5NR+H3/YEtv/AECrn7XX/JrvxE/7Fy//APRD1T/Yt/5NR+H3/YEtv/QK+Y/5qCP/AF5f/paO7/mB/wC31/6Seo596KSivqGcCDNfN3/BVP8Aefsf6yoPzNfWigE9/PSvpHdXK/F74L+H/jp4NuNA8TWkl/pN1IkksKzPDvZGDL8yEN1HY15Ge4Ori8vrYajbmlFpX2udODrKlXhUlsnc1tC1mzl0mB1urdldAynzRyDyKuf2ta/8/Nv/AN/RXgf/AA62+Cu5j/wjF18xyf8Aia3X/wAco/4db/BX/oWbr/wa3X/xyvOp4jPIxUfq9PT/AKeP/wCQNnRwbd/aS/8AAV/me9/2ta/8/Nv/AN/RS/2ta/8APzb/APf0V4H/AMOt/gr/ANCzdf8Ag1uv/jlH/Drf4K/9Czdf+DW6/wDjlX9az3/oHp/+DH/8gHscH/z8l/4Cv8z3z+1rX/n5t/8Av6KP7Wtf+fm3/wC/orwP/h1v8Ff+hZuv/Brdf/HKP+HW/wAFf+hZuv8Awa3X/wAco+tZ7/0D0/8AwY//AJAPY4P/AJ+S/wDAV/me9/2ta/8APzb/APf0Uv8Aa1r/AM/Nv/39FeB/8Ot/gr/0LN1/4Nbr/wCOUf8ADrf4K/8AQs3X/g1uv/jlH1rPf+gen/4Mf/yAexwf/PyX/gK/zPfP7Wtf+fm3/wC/opP7Wtf+fm3/AO/orwT/AIdb/BX/AKFm6/8ABrdf/HKP+HW/wV/6Fm6/8Gt1/wDHKPrWe/8AQPT/APBj/wDkA9jg/wDn5L/wFf5nvn9rWv8Az82//f0Uf2ta/wDPzb/9/RXgf/Drf4K/9Czdf+DW6/8AjlH/AA63+Cv/AELN1/4Nbr/45R9az3/oHp/+DH/8gHscH/z8l/4Cv8z3z+1rX/n5t/8Av6KT+1rX/n5t/wDv6K8E/wCHW/wV/wChZuv/AAa3X/xyj/h1v8Ff+hZuv/Brdf8Axyj61nv/AED0/wDwY/8A5APY4P8A5+S/8BX+Z75/a1r/AM/Nv/39FfNv/BQi9t7jVvg2sU0cjf8ACfWDEBwTjJ5/UVrf8Ot/gt/0LN1/4Nbr/wCOVc8Nf8E1vhD4R8R2OrWHh+7hvtNuI7u3f+07hhHLG4dWwXweQODkYrzs0o53jsNLCyo04qVtedu1mntyeR0YWWDoVFVU5O19OVdrdz3SBss3XsakzTY4/KHBP407dX2p5AZozRuo3UDDNGaN1G6gAzRmjdRuoAG+73r5Y8RfErw/8L/+Cm2oX3iPWtL0OzuPASQRz31ykEbub1CFyxHOFb8q+pySe5rgfiZ+y54B+MfiBNU8T+GNN1nUI4Vt1nuFJYRqSwXg9MsT+NeDn2X4nEwpPCOPPTmpe9eztfTS76nVg61OnKXtb2kmtLX6dyuf2u/hbn/kofgv/wAHNv8A/FUf8Nd/C7/ooXgv/wAHNv8A/FVjj9gn4PL/AMyDoX/fDf8AxVL/AMMF/B//AKEHQv8Avhv/AIqudS4gt8NH75//ACJry4HvP7omv/w138Lv+iheC/8Awc2//wAVR/w138Lv+iheC/8Awc2//wAVWR/wwX8H/wDoQdC/74b/AOKo/wCGC/g//wBCDoX/AHw3/wAVVc3EH8tH75//ACIcuB7z/wDJTX/4a7+F3/RQvBf/AIObf/4qj/hrv4Xf9FC8F/8Ag5t//iqyP+GC/g//ANCDoX/fDf8AxVH/AAwX8H/+hB0L/vhv/iqObiD+Wj98/wD5EOXA95/+Smv/AMNd/C7/AKKF4L/8HNv/APFUf8Nd/C7/AKKF4L/8HNv/APFVkf8ADBfwf/6EHQv++G/+Ko/4YL+D/wD0IOhf98N/8VRzcQfy0fvn/wDIhy4HvP8A8lNf/hrv4Xf9FC8F/wDg5t//AIqj/hrv4Xf9FC8F/wDg5t//AIqsj/hgv4P/APQg6F/3w3/xVH/DBfwf/wChB0L/AL4b/wCKo5uIP5aP3z/+RDlwPef/AJKa/wDw138Lv+iheC//AAc2/wD8VR/w138Lv+iheC//AAc2/wD8VWR/wwX8H/8AoQdC/wC+G/8AiqP+GC/g/wD9CDoX/fDf/FUc3EH8tH75/wDyIcuB7z/8lNf/AIa7+F3/AEULwX/4Obf/AOKo/wCGu/hd/wBFC8F/+Dm3/wDiqyP+GC/g/wD9CDoX/fDf/FUf8MF/B/8A6EHQv++G/wDiqObiD+Wj98//AJEOXA95/wDkpr/8NdfC4/8ANQvBf/g5g/8Aiq8T/ZB8WaX4x/bi+OGqaTqNnqWm3S6a0N1azLNFINhThlyD8wIr1Rv2Cfg+y4/4QHQv++G/xrqPhd+zn4J+CtzeTeFfDun6HNqColy9spUyqpJUHJPQk/nXNLA5vicVh6uL9mo0pOXuuTb92UeqS6l+1wtOlONLmbkra27p9PQ7bNGaN1G6vrTzQzRmjdRuoAM0Zo3UbqADNcL+0y2f2dPH3v4d1AD/AMBpBXdbqp67oVp4l0i5sL6CO6s7yJ4J4ZBuSVGGGUj0INc+MoutQnSWnMmvvViqcuWal2aPm39in9qP4c+Cf2WvBulax408PadqVlZGOe3nvUjkibzHOCCcjrXqX/DZnwo/6KB4V/8ABjH/AI1CP2JPhJk/8W98LksckmyWj/hiT4R/9E98Lf8AgEtfL4DC5/hcNTw0fYtQio3fP0SR6NaWBqVJVHz6tvp1Jv8Ahs34Uf8ARQPCv/gxj/xo/wCGzPhR/wBFA8K/+DGP/Gof+GJPhH/0T3wt/wCAS0f8MSfCP/onvhb/AMAlrr/4yD/pz/5OZcuA/v8A/kpN/wANmfCj/ooHhX/wYx/40f8ADZvwo/6KB4V/8GMf+NQ/8MSfCP8A6J74W/8AAJaP+GJPhH/0T3wt/wCAS0f8ZB/05/8AJw5cB/f/APJSb/hsz4Uf9FA8K/8Agxj/AMaP+GzPhR/0UDwr/wCDGP8AxqH/AIYk+Ef/AET3wt/4BLR/wxJ8I/8Aonvhb/wCWj/jIP8Apz/5OHLgP7//AJKTf8NmfCj/AKKB4V/8GMf+NH/DZvwo/wCigeFf/BjH/jUP/DEnwj/6J74W/wDAJaP+GJPhH/0T3wt/4BLR/wAZB/05/wDJw5cB/f8A/JSb/hsz4Uf9FA8K/wDgxj/xo/4bM+FH/RQPCv8A4MY/8ah/4Yk+Ef8A0T3wt/4BLR/wxJ8I/wDonvhb/wAAlo/4yD/pz/5OHLgP7/8A5KTf8NmfCj/ooHhX/wAGMf8AjR/w2b8KP+igeFf/AAYx/wCNQ/8ADEnwj/6J74W/8Alo/wCGJfhH/wBE98Lf+AS0f8ZB/wBOf/Jw5cB/f/8AJSb/AIbM+FH/AEUDwr/4MY/8aP8Ahsz4Uf8ARQPCv/gxj/xqH/hiT4R/9E98Lf8AgEtH/DEnwj/6J74W/wDAJaP+Mg/6c/8Ak4cuA/v/APkpN/w2b8KP+igeFf8AwYx/40f8Nm/Cj/ooHhX/AMGMf+NQ/wDDEnwj/wCie+Fv/AJaP+GJPhH/ANE98Lf+AS0f8ZB/05/8nDlwH9//AMlJv+GzPhR/0UDwr/4MY/8AGj/hsz4Uf9FA8K/+DGP/ABqH/hiT4R/9E98Lf+AS0f8ADEnwj/6J74W/8Alo/wCMg/6c/wDk4cuA/v8A/kpN/wANm/Cj/ooHhX/wYx/40f8ADZnwo/6KB4V/8GMf+NQ/8MSfCP8A6J74W/8AAJaP+GJPhH/0T3wt/wCAS0f8ZB/05/8AJw5cB/f/APJSb/hsz4Uf9FA8K/8Agxj/AMaP+GzPhR/0UDwr/wCDGP8AxqH/AIYk+Ef/AET3wt/4BLR/wxJ8I/8Aonvhb/wCWj/jIP8Apz/5OHLgP7//AJKcR+0/+1b8NfFH7OvjrTdN8ceHL7UNQ0G9t7a3hvkeSaRoHCqADySTiu5/YoP/ABiZ8Psqw/4klvwf92mH9iL4Rk/8k98Lj/tyWvRPC3hjT/BXh+10nSbWGx02xjEVvbxLtjhQdFA9BSy/L8w/tB47HOHwciUOb+a93dBWrUFQ9jRvvfW3a3Qv5ozRuo3V9McIZozRuo3UAGabIQB9BmnbqHG9cHPp1pSEfK//AAS2vYbX4dfEASTQxlvGl6w3OBkbIv8AA19Qf2ta/wDPzb/9/RXg9/8A8Exfg5qmo3N3c+Hbya4u5Wnlc6pcjczHJOA+OvpUf/Drf4K/9Czdf+DW6/8AjlfGZXSzvA4WOFjRpyUb687V7tvblfc9bEvCVqrquclf+6v8z3z+1rX/AJ+bf/v6KP7Wtf8An5t/+/orwP8A4db/AAV/6Fm6/wDBrdf/AByj/h1v8Ff+hZuv/Brdf/HK9D61nv8A0D0//Bj/APkDD2OD/wCfkv8AwFf5nvf9rWv/AD82/wD39FH9rWv/AD82/wD39FeCf8Ot/gr/ANCzdf8Ag1uv/jlH/Drf4K/9Czdf+DW6/wDjlH1rPf8AoHp/+DH/APIB7HB/8/Jf+Ar/ADPfP7Wtf+fm3/7+ij+1rX/n5t/+/orwP/h1v8Ff+hZuv/Brdf8Axyj/AIdb/BX/AKFm6/8ABrdf/HKPrWe/9A9P/wAGP/5APY4P/n5L/wABX+Z75/a1r/z82/8A39FH9rWv/Pzb/wDf0V4H/wAOt/gr/wBCzdf+DW6/+OUf8Ot/gr/0LN1/4Nbr/wCOUfWs9/6B6f8A4Mf/AMgHscH/AM/Jf+Ar/M98/ta1/wCfm3/7+ij+1rX/AJ+bf/v6K8D/AOHW/wAFf+hZuv8Awa3X/wAco/4db/BX/oWbr/wa3X/xyj61nv8A0D0//Bj/APkA9jg/+fkv/AV/me9/2ta/8/Nv/wB/RS/2ta/8/Nv/AN/RXgf/AA63+Cv/AELN1/4Nbr/45R/w63+Cv/Qs3X/g1uv/AI5R9az3/oHp/wDgx/8AyAexwf8Az8l/4Cv8z3z+1rX/AJ+bf/v6KP7Wtf8An5t/+/orwP8A4db/AAV/6Fm6/wDBrdf/AByj/h1v8Ff+hZuv/Brdf/HKPrWe/wDQPT/8GP8A+QD2OD/5+S/8BX+Z73/a1r/z82//AH9FL/a1r/z82/8A39FeB/8ADrf4K/8AQs3X/g1uv/jlH/Drf4K/9Czdf+DW6/8AjlH1rPf+gen/AODH/wDIB7HB/wDPyX/gK/zPfP7Wtf8An5t/+/opP7Wtf+fm3/7+ivBP+HW/wV/6Fm6/8Gt1/wDHKP8Ah1v8Ff8AoWbr/wAGt1/8co+tZ7/0D0//AAY//kA9jg/+fkv/AAFf5nvn9rWv/Pzb/wDf0Uf2ta/8/Nv/AN/RXgf/AA63+Cv/AELN1/4Nbr/45R/w63+Cv/Qs3X/g1uv/AI5R9az3/oHp/wDgx/8AyAexwf8Az8l/4Cv8z3z+1rX/AJ+bf/v6KT+1rX/n5t/+/orwT/h1v8Ff+hZuv/Brdf8Axyj/AIdb/BX/AKFm6/8ABrdf/HKPrWe/9A9P/wAGP/5APY4P/n5L/wABX+Z7xLqlq0Tf6VCMA9JRzXy/+w86/wDDVP7QjblYHXITkHOQWuT/ACNdM3/BLP4KuMHwxdFc5I/tW55/8fr0H4E/sq+Cv2bf7S/4RDTbjTl1cRC6El3LceYY9+0/vGOPvnpge1cv1fNcTjcPVxNOEIU227TbbvFrblXfuac2GpUakKcm3JJaq2zv3Z6ID8/4UuaOhzRur648wM0Zo3UbqBhmjNG6jdQAvavlr/gpScan8HvbxvaH+VfUma8p/aj/AGXbP9qDSNFtLzWtU0NtDv8A7fb3GnlVmEgQqPmOdpHXI5rweJsHWxeW1KGHV5u1lttKL3fodWX1YUsTGdTRa/lY9PW5SItubknoT0p322L++v5182J/wT31RFwPjZ8XB9NacZp3/DvrVv8Aotvxc/8AB3JXN/a2a/8AQC//AAZAv6rhltW/8lZ9I/bYv76/nR9ti/vr+dfN3/DvrVv+i2/Fz/wdyUf8O+tW/wCi2/Fz/wAHclH9rZp/0Av/AMGQH9Ww3/P7/wAlZ9I/bYv76/nR9ti/vr+dfN3/AA761b/otvxc/wDB3JR/w761b/otvxc/8HclH9rZp/0Av/wZAPq2G/5/f+Ss+kftsX99fzo+2xf31/Ovm7/h31q3/Rbfi5/4O5KP+HfWrf8ARbfi5/4O5KP7WzT/AKAX/wCDIB9Ww3/P7/yVn0j9ti/vr+dH22L++v5183f8O+tW/wCi2/Fz/wAHclH/AA761b/otvxc/wDB3JR/a2af9AL/APBkA+rYb/n9/wCSs+kftsX99fzo+2xf31/Ovm7/AId9at/0W34uf+DuSj/h31q3/Rbfi5/4O5KP7WzT/oBf/gyAfVsN/wA/v/JWfSP22L++v50fbYv76/nXzd/w761b/otvxc/8HclH/DvrVv8Aotvxc/8AB3JR/a2af9AL/wDBkA+rYb/n9/5Kz6R+2xf31/Oj7bF/fX86+bv+HfWrf9Ft+Ln/AIO5KP8Ah31q3/Rbfi5/4O5KP7WzT/oBf/gyAfVsN/z+/wDJWfSP22L++v50fbYv76/nXzd/w761b/otvxc/8HclH/DvrVv+i2/Fz/wdyUf2tmn/AEAv/wAGQD6thv8An9/5Kz6R+2xf31/Oj7bF/fX86+bv+HfWrf8ARbfi5/4O5KP+HfWrf9Ft+Ln/AIO5KP7WzT/oBf8A4MgH1bDf8/v/ACVn0j9ti/vr+dH22L++v5183f8ADvrVv+i2/Fz/AMHclH/DvrVv+i2/Fz/wdyUf2tmn/QC//BkA+rYb/n9/5Kz6R+2xf31/Oj7bF/fX86+bv+HfWrf9Ft+Ln/g7ko/4d9at/wBFt+Ln/g7ko/tbNP8AoBf/AIMgH1bDf8/v/JWH/BVi4Sb9ke8VWUn+1LPjP+2a+ivDZz4fsv8Argn/AKCK+Y/FP/BM7/hM9K+w618WfiVrFiZFkNvfal9ohLKcglXyMj196+otNtvsNhDApO2FAgJ7gDFLJ6OMnj6+MxVL2alGEUuZS+Fyb2/xBip0lQhSpy5rNtu1t7f5E2aM0bqN1fUHCGaM0bqN1ABmjNG6jdQAZrwP/gpycfsReNM+tic+n+n29e+bq4n9oX4MWX7QXwk1TwjqF3c2NnqxiEs0ABkXy5UlGNwI5ZAOnQ15Oe4Wpisur4akrynCUV6tNI3wdRU8RCctk038ma/w4u41+Hmgjev/ACD7fv8A9M1ra+2xf31/Ovmmz/4J36hY2scNv8Z/ixbwRDbHFHrDokajoAo4AHtUv/DvrVv+i2/Fz/wdyV5NHMs1hTjB4FuyS/iQ6HTOhhpSclW/8lZ9I/bYv76/nR9ti/vr+dfN3/DvrVv+i2/Fz/wdyUf8O+tW/wCi2/Fz/wAHcla/2tmn/QC//BkCfq2G/wCf3/krPpH7bF/fX86PtsX99fzr5u/4d9at/wBFt+Ln/g7ko/4d9at/0W34uf8Ag7ko/tbNP+gF/wDgyAfVsN/z+/8AJWfSP22L++v50fbYv76/nXzd/wAO+tW/6Lb8XP8AwdyUf8O+tW/6Lb8XP/B3JR/a2af9AL/8GQD6thv+f3/krPpH7bF/fX86PtsX99fzr5u/4d9at/0W34uf+DuSj/h31q3/AEW34uf+DuSj+1s0/wCgF/8AgyAfVsN/z+/8lZ9I/bYv76/nR9ti/vr+dfN3/DvrVv8Aotvxc/8AB3JR/wAO+tW/6Lb8XP8AwdyUf2tmn/QC/wDwZAPq2G/5/f8AkrPpH7bF/fX86PtsX99fzr5u/wCHfWrf9Ft+Ln/g7ko/4d9at/0W34uf+DuSj+1s0/6AX/4MgH1bDf8AP7/yVn0j9ti/vr+dH22L++v5183f8O+tW/6Lb8XP/B3JR/w761b/AKLb8XP/AAdyUf2tmn/QC/8AwZAPq2G/5/f+Ss+kftsX99fzo+2xf31/Ovm7/h31q3/Rbfi5/wCDuSj/AId9at/0W34uf+DuSj+1s0/6AX/4MgH1bDf8/v8AyVn0j9ti/vr+dH22L++v5183f8O+tW/6Lb8XP/B3JR/w761b/otvxc/8HclH9rZp/wBAL/8ABkA+rYb/AJ/f+Ss+kftsX99fzo+2xf31/Ovm7/h31q3/AEW34uf+DuSj/h31q3/Rbfi5/wCDuSj+1s0/6AX/AODIB9Ww3/P7/wAlZ9I/bYv76/nR9ti/vr+dfN3/AA761b/otvxc/wDB3JR/w761b/otvxc/8HclH9rZp/0Av/wZAX1bDf8AP7/yVnpn7XF5E37LnxE/eLz4cv8AjP8A07vUP7FZz+yh8Pf+wHbf+gV5hqv/AATiute024s774x/FS9s7qNoZoLjVmljlRgQysrZBBB71778JPhzb/CL4aaH4Zs7ia6tdDs47OKWXG+RUXAJwAMn2FZZfTx9fNfrmJoeyiqbiveUrtyT6eRdaVGGG9lTnzPmvs10t1OizRRuor6w84MUYoooGGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUAGKMUUUABHNGKKKADB9qMH2oooJ5QwfajB9qKKA5QwfajB9qKKA5QwfajB9qKKA5QwfajB9qKKA5QwfajB9qKKA5QwfajB9qKKA5QwfajB9qKKA5QwfajB9qKKA5QwfajB9qKKA5QwfajB9qKKA5QwfajB9qKKA5Q25oxRRRZByhijFFFBQYoxRRQAYoxRRQAYodNwoooFa4KpC9qMH2oooFyhg+1GD7UUUByhg+1GD7UUUByhg+1GD7UUUByhg+1GD7UUUByhg+1GD7UUUByhg+1GD7UUUByhg+1GD7UUUByhg+1GD7UUUByhg+1GD7UUUByhg+1GD7UUUByhg+1GD7UUUByhg+1GKKKB2DFFFFAz//2Q=="></p>
<p>The area degraded in the monitoring period <em>t<sub>n</sub></em> within land cover class <em>i</em> is estimated by summing all the area units within the land cover class determined to be degraded plus all area units that had previously been defined as degraded and that remain degraded:</p>
<p><img src="data:image/png;base64,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"></p>
<p>Where: </p>
<p><em>A(Degraded)</em> <em><sub>i,n </sub></em>is the total area degraded in the land cover class <em>i</em> in the year of monitoring <em>n</em> (ha);</p>
<p><em>Arecent<sub>i,n </sub></em>is the area defined as degraded in the current monitoring year following 1OAO assessment of the sub-indicators (ha);</p>
<p><em>Apersistent<sub>i,n</sub></em> is the area previously defined as degraded which remains degraded in the monitoring year following the 1OAO assessment of the sub-indicators (ha).</p>
<p>The proportion of land cover type <em>i</em> that is degraded is then given by:</p>
<p><img src="data:image/png;base64,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"></p>
<p>Where:</p>
<p><em>P<sub>i,n</sub></em><sub> </sub>is the proportion of degraded land in that land cover type <em>i</em> in the monitoring period <em>n</em>;<em> </em></p>
<p> <em>A(Degraded)<sub>i,n</sub></em> is the total area degraded in the land cover type <em>i</em> in the year of monitoring <em>n </em>(ha);</p>
<p><em>A(total)<sub>i,n</sub></em> is the total area of land cover type <em>i</em> within the national boundary (ha). </p>
<p>The total area of land that is degraded over total land area is the accumulation across the <em>m</em> land cover classes within the monitoring period <em>n </em>is given by:</p>
<p><img src="data:image/png;base64,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"></p>
<p>Where:</p>
<p><em>A(Degraded)</em><sub>n</sub> is the total area degraded in the year of monitoring <em>n </em>(ha);</p>
<p><em>A(Degraded)<sub>i,</sub></em><sub>n</sub> the total area degraded in the land cover type <em>i</em> in the year of monitoring <em>n</em>.</p>
<p>The total proportion of land that is degraded over total land area is given by:</p>
<p><img src="data:image/png;base64,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"></p>
<p>Where</p>
<p><em>P</em><sub>n</sub> is the proportion of land that is degraded over total land area;</p>
<p><em>A (Degraded)</em><sub>n</sub> is the total area degraded in the year of monitoring <em>n </em>(ha)<em>;</em></p>
<p>A (Total) is the total area within the national boundary (ha).</p>
<p><br>The proportion is converted to a percentage value by multiplying by 100. </p><div class="footnotes"><div><sup class="footnote-number" id="footnote-28">28</sup><p> <a href="http://www2.unccd.int/sites/default/files/sessions/documents/2017-09/ICCD_COP%2813%29_CST_L.1-1715678E_0.pdf">http://www2.unccd.int/sites/default/files/sessions/documents/2017-09/ICCD_COP%2813%29_CST_L.1-1715678E_0.pdf</a> <a href="#footnote-ref-28">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-29">29</sup><p> <a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-10/Good%20Practice%20Guidance_SDG%20Indicator%2015.3.1_Version%201.0.pdf">http://www2.unccd.int/sites/default/files/relevant-links/2017-10/Good%20Practice%20Guidance_SDG%20Indicator%2015.3.1_Version%201.0.pdf</a> <a href="#footnote-ref-29">&#x2191;</a></p></div></div>
<h1>Методология</h1>
<h2>Метод расчета:</h2>
<p>Путем анализа изменений в субпоказателях в увязке с местными оценками климата, почвы, землепользования и любых других факторов, влияющих на состояние земель, национальные органы власти могут определить, какие земельные единицы следует классифицировать как деградировавшие, суммировать итоговые значения и отчитаться о показателях. Концептуальная модель, одобренная руководящим органом Конвенции Организации Объединенных Наций по борьбе с опустыниванием (КБО ООН) в сентябре 2017 года, <sup> <a href="#footnote-28" id="footnote-ref-28"> [28] </a> </ sup> лежит в основе универсальной методологии построения показателя. Методология помогает странам выбрать наиболее подходящие наборы данных для субпоказателей и определить национальные методы оценки показателя. Чтобы помочь странам в проведении мониторинга и составлении отчетности, Руководство по передовой практике для показателя 15.3.1 ЦУР <sup> <a href="#footnote-29" id="footnote-ref-29"> [29] </a> < / /sup> было разработано КБО ООН и ее партнерами.</p>
<p>Показатель разрабатывается на основе двоичной классификации состояния земель (т.е. деградировавшие или не деградировавшие), основанной главным образом и в максимально возможной степени на сопоставимых и стандартизированных национальных официальных источниках данных. Однако из-за характера показателя наблюдения за поверхностью земли и геопространственная информация из региональных и глобальных источников данных могут играть важную роль в его расчете, при условии проведения валидации национальными властями.</p>
<p>Количественная оценка показателя основана на оценке изменений субпоказателей с целью определения степени деградирования земель по отношению к общей площади земель. Число субпоказателей невелико, они являются дополнительными и несуммируемыми компонентами земельного природного капитала и чувствительны к различным факторам деградации. В результате принцип Один определяет всех (ООВ) применяется в методике расчета, при которой изменения субпоказателей отображаются как (i) положительные или улучшающиеся, (ii) отрицательные или снижающиеся, или (iii) стабильные или неизменные. Если один из субпоказателей является отрицательным (или стабильным при ухудшающемся значении базового года или значении предыдущего года мониторинга) для конкретной земельной единицы, то она будет считаться деградировавшим объектом, подлежащим валидации национальными властями.</p>
<p>Базовым годом для показателя является 2015 год, а его значение (t <sub> 0 </sub>) получено из первоначальной количественной величины и оценки данных временных рядов для субпоказателей для каждой земельной единицы за период 2000-2015 годов. Последующие значения показателя в течение каждого периода проведения мониторинга (t <sub> 1-n </sub>) выводятся из количественной величины и оценки изменений в субпоказателях относительно того, наблюдаются ли положительные, отрицательные или нулевые изменения величин для каждой земельной единицы по отношению к базовой величине. Хотя показатель будет представлен в виде одной цифры, количественно определяющей площадь деградировавших земель как долю от земельной площади, он может быть пространственно дезагрегирован по классу растительного покрова или другим единицам, имеющим отношение к стратегическому планированию.</p>
<p>Как подробно описано в Руководстве по эффективной практике для показателя 15.3.1 ЦУР, расчет показателя для базового и последующих лет проведения мониторинга осуществляется путем суммирования значений всех тех областей, в которых любые изменения в субпоказателях считаются отрицательными (или стабильными при ухудшающемся исходном значении или значении предыдущего года мониторинга) национальными властями. Процесс включает:</p>
<ol>
<li>определение и оценку <strong> растительного покрова и изменений значений растительного покрова</strong>;</li>
<li>анализ состояния и тенденций <strong> продуктивности земель </strong> на основе чистой первичной продукции; и</li>
<li>определение значений <strong> запасов углерода </strong> и изменений значений относительно первоначальной оценки запасов органического углерода в почве в качестве замещающего показателя.</li>
</ol>
<p>Хорошая практика заключается в оценке изменений значений за промежуточный и последний отчетные годы по отношению к базовому году для каждого субпоказателя, а затем и самого показателя. Это облегчает пространственное агрегирование результатов субпоказателей для каждой земельной единицы с целью определения доли деградировавших земель для базового года и каждого года проведения мониторинга. Более того, это гарантирует, что земли, классифицированные как деградировавшие, сохранят этот статус до тех пор, пока показатели не улучшатся по сравнению с базовым годом или предыдущим годом проведения мониторинга. </p>
<p>Деградация (или улучшение) земель по сравнению с базовым значением может быть определена относительно параметров, описывающих наклон и доверительные границы тенденций, наблюдаемых в субпоказателях, а также определяющих уровень или распределение условий в пространстве и / или во времени, как показано в течение базового периода. Оценка изменений субпоказателей может быть осуществлена с использованием тестов статистической значимости или путем интерпретации результатов в увязке с местными показателями, данными и информацией. Метод расчета показателя 15.3.1 ЦУР приведен на рисунке 2.</p>
<p><strong>Рисунок 2: Шаги по получению показателя из субпоказателей, где ND означает "не ухудшение", а D - "ухудшение".<br></strong><br><img src="data:image/jpeg;base64,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"></p>
<p>Площадь, деградировавшая за период проведения мониторинга <em>t<sub>n</sub> </em> в пределах класса растительного покрова <em> i </em>, оценивается путем суммирования всех единиц площади в пределах класса растительного покрова, определенных как деградировавшие, плюс все единицы площади, которые ранее были определены как деградировавшие и которые остаются деградировавшими:</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA10AAABLCAMAAAC8wh12AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAJDUExURf///+zs7Ojo6Onp6fb29vn5+b29vWBgYENDQ42Njf7+/vX19a+vr1hYWHR0dPPz8/T09NLS0sPDw/Ly8tTU1MXFxW9vb0BAQEdHR7a2tp+fn2dnZ4yMjFFRUevr64qKinNzc4+Pj1paWo6OjtnZ2X19fVVVVWlpad7e3m5ubqenp/39/dra2rOzs5eXl05OTsHBwUxMTGVlZcnJydDQ0KCgoNXV1e/v72tra5KSkubm5vz8/Hl5eczMzIuLi+rq6tvb24SEhEhISPr6+ri4uJmZmfDw8GxsbOTk5Pj4+Ofn50FBQdPT02hoaEJCQnBwcIaGhuPj41lZWWNjY/v7+52dnX5+ft3d3YWFhZycnHV1dXt7e1RUVK2trYmJiaGhoWJiYsTExL+/v0ZGRoeHh3FxcURERJiYmMvLy1NTU5CQkGZmZtjY2N/f35ubm39/f66ursLCwrKyssjIyEtLS83Nzb6+vru7u2RkZFxcXJ6enldXV1JSUnJyckpKSk1NTV5eXu7u7oCAgHd3d8/Pz7GxsfHx8eXl5UVFRZqamsbGxuHh4dbW1tfX10lJSV9fX21tbe3t7YGBgZOTk6ysrMfHx/f395aWlrm5uU9PT6Wlpbe3t8rKytHR0eDg4LS0tM7OzqOjo11dXXZ2drCwsMDAwKSkpNzc3OLi4qKiopSUlIODg6mpqYKCgnp6eltbW4iIiFBQULq6umpqarW1taampmFhYaioqKqqqnh4eKurq7y8vJWVlZGRkXx8fFZWVgAAAHA6CGAAAADBdFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wCINFSNAAAACXBIWXMAACHVAAAh1QEEnLSdAAARl0lEQVR4Xu2dy5mjOrdAnYUzIAuGxEAGTAiAsT4SYkh4d+2HhOSyy3aV3eX/3L3O+dqYh5C29lPg7lMQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQfCbpK7K776btdFq6adazguC19L3q2QcxvqFH8/kL++k0dMM0pW3e1MiC4LWMazePvv1e0rzOMxp9m1HOWND56fvzfkI/nc9dnxn4Ni2ntI+nedq2dNqn1U8Mgn5GJb4wrvd0JE3n5pRlmgZrSNRPmObhTdaW5mn63mrGbpp6Pvt5ml8cvtLG2LBcJ3ViXbqhSeFwfjJ2refu3zilF8Hwfev3DOezzNJ/l7U2EishhE7Sne/Yzo2THvDnvomhnXHj29qdz9t7FIcs7M6sbNOkt06ErxdP4Cjh6hgXfVFRjdan9Z7gLsArVY19AuP+ncAWfItv/h68pG/9N+kn87zC0h1uFGv51udzXW2We60i6JlcnPp1Or86chir3uA7SsxK28vXGVCwaS33zxK0lJAI9pStcH5tqq+FOvAHTQ9tUtKSpOx81Zym6dbcDOszLrGfB9/6MIaip+OKFy3WNXZV9nOFdZqnzrehslG1Lp+ftQ1wr4LM8I7Vkq+VhHd+Nle7y6q1Vma2bQtaYy2VByC03o3DPwbD961nGM7fuCN8SJ0Xv4vp/Ixb2D51JakscfVUKueppHeiwL55jWUaiG7+RW3NtwQyQ/clJFHTqxxdBVXVHXGiVyVBI/d6sfrieqpiad+0+U7v8mTZ1U8zYf9d1tVk/Q/zXexK3Tz+g1ppv5M5tRAC396jH9Gf3UlgEfNeF9gEtdvuQ4S8HV66Ti9hODw7ju65MuQhatu5DhZVekQyc23h5jcMeI0LFSRoibxmxtvfFtwl29TXXX0t5BA/yZi+i13DtKT3xy5m7Mi87yPPQnzzs8CebGOYhvG0VdZ1YTENxI6EYuTqFmHUiRpfSzP7uThCGpSVxMPaNIUnx1J3n7BDOWafdsJuF8xd7oku1wG1iu2wMALZ2uxyvtcJ2n5+uW+T2r5NTjcbKFJ5wpZXSq5sXWQLNNrbiLxtfJ5yMX6Xx+iP3iRa6mYvGTHoYS51+T2pet/ErpU7E7vUZnN/7bNEbHlE4TcdZGOThSU+dQZQB0Oni9G4EbkqAN9tRgXTojxMrlHZIDObdW1Eb6J8XO01otu+Kax1vLpZcYraMzCG5dPGWOt0CNsrVyJOP0QCRAaFiWWvxFXzklSBaG1je0Iv125lvxxPpJ5cQYzMKyZitvtIG4fJ5lZ9mri1ncFuPa5cjPIOhPMv+KGKDQNuGh1WsxH/fIh+whCxLlGTtK49EhjGbl4RhB6X0Yn5+XCpjLs9ob82S+Ty3GukbhtPs1+M+OaSOeD0bOM5sC6fokuWDqMhdsnA0zr3YmgyY9iXlxRJu8jUYeH7vKvf3bRPclRKhvGUci7MNPkskQeJ7azuCZpkWac4UWPM8hhzXBhemme0JNfezP7HGZaCC651gdh1jOr2utyo1nM8q2B46kYchFZGW2IXMtJzynqEGJds4fpElCPbXLfOaJPpVlnpxhHKp8ycCZ344PdDM/VW3iptmeLhFeselVWWR3jMuuj+d6nzQ9j6Yh5Dj+J20y6PH7fsltVOGJUJwBN3ajX5Jropg0ZO+BO2CPHrOiaszOYUM6hczOPczAyZAO6fH3TKjCHmTVb3srxJHbSLaoGJrXVat27xLnO9tbyZ5DA262nvz3/SrC0Tog/R7p2Jh32cqMNeMLKiPxe2+Ekwf3XH6lGhw7eyWYoF/jws88JG1XE5WeyUADrToinWKs3rrYtFyLRJxumQ45hJFCUptznsOsdXbxU52xnc9hiIHK7yxPug5vxf/+EHaiRtvaGFj7Kr3uCVszOSFWpzE/INM9cD2bqOYQvy8FpPU+uSHfgcXYD3NcxDeZ/kZmZIqOXPMjFsnqdNb87UaFdxpnpLPKLdGslXGnYxD2VAlQgEiXi+qds6TJy97lgmshv21JpUxYRPIs+M0/STaqU+duCx5bCpdtplJaNcyLae5IFQkgILKiUrOKSEE69mIj8OLjMl6qQ7iqClv3Wrx7yXctK4+PoStFT41ayOnfb+yI/EHg73Jm5HR8ckiQAwvVrrsyfB79tujNH25GcpXPdU/456J9MqQLL+VtaFCtgpXgDkQ6R4eqpGeJtvhTn193mU8ixZslvrs1KvxuD/5Q7J82fdoTIq68bEy196uXdR4oaB2h5fsx+6hFnXScv+CqG1akbt41viTzUaiShS6pdVPvUIrt9aZwJcudCXrGZQyj5sVy8p8kUNbHpxedrqRgEip9Bj70cuXBw66FvLVjvJX0E1Zyr0U4ZsHqUUpZ9H9zCb4TT2e1bJ4pgU0amURhl7duEe48ua3jZVz5KXrbr4Ol+tq40Jm90fE8rzy9RYqxRD0nF1yGM/FGPBc3jvlJH6S2pth4H7FmPrjufHkvz5ptqrTHGp11e3V/TG7n0okDDY45GPgCmqrauJXfjCqxMiq9FGVgWEXLVCrCmjzWUXtmRXyKu1CkHNpHXcJpdVCm4873bXtGVXmjMmOcdaJbMXEPxlm8axvLkeXvG3XIvtffd4ktLLwqb+X2KBF//GITNrsknbxb/b0Wl3bc2RAE3XC1Dl3C7cfbMNTXY2sVvDjyjovFN66VWWzrNMAeHczsgvwLUeQfokB73Zepa08awbx3RpdBTOsuohMCqzV46YXLj0uAduPLfy93jykWkmkO5fmxBC1zrz34oo3YrazLCOeaiLHiGcc8VQvcBWAhwmYXtluem4e7FY5sBuQwZpe7zYz61updXajR8twRG7hvsvHSZ/+73GD9UwqV8NlfjaaGRFklWACinxRY7znBc8pYyp7IFOq8x8JDlRdHqsbl6H4ehavhjj0Evw6UcHZYXPN+8y5KyhhVCo0y6v9NgecnXvOYpD8+Su6MY2HNEpF9cHO7miD7JxT4lTs5VU7yZcTrFEdLNOnK3uEC90NDOuT71C9V4aha58kYB1XXMDW5mzUtWjB9WQSgTRgau+y2pffR+ZCL9YfLBuiDZUusUV2oo84tFuFKfFhvey6a42ZQ0wA23OVhL8R8CcL7lytUSG5h7KuN/ynL08KqrZsysg+fGt1p8R3X1LkfH7pnBkwU6+mHrQpXB9/u5zfVVjKTke0jSxk9OaLvjc1FmLcuERlKPGYh7101mwOzu5WuPAhtoGSk5T8sFiZh/HhXU1sevL/Cl9SebzyqxObDWPblEggrQmcEz1fQCfJB/IPwex9rEFSapeIdmfbkgGru2SmXoXLhaLtAzjE4MslYzBJPvWA1yxrkbNjaG17DuIZ251HSPwvuNVclBuPP0X62pCypfZwcvrjlKGtBnFE1x/3uXVNj0vrpJIbWPyqcsLw4W8ytFQVmeOjNjIpXidMbbpMORRlepSchrb+DgulpUadWUcX4VMMV1MoFS3R40EJYLoNJi0Rd9NSL0nKAhHZJI2zvEGsZqqLz6F/VwSHfyjbOxzKYYtH4FeyzkJftLjYa1zIsG7RBOHcyW5n1LPnmuqdBeymsZYlHG88Q7U3q15iS9TpV/4cOtC6+lLZbposlOWTEf9WvLv0ZcrciAvKm8ZRdLDXaXJsgY5UF2VhPQSf+ukZTgcVrGunKKjFBphSuxKuzlY7KSaiNXURfJJ+bSDnJf8pGxVDE0+F3GVh+KseizfSk7ST/Xm/NmvnEfSctxQ3krv2d+sWv5TUJJKo9tQlldVG5i7ckGpbou7FFAjF9ZhOLKTQjeNQydCEEgD5D2MmYDjDRZtUrDtLaVlHlDDdBo5hyi3n8ZhWlaxWXl8Su+lfO53+1E008Zsj1tnGcuR/TPr1hFs+pD0cu6GediaFadHKTlRw9KsSlQsKGH7mwN8UPlKt1UoYj+XEqAKHDqLyIhzRxKLLZwgNxn0iLNR+ZX8UoOarHQgT+SFNOTsY1EjUcudZ7wW3uy62l2ru8ZqwHSkGJVuFB+Nv0Xqadl84b0JsAxPvzB0va8+aUl425xz5jqMq5j6oZMbLu0Uyy2sc3SCJuT28hQDN2kWe3hoRoiiLN3AmXbpP6d1Lm3sKuVABbNUuspIXKjliZ/AYNg77nweCsTkTF3HH8UB4lllT4/d+a5qIR+QPcexIwJUWjosAE85ySuHUljgf2lbqmjaqGprvaYXa0+mVkrxIalxJoRPruOgf38c8tlKNktez6Ktr3qZaRazjpyZ7SwoKdh1j8HXRmZIyr7rhai2HXZ/WC5GN5dBzsE6Jw5r00TtMnBs9dxJl48KuuVK3SWGVMwTH2LbRAqcZRUduLd10b83yS0eCVNiLt14Rff05QyMEwsaSQytPxygg5b2iMeUWc/yLo5SCrJeH73LQiVtqhiQpR6Ffk9Mh+x+Kod/JThzl+SIVGQk/GmDp6NfnLpE3smjj2yXgqE8GZEHu1qp0FJelhUQrTSuXljRtVmUgHBpO+hKM9m6IE0PpEExLg1esvaOE0ecGpnEaGk1m6wUcaJO+TOTazgcQi1oW1jESZROPUqbUA/FrXvajJIVyol17CJpQXZ2RLbNqTUJNqCHMo7y/FVW1VAzb9AEmGfjuFjmxeIVVpClQKTTT2MkIPCxFoNp+Vp3iSnn/soyk7kDmpFxyGToEUAwUL43DrOX+ZNrc5fFLOROO+OU/eVJs0gky1SGyR2y4pRoKL7d/I4oSo5s/pKYY6Vo+jPrklTfNkj5QAdp2tY8RjDSPgg6vHq7OnfUvbBflCDjMgxL3pV6skL9TvhxG+Z7e8ViC/jJP21LThn30pL0olrm56sekTN8OkAeZdvW3nhly0QJdEcDj1FKGwX3mq3L41PvMlByP+rYhSzARHZsc1krAYZxyAx6vh9/yRXiKMv19cXsti0uz8eXXKoq/uupW7+i/vqe4df+ylgk6st8V6KWLu7H9/qBAR3u5dpjumSWbEMGVo30mHJoh8mXspXPYej5lkPjoe2XR8uVHOwfseQnQ0lkZtjjySMePQDRwbcegtrBB9wq6nsg+vlItib1cutqFlMe4bBWhSG4a8FVXNdX4c5vvd8LhZBvCVq4MvAbPj2Nt0dR87PfZr6VKgHWeRKRbz9bt3oF6eKdoQLJwBMmj/92DXuI4+yLRwLv4IgtVAx1L3PsqrO8B0AyXZ9SGuX/MUle43ZzPBK6wvyX1jXXT9cRiHTl+sL7E1wpHf6a5mH+orpFmfCMar4WknnfaqHsqt3dPUj7H1ceSlNXaEqLoxR7D5Rp2cWSBNam/MPMkDy/pcSurK/jXpGH96exq1n+dX9SPVv5Eczi36ntdSi7qnFiXfz5tPd8JbdSs2Mt7zF2/f3bY5QFDArvd4eucT0kTiVMaVaGlTPD56RPjelWVcgNzD6s66sa70+Bb9KTh6Rye7SOgWsEq6u6ZykLDJ/DQDQt40z2d9mg4CmV6vcfI+vbvtnwwFufLT1h6NG5WmUNNo3D1L5s8XoSvTryH3kaor9H0p+RYeNqXU/GLtyILgBV+CC+T4//MnaJdW3iZNTE7XmW9FZ/Y/5T8itqH8R+XvuV+ba1YcvF2e7Xt5cft1jyambD+F0JcZ1x06cLjzBunaznT/PD9vhDhq5+qVNWdzUR7ciG5TWNuc8fr4CodrOhJA84npXoy0idPZRV6yJVlhArL2f9ZuC45fLi+qfQd2ddu1frSpZ9lUn/X+fBtSbBXkR/+6AvXkwfe/suS5baA/k10sv6YRnXVWZ5IDrd+cvv30gZuNi//9MV6Zf/hIUI7jVu6XX4q2h9JxWX9y6PPfg3jE8t2DyK/C7KNz+Vvvu4NfS34L9LDf6Cq/8uxa8hVfr0OR3enYl/Bsne+A3+gvSWfEZC14dnIJc/4PyvIn8ZVfAfYpyo8SO9D4I3kNb1eBkuCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCP5fcTr9HwxffGD2SzF3AAAAAElFTkSuQmCC"></p>
<p>Где: </p>
<p><em>A (деградировавшая) </em> <em> <sub> i, n </sub> </em> - это общая площадь деградировавшего растительного покрова класса <em> i </em> в год проведения мониторинга<em>n</em> (га);</p>
<p><em>Arecent<sub>i,n </sub></em>это территория, определенная как деградировавшая в текущем году проведения мониторинга, следуя оценке субпоказателей методом Один определяет всех (ООВ) (га);</p>
<p><em>Apersistent<sub>i,n</sub></em> это территория, ранее определенная как деградировавшая, которая остается деградировавшей в году проведения мониторинга, следуя оценке субпоказателей методом Один определяет всех (ООВ) (га).</p>
<p>Доля деградировавшего типа растительного покрова <em> i </em> определяется следующим образом:</p>
<p><img src="data:image/png;base64,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"></p>
<p>Где:</p>
<p><em>P<sub>i,n</sub></em><sub> </sub> - это доля деградировавших земель в этом типе растительного покрова <em> i </em> в период проведения мониторинга<em>n</em>;<em> </em></p>
<p> <em>A (деградировавшая) <sub> i, n </sub> </em> - это общая площадь деградировавшего растительного покрова типа <em> i </em> в год проведения мониторинга <em> n </em> ( га);</p>
<p><em>A (всего) <sub> i, n </sub> </em> - это общая площадь растительного покрова типа <em> i </em> в пределах национальной границы (га).</p>
<p>Общая площадь деградировавших земель по отношению к общей земельной площади представляет собой накопление по классам растительного покрова <em> m </em> за период проведения мониторинга. <em>n </em>is given by:</p>
<p><img src="data:image/png;base64,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"></p>
<p>Где:</p>
<p><em>A (деградировавшая) </em> <sub> n </sub> - это общая площадь деградировавших земель в год проведения мониторинга <em> n </em> (га);</p>
<p><em>A (деградировавшая) <sub> i, </sub> </em> <sub> n </sub> - это общая площадь деградировавших земель типа <em> i </em> в год проведения мониторинга <em> п </em>.</p>
<p>Общая доля деградировавших земель по отношению к общей земельной площади определяется как:</p>
<p><img src="data:image/png;base64,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"></p>
<p>Где:</p>
<p><em>P</em><sub>n</sub>- это доля деградировавших земель в общей земельной площади;</p>
<p><em>A (Деградировавшая)</em><sub>n</sub>- это общая площадь деградировавших земель в год проведения мониторинга <em> n </em> (га)<em>;</em></p>
<p>A (Всего) - это общая площадь в пределах национальной границы (га).</p>
<p><br>Доля преобразуется в процентное значение путем умножения на 100. </p><div class="footnotes"><div><sup class="footnote-number" id="footnote-28">28</sup><p> <a href="http://www2.unccd.int/sites/default/files/sessions/documents/2017-09/ICCD_COP%2813%29_CST_L.1-1715678E_0.pdf">http://www2.unccd.int/sites/default/files/sessions/documents/2017-09/ICCD_COP%2813%29_CST_L.1-1715678E_0.pdf</a> <a href="#footnote-ref-28">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-29">29</sup><p> <a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-10/Good%20Practice%20Guidance_SDG%20Indicator%2015.3.1_Version%201.0.pdf">http://www2.unccd.int/sites/default/files/relevant-links/2017-10/Good%20Practice%20Guidance_SDG%20Indicator%2015.3.1_Version%201.0.pdf</a> <a href="#footnote-ref-29">&#x2191;</a></p></div></div>
9 days ago
User avatar jenpark9

Translation changed

SDG Metadata / 15-3-1Russian

<h1>Concepts and definitions</h1>
<h2>Definitions:</h2>
<p><strong><em>Land degradation</em></strong> is defined as the reduction or loss of the biological or economic productivity and complexity of rain fed cropland, irrigated cropland, or range, pasture, forest and woodlands resulting from a combination of pressures, including land use and management practices. This definition was adopted by and is used by the 196 countries that are Party to the UNCCD.<sup><a href="#footnote-1" id="footnote-ref-1">[1]</a></sup> (see also Figure 1)</p>
<p><strong><em>Land Degradation Neutrality</em></strong> (LDN) is defined as a state whereby the amount and quality of land resources necessary to support ecosystem functions and services and enhance food security remain stable or increase within specified temporal and spatial scales and ecosystems (decision 3/COP12).<sup><a href="#footnote-2" id="footnote-ref-2">[2]</a></sup></p>
<p><strong><em>Total land area</em></strong> is the total surface area of a country excluding the area covered by inland waters, like major rivers and lakes.<sup><a href="#footnote-3" id="footnote-ref-3">[3]</a></sup></p>
<p><strong><em>The</em></strong><em> </em><strong><em>measurement unit</em></strong> for this indicator is the spatial extent (hectares or km2) expressed as the proportion (percentage or %) of land that is degraded over total land area.</p>
<p><strong><em>SDG indicator 15.3.1</em></strong> is a binary - degraded/not degraded - quantification based on the analysis of available data for three sub-indicators to be validated and reported by national authorities. The sub-indicators (Trends in Land Cover, Land Productivity and Carbon Stocks) were adopted by the UNCCD&#x2019;s governing body in 2013 as part of its monitoring and evaluation approach.<sup><a href="#footnote-4" id="footnote-ref-4">[4]</a></sup> </p>
<p><strong><em>The method of computation</em></strong> for this indicator follows the &#x201C;One Out, All Out&#x201D; statistical principle and is based on the baseline assessment and evaluation of change in the sub-indicators to determine the extent of land that is degraded over total land area.</p>
<p><strong><em>The One Out, All Out (1OAO)</em></strong><em><sup><a href="#footnote-5" id="footnote-ref-5">[5]</a></sup></em> principle is applied taking into account changes in the sub-indicators which are depicted as (i) positive or improving, (ii) negative or declining, or (iii) stable or unchanging. If one of the sub-indicators is negative (or stable when degraded in the baseline or previous monitoring year) for a particular land unit, then it would be considered as degraded subject to validation by national authorities.</p>
<h2>Concepts:</h2>
<p>The assessment and quantification of land degradation is generally regarded as context-specific, making it difficult for a single indicator to fully capture the state or condition of the land. While necessary but not sufficient, the sub-indicators address changes in different yet highly relevant ways: for example, land cover or productivity trends can capture relatively fast changes while changes in carbon stocks reflect slower changes that suggest a trajectory or proximity to thresholds.<sup><a href="#footnote-6" id="footnote-ref-6">[6]</a></sup> </p>
<p>As proxies to monitor the key factors and driving variables that reflect the capacity to deliver land-based ecosystem services, the sub-indicators are globally agreed upon in definition and methodology of calculation, and deemed both technically and economically feasible for systematic observation under both the Global Climate Observation System (GCOS) and the integrated measurement framework of the System of Environmental-Economic Accounting (SEEA). The ultimate determination of the extent of degraded land made by national authorities should be contextualized with other indicators, data and ground-based information.</p>
<p>An operational definition of land degradation along with a description of the linkages among the sub-indicators is given in Figure 1.</p>
<p><strong>Figure 1: Operational definition of land degradation and linkage with the sub-indicators.</strong></p>
<p><img src="data:image/png;base64,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"></p>
<p><strong><em>Land cover</em></strong> refers to the observed physical cover of the Earth&#x2019;s surface which describes the distribution of vegetation types, water bodies and human-made infrastructure.<sup><a href="#footnote-7" id="footnote-ref-7">[7]</a></sup> It also reflects the use of land resources (i.e., soil, water and biodiversity) for agriculture, forestry, human settlements and other purposes.<sup><a href="#footnote-8" id="footnote-ref-8">[8]</a></sup> This sub-indicator serves two functions for SDG indicator 15.3.1: (1) changes in land cover may point to land degradation when there is a loss of ecosystem services that are considered desirable in a local or national context; and (2) a land cover classification system can be used to disaggregate the other two sub-indicators, thus increasing the indicator&#x2019;s policy relevance. This sub-indicator is also expected to be used for reporting on SDG indicators 6.6.1, 11.3.1 and 15.1.1.</p>
<p>There is an international standard for the sub-indicator on land cover<sup><a href="#footnote-9" id="footnote-ref-9">[9]</a></sup> which includes the Land Cover Meta Language (LCML), a common reference structure (statistical standard) for the comparison and integration of data for any generic land cover classification system. LCML is also used for defining land cover and ecosystem functional units used in the SEEA, and closely linked to the Intergovernmental Panel on Climate Change (IPCC) classification on land cover/land use.</p>
<p><strong><em>Land productivity</em></strong> refers to the total above-ground net primary production (NPP) defined as the energy fixed by plants minus their respiration which translates into the rate of biomass accumulation that delivers a suite of ecosystem services.<sup><a href="#footnote-10" id="footnote-ref-10">[10]</a></sup> This sub-indicator points to changes in the health and productive capacity of the land and reflects the net effects of changes in ecosystem functioning on plant and biomass growth, where declining trends are often a defining characteristic of land degradation.<sup><a href="#footnote-11" id="footnote-ref-11">[11]</a></sup></p>
<p>The international standard for calculating NPP (gC/m&#xB2;/day) from remotely-sensed, multi-temporal surface reflectance data, accounting for the global range of climate and vegetation types, was established in 1999 by the U.S. National Aeronautics and Space Administration (NASA) in anticipation of the launch of the Moderate Resolution Imaging Spectroradiometer (MODIS) sensor.<sup><a href="#footnote-12" id="footnote-ref-12">[12]</a></sup> The Land Productivity Dynamics (LPD) methodology and dataset, developed by the Joint Research Centre of the European Commission<sup><a href="#footnote-13" id="footnote-ref-13">[13]</a></sup> and used in the UNCCD pilot programme, employs this international standard to calculate NPP time series trends and change analyses. <br><br><strong><em>Carbon stock</em></strong> is the quantity of carbon in a &#x201C;pool&#x201D;: a reservoir which has the capacity to accumulate or release carbon and is comprised of above- and below-ground biomass, dead organic matter, and soil organic carbon.<sup><a href="#footnote-14" id="footnote-ref-14">[14]</a></sup> In UNCCD decision 22/COP.11, <em>soil organic carbon (SOC) stock</em> was adopted as the metric to be used with the understanding that this metric will be replaced by <em>total terrestrial system carbon stocks</em>, once operational. SOC is an indicator of overall soil quality associated with nutrient cycling and its aggregate stability and structure with direct implications for water infiltration, soil biodiversity, vulnerability to erosion, and ultimately the productivity of vegetation, and in agricultural contexts, yields. SOC stocks reflect the balance between organic matter gains, dependent on plant productivity and management practices, and losses due to decomposition through the action of soil organisms and physical export through leaching and erosion.<sup><a href="#footnote-15" id="footnote-ref-15">[15]</a></sup></p>
<p>For carbon stocks, IPCC (2006) contains the most relevant definitions and standards, especially with regard to reference values applicable for Tier 2 and 3 GHG reporting.<sup><a href="#footnote-16" id="footnote-ref-16">[16]</a></sup> In this regard, the technical soil infrastructure, data transfer and provision of national reporting data is also standards-based.<sup><a href="#footnote-17" id="footnote-ref-17">[17]</a></sup></p><div class="footnotes"><div><sup class="footnote-number" id="footnote-1">1</sup><p> United Nations Convention to Combat Desertification. 1994. Article 1 of the Convention Text<br><a href="http://www2.unccd.int/sites/default/files/relevant-links/2017-01/UNCCD_Convention_ENG_0.pdf">http://www2.unccd.int/sites/default/files/relevant-links/2017-01/UNCCD_Convention_ENG_0.pdf</a> <a href="#footnote-ref-1">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-2">2</sup><p> <a href="http://www2.unccd.int/sites/default/files/sessions/documents/ICCD_COP12_20_Add.1/20add1eng.pdf">http://www2.unccd.int/sites/default/files/sessions/documents/ICCD_COP12_20_Add.1/20add1eng.pdf</a> <a href="#footnote-ref-2">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-3">3</sup><p> Food and Agriculture Organization of the United Nations <a href="#footnote-ref-3">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-4">4</sup><p> By its decision 22/COP.11, the Conference of the Parties established a monitoring and evaluation approach consisting of: (a) indicators; (b) a conceptual framework that allows for the integration of indicators; and (c) indicators sourcing and management mechanisms at the national/local level.<br><a href="http://www.unccd.int/en/programmes/Science/Monitoring-Assessment/Documents/Decision22-COP11.pdf">http://www.unccd.int/en/programmes/Science/Monitoring-Assessment/Documents/Decision22-COP11.pdf</a> <a href="#footnote-ref-4">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-5">5</sup><p> <a href="https://circabc.europa.eu/sd/a/06480e87-27a6-41e6-b165-0581c2b046ad/Guidance%20No%2013%20-%20Classification%20of%20Ecological%20Status%20(WG%20A).pdf">https://circabc.europa.eu/sd/a/06480e87-27a6-41e6-b165-0581c2b046ad/Guidance%20No%2013%20-%20Classification%20of%20Ecological%20Status%20(WG%20A).pdf</a> <a href="#footnote-ref-5">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-6">6</sup><p> <a href="http://www2.unccd.int/sites/default/files/documents/2017-08/LDN_CF_report_web-english.pdf">http://www2.unccd.int/sites/default/files/documents/2017-08/LDN_CF_report_web-english.pdf</a> <a href="#footnote-ref-6">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-7">7</sup><p> Di Gregorio, A. 2005. Land cover classification system (LCCS): classification concepts and user manual. Food and Agriculture Organization of the United Nations, Rome. <a href="#footnote-ref-7">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-8">8</sup><p> FAO-GTOS. 2009. Land Cover: Assessment of the status of the development of the standards for the Terrestrial Essential Climate Variables. Global Terrestrial Observing System, Rome. <a href="#footnote-ref-8">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-9">9</sup><p> <a href="https://www.iso.org/standard/44342.html">https://www.iso.org/standard/44342.html</a> <a href="#footnote-ref-9">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-10">10</sup><p> Millennium Ecosystem Assessment. 2005. Ecosystems and human wellbeing: a framework for assessment. Island Press, Washington, DC. <a href="#footnote-ref-10">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-11">11</sup><p> Joint Research Centre of the European Commission. 2017. World Atlas of Desertification, 3<sup>rd</sup> edition. JRC, Ispra. <a href="#footnote-ref-11">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-12">12</sup><p> Running et al. 1999. MODIS Daily Photosynthesis (PSN) and Annual Net Primary Production (NPP) Product (MOD17): Algorithm Theoretical Basis Document <a href="https://eospso.gsfc.nasa.gov/sites/default/files/atbd/atbd_mod16.pdf">https://eospso.gsfc.nasa.gov/sites/default/files/atbd/atbd_mod16.pdf</a> <a href="#footnote-ref-12">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-13">13</sup><p> Ivits and Cherlet. 2013. Land-productivity dynamics towards integrated assessment of land degradation at global scales. European Commission JRC Technical Report. <a href="https://publications.europa.eu/en/publication-detail/-/publication/1e2aceac-b20b-45ab-88d9-b3d187ae6375/language-en/format-PDF/source-49343336">https://publications.europa.eu/en/publication-detail/-/publication/1e2aceac-b20b-45ab-88d9-b3d187ae6375/language-en/format-PDF/source-49343336</a> <a href="#footnote-ref-13">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-14">14</sup><p> IPCC. 2006. IPCC Guidelines for National Greenhouse Gas Inventories: Agriculture, Forestry and other Land Use. Prepared by the National Greenhouse Gas Inventories Programme: Eggleston H.S., Buendia L., Miwa K., Ngara T. and Tanabe K. (eds). IGES, Japan. <a href="#footnote-ref-14">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-15">15</sup><p> Smith, P., Fang, C., Dawson, J. J., &amp; Moncrieff, J. B. 2008. Impact of global warming on soil organic carbon. Advances in agronomy, 97: 1-43. <a href="#footnote-ref-15">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-16">16</sup><p> IPCC. 2006. ibid <a href="#footnote-ref-16">&#x2191;</a></p></div><div><sup class="footnote-number" id="footnote-17">17</sup><p> <a href="https://www.iso.org/standard/44595.html">https://www.iso.org/standard/44595.html</a> <a href="#footnote-ref-17">&#x2191;</a></p></div></div>
<h1>Понятия и определения</h1>
<h2>Определения:</h2>
<p><strong><em>Деградирование земель</em></strong>означает снижение или потерю биологической и экономической продуктивности и сложной структуры богарных пахотных земель, орошаемых пахотных земель или пастбищ, лесов и лесистых участков в засушливых, полузасушливых и сухих субгумидных районах в результате землепользования или действия одного или нескольких процессов. Это определение было принято и используется 196 странами-участницами КБО ООН.<sup><a href="#footnote-1" id="footnote-ref-1">[1]</a></sup> (См. Также рисунок 1.)</p>
<p><strong><em>Нейтрализация деградации земель </em> </strong> (НДЗ) определяется как состояние, при котором количество и качество земельных ресурсов, необходимых для поддержки функций и услуг экосистем и повышения продовольственной безопасности, остаются стабильными или увеличиваются в определенных временных и пространственных масштабах и экосистемах. (решение 3 / COP12).<sup><a href="#footnote-2" id="footnote-ref-2">[2]</a></sup></p>
<p><strong><em>Общая земельная площадь </em> </strong> - это общая площадь страны, за исключением территории, покрытой внутренними водами, такими как крупные реки и озера.<sup><a href="#footnote-3" id="footnote-ref-3">[3]</a></sup></p>
<p><strong><em>Единица измерения </em> </strong> для этого показателя - это пространственная протяженность (гектары или км<sup>2</sup>), выраженная как доля (процент или %) деградировавших земель от всей земельной площади.</p>
<p><strong><em>Показатель 15.3.1 ЦУР </em> </strong> представляет собой двоичную количественную оценку (деградировавшая / не деградировавшая), основанную на анализе имеющихся данных по трем субпоказателям, которые должны быть проверены и представлены национальными властями. Субпоказатели (тенденции в растительном покрове, продуктивность земель и накопления углерода) были приняты руководящим органом КБО ООН в 2013 году в рамках подхода, связанного с проведением мониторинга и получением оценки.<sup><a href="#footnote-4" id="footnote-ref-4">[4]</a></sup> </p>
<p><strong><em>В методологии расчета </em> </strong> этого показателя используется статистический принцип One Out, All Out (1OAO) - Один определяет всех (ООВ), при котором плохая оценка одного объекта определяет отрицательную оценку всех объектов и расчет основан на сопоставлении исходного значения и оценки изменения субпоказателей для определения степени деградирования земель по всей земельной площади.</p>
<p>< strong><em> Принцип Один определяет всех (ООВ) </em> </strong> <em> <sup> <a href = "# footnote-5" id = "footnote-ref-5 "> [5] </a> </sup> </em> применяется с учетом изменений субпоказателей, которые обозначены как (i) положительные или улучшающиеся, (ii) отрицательные или снижающиеся, или (iii) ) стабильные или неизменные. Если один из субпоказателей является отрицательным (или стабильным при ухудшающемся исходном значении или значении предыдущего года мониторинга) для конкретной земельной единицы, то она будет считаться деградировавшим объектом, подлежащим валидации национальными властями.</p>
<h2>ConceptsКонцепции:</h2>
<p>Оценка и определение количества деградировавших земель обычно считается зависящей от контекста, что затрудняет полное отражение качества или состояния земли с помощью одного показателя. Хотя эти субпоказатели необходимы, но недостаточны, они отражают изменения разными, но весьма актуальными способами: например, тенденции растительного покрова или продуктивности могут отражать относительно быстрые изменения, в то время как изменения в накоплениях углерода отражают более медленные изменения, которые предполагают траекторию движения или приближение к пороговым значениям.<sup><a href="#footnote-6" id="footnote-ref-6">[6]</a></sup> </p>
<p>В качестве замещающего значения для мониторинга ключевых факторов и задающих переменных, которые отражают способность предоставлять наземные экосистемные услуги, субпоказатели согласованы на глобальном уровне с определением и методологией расчета и считаются технически и экономически целесообразными для систематического наблюдения в рамках Глобальной системы наблюдения за климатом (ГСНК) и интегрированной основы оценки Системы природно-экономического учета (СПЭУ). Окончательное определение степени деградирования земель, сделанное национальными властями, должно быть согласовано с другими показателями, данными и наземной информацией.</p>
<p>Оперативное определение деградирования земель вместе с описанием взаимосвязей между субпоказателями приведено на рисунке 1.</p>
<p><strong>Рисунок 1: Оперативное определение деградирования земель и связи с субпоказателями.</strong></p>
<p><img src="data:image/png;base64,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