<?xml version="1.0" encoding="utf-8"?><feed xmlns="http://www.w3.org/2005/Atom" ><generator uri="https://jekyllrb.com/" version="3.9.0">Jekyll</generator><link href="https://adrishg.github.io/feed.xml" rel="self" type="application/atom+xml" /><link href="https://adrishg.github.io/" rel="alternate" type="text/html" /><updated>2020-11-18T17:04:12+00:00</updated><id>https://adrishg.github.io/feed.xml</id><title type="html">PJC - Computational Biology</title><subtitle></subtitle><entry><title type="html">Honeybadger_karaayvaz.nb</title><link href="https://adrishg.github.io/HoneyBadger_Karaayvaz.nb" rel="alternate" type="text/html" title="Honeybadger_karaayvaz.nb" /><published>2020-11-18T00:00:00+00:00</published><updated>2020-11-18T00:00:00+00:00</updated><id>https://adrishg.github.io/HoneyBadger_Karaayvaz.nb</id><content type="html" xml:base="https://adrishg.github.io/HoneyBadger_Karaayvaz.nb">&lt;!DOCTYPE html&gt;

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&lt;title&gt;HoneyBadger on Karaayvaz et al 2018&lt;/title&gt;

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) 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      //   This is implicit for LHS operands of the in operator
      // b. Let kPresent be the result of calling the HasProperty internal
      //    method of O with argument Pk.
      //   This step can be combined with c
      // c. If kPresent is true, then
      if (k in O) {

        // i. Let kValue be the result of calling the Get internal
        //    method of O with argument Pk.
        kValue = O[k];

        // ii. Let mappedValue be the result of calling the Call internal
        //     method of callback with T as the this value and argument
        //     list containing kValue, k, and O.
        mappedValue = callback.call(T, kValue, k, O);

        // iii. Call the DefineOwnProperty internal method of A with arguments
        // Pk, Property Descriptor
        // { Value: mappedValue,
        //   Writable: true,
        //   Enumerable: true,
        //   Configurable: true },
        // and false.

        // In browsers that support Object.defineProperty, use the following:
        // Object.defineProperty(A, k, {
        //   value: mappedValue,
        //   writable: true,
        //   enumerable: true,
        //   configurable: true
        // });

        // For best browser support, use the following:
        A[k] = mappedValue;
      }
      // d. Increase k by 1.
      k++;
    }

    // 9. return A
    return A;
  };
}

var PagedTable = function (pagedTable) {
  var me = this;

  var source = function(pagedTable) {
    var sourceElems = [].slice.call(pagedTable.children).filter(function(e) {
      return e.hasAttribute(&quot;data-pagedtable-source&quot;);
    });

    if (sourceElems === null || sourceElems.length !== 1) {
      throw(&quot;A single data-pagedtable-source was not found&quot;);
    }

    return JSON.parse(sourceElems[0].innerHTML);
  }(pagedTable);

  var options = function(source) {
    var options = typeof(source.options) !== &quot;undefined&quot; &amp;&amp;
      source.options !== null ? source.options : {};

    var columns = typeof(options.columns) !== &quot;undefined&quot; ? options.columns : {};
    var rows = typeof(options.rows) !== &quot;undefined&quot; ? options.rows : {};

    var positiveIntOrNull = function(value) {
      return parseInt(value) &gt;= 0 ? parseInt(value) : null;
    };

    return {
      pages: positiveIntOrNull(options.pages),
      rows: {
        min: positiveIntOrNull(rows.min),
        max: positiveIntOrNull(rows.max),
        total: positiveIntOrNull(rows.total)
      },
      columns: {
        min: positiveIntOrNull(columns.min),
        max: positiveIntOrNull(columns.max),
        total: positiveIntOrNull(columns.total)
      }
    };
  }(source);

  var Measurer = function() {

    // set some default initial values that will get adjusted in runtime
    me.measures = {
      padding: 12,
      character: 8,
      height: 15,
      defaults: true
    };

    me.calculate = function(measuresCell) {
      if (!me.measures.defaults)
        return;

      var measuresCellStyle = window.getComputedStyle(measuresCell, null);

      var newPadding = parsePadding(measuresCellStyle.paddingLeft) +
            parsePadding(measuresCellStyle.paddingRight);

      var sampleString = &quot;ABCDEFGHIJ0123456789&quot;;
      var newCharacter = Math.ceil(measuresCell.clientWidth / sampleString.length);

      if (newPadding &lt;= 0 || newCharacter &lt;= 0)
        return;

      me.measures.padding = newPadding;
      me.measures.character = newCharacter;
      me.measures.height = measuresCell.clientHeight;
      me.measures.defaults = false;
    };

    return me;
  };

  var Page = function(data, options) {
    var me = this;

    var defaults = {
      max: 7,
      rows: 10
    };

    var totalPages = function() {
      return Math.ceil(data.length / me.rows);
    };

    me.number = 0;
    me.max = options.pages !== null ? options.pages : defaults.max;
    me.visible = me.max;
    me.rows = options.rows.min !== null ? options.rows.min : defaults.rows;
    me.total = totalPages();

    me.setRows = function(newRows) {
      me.rows = newRows;
      me.total = totalPages();
    };

    me.setPageNumber = function(newPageNumber) {
      if (newPageNumber &lt; 0) newPageNumber = 0;
      if (newPageNumber &gt;= me.total) newPageNumber = me.total - 1;

      me.number = newPageNumber;
    };

    me.setVisiblePages = function(visiblePages) {
      me.visible = Math.min(me.max, visiblePages);
      me.setPageNumber(me.number);
    };

    me.getVisiblePageRange = function() {
      var start = me.number - Math.max(Math.floor((me.visible - 1) / 2), 0);
      var end = me.number + Math.floor(me.visible / 2) + 1;
      var pageCount = me.total;

      if (start &lt; 0) {
        var diffToStart = 0 - start;
        start += diffToStart;
        end += diffToStart;
      }

      if (end &gt; pageCount) {
        var diffToEnd = end - pageCount;
        start -= diffToEnd;
        end -= diffToEnd;
      }

      start = start &lt; 0 ? 0 : start;
      end = end &gt;= pageCount ? pageCount : end;

      var first = false;
      var last = false;

      if (start &gt; 0 &amp;&amp; me.visible &gt; 1) {
        start = start + 1;
        first = true;
      }

      if (end &lt; pageCount &amp;&amp; me.visible &gt; 2) {
        end = end - 1;
        last = true;
      }

      return {
        first: first,
        start: start,
        end: end,
        last: last
      };
    };

    me.getRowStart = function() {
      var rowStart = page.number * page.rows;
      if (rowStart &lt; 0)
        rowStart = 0;

      return rowStart;
    };

    me.getRowEnd = function() {
      var rowStart = me.getRowStart();
      return Math.min(rowStart + me.rows, data.length);
    };

    me.getPaddingRows = function() {
      var rowStart = me.getRowStart();
      var rowEnd = me.getRowEnd();
      return data.length &gt; me.rows ? me.rows - (rowEnd - rowStart) : 0;
    };
  };

  var Columns = function(data, columns, options) {
    var me = this;

    me.defaults = {
      min: 5
    };

    me.number = 0;
    me.visible = 0;
    me.total = columns.length;
    me.subset = [];
    me.padding = 0;
    me.min = options.columns.min !== null ? options.columns.min : me.defaults.min;
    me.max = options.columns.max !== null ? options.columns.max : null;
    me.widths = {};

    var widthsLookAhead = Math.max(100, options.rows.min);
    var paddingColChars = 10;

    me.emptyNames = function() {
      columns.forEach(function(column) {
        if (columns.label !== null &amp;&amp; columns.label !== &quot;&quot;)
          return false;
      });

      return true;
    };

    var parsePadding = function(value) {
      return parseInt(value) &gt;= 0 ? parseInt(value) : 0;
    };

    me.calculateWidths = function(measures) {
      columns.forEach(function(column) {
        var maxChars = Math.max(
          column.label.toString().length,
          column.type.toString().length
        );

        for (var idxRow = 0; idxRow &lt; Math.min(widthsLookAhead, data.length); idxRow++) {
          maxChars = Math.max(maxChars, data[idxRow][column.name.toString()].length);
        }

        me.widths[column.name] = {
          // width in characters
          chars: maxChars,
          // width for the inner html columns
          inner: maxChars * measures.character,
          // width adding outer styles like padding
          outer: maxChars * measures.character + measures.padding
        };
      });
    };

    me.getWidth = function() {
      var widthOuter = 0;
      for (var idxCol = 0; idxCol &lt; me.subset.length; idxCol++) {
        var columnName = me.subset[idxCol].name;
        widthOuter = widthOuter + me.widths[columnName].outer;
      }

      widthOuter = widthOuter + me.padding * paddingColChars * measurer.measures.character;

      if (me.hasMoreLeftColumns()) {
        widthOuter = widthOuter + columnNavigationWidthPX + measurer.measures.padding;
      }

      if (me.hasMoreRightColumns()) {
        widthOuter = widthOuter + columnNavigationWidthPX + measurer.measures.padding;
      }

      return widthOuter;
    };

    me.updateSlice = function() {
      if (me.number + me.visible &gt;= me.total)
        me.number = me.total - me.visible;

      if (me.number &lt; 0) me.number = 0;

      me.subset = columns.slice(me.number, Math.min(me.number + me.visible, me.total));

      me.subset = me.subset.map(function(column) {
        Object.keys(column).forEach(function(colKey) {
          column[colKey] = column[colKey] === null ? &quot;&quot; : column[colKey].toString();
        });

        column.width = null;
        return column;
      });
    };

    me.setVisibleColumns = function(columnNumber, newVisibleColumns, paddingCount) {
      me.number = columnNumber;
      me.visible = newVisibleColumns;
      me.padding = paddingCount;

      me.updateSlice();
    };

    me.incColumnNumber = function(increment) {
      me.number = me.number + increment;
    };

    me.setColumnNumber = function(newNumber) {
      me.number = newNumber;
    };

    me.setPaddingCount = function(newPadding) {
      me.padding = newPadding;
    };

    me.getPaddingCount = function() {
      return me.padding;
    };

    me.hasMoreLeftColumns = function() {
      return me.number &gt; 0;
    };

    me.hasMoreRightColumns = function() {
      return me.number + me.visible &lt; me.total;
    };

    me.updateSlice(0);
    return me;
  };

  var data = source.data;
  var page = new Page(data, options);
  var measurer = new Measurer(data, options);
  var columns = new Columns(data, source.columns, options);

  var table = null;
  var tableDiv = null;
  var header = null;
  var footer = null;
  var tbody = null;

  // Caches pagedTable.clientWidth, specially for webkit
  var cachedPagedTableClientWidth = null;

  var onChangeCallbacks = [];

  var clearSelection = function() {
    if(document.selection &amp;&amp; document.selection.empty) {
      document.selection.empty();
    } else if(window.getSelection) {
      var sel = window.getSelection();
      sel.removeAllRanges();
    }
  };

  var columnNavigationWidthPX = 5;

  var renderColumnNavigation = function(increment, backwards) {
    var arrow = document.createElement(&quot;div&quot;);
    arrow.setAttribute(&quot;style&quot;,
      &quot;border-top: &quot; + columnNavigationWidthPX + &quot;px solid transparent;&quot; +
      &quot;border-bottom: &quot; + columnNavigationWidthPX + &quot;px solid transparent;&quot; +
      &quot;border-&quot; + (backwards ? &quot;right&quot; : &quot;left&quot;) + &quot;: &quot; + columnNavigationWidthPX + &quot;px solid;&quot;);

    var header = document.createElement(&quot;th&quot;);
    header.appendChild(arrow);
    header.setAttribute(&quot;style&quot;,
      &quot;cursor: pointer;&quot; +
      &quot;vertical-align: middle;&quot; +
      &quot;min-width: &quot; + columnNavigationWidthPX + &quot;px;&quot; +
      &quot;width: &quot; + columnNavigationWidthPX + &quot;px;&quot;);

    header.onclick = function() {
      columns.incColumnNumber(backwards ? -1 : increment);

      me.animateColumns(backwards);
      renderFooter();

      clearSelection();
      triggerOnChange();
    };

    return header;
  };

  var maxColumnWidth = function(width) {
    var padding = 80;
    var columnMax = Math.max(cachedPagedTableClientWidth - padding, 0);

    return parseInt(width) &gt; 0 ?
      Math.min(columnMax, parseInt(width)) + &quot;px&quot; :
      columnMax + &quot;px&quot;;
  };

  var clearHeader = function() {
    var thead = pagedTable.querySelectorAll(&quot;thead&quot;)[0];
    thead.innerHTML = &quot;&quot;;
  };

  var renderHeader = function(clear) {
    cachedPagedTableClientWidth = pagedTable.clientWidth;

    var fragment = document.createDocumentFragment();

    header = document.createElement(&quot;tr&quot;);
    fragment.appendChild(header);

    if (columns.number &gt; 0)
      header.appendChild(renderColumnNavigation(-columns.visible, true));

    columns.subset = columns.subset.map(function(columnData) {
      var column = document.createElement(&quot;th&quot;);
      column.setAttribute(&quot;align&quot;, columnData.align);
      column.style.textAlign = columnData.align;

      column.style.maxWidth = maxColumnWidth(null);
      if (columnData.width) {
        column.style.minWidth =
          column.style.maxWidth = maxColumnWidth(columnData.width);
      }

      var columnName = document.createElement(&quot;div&quot;);
      columnName.setAttribute(&quot;class&quot;, &quot;pagedtable-header-name&quot;);
      if (columnData.label === &quot;&quot;) {
        columnName.innerHTML = &quot;&amp;nbsp;&quot;;
      }
      else {
        columnName.appendChild(document.createTextNode(columnData.label));
      }
      column.appendChild(columnName);

      var columnType = document.createElement(&quot;div&quot;);
      columnType.setAttribute(&quot;class&quot;, &quot;pagedtable-header-type&quot;);
      if (columnData.type === &quot;&quot;) {
        columnType.innerHTML = &quot;&amp;nbsp;&quot;;
      }
      else {
        columnType.appendChild(document.createTextNode(&quot;&lt;&quot; + columnData.type + &quot;&gt;&quot;));
      }
      column.appendChild(columnType);

      header.appendChild(column);

      columnData.element = column;

      return columnData;
    });

    for (var idx = 0; idx &lt; columns.getPaddingCount(); idx++) {
      var paddingCol = document.createElement(&quot;th&quot;);
      paddingCol.setAttribute(&quot;class&quot;, &quot;pagedtable-padding-col&quot;);
      header.appendChild(paddingCol);
    }

    if (columns.number + columns.visible &lt; columns.total)
      header.appendChild(renderColumnNavigation(columns.visible, false));

    if (typeof(clear) == &quot;undefined&quot; || clear) clearHeader();
    var thead = pagedTable.querySelectorAll(&quot;thead&quot;)[0];
    thead.appendChild(fragment);
  };

  me.animateColumns = function(backwards) {
    var thead = pagedTable.querySelectorAll(&quot;thead&quot;)[0];

    var headerOld = thead.querySelectorAll(&quot;tr&quot;)[0];
    var tbodyOld = table.querySelectorAll(&quot;tbody&quot;)[0];

    me.fitColumns(backwards);

    renderHeader(false);

    header.style.opacity = &quot;0&quot;;
    header.style.transform = backwards ? &quot;translateX(-30px)&quot; : &quot;translateX(30px)&quot;;
    header.style.transition = &quot;transform 200ms linear, opacity 200ms&quot;;
    header.style.transitionDelay = &quot;0&quot;;

    renderBody(false);

    if (headerOld) {
      headerOld.style.position = &quot;absolute&quot;;
      headerOld.style.transform = &quot;translateX(0px)&quot;;
      headerOld.style.opacity = &quot;1&quot;;
      headerOld.style.transition = &quot;transform 100ms linear, opacity 100ms&quot;;
      headerOld.setAttribute(&quot;class&quot;, &quot;pagedtable-remove-head&quot;);
      if (headerOld.style.transitionEnd) {
        headerOld.addEventListener(&quot;transitionend&quot;, function() {
          var headerOldByClass = thead.querySelector(&quot;.pagedtable-remove-head&quot;);
          if (headerOldByClass) thead.removeChild(headerOldByClass);
        });
      }
      else {
        thead.removeChild(headerOld);
      }
    }

    if (tbodyOld) table.removeChild(tbodyOld);

    tbody.style.opacity = &quot;0&quot;;
    tbody.style.transition = &quot;transform 200ms linear, opacity 200ms&quot;;
    tbody.style.transitionDelay = &quot;0ms&quot;;

    // force relayout
    window.getComputedStyle(header).opacity;
    window.getComputedStyle(tbody).opacity;

    if (headerOld) {
      headerOld.style.transform = backwards ? &quot;translateX(20px)&quot; : &quot;translateX(-30px)&quot;;
      headerOld.style.opacity = &quot;0&quot;;
    }

    header.style.transform = &quot;translateX(0px)&quot;;
    header.style.opacity = &quot;1&quot;;

    tbody.style.opacity = &quot;1&quot;;
  }

  me.onChange = function(callback) {
    onChangeCallbacks.push(callback);
  };

  var triggerOnChange = function() {
    onChangeCallbacks.forEach(function(onChange) {
      onChange();
    });
  };

  var clearBody = function() {
    if (tbody) {
      table.removeChild(tbody);
      tbody = null;
    }
  };

  var renderBody = function(clear) {
    cachedPagedTableClientWidth = pagedTable.clientWidth

    var fragment = document.createDocumentFragment();

    var pageData = data.slice(page.getRowStart(), page.getRowEnd());

    pageData.forEach(function(dataRow, idxRow) {
      var htmlRow = document.createElement(&quot;tr&quot;);
      htmlRow.setAttribute(&quot;class&quot;, (idxRow % 2 !==0) ? &quot;even&quot; : &quot;odd&quot;);

      if (columns.hasMoreLeftColumns())
        htmlRow.appendChild(document.createElement(&quot;td&quot;));

      columns.subset.forEach(function(columnData) {
        var cellName = columnData.name;
        var dataCell = dataRow[cellName];
        var htmlCell = document.createElement(&quot;td&quot;);

        if (dataCell === &quot;NA&quot;) htmlCell.setAttribute(&quot;class&quot;, &quot;pagedtable-na-cell&quot;);
        if (dataCell === &quot;__NA__&quot;) dataCell = &quot;NA&quot;;

        var cellText = document.createTextNode(dataCell);
        htmlCell.appendChild(cellText);
        if (dataCell.length &gt; 50) {
          htmlCell.setAttribute(&quot;title&quot;, dataCell);
        }
        htmlCell.setAttribute(&quot;align&quot;, columnData.align);
        htmlCell.style.textAlign = columnData.align;
        htmlCell.style.maxWidth = maxColumnWidth(null);
        if (columnData.width) {
          htmlCell.style.minWidth = htmlCell.style.maxWidth = maxColumnWidth(columnData.width);
        }
        htmlRow.appendChild(htmlCell);
      });

      for (var idx = 0; idx &lt; columns.getPaddingCount(); idx++) {
        var paddingCol = document.createElement(&quot;td&quot;);
        paddingCol.setAttribute(&quot;class&quot;, &quot;pagedtable-padding-col&quot;);
        htmlRow.appendChild(paddingCol);
      }

      if (columns.hasMoreRightColumns())
        htmlRow.appendChild(document.createElement(&quot;td&quot;));

      fragment.appendChild(htmlRow);
    });

    for (var idxPadding = 0; idxPadding &lt; page.getPaddingRows(); idxPadding++) {
      var paddingRow = document.createElement(&quot;tr&quot;);

      var paddingCellRow = document.createElement(&quot;td&quot;);
      paddingCellRow.innerHTML = &quot;&amp;nbsp;&quot;;
      paddingCellRow.setAttribute(&quot;colspan&quot;, &quot;100%&quot;);
      paddingRow.appendChild(paddingCellRow);

      fragment.appendChild(paddingRow);
    }

    if (typeof(clear) == &quot;undefined&quot; || clear) clearBody();
    tbody = document.createElement(&quot;tbody&quot;);
    tbody.appendChild(fragment);

    table.appendChild(tbody);
  };

  var getLabelInfo = function() {
    var pageStart = page.getRowStart();
    var pageEnd = page.getRowEnd();
    var totalRows = data.length;

    var totalRowsLabel = options.rows.total ? options.rows.total : totalRows;
    var totalRowsLabelFormat = totalRowsLabel.toString().replace(/(\d)(?=(\d\d\d)+(?!\d))/g, '$1,');

    var infoText = (pageStart + 1) + &quot;-&quot; + pageEnd + &quot; of &quot; + totalRowsLabelFormat + &quot; rows&quot;;
    if (totalRows &lt; page.rows) {
      infoText = totalRowsLabel + &quot; row&quot; + (totalRows != 1 ? &quot;s&quot; : &quot;&quot;);
    }
    if (columns.total &gt; columns.visible) {
      var totalColumnsLabel = options.columns.total ? options.columns.total : columns.total;

      infoText = infoText + &quot; | &quot; + (columns.number + 1) + &quot;-&quot; +
        (Math.min(columns.number + columns.visible, columns.total)) +
        &quot; of &quot; + totalColumnsLabel + &quot; columns&quot;;
    }

    return infoText;
  };

  var clearFooter = function() {
    footer = pagedTable.querySelectorAll(&quot;div.pagedtable-footer&quot;)[0];
    footer.innerHTML = &quot;&quot;;

    return footer;
  };

  var createPageLink = function(idxPage) {
    var pageLink = document.createElement(&quot;a&quot;);
    pageLinkClass = idxPage === page.number ? &quot;pagedtable-index pagedtable-index-current&quot; : &quot;pagedtable-index&quot;;
    pageLink.setAttribute(&quot;class&quot;, pageLinkClass);
    pageLink.setAttribute(&quot;data-page-index&quot;, idxPage);
    pageLink.onclick = function() {
      page.setPageNumber(parseInt(this.getAttribute(&quot;data-page-index&quot;)));
      renderBody();
      renderFooter();

      triggerOnChange();
    };

    pageLink.appendChild(document.createTextNode(idxPage + 1));

    return pageLink;
  }

  var renderFooter = function() {
    footer = clearFooter();

    var next = document.createElement(&quot;a&quot;);
    next.appendChild(document.createTextNode(&quot;Next&quot;));
    next.onclick = function() {
      page.setPageNumber(page.number + 1);
      renderBody();
      renderFooter();

      triggerOnChange();
    };
    if (data.length &gt; page.rows) footer.appendChild(next);

    var pageNumbers = document.createElement(&quot;div&quot;);
    pageNumbers.setAttribute(&quot;class&quot;, &quot;pagedtable-indexes&quot;);

    var pageRange = page.getVisiblePageRange();

    if (pageRange.first) {
      var pageLink = createPageLink(0);
      pageNumbers.appendChild(pageLink);

      var pageSeparator = document.createElement(&quot;div&quot;);
      pageSeparator.setAttribute(&quot;class&quot;, &quot;pagedtable-index-separator-left&quot;);
      pageSeparator.appendChild(document.createTextNode(&quot;...&quot;))
      pageNumbers.appendChild(pageSeparator);
    }

    for (var idxPage = pageRange.start; idxPage &lt; pageRange.end; idxPage++) {
      var pageLink = createPageLink(idxPage);

      pageNumbers.appendChild(pageLink);
    }

    if (pageRange.last) {
      var pageSeparator = document.createElement(&quot;div&quot;);
      pageSeparator.setAttribute(&quot;class&quot;, &quot;pagedtable-index-separator-right&quot;);
      pageSeparator.appendChild(document.createTextNode(&quot;...&quot;))
      pageNumbers.appendChild(pageSeparator);

      var pageLink = createPageLink(page.total - 1);
      pageNumbers.appendChild(pageLink);
    }

    if (data.length &gt; page.rows) footer.appendChild(pageNumbers);

    var previous = document.createElement(&quot;a&quot;);
    previous.appendChild(document.createTextNode(&quot;Previous&quot;));
    previous.onclick = function() {
      page.setPageNumber(page.number - 1);
      renderBody();
      renderFooter();

      triggerOnChange();
    };
    if (data.length &gt; page.rows) footer.appendChild(previous);

    var infoLabel = document.createElement(&quot;div&quot;);
    infoLabel.setAttribute(&quot;class&quot;, &quot;pagedtable-info&quot;);
    infoLabel.setAttribute(&quot;title&quot;, getLabelInfo());
    infoLabel.appendChild(document.createTextNode(getLabelInfo()));
    footer.appendChild(infoLabel);

    var enabledClass = &quot;pagedtable-index-nav&quot;;
    var disabledClass = &quot;pagedtable-index-nav pagedtable-index-nav-disabled&quot;;
    previous.setAttribute(&quot;class&quot;, page.number &lt;= 0 ? disabledClass : enabledClass);
    next.setAttribute(&quot;class&quot;, (page.number + 1) * page.rows &gt;= data.length ? disabledClass : enabledClass);
  };

  var measuresCell = null;

  var renderMeasures = function() {
    var measuresTable = document.createElement(&quot;table&quot;);
    measuresTable.style.visibility = &quot;hidden&quot;;
    measuresTable.style.position = &quot;absolute&quot;;
    measuresTable.style.whiteSpace = &quot;nowrap&quot;;
    measuresTable.style.height = &quot;auto&quot;;
    measuresTable.style.width = &quot;auto&quot;;

    var measuresRow = document.createElement(&quot;tr&quot;);
    measuresTable.appendChild(measuresRow);

    measuresCell = document.createElement(&quot;td&quot;);
    var sampleString = &quot;ABCDEFGHIJ0123456789&quot;;
    measuresCell.appendChild(document.createTextNode(sampleString));

    measuresRow.appendChild(measuresCell);

    tableDiv.appendChild(measuresTable);
  }

  me.init = function() {
    tableDiv = document.createElement(&quot;div&quot;);
    pagedTable.appendChild(tableDiv);
    var pagedTableClass = data.length &gt; 0 ?
      &quot;pagedtable pagedtable-not-empty&quot; :
      &quot;pagedtable pagedtable-empty&quot;;

    if (columns.total == 0 || (columns.emptyNames() &amp;&amp; data.length == 0)) {
      pagedTableClass = pagedTableClass + &quot; pagedtable-empty-columns&quot;;
    }

    tableDiv.setAttribute(&quot;class&quot;, pagedTableClass);

    renderMeasures();
    measurer.calculate(measuresCell);
    columns.calculateWidths(measurer.measures);

    table = document.createElement(&quot;table&quot;);
    table.setAttribute(&quot;cellspacing&quot;, &quot;0&quot;);
    table.setAttribute(&quot;class&quot;, &quot;table table-condensed&quot;);
    tableDiv.appendChild(table);

    table.appendChild(document.createElement(&quot;thead&quot;));

    var footerDiv = document.createElement(&quot;div&quot;);
    footerDiv.setAttribute(&quot;class&quot;, &quot;pagedtable-footer&quot;);
    tableDiv.appendChild(footerDiv);

    // if the host has not yet provided horizontal space, render hidden
    if (tableDiv.clientWidth &lt;= 0) {
      tableDiv.style.opacity = &quot;0&quot;;
    }

    me.render();

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      } else {
        me.render();
        triggerOnChange();
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  };

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      column.width = columns.widths[column.name].inner;
      return column;
    });
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    var headerHeight = header !== null &amp;&amp; header.offsetHeight &gt; 0 ? header.offsetHeight : 0;
    var footerHeight = footer !== null &amp;&amp; footer.offsetHeight &gt; 0 ? footer.offsetHeight : 0;

    if (pagedTable.offsetHeight &gt; 0) {
      var availableHeight = pagedTable.offsetHeight - headerHeight - footerHeight;
      rows = Math.floor((availableHeight) / measurer.measures.height);
    }

    rows = options.rows.min !== null ? Math.max(options.rows.min, rows) : rows;

    page.setRows(rows);
  }

  // The goal of this function is to add as many columns as possible
  // starting from left-to-right, when the right most limit is reached
  // it tries to add columns from the left as well.
  //
  // When startBackwards is true columns are added from right-to-left
  me.fitColumns = function(startBackwards) {
    measurer.calculate(measuresCell);
    columns.calculateWidths(measurer.measures);

    if (tableDiv.clientWidth &gt; 0) {
      tableDiv.style.opacity = 1;
    }

    var visibleColumns = tableDiv.clientWidth &lt;= 0 ? Math.max(columns.min, 1) : 1;
    var columnNumber = columns.number;
    var paddingCount = 0;

    // track a list of added columns as we build the visible ones to allow us
    // to remove columns when they don't fit anymore.
    var columnHistory = [];

    var lastTableHeight = 0;
    var backwards = startBackwards;

    var tableDivStyle = window.getComputedStyle(tableDiv, null);
    var tableDivPadding = parsePadding(tableDivStyle.paddingLeft) +
      parsePadding(tableDivStyle.paddingRight);

    var addPaddingCol = false;
    var currentWidth = 0;

    while (true) {
      columns.setVisibleColumns(columnNumber, visibleColumns, paddingCount);
      currentWidth = columns.getWidth();

      if (tableDiv.clientWidth - tableDivPadding &lt; currentWidth) {
        break;
      }

      columnHistory.push({
        columnNumber: columnNumber,
        visibleColumns: visibleColumns,
        paddingCount: paddingCount
      });

      if (columnHistory.length &gt; 100) {
        console.error(&quot;More than 100 tries to fit columns, aborting&quot;);
        break;
      }

      if (columns.max !== null &amp;&amp;
        columns.visible + columns.getPaddingCount() &gt;= columns.max) {
        break;
      }

      // if we run out of right-columns
      if (!backwards &amp;&amp; columnNumber + columns.visible &gt;= columns.total) {
        // if we started adding right-columns, try adding left-columns
        if (!startBackwards &amp;&amp; columnNumber &gt; 0) {
          backwards = true;
        }
        else if (columns.min === null || visibleColumns + columns.getPaddingCount() &gt;= columns.min) {
          break;
        }
        else {
          paddingCount = paddingCount + 1;
        }
      }

      // if we run out of left-columns
      if (backwards &amp;&amp; columnNumber == 0) {
        // if we started adding left-columns, try adding right-columns
        if (startBackwards &amp;&amp; columnNumber + columns.visible &lt; columns.total) {
          backwards = false;
        }
        else if (columns.min === null || visibleColumns + columns.getPaddingCount() &gt;= columns.min) {
          break;
        }
        else {
          paddingCount = paddingCount + 1;
        }
      }

      // when moving backwards try fitting left columns first
      if (backwards &amp;&amp; columnNumber &gt; 0) {
        columnNumber = columnNumber - 1;
      }

      if (columnNumber + visibleColumns &lt; columns.total) {
        visibleColumns = visibleColumns + 1;
      }
    }

    var lastRenderableColumn = {
        columnNumber: columnNumber,
        visibleColumns: visibleColumns,
        paddingCount: paddingCount
    };

    if (columnHistory.length &gt; 0) {
      lastRenderableColumn = columnHistory[columnHistory.length - 1];
    }

    columns.setVisibleColumns(
      lastRenderableColumn.columnNumber,
      lastRenderableColumn.visibleColumns,
      lastRenderableColumn.paddingCount);

    if (pagedTable.offsetWidth &gt; 0) {
      page.setVisiblePages(Math.max(Math.ceil(1.0 * (pagedTable.offsetWidth - 250) / 40), 2));
    }

    registerWidths();
  };

  me.fit = function(startBackwards) {
    me.fitRows();
    me.fitColumns(startBackwards);
  }

  me.render = function() {
    me.fitColumns(false);

    // render header/footer to measure height accurately
    renderHeader();
    renderFooter();

    me.fitRows();
    renderBody();

    // re-render footer to match new rows
    renderFooter();
  }

  var resizeLastWidth = -1;
  var resizeLastHeight = -1;
  var resizeNewWidth = -1;
  var resizeNewHeight = -1;
  var resizePending = false;

  me.resize = function(newWidth, newHeight) {

    function resizeDelayed() {
      resizePending = false;

      if (
        (resizeNewWidth !== resizeLastWidth) ||
        (!me.fixedHeight() &amp;&amp; resizeNewHeight !== resizeLastHeight)
      ) {
        resizeLastWidth = resizeNewWidth;
        resizeLastHeight = resizeNewHeight;

        setTimeout(resizeDelayed, 200);
        resizePending = true;
      } else {
        me.render();
        triggerOnChange();

        resizeLastWidth = -1;
        resizeLastHeight = -1;
      }
    }

    resizeNewWidth = newWidth;
    resizeNewHeight = newHeight;

    if (!resizePending) resizeDelayed();
  };
};

var PagedTableDoc;
(function (PagedTableDoc) {
  var allPagedTables = [];

  PagedTableDoc.initAll = function() {
    allPagedTables = [];

    var pagedTables = [].slice.call(document.querySelectorAll('[data-pagedtable=&quot;false&quot;],[data-pagedtable=&quot;&quot;]'));
    pagedTables.forEach(function(pagedTable, idx) {
      pagedTable.setAttribute(&quot;data-pagedtable&quot;, &quot;true&quot;);
      pagedTable.setAttribute(&quot;pagedtable-page&quot;, 0);
      pagedTable.setAttribute(&quot;class&quot;, &quot;pagedtable-wrapper&quot;);

      var pagedTableInstance = new PagedTable(pagedTable);
      pagedTableInstance.init();

      allPagedTables.push(pagedTableInstance);
    });
  };

  PagedTableDoc.resizeAll = function() {
    allPagedTables.forEach(function(pagedTable) {
      pagedTable.render();
    });
  };

  window.addEventListener(&quot;resize&quot;, PagedTableDoc.resizeAll);

  return PagedTableDoc;
})(PagedTableDoc || (PagedTableDoc = {}));

window.onload = function() {
  PagedTableDoc.initAll();
};
&lt;/script&gt;
&lt;script&gt;/*! jQuery UI - v1.11.4 - 2016-01-05
* http://jqueryui.com
* Includes: core.js, widget.js, mouse.js, position.js, draggable.js, droppable.js, resizable.js, selectable.js, sortable.js, accordion.js, autocomplete.js, button.js, dialog.js, menu.js, progressbar.js, selectmenu.js, slider.js, spinner.js, tabs.js, tooltip.js, effect.js, effect-blind.js, effect-bounce.js, effect-clip.js, effect-drop.js, effect-explode.js, effect-fade.js, effect-fold.js, effect-highlight.js, effect-puff.js, effect-pulsate.js, effect-scale.js, effect-shake.js, effect-size.js, effect-slide.js, effect-transfer.js
* Copyright jQuery Foundation and other contributors; Licensed MIT */

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n,a,o=this.options[t];if(s=s||{},i=e.Event(i),i.type=(t===this.widgetEventPrefix?t:this.widgetEventPrefix+t).toLowerCase(),i.target=this.element[0],a=i.originalEvent)for(n in a)n in i||(i[n]=a[n]);return this.element.trigger(i,s),!(e.isFunction(o)&amp;&amp;o.apply(this.element[0],[i].concat(s))===!1||i.isDefaultPrevented())}},e.each({show:&quot;fadeIn&quot;,hide:&quot;fadeOut&quot;},function(t,i){e.Widget.prototype[&quot;_&quot;+t]=function(s,n,a){&quot;string&quot;==typeof n&amp;&amp;(n={effect:n});var o,r=n?n===!0||&quot;number&quot;==typeof n?i:n.effect||i:t;n=n||{},&quot;number&quot;==typeof n&amp;&amp;(n={duration:n}),o=!e.isEmptyObject(n),n.complete=a,n.delay&amp;&amp;s.delay(n.delay),o&amp;&amp;e.effects&amp;&amp;e.effects.effect[r]?s[t](n):r!==t&amp;&amp;s[r]?s[r](n.duration,n.easing,a):s.queue(function(i){e(this)[t](),a&amp;&amp;a.call(s[0]),i()})}}),e.widget;var o=!1;e(document).mouseup(function(){o=!1}),e.widget(&quot;ui.mouse&quot;,{version:&quot;1.11.4&quot;,options:{cancel:&quot;input,textarea,button,select,option&quot;,distance:1,delay:0},_mouseInit:function(){var t=this;this.element.bind(&quot;mousedown.&quot;+this.widgetName,function(e){return t._mouseDown(e)}).bind(&quot;click.&quot;+this.widgetName,function(i){return!0===e.data(i.target,t.widgetName+&quot;.preventClickEvent&quot;)?(e.removeData(i.target,t.widgetName+&quot;.preventClickEvent&quot;),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.unbind(&quot;.&quot;+this.widgetName),this._mouseMoveDelegate&amp;&amp;this.document.unbind(&quot;mousemove.&quot;+this.widgetName,this._mouseMoveDelegate).unbind(&quot;mouseup.&quot;+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(t){if(!o){this._mouseMoved=!1,this._mouseStarted&amp;&amp;this._mouseUp(t),this._mouseDownEvent=t;var i=this,s=1===t.which,n=&quot;string&quot;==typeof this.options.cancel&amp;&amp;t.target.nodeName?e(t.target).closest(this.options.cancel).length:!1;return s&amp;&amp;!n&amp;&amp;this._mouseCapture(t)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){i.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(t)&amp;&amp;this._mouseDelayMet(t)&amp;&amp;(this._mouseStarted=this._mouseStart(t)!==!1,!this._mouseStarted)?(t.preventDefault(),!0):(!0===e.data(t.target,this.widgetName+&quot;.preventClickEvent&quot;)&amp;&amp;e.removeData(t.target,this.widgetName+&quot;.preventClickEvent&quot;),this._mouseMoveDelegate=function(e){return i._mouseMove(e)},this._mouseUpDelegate=function(e){return i._mouseUp(e)},this.document.bind(&quot;mousemove.&quot;+this.widgetName,this._mouseMoveDelegate).bind(&quot;mouseup.&quot;+this.widgetName,this._mouseUpDelegate),t.preventDefault(),o=!0,!0)):!0}},_mouseMove:function(t){if(this._mouseMoved){if(e.ui.ie&amp;&amp;(!document.documentMode||9&gt;document.documentMode)&amp;&amp;!t.button)return this._mouseUp(t);if(!t.which)return this._mouseUp(t)}return(t.which||t.button)&amp;&amp;(this._mouseMoved=!0),this._mouseStarted?(this._mouseDrag(t),t.preventDefault()):(this._mouseDistanceMet(t)&amp;&amp;this._mouseDelayMet(t)&amp;&amp;(this._mouseStarted=this._mouseStart(this._mouseDownEvent,t)!==!1,this._mouseStarted?this._mouseDrag(t):this._mouseUp(t)),!this._mouseStarted)},_mouseUp:function(t){return this.document.unbind(&quot;mousemove.&quot;+this.widgetName,this._mouseMoveDelegate).unbind(&quot;mouseup.&quot;+this.widgetName,this._mouseUpDelegate),this._mouseStarted&amp;&amp;(this._mouseStarted=!1,t.target===this._mouseDownEvent.target&amp;&amp;e.data(t.target,this.widgetName+&quot;.preventClickEvent&quot;,!0),this._mouseStop(t)),o=!1,!1},_mouseDistanceMet:function(e){return Math.max(Math.abs(this._mouseDownEvent.pageX-e.pageX),Math.abs(this._mouseDownEvent.pageY-e.pageY))&gt;=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}}),function(){function t(e,t,i){return[parseFloat(e[0])*(p.test(e[0])?t/100:1),parseFloat(e[1])*(p.test(e[1])?i/100:1)]}function i(t,i){return parseInt(e.css(t,i),10)||0}function s(t){var i=t[0];return 9===i.nodeType?{width:t.width(),height:t.height(),offset:{top:0,left:0}}:e.isWindow(i)?{width:t.width(),height:t.height(),offset:{top:t.scrollTop(),left:t.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:t.outerWidth(),height:t.outerHeight(),offset:t.offset()}}e.ui=e.ui||{};var n,a,o=Math.max,r=Math.abs,h=Math.round,l=/left|center|right/,u=/top|center|bottom/,d=/[\+\-]\d+(\.[\d]+)?%?/,c=/^\w+/,p=/%$/,f=e.fn.position;e.position={scrollbarWidth:function(){if(void 0!==n)return n;var t,i,s=e(&quot;&lt;div style='display:block;position:absolute;width:50px;height:50px;overflow:hidden;'&gt;&lt;div style='height:100px;width:auto;'&gt;&lt;/div&gt;&lt;/div&gt;&quot;),a=s.children()[0];return e(&quot;body&quot;).append(s),t=a.offsetWidth,s.css(&quot;overflow&quot;,&quot;scroll&quot;),i=a.offsetWidth,t===i&amp;&amp;(i=s[0].clientWidth),s.remove(),n=t-i},getScrollInfo:function(t){var i=t.isWindow||t.isDocument?&quot;&quot;:t.element.css(&quot;overflow-x&quot;),s=t.isWindow||t.isDocument?&quot;&quot;:t.element.css(&quot;overflow-y&quot;),n=&quot;scroll&quot;===i||&quot;auto&quot;===i&amp;&amp;t.width&lt;t.element[0].scrollWidth,a=&quot;scroll&quot;===s||&quot;auto&quot;===s&amp;&amp;t.height&lt;t.element[0].scrollHeight;return{width:a?e.position.scrollbarWidth():0,height:n?e.position.scrollbarWidth():0}},getWithinInfo:function(t){var i=e(t||window),s=e.isWindow(i[0]),n=!!i[0]&amp;&amp;9===i[0].nodeType;return{element:i,isWindow:s,isDocument:n,offset:i.offset()||{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:s||n?i.width():i.outerWidth(),height:s||n?i.height():i.outerHeight()}}},e.fn.position=function(n){if(!n||!n.of)return f.apply(this,arguments);n=e.extend({},n);var p,m,g,v,y,b,_=e(n.of),x=e.position.getWithinInfo(n.within),w=e.position.getScrollInfo(x),k=(n.collision||&quot;flip&quot;).split(&quot; &quot;),T={};return b=s(_),_[0].preventDefault&amp;&amp;(n.at=&quot;left top&quot;),m=b.width,g=b.height,v=b.offset,y=e.extend({},v),e.each([&quot;my&quot;,&quot;at&quot;],function(){var e,t,i=(n[this]||&quot;&quot;).split(&quot; &quot;);1===i.length&amp;&amp;(i=l.test(i[0])?i.concat([&quot;center&quot;]):u.test(i[0])?[&quot;center&quot;].concat(i):[&quot;center&quot;,&quot;center&quot;]),i[0]=l.test(i[0])?i[0]:&quot;center&quot;,i[1]=u.test(i[1])?i[1]:&quot;center&quot;,e=d.exec(i[0]),t=d.exec(i[1]),T[this]=[e?e[0]:0,t?t[0]:0],n[this]=[c.exec(i[0])[0],c.exec(i[1])[0]]}),1===k.length&amp;&amp;(k[1]=k[0]),&quot;right&quot;===n.at[0]?y.left+=m:&quot;center&quot;===n.at[0]&amp;&amp;(y.left+=m/2),&quot;bottom&quot;===n.at[1]?y.top+=g:&quot;center&quot;===n.at[1]&amp;&amp;(y.top+=g/2),p=t(T.at,m,g),y.left+=p[0],y.top+=p[1],this.each(function(){var s,l,u=e(this),d=u.outerWidth(),c=u.outerHeight(),f=i(this,&quot;marginLeft&quot;),b=i(this,&quot;marginTop&quot;),D=d+f+i(this,&quot;marginRight&quot;)+w.width,S=c+b+i(this,&quot;marginBottom&quot;)+w.height,N=e.extend({},y),M=t(T.my,u.outerWidth(),u.outerHeight());&quot;right&quot;===n.my[0]?N.left-=d:&quot;center&quot;===n.my[0]&amp;&amp;(N.left-=d/2),&quot;bottom&quot;===n.my[1]?N.top-=c:&quot;center&quot;===n.my[1]&amp;&amp;(N.top-=c/2),N.left+=M[0],N.top+=M[1],a||(N.left=h(N.left),N.top=h(N.top)),s={marginLeft:f,marginTop:b},e.each([&quot;left&quot;,&quot;top&quot;],function(t,i){e.ui.position[k[t]]&amp;&amp;e.ui.position[k[t]][i](N,{targetWidth:m,targetHeight:g,elemWidth:d,elemHeight:c,collisionPosition:s,collisionWidth:D,collisionHeight:S,offset:[p[0]+M[0],p[1]+M[1]],my:n.my,at:n.at,within:x,elem:u})}),n.using&amp;&amp;(l=function(e){var t=v.left-N.left,i=t+m-d,s=v.top-N.top,a=s+g-c,h={target:{element:_,left:v.left,top:v.top,width:m,height:g},element:{element:u,left:N.left,top:N.top,width:d,height:c},horizontal:0&gt;i?&quot;left&quot;:t&gt;0?&quot;right&quot;:&quot;center&quot;,vertical:0&gt;a?&quot;top&quot;:s&gt;0?&quot;bottom&quot;:&quot;middle&quot;};d&gt;m&amp;&amp;m&gt;r(t+i)&amp;&amp;(h.horizontal=&quot;center&quot;),c&gt;g&amp;&amp;g&gt;r(s+a)&amp;&amp;(h.vertical=&quot;middle&quot;),h.important=o(r(t),r(i))&gt;o(r(s),r(a))?&quot;horizontal&quot;:&quot;vertical&quot;,n.using.call(this,e,h)}),u.offset(e.extend(N,{using:l}))})},e.ui.position={fit:{left:function(e,t){var i,s=t.within,n=s.isWindow?s.scrollLeft:s.offset.left,a=s.width,r=e.left-t.collisionPosition.marginLeft,h=n-r,l=r+t.collisionWidth-a-n;t.collisionWidth&gt;a?h&gt;0&amp;&amp;0&gt;=l?(i=e.left+h+t.collisionWidth-a-n,e.left+=h-i):e.left=l&gt;0&amp;&amp;0&gt;=h?n:h&gt;l?n+a-t.collisionWidth:n:h&gt;0?e.left+=h:l&gt;0?e.left-=l:e.left=o(e.left-r,e.left)},top:function(e,t){var i,s=t.within,n=s.isWindow?s.scrollTop:s.offset.top,a=t.within.height,r=e.top-t.collisionPosition.marginTop,h=n-r,l=r+t.collisionHeight-a-n;t.collisionHeight&gt;a?h&gt;0&amp;&amp;0&gt;=l?(i=e.top+h+t.collisionHeight-a-n,e.top+=h-i):e.top=l&gt;0&amp;&amp;0&gt;=h?n:h&gt;l?n+a-t.collisionHeight:n:h&gt;0?e.top+=h:l&gt;0?e.top-=l:e.top=o(e.top-r,e.top)}},flip:{left:function(e,t){var i,s,n=t.within,a=n.offset.left+n.scrollLeft,o=n.width,h=n.isWindow?n.scrollLeft:n.offset.left,l=e.left-t.collisionPosition.marginLeft,u=l-h,d=l+t.collisionWidth-o-h,c=&quot;left&quot;===t.my[0]?-t.elemWidth:&quot;right&quot;===t.my[0]?t.elemWidth:0,p=&quot;left&quot;===t.at[0]?t.targetWidth:&quot;right&quot;===t.at[0]?-t.targetWidth:0,f=-2*t.offset[0];0&gt;u?(i=e.left+c+p+f+t.collisionWidth-o-a,(0&gt;i||r(u)&gt;i)&amp;&amp;(e.left+=c+p+f)):d&gt;0&amp;&amp;(s=e.left-t.collisionPosition.marginLeft+c+p+f-h,(s&gt;0||d&gt;r(s))&amp;&amp;(e.left+=c+p+f))},top:function(e,t){var i,s,n=t.within,a=n.offset.top+n.scrollTop,o=n.height,h=n.isWindow?n.scrollTop:n.offset.top,l=e.top-t.collisionPosition.marginTop,u=l-h,d=l+t.collisionHeight-o-h,c=&quot;top&quot;===t.my[1],p=c?-t.elemHeight:&quot;bottom&quot;===t.my[1]?t.elemHeight:0,f=&quot;top&quot;===t.at[1]?t.targetHeight:&quot;bottom&quot;===t.at[1]?-t.targetHeight:0,m=-2*t.offset[1];0&gt;u?(s=e.top+p+f+m+t.collisionHeight-o-a,(0&gt;s||r(u)&gt;s)&amp;&amp;(e.top+=p+f+m)):d&gt;0&amp;&amp;(i=e.top-t.collisionPosition.marginTop+p+f+m-h,(i&gt;0||d&gt;r(i))&amp;&amp;(e.top+=p+f+m))}},flipfit:{left:function(){e.ui.position.flip.left.apply(this,arguments),e.ui.position.fit.left.apply(this,arguments)},top:function(){e.ui.position.flip.top.apply(this,arguments),e.ui.position.fit.top.apply(this,arguments)}}},function(){var t,i,s,n,o,r=document.getElementsByTagName(&quot;body&quot;)[0],h=document.createElement(&quot;div&quot;);t=document.createElement(r?&quot;div&quot;:&quot;body&quot;),s={visibility:&quot;hidden&quot;,width:0,height:0,border:0,margin:0,background:&quot;none&quot;},r&amp;&amp;e.extend(s,{position:&quot;absolute&quot;,left:&quot;-1000px&quot;,top:&quot;-1000px&quot;});for(o in s)t.style[o]=s[o];t.appendChild(h),i=r||document.documentElement,i.insertBefore(t,i.firstChild),h.style.cssText=&quot;position: absolute; left: 10.7432222px;&quot;,n=e(h).offset().left,a=n&gt;10&amp;&amp;11&gt;n,t.innerHTML=&quot;&quot;,i.removeChild(t)}()}(),e.ui.position,e.widget(&quot;ui.draggable&quot;,e.ui.mouse,{version:&quot;1.11.4&quot;,widgetEventPrefix:&quot;drag&quot;,options:{addClasses:!0,appendTo:&quot;parent&quot;,axis:!1,connectToSortable:!1,containment:!1,cursor:&quot;auto&quot;,cursorAt:!1,grid:!1,handle:!1,helper:&quot;original&quot;,iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:&quot;default&quot;,scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:&quot;both&quot;,snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){&quot;original&quot;===this.options.helper&amp;&amp;this._setPositionRelative(),this.options.addClasses&amp;&amp;this.element.addClass(&quot;ui-draggable&quot;),this.options.disabled&amp;&amp;this.element.addClass(&quot;ui-draggable-disabled&quot;),this._setHandleClassName(),this._mouseInit()},_setOption:function(e,t){this._super(e,t),&quot;handle&quot;===e&amp;&amp;(this._removeHandleClassName(),this._setHandleClassName())},_destroy:function(){return(this.helper||this.element).is(&quot;.ui-draggable-dragging&quot;)?(this.destroyOnClear=!0,void 0):(this.element.removeClass(&quot;ui-draggable ui-draggable-dragging ui-draggable-disabled&quot;),this._removeHandleClassName(),this._mouseDestroy(),void 0)},_mouseCapture:function(t){var i=this.options;return this._blurActiveElement(t),this.helper||i.disabled||e(t.target).closest(&quot;.ui-resizable-handle&quot;).length&gt;0?!1:(this.handle=this._getHandle(t),this.handle?(this._blockFrames(i.iframeFix===!0?&quot;iframe&quot;:i.iframeFix),!0):!1)},_blockFrames:function(t){this.iframeBlocks=this.document.find(t).map(function(){var t=e(this);return e(&quot;&lt;div&gt;&quot;).css(&quot;position&quot;,&quot;absolute&quot;).appendTo(t.parent()).outerWidth(t.outerWidth()).outerHeight(t.outerHeight()).offset(t.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&amp;&amp;(this.iframeBlocks.remove(),delete this.iframeBlocks)},_blurActiveElement:function(t){var i=this.document[0];if(this.handleElement.is(t.target))try{i.activeElement&amp;&amp;&quot;body&quot;!==i.activeElement.nodeName.toLowerCase()&amp;&amp;e(i.activeElement).blur()}catch(s){}},_mouseStart:function(t){var i=this.options;return this.helper=this._createHelper(t),this.helper.addClass(&quot;ui-draggable-dragging&quot;),this._cacheHelperProportions(),e.ui.ddmanager&amp;&amp;(e.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css(&quot;position&quot;),this.scrollParent=this.helper.scrollParent(!0),this.offsetParent=this.helper.offsetParent(),this.hasFixedAncestor=this.helper.parents().filter(function(){return&quot;fixed&quot;===e(this).css(&quot;position&quot;)}).length&gt;0,this.positionAbs=this.element.offset(),this._refreshOffsets(t),this.originalPosition=this.position=this._generatePosition(t,!1),this.originalPageX=t.pageX,this.originalPageY=t.pageY,i.cursorAt&amp;&amp;this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger(&quot;start&quot;,t)===!1?(this._clear(),!1):(this._cacheHelperProportions(),e.ui.ddmanager&amp;&amp;!i.dropBehaviour&amp;&amp;e.ui.ddmanager.prepareOffsets(this,t),this._normalizeRightBottom(),this._mouseDrag(t,!0),e.ui.ddmanager&amp;&amp;e.ui.ddmanager.dragStart(this,t),!0)},_refreshOffsets:function(e){this.offset={top:this.positionAbs.top-this.margins.top,left:this.positionAbs.left-this.margins.left,scroll:!1,parent:this._getParentOffset(),relative:this._getRelativeOffset()},this.offset.click={left:e.pageX-this.offset.left,top:e.pageY-this.offset.top}},_mouseDrag:function(t,i){if(this.hasFixedAncestor&amp;&amp;(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(t,!0),this.positionAbs=this._convertPositionTo(&quot;absolute&quot;),!i){var s=this._uiHash();if(this._trigger(&quot;drag&quot;,t,s)===!1)return this._mouseUp({}),!1;this.position=s.position}return this.helper[0].style.left=this.position.left+&quot;px&quot;,this.helper[0].style.top=this.position.top+&quot;px&quot;,e.ui.ddmanager&amp;&amp;e.ui.ddmanager.drag(this,t),!1},_mouseStop:function(t){var i=this,s=!1;return e.ui.ddmanager&amp;&amp;!this.options.dropBehaviour&amp;&amp;(s=e.ui.ddmanager.drop(this,t)),this.dropped&amp;&amp;(s=this.dropped,this.dropped=!1),&quot;invalid&quot;===this.options.revert&amp;&amp;!s||&quot;valid&quot;===this.options.revert&amp;&amp;s||this.options.revert===!0||e.isFunction(this.options.revert)&amp;&amp;this.options.revert.call(this.element,s)?e(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger(&quot;stop&quot;,t)!==!1&amp;&amp;i._clear()}):this._trigger(&quot;stop&quot;,t)!==!1&amp;&amp;this._clear(),!1},_mouseUp:function(t){return this._unblockFrames(),e.ui.ddmanager&amp;&amp;e.ui.ddmanager.dragStop(this,t),this.handleElement.is(t.target)&amp;&amp;this.element.focus(),e.ui.mouse.prototype._mouseUp.call(this,t)},cancel:function(){return this.helper.is(&quot;.ui-draggable-dragging&quot;)?this._mouseUp({}):this._clear(),this},_getHandle:function(t){return this.options.handle?!!e(t.target).closest(this.element.find(this.options.handle)).length:!0},_setHandleClassName:function(){this.handleElement=this.options.handle?this.element.find(this.options.handle):this.element,this.handleElement.addClass(&quot;ui-draggable-handle&quot;)},_removeHandleClassName:function(){this.handleElement.removeClass(&quot;ui-draggable-handle&quot;)},_createHelper:function(t){var i=this.options,s=e.isFunction(i.helper),n=s?e(i.helper.apply(this.element[0],[t])):&quot;clone&quot;===i.helper?this.element.clone().removeAttr(&quot;id&quot;):this.element;return n.parents(&quot;body&quot;).length||n.appendTo(&quot;parent&quot;===i.appendTo?this.element[0].parentNode:i.appendTo),s&amp;&amp;n[0]===this.element[0]&amp;&amp;this._setPositionRelative(),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css(&quot;position&quot;))||n.css(&quot;position&quot;,&quot;absolute&quot;),n},_setPositionRelative:function(){/^(?:r|a|f)/.test(this.element.css(&quot;position&quot;))||(this.element[0].style.position=&quot;relative&quot;)},_adjustOffsetFromHelper:function(t){&quot;string&quot;==typeof t&amp;&amp;(t=t.split(&quot; &quot;)),e.isArray(t)&amp;&amp;(t={left:+t[0],top:+t[1]||0}),&quot;left&quot;in t&amp;&amp;(this.offset.click.left=t.left+this.margins.left),&quot;right&quot;in t&amp;&amp;(this.offset.click.left=this.helperProportions.width-t.right+this.margins.left),&quot;top&quot;in t&amp;&amp;(this.offset.click.top=t.top+this.margins.top),&quot;bottom&quot;in t&amp;&amp;(this.offset.click.top=this.helperProportions.height-t.bottom+this.margins.top)},_isRootNode:function(e){return/(html|body)/i.test(e.tagName)||e===this.document[0]},_getParentOffset:function(){var t=this.offsetParent.offset(),i=this.document[0];return&quot;absolute&quot;===this.cssPosition&amp;&amp;this.scrollParent[0]!==i&amp;&amp;e.contains(this.scrollParent[0],this.offsetParent[0])&amp;&amp;(t.left+=this.scrollParent.scrollLeft(),t.top+=this.scrollParent.scrollTop()),this._isRootNode(this.offsetParent[0])&amp;&amp;(t={top:0,left:0}),{top:t.top+(parseInt(this.offsetParent.css(&quot;borderTopWidth&quot;),10)||0),left:t.left+(parseInt(this.offsetParent.css(&quot;borderLeftWidth&quot;),10)||0)}},_getRelativeOffset:function(){if(&quot;relative&quot;!==this.cssPosition)return{top:0,left:0};var e=this.element.position(),t=this._isRootNode(this.scrollParent[0]);return{top:e.top-(parseInt(this.helper.css(&quot;top&quot;),10)||0)+(t?0:this.scrollParent.scrollTop()),left:e.left-(parseInt(this.helper.css(&quot;left&quot;),10)||0)+(t?0:this.scrollParent.scrollLeft())}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css(&quot;marginLeft&quot;),10)||0,top:parseInt(this.element.css(&quot;marginTop&quot;),10)||0,right:parseInt(this.element.css(&quot;marginRight&quot;),10)||0,bottom:parseInt(this.element.css(&quot;marginBottom&quot;),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var t,i,s,n=this.options,a=this.document[0];return this.relativeContainer=null,n.containment?&quot;window&quot;===n.containment?(this.containment=[e(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,e(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,e(window).scrollLeft()+e(window).width()-this.helperProportions.width-this.margins.left,e(window).scrollTop()+(e(window).height()||a.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):&quot;document&quot;===n.containment?(this.containment=[0,0,e(a).width()-this.helperProportions.width-this.margins.left,(e(a).height()||a.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):n.containment.constructor===Array?(this.containment=n.containment,void 0):(&quot;parent&quot;===n.containment&amp;&amp;(n.containment=this.helper[0].parentNode),i=e(n.containment),s=i[0],s&amp;&amp;(t=/(scroll|auto)/.test(i.css(&quot;overflow&quot;)),this.containment=[(parseInt(i.css(&quot;borderLeftWidth&quot;),10)||0)+(parseInt(i.css(&quot;paddingLeft&quot;),10)||0),(parseInt(i.css(&quot;borderTopWidth&quot;),10)||0)+(parseInt(i.css(&quot;paddingTop&quot;),10)||0),(t?Math.max(s.scrollWidth,s.offsetWidth):s.offsetWidth)-(parseInt(i.css(&quot;borderRightWidth&quot;),10)||0)-(parseInt(i.css(&quot;paddingRight&quot;),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(t?Math.max(s.scrollHeight,s.offsetHeight):s.offsetHeight)-(parseInt(i.css(&quot;borderBottomWidth&quot;),10)||0)-(parseInt(i.css(&quot;paddingBottom&quot;),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relativeContainer=i),void 0):(this.containment=null,void 0)},_convertPositionTo:function(e,t){t||(t=this.position);var i=&quot;absolute&quot;===e?1:-1,s=this._isRootNode(this.scrollParent[0]);return{top:t.top+this.offset.relative.top*i+this.offset.parent.top*i-(&quot;fixed&quot;===this.cssPosition?-this.offset.scroll.top:s?0:this.offset.scroll.top)*i,left:t.left+this.offset.relative.left*i+this.offset.parent.left*i-(&quot;fixed&quot;===this.cssPosition?-this.offset.scroll.left:s?0:this.offset.scroll.left)*i}},_generatePosition:function(e,t){var i,s,n,a,o=this.options,r=this._isRootNode(this.scrollParent[0]),h=e.pageX,l=e.pageY;return r&amp;&amp;this.offset.scroll||(this.offset.scroll={top:this.scrollParent.scrollTop(),left:this.scrollParent.scrollLeft()}),t&amp;&amp;(this.containment&amp;&amp;(this.relativeContainer?(s=this.relativeContainer.offset(),i=[this.containment[0]+s.left,this.containment[1]+s.top,this.containment[2]+s.left,this.containment[3]+s.top]):i=this.containment,e.pageX-this.offset.click.left&lt;i[0]&amp;&amp;(h=i[0]+this.offset.click.left),e.pageY-this.offset.click.top&lt;i[1]&amp;&amp;(l=i[1]+this.offset.click.top),e.pageX-this.offset.click.left&gt;i[2]&amp;&amp;(h=i[2]+this.offset.click.left),e.pageY-this.offset.click.top&gt;i[3]&amp;&amp;(l=i[3]+this.offset.click.top)),o.grid&amp;&amp;(n=o.grid[1]?this.originalPageY+Math.round((l-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,l=i?n-this.offset.click.top&gt;=i[1]||n-this.offset.click.top&gt;i[3]?n:n-this.offset.click.top&gt;=i[1]?n-o.grid[1]:n+o.grid[1]:n,a=o.grid[0]?this.originalPageX+Math.round((h-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,h=i?a-this.offset.click.left&gt;=i[0]||a-this.offset.click.left&gt;i[2]?a:a-this.offset.click.left&gt;=i[0]?a-o.grid[0]:a+o.grid[0]:a),&quot;y&quot;===o.axis&amp;&amp;(h=this.originalPageX),&quot;x&quot;===o.axis&amp;&amp;(l=this.originalPageY)),{top:l-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(&quot;fixed&quot;===this.cssPosition?-this.offset.scroll.top:r?0:this.offset.scroll.top),left:h-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(&quot;fixed&quot;===this.cssPosition?-this.offset.scroll.left:r?0:this.offset.scroll.left)}},_clear:function(){this.helper.removeClass(&quot;ui-draggable-dragging&quot;),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1,this.destroyOnClear&amp;&amp;this.destroy()},_normalizeRightBottom:function(){&quot;y&quot;!==this.options.axis&amp;&amp;&quot;auto&quot;!==this.helper.css(&quot;right&quot;)&amp;&amp;(this.helper.width(this.helper.width()),this.helper.css(&quot;right&quot;,&quot;auto&quot;)),&quot;x&quot;!==this.options.axis&amp;&amp;&quot;auto&quot;!==this.helper.css(&quot;bottom&quot;)&amp;&amp;(this.helper.height(this.helper.height()),this.helper.css(&quot;bottom&quot;,&quot;auto&quot;))},_trigger:function(t,i,s){return s=s||this._uiHash(),e.ui.plugin.call(this,t,[i,s,this],!0),/^(drag|start|stop)/.test(t)&amp;&amp;(this.positionAbs=this._convertPositionTo(&quot;absolute&quot;),s.offset=this.positionAbs),e.Widget.prototype._trigger.call(this,t,i,s)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),e.ui.plugin.add(&quot;draggable&quot;,&quot;connectToSortable&quot;,{start:function(t,i,s){var n=e.extend({},i,{item:s.element});s.sortables=[],e(s.options.connectToSortable).each(function(){var i=e(this).sortable(&quot;instance&quot;);i&amp;&amp;!i.options.disabled&amp;&amp;(s.sortables.push(i),i.refreshPositions(),i._trigger(&quot;activate&quot;,t,n))})},stop:function(t,i,s){var n=e.extend({},i,{item:s.element});s.cancelHelperRemoval=!1,e.each(s.sortables,function(){var e=this;e.isOver?(e.isOver=0,s.cancelHelperRemoval=!0,e.cancelHelperRemoval=!1,e._storedCSS={position:e.placeholder.css(&quot;position&quot;),top:e.placeholder.css(&quot;top&quot;),left:e.placeholder.css(&quot;left&quot;)},e._mouseStop(t),e.options.helper=e.options._helper):(e.cancelHelperRemoval=!0,e._trigger(&quot;deactivate&quot;,t,n))})},drag:function(t,i,s){e.each(s.sortables,function(){var n=!1,a=this;a.positionAbs=s.positionAbs,a.helperProportions=s.helperProportions,a.offset.click=s.offset.click,a._intersectsWith(a.containerCache)&amp;&amp;(n=!0,e.each(s.sortables,function(){return this.positionAbs=s.positionAbs,this.helperProportions=s.helperProportions,this.offset.click=s.offset.click,this!==a&amp;&amp;this._intersectsWith(this.containerCache)&amp;&amp;e.contains(a.element[0],this.element[0])&amp;&amp;(n=!1),n
})),n?(a.isOver||(a.isOver=1,s._parent=i.helper.parent(),a.currentItem=i.helper.appendTo(a.element).data(&quot;ui-sortable-item&quot;,!0),a.options._helper=a.options.helper,a.options.helper=function(){return i.helper[0]},t.target=a.currentItem[0],a._mouseCapture(t,!0),a._mouseStart(t,!0,!0),a.offset.click.top=s.offset.click.top,a.offset.click.left=s.offset.click.left,a.offset.parent.left-=s.offset.parent.left-a.offset.parent.left,a.offset.parent.top-=s.offset.parent.top-a.offset.parent.top,s._trigger(&quot;toSortable&quot;,t),s.dropped=a.element,e.each(s.sortables,function(){this.refreshPositions()}),s.currentItem=s.element,a.fromOutside=s),a.currentItem&amp;&amp;(a._mouseDrag(t),i.position=a.position)):a.isOver&amp;&amp;(a.isOver=0,a.cancelHelperRemoval=!0,a.options._revert=a.options.revert,a.options.revert=!1,a._trigger(&quot;out&quot;,t,a._uiHash(a)),a._mouseStop(t,!0),a.options.revert=a.options._revert,a.options.helper=a.options._helper,a.placeholder&amp;&amp;a.placeholder.remove(),i.helper.appendTo(s._parent),s._refreshOffsets(t),i.position=s._generatePosition(t,!0),s._trigger(&quot;fromSortable&quot;,t),s.dropped=!1,e.each(s.sortables,function(){this.refreshPositions()}))})}}),e.ui.plugin.add(&quot;draggable&quot;,&quot;cursor&quot;,{start:function(t,i,s){var n=e(&quot;body&quot;),a=s.options;n.css(&quot;cursor&quot;)&amp;&amp;(a._cursor=n.css(&quot;cursor&quot;)),n.css(&quot;cursor&quot;,a.cursor)},stop:function(t,i,s){var n=s.options;n._cursor&amp;&amp;e(&quot;body&quot;).css(&quot;cursor&quot;,n._cursor)}}),e.ui.plugin.add(&quot;draggable&quot;,&quot;opacity&quot;,{start:function(t,i,s){var n=e(i.helper),a=s.options;n.css(&quot;opacity&quot;)&amp;&amp;(a._opacity=n.css(&quot;opacity&quot;)),n.css(&quot;opacity&quot;,a.opacity)},stop:function(t,i,s){var n=s.options;n._opacity&amp;&amp;e(i.helper).css(&quot;opacity&quot;,n._opacity)}}),e.ui.plugin.add(&quot;draggable&quot;,&quot;scroll&quot;,{start:function(e,t,i){i.scrollParentNotHidden||(i.scrollParentNotHidden=i.helper.scrollParent(!1)),i.scrollParentNotHidden[0]!==i.document[0]&amp;&amp;&quot;HTML&quot;!==i.scrollParentNotHidden[0].tagName&amp;&amp;(i.overflowOffset=i.scrollParentNotHidden.offset())},drag:function(t,i,s){var n=s.options,a=!1,o=s.scrollParentNotHidden[0],r=s.document[0];o!==r&amp;&amp;&quot;HTML&quot;!==o.tagName?(n.axis&amp;&amp;&quot;x&quot;===n.axis||(s.overflowOffset.top+o.offsetHeight-t.pageY&lt;n.scrollSensitivity?o.scrollTop=a=o.scrollTop+n.scrollSpeed:t.pageY-s.overflowOffset.top&lt;n.scrollSensitivity&amp;&amp;(o.scrollTop=a=o.scrollTop-n.scrollSpeed)),n.axis&amp;&amp;&quot;y&quot;===n.axis||(s.overflowOffset.left+o.offsetWidth-t.pageX&lt;n.scrollSensitivity?o.scrollLeft=a=o.scrollLeft+n.scrollSpeed:t.pageX-s.overflowOffset.left&lt;n.scrollSensitivity&amp;&amp;(o.scrollLeft=a=o.scrollLeft-n.scrollSpeed))):(n.axis&amp;&amp;&quot;x&quot;===n.axis||(t.pageY-e(r).scrollTop()&lt;n.scrollSensitivity?a=e(r).scrollTop(e(r).scrollTop()-n.scrollSpeed):e(window).height()-(t.pageY-e(r).scrollTop())&lt;n.scrollSensitivity&amp;&amp;(a=e(r).scrollTop(e(r).scrollTop()+n.scrollSpeed))),n.axis&amp;&amp;&quot;y&quot;===n.axis||(t.pageX-e(r).scrollLeft()&lt;n.scrollSensitivity?a=e(r).scrollLeft(e(r).scrollLeft()-n.scrollSpeed):e(window).width()-(t.pageX-e(r).scrollLeft())&lt;n.scrollSensitivity&amp;&amp;(a=e(r).scrollLeft(e(r).scrollLeft()+n.scrollSpeed)))),a!==!1&amp;&amp;e.ui.ddmanager&amp;&amp;!n.dropBehaviour&amp;&amp;e.ui.ddmanager.prepareOffsets(s,t)}}),e.ui.plugin.add(&quot;draggable&quot;,&quot;snap&quot;,{start:function(t,i,s){var n=s.options;s.snapElements=[],e(n.snap.constructor!==String?n.snap.items||&quot;:data(ui-draggable)&quot;:n.snap).each(function(){var t=e(this),i=t.offset();this!==s.element[0]&amp;&amp;s.snapElements.push({item:this,width:t.outerWidth(),height:t.outerHeight(),top:i.top,left:i.left})})},drag:function(t,i,s){var n,a,o,r,h,l,u,d,c,p,f=s.options,m=f.snapTolerance,g=i.offset.left,v=g+s.helperProportions.width,y=i.offset.top,b=y+s.helperProportions.height;for(c=s.snapElements.length-1;c&gt;=0;c--)h=s.snapElements[c].left-s.margins.left,l=h+s.snapElements[c].width,u=s.snapElements[c].top-s.margins.top,d=u+s.snapElements[c].height,h-m&gt;v||g&gt;l+m||u-m&gt;b||y&gt;d+m||!e.contains(s.snapElements[c].item.ownerDocument,s.snapElements[c].item)?(s.snapElements[c].snapping&amp;&amp;s.options.snap.release&amp;&amp;s.options.snap.release.call(s.element,t,e.extend(s._uiHash(),{snapItem:s.snapElements[c].item})),s.snapElements[c].snapping=!1):(&quot;inner&quot;!==f.snapMode&amp;&amp;(n=m&gt;=Math.abs(u-b),a=m&gt;=Math.abs(d-y),o=m&gt;=Math.abs(h-v),r=m&gt;=Math.abs(l-g),n&amp;&amp;(i.position.top=s._convertPositionTo(&quot;relative&quot;,{top:u-s.helperProportions.height,left:0}).top),a&amp;&amp;(i.position.top=s._convertPositionTo(&quot;relative&quot;,{top:d,left:0}).top),o&amp;&amp;(i.position.left=s._convertPositionTo(&quot;relative&quot;,{top:0,left:h-s.helperProportions.width}).left),r&amp;&amp;(i.position.left=s._convertPositionTo(&quot;relative&quot;,{top:0,left:l}).left)),p=n||a||o||r,&quot;outer&quot;!==f.snapMode&amp;&amp;(n=m&gt;=Math.abs(u-y),a=m&gt;=Math.abs(d-b),o=m&gt;=Math.abs(h-g),r=m&gt;=Math.abs(l-v),n&amp;&amp;(i.position.top=s._convertPositionTo(&quot;relative&quot;,{top:u,left:0}).top),a&amp;&amp;(i.position.top=s._convertPositionTo(&quot;relative&quot;,{top:d-s.helperProportions.height,left:0}).top),o&amp;&amp;(i.position.left=s._convertPositionTo(&quot;relative&quot;,{top:0,left:h}).left),r&amp;&amp;(i.position.left=s._convertPositionTo(&quot;relative&quot;,{top:0,left:l-s.helperProportions.width}).left)),!s.snapElements[c].snapping&amp;&amp;(n||a||o||r||p)&amp;&amp;s.options.snap.snap&amp;&amp;s.options.snap.snap.call(s.element,t,e.extend(s._uiHash(),{snapItem:s.snapElements[c].item})),s.snapElements[c].snapping=n||a||o||r||p)}}),e.ui.plugin.add(&quot;draggable&quot;,&quot;stack&quot;,{start:function(t,i,s){var n,a=s.options,o=e.makeArray(e(a.stack)).sort(function(t,i){return(parseInt(e(t).css(&quot;zIndex&quot;),10)||0)-(parseInt(e(i).css(&quot;zIndex&quot;),10)||0)});o.length&amp;&amp;(n=parseInt(e(o[0]).css(&quot;zIndex&quot;),10)||0,e(o).each(function(t){e(this).css(&quot;zIndex&quot;,n+t)}),this.css(&quot;zIndex&quot;,n+o.length))}}),e.ui.plugin.add(&quot;draggable&quot;,&quot;zIndex&quot;,{start:function(t,i,s){var n=e(i.helper),a=s.options;n.css(&quot;zIndex&quot;)&amp;&amp;(a._zIndex=n.css(&quot;zIndex&quot;)),n.css(&quot;zIndex&quot;,a.zIndex)},stop:function(t,i,s){var n=s.options;n._zIndex&amp;&amp;e(i.helper).css(&quot;zIndex&quot;,n._zIndex)}}),e.ui.draggable,e.widget(&quot;ui.droppable&quot;,{version:&quot;1.11.4&quot;,widgetEventPrefix:&quot;drop&quot;,options:{accept:&quot;*&quot;,activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:&quot;default&quot;,tolerance:&quot;intersect&quot;,activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var t,i=this.options,s=i.accept;this.isover=!1,this.isout=!0,this.accept=e.isFunction(s)?s:function(e){return e.is(s)},this.proportions=function(){return arguments.length?(t=arguments[0],void 0):t?t:t={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight}},this._addToManager(i.scope),i.addClasses&amp;&amp;this.element.addClass(&quot;ui-droppable&quot;)},_addToManager:function(t){e.ui.ddmanager.droppables[t]=e.ui.ddmanager.droppables[t]||[],e.ui.ddmanager.droppables[t].push(this)},_splice:function(e){for(var t=0;e.length&gt;t;t++)e[t]===this&amp;&amp;e.splice(t,1)},_destroy:function(){var t=e.ui.ddmanager.droppables[this.options.scope];this._splice(t),this.element.removeClass(&quot;ui-droppable ui-droppable-disabled&quot;)},_setOption:function(t,i){if(&quot;accept&quot;===t)this.accept=e.isFunction(i)?i:function(e){return e.is(i)};else if(&quot;scope&quot;===t){var s=e.ui.ddmanager.droppables[this.options.scope];this._splice(s),this._addToManager(i)}this._super(t,i)},_activate:function(t){var i=e.ui.ddmanager.current;this.options.activeClass&amp;&amp;this.element.addClass(this.options.activeClass),i&amp;&amp;this._trigger(&quot;activate&quot;,t,this.ui(i))},_deactivate:function(t){var i=e.ui.ddmanager.current;this.options.activeClass&amp;&amp;this.element.removeClass(this.options.activeClass),i&amp;&amp;this._trigger(&quot;deactivate&quot;,t,this.ui(i))},_over:function(t){var i=e.ui.ddmanager.current;i&amp;&amp;(i.currentItem||i.element)[0]!==this.element[0]&amp;&amp;this.accept.call(this.element[0],i.currentItem||i.element)&amp;&amp;(this.options.hoverClass&amp;&amp;this.element.addClass(this.options.hoverClass),this._trigger(&quot;over&quot;,t,this.ui(i)))},_out:function(t){var i=e.ui.ddmanager.current;i&amp;&amp;(i.currentItem||i.element)[0]!==this.element[0]&amp;&amp;this.accept.call(this.element[0],i.currentItem||i.element)&amp;&amp;(this.options.hoverClass&amp;&amp;this.element.removeClass(this.options.hoverClass),this._trigger(&quot;out&quot;,t,this.ui(i)))},_drop:function(t,i){var s=i||e.ui.ddmanager.current,n=!1;return s&amp;&amp;(s.currentItem||s.element)[0]!==this.element[0]?(this.element.find(&quot;:data(ui-droppable)&quot;).not(&quot;.ui-draggable-dragging&quot;).each(function(){var i=e(this).droppable(&quot;instance&quot;);return i.options.greedy&amp;&amp;!i.options.disabled&amp;&amp;i.options.scope===s.options.scope&amp;&amp;i.accept.call(i.element[0],s.currentItem||s.element)&amp;&amp;e.ui.intersect(s,e.extend(i,{offset:i.element.offset()}),i.options.tolerance,t)?(n=!0,!1):void 0}),n?!1:this.accept.call(this.element[0],s.currentItem||s.element)?(this.options.activeClass&amp;&amp;this.element.removeClass(this.options.activeClass),this.options.hoverClass&amp;&amp;this.element.removeClass(this.options.hoverClass),this._trigger(&quot;drop&quot;,t,this.ui(s)),this.element):!1):!1},ui:function(e){return{draggable:e.currentItem||e.element,helper:e.helper,position:e.position,offset:e.positionAbs}}}),e.ui.intersect=function(){function e(e,t,i){return e&gt;=t&amp;&amp;t+i&gt;e}return function(t,i,s,n){if(!i.offset)return!1;var a=(t.positionAbs||t.position.absolute).left+t.margins.left,o=(t.positionAbs||t.position.absolute).top+t.margins.top,r=a+t.helperProportions.width,h=o+t.helperProportions.height,l=i.offset.left,u=i.offset.top,d=l+i.proportions().width,c=u+i.proportions().height;switch(s){case&quot;fit&quot;:return a&gt;=l&amp;&amp;d&gt;=r&amp;&amp;o&gt;=u&amp;&amp;c&gt;=h;case&quot;intersect&quot;:return a+t.helperProportions.width/2&gt;l&amp;&amp;d&gt;r-t.helperProportions.width/2&amp;&amp;o+t.helperProportions.height/2&gt;u&amp;&amp;c&gt;h-t.helperProportions.height/2;case&quot;pointer&quot;:return e(n.pageY,u,i.proportions().height)&amp;&amp;e(n.pageX,l,i.proportions().width);case&quot;touch&quot;:return(o&gt;=u&amp;&amp;c&gt;=o||h&gt;=u&amp;&amp;c&gt;=h||u&gt;o&amp;&amp;h&gt;c)&amp;&amp;(a&gt;=l&amp;&amp;d&gt;=a||r&gt;=l&amp;&amp;d&gt;=r||l&gt;a&amp;&amp;r&gt;d);default:return!1}}}(),e.ui.ddmanager={current:null,droppables:{&quot;default&quot;:[]},prepareOffsets:function(t,i){var s,n,a=e.ui.ddmanager.droppables[t.options.scope]||[],o=i?i.type:null,r=(t.currentItem||t.element).find(&quot;:data(ui-droppable)&quot;).addBack();e:for(s=0;a.length&gt;s;s++)if(!(a[s].options.disabled||t&amp;&amp;!a[s].accept.call(a[s].element[0],t.currentItem||t.element))){for(n=0;r.length&gt;n;n++)if(r[n]===a[s].element[0]){a[s].proportions().height=0;continue e}a[s].visible=&quot;none&quot;!==a[s].element.css(&quot;display&quot;),a[s].visible&amp;&amp;(&quot;mousedown&quot;===o&amp;&amp;a[s]._activate.call(a[s],i),a[s].offset=a[s].element.offset(),a[s].proportions({width:a[s].element[0].offsetWidth,height:a[s].element[0].offsetHeight}))}},drop:function(t,i){var s=!1;return e.each((e.ui.ddmanager.droppables[t.options.scope]||[]).slice(),function(){this.options&amp;&amp;(!this.options.disabled&amp;&amp;this.visible&amp;&amp;e.ui.intersect(t,this,this.options.tolerance,i)&amp;&amp;(s=this._drop.call(this,i)||s),!this.options.disabled&amp;&amp;this.visible&amp;&amp;this.accept.call(this.element[0],t.currentItem||t.element)&amp;&amp;(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),s},dragStart:function(t,i){t.element.parentsUntil(&quot;body&quot;).bind(&quot;scroll.droppable&quot;,function(){t.options.refreshPositions||e.ui.ddmanager.prepareOffsets(t,i)})},drag:function(t,i){t.options.refreshPositions&amp;&amp;e.ui.ddmanager.prepareOffsets(t,i),e.each(e.ui.ddmanager.droppables[t.options.scope]||[],function(){if(!this.options.disabled&amp;&amp;!this.greedyChild&amp;&amp;this.visible){var s,n,a,o=e.ui.intersect(t,this,this.options.tolerance,i),r=!o&amp;&amp;this.isover?&quot;isout&quot;:o&amp;&amp;!this.isover?&quot;isover&quot;:null;r&amp;&amp;(this.options.greedy&amp;&amp;(n=this.options.scope,a=this.element.parents(&quot;:data(ui-droppable)&quot;).filter(function(){return e(this).droppable(&quot;instance&quot;).options.scope===n}),a.length&amp;&amp;(s=e(a[0]).droppable(&quot;instance&quot;),s.greedyChild=&quot;isover&quot;===r)),s&amp;&amp;&quot;isover&quot;===r&amp;&amp;(s.isover=!1,s.isout=!0,s._out.call(s,i)),this[r]=!0,this[&quot;isout&quot;===r?&quot;isover&quot;:&quot;isout&quot;]=!1,this[&quot;isover&quot;===r?&quot;_over&quot;:&quot;_out&quot;].call(this,i),s&amp;&amp;&quot;isout&quot;===r&amp;&amp;(s.isout=!1,s.isover=!0,s._over.call(s,i)))}})},dragStop:function(t,i){t.element.parentsUntil(&quot;body&quot;).unbind(&quot;scroll.droppable&quot;),t.options.refreshPositions||e.ui.ddmanager.prepareOffsets(t,i)}},e.ui.droppable,e.widget(&quot;ui.resizable&quot;,e.ui.mouse,{version:&quot;1.11.4&quot;,widgetEventPrefix:&quot;resize&quot;,options:{alsoResize:!1,animate:!1,animateDuration:&quot;slow&quot;,animateEasing:&quot;swing&quot;,aspectRatio:!1,autoHide:!1,containment:!1,ghost:!1,grid:!1,handles:&quot;e,s,se&quot;,helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_num:function(e){return parseInt(e,10)||0},_isNumber:function(e){return!isNaN(parseInt(e,10))},_hasScroll:function(t,i){if(&quot;hidden&quot;===e(t).css(&quot;overflow&quot;))return!1;var s=i&amp;&amp;&quot;left&quot;===i?&quot;scrollLeft&quot;:&quot;scrollTop&quot;,n=!1;return t[s]&gt;0?!0:(t[s]=1,n=t[s]&gt;0,t[s]=0,n)},_create:function(){var t,i,s,n,a,o=this,r=this.options;if(this.element.addClass(&quot;ui-resizable&quot;),e.extend(this,{_aspectRatio:!!r.aspectRatio,aspectRatio:r.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:r.helper||r.ghost||r.animate?r.helper||&quot;ui-resizable-helper&quot;:null}),this.element[0].nodeName.match(/^(canvas|textarea|input|select|button|img)$/i)&amp;&amp;(this.element.wrap(e(&quot;&lt;div class='ui-wrapper' style='overflow: hidden;'&gt;&lt;/div&gt;&quot;).css({position:this.element.css(&quot;position&quot;),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css(&quot;top&quot;),left:this.element.css(&quot;left&quot;)})),this.element=this.element.parent().data(&quot;ui-resizable&quot;,this.element.resizable(&quot;instance&quot;)),this.elementIsWrapper=!0,this.element.css({marginLeft:this.originalElement.css(&quot;marginLeft&quot;),marginTop:this.originalElement.css(&quot;marginTop&quot;),marginRight:this.originalElement.css(&quot;marginRight&quot;),marginBottom:this.originalElement.css(&quot;marginBottom&quot;)}),this.originalElement.css({marginLeft:0,marginTop:0,marginRight:0,marginBottom:0}),this.originalResizeStyle=this.originalElement.css(&quot;resize&quot;),this.originalElement.css(&quot;resize&quot;,&quot;none&quot;),this._proportionallyResizeElements.push(this.originalElement.css({position:&quot;static&quot;,zoom:1,display:&quot;block&quot;})),this.originalElement.css({margin:this.originalElement.css(&quot;margin&quot;)}),this._proportionallyResize()),this.handles=r.handles||(e(&quot;.ui-resizable-handle&quot;,this.element).length?{n:&quot;.ui-resizable-n&quot;,e:&quot;.ui-resizable-e&quot;,s:&quot;.ui-resizable-s&quot;,w:&quot;.ui-resizable-w&quot;,se:&quot;.ui-resizable-se&quot;,sw:&quot;.ui-resizable-sw&quot;,ne:&quot;.ui-resizable-ne&quot;,nw:&quot;.ui-resizable-nw&quot;}:&quot;e,s,se&quot;),this._handles=e(),this.handles.constructor===String)for(&quot;all&quot;===this.handles&amp;&amp;(this.handles=&quot;n,e,s,w,se,sw,ne,nw&quot;),t=this.handles.split(&quot;,&quot;),this.handles={},i=0;t.length&gt;i;i++)s=e.trim(t[i]),a=&quot;ui-resizable-&quot;+s,n=e(&quot;&lt;div class='ui-resizable-handle &quot;+a+&quot;'&gt;&lt;/div&gt;&quot;),n.css({zIndex:r.zIndex}),&quot;se&quot;===s&amp;&amp;n.addClass(&quot;ui-icon ui-icon-gripsmall-diagonal-se&quot;),this.handles[s]=&quot;.ui-resizable-&quot;+s,this.element.append(n);this._renderAxis=function(t){var i,s,n,a;t=t||this.element;for(i in this.handles)this.handles[i].constructor===String?this.handles[i]=this.element.children(this.handles[i]).first().show():(this.handles[i].jquery||this.handles[i].nodeType)&amp;&amp;(this.handles[i]=e(this.handles[i]),this._on(this.handles[i],{mousedown:o._mouseDown})),this.elementIsWrapper&amp;&amp;this.originalElement[0].nodeName.match(/^(textarea|input|select|button)$/i)&amp;&amp;(s=e(this.handles[i],this.element),a=/sw|ne|nw|se|n|s/.test(i)?s.outerHeight():s.outerWidth(),n=[&quot;padding&quot;,/ne|nw|n/.test(i)?&quot;Top&quot;:/se|sw|s/.test(i)?&quot;Bottom&quot;:/^e$/.test(i)?&quot;Right&quot;:&quot;Left&quot;].join(&quot;&quot;),t.css(n,a),this._proportionallyResize()),this._handles=this._handles.add(this.handles[i])},this._renderAxis(this.element),this._handles=this._handles.add(this.element.find(&quot;.ui-resizable-handle&quot;)),this._handles.disableSelection(),this._handles.mouseover(function(){o.resizing||(this.className&amp;&amp;(n=this.className.match(/ui-resizable-(se|sw|ne|nw|n|e|s|w)/i)),o.axis=n&amp;&amp;n[1]?n[1]:&quot;se&quot;)}),r.autoHide&amp;&amp;(this._handles.hide(),e(this.element).addClass(&quot;ui-resizable-autohide&quot;).mouseenter(function(){r.disabled||(e(this).removeClass(&quot;ui-resizable-autohide&quot;),o._handles.show())}).mouseleave(function(){r.disabled||o.resizing||(e(this).addClass(&quot;ui-resizable-autohide&quot;),o._handles.hide())})),this._mouseInit()},_destroy:function(){this._mouseDestroy();var t,i=function(t){e(t).removeClass(&quot;ui-resizable ui-resizable-disabled ui-resizable-resizing&quot;).removeData(&quot;resizable&quot;).removeData(&quot;ui-resizable&quot;).unbind(&quot;.resizable&quot;).find(&quot;.ui-resizable-handle&quot;).remove()};return this.elementIsWrapper&amp;&amp;(i(this.element),t=this.element,this.originalElement.css({position:t.css(&quot;position&quot;),width:t.outerWidth(),height:t.outerHeight(),top:t.css(&quot;top&quot;),left:t.css(&quot;left&quot;)}).insertAfter(t),t.remove()),this.originalElement.css(&quot;resize&quot;,this.originalResizeStyle),i(this.originalElement),this},_mouseCapture:function(t){var i,s,n=!1;for(i in this.handles)s=e(this.handles[i])[0],(s===t.target||e.contains(s,t.target))&amp;&amp;(n=!0);return!this.options.disabled&amp;&amp;n},_mouseStart:function(t){var i,s,n,a=this.options,o=this.element;return this.resizing=!0,this._renderProxy(),i=this._num(this.helper.css(&quot;left&quot;)),s=this._num(this.helper.css(&quot;top&quot;)),a.containment&amp;&amp;(i+=e(a.containment).scrollLeft()||0,s+=e(a.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:i,top:s},this.size=this._helper?{width:this.helper.width(),height:this.helper.height()}:{width:o.width(),height:o.height()},this.originalSize=this._helper?{width:o.outerWidth(),height:o.outerHeight()}:{width:o.width(),height:o.height()},this.sizeDiff={width:o.outerWidth()-o.width(),height:o.outerHeight()-o.height()},this.originalPosition={left:i,top:s},this.originalMousePosition={left:t.pageX,top:t.pageY},this.aspectRatio=&quot;number&quot;==typeof a.aspectRatio?a.aspectRatio:this.originalSize.width/this.originalSize.height||1,n=e(&quot;.ui-resizable-&quot;+this.axis).css(&quot;cursor&quot;),e(&quot;body&quot;).css(&quot;cursor&quot;,&quot;auto&quot;===n?this.axis+&quot;-resize&quot;:n),o.addClass(&quot;ui-resizable-resizing&quot;),this._propagate(&quot;start&quot;,t),!0},_mouseDrag:function(t){var i,s,n=this.originalMousePosition,a=this.axis,o=t.pageX-n.left||0,r=t.pageY-n.top||0,h=this._change[a];return this._updatePrevProperties(),h?(i=h.apply(this,[t,o,r]),this._updateVirtualBoundaries(t.shiftKey),(this._aspectRatio||t.shiftKey)&amp;&amp;(i=this._updateRatio(i,t)),i=this._respectSize(i,t),this._updateCache(i),this._propagate(&quot;resize&quot;,t),s=this._applyChanges(),!this._helper&amp;&amp;this._proportionallyResizeElements.length&amp;&amp;this._proportionallyResize(),e.isEmptyObject(s)||(this._updatePrevProperties(),this._trigger(&quot;resize&quot;,t,this.ui()),this._applyChanges()),!1):!1},_mouseStop:function(t){this.resizing=!1;var i,s,n,a,o,r,h,l=this.options,u=this;return this._helper&amp;&amp;(i=this._proportionallyResizeElements,s=i.length&amp;&amp;/textarea/i.test(i[0].nodeName),n=s&amp;&amp;this._hasScroll(i[0],&quot;left&quot;)?0:u.sizeDiff.height,a=s?0:u.sizeDiff.width,o={width:u.helper.width()-a,height:u.helper.height()-n},r=parseInt(u.element.css(&quot;left&quot;),10)+(u.position.left-u.originalPosition.left)||null,h=parseInt(u.element.css(&quot;top&quot;),10)+(u.position.top-u.originalPosition.top)||null,l.animate||this.element.css(e.extend(o,{top:h,left:r})),u.helper.height(u.size.height),u.helper.width(u.size.width),this._helper&amp;&amp;!l.animate&amp;&amp;this._proportionallyResize()),e(&quot;body&quot;).css(&quot;cursor&quot;,&quot;auto&quot;),this.element.removeClass(&quot;ui-resizable-resizing&quot;),this._propagate(&quot;stop&quot;,t),this._helper&amp;&amp;this.helper.remove(),!1},_updatePrevProperties:function(){this.prevPosition={top:this.position.top,left:this.position.left},this.prevSize={width:this.size.width,height:this.size.height}},_applyChanges:function(){var e={};return this.position.top!==this.prevPosition.top&amp;&amp;(e.top=this.position.top+&quot;px&quot;),this.position.left!==this.prevPosition.left&amp;&amp;(e.left=this.position.left+&quot;px&quot;),this.size.width!==this.prevSize.width&amp;&amp;(e.width=this.size.width+&quot;px&quot;),this.size.height!==this.prevSize.height&amp;&amp;(e.height=this.size.height+&quot;px&quot;),this.helper.css(e),e},_updateVirtualBoundaries:function(e){var t,i,s,n,a,o=this.options;a={minWidth:this._isNumber(o.minWidth)?o.minWidth:0,maxWidth:this._isNumber(o.maxWidth)?o.maxWidth:1/0,minHeight:this._isNumber(o.minHeight)?o.minHeight:0,maxHeight:this._isNumber(o.maxHeight)?o.maxHeight:1/0},(this._aspectRatio||e)&amp;&amp;(t=a.minHeight*this.aspectRatio,s=a.minWidth/this.aspectRatio,i=a.maxHeight*this.aspectRatio,n=a.maxWidth/this.aspectRatio,t&gt;a.minWidth&amp;&amp;(a.minWidth=t),s&gt;a.minHeight&amp;&amp;(a.minHeight=s),a.maxWidth&gt;i&amp;&amp;(a.maxWidth=i),a.maxHeight&gt;n&amp;&amp;(a.maxHeight=n)),this._vBoundaries=a},_updateCache:function(e){this.offset=this.helper.offset(),this._isNumber(e.left)&amp;&amp;(this.position.left=e.left),this._isNumber(e.top)&amp;&amp;(this.position.top=e.top),this._isNumber(e.height)&amp;&amp;(this.size.height=e.height),this._isNumber(e.width)&amp;&amp;(this.size.width=e.width)},_updateRatio:function(e){var t=this.position,i=this.size,s=this.axis;return this._isNumber(e.height)?e.width=e.height*this.aspectRatio:this._isNumber(e.width)&amp;&amp;(e.height=e.width/this.aspectRatio),&quot;sw&quot;===s&amp;&amp;(e.left=t.left+(i.width-e.width),e.top=null),&quot;nw&quot;===s&amp;&amp;(e.top=t.top+(i.height-e.height),e.left=t.left+(i.width-e.width)),e},_respectSize:function(e){var t=this._vBoundaries,i=this.axis,s=this._isNumber(e.width)&amp;&amp;t.maxWidth&amp;&amp;t.maxWidth&lt;e.width,n=this._isNumber(e.height)&amp;&amp;t.maxHeight&amp;&amp;t.maxHeight&lt;e.height,a=this._isNumber(e.width)&amp;&amp;t.minWidth&amp;&amp;t.minWidth&gt;e.width,o=this._isNumber(e.height)&amp;&amp;t.minHeight&amp;&amp;t.minHeight&gt;e.height,r=this.originalPosition.left+this.originalSize.width,h=this.position.top+this.size.height,l=/sw|nw|w/.test(i),u=/nw|ne|n/.test(i);return a&amp;&amp;(e.width=t.minWidth),o&amp;&amp;(e.height=t.minHeight),s&amp;&amp;(e.width=t.maxWidth),n&amp;&amp;(e.height=t.maxHeight),a&amp;&amp;l&amp;&amp;(e.left=r-t.minWidth),s&amp;&amp;l&amp;&amp;(e.left=r-t.maxWidth),o&amp;&amp;u&amp;&amp;(e.top=h-t.minHeight),n&amp;&amp;u&amp;&amp;(e.top=h-t.maxHeight),e.width||e.height||e.left||!e.top?e.width||e.height||e.top||!e.left||(e.left=null):e.top=null,e},_getPaddingPlusBorderDimensions:function(e){for(var t=0,i=[],s=[e.css(&quot;borderTopWidth&quot;),e.css(&quot;borderRightWidth&quot;),e.css(&quot;borderBottomWidth&quot;),e.css(&quot;borderLeftWidth&quot;)],n=[e.css(&quot;paddingTop&quot;),e.css(&quot;paddingRight&quot;),e.css(&quot;paddingBottom&quot;),e.css(&quot;paddingLeft&quot;)];4&gt;t;t++)i[t]=parseInt(s[t],10)||0,i[t]+=parseInt(n[t],10)||0;return{height:i[0]+i[2],width:i[1]+i[3]}},_proportionallyResize:function(){if(this._proportionallyResizeElements.length)for(var e,t=0,i=this.helper||this.element;this._proportionallyResizeElements.length&gt;t;t++)e=this._proportionallyResizeElements[t],this.outerDimensions||(this.outerDimensions=this._getPaddingPlusBorderDimensions(e)),e.css({height:i.height()-this.outerDimensions.height||0,width:i.width()-this.outerDimensions.width||0})},_renderProxy:function(){var t=this.element,i=this.options;this.elementOffset=t.offset(),this._helper?(this.helper=this.helper||e(&quot;&lt;div style='overflow:hidden;'&gt;&lt;/div&gt;&quot;),this.helper.addClass(this._helper).css({width:this.element.outerWidth()-1,height:this.element.outerHeight()-1,position:&quot;absolute&quot;,left:this.elementOffset.left+&quot;px&quot;,top:this.elementOffset.top+&quot;px&quot;,zIndex:++i.zIndex}),this.helper.appendTo(&quot;body&quot;).disableSelection()):this.helper=this.element},_change:{e:function(e,t){return{width:this.originalSize.width+t}},w:function(e,t){var i=this.originalSize,s=this.originalPosition;return{left:s.left+t,width:i.width-t}},n:function(e,t,i){var s=this.originalSize,n=this.originalPosition;return{top:n.top+i,height:s.height-i}},s:function(e,t,i){return{height:this.originalSize.height+i}},se:function(t,i,s){return e.extend(this._change.s.apply(this,arguments),this._change.e.apply(this,[t,i,s]))},sw:function(t,i,s){return e.extend(this._change.s.apply(this,arguments),this._change.w.apply(this,[t,i,s]))},ne:function(t,i,s){return e.extend(this._change.n.apply(this,arguments),this._change.e.apply(this,[t,i,s]))},nw:function(t,i,s){return e.extend(this._change.n.apply(this,arguments),this._change.w.apply(this,[t,i,s]))}},_propagate:function(t,i){e.ui.plugin.call(this,t,[i,this.ui()]),&quot;resize&quot;!==t&amp;&amp;this._trigger(t,i,this.ui())},plugins:{},ui:function(){return{originalElement:this.originalElement,element:this.element,helper:this.helper,position:this.position,size:this.size,originalSize:this.originalSize,originalPosition:this.originalPosition}}}),e.ui.plugin.add(&quot;resizable&quot;,&quot;animate&quot;,{stop:function(t){var i=e(this).resizable(&quot;instance&quot;),s=i.options,n=i._proportionallyResizeElements,a=n.length&amp;&amp;/textarea/i.test(n[0].nodeName),o=a&amp;&amp;i._hasScroll(n[0],&quot;left&quot;)?0:i.sizeDiff.height,r=a?0:i.sizeDiff.width,h={width:i.size.width-r,height:i.size.height-o},l=parseInt(i.element.css(&quot;left&quot;),10)+(i.position.left-i.originalPosition.left)||null,u=parseInt(i.element.css(&quot;top&quot;),10)+(i.position.top-i.originalPosition.top)||null;i.element.animate(e.extend(h,u&amp;&amp;l?{top:u,left:l}:{}),{duration:s.animateDuration,easing:s.animateEasing,step:function(){var s={width:parseInt(i.element.css(&quot;width&quot;),10),height:parseInt(i.element.css(&quot;height&quot;),10),top:parseInt(i.element.css(&quot;top&quot;),10),left:parseInt(i.element.css(&quot;left&quot;),10)};n&amp;&amp;n.length&amp;&amp;e(n[0]).css({width:s.width,height:s.height}),i._updateCache(s),i._propagate(&quot;resize&quot;,t)}})}}),e.ui.plugin.add(&quot;resizable&quot;,&quot;containment&quot;,{start:function(){var t,i,s,n,a,o,r,h=e(this).resizable(&quot;instance&quot;),l=h.options,u=h.element,d=l.containment,c=d instanceof e?d.get(0):/parent/.test(d)?u.parent().get(0):d;c&amp;&amp;(h.containerElement=e(c),/document/.test(d)||d===document?(h.containerOffset={left:0,top:0},h.containerPosition={left:0,top:0},h.parentData={element:e(document),left:0,top:0,width:e(document).width(),height:e(document).height()||document.body.parentNode.scrollHeight}):(t=e(c),i=[],e([&quot;Top&quot;,&quot;Right&quot;,&quot;Left&quot;,&quot;Bottom&quot;]).each(function(e,s){i[e]=h._num(t.css(&quot;padding&quot;+s))}),h.containerOffset=t.offset(),h.containerPosition=t.position(),h.containerSize={height:t.innerHeight()-i[3],width:t.innerWidth()-i[1]},s=h.containerOffset,n=h.containerSize.height,a=h.containerSize.width,o=h._hasScroll(c,&quot;left&quot;)?c.scrollWidth:a,r=h._hasScroll(c)?c.scrollHeight:n,h.parentData={element:c,left:s.left,top:s.top,width:o,height:r}))},resize:function(t){var i,s,n,a,o=e(this).resizable(&quot;instance&quot;),r=o.options,h=o.containerOffset,l=o.position,u=o._aspectRatio||t.shiftKey,d={top:0,left:0},c=o.containerElement,p=!0;c[0]!==document&amp;&amp;/static/.test(c.css(&quot;position&quot;))&amp;&amp;(d=h),l.left&lt;(o._helper?h.left:0)&amp;&amp;(o.size.width=o.size.width+(o._helper?o.position.left-h.left:o.position.left-d.left),u&amp;&amp;(o.size.height=o.size.width/o.aspectRatio,p=!1),o.position.left=r.helper?h.left:0),l.top&lt;(o._helper?h.top:0)&amp;&amp;(o.size.height=o.size.height+(o._helper?o.position.top-h.top:o.position.top),u&amp;&amp;(o.size.width=o.size.height*o.aspectRatio,p=!1),o.position.top=o._helper?h.top:0),n=o.containerElement.get(0)===o.element.parent().get(0),a=/relative|absolute/.test(o.containerElement.css(&quot;position&quot;)),n&amp;&amp;a?(o.offset.left=o.parentData.left+o.position.left,o.offset.top=o.parentData.top+o.position.top):(o.offset.left=o.element.offset().left,o.offset.top=o.element.offset().top),i=Math.abs(o.sizeDiff.width+(o._helper?o.offset.left-d.left:o.offset.left-h.left)),s=Math.abs(o.sizeDiff.height+(o._helper?o.offset.top-d.top:o.offset.top-h.top)),i+o.size.width&gt;=o.parentData.width&amp;&amp;(o.size.width=o.parentData.width-i,u&amp;&amp;(o.size.height=o.size.width/o.aspectRatio,p=!1)),s+o.size.height&gt;=o.parentData.height&amp;&amp;(o.size.height=o.parentData.height-s,u&amp;&amp;(o.size.width=o.size.height*o.aspectRatio,p=!1)),p||(o.position.left=o.prevPosition.left,o.position.top=o.prevPosition.top,o.size.width=o.prevSize.width,o.size.height=o.prevSize.height)},stop:function(){var t=e(this).resizable(&quot;instance&quot;),i=t.options,s=t.containerOffset,n=t.containerPosition,a=t.containerElement,o=e(t.helper),r=o.offset(),h=o.outerWidth()-t.sizeDiff.width,l=o.outerHeight()-t.sizeDiff.height;t._helper&amp;&amp;!i.animate&amp;&amp;/relative/.test(a.css(&quot;position&quot;))&amp;&amp;e(this).css({left:r.left-n.left-s.left,width:h,height:l}),t._helper&amp;&amp;!i.animate&amp;&amp;/static/.test(a.css(&quot;position&quot;))&amp;&amp;e(this).css({left:r.left-n.left-s.left,width:h,height:l})}}),e.ui.plugin.add(&quot;resizable&quot;,&quot;alsoResize&quot;,{start:function(){var t=e(this).resizable(&quot;instance&quot;),i=t.options;e(i.alsoResize).each(function(){var t=e(this);t.data(&quot;ui-resizable-alsoresize&quot;,{width:parseInt(t.width(),10),height:parseInt(t.height(),10),left:parseInt(t.css(&quot;left&quot;),10),top:parseInt(t.css(&quot;top&quot;),10)})})},resize:function(t,i){var s=e(this).resizable(&quot;instance&quot;),n=s.options,a=s.originalSize,o=s.originalPosition,r={height:s.size.height-a.height||0,width:s.size.width-a.width||0,top:s.position.top-o.top||0,left:s.position.left-o.left||0};e(n.alsoResize).each(function(){var t=e(this),s=e(this).data(&quot;ui-resizable-alsoresize&quot;),n={},a=t.parents(i.originalElement[0]).length?[&quot;width&quot;,&quot;height&quot;]:[&quot;width&quot;,&quot;height&quot;,&quot;top&quot;,&quot;left&quot;];e.each(a,function(e,t){var i=(s[t]||0)+(r[t]||0);i&amp;&amp;i&gt;=0&amp;&amp;(n[t]=i||null)}),t.css(n)})},stop:function(){e(this).removeData(&quot;resizable-alsoresize&quot;)}}),e.ui.plugin.add(&quot;resizable&quot;,&quot;ghost&quot;,{start:function(){var t=e(this).resizable(&quot;instance&quot;),i=t.options,s=t.size;t.ghost=t.originalElement.clone(),t.ghost.css({opacity:.25,display:&quot;block&quot;,position:&quot;relative&quot;,height:s.height,width:s.width,margin:0,left:0,top:0}).addClass(&quot;ui-resizable-ghost&quot;).addClass(&quot;string&quot;==typeof i.ghost?i.ghost:&quot;&quot;),t.ghost.appendTo(t.helper)},resize:function(){var t=e(this).resizable(&quot;instance&quot;);t.ghost&amp;&amp;t.ghost.css({position:&quot;relative&quot;,height:t.size.height,width:t.size.width})},stop:function(){var t=e(this).resizable(&quot;instance&quot;);t.ghost&amp;&amp;t.helper&amp;&amp;t.helper.get(0).removeChild(t.ghost.get(0))}}),e.ui.plugin.add(&quot;resizable&quot;,&quot;grid&quot;,{resize:function(){var t,i=e(this).resizable(&quot;instance&quot;),s=i.options,n=i.size,a=i.originalSize,o=i.originalPosition,r=i.axis,h=&quot;number&quot;==typeof s.grid?[s.grid,s.grid]:s.grid,l=h[0]||1,u=h[1]||1,d=Math.round((n.width-a.width)/l)*l,c=Math.round((n.height-a.height)/u)*u,p=a.width+d,f=a.height+c,m=s.maxWidth&amp;&amp;p&gt;s.maxWidth,g=s.maxHeight&amp;&amp;f&gt;s.maxHeight,v=s.minWidth&amp;&amp;s.minWidth&gt;p,y=s.minHeight&amp;&amp;s.minHeight&gt;f;s.grid=h,v&amp;&amp;(p+=l),y&amp;&amp;(f+=u),m&amp;&amp;(p-=l),g&amp;&amp;(f-=u),/^(se|s|e)$/.test(r)?(i.size.width=p,i.size.height=f):/^(ne)$/.test(r)?(i.size.width=p,i.size.height=f,i.position.top=o.top-c):/^(sw)$/.test(r)?(i.size.width=p,i.size.height=f,i.position.left=o.left-d):((0&gt;=f-u||0&gt;=p-l)&amp;&amp;(t=i._getPaddingPlusBorderDimensions(this)),f-u&gt;0?(i.size.height=f,i.position.top=o.top-c):(f=u-t.height,i.size.height=f,i.position.top=o.top+a.height-f),p-l&gt;0?(i.size.width=p,i.position.left=o.left-d):(p=l-t.width,i.size.width=p,i.position.left=o.left+a.width-p))}}),e.ui.resizable,e.widget(&quot;ui.selectable&quot;,e.ui.mouse,{version:&quot;1.11.4&quot;,options:{appendTo:&quot;body&quot;,autoRefresh:!0,distance:0,filter:&quot;*&quot;,tolerance:&quot;touch&quot;,selected:null,selecting:null,start:null,stop:null,unselected:null,unselecting:null},_create:function(){var t,i=this;this.element.addClass(&quot;ui-selectable&quot;),this.dragged=!1,this.refresh=function(){t=e(i.options.filter,i.element[0]),t.addClass(&quot;ui-selectee&quot;),t.each(function(){var t=e(this),i=t.offset();e.data(this,&quot;selectable-item&quot;,{element:this,$element:t,left:i.left,top:i.top,right:i.left+t.outerWidth(),bottom:i.top+t.outerHeight(),startselected:!1,selected:t.hasClass(&quot;ui-selected&quot;),selecting:t.hasClass(&quot;ui-selecting&quot;),unselecting:t.hasClass(&quot;ui-unselecting&quot;)})})},this.refresh(),this.selectees=t.addClass(&quot;ui-selectee&quot;),this._mouseInit(),this.helper=e(&quot;&lt;div class='ui-selectable-helper'&gt;&lt;/div&gt;&quot;)},_destroy:function(){this.selectees.removeClass(&quot;ui-selectee&quot;).removeData(&quot;selectable-item&quot;),this.element.removeClass(&quot;ui-selectable ui-selectable-disabled&quot;),this._mouseDestroy()},_mouseStart:function(t){var i=this,s=this.options;this.opos=[t.pageX,t.pageY],this.options.disabled||(this.selectees=e(s.filter,this.element[0]),this._trigger(&quot;start&quot;,t),e(s.appendTo).append(this.helper),this.helper.css({left:t.pageX,top:t.pageY,width:0,height:0}),s.autoRefresh&amp;&amp;this.refresh(),this.selectees.filter(&quot;.ui-selected&quot;).each(function(){var s=e.data(this,&quot;selectable-item&quot;);s.startselected=!0,t.metaKey||t.ctrlKey||(s.$element.removeClass(&quot;ui-selected&quot;),s.selected=!1,s.$element.addClass(&quot;ui-unselecting&quot;),s.unselecting=!0,i._trigger(&quot;unselecting&quot;,t,{unselecting:s.element}))}),e(t.target).parents().addBack().each(function(){var s,n=e.data(this,&quot;selectable-item&quot;);return n?(s=!t.metaKey&amp;&amp;!t.ctrlKey||!n.$element.hasClass(&quot;ui-selected&quot;),n.$element.removeClass(s?&quot;ui-unselecting&quot;:&quot;ui-selected&quot;).addClass(s?&quot;ui-selecting&quot;:&quot;ui-unselecting&quot;),n.unselecting=!s,n.selecting=s,n.selected=s,s?i._trigger(&quot;selecting&quot;,t,{selecting:n.element}):i._trigger(&quot;unselecting&quot;,t,{unselecting:n.element}),!1):void 0}))},_mouseDrag:function(t){if(this.dragged=!0,!this.options.disabled){var i,s=this,n=this.options,a=this.opos[0],o=this.opos[1],r=t.pageX,h=t.pageY;return a&gt;r&amp;&amp;(i=r,r=a,a=i),o&gt;h&amp;&amp;(i=h,h=o,o=i),this.helper.css({left:a,top:o,width:r-a,height:h-o}),this.selectees.each(function(){var i=e.data(this,&quot;selectable-item&quot;),l=!1;
i&amp;&amp;i.element!==s.element[0]&amp;&amp;(&quot;touch&quot;===n.tolerance?l=!(i.left&gt;r||a&gt;i.right||i.top&gt;h||o&gt;i.bottom):&quot;fit&quot;===n.tolerance&amp;&amp;(l=i.left&gt;a&amp;&amp;r&gt;i.right&amp;&amp;i.top&gt;o&amp;&amp;h&gt;i.bottom),l?(i.selected&amp;&amp;(i.$element.removeClass(&quot;ui-selected&quot;),i.selected=!1),i.unselecting&amp;&amp;(i.$element.removeClass(&quot;ui-unselecting&quot;),i.unselecting=!1),i.selecting||(i.$element.addClass(&quot;ui-selecting&quot;),i.selecting=!0,s._trigger(&quot;selecting&quot;,t,{selecting:i.element}))):(i.selecting&amp;&amp;((t.metaKey||t.ctrlKey)&amp;&amp;i.startselected?(i.$element.removeClass(&quot;ui-selecting&quot;),i.selecting=!1,i.$element.addClass(&quot;ui-selected&quot;),i.selected=!0):(i.$element.removeClass(&quot;ui-selecting&quot;),i.selecting=!1,i.startselected&amp;&amp;(i.$element.addClass(&quot;ui-unselecting&quot;),i.unselecting=!0),s._trigger(&quot;unselecting&quot;,t,{unselecting:i.element}))),i.selected&amp;&amp;(t.metaKey||t.ctrlKey||i.startselected||(i.$element.removeClass(&quot;ui-selected&quot;),i.selected=!1,i.$element.addClass(&quot;ui-unselecting&quot;),i.unselecting=!0,s._trigger(&quot;unselecting&quot;,t,{unselecting:i.element})))))}),!1}},_mouseStop:function(t){var i=this;return this.dragged=!1,e(&quot;.ui-unselecting&quot;,this.element[0]).each(function(){var s=e.data(this,&quot;selectable-item&quot;);s.$element.removeClass(&quot;ui-unselecting&quot;),s.unselecting=!1,s.startselected=!1,i._trigger(&quot;unselected&quot;,t,{unselected:s.element})}),e(&quot;.ui-selecting&quot;,this.element[0]).each(function(){var s=e.data(this,&quot;selectable-item&quot;);s.$element.removeClass(&quot;ui-selecting&quot;).addClass(&quot;ui-selected&quot;),s.selecting=!1,s.selected=!0,s.startselected=!0,i._trigger(&quot;selected&quot;,t,{selected:s.element})}),this._trigger(&quot;stop&quot;,t),this.helper.remove(),!1}}),e.widget(&quot;ui.sortable&quot;,e.ui.mouse,{version:&quot;1.11.4&quot;,widgetEventPrefix:&quot;sort&quot;,ready:!1,options:{appendTo:&quot;parent&quot;,axis:!1,connectWith:!1,containment:!1,cursor:&quot;auto&quot;,cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:&quot;original&quot;,items:&quot;&gt; *&quot;,opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:&quot;default&quot;,tolerance:&quot;intersect&quot;,zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_isOverAxis:function(e,t,i){return e&gt;=t&amp;&amp;t+i&gt;e},_isFloating:function(e){return/left|right/.test(e.css(&quot;float&quot;))||/inline|table-cell/.test(e.css(&quot;display&quot;))},_create:function(){this.containerCache={},this.element.addClass(&quot;ui-sortable&quot;),this.refresh(),this.offset=this.element.offset(),this._mouseInit(),this._setHandleClassName(),this.ready=!0},_setOption:function(e,t){this._super(e,t),&quot;handle&quot;===e&amp;&amp;this._setHandleClassName()},_setHandleClassName:function(){this.element.find(&quot;.ui-sortable-handle&quot;).removeClass(&quot;ui-sortable-handle&quot;),e.each(this.items,function(){(this.instance.options.handle?this.item.find(this.instance.options.handle):this.item).addClass(&quot;ui-sortable-handle&quot;)})},_destroy:function(){this.element.removeClass(&quot;ui-sortable ui-sortable-disabled&quot;).find(&quot;.ui-sortable-handle&quot;).removeClass(&quot;ui-sortable-handle&quot;),this._mouseDestroy();for(var e=this.items.length-1;e&gt;=0;e--)this.items[e].item.removeData(this.widgetName+&quot;-item&quot;);return this},_mouseCapture:function(t,i){var s=null,n=!1,a=this;return this.reverting?!1:this.options.disabled||&quot;static&quot;===this.options.type?!1:(this._refreshItems(t),e(t.target).parents().each(function(){return e.data(this,a.widgetName+&quot;-item&quot;)===a?(s=e(this),!1):void 0}),e.data(t.target,a.widgetName+&quot;-item&quot;)===a&amp;&amp;(s=e(t.target)),s?!this.options.handle||i||(e(this.options.handle,s).find(&quot;*&quot;).addBack().each(function(){this===t.target&amp;&amp;(n=!0)}),n)?(this.currentItem=s,this._removeCurrentsFromItems(),!0):!1:!1)},_mouseStart:function(t,i,s){var n,a,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(t),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},e.extend(this.offset,{click:{left:t.pageX-this.offset.left,top:t.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css(&quot;position&quot;,&quot;absolute&quot;),this.cssPosition=this.helper.css(&quot;position&quot;),this.originalPosition=this._generatePosition(t),this.originalPageX=t.pageX,this.originalPageY=t.pageY,o.cursorAt&amp;&amp;this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&amp;&amp;this.currentItem.hide(),this._createPlaceholder(),o.containment&amp;&amp;this._setContainment(),o.cursor&amp;&amp;&quot;auto&quot;!==o.cursor&amp;&amp;(a=this.document.find(&quot;body&quot;),this.storedCursor=a.css(&quot;cursor&quot;),a.css(&quot;cursor&quot;,o.cursor),this.storedStylesheet=e(&quot;&lt;style&gt;*{ cursor: &quot;+o.cursor+&quot; !important; }&lt;/style&gt;&quot;).appendTo(a)),o.opacity&amp;&amp;(this.helper.css(&quot;opacity&quot;)&amp;&amp;(this._storedOpacity=this.helper.css(&quot;opacity&quot;)),this.helper.css(&quot;opacity&quot;,o.opacity)),o.zIndex&amp;&amp;(this.helper.css(&quot;zIndex&quot;)&amp;&amp;(this._storedZIndex=this.helper.css(&quot;zIndex&quot;)),this.helper.css(&quot;zIndex&quot;,o.zIndex)),this.scrollParent[0]!==this.document[0]&amp;&amp;&quot;HTML&quot;!==this.scrollParent[0].tagName&amp;&amp;(this.overflowOffset=this.scrollParent.offset()),this._trigger(&quot;start&quot;,t,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!s)for(n=this.containers.length-1;n&gt;=0;n--)this.containers[n]._trigger(&quot;activate&quot;,t,this._uiHash(this));return e.ui.ddmanager&amp;&amp;(e.ui.ddmanager.current=this),e.ui.ddmanager&amp;&amp;!o.dropBehaviour&amp;&amp;e.ui.ddmanager.prepareOffsets(this,t),this.dragging=!0,this.helper.addClass(&quot;ui-sortable-helper&quot;),this._mouseDrag(t),!0},_mouseDrag:function(t){var i,s,n,a,o=this.options,r=!1;for(this.position=this._generatePosition(t),this.positionAbs=this._convertPositionTo(&quot;absolute&quot;),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&amp;&amp;(this.scrollParent[0]!==this.document[0]&amp;&amp;&quot;HTML&quot;!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-t.pageY&lt;o.scrollSensitivity?this.scrollParent[0].scrollTop=r=this.scrollParent[0].scrollTop+o.scrollSpeed:t.pageY-this.overflowOffset.top&lt;o.scrollSensitivity&amp;&amp;(this.scrollParent[0].scrollTop=r=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-t.pageX&lt;o.scrollSensitivity?this.scrollParent[0].scrollLeft=r=this.scrollParent[0].scrollLeft+o.scrollSpeed:t.pageX-this.overflowOffset.left&lt;o.scrollSensitivity&amp;&amp;(this.scrollParent[0].scrollLeft=r=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(t.pageY-this.document.scrollTop()&lt;o.scrollSensitivity?r=this.document.scrollTop(this.document.scrollTop()-o.scrollSpeed):this.window.height()-(t.pageY-this.document.scrollTop())&lt;o.scrollSensitivity&amp;&amp;(r=this.document.scrollTop(this.document.scrollTop()+o.scrollSpeed)),t.pageX-this.document.scrollLeft()&lt;o.scrollSensitivity?r=this.document.scrollLeft(this.document.scrollLeft()-o.scrollSpeed):this.window.width()-(t.pageX-this.document.scrollLeft())&lt;o.scrollSensitivity&amp;&amp;(r=this.document.scrollLeft(this.document.scrollLeft()+o.scrollSpeed))),r!==!1&amp;&amp;e.ui.ddmanager&amp;&amp;!o.dropBehaviour&amp;&amp;e.ui.ddmanager.prepareOffsets(this,t)),this.positionAbs=this._convertPositionTo(&quot;absolute&quot;),this.options.axis&amp;&amp;&quot;y&quot;===this.options.axis||(this.helper[0].style.left=this.position.left+&quot;px&quot;),this.options.axis&amp;&amp;&quot;x&quot;===this.options.axis||(this.helper[0].style.top=this.position.top+&quot;px&quot;),i=this.items.length-1;i&gt;=0;i--)if(s=this.items[i],n=s.item[0],a=this._intersectsWithPointer(s),a&amp;&amp;s.instance===this.currentContainer&amp;&amp;n!==this.currentItem[0]&amp;&amp;this.placeholder[1===a?&quot;next&quot;:&quot;prev&quot;]()[0]!==n&amp;&amp;!e.contains(this.placeholder[0],n)&amp;&amp;(&quot;semi-dynamic&quot;===this.options.type?!e.contains(this.element[0],n):!0)){if(this.direction=1===a?&quot;down&quot;:&quot;up&quot;,&quot;pointer&quot;!==this.options.tolerance&amp;&amp;!this._intersectsWithSides(s))break;this._rearrange(t,s),this._trigger(&quot;change&quot;,t,this._uiHash());break}return this._contactContainers(t),e.ui.ddmanager&amp;&amp;e.ui.ddmanager.drag(this,t),this._trigger(&quot;sort&quot;,t,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(t,i){if(t){if(e.ui.ddmanager&amp;&amp;!this.options.dropBehaviour&amp;&amp;e.ui.ddmanager.drop(this,t),this.options.revert){var s=this,n=this.placeholder.offset(),a=this.options.axis,o={};a&amp;&amp;&quot;x&quot;!==a||(o.left=n.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===this.document[0].body?0:this.offsetParent[0].scrollLeft)),a&amp;&amp;&quot;y&quot;!==a||(o.top=n.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===this.document[0].body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,e(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){s._clear(t)})}else this._clear(t,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),&quot;original&quot;===this.options.helper?this.currentItem.css(this._storedCSS).removeClass(&quot;ui-sortable-helper&quot;):this.currentItem.show();for(var t=this.containers.length-1;t&gt;=0;t--)this.containers[t]._trigger(&quot;deactivate&quot;,null,this._uiHash(this)),this.containers[t].containerCache.over&amp;&amp;(this.containers[t]._trigger(&quot;out&quot;,null,this._uiHash(this)),this.containers[t].containerCache.over=0)}return this.placeholder&amp;&amp;(this.placeholder[0].parentNode&amp;&amp;this.placeholder[0].parentNode.removeChild(this.placeholder[0]),&quot;original&quot;!==this.options.helper&amp;&amp;this.helper&amp;&amp;this.helper[0].parentNode&amp;&amp;this.helper.remove(),e.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?e(this.domPosition.prev).after(this.currentItem):e(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(t){var i=this._getItemsAsjQuery(t&amp;&amp;t.connected),s=[];return t=t||{},e(i).each(function(){var i=(e(t.item||this).attr(t.attribute||&quot;id&quot;)||&quot;&quot;).match(t.expression||/(.+)[\-=_](.+)/);i&amp;&amp;s.push((t.key||i[1]+&quot;[]&quot;)+&quot;=&quot;+(t.key&amp;&amp;t.expression?i[1]:i[2]))}),!s.length&amp;&amp;t.key&amp;&amp;s.push(t.key+&quot;=&quot;),s.join(&quot;&amp;&quot;)},toArray:function(t){var i=this._getItemsAsjQuery(t&amp;&amp;t.connected),s=[];return t=t||{},i.each(function(){s.push(e(t.item||this).attr(t.attribute||&quot;id&quot;)||&quot;&quot;)}),s},_intersectsWith:function(e){var t=this.positionAbs.left,i=t+this.helperProportions.width,s=this.positionAbs.top,n=s+this.helperProportions.height,a=e.left,o=a+e.width,r=e.top,h=r+e.height,l=this.offset.click.top,u=this.offset.click.left,d=&quot;x&quot;===this.options.axis||s+l&gt;r&amp;&amp;h&gt;s+l,c=&quot;y&quot;===this.options.axis||t+u&gt;a&amp;&amp;o&gt;t+u,p=d&amp;&amp;c;return&quot;pointer&quot;===this.options.tolerance||this.options.forcePointerForContainers||&quot;pointer&quot;!==this.options.tolerance&amp;&amp;this.helperProportions[this.floating?&quot;width&quot;:&quot;height&quot;]&gt;e[this.floating?&quot;width&quot;:&quot;height&quot;]?p:t+this.helperProportions.width/2&gt;a&amp;&amp;o&gt;i-this.helperProportions.width/2&amp;&amp;s+this.helperProportions.height/2&gt;r&amp;&amp;h&gt;n-this.helperProportions.height/2},_intersectsWithPointer:function(e){var t=&quot;x&quot;===this.options.axis||this._isOverAxis(this.positionAbs.top+this.offset.click.top,e.top,e.height),i=&quot;y&quot;===this.options.axis||this._isOverAxis(this.positionAbs.left+this.offset.click.left,e.left,e.width),s=t&amp;&amp;i,n=this._getDragVerticalDirection(),a=this._getDragHorizontalDirection();return s?this.floating?a&amp;&amp;&quot;right&quot;===a||&quot;down&quot;===n?2:1:n&amp;&amp;(&quot;down&quot;===n?2:1):!1},_intersectsWithSides:function(e){var t=this._isOverAxis(this.positionAbs.top+this.offset.click.top,e.top+e.height/2,e.height),i=this._isOverAxis(this.positionAbs.left+this.offset.click.left,e.left+e.width/2,e.width),s=this._getDragVerticalDirection(),n=this._getDragHorizontalDirection();return this.floating&amp;&amp;n?&quot;right&quot;===n&amp;&amp;i||&quot;left&quot;===n&amp;&amp;!i:s&amp;&amp;(&quot;down&quot;===s&amp;&amp;t||&quot;up&quot;===s&amp;&amp;!t)},_getDragVerticalDirection:function(){var e=this.positionAbs.top-this.lastPositionAbs.top;return 0!==e&amp;&amp;(e&gt;0?&quot;down&quot;:&quot;up&quot;)},_getDragHorizontalDirection:function(){var e=this.positionAbs.left-this.lastPositionAbs.left;return 0!==e&amp;&amp;(e&gt;0?&quot;right&quot;:&quot;left&quot;)},refresh:function(e){return this._refreshItems(e),this._setHandleClassName(),this.refreshPositions(),this},_connectWith:function(){var e=this.options;return e.connectWith.constructor===String?[e.connectWith]:e.connectWith},_getItemsAsjQuery:function(t){function i(){r.push(this)}var s,n,a,o,r=[],h=[],l=this._connectWith();if(l&amp;&amp;t)for(s=l.length-1;s&gt;=0;s--)for(a=e(l[s],this.document[0]),n=a.length-1;n&gt;=0;n--)o=e.data(a[n],this.widgetFullName),o&amp;&amp;o!==this&amp;&amp;!o.options.disabled&amp;&amp;h.push([e.isFunction(o.options.items)?o.options.items.call(o.element):e(o.options.items,o.element).not(&quot;.ui-sortable-helper&quot;).not(&quot;.ui-sortable-placeholder&quot;),o]);for(h.push([e.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):e(this.options.items,this.element).not(&quot;.ui-sortable-helper&quot;).not(&quot;.ui-sortable-placeholder&quot;),this]),s=h.length-1;s&gt;=0;s--)h[s][0].each(i);return e(r)},_removeCurrentsFromItems:function(){var t=this.currentItem.find(&quot;:data(&quot;+this.widgetName+&quot;-item)&quot;);this.items=e.grep(this.items,function(e){for(var i=0;t.length&gt;i;i++)if(t[i]===e.item[0])return!1;return!0})},_refreshItems:function(t){this.items=[],this.containers=[this];var i,s,n,a,o,r,h,l,u=this.items,d=[[e.isFunction(this.options.items)?this.options.items.call(this.element[0],t,{item:this.currentItem}):e(this.options.items,this.element),this]],c=this._connectWith();if(c&amp;&amp;this.ready)for(i=c.length-1;i&gt;=0;i--)for(n=e(c[i],this.document[0]),s=n.length-1;s&gt;=0;s--)a=e.data(n[s],this.widgetFullName),a&amp;&amp;a!==this&amp;&amp;!a.options.disabled&amp;&amp;(d.push([e.isFunction(a.options.items)?a.options.items.call(a.element[0],t,{item:this.currentItem}):e(a.options.items,a.element),a]),this.containers.push(a));for(i=d.length-1;i&gt;=0;i--)for(o=d[i][1],r=d[i][0],s=0,l=r.length;l&gt;s;s++)h=e(r[s]),h.data(this.widgetName+&quot;-item&quot;,o),u.push({item:h,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(t){this.floating=this.items.length?&quot;x&quot;===this.options.axis||this._isFloating(this.items[0].item):!1,this.offsetParent&amp;&amp;this.helper&amp;&amp;(this.offset.parent=this._getParentOffset());var i,s,n,a;for(i=this.items.length-1;i&gt;=0;i--)s=this.items[i],s.instance!==this.currentContainer&amp;&amp;this.currentContainer&amp;&amp;s.item[0]!==this.currentItem[0]||(n=this.options.toleranceElement?e(this.options.toleranceElement,s.item):s.item,t||(s.width=n.outerWidth(),s.height=n.outerHeight()),a=n.offset(),s.left=a.left,s.top=a.top);if(this.options.custom&amp;&amp;this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i&gt;=0;i--)a=this.containers[i].element.offset(),this.containers[i].containerCache.left=a.left,this.containers[i].containerCache.top=a.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(t){t=t||this;var i,s=t.options;s.placeholder&amp;&amp;s.placeholder.constructor!==String||(i=s.placeholder,s.placeholder={element:function(){var s=t.currentItem[0].nodeName.toLowerCase(),n=e(&quot;&lt;&quot;+s+&quot;&gt;&quot;,t.document[0]).addClass(i||t.currentItem[0].className+&quot; ui-sortable-placeholder&quot;).removeClass(&quot;ui-sortable-helper&quot;);return&quot;tbody&quot;===s?t._createTrPlaceholder(t.currentItem.find(&quot;tr&quot;).eq(0),e(&quot;&lt;tr&gt;&quot;,t.document[0]).appendTo(n)):&quot;tr&quot;===s?t._createTrPlaceholder(t.currentItem,n):&quot;img&quot;===s&amp;&amp;n.attr(&quot;src&quot;,t.currentItem.attr(&quot;src&quot;)),i||n.css(&quot;visibility&quot;,&quot;hidden&quot;),n},update:function(e,n){(!i||s.forcePlaceholderSize)&amp;&amp;(n.height()||n.height(t.currentItem.innerHeight()-parseInt(t.currentItem.css(&quot;paddingTop&quot;)||0,10)-parseInt(t.currentItem.css(&quot;paddingBottom&quot;)||0,10)),n.width()||n.width(t.currentItem.innerWidth()-parseInt(t.currentItem.css(&quot;paddingLeft&quot;)||0,10)-parseInt(t.currentItem.css(&quot;paddingRight&quot;)||0,10)))}}),t.placeholder=e(s.placeholder.element.call(t.element,t.currentItem)),t.currentItem.after(t.placeholder),s.placeholder.update(t,t.placeholder)},_createTrPlaceholder:function(t,i){var s=this;t.children().each(function(){e(&quot;&lt;td&gt;&amp;#160;&lt;/td&gt;&quot;,s.document[0]).attr(&quot;colspan&quot;,e(this).attr(&quot;colspan&quot;)||1).appendTo(i)})},_contactContainers:function(t){var i,s,n,a,o,r,h,l,u,d,c=null,p=null;for(i=this.containers.length-1;i&gt;=0;i--)if(!e.contains(this.currentItem[0],this.containers[i].element[0]))if(this._intersectsWith(this.containers[i].containerCache)){if(c&amp;&amp;e.contains(this.containers[i].element[0],c.element[0]))continue;c=this.containers[i],p=i}else this.containers[i].containerCache.over&amp;&amp;(this.containers[i]._trigger(&quot;out&quot;,t,this._uiHash(this)),this.containers[i].containerCache.over=0);if(c)if(1===this.containers.length)this.containers[p].containerCache.over||(this.containers[p]._trigger(&quot;over&quot;,t,this._uiHash(this)),this.containers[p].containerCache.over=1);else{for(n=1e4,a=null,u=c.floating||this._isFloating(this.currentItem),o=u?&quot;left&quot;:&quot;top&quot;,r=u?&quot;width&quot;:&quot;height&quot;,d=u?&quot;clientX&quot;:&quot;clientY&quot;,s=this.items.length-1;s&gt;=0;s--)e.contains(this.containers[p].element[0],this.items[s].item[0])&amp;&amp;this.items[s].item[0]!==this.currentItem[0]&amp;&amp;(h=this.items[s].item.offset()[o],l=!1,t[d]-h&gt;this.items[s][r]/2&amp;&amp;(l=!0),n&gt;Math.abs(t[d]-h)&amp;&amp;(n=Math.abs(t[d]-h),a=this.items[s],this.direction=l?&quot;up&quot;:&quot;down&quot;));if(!a&amp;&amp;!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[p])return this.currentContainer.containerCache.over||(this.containers[p]._trigger(&quot;over&quot;,t,this._uiHash()),this.currentContainer.containerCache.over=1),void 0;a?this._rearrange(t,a,null,!0):this._rearrange(t,null,this.containers[p].element,!0),this._trigger(&quot;change&quot;,t,this._uiHash()),this.containers[p]._trigger(&quot;change&quot;,t,this._uiHash(this)),this.currentContainer=this.containers[p],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[p]._trigger(&quot;over&quot;,t,this._uiHash(this)),this.containers[p].containerCache.over=1}},_createHelper:function(t){var i=this.options,s=e.isFunction(i.helper)?e(i.helper.apply(this.element[0],[t,this.currentItem])):&quot;clone&quot;===i.helper?this.currentItem.clone():this.currentItem;return s.parents(&quot;body&quot;).length||e(&quot;parent&quot;!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(s[0]),s[0]===this.currentItem[0]&amp;&amp;(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css(&quot;position&quot;),top:this.currentItem.css(&quot;top&quot;),left:this.currentItem.css(&quot;left&quot;)}),(!s[0].style.width||i.forceHelperSize)&amp;&amp;s.width(this.currentItem.width()),(!s[0].style.height||i.forceHelperSize)&amp;&amp;s.height(this.currentItem.height()),s},_adjustOffsetFromHelper:function(t){&quot;string&quot;==typeof t&amp;&amp;(t=t.split(&quot; &quot;)),e.isArray(t)&amp;&amp;(t={left:+t[0],top:+t[1]||0}),&quot;left&quot;in t&amp;&amp;(this.offset.click.left=t.left+this.margins.left),&quot;right&quot;in t&amp;&amp;(this.offset.click.left=this.helperProportions.width-t.right+this.margins.left),&quot;top&quot;in t&amp;&amp;(this.offset.click.top=t.top+this.margins.top),&quot;bottom&quot;in t&amp;&amp;(this.offset.click.top=this.helperProportions.height-t.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var t=this.offsetParent.offset();return&quot;absolute&quot;===this.cssPosition&amp;&amp;this.scrollParent[0]!==this.document[0]&amp;&amp;e.contains(this.scrollParent[0],this.offsetParent[0])&amp;&amp;(t.left+=this.scrollParent.scrollLeft(),t.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===this.document[0].body||this.offsetParent[0].tagName&amp;&amp;&quot;html&quot;===this.offsetParent[0].tagName.toLowerCase()&amp;&amp;e.ui.ie)&amp;&amp;(t={top:0,left:0}),{top:t.top+(parseInt(this.offsetParent.css(&quot;borderTopWidth&quot;),10)||0),left:t.left+(parseInt(this.offsetParent.css(&quot;borderLeftWidth&quot;),10)||0)}},_getRelativeOffset:function(){if(&quot;relative&quot;===this.cssPosition){var e=this.currentItem.position();return{top:e.top-(parseInt(this.helper.css(&quot;top&quot;),10)||0)+this.scrollParent.scrollTop(),left:e.left-(parseInt(this.helper.css(&quot;left&quot;),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css(&quot;marginLeft&quot;),10)||0,top:parseInt(this.currentItem.css(&quot;marginTop&quot;),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var t,i,s,n=this.options;&quot;parent&quot;===n.containment&amp;&amp;(n.containment=this.helper[0].parentNode),(&quot;document&quot;===n.containment||&quot;window&quot;===n.containment)&amp;&amp;(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,&quot;document&quot;===n.containment?this.document.width():this.window.width()-this.helperProportions.width-this.margins.left,(&quot;document&quot;===n.containment?this.document.width():this.window.height()||this.document[0].body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(n.containment)||(t=e(n.containment)[0],i=e(n.containment).offset(),s=&quot;hidden&quot;!==e(t).css(&quot;overflow&quot;),this.containment=[i.left+(parseInt(e(t).css(&quot;borderLeftWidth&quot;),10)||0)+(parseInt(e(t).css(&quot;paddingLeft&quot;),10)||0)-this.margins.left,i.top+(parseInt(e(t).css(&quot;borderTopWidth&quot;),10)||0)+(parseInt(e(t).css(&quot;paddingTop&quot;),10)||0)-this.margins.top,i.left+(s?Math.max(t.scrollWidth,t.offsetWidth):t.offsetWidth)-(parseInt(e(t).css(&quot;borderLeftWidth&quot;),10)||0)-(parseInt(e(t).css(&quot;paddingRight&quot;),10)||0)-this.helperProportions.width-this.margins.left,i.top+(s?Math.max(t.scrollHeight,t.offsetHeight):t.offsetHeight)-(parseInt(e(t).css(&quot;borderTopWidth&quot;),10)||0)-(parseInt(e(t).css(&quot;paddingBottom&quot;),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(t,i){i||(i=this.position);var s=&quot;absolute&quot;===t?1:-1,n=&quot;absolute&quot;!==this.cssPosition||this.scrollParent[0]!==this.document[0]&amp;&amp;e.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,a=/(html|body)/i.test(n[0].tagName);return{top:i.top+this.offset.relative.top*s+this.offset.parent.top*s-(&quot;fixed&quot;===this.cssPosition?-this.scrollParent.scrollTop():a?0:n.scrollTop())*s,left:i.left+this.offset.relative.left*s+this.offset.parent.left*s-(&quot;fixed&quot;===this.cssPosition?-this.scrollParent.scrollLeft():a?0:n.scrollLeft())*s}},_generatePosition:function(t){var i,s,n=this.options,a=t.pageX,o=t.pageY,r=&quot;absolute&quot;!==this.cssPosition||this.scrollParent[0]!==this.document[0]&amp;&amp;e.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,h=/(html|body)/i.test(r[0].tagName);return&quot;relative&quot;!==this.cssPosition||this.scrollParent[0]!==this.document[0]&amp;&amp;this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&amp;&amp;(this.containment&amp;&amp;(t.pageX-this.offset.click.left&lt;this.containment[0]&amp;&amp;(a=this.containment[0]+this.offset.click.left),t.pageY-this.offset.click.top&lt;this.containment[1]&amp;&amp;(o=this.containment[1]+this.offset.click.top),t.pageX-this.offset.click.left&gt;this.containment[2]&amp;&amp;(a=this.containment[2]+this.offset.click.left),t.pageY-this.offset.click.top&gt;this.containment[3]&amp;&amp;(o=this.containment[3]+this.offset.click.top)),n.grid&amp;&amp;(i=this.originalPageY+Math.round((o-this.originalPageY)/n.grid[1])*n.grid[1],o=this.containment?i-this.offset.click.top&gt;=this.containment[1]&amp;&amp;i-this.offset.click.top&lt;=this.containment[3]?i:i-this.offset.click.top&gt;=this.containment[1]?i-n.grid[1]:i+n.grid[1]:i,s=this.originalPageX+Math.round((a-this.originalPageX)/n.grid[0])*n.grid[0],a=this.containment?s-this.offset.click.left&gt;=this.containment[0]&amp;&amp;s-this.offset.click.left&lt;=this.containment[2]?s:s-this.offset.click.left&gt;=this.containment[0]?s-n.grid[0]:s+n.grid[0]:s)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(&quot;fixed&quot;===this.cssPosition?-this.scrollParent.scrollTop():h?0:r.scrollTop()),left:a-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(&quot;fixed&quot;===this.cssPosition?-this.scrollParent.scrollLeft():h?0:r.scrollLeft())}},_rearrange:function(e,t,i,s){i?i[0].appendChild(this.placeholder[0]):t.item[0].parentNode.insertBefore(this.placeholder[0],&quot;down&quot;===this.direction?t.item[0]:t.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var n=this.counter;this._delay(function(){n===this.counter&amp;&amp;this.refreshPositions(!s)})},_clear:function(e,t){function i(e,t,i){return function(s){i._trigger(e,s,t._uiHash(t))}}this.reverting=!1;var s,n=[];if(!this._noFinalSort&amp;&amp;this.currentItem.parent().length&amp;&amp;this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(s in this._storedCSS)(&quot;auto&quot;===this._storedCSS[s]||&quot;static&quot;===this._storedCSS[s])&amp;&amp;(this._storedCSS[s]=&quot;&quot;);this.currentItem.css(this._storedCSS).removeClass(&quot;ui-sortable-helper&quot;)}else this.currentItem.show();for(this.fromOutside&amp;&amp;!t&amp;&amp;n.push(function(e){this._trigger(&quot;receive&quot;,e,this._uiHash(this.fromOutside))}),!this.fromOutside&amp;&amp;this.domPosition.prev===this.currentItem.prev().not(&quot;.ui-sortable-helper&quot;)[0]&amp;&amp;this.domPosition.parent===this.currentItem.parent()[0]||t||n.push(function(e){this._trigger(&quot;update&quot;,e,this._uiHash())}),this!==this.currentContainer&amp;&amp;(t||(n.push(function(e){this._trigger(&quot;remove&quot;,e,this._uiHash())}),n.push(function(e){return function(t){e._trigger(&quot;receive&quot;,t,this._uiHash(this))}}.call(this,this.currentContainer)),n.push(function(e){return function(t){e._trigger(&quot;update&quot;,t,this._uiHash(this))}}.call(this,this.currentContainer)))),s=this.containers.length-1;s&gt;=0;s--)t||n.push(i(&quot;deactivate&quot;,this,this.containers[s])),this.containers[s].containerCache.over&amp;&amp;(n.push(i(&quot;out&quot;,this,this.containers[s])),this.containers[s].containerCache.over=0);if(this.storedCursor&amp;&amp;(this.document.find(&quot;body&quot;).css(&quot;cursor&quot;,this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&amp;&amp;this.helper.css(&quot;opacity&quot;,this._storedOpacity),this._storedZIndex&amp;&amp;this.helper.css(&quot;zIndex&quot;,&quot;auto&quot;===this._storedZIndex?&quot;&quot;:this._storedZIndex),this.dragging=!1,t||this._trigger(&quot;beforeStop&quot;,e,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.cancelHelperRemoval||(this.helper[0]!==this.currentItem[0]&amp;&amp;this.helper.remove(),this.helper=null),!t){for(s=0;n.length&gt;s;s++)n[s].call(this,e);this._trigger(&quot;stop&quot;,e,this._uiHash())}return this.fromOutside=!1,!this.cancelHelperRemoval},_trigger:function(){e.Widget.prototype._trigger.apply(this,arguments)===!1&amp;&amp;this.cancel()},_uiHash:function(t){var i=t||this;return{helper:i.helper,placeholder:i.placeholder||e([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:t?t.element:null}}}),e.widget(&quot;ui.accordion&quot;,{version:&quot;1.11.4&quot;,options:{active:0,animate:{},collapsible:!1,event:&quot;click&quot;,header:&quot;&gt; li &gt; :first-child,&gt; :not(li):even&quot;,heightStyle:&quot;auto&quot;,icons:{activeHeader:&quot;ui-icon-triangle-1-s&quot;,header:&quot;ui-icon-triangle-1-e&quot;},activate:null,beforeActivate:null},hideProps:{borderTopWidth:&quot;hide&quot;,borderBottomWidth:&quot;hide&quot;,paddingTop:&quot;hide&quot;,paddingBottom:&quot;hide&quot;,height:&quot;hide&quot;},showProps:{borderTopWidth:&quot;show&quot;,borderBottomWidth:&quot;show&quot;,paddingTop:&quot;show&quot;,paddingBottom:&quot;show&quot;,height:&quot;show&quot;},_create:function(){var t=this.options;this.prevShow=this.prevHide=e(),this.element.addClass(&quot;ui-accordion ui-widget ui-helper-reset&quot;).attr(&quot;role&quot;,&quot;tablist&quot;),t.collapsible||t.active!==!1&amp;&amp;null!=t.active||(t.active=0),this._processPanels(),0&gt;t.active&amp;&amp;(t.active+=this.headers.length),this._refresh()},_getCreateEventData:function(){return{header:this.active,panel:this.active.length?this.active.next():e()}},_createIcons:function(){var t=this.options.icons;t&amp;&amp;(e(&quot;&lt;span&gt;&quot;).addClass(&quot;ui-accordion-header-icon ui-icon &quot;+t.header).prependTo(this.headers),this.active.children(&quot;.ui-accordion-header-icon&quot;).removeClass(t.header).addClass(t.activeHeader),this.headers.addClass(&quot;ui-accordion-icons&quot;))},_destroyIcons:function(){this.headers.removeClass(&quot;ui-accordion-icons&quot;).children(&quot;.ui-accordion-header-icon&quot;).remove()},_destroy:function(){var e;this.element.removeClass(&quot;ui-accordion ui-widget ui-helper-reset&quot;).removeAttr(&quot;role&quot;),this.headers.removeClass(&quot;ui-accordion-header ui-accordion-header-active ui-state-default ui-corner-all ui-state-active ui-state-disabled ui-corner-top&quot;).removeAttr(&quot;role&quot;).removeAttr(&quot;aria-expanded&quot;).removeAttr(&quot;aria-selected&quot;).removeAttr(&quot;aria-controls&quot;).removeAttr(&quot;tabIndex&quot;).removeUniqueId(),this._destroyIcons(),e=this.headers.next().removeClass(&quot;ui-helper-reset ui-widget-content ui-corner-bottom ui-accordion-content ui-accordion-content-active ui-state-disabled&quot;).css(&quot;display&quot;,&quot;&quot;).removeAttr(&quot;role&quot;).removeAttr(&quot;aria-hidden&quot;).removeAttr(&quot;aria-labelledby&quot;).removeUniqueId(),&quot;content&quot;!==this.options.heightStyle&amp;&amp;e.css(&quot;height&quot;,&quot;&quot;)},_setOption:function(e,t){return&quot;active&quot;===e?(this._activate(t),void 0):(&quot;event&quot;===e&amp;&amp;(this.options.event&amp;&amp;this._off(this.headers,this.options.event),this._setupEvents(t)),this._super(e,t),&quot;collapsible&quot;!==e||t||this.options.active!==!1||this._activate(0),&quot;icons&quot;===e&amp;&amp;(this._destroyIcons(),t&amp;&amp;this._createIcons()),&quot;disabled&quot;===e&amp;&amp;(this.element.toggleClass(&quot;ui-state-disabled&quot;,!!t).attr(&quot;aria-disabled&quot;,t),this.headers.add(this.headers.next()).toggleClass(&quot;ui-state-disabled&quot;,!!t)),void 0)},_keydown:function(t){if(!t.altKey&amp;&amp;!t.ctrlKey){var i=e.ui.keyCode,s=this.headers.length,n=this.headers.index(t.target),a=!1;switch(t.keyCode){case i.RIGHT:case i.DOWN:a=this.headers[(n+1)%s];break;case i.LEFT:case i.UP:a=this.headers[(n-1+s)%s];break;case i.SPACE:case i.ENTER:this._eventHandler(t);break;case i.HOME:a=this.headers[0];break;case i.END:a=this.headers[s-1]}a&amp;&amp;(e(t.target).attr(&quot;tabIndex&quot;,-1),e(a).attr(&quot;tabIndex&quot;,0),a.focus(),t.preventDefault())}},_panelKeyDown:function(t){t.keyCode===e.ui.keyCode.UP&amp;&amp;t.ctrlKey&amp;&amp;e(t.currentTarget).prev().focus()},refresh:function(){var t=this.options;this._processPanels(),t.active===!1&amp;&amp;t.collapsible===!0||!this.headers.length?(t.active=!1,this.active=e()):t.active===!1?this._activate(0):this.active.length&amp;&amp;!e.contains(this.element[0],this.active[0])?this.headers.length===this.headers.find(&quot;.ui-state-disabled&quot;).length?(t.active=!1,this.active=e()):this._activate(Math.max(0,t.active-1)):t.active=this.headers.index(this.active),this._destroyIcons(),this._refresh()},_processPanels:function(){var e=this.headers,t=this.panels;this.headers=this.element.find(this.options.header).addClass(&quot;ui-accordion-header ui-state-default ui-corner-all&quot;),this.panels=this.headers.next().addClass(&quot;ui-accordion-content ui-helper-reset ui-widget-content ui-corner-bottom&quot;).filter(&quot;:not(.ui-accordion-content-active)&quot;).hide(),t&amp;&amp;(this._off(e.not(this.headers)),this._off(t.not(this.panels)))},_refresh:function(){var t,i=this.options,s=i.heightStyle,n=this.element.parent();this.active=this._findActive(i.active).addClass(&quot;ui-accordion-header-active ui-state-active ui-corner-top&quot;).removeClass(&quot;ui-corner-all&quot;),this.active.next().addClass(&quot;ui-accordion-content-active&quot;).show(),this.headers.attr(&quot;role&quot;,&quot;tab&quot;).each(function(){var t=e(this),i=t.uniqueId().attr(&quot;id&quot;),s=t.next(),n=s.uniqueId().attr(&quot;id&quot;);t.attr(&quot;aria-controls&quot;,n),s.attr(&quot;aria-labelledby&quot;,i)}).next().attr(&quot;role&quot;,&quot;tabpanel&quot;),this.headers.not(this.active).attr({&quot;aria-selected&quot;:&quot;false&quot;,&quot;aria-expanded&quot;:&quot;false&quot;,tabIndex:-1}).next().attr({&quot;aria-hidden&quot;:&quot;true&quot;}).hide(),this.active.length?this.active.attr({&quot;aria-selected&quot;:&quot;true&quot;,&quot;aria-expanded&quot;:&quot;true&quot;,tabIndex:0}).next().attr({&quot;aria-hidden&quot;:&quot;false&quot;}):this.headers.eq(0).attr(&quot;tabIndex&quot;,0),this._createIcons(),this._setupEvents(i.event),&quot;fill&quot;===s?(t=n.height(),this.element.siblings(&quot;:visible&quot;).each(function(){var i=e(this),s=i.css(&quot;position&quot;);&quot;absolute&quot;!==s&amp;&amp;&quot;fixed&quot;!==s&amp;&amp;(t-=i.outerHeight(!0))}),this.headers.each(function(){t-=e(this).outerHeight(!0)}),this.headers.next().each(function(){e(this).height(Math.max(0,t-e(this).innerHeight()+e(this).height()))}).css(&quot;overflow&quot;,&quot;auto&quot;)):&quot;auto&quot;===s&amp;&amp;(t=0,this.headers.next().each(function(){t=Math.max(t,e(this).css(&quot;height&quot;,&quot;&quot;).height())}).height(t))},_activate:function(t){var i=this._findActive(t)[0];i!==this.active[0]&amp;&amp;(i=i||this.active[0],this._eventHandler({target:i,currentTarget:i,preventDefault:e.noop}))},_findActive:function(t){return&quot;number&quot;==typeof t?this.headers.eq(t):e()},_setupEvents:function(t){var i={keydown:&quot;_keydown&quot;};t&amp;&amp;e.each(t.split(&quot; &quot;),function(e,t){i[t]=&quot;_eventHandler&quot;}),this._off(this.headers.add(this.headers.next())),this._on(this.headers,i),this._on(this.headers.next(),{keydown:&quot;_panelKeyDown&quot;}),this._hoverable(this.headers),this._focusable(this.headers)},_eventHandler:function(t){var i=this.options,s=this.active,n=e(t.currentTarget),a=n[0]===s[0],o=a&amp;&amp;i.collapsible,r=o?e():n.next(),h=s.next(),l={oldHeader:s,oldPanel:h,newHeader:o?e():n,newPanel:r};
t.preventDefault(),a&amp;&amp;!i.collapsible||this._trigger(&quot;beforeActivate&quot;,t,l)===!1||(i.active=o?!1:this.headers.index(n),this.active=a?e():n,this._toggle(l),s.removeClass(&quot;ui-accordion-header-active ui-state-active&quot;),i.icons&amp;&amp;s.children(&quot;.ui-accordion-header-icon&quot;).removeClass(i.icons.activeHeader).addClass(i.icons.header),a||(n.removeClass(&quot;ui-corner-all&quot;).addClass(&quot;ui-accordion-header-active ui-state-active ui-corner-top&quot;),i.icons&amp;&amp;n.children(&quot;.ui-accordion-header-icon&quot;).removeClass(i.icons.header).addClass(i.icons.activeHeader),n.next().addClass(&quot;ui-accordion-content-active&quot;)))},_toggle:function(t){var i=t.newPanel,s=this.prevShow.length?this.prevShow:t.oldPanel;this.prevShow.add(this.prevHide).stop(!0,!0),this.prevShow=i,this.prevHide=s,this.options.animate?this._animate(i,s,t):(s.hide(),i.show(),this._toggleComplete(t)),s.attr({&quot;aria-hidden&quot;:&quot;true&quot;}),s.prev().attr({&quot;aria-selected&quot;:&quot;false&quot;,&quot;aria-expanded&quot;:&quot;false&quot;}),i.length&amp;&amp;s.length?s.prev().attr({tabIndex:-1,&quot;aria-expanded&quot;:&quot;false&quot;}):i.length&amp;&amp;this.headers.filter(function(){return 0===parseInt(e(this).attr(&quot;tabIndex&quot;),10)}).attr(&quot;tabIndex&quot;,-1),i.attr(&quot;aria-hidden&quot;,&quot;false&quot;).prev().attr({&quot;aria-selected&quot;:&quot;true&quot;,&quot;aria-expanded&quot;:&quot;true&quot;,tabIndex:0})},_animate:function(e,t,i){var s,n,a,o=this,r=0,h=e.css(&quot;box-sizing&quot;),l=e.length&amp;&amp;(!t.length||e.index()&lt;t.index()),u=this.options.animate||{},d=l&amp;&amp;u.down||u,c=function(){o._toggleComplete(i)};return&quot;number&quot;==typeof d&amp;&amp;(a=d),&quot;string&quot;==typeof d&amp;&amp;(n=d),n=n||d.easing||u.easing,a=a||d.duration||u.duration,t.length?e.length?(s=e.show().outerHeight(),t.animate(this.hideProps,{duration:a,easing:n,step:function(e,t){t.now=Math.round(e)}}),e.hide().animate(this.showProps,{duration:a,easing:n,complete:c,step:function(e,i){i.now=Math.round(e),&quot;height&quot;!==i.prop?&quot;content-box&quot;===h&amp;&amp;(r+=i.now):&quot;content&quot;!==o.options.heightStyle&amp;&amp;(i.now=Math.round(s-t.outerHeight()-r),r=0)}}),void 0):t.animate(this.hideProps,a,n,c):e.animate(this.showProps,a,n,c)},_toggleComplete:function(e){var t=e.oldPanel;t.removeClass(&quot;ui-accordion-content-active&quot;).prev().removeClass(&quot;ui-corner-top&quot;).addClass(&quot;ui-corner-all&quot;),t.length&amp;&amp;(t.parent()[0].className=t.parent()[0].className),this._trigger(&quot;activate&quot;,null,e)}}),e.widget(&quot;ui.menu&quot;,{version:&quot;1.11.4&quot;,defaultElement:&quot;&lt;ul&gt;&quot;,delay:300,options:{icons:{submenu:&quot;ui-icon-carat-1-e&quot;},items:&quot;&gt; *&quot;,menus:&quot;ul&quot;,position:{my:&quot;left-1 top&quot;,at:&quot;right top&quot;},role:&quot;menu&quot;,blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().addClass(&quot;ui-menu ui-widget ui-widget-content&quot;).toggleClass(&quot;ui-menu-icons&quot;,!!this.element.find(&quot;.ui-icon&quot;).length).attr({role:this.options.role,tabIndex:0}),this.options.disabled&amp;&amp;this.element.addClass(&quot;ui-state-disabled&quot;).attr(&quot;aria-disabled&quot;,&quot;true&quot;),this._on({&quot;mousedown .ui-menu-item&quot;:function(e){e.preventDefault()},&quot;click .ui-menu-item&quot;:function(t){var i=e(t.target);!this.mouseHandled&amp;&amp;i.not(&quot;.ui-state-disabled&quot;).length&amp;&amp;(this.select(t),t.isPropagationStopped()||(this.mouseHandled=!0),i.has(&quot;.ui-menu&quot;).length?this.expand(t):!this.element.is(&quot;:focus&quot;)&amp;&amp;e(this.document[0].activeElement).closest(&quot;.ui-menu&quot;).length&amp;&amp;(this.element.trigger(&quot;focus&quot;,[!0]),this.active&amp;&amp;1===this.active.parents(&quot;.ui-menu&quot;).length&amp;&amp;clearTimeout(this.timer)))},&quot;mouseenter .ui-menu-item&quot;:function(t){if(!this.previousFilter){var i=e(t.currentTarget);i.siblings(&quot;.ui-state-active&quot;).removeClass(&quot;ui-state-active&quot;),this.focus(t,i)}},mouseleave:&quot;collapseAll&quot;,&quot;mouseleave .ui-menu&quot;:&quot;collapseAll&quot;,focus:function(e,t){var i=this.active||this.element.find(this.options.items).eq(0);t||this.focus(e,i)},blur:function(t){this._delay(function(){e.contains(this.element[0],this.document[0].activeElement)||this.collapseAll(t)})},keydown:&quot;_keydown&quot;}),this.refresh(),this._on(this.document,{click:function(e){this._closeOnDocumentClick(e)&amp;&amp;this.collapseAll(e),this.mouseHandled=!1}})},_destroy:function(){this.element.removeAttr(&quot;aria-activedescendant&quot;).find(&quot;.ui-menu&quot;).addBack().removeClass(&quot;ui-menu ui-widget ui-widget-content ui-menu-icons ui-front&quot;).removeAttr(&quot;role&quot;).removeAttr(&quot;tabIndex&quot;).removeAttr(&quot;aria-labelledby&quot;).removeAttr(&quot;aria-expanded&quot;).removeAttr(&quot;aria-hidden&quot;).removeAttr(&quot;aria-disabled&quot;).removeUniqueId().show(),this.element.find(&quot;.ui-menu-item&quot;).removeClass(&quot;ui-menu-item&quot;).removeAttr(&quot;role&quot;).removeAttr(&quot;aria-disabled&quot;).removeUniqueId().removeClass(&quot;ui-state-hover&quot;).removeAttr(&quot;tabIndex&quot;).removeAttr(&quot;role&quot;).removeAttr(&quot;aria-haspopup&quot;).children().each(function(){var t=e(this);t.data(&quot;ui-menu-submenu-carat&quot;)&amp;&amp;t.remove()}),this.element.find(&quot;.ui-menu-divider&quot;).removeClass(&quot;ui-menu-divider ui-widget-content&quot;)},_keydown:function(t){var i,s,n,a,o=!0;switch(t.keyCode){case e.ui.keyCode.PAGE_UP:this.previousPage(t);break;case e.ui.keyCode.PAGE_DOWN:this.nextPage(t);break;case e.ui.keyCode.HOME:this._move(&quot;first&quot;,&quot;first&quot;,t);break;case e.ui.keyCode.END:this._move(&quot;last&quot;,&quot;last&quot;,t);break;case e.ui.keyCode.UP:this.previous(t);break;case e.ui.keyCode.DOWN:this.next(t);break;case e.ui.keyCode.LEFT:this.collapse(t);break;case e.ui.keyCode.RIGHT:this.active&amp;&amp;!this.active.is(&quot;.ui-state-disabled&quot;)&amp;&amp;this.expand(t);break;case e.ui.keyCode.ENTER:case e.ui.keyCode.SPACE:this._activate(t);break;case e.ui.keyCode.ESCAPE:this.collapse(t);break;default:o=!1,s=this.previousFilter||&quot;&quot;,n=String.fromCharCode(t.keyCode),a=!1,clearTimeout(this.filterTimer),n===s?a=!0:n=s+n,i=this._filterMenuItems(n),i=a&amp;&amp;-1!==i.index(this.active.next())?this.active.nextAll(&quot;.ui-menu-item&quot;):i,i.length||(n=String.fromCharCode(t.keyCode),i=this._filterMenuItems(n)),i.length?(this.focus(t,i),this.previousFilter=n,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter}o&amp;&amp;t.preventDefault()},_activate:function(e){this.active.is(&quot;.ui-state-disabled&quot;)||(this.active.is(&quot;[aria-haspopup='true']&quot;)?this.expand(e):this.select(e))},refresh:function(){var t,i,s=this,n=this.options.icons.submenu,a=this.element.find(this.options.menus);this.element.toggleClass(&quot;ui-menu-icons&quot;,!!this.element.find(&quot;.ui-icon&quot;).length),a.filter(&quot;:not(.ui-menu)&quot;).addClass(&quot;ui-menu ui-widget ui-widget-content ui-front&quot;).hide().attr({role:this.options.role,&quot;aria-hidden&quot;:&quot;true&quot;,&quot;aria-expanded&quot;:&quot;false&quot;}).each(function(){var t=e(this),i=t.parent(),s=e(&quot;&lt;span&gt;&quot;).addClass(&quot;ui-menu-icon ui-icon &quot;+n).data(&quot;ui-menu-submenu-carat&quot;,!0);i.attr(&quot;aria-haspopup&quot;,&quot;true&quot;).prepend(s),t.attr(&quot;aria-labelledby&quot;,i.attr(&quot;id&quot;))}),t=a.add(this.element),i=t.find(this.options.items),i.not(&quot;.ui-menu-item&quot;).each(function(){var t=e(this);s._isDivider(t)&amp;&amp;t.addClass(&quot;ui-widget-content ui-menu-divider&quot;)}),i.not(&quot;.ui-menu-item, .ui-menu-divider&quot;).addClass(&quot;ui-menu-item&quot;).uniqueId().attr({tabIndex:-1,role:this._itemRole()}),i.filter(&quot;.ui-state-disabled&quot;).attr(&quot;aria-disabled&quot;,&quot;true&quot;),this.active&amp;&amp;!e.contains(this.element[0],this.active[0])&amp;&amp;this.blur()},_itemRole:function(){return{menu:&quot;menuitem&quot;,listbox:&quot;option&quot;}[this.options.role]},_setOption:function(e,t){&quot;icons&quot;===e&amp;&amp;this.element.find(&quot;.ui-menu-icon&quot;).removeClass(this.options.icons.submenu).addClass(t.submenu),&quot;disabled&quot;===e&amp;&amp;this.element.toggleClass(&quot;ui-state-disabled&quot;,!!t).attr(&quot;aria-disabled&quot;,t),this._super(e,t)},focus:function(e,t){var i,s;this.blur(e,e&amp;&amp;&quot;focus&quot;===e.type),this._scrollIntoView(t),this.active=t.first(),s=this.active.addClass(&quot;ui-state-focus&quot;).removeClass(&quot;ui-state-active&quot;),this.options.role&amp;&amp;this.element.attr(&quot;aria-activedescendant&quot;,s.attr(&quot;id&quot;)),this.active.parent().closest(&quot;.ui-menu-item&quot;).addClass(&quot;ui-state-active&quot;),e&amp;&amp;&quot;keydown&quot;===e.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=t.children(&quot;.ui-menu&quot;),i.length&amp;&amp;e&amp;&amp;/^mouse/.test(e.type)&amp;&amp;this._startOpening(i),this.activeMenu=t.parent(),this._trigger(&quot;focus&quot;,e,{item:t})},_scrollIntoView:function(t){var i,s,n,a,o,r;this._hasScroll()&amp;&amp;(i=parseFloat(e.css(this.activeMenu[0],&quot;borderTopWidth&quot;))||0,s=parseFloat(e.css(this.activeMenu[0],&quot;paddingTop&quot;))||0,n=t.offset().top-this.activeMenu.offset().top-i-s,a=this.activeMenu.scrollTop(),o=this.activeMenu.height(),r=t.outerHeight(),0&gt;n?this.activeMenu.scrollTop(a+n):n+r&gt;o&amp;&amp;this.activeMenu.scrollTop(a+n-o+r))},blur:function(e,t){t||clearTimeout(this.timer),this.active&amp;&amp;(this.active.removeClass(&quot;ui-state-focus&quot;),this.active=null,this._trigger(&quot;blur&quot;,e,{item:this.active}))},_startOpening:function(e){clearTimeout(this.timer),&quot;true&quot;===e.attr(&quot;aria-hidden&quot;)&amp;&amp;(this.timer=this._delay(function(){this._close(),this._open(e)},this.delay))},_open:function(t){var i=e.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(&quot;.ui-menu&quot;).not(t.parents(&quot;.ui-menu&quot;)).hide().attr(&quot;aria-hidden&quot;,&quot;true&quot;),t.show().removeAttr(&quot;aria-hidden&quot;).attr(&quot;aria-expanded&quot;,&quot;true&quot;).position(i)},collapseAll:function(t,i){clearTimeout(this.timer),this.timer=this._delay(function(){var s=i?this.element:e(t&amp;&amp;t.target).closest(this.element.find(&quot;.ui-menu&quot;));s.length||(s=this.element),this._close(s),this.blur(t),this.activeMenu=s},this.delay)},_close:function(e){e||(e=this.active?this.active.parent():this.element),e.find(&quot;.ui-menu&quot;).hide().attr(&quot;aria-hidden&quot;,&quot;true&quot;).attr(&quot;aria-expanded&quot;,&quot;false&quot;).end().find(&quot;.ui-state-active&quot;).not(&quot;.ui-state-focus&quot;).removeClass(&quot;ui-state-active&quot;)},_closeOnDocumentClick:function(t){return!e(t.target).closest(&quot;.ui-menu&quot;).length},_isDivider:function(e){return!/[^\-\u2014\u2013\s]/.test(e.text())},collapse:function(e){var t=this.active&amp;&amp;this.active.parent().closest(&quot;.ui-menu-item&quot;,this.element);t&amp;&amp;t.length&amp;&amp;(this._close(),this.focus(e,t))},expand:function(e){var t=this.active&amp;&amp;this.active.children(&quot;.ui-menu &quot;).find(this.options.items).first();t&amp;&amp;t.length&amp;&amp;(this._open(t.parent()),this._delay(function(){this.focus(e,t)}))},next:function(e){this._move(&quot;next&quot;,&quot;first&quot;,e)},previous:function(e){this._move(&quot;prev&quot;,&quot;last&quot;,e)},isFirstItem:function(){return this.active&amp;&amp;!this.active.prevAll(&quot;.ui-menu-item&quot;).length},isLastItem:function(){return this.active&amp;&amp;!this.active.nextAll(&quot;.ui-menu-item&quot;).length},_move:function(e,t,i){var s;this.active&amp;&amp;(s=&quot;first&quot;===e||&quot;last&quot;===e?this.active[&quot;first&quot;===e?&quot;prevAll&quot;:&quot;nextAll&quot;](&quot;.ui-menu-item&quot;).eq(-1):this.active[e+&quot;All&quot;](&quot;.ui-menu-item&quot;).eq(0)),s&amp;&amp;s.length&amp;&amp;this.active||(s=this.activeMenu.find(this.options.items)[t]()),this.focus(i,s)},nextPage:function(t){var i,s,n;return this.active?(this.isLastItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.nextAll(&quot;.ui-menu-item&quot;).each(function(){return i=e(this),0&gt;i.offset().top-s-n}),this.focus(t,i)):this.focus(t,this.activeMenu.find(this.options.items)[this.active?&quot;last&quot;:&quot;first&quot;]())),void 0):(this.next(t),void 0)},previousPage:function(t){var i,s,n;return this.active?(this.isFirstItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.prevAll(&quot;.ui-menu-item&quot;).each(function(){return i=e(this),i.offset().top-s+n&gt;0}),this.focus(t,i)):this.focus(t,this.activeMenu.find(this.options.items).first())),void 0):(this.next(t),void 0)},_hasScroll:function(){return this.element.outerHeight()&lt;this.element.prop(&quot;scrollHeight&quot;)},select:function(t){this.active=this.active||e(t.target).closest(&quot;.ui-menu-item&quot;);var i={item:this.active};this.active.has(&quot;.ui-menu&quot;).length||this.collapseAll(t,!0),this._trigger(&quot;select&quot;,t,i)},_filterMenuItems:function(t){var i=t.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,&quot;\\$&amp;&quot;),s=RegExp(&quot;^&quot;+i,&quot;i&quot;);return this.activeMenu.find(this.options.items).filter(&quot;.ui-menu-item&quot;).filter(function(){return s.test(e.trim(e(this).text()))})}}),e.widget(&quot;ui.autocomplete&quot;,{version:&quot;1.11.4&quot;,defaultElement:&quot;&lt;input&gt;&quot;,options:{appendTo:null,autoFocus:!1,delay:300,minLength:1,position:{my:&quot;left top&quot;,at:&quot;left bottom&quot;,collision:&quot;none&quot;},source:null,change:null,close:null,focus:null,open:null,response:null,search:null,select:null},requestIndex:0,pending:0,_create:function(){var t,i,s,n=this.element[0].nodeName.toLowerCase(),a=&quot;textarea&quot;===n,o=&quot;input&quot;===n;this.isMultiLine=a?!0:o?!1:this.element.prop(&quot;isContentEditable&quot;),this.valueMethod=this.element[a||o?&quot;val&quot;:&quot;text&quot;],this.isNewMenu=!0,this.element.addClass(&quot;ui-autocomplete-input&quot;).attr(&quot;autocomplete&quot;,&quot;off&quot;),this._on(this.element,{keydown:function(n){if(this.element.prop(&quot;readOnly&quot;))return t=!0,s=!0,i=!0,void 0;t=!1,s=!1,i=!1;var a=e.ui.keyCode;switch(n.keyCode){case a.PAGE_UP:t=!0,this._move(&quot;previousPage&quot;,n);break;case a.PAGE_DOWN:t=!0,this._move(&quot;nextPage&quot;,n);break;case a.UP:t=!0,this._keyEvent(&quot;previous&quot;,n);break;case a.DOWN:t=!0,this._keyEvent(&quot;next&quot;,n);break;case a.ENTER:this.menu.active&amp;&amp;(t=!0,n.preventDefault(),this.menu.select(n));break;case a.TAB:this.menu.active&amp;&amp;this.menu.select(n);break;case a.ESCAPE:this.menu.element.is(&quot;:visible&quot;)&amp;&amp;(this.isMultiLine||this._value(this.term),this.close(n),n.preventDefault());break;default:i=!0,this._searchTimeout(n)}},keypress:function(s){if(t)return t=!1,(!this.isMultiLine||this.menu.element.is(&quot;:visible&quot;))&amp;&amp;s.preventDefault(),void 0;if(!i){var n=e.ui.keyCode;switch(s.keyCode){case n.PAGE_UP:this._move(&quot;previousPage&quot;,s);break;case n.PAGE_DOWN:this._move(&quot;nextPage&quot;,s);break;case n.UP:this._keyEvent(&quot;previous&quot;,s);break;case n.DOWN:this._keyEvent(&quot;next&quot;,s)}}},input:function(e){return s?(s=!1,e.preventDefault(),void 0):(this._searchTimeout(e),void 0)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(e){return this.cancelBlur?(delete this.cancelBlur,void 0):(clearTimeout(this.searching),this.close(e),this._change(e),void 0)}}),this._initSource(),this.menu=e(&quot;&lt;ul&gt;&quot;).addClass(&quot;ui-autocomplete ui-front&quot;).appendTo(this._appendTo()).menu({role:null}).hide().menu(&quot;instance&quot;),this._on(this.menu.element,{mousedown:function(t){t.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];e(t.target).closest(&quot;.ui-menu-item&quot;).length||this._delay(function(){var t=this;this.document.one(&quot;mousedown&quot;,function(s){s.target===t.element[0]||s.target===i||e.contains(i,s.target)||t.close()})})},menufocus:function(t,i){var s,n;return this.isNewMenu&amp;&amp;(this.isNewMenu=!1,t.originalEvent&amp;&amp;/^mouse/.test(t.originalEvent.type))?(this.menu.blur(),this.document.one(&quot;mousemove&quot;,function(){e(t.target).trigger(t.originalEvent)}),void 0):(n=i.item.data(&quot;ui-autocomplete-item&quot;),!1!==this._trigger(&quot;focus&quot;,t,{item:n})&amp;&amp;t.originalEvent&amp;&amp;/^key/.test(t.originalEvent.type)&amp;&amp;this._value(n.value),s=i.item.attr(&quot;aria-label&quot;)||n.value,s&amp;&amp;e.trim(s).length&amp;&amp;(this.liveRegion.children().hide(),e(&quot;&lt;div&gt;&quot;).text(s).appendTo(this.liveRegion)),void 0)},menuselect:function(e,t){var i=t.item.data(&quot;ui-autocomplete-item&quot;),s=this.previous;this.element[0]!==this.document[0].activeElement&amp;&amp;(this.element.focus(),this.previous=s,this._delay(function(){this.previous=s,this.selectedItem=i})),!1!==this._trigger(&quot;select&quot;,e,{item:i})&amp;&amp;this._value(i.value),this.term=this._value(),this.close(e),this.selectedItem=i}}),this.liveRegion=e(&quot;&lt;span&gt;&quot;,{role:&quot;status&quot;,&quot;aria-live&quot;:&quot;assertive&quot;,&quot;aria-relevant&quot;:&quot;additions&quot;}).addClass(&quot;ui-helper-hidden-accessible&quot;).appendTo(this.document[0].body),this._on(this.window,{beforeunload:function(){this.element.removeAttr(&quot;autocomplete&quot;)}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass(&quot;ui-autocomplete-input&quot;).removeAttr(&quot;autocomplete&quot;),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(e,t){this._super(e,t),&quot;source&quot;===e&amp;&amp;this._initSource(),&quot;appendTo&quot;===e&amp;&amp;this.menu.element.appendTo(this._appendTo()),&quot;disabled&quot;===e&amp;&amp;t&amp;&amp;this.xhr&amp;&amp;this.xhr.abort()},_appendTo:function(){var t=this.options.appendTo;return t&amp;&amp;(t=t.jquery||t.nodeType?e(t):this.document.find(t).eq(0)),t&amp;&amp;t[0]||(t=this.element.closest(&quot;.ui-front&quot;)),t.length||(t=this.document[0].body),t},_initSource:function(){var t,i,s=this;e.isArray(this.options.source)?(t=this.options.source,this.source=function(i,s){s(e.ui.autocomplete.filter(t,i.term))}):&quot;string&quot;==typeof this.options.source?(i=this.options.source,this.source=function(t,n){s.xhr&amp;&amp;s.xhr.abort(),s.xhr=e.ajax({url:i,data:t,dataType:&quot;json&quot;,success:function(e){n(e)},error:function(){n([])}})}):this.source=this.options.source},_searchTimeout:function(e){clearTimeout(this.searching),this.searching=this._delay(function(){var t=this.term===this._value(),i=this.menu.element.is(&quot;:visible&quot;),s=e.altKey||e.ctrlKey||e.metaKey||e.shiftKey;(!t||t&amp;&amp;!i&amp;&amp;!s)&amp;&amp;(this.selectedItem=null,this.search(null,e))},this.options.delay)},search:function(e,t){return e=null!=e?e:this._value(),this.term=this._value(),e.length&lt;this.options.minLength?this.close(t):this._trigger(&quot;search&quot;,t)!==!1?this._search(e):void 0},_search:function(e){this.pending++,this.element.addClass(&quot;ui-autocomplete-loading&quot;),this.cancelSearch=!1,this.source({term:e},this._response())},_response:function(){var t=++this.requestIndex;return e.proxy(function(e){t===this.requestIndex&amp;&amp;this.__response(e),this.pending--,this.pending||this.element.removeClass(&quot;ui-autocomplete-loading&quot;)},this)},__response:function(e){e&amp;&amp;(e=this._normalize(e)),this._trigger(&quot;response&quot;,null,{content:e}),!this.options.disabled&amp;&amp;e&amp;&amp;e.length&amp;&amp;!this.cancelSearch?(this._suggest(e),this._trigger(&quot;open&quot;)):this._close()},close:function(e){this.cancelSearch=!0,this._close(e)},_close:function(e){this.menu.element.is(&quot;:visible&quot;)&amp;&amp;(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger(&quot;close&quot;,e))},_change:function(e){this.previous!==this._value()&amp;&amp;this._trigger(&quot;change&quot;,e,{item:this.selectedItem})},_normalize:function(t){return t.length&amp;&amp;t[0].label&amp;&amp;t[0].value?t:e.map(t,function(t){return&quot;string&quot;==typeof t?{label:t,value:t}:e.extend({},t,{label:t.label||t.value,value:t.value||t.label})})},_suggest:function(t){var i=this.menu.element.empty();this._renderMenu(i,t),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(e.extend({of:this.element},this.options.position)),this.options.autoFocus&amp;&amp;this.menu.next()},_resizeMenu:function(){var e=this.menu.element;e.outerWidth(Math.max(e.width(&quot;&quot;).outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(t,i){var s=this;e.each(i,function(e,i){s._renderItemData(t,i)})},_renderItemData:function(e,t){return this._renderItem(e,t).data(&quot;ui-autocomplete-item&quot;,t)},_renderItem:function(t,i){return e(&quot;&lt;li&gt;&quot;).text(i.label).appendTo(t)},_move:function(e,t){return this.menu.element.is(&quot;:visible&quot;)?this.menu.isFirstItem()&amp;&amp;/^previous/.test(e)||this.menu.isLastItem()&amp;&amp;/^next/.test(e)?(this.isMultiLine||this._value(this.term),this.menu.blur(),void 0):(this.menu[e](t),void 0):(this.search(null,t),void 0)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(e,t){(!this.isMultiLine||this.menu.element.is(&quot;:visible&quot;))&amp;&amp;(this._move(e,t),t.preventDefault())}}),e.extend(e.ui.autocomplete,{escapeRegex:function(e){return e.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,&quot;\\$&amp;&quot;)},filter:function(t,i){var s=RegExp(e.ui.autocomplete.escapeRegex(i),&quot;i&quot;);return e.grep(t,function(e){return s.test(e.label||e.value||e)})}}),e.widget(&quot;ui.autocomplete&quot;,e.ui.autocomplete,{options:{messages:{noResults:&quot;No search results.&quot;,results:function(e){return e+(e&gt;1?&quot; results are&quot;:&quot; result is&quot;)+&quot; available, use up and down arrow keys to navigate.&quot;}}},__response:function(t){var i;this._superApply(arguments),this.options.disabled||this.cancelSearch||(i=t&amp;&amp;t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.children().hide(),e(&quot;&lt;div&gt;&quot;).text(i).appendTo(this.liveRegion))}}),e.ui.autocomplete;var r,h=&quot;ui-button ui-widget ui-state-default ui-corner-all&quot;,l=&quot;ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only&quot;,u=function(){var t=e(this);setTimeout(function(){t.find(&quot;:ui-button&quot;).button(&quot;refresh&quot;)},1)},d=function(t){var i=t.name,s=t.form,n=e([]);return i&amp;&amp;(i=i.replace(/'/g,&quot;\\'&quot;),n=s?e(s).find(&quot;[name='&quot;+i+&quot;'][type=radio]&quot;):e(&quot;[name='&quot;+i+&quot;'][type=radio]&quot;,t.ownerDocument).filter(function(){return!this.form})),n};e.widget(&quot;ui.button&quot;,{version:&quot;1.11.4&quot;,defaultElement:&quot;&lt;button&gt;&quot;,options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest(&quot;form&quot;).unbind(&quot;reset&quot;+this.eventNamespace).bind(&quot;reset&quot;+this.eventNamespace,u),&quot;boolean&quot;!=typeof this.options.disabled?this.options.disabled=!!this.element.prop(&quot;disabled&quot;):this.element.prop(&quot;disabled&quot;,this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr(&quot;title&quot;);var t=this,i=this.options,s=&quot;checkbox&quot;===this.type||&quot;radio&quot;===this.type,n=s?&quot;&quot;:&quot;ui-state-active&quot;;null===i.label&amp;&amp;(i.label=&quot;input&quot;===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(h).attr(&quot;role&quot;,&quot;button&quot;).bind(&quot;mouseenter&quot;+this.eventNamespace,function(){i.disabled||this===r&amp;&amp;e(this).addClass(&quot;ui-state-active&quot;)}).bind(&quot;mouseleave&quot;+this.eventNamespace,function(){i.disabled||e(this).removeClass(n)}).bind(&quot;click&quot;+this.eventNamespace,function(e){i.disabled&amp;&amp;(e.preventDefault(),e.stopImmediatePropagation())}),this._on({focus:function(){this.buttonElement.addClass(&quot;ui-state-focus&quot;)},blur:function(){this.buttonElement.removeClass(&quot;ui-state-focus&quot;)}}),s&amp;&amp;this.element.bind(&quot;change&quot;+this.eventNamespace,function(){t.refresh()}),&quot;checkbox&quot;===this.type?this.buttonElement.bind(&quot;click&quot;+this.eventNamespace,function(){return i.disabled?!1:void 0}):&quot;radio&quot;===this.type?this.buttonElement.bind(&quot;click&quot;+this.eventNamespace,function(){if(i.disabled)return!1;e(this).addClass(&quot;ui-state-active&quot;),t.buttonElement.attr(&quot;aria-pressed&quot;,&quot;true&quot;);var s=t.element[0];d(s).not(s).map(function(){return e(this).button(&quot;widget&quot;)[0]}).removeClass(&quot;ui-state-active&quot;).attr(&quot;aria-pressed&quot;,&quot;false&quot;)}):(this.buttonElement.bind(&quot;mousedown&quot;+this.eventNamespace,function(){return i.disabled?!1:(e(this).addClass(&quot;ui-state-active&quot;),r=this,t.document.one(&quot;mouseup&quot;,function(){r=null}),void 0)}).bind(&quot;mouseup&quot;+this.eventNamespace,function(){return i.disabled?!1:(e(this).removeClass(&quot;ui-state-active&quot;),void 0)}).bind(&quot;keydown&quot;+this.eventNamespace,function(t){return i.disabled?!1:((t.keyCode===e.ui.keyCode.SPACE||t.keyCode===e.ui.keyCode.ENTER)&amp;&amp;e(this).addClass(&quot;ui-state-active&quot;),void 0)}).bind(&quot;keyup&quot;+this.eventNamespace+&quot; blur&quot;+this.eventNamespace,function(){e(this).removeClass(&quot;ui-state-active&quot;)}),this.buttonElement.is(&quot;a&quot;)&amp;&amp;this.buttonElement.keyup(function(t){t.keyCode===e.ui.keyCode.SPACE&amp;&amp;e(this).click()})),this._setOption(&quot;disabled&quot;,i.disabled),this._resetButton()},_determineButtonType:function(){var e,t,i;this.type=this.element.is(&quot;[type=checkbox]&quot;)?&quot;checkbox&quot;:this.element.is(&quot;[type=radio]&quot;)?&quot;radio&quot;:this.element.is(&quot;input&quot;)?&quot;input&quot;:&quot;button&quot;,&quot;checkbox&quot;===this.type||&quot;radio&quot;===this.type?(e=this.element.parents().last(),t=&quot;label[for='&quot;+this.element.attr(&quot;id&quot;)+&quot;']&quot;,this.buttonElement=e.find(t),this.buttonElement.length||(e=e.length?e.siblings():this.element.siblings(),this.buttonElement=e.filter(t),this.buttonElement.length||(this.buttonElement=e.find(t))),this.element.addClass(&quot;ui-helper-hidden-accessible&quot;),i=this.element.is(&quot;:checked&quot;),i&amp;&amp;this.buttonElement.addClass(&quot;ui-state-active&quot;),this.buttonElement.prop(&quot;aria-pressed&quot;,i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass(&quot;ui-helper-hidden-accessible&quot;),this.buttonElement.removeClass(h+&quot; ui-state-active &quot;+l).removeAttr(&quot;role&quot;).removeAttr(&quot;aria-pressed&quot;).html(this.buttonElement.find(&quot;.ui-button-text&quot;).html()),this.hasTitle||this.buttonElement.removeAttr(&quot;title&quot;)},_setOption:function(e,t){return this._super(e,t),&quot;disabled&quot;===e?(this.widget().toggleClass(&quot;ui-state-disabled&quot;,!!t),this.element.prop(&quot;disabled&quot;,!!t),t&amp;&amp;(&quot;checkbox&quot;===this.type||&quot;radio&quot;===this.type?this.buttonElement.removeClass(&quot;ui-state-focus&quot;):this.buttonElement.removeClass(&quot;ui-state-focus ui-state-active&quot;)),void 0):(this._resetButton(),void 0)},refresh:function(){var t=this.element.is(&quot;input, button&quot;)?this.element.is(&quot;:disabled&quot;):this.element.hasClass(&quot;ui-button-disabled&quot;);t!==this.options.disabled&amp;&amp;this._setOption(&quot;disabled&quot;,t),&quot;radio&quot;===this.type?d(this.element[0]).each(function(){e(this).is(&quot;:checked&quot;)?e(this).button(&quot;widget&quot;).addClass(&quot;ui-state-active&quot;).attr(&quot;aria-pressed&quot;,&quot;true&quot;):e(this).button(&quot;widget&quot;).removeClass(&quot;ui-state-active&quot;).attr(&quot;aria-pressed&quot;,&quot;false&quot;)}):&quot;checkbox&quot;===this.type&amp;&amp;(this.element.is(&quot;:checked&quot;)?this.buttonElement.addClass(&quot;ui-state-active&quot;).attr(&quot;aria-pressed&quot;,&quot;true&quot;):this.buttonElement.removeClass(&quot;ui-state-active&quot;).attr(&quot;aria-pressed&quot;,&quot;false&quot;))},_resetButton:function(){if(&quot;input&quot;===this.type)return this.options.label&amp;&amp;this.element.val(this.options.label),void 0;var t=this.buttonElement.removeClass(l),i=e(&quot;&lt;span&gt;&lt;/span&gt;&quot;,this.document[0]).addClass(&quot;ui-button-text&quot;).html(this.options.label).appendTo(t.empty()).text(),s=this.options.icons,n=s.primary&amp;&amp;s.secondary,a=[];s.primary||s.secondary?(this.options.text&amp;&amp;a.push(&quot;ui-button-text-icon&quot;+(n?&quot;s&quot;:s.primary?&quot;-primary&quot;:&quot;-secondary&quot;)),s.primary&amp;&amp;t.prepend(&quot;&lt;span class='ui-button-icon-primary ui-icon &quot;+s.primary+&quot;'&gt;&lt;/span&gt;&quot;),s.secondary&amp;&amp;t.append(&quot;&lt;span class='ui-button-icon-secondary ui-icon &quot;+s.secondary+&quot;'&gt;&lt;/span&gt;&quot;),this.options.text||(a.push(n?&quot;ui-button-icons-only&quot;:&quot;ui-button-icon-only&quot;),this.hasTitle||t.attr(&quot;title&quot;,e.trim(i)))):a.push(&quot;ui-button-text-only&quot;),t.addClass(a.join(&quot; &quot;))}}),e.widget(&quot;ui.buttonset&quot;,{version:&quot;1.11.4&quot;,options:{items:&quot;button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)&quot;},_create:function(){this.element.addClass(&quot;ui-buttonset&quot;)},_init:function(){this.refresh()},_setOption:function(e,t){&quot;disabled&quot;===e&amp;&amp;this.buttons.button(&quot;option&quot;,e,t),this._super(e,t)},refresh:function(){var t=&quot;rtl&quot;===this.element.css(&quot;direction&quot;),i=this.element.find(this.options.items),s=i.filter(&quot;:ui-button&quot;);i.not(&quot;:ui-button&quot;).button(),s.button(&quot;refresh&quot;),this.buttons=i.map(function(){return e(this).button(&quot;widget&quot;)[0]}).removeClass(&quot;ui-corner-all ui-corner-left ui-corner-right&quot;).filter(&quot;:first&quot;).addClass(t?&quot;ui-corner-right&quot;:&quot;ui-corner-left&quot;).end().filter(&quot;:last&quot;).addClass(t?&quot;ui-corner-left&quot;:&quot;ui-corner-right&quot;).end().end()},_destroy:function(){this.element.removeClass(&quot;ui-buttonset&quot;),this.buttons.map(function(){return e(this).button(&quot;widget&quot;)[0]}).removeClass(&quot;ui-corner-left ui-corner-right&quot;).end().button(&quot;destroy&quot;)}}),e.ui.button,e.widget(&quot;ui.dialog&quot;,{version:&quot;1.11.4&quot;,options:{appendTo:&quot;body&quot;,autoOpen:!0,buttons:[],closeOnEscape:!0,closeText:&quot;Close&quot;,dialogClass:&quot;&quot;,draggable:!0,hide:null,height:&quot;auto&quot;,maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:&quot;center&quot;,at:&quot;center&quot;,of:window,collision:&quot;fit&quot;,using:function(t){var i=e(this).css(t).offset().top;0&gt;i&amp;&amp;e(this).css(&quot;top&quot;,t.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},sizeRelatedOptions:{buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},resizableRelatedOptions:{maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr(&quot;title&quot;),this.options.title=this.options.title||this.originalTitle,this._createWrapper(),this.element.show().removeAttr(&quot;title&quot;).addClass(&quot;ui-dialog-content ui-widget-content&quot;).appendTo(this.uiDialog),this._createTitlebar(),this._createButtonPane(),this.options.draggable&amp;&amp;e.fn.draggable&amp;&amp;this._makeDraggable(),this.options.resizable&amp;&amp;e.fn.resizable&amp;&amp;this._makeResizable(),this._isOpen=!1,this._trackFocus()},_init:function(){this.options.autoOpen&amp;&amp;this.open()},_appendTo:function(){var t=this.options.appendTo;return t&amp;&amp;(t.jquery||t.nodeType)?e(t):this.document.find(t||&quot;body&quot;).eq(0)},_destroy:function(){var e,t=this.originalPosition;this._untrackInstance(),this._destroyOverlay(),this.element.removeUniqueId().removeClass(&quot;ui-dialog-content ui-widget-content&quot;).css(this.originalCss).detach(),this.uiDialog.stop(!0,!0).remove(),this.originalTitle&amp;&amp;this.element.attr(&quot;title&quot;,this.originalTitle),e=t.parent.children().eq(t.index),e.length&amp;&amp;e[0]!==this.element[0]?e.before(this.element):t.parent.append(this.element)},widget:function(){return this.uiDialog},disable:e.noop,enable:e.noop,close:function(t){var i,s=this;if(this._isOpen&amp;&amp;this._trigger(&quot;beforeClose&quot;,t)!==!1){if(this._isOpen=!1,this._focusedElement=null,this._destroyOverlay(),this._untrackInstance(),!this.opener.filter(&quot;:focusable&quot;).focus().length)try{i=this.document[0].activeElement,i&amp;&amp;&quot;body&quot;!==i.nodeName.toLowerCase()&amp;&amp;e(i).blur()}catch(n){}this._hide(this.uiDialog,this.options.hide,function(){s._trigger(&quot;close&quot;,t)})}},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(t,i){var s=!1,n=this.uiDialog.siblings(&quot;.ui-front:visible&quot;).map(function(){return+e(this).css(&quot;z-index&quot;)}).get(),a=Math.max.apply(null,n);return a&gt;=+this.uiDialog.css(&quot;z-index&quot;)&amp;&amp;(this.uiDialog.css(&quot;z-index&quot;,a+1),s=!0),s&amp;&amp;!i&amp;&amp;this._trigger(&quot;focus&quot;,t),s},open:function(){var t=this;return this._isOpen?(this._moveToTop()&amp;&amp;this._focusTabbable(),void 0):(this._isOpen=!0,this.opener=e(this.document[0].activeElement),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this.overlay&amp;&amp;this.overlay.css(&quot;z-index&quot;,this.uiDialog.css(&quot;z-index&quot;)-1),this._show(this.uiDialog,this.options.show,function(){t._focusTabbable(),t._trigger(&quot;focus&quot;)}),this._makeFocusTarget(),this._trigger(&quot;open&quot;),void 0)},_focusTabbable:function(){var e=this._focusedElement;e||(e=this.element.find(&quot;[autofocus]&quot;)),e.length||(e=this.element.find(&quot;:tabbable&quot;)),e.length||(e=this.uiDialogButtonPane.find(&quot;:tabbable&quot;)),e.length||(e=this.uiDialogTitlebarClose.filter(&quot;:tabbable&quot;)),e.length||(e=this.uiDialog),e.eq(0).focus()},_keepFocus:function(t){function i(){var t=this.document[0].activeElement,i=this.uiDialog[0]===t||e.contains(this.uiDialog[0],t);i||this._focusTabbable()}t.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=e(&quot;&lt;div&gt;&quot;).addClass(&quot;ui-dialog ui-widget ui-widget-content ui-corner-all ui-front &quot;+this.options.dialogClass).hide().attr({tabIndex:-1,role:&quot;dialog&quot;}).appendTo(this._appendTo()),this._on(this.uiDialog,{keydown:function(t){if(this.options.closeOnEscape&amp;&amp;!t.isDefaultPrevented()&amp;&amp;t.keyCode&amp;&amp;t.keyCode===e.ui.keyCode.ESCAPE)return t.preventDefault(),this.close(t),void 0;if(t.keyCode===e.ui.keyCode.TAB&amp;&amp;!t.isDefaultPrevented()){var i=this.uiDialog.find(&quot;:tabbable&quot;),s=i.filter(&quot;:first&quot;),n=i.filter(&quot;:last&quot;);t.target!==n[0]&amp;&amp;t.target!==this.uiDialog[0]||t.shiftKey?t.target!==s[0]&amp;&amp;t.target!==this.uiDialog[0]||!t.shiftKey||(this._delay(function(){n.focus()}),t.preventDefault()):(this._delay(function(){s.focus()}),t.preventDefault())}},mousedown:function(e){this._moveToTop(e)&amp;&amp;this._focusTabbable()}}),this.element.find(&quot;[aria-describedby]&quot;).length||this.uiDialog.attr({&quot;aria-describedby&quot;:this.element.uniqueId().attr(&quot;id&quot;)})},_createTitlebar:function(){var t;this.uiDialogTitlebar=e(&quot;&lt;div&gt;&quot;).addClass(&quot;ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix&quot;).prependTo(this.uiDialog),this._on(this.uiDialogTitlebar,{mousedown:function(t){e(t.target).closest(&quot;.ui-dialog-titlebar-close&quot;)||this.uiDialog.focus()}}),this.uiDialogTitlebarClose=e(&quot;&lt;button type='button'&gt;&lt;/button&gt;&quot;).button({label:this.options.closeText,icons:{primary:&quot;ui-icon-closethick&quot;},text:!1}).addClass(&quot;ui-dialog-titlebar-close&quot;).appendTo(this.uiDialogTitlebar),this._on(this.uiDialogTitlebarClose,{click:function(e){e.preventDefault(),this.close(e)}}),t=e(&quot;&lt;span&gt;&quot;).uniqueId().addClass(&quot;ui-dialog-title&quot;).prependTo(this.uiDialogTitlebar),this._title(t),this.uiDialog.attr({&quot;aria-labelledby&quot;:t.attr(&quot;id&quot;)})},_title:function(e){this.options.title||e.html(&quot;&amp;#160;&quot;),e.text(this.options.title)
},_createButtonPane:function(){this.uiDialogButtonPane=e(&quot;&lt;div&gt;&quot;).addClass(&quot;ui-dialog-buttonpane ui-widget-content ui-helper-clearfix&quot;),this.uiButtonSet=e(&quot;&lt;div&gt;&quot;).addClass(&quot;ui-dialog-buttonset&quot;).appendTo(this.uiDialogButtonPane),this._createButtons()},_createButtons:function(){var t=this,i=this.options.buttons;return this.uiDialogButtonPane.remove(),this.uiButtonSet.empty(),e.isEmptyObject(i)||e.isArray(i)&amp;&amp;!i.length?(this.uiDialog.removeClass(&quot;ui-dialog-buttons&quot;),void 0):(e.each(i,function(i,s){var n,a;s=e.isFunction(s)?{click:s,text:i}:s,s=e.extend({type:&quot;button&quot;},s),n=s.click,s.click=function(){n.apply(t.element[0],arguments)},a={icons:s.icons,text:s.showText},delete s.icons,delete s.showText,e(&quot;&lt;button&gt;&lt;/button&gt;&quot;,s).button(a).appendTo(t.uiButtonSet)}),this.uiDialog.addClass(&quot;ui-dialog-buttons&quot;),this.uiDialogButtonPane.appendTo(this.uiDialog),void 0)},_makeDraggable:function(){function t(e){return{position:e.position,offset:e.offset}}var i=this,s=this.options;this.uiDialog.draggable({cancel:&quot;.ui-dialog-content, .ui-dialog-titlebar-close&quot;,handle:&quot;.ui-dialog-titlebar&quot;,containment:&quot;document&quot;,start:function(s,n){e(this).addClass(&quot;ui-dialog-dragging&quot;),i._blockFrames(),i._trigger(&quot;dragStart&quot;,s,t(n))},drag:function(e,s){i._trigger(&quot;drag&quot;,e,t(s))},stop:function(n,a){var o=a.offset.left-i.document.scrollLeft(),r=a.offset.top-i.document.scrollTop();s.position={my:&quot;left top&quot;,at:&quot;left&quot;+(o&gt;=0?&quot;+&quot;:&quot;&quot;)+o+&quot; &quot;+&quot;top&quot;+(r&gt;=0?&quot;+&quot;:&quot;&quot;)+r,of:i.window},e(this).removeClass(&quot;ui-dialog-dragging&quot;),i._unblockFrames(),i._trigger(&quot;dragStop&quot;,n,t(a))}})},_makeResizable:function(){function t(e){return{originalPosition:e.originalPosition,originalSize:e.originalSize,position:e.position,size:e.size}}var i=this,s=this.options,n=s.resizable,a=this.uiDialog.css(&quot;position&quot;),o=&quot;string&quot;==typeof n?n:&quot;n,e,s,w,se,sw,ne,nw&quot;;this.uiDialog.resizable({cancel:&quot;.ui-dialog-content&quot;,containment:&quot;document&quot;,alsoResize:this.element,maxWidth:s.maxWidth,maxHeight:s.maxHeight,minWidth:s.minWidth,minHeight:this._minHeight(),handles:o,start:function(s,n){e(this).addClass(&quot;ui-dialog-resizing&quot;),i._blockFrames(),i._trigger(&quot;resizeStart&quot;,s,t(n))},resize:function(e,s){i._trigger(&quot;resize&quot;,e,t(s))},stop:function(n,a){var o=i.uiDialog.offset(),r=o.left-i.document.scrollLeft(),h=o.top-i.document.scrollTop();s.height=i.uiDialog.height(),s.width=i.uiDialog.width(),s.position={my:&quot;left top&quot;,at:&quot;left&quot;+(r&gt;=0?&quot;+&quot;:&quot;&quot;)+r+&quot; &quot;+&quot;top&quot;+(h&gt;=0?&quot;+&quot;:&quot;&quot;)+h,of:i.window},e(this).removeClass(&quot;ui-dialog-resizing&quot;),i._unblockFrames(),i._trigger(&quot;resizeStop&quot;,n,t(a))}}).css(&quot;position&quot;,a)},_trackFocus:function(){this._on(this.widget(),{focusin:function(t){this._makeFocusTarget(),this._focusedElement=e(t.target)}})},_makeFocusTarget:function(){this._untrackInstance(),this._trackingInstances().unshift(this)},_untrackInstance:function(){var t=this._trackingInstances(),i=e.inArray(this,t);-1!==i&amp;&amp;t.splice(i,1)},_trackingInstances:function(){var e=this.document.data(&quot;ui-dialog-instances&quot;);return e||(e=[],this.document.data(&quot;ui-dialog-instances&quot;,e)),e},_minHeight:function(){var e=this.options;return&quot;auto&quot;===e.height?e.minHeight:Math.min(e.minHeight,e.height)},_position:function(){var e=this.uiDialog.is(&quot;:visible&quot;);e||this.uiDialog.show(),this.uiDialog.position(this.options.position),e||this.uiDialog.hide()},_setOptions:function(t){var i=this,s=!1,n={};e.each(t,function(e,t){i._setOption(e,t),e in i.sizeRelatedOptions&amp;&amp;(s=!0),e in i.resizableRelatedOptions&amp;&amp;(n[e]=t)}),s&amp;&amp;(this._size(),this._position()),this.uiDialog.is(&quot;:data(ui-resizable)&quot;)&amp;&amp;this.uiDialog.resizable(&quot;option&quot;,n)},_setOption:function(e,t){var i,s,n=this.uiDialog;&quot;dialogClass&quot;===e&amp;&amp;n.removeClass(this.options.dialogClass).addClass(t),&quot;disabled&quot;!==e&amp;&amp;(this._super(e,t),&quot;appendTo&quot;===e&amp;&amp;this.uiDialog.appendTo(this._appendTo()),&quot;buttons&quot;===e&amp;&amp;this._createButtons(),&quot;closeText&quot;===e&amp;&amp;this.uiDialogTitlebarClose.button({label:&quot;&quot;+t}),&quot;draggable&quot;===e&amp;&amp;(i=n.is(&quot;:data(ui-draggable)&quot;),i&amp;&amp;!t&amp;&amp;n.draggable(&quot;destroy&quot;),!i&amp;&amp;t&amp;&amp;this._makeDraggable()),&quot;position&quot;===e&amp;&amp;this._position(),&quot;resizable&quot;===e&amp;&amp;(s=n.is(&quot;:data(ui-resizable)&quot;),s&amp;&amp;!t&amp;&amp;n.resizable(&quot;destroy&quot;),s&amp;&amp;&quot;string&quot;==typeof t&amp;&amp;n.resizable(&quot;option&quot;,&quot;handles&quot;,t),s||t===!1||this._makeResizable()),&quot;title&quot;===e&amp;&amp;this._title(this.uiDialogTitlebar.find(&quot;.ui-dialog-title&quot;)))},_size:function(){var e,t,i,s=this.options;this.element.show().css({width:&quot;auto&quot;,minHeight:0,maxHeight:&quot;none&quot;,height:0}),s.minWidth&gt;s.width&amp;&amp;(s.width=s.minWidth),e=this.uiDialog.css({height:&quot;auto&quot;,width:s.width}).outerHeight(),t=Math.max(0,s.minHeight-e),i=&quot;number&quot;==typeof s.maxHeight?Math.max(0,s.maxHeight-e):&quot;none&quot;,&quot;auto&quot;===s.height?this.element.css({minHeight:t,maxHeight:i,height:&quot;auto&quot;}):this.element.height(Math.max(0,s.height-e)),this.uiDialog.is(&quot;:data(ui-resizable)&quot;)&amp;&amp;this.uiDialog.resizable(&quot;option&quot;,&quot;minHeight&quot;,this._minHeight())},_blockFrames:function(){this.iframeBlocks=this.document.find(&quot;iframe&quot;).map(function(){var t=e(this);return e(&quot;&lt;div&gt;&quot;).css({position:&quot;absolute&quot;,width:t.outerWidth(),height:t.outerHeight()}).appendTo(t.parent()).offset(t.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&amp;&amp;(this.iframeBlocks.remove(),delete this.iframeBlocks)},_allowInteraction:function(t){return e(t.target).closest(&quot;.ui-dialog&quot;).length?!0:!!e(t.target).closest(&quot;.ui-datepicker&quot;).length},_createOverlay:function(){if(this.options.modal){var t=!0;this._delay(function(){t=!1}),this.document.data(&quot;ui-dialog-overlays&quot;)||this._on(this.document,{focusin:function(e){t||this._allowInteraction(e)||(e.preventDefault(),this._trackingInstances()[0]._focusTabbable())}}),this.overlay=e(&quot;&lt;div&gt;&quot;).addClass(&quot;ui-widget-overlay ui-front&quot;).appendTo(this._appendTo()),this._on(this.overlay,{mousedown:&quot;_keepFocus&quot;}),this.document.data(&quot;ui-dialog-overlays&quot;,(this.document.data(&quot;ui-dialog-overlays&quot;)||0)+1)}},_destroyOverlay:function(){if(this.options.modal&amp;&amp;this.overlay){var e=this.document.data(&quot;ui-dialog-overlays&quot;)-1;e?this.document.data(&quot;ui-dialog-overlays&quot;,e):this.document.unbind(&quot;focusin&quot;).removeData(&quot;ui-dialog-overlays&quot;),this.overlay.remove(),this.overlay=null}}}),e.widget(&quot;ui.progressbar&quot;,{version:&quot;1.11.4&quot;,options:{max:100,value:0,change:null,complete:null},min:0,_create:function(){this.oldValue=this.options.value=this._constrainedValue(),this.element.addClass(&quot;ui-progressbar ui-widget ui-widget-content ui-corner-all&quot;).attr({role:&quot;progressbar&quot;,&quot;aria-valuemin&quot;:this.min}),this.valueDiv=e(&quot;&lt;div class='ui-progressbar-value ui-widget-header ui-corner-left'&gt;&lt;/div&gt;&quot;).appendTo(this.element),this._refreshValue()},_destroy:function(){this.element.removeClass(&quot;ui-progressbar ui-widget ui-widget-content ui-corner-all&quot;).removeAttr(&quot;role&quot;).removeAttr(&quot;aria-valuemin&quot;).removeAttr(&quot;aria-valuemax&quot;).removeAttr(&quot;aria-valuenow&quot;),this.valueDiv.remove()},value:function(e){return void 0===e?this.options.value:(this.options.value=this._constrainedValue(e),this._refreshValue(),void 0)},_constrainedValue:function(e){return void 0===e&amp;&amp;(e=this.options.value),this.indeterminate=e===!1,&quot;number&quot;!=typeof e&amp;&amp;(e=0),this.indeterminate?!1:Math.min(this.options.max,Math.max(this.min,e))},_setOptions:function(e){var t=e.value;delete e.value,this._super(e),this.options.value=this._constrainedValue(t),this._refreshValue()},_setOption:function(e,t){&quot;max&quot;===e&amp;&amp;(t=Math.max(this.min,t)),&quot;disabled&quot;===e&amp;&amp;this.element.toggleClass(&quot;ui-state-disabled&quot;,!!t).attr(&quot;aria-disabled&quot;,t),this._super(e,t)},_percentage:function(){return this.indeterminate?100:100*(this.options.value-this.min)/(this.options.max-this.min)},_refreshValue:function(){var t=this.options.value,i=this._percentage();this.valueDiv.toggle(this.indeterminate||t&gt;this.min).toggleClass(&quot;ui-corner-right&quot;,t===this.options.max).width(i.toFixed(0)+&quot;%&quot;),this.element.toggleClass(&quot;ui-progressbar-indeterminate&quot;,this.indeterminate),this.indeterminate?(this.element.removeAttr(&quot;aria-valuenow&quot;),this.overlayDiv||(this.overlayDiv=e(&quot;&lt;div class='ui-progressbar-overlay'&gt;&lt;/div&gt;&quot;).appendTo(this.valueDiv))):(this.element.attr({&quot;aria-valuemax&quot;:this.options.max,&quot;aria-valuenow&quot;:t}),this.overlayDiv&amp;&amp;(this.overlayDiv.remove(),this.overlayDiv=null)),this.oldValue!==t&amp;&amp;(this.oldValue=t,this._trigger(&quot;change&quot;)),t===this.options.max&amp;&amp;this._trigger(&quot;complete&quot;)}}),e.widget(&quot;ui.selectmenu&quot;,{version:&quot;1.11.4&quot;,defaultElement:&quot;&lt;select&gt;&quot;,options:{appendTo:null,disabled:null,icons:{button:&quot;ui-icon-triangle-1-s&quot;},position:{my:&quot;left top&quot;,at:&quot;left bottom&quot;,collision:&quot;none&quot;},width:null,change:null,close:null,focus:null,open:null,select:null},_create:function(){var e=this.element.uniqueId().attr(&quot;id&quot;);this.ids={element:e,button:e+&quot;-button&quot;,menu:e+&quot;-menu&quot;},this._drawButton(),this._drawMenu(),this.options.disabled&amp;&amp;this.disable()},_drawButton:function(){var t=this;this.label=e(&quot;label[for='&quot;+this.ids.element+&quot;']&quot;).attr(&quot;for&quot;,this.ids.button),this._on(this.label,{click:function(e){this.button.focus(),e.preventDefault()}}),this.element.hide(),this.button=e(&quot;&lt;span&gt;&quot;,{&quot;class&quot;:&quot;ui-selectmenu-button ui-widget ui-state-default ui-corner-all&quot;,tabindex:this.options.disabled?-1:0,id:this.ids.button,role:&quot;combobox&quot;,&quot;aria-expanded&quot;:&quot;false&quot;,&quot;aria-autocomplete&quot;:&quot;list&quot;,&quot;aria-owns&quot;:this.ids.menu,&quot;aria-haspopup&quot;:&quot;true&quot;}).insertAfter(this.element),e(&quot;&lt;span&gt;&quot;,{&quot;class&quot;:&quot;ui-icon &quot;+this.options.icons.button}).prependTo(this.button),this.buttonText=e(&quot;&lt;span&gt;&quot;,{&quot;class&quot;:&quot;ui-selectmenu-text&quot;}).appendTo(this.button),this._setText(this.buttonText,this.element.find(&quot;option:selected&quot;).text()),this._resizeButton(),this._on(this.button,this._buttonEvents),this.button.one(&quot;focusin&quot;,function(){t.menuItems||t._refreshMenu()}),this._hoverable(this.button),this._focusable(this.button)},_drawMenu:function(){var t=this;this.menu=e(&quot;&lt;ul&gt;&quot;,{&quot;aria-hidden&quot;:&quot;true&quot;,&quot;aria-labelledby&quot;:this.ids.button,id:this.ids.menu}),this.menuWrap=e(&quot;&lt;div&gt;&quot;,{&quot;class&quot;:&quot;ui-selectmenu-menu ui-front&quot;}).append(this.menu).appendTo(this._appendTo()),this.menuInstance=this.menu.menu({role:&quot;listbox&quot;,select:function(e,i){e.preventDefault(),t._setSelection(),t._select(i.item.data(&quot;ui-selectmenu-item&quot;),e)},focus:function(e,i){var s=i.item.data(&quot;ui-selectmenu-item&quot;);null!=t.focusIndex&amp;&amp;s.index!==t.focusIndex&amp;&amp;(t._trigger(&quot;focus&quot;,e,{item:s}),t.isOpen||t._select(s,e)),t.focusIndex=s.index,t.button.attr(&quot;aria-activedescendant&quot;,t.menuItems.eq(s.index).attr(&quot;id&quot;))}}).menu(&quot;instance&quot;),this.menu.addClass(&quot;ui-corner-bottom&quot;).removeClass(&quot;ui-corner-all&quot;),this.menuInstance._off(this.menu,&quot;mouseleave&quot;),this.menuInstance._closeOnDocumentClick=function(){return!1},this.menuInstance._isDivider=function(){return!1}},refresh:function(){this._refreshMenu(),this._setText(this.buttonText,this._getSelectedItem().text()),this.options.width||this._resizeButton()},_refreshMenu:function(){this.menu.empty();var e,t=this.element.find(&quot;option&quot;);t.length&amp;&amp;(this._parseOptions(t),this._renderMenu(this.menu,this.items),this.menuInstance.refresh(),this.menuItems=this.menu.find(&quot;li&quot;).not(&quot;.ui-selectmenu-optgroup&quot;),e=this._getSelectedItem(),this.menuInstance.focus(null,e),this._setAria(e.data(&quot;ui-selectmenu-item&quot;)),this._setOption(&quot;disabled&quot;,this.element.prop(&quot;disabled&quot;)))},open:function(e){this.options.disabled||(this.menuItems?(this.menu.find(&quot;.ui-state-focus&quot;).removeClass(&quot;ui-state-focus&quot;),this.menuInstance.focus(null,this._getSelectedItem())):this._refreshMenu(),this.isOpen=!0,this._toggleAttr(),this._resizeMenu(),this._position(),this._on(this.document,this._documentClick),this._trigger(&quot;open&quot;,e))},_position:function(){this.menuWrap.position(e.extend({of:this.button},this.options.position))},close:function(e){this.isOpen&amp;&amp;(this.isOpen=!1,this._toggleAttr(),this.range=null,this._off(this.document),this._trigger(&quot;close&quot;,e))},widget:function(){return this.button},menuWidget:function(){return this.menu},_renderMenu:function(t,i){var s=this,n=&quot;&quot;;e.each(i,function(i,a){a.optgroup!==n&amp;&amp;(e(&quot;&lt;li&gt;&quot;,{&quot;class&quot;:&quot;ui-selectmenu-optgroup ui-menu-divider&quot;+(a.element.parent(&quot;optgroup&quot;).prop(&quot;disabled&quot;)?&quot; ui-state-disabled&quot;:&quot;&quot;),text:a.optgroup}).appendTo(t),n=a.optgroup),s._renderItemData(t,a)})},_renderItemData:function(e,t){return this._renderItem(e,t).data(&quot;ui-selectmenu-item&quot;,t)},_renderItem:function(t,i){var s=e(&quot;&lt;li&gt;&quot;);return i.disabled&amp;&amp;s.addClass(&quot;ui-state-disabled&quot;),this._setText(s,i.label),s.appendTo(t)},_setText:function(e,t){t?e.text(t):e.html(&quot;&amp;#160;&quot;)},_move:function(e,t){var i,s,n=&quot;.ui-menu-item&quot;;this.isOpen?i=this.menuItems.eq(this.focusIndex):(i=this.menuItems.eq(this.element[0].selectedIndex),n+=&quot;:not(.ui-state-disabled)&quot;),s=&quot;first&quot;===e||&quot;last&quot;===e?i[&quot;first&quot;===e?&quot;prevAll&quot;:&quot;nextAll&quot;](n).eq(-1):i[e+&quot;All&quot;](n).eq(0),s.length&amp;&amp;this.menuInstance.focus(t,s)},_getSelectedItem:function(){return this.menuItems.eq(this.element[0].selectedIndex)},_toggle:function(e){this[this.isOpen?&quot;close&quot;:&quot;open&quot;](e)},_setSelection:function(){var e;this.range&amp;&amp;(window.getSelection?(e=window.getSelection(),e.removeAllRanges(),e.addRange(this.range)):this.range.select(),this.button.focus())},_documentClick:{mousedown:function(t){this.isOpen&amp;&amp;(e(t.target).closest(&quot;.ui-selectmenu-menu, #&quot;+this.ids.button).length||this.close(t))}},_buttonEvents:{mousedown:function(){var e;window.getSelection?(e=window.getSelection(),e.rangeCount&amp;&amp;(this.range=e.getRangeAt(0))):this.range=document.selection.createRange()},click:function(e){this._setSelection(),this._toggle(e)},keydown:function(t){var i=!0;switch(t.keyCode){case e.ui.keyCode.TAB:case e.ui.keyCode.ESCAPE:this.close(t),i=!1;break;case e.ui.keyCode.ENTER:this.isOpen&amp;&amp;this._selectFocusedItem(t);break;case e.ui.keyCode.UP:t.altKey?this._toggle(t):this._move(&quot;prev&quot;,t);break;case e.ui.keyCode.DOWN:t.altKey?this._toggle(t):this._move(&quot;next&quot;,t);break;case e.ui.keyCode.SPACE:this.isOpen?this._selectFocusedItem(t):this._toggle(t);break;case e.ui.keyCode.LEFT:this._move(&quot;prev&quot;,t);break;case e.ui.keyCode.RIGHT:this._move(&quot;next&quot;,t);break;case e.ui.keyCode.HOME:case e.ui.keyCode.PAGE_UP:this._move(&quot;first&quot;,t);break;case e.ui.keyCode.END:case e.ui.keyCode.PAGE_DOWN:this._move(&quot;last&quot;,t);break;default:this.menu.trigger(t),i=!1}i&amp;&amp;t.preventDefault()}},_selectFocusedItem:function(e){var t=this.menuItems.eq(this.focusIndex);t.hasClass(&quot;ui-state-disabled&quot;)||this._select(t.data(&quot;ui-selectmenu-item&quot;),e)},_select:function(e,t){var i=this.element[0].selectedIndex;this.element[0].selectedIndex=e.index,this._setText(this.buttonText,e.label),this._setAria(e),this._trigger(&quot;select&quot;,t,{item:e}),e.index!==i&amp;&amp;this._trigger(&quot;change&quot;,t,{item:e}),this.close(t)},_setAria:function(e){var t=this.menuItems.eq(e.index).attr(&quot;id&quot;);this.button.attr({&quot;aria-labelledby&quot;:t,&quot;aria-activedescendant&quot;:t}),this.menu.attr(&quot;aria-activedescendant&quot;,t)},_setOption:function(e,t){&quot;icons&quot;===e&amp;&amp;this.button.find(&quot;span.ui-icon&quot;).removeClass(this.options.icons.button).addClass(t.button),this._super(e,t),&quot;appendTo&quot;===e&amp;&amp;this.menuWrap.appendTo(this._appendTo()),&quot;disabled&quot;===e&amp;&amp;(this.menuInstance.option(&quot;disabled&quot;,t),this.button.toggleClass(&quot;ui-state-disabled&quot;,t).attr(&quot;aria-disabled&quot;,t),this.element.prop(&quot;disabled&quot;,t),t?(this.button.attr(&quot;tabindex&quot;,-1),this.close()):this.button.attr(&quot;tabindex&quot;,0)),&quot;width&quot;===e&amp;&amp;this._resizeButton()},_appendTo:function(){var t=this.options.appendTo;return t&amp;&amp;(t=t.jquery||t.nodeType?e(t):this.document.find(t).eq(0)),t&amp;&amp;t[0]||(t=this.element.closest(&quot;.ui-front&quot;)),t.length||(t=this.document[0].body),t},_toggleAttr:function(){this.button.toggleClass(&quot;ui-corner-top&quot;,this.isOpen).toggleClass(&quot;ui-corner-all&quot;,!this.isOpen).attr(&quot;aria-expanded&quot;,this.isOpen),this.menuWrap.toggleClass(&quot;ui-selectmenu-open&quot;,this.isOpen),this.menu.attr(&quot;aria-hidden&quot;,!this.isOpen)},_resizeButton:function(){var e=this.options.width;e||(e=this.element.show().outerWidth(),this.element.hide()),this.button.outerWidth(e)},_resizeMenu:function(){this.menu.outerWidth(Math.max(this.button.outerWidth(),this.menu.width(&quot;&quot;).outerWidth()+1))},_getCreateOptions:function(){return{disabled:this.element.prop(&quot;disabled&quot;)}},_parseOptions:function(t){var i=[];t.each(function(t,s){var n=e(s),a=n.parent(&quot;optgroup&quot;);i.push({element:n,index:t,value:n.val(),label:n.text(),optgroup:a.attr(&quot;label&quot;)||&quot;&quot;,disabled:a.prop(&quot;disabled&quot;)||n.prop(&quot;disabled&quot;)})}),this.items=i},_destroy:function(){this.menuWrap.remove(),this.button.remove(),this.element.show(),this.element.removeUniqueId(),this.label.attr(&quot;for&quot;,this.ids.element)}}),e.widget(&quot;ui.slider&quot;,e.ui.mouse,{version:&quot;1.11.4&quot;,widgetEventPrefix:&quot;slide&quot;,options:{animate:!1,distance:0,max:100,min:0,orientation:&quot;horizontal&quot;,range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},numPages:5,_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this._calculateNewMax(),this.element.addClass(&quot;ui-slider ui-slider-&quot;+this.orientation+&quot; ui-widget&quot;+&quot; ui-widget-content&quot;+&quot; ui-corner-all&quot;),this._refresh(),this._setOption(&quot;disabled&quot;,this.options.disabled),this._animateOff=!1},_refresh:function(){this._createRange(),this._createHandles(),this._setupEvents(),this._refreshValue()},_createHandles:function(){var t,i,s=this.options,n=this.element.find(&quot;.ui-slider-handle&quot;).addClass(&quot;ui-state-default ui-corner-all&quot;),a=&quot;&lt;span class='ui-slider-handle ui-state-default ui-corner-all' tabindex='0'&gt;&lt;/span&gt;&quot;,o=[];for(i=s.values&amp;&amp;s.values.length||1,n.length&gt;i&amp;&amp;(n.slice(i).remove(),n=n.slice(0,i)),t=n.length;i&gt;t;t++)o.push(a);this.handles=n.add(e(o.join(&quot;&quot;)).appendTo(this.element)),this.handle=this.handles.eq(0),this.handles.each(function(t){e(this).data(&quot;ui-slider-handle-index&quot;,t)})},_createRange:function(){var t=this.options,i=&quot;&quot;;t.range?(t.range===!0&amp;&amp;(t.values?t.values.length&amp;&amp;2!==t.values.length?t.values=[t.values[0],t.values[0]]:e.isArray(t.values)&amp;&amp;(t.values=t.values.slice(0)):t.values=[this._valueMin(),this._valueMin()]),this.range&amp;&amp;this.range.length?this.range.removeClass(&quot;ui-slider-range-min ui-slider-range-max&quot;).css({left:&quot;&quot;,bottom:&quot;&quot;}):(this.range=e(&quot;&lt;div&gt;&lt;/div&gt;&quot;).appendTo(this.element),i=&quot;ui-slider-range ui-widget-header ui-corner-all&quot;),this.range.addClass(i+(&quot;min&quot;===t.range||&quot;max&quot;===t.range?&quot; ui-slider-range-&quot;+t.range:&quot;&quot;))):(this.range&amp;&amp;this.range.remove(),this.range=null)},_setupEvents:function(){this._off(this.handles),this._on(this.handles,this._handleEvents),this._hoverable(this.handles),this._focusable(this.handles)},_destroy:function(){this.handles.remove(),this.range&amp;&amp;this.range.remove(),this.element.removeClass(&quot;ui-slider ui-slider-horizontal ui-slider-vertical ui-widget ui-widget-content ui-corner-all&quot;),this._mouseDestroy()},_mouseCapture:function(t){var i,s,n,a,o,r,h,l,u=this,d=this.options;return d.disabled?!1:(this.elementSize={width:this.element.outerWidth(),height:this.element.outerHeight()},this.elementOffset=this.element.offset(),i={x:t.pageX,y:t.pageY},s=this._normValueFromMouse(i),n=this._valueMax()-this._valueMin()+1,this.handles.each(function(t){var i=Math.abs(s-u.values(t));(n&gt;i||n===i&amp;&amp;(t===u._lastChangedValue||u.values(t)===d.min))&amp;&amp;(n=i,a=e(this),o=t)}),r=this._start(t,o),r===!1?!1:(this._mouseSliding=!0,this._handleIndex=o,a.addClass(&quot;ui-state-active&quot;).focus(),h=a.offset(),l=!e(t.target).parents().addBack().is(&quot;.ui-slider-handle&quot;),this._clickOffset=l?{left:0,top:0}:{left:t.pageX-h.left-a.width()/2,top:t.pageY-h.top-a.height()/2-(parseInt(a.css(&quot;borderTopWidth&quot;),10)||0)-(parseInt(a.css(&quot;borderBottomWidth&quot;),10)||0)+(parseInt(a.css(&quot;marginTop&quot;),10)||0)},this.handles.hasClass(&quot;ui-state-hover&quot;)||this._slide(t,o,s),this._animateOff=!0,!0))},_mouseStart:function(){return!0},_mouseDrag:function(e){var t={x:e.pageX,y:e.pageY},i=this._normValueFromMouse(t);return this._slide(e,this._handleIndex,i),!1},_mouseStop:function(e){return this.handles.removeClass(&quot;ui-state-active&quot;),this._mouseSliding=!1,this._stop(e,this._handleIndex),this._change(e,this._handleIndex),this._handleIndex=null,this._clickOffset=null,this._animateOff=!1,!1},_detectOrientation:function(){this.orientation=&quot;vertical&quot;===this.options.orientation?&quot;vertical&quot;:&quot;horizontal&quot;},_normValueFromMouse:function(e){var t,i,s,n,a;return&quot;horizontal&quot;===this.orientation?(t=this.elementSize.width,i=e.x-this.elementOffset.left-(this._clickOffset?this._clickOffset.left:0)):(t=this.elementSize.height,i=e.y-this.elementOffset.top-(this._clickOffset?this._clickOffset.top:0)),s=i/t,s&gt;1&amp;&amp;(s=1),0&gt;s&amp;&amp;(s=0),&quot;vertical&quot;===this.orientation&amp;&amp;(s=1-s),n=this._valueMax()-this._valueMin(),a=this._valueMin()+s*n,this._trimAlignValue(a)},_start:function(e,t){var i={handle:this.handles[t],value:this.value()};return this.options.values&amp;&amp;this.options.values.length&amp;&amp;(i.value=this.values(t),i.values=this.values()),this._trigger(&quot;start&quot;,e,i)},_slide:function(e,t,i){var s,n,a;this.options.values&amp;&amp;this.options.values.length?(s=this.values(t?0:1),2===this.options.values.length&amp;&amp;this.options.range===!0&amp;&amp;(0===t&amp;&amp;i&gt;s||1===t&amp;&amp;s&gt;i)&amp;&amp;(i=s),i!==this.values(t)&amp;&amp;(n=this.values(),n[t]=i,a=this._trigger(&quot;slide&quot;,e,{handle:this.handles[t],value:i,values:n}),s=this.values(t?0:1),a!==!1&amp;&amp;this.values(t,i))):i!==this.value()&amp;&amp;(a=this._trigger(&quot;slide&quot;,e,{handle:this.handles[t],value:i}),a!==!1&amp;&amp;this.value(i))},_stop:function(e,t){var i={handle:this.handles[t],value:this.value()};this.options.values&amp;&amp;this.options.values.length&amp;&amp;(i.value=this.values(t),i.values=this.values()),this._trigger(&quot;stop&quot;,e,i)},_change:function(e,t){if(!this._keySliding&amp;&amp;!this._mouseSliding){var i={handle:this.handles[t],value:this.value()};this.options.values&amp;&amp;this.options.values.length&amp;&amp;(i.value=this.values(t),i.values=this.values()),this._lastChangedValue=t,this._trigger(&quot;change&quot;,e,i)}},value:function(e){return arguments.length?(this.options.value=this._trimAlignValue(e),this._refreshValue(),this._change(null,0),void 0):this._value()},values:function(t,i){var s,n,a;if(arguments.length&gt;1)return this.options.values[t]=this._trimAlignValue(i),this._refreshValue(),this._change(null,t),void 0;if(!arguments.length)return this._values();if(!e.isArray(arguments[0]))return this.options.values&amp;&amp;this.options.values.length?this._values(t):this.value();for(s=this.options.values,n=arguments[0],a=0;s.length&gt;a;a+=1)s[a]=this._trimAlignValue(n[a]),this._change(null,a);this._refreshValue()},_setOption:function(t,i){var s,n=0;switch(&quot;range&quot;===t&amp;&amp;this.options.range===!0&amp;&amp;(&quot;min&quot;===i?(this.options.value=this._values(0),this.options.values=null):&quot;max&quot;===i&amp;&amp;(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),e.isArray(this.options.values)&amp;&amp;(n=this.options.values.length),&quot;disabled&quot;===t&amp;&amp;this.element.toggleClass(&quot;ui-state-disabled&quot;,!!i),this._super(t,i),t){case&quot;orientation&quot;:this._detectOrientation(),this.element.removeClass(&quot;ui-slider-horizontal ui-slider-vertical&quot;).addClass(&quot;ui-slider-&quot;+this.orientation),this._refreshValue(),this.handles.css(&quot;horizontal&quot;===i?&quot;bottom&quot;:&quot;left&quot;,&quot;&quot;);break;case&quot;value&quot;:this._animateOff=!0,this._refreshValue(),this._change(null,0),this._animateOff=!1;break;case&quot;values&quot;:for(this._animateOff=!0,this._refreshValue(),s=0;n&gt;s;s+=1)this._change(null,s);this._animateOff=!1;break;case&quot;step&quot;:case&quot;min&quot;:case&quot;max&quot;:this._animateOff=!0,this._calculateNewMax(),this._refreshValue(),this._animateOff=!1;break;case&quot;range&quot;:this._animateOff=!0,this._refresh(),this._animateOff=!1}},_value:function(){var e=this.options.value;return e=this._trimAlignValue(e)},_values:function(e){var t,i,s;if(arguments.length)return t=this.options.values[e],t=this._trimAlignValue(t);if(this.options.values&amp;&amp;this.options.values.length){for(i=this.options.values.slice(),s=0;i.length&gt;s;s+=1)i[s]=this._trimAlignValue(i[s]);return i}return[]},_trimAlignValue:function(e){if(this._valueMin()&gt;=e)return this._valueMin();if(e&gt;=this._valueMax())return this._valueMax();var t=this.options.step&gt;0?this.options.step:1,i=(e-this._valueMin())%t,s=e-i;return 2*Math.abs(i)&gt;=t&amp;&amp;(s+=i&gt;0?t:-t),parseFloat(s.toFixed(5))},_calculateNewMax:function(){var e=this.options.max,t=this._valueMin(),i=this.options.step,s=Math.floor(+(e-t).toFixed(this._precision())/i)*i;e=s+t,this.max=parseFloat(e.toFixed(this._precision()))},_precision:function(){var e=this._precisionOf(this.options.step);return null!==this.options.min&amp;&amp;(e=Math.max(e,this._precisionOf(this.options.min))),e},_precisionOf:function(e){var t=&quot;&quot;+e,i=t.indexOf(&quot;.&quot;);return-1===i?0:t.length-i-1},_valueMin:function(){return this.options.min},_valueMax:function(){return this.max},_refreshValue:function(){var t,i,s,n,a,o=this.options.range,r=this.options,h=this,l=this._animateOff?!1:r.animate,u={};this.options.values&amp;&amp;this.options.values.length?this.handles.each(function(s){i=100*((h.values(s)-h._valueMin())/(h._valueMax()-h._valueMin())),u[&quot;horizontal&quot;===h.orientation?&quot;left&quot;:&quot;bottom&quot;]=i+&quot;%&quot;,e(this).stop(1,1)[l?&quot;animate&quot;:&quot;css&quot;](u,r.animate),h.options.range===!0&amp;&amp;(&quot;horizontal&quot;===h.orientation?(0===s&amp;&amp;h.range.stop(1,1)[l?&quot;animate&quot;:&quot;css&quot;]({left:i+&quot;%&quot;},r.animate),1===s&amp;&amp;h.range[l?&quot;animate&quot;:&quot;css&quot;]({width:i-t+&quot;%&quot;},{queue:!1,duration:r.animate})):(0===s&amp;&amp;h.range.stop(1,1)[l?&quot;animate&quot;:&quot;css&quot;]({bottom:i+&quot;%&quot;},r.animate),1===s&amp;&amp;h.range[l?&quot;animate&quot;:&quot;css&quot;]({height:i-t+&quot;%&quot;},{queue:!1,duration:r.animate}))),t=i}):(s=this.value(),n=this._valueMin(),a=this._valueMax(),i=a!==n?100*((s-n)/(a-n)):0,u[&quot;horizontal&quot;===this.orientation?&quot;left&quot;:&quot;bottom&quot;]=i+&quot;%&quot;,this.handle.stop(1,1)[l?&quot;animate&quot;:&quot;css&quot;](u,r.animate),&quot;min&quot;===o&amp;&amp;&quot;horizontal&quot;===this.orientation&amp;&amp;this.range.stop(1,1)[l?&quot;animate&quot;:&quot;css&quot;]({width:i+&quot;%&quot;},r.animate),&quot;max&quot;===o&amp;&amp;&quot;horizontal&quot;===this.orientation&amp;&amp;this.range[l?&quot;animate&quot;:&quot;css&quot;]({width:100-i+&quot;%&quot;},{queue:!1,duration:r.animate}),&quot;min&quot;===o&amp;&amp;&quot;vertical&quot;===this.orientation&amp;&amp;this.range.stop(1,1)[l?&quot;animate&quot;:&quot;css&quot;]({height:i+&quot;%&quot;},r.animate),&quot;max&quot;===o&amp;&amp;&quot;vertical&quot;===this.orientation&amp;&amp;this.range[l?&quot;animate&quot;:&quot;css&quot;]({height:100-i+&quot;%&quot;},{queue:!1,duration:r.animate}))},_handleEvents:{keydown:function(t){var i,s,n,a,o=e(t.target).data(&quot;ui-slider-handle-index&quot;);switch(t.keyCode){case e.ui.keyCode.HOME:case e.ui.keyCode.END:case e.ui.keyCode.PAGE_UP:case e.ui.keyCode.PAGE_DOWN:case e.ui.keyCode.UP:case e.ui.keyCode.RIGHT:case e.ui.keyCode.DOWN:case e.ui.keyCode.LEFT:if(t.preventDefault(),!this._keySliding&amp;&amp;(this._keySliding=!0,e(t.target).addClass(&quot;ui-state-active&quot;),i=this._start(t,o),i===!1))return}switch(a=this.options.step,s=n=this.options.values&amp;&amp;this.options.values.length?this.values(o):this.value(),t.keyCode){case e.ui.keyCode.HOME:n=this._valueMin();break;case e.ui.keyCode.END:n=this._valueMax();break;case e.ui.keyCode.PAGE_UP:n=this._trimAlignValue(s+(this._valueMax()-this._valueMin())/this.numPages);break;case e.ui.keyCode.PAGE_DOWN:n=this._trimAlignValue(s-(this._valueMax()-this._valueMin())/this.numPages);break;case e.ui.keyCode.UP:case e.ui.keyCode.RIGHT:if(s===this._valueMax())return;n=this._trimAlignValue(s+a);break;case e.ui.keyCode.DOWN:case e.ui.keyCode.LEFT:if(s===this._valueMin())return;n=this._trimAlignValue(s-a)}this._slide(t,o,n)},keyup:function(t){var i=e(t.target).data(&quot;ui-slider-handle-index&quot;);this._keySliding&amp;&amp;(this._keySliding=!1,this._stop(t,i),this._change(t,i),e(t.target).removeClass(&quot;ui-state-active&quot;))}}}),e.widget(&quot;ui.spinner&quot;,{version:&quot;1.11.4&quot;,defaultElement:&quot;&lt;input&gt;&quot;,widgetEventPrefix:&quot;spin&quot;,options:{culture:null,icons:{down:&quot;ui-icon-triangle-1-s&quot;,up:&quot;ui-icon-triangle-1-n&quot;},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption(&quot;max&quot;,this.options.max),this._setOption(&quot;min&quot;,this.options.min),this._setOption(&quot;step&quot;,this.options.step),&quot;&quot;!==this.value()&amp;&amp;this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr(&quot;autocomplete&quot;)}})},_getCreateOptions:function(){var t={},i=this.element;return e.each([&quot;min&quot;,&quot;max&quot;,&quot;step&quot;],function(e,s){var n=i.attr(s);void 0!==n&amp;&amp;n.length&amp;&amp;(t[s]=n)}),t},_events:{keydown:function(e){this._start(e)&amp;&amp;this._keydown(e)&amp;&amp;e.preventDefault()},keyup:&quot;_stop&quot;,focus:function(){this.previous=this.element.val()},blur:function(e){return this.cancelBlur?(delete this.cancelBlur,void 0):(this._stop(),this._refresh(),this.previous!==this.element.val()&amp;&amp;this._trigger(&quot;change&quot;,e),void 0)},mousewheel:function(e,t){if(t){if(!this.spinning&amp;&amp;!this._start(e))return!1;this._spin((t&gt;0?1:-1)*this.options.step,e),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&amp;&amp;this._stop(e)},100),e.preventDefault()}},&quot;mousedown .ui-spinner-button&quot;:function(t){function i(){var e=this.element[0]===this.document[0].activeElement;e||(this.element.focus(),this.previous=s,this._delay(function(){this.previous=s}))}var 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e=this.uiSpinner=this.element.addClass(&quot;ui-spinner-input&quot;).attr(&quot;autocomplete&quot;,&quot;off&quot;).wrap(this._uiSpinnerHtml()).parent().append(this._buttonHtml());this.element.attr(&quot;role&quot;,&quot;spinbutton&quot;),this.buttons=e.find(&quot;.ui-spinner-button&quot;).attr(&quot;tabIndex&quot;,-1).button().removeClass(&quot;ui-corner-all&quot;),this.buttons.height()&gt;Math.ceil(.5*e.height())&amp;&amp;e.height()&gt;0&amp;&amp;e.height(e.height()),this.options.disabled&amp;&amp;this.disable()},_keydown:function(t){var i=this.options,s=e.ui.keyCode;switch(t.keyCode){case s.UP:return this._repeat(null,1,t),!0;case s.DOWN:return this._repeat(null,-1,t),!0;case s.PAGE_UP:return this._repeat(null,i.page,t),!0;case s.PAGE_DOWN:return this._repeat(null,-i.page,t),!0}return!1},_uiSpinnerHtml:function(){return&quot;&lt;span class='ui-spinner ui-widget ui-widget-content ui-corner-all'&gt;&lt;/span&gt;&quot;},_buttonHtml:function(){return&quot;&lt;a class='ui-spinner-button 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t.altKey&amp;&amp;t.keyCode===e.ui.keyCode.PAGE_UP?(this._activate(this._focusNextTab(this.options.active-1,!1)),!0):t.altKey&amp;&amp;t.keyCode===e.ui.keyCode.PAGE_DOWN?(this._activate(this._focusNextTab(this.options.active+1,!0)),!0):void 0},_findNextTab:function(t,i){function s(){return t&gt;n&amp;&amp;(t=0),0&gt;t&amp;&amp;(t=n),t}for(var n=this.tabs.length-1;-1!==e.inArray(s(),this.options.disabled);)t=i?t+1:t-1;return t},_focusNextTab:function(e,t){return e=this._findNextTab(e,t),this.tabs.eq(e).focus(),e},_setOption:function(e,t){return&quot;active&quot;===e?(this._activate(t),void 0):&quot;disabled&quot;===e?(this._setupDisabled(t),void 0):(this._super(e,t),&quot;collapsible&quot;===e&amp;&amp;(this.element.toggleClass(&quot;ui-tabs-collapsible&quot;,t),t||this.options.active!==!1||this._activate(0)),&quot;event&quot;===e&amp;&amp;this._setupEvents(t),&quot;heightStyle&quot;===e&amp;&amp;this._setupHeightStyle(t),void 0)},_sanitizeSelector:function(e){return 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t=e(this),s=t.css(&quot;position&quot;);&quot;absolute&quot;!==s&amp;&amp;&quot;fixed&quot;!==s&amp;&amp;(i-=t.outerHeight(!0))}),this.element.children().not(this.panels).each(function(){i-=e(this).outerHeight(!0)}),this.panels.each(function(){e(this).height(Math.max(0,i-e(this).innerHeight()+e(this).height()))}).css(&quot;overflow&quot;,&quot;auto&quot;)):&quot;auto&quot;===t&amp;&amp;(i=0,this.panels.each(function(){i=Math.max(i,e(this).height(&quot;&quot;).height())}).height(i))},_eventHandler:function(t){var i=this.options,s=this.active,n=e(t.currentTarget),a=n.closest(&quot;li&quot;),o=a[0]===s[0],r=o&amp;&amp;i.collapsible,h=r?e():this._getPanelForTab(a),l=s.length?this._getPanelForTab(s):e(),u={oldTab:s,oldPanel:l,newTab:r?e():a,newPanel:h};t.preventDefault(),a.hasClass(&quot;ui-state-disabled&quot;)||a.hasClass(&quot;ui-tabs-loading&quot;)||this.running||o&amp;&amp;!i.collapsible||this._trigger(&quot;beforeActivate&quot;,t,u)===!1||(i.active=r?!1:this.tabs.index(a),this.active=o?e():a,this.xhr&amp;&amp;this.xhr.abort(),l.length||h.length||e.error(&quot;jQuery UI Tabs: Mismatching fragment identifier.&quot;),h.length&amp;&amp;this.load(this.tabs.index(a),t),this._toggle(t,u))},_toggle:function(t,i){function s(){a.running=!1,a._trigger(&quot;activate&quot;,t,i)}function n(){i.newTab.closest(&quot;li&quot;).addClass(&quot;ui-tabs-active ui-state-active&quot;),o.length&amp;&amp;a.options.show?a._show(o,a.options.show,s):(o.show(),s())}var a=this,o=i.newPanel,r=i.oldPanel;this.running=!0,r.length&amp;&amp;this.options.hide?this._hide(r,this.options.hide,function(){i.oldTab.closest(&quot;li&quot;).removeClass(&quot;ui-tabs-active ui-state-active&quot;),n()}):(i.oldTab.closest(&quot;li&quot;).removeClass(&quot;ui-tabs-active ui-state-active&quot;),r.hide(),n()),r.attr(&quot;aria-hidden&quot;,&quot;true&quot;),i.oldTab.attr({&quot;aria-selected&quot;:&quot;false&quot;,&quot;aria-expanded&quot;:&quot;false&quot;}),o.length&amp;&amp;r.length?i.oldTab.attr(&quot;tabIndex&quot;,-1):o.length&amp;&amp;this.tabs.filter(function(){return 0===e(this).attr(&quot;tabIndex&quot;)}).attr(&quot;tabIndex&quot;,-1),o.attr(&quot;aria-hidden&quot;,&quot;false&quot;),i.newTab.attr({&quot;aria-selected&quot;:&quot;true&quot;,&quot;aria-expanded&quot;:&quot;true&quot;,tabIndex:0})},_activate:function(t){var 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s=e(this),n=e(t.to),a=&quot;fixed&quot;===n.css(&quot;position&quot;),o=e(&quot;body&quot;),r=a?o.scrollTop():0,h=a?o.scrollLeft():0,l=n.offset(),u={top:l.top-r,left:l.left-h,height:n.innerHeight(),width:n.innerWidth()},d=s.offset(),c=e(&quot;&lt;div class='ui-effects-transfer'&gt;&lt;/div&gt;&quot;).appendTo(document.body).addClass(t.className).css({top:d.top-r,left:d.left-h,height:s.innerHeight(),width:s.innerWidth(),position:a?&quot;fixed&quot;:&quot;absolute&quot;}).animate(u,t.duration,t.easing,function(){c.remove(),i()})}});&lt;/script&gt;
&lt;style type=&quot;text/css&quot;&gt;

.tocify {
width: 20%;
max-height: 90%;
overflow: auto;
margin-left: 2%;
position: fixed;
border: 1px solid #ccc;
border-radius: 6px;
}

.tocify ul, .tocify li {
list-style: none;
margin: 0;
padding: 0;
border: none;
line-height: 30px;
}

.tocify-header {
text-indent: 10px;
}

.tocify-subheader {
text-indent: 20px;
display: none;
}

.tocify-subheader li {
font-size: 12px;
}

.tocify-subheader .tocify-subheader {
text-indent: 30px;
}
.tocify-subheader .tocify-subheader .tocify-subheader {
text-indent: 40px;
}
.tocify-subheader .tocify-subheader .tocify-subheader .tocify-subheader {
text-indent: 50px;
}
.tocify-subheader .tocify-subheader .tocify-subheader .tocify-subheader .tocify-subheader {
text-indent: 60px;
}

.tocify .tocify-item &gt; a, .tocify .nav-list .nav-header {
margin: 0px;
}

.tocify .tocify-item a, .tocify .list-group-item {
padding: 5px;
}
.tocify .nav-pills &gt; li {
float: none;
}


&lt;/style&gt;
&lt;script&gt;/* jquery Tocify - v1.9.1 - 2013-10-22
 * http://www.gregfranko.com/jquery.tocify.js/
 * Copyright (c) 2013 Greg Franko; Licensed MIT */

// Immediately-Invoked Function Expression (IIFE) [Ben Alman Blog Post](http://benalman.com/news/2010/11/immediately-invoked-function-expression/) that calls another IIFE that contains all of the plugin logic.  I used this pattern so that anyone viewing this code would not have to scroll to the bottom of the page to view the local parameters that were passed to the main IIFE.
(function(tocify) {

    // ECMAScript 5 Strict Mode: [John Resig Blog Post](http://ejohn.org/blog/ecmascript-5-strict-mode-json-and-more/)
    &quot;use strict&quot;;

    // Calls the second IIFE and locally passes in the global jQuery, window, and document objects
    tocify(window.jQuery, window, document);

  }

  // Locally passes in `jQuery`, the `window` object, the `document` object, and an `undefined` variable.  The `jQuery`, `window` and `document` objects are passed in locally, to improve performance, since javascript first searches for a variable match within the local variables set before searching the global variables set.  All of the global variables are also passed in locally to be minifier friendly. `undefined` can be passed in locally, because it is not a reserved word in JavaScript.
  (function($, window, document, undefined) {

    // ECMAScript 5 Strict Mode: [John Resig Blog Post](http://ejohn.org/blog/ecmascript-5-strict-mode-json-and-more/)
    &quot;use strict&quot;;

    var tocClassName = &quot;tocify&quot;,
      tocClass = &quot;.&quot; + tocClassName,
      tocFocusClassName = &quot;tocify-focus&quot;,
      tocHoverClassName = &quot;tocify-hover&quot;,
      hideTocClassName = &quot;tocify-hide&quot;,
      hideTocClass = &quot;.&quot; + hideTocClassName,
      headerClassName = &quot;tocify-header&quot;,
      headerClass = &quot;.&quot; + headerClassName,
      subheaderClassName = &quot;tocify-subheader&quot;,
      subheaderClass = &quot;.&quot; + subheaderClassName,
      itemClassName = &quot;tocify-item&quot;,
      itemClass = &quot;.&quot; + itemClassName,
      extendPageClassName = &quot;tocify-extend-page&quot;,
      extendPageClass = &quot;.&quot; + extendPageClassName;

    // Calling the jQueryUI Widget Factory Method
    $.widget(&quot;toc.tocify&quot;, {

      //Plugin version
      version: &quot;1.9.1&quot;,

      // These options will be used as defaults
      options: {

        // **context**: Accepts String: Any jQuery selector
        // The container element that holds all of the elements used to generate the table of contents
        context: &quot;body&quot;,

        // **ignoreSelector**: Accepts String: Any jQuery selector
        // A selector to any element that would be matched by selectors that you wish to be ignored
        ignoreSelector: null,

        // **selectors**: Accepts an Array of Strings: Any jQuery selectors
        // The element's used to generate the table of contents.  The order is very important since it will determine the table of content's nesting structure
        selectors: &quot;h1, h2, h3&quot;,

        // **showAndHide**: Accepts a boolean: true or false
        // Used to determine if elements should be shown and hidden
        showAndHide: true,

        // **showEffect**: Accepts String: &quot;none&quot;, &quot;fadeIn&quot;, &quot;show&quot;, or &quot;slideDown&quot;
        // Used to display any of the table of contents nested items
        showEffect: &quot;slideDown&quot;,

        // **showEffectSpeed**: Accepts Number (milliseconds) or String: &quot;slow&quot;, &quot;medium&quot;, or &quot;fast&quot;
        // The time duration of the show animation
        showEffectSpeed: &quot;medium&quot;,

        // **hideEffect**: Accepts String: &quot;none&quot;, &quot;fadeOut&quot;, &quot;hide&quot;, or &quot;slideUp&quot;
        // Used to hide any of the table of contents nested items
        hideEffect: &quot;slideUp&quot;,

        // **hideEffectSpeed**: Accepts Number (milliseconds) or String: &quot;slow&quot;, &quot;medium&quot;, or &quot;fast&quot;
        // The time duration of the hide animation
        hideEffectSpeed: &quot;medium&quot;,

        // **smoothScroll**: Accepts a boolean: true or false
        // Determines if a jQuery animation should be used to scroll to specific table of contents items on the page
        smoothScroll: true,

        // **smoothScrollSpeed**: Accepts Number (milliseconds) or String: &quot;slow&quot;, &quot;medium&quot;, or &quot;fast&quot;
        // The time duration of the smoothScroll animation
        smoothScrollSpeed: &quot;medium&quot;,

        // **scrollTo**: Accepts Number (pixels)
        // The amount of space between the top of page and the selected table of contents item after the page has been scrolled
        scrollTo: 0,

        // **showAndHideOnScroll**: Accepts a boolean: true or false
        // Determines if table of contents nested items should be shown and hidden while scrolling
        showAndHideOnScroll: true,

        // **highlightOnScroll**: Accepts a boolean: true or false
        // Determines if table of contents nested items should be highlighted (set to a different color) while scrolling
        highlightOnScroll: true,

        // **highlightOffset**: Accepts a number
        // The offset distance in pixels to trigger the next active table of contents item
        highlightOffset: 40,

        // **theme**: Accepts a string: &quot;bootstrap&quot;, &quot;jqueryui&quot;, or &quot;none&quot;
        // Determines if Twitter Bootstrap, jQueryUI, or Tocify classes should be added to the table of contents
        theme: &quot;bootstrap&quot;,

        // **extendPage**: Accepts a boolean: true or false
        // If a user scrolls to the bottom of the page and the page is not tall enough to scroll to the last table of contents item, then the page height is increased
        extendPage: true,

        // **extendPageOffset**: Accepts a number: pixels
        // How close to the bottom of the page a user must scroll before the page is extended
        extendPageOffset: 100,

        // **history**: Accepts a boolean: true or false
        // Adds a hash to the page url to maintain history
        history: true,

        // **scrollHistory**: Accepts a boolean: true or false
        // Adds a hash to the page url, to maintain history, when scrolling to a TOC item
        scrollHistory: false,

        // **hashGenerator**: How the hash value (the anchor segment of the URL, following the
        // # character) will be generated.
        //
        // &quot;compact&quot; (default) - #CompressesEverythingTogether
        // &quot;pretty&quot; - #looks-like-a-nice-url-and-is-easily-readable
        // function(text, element){} - Your own hash generation function that accepts the text as an
        // argument, and returns the hash value.
        hashGenerator: &quot;compact&quot;,

        // **highlightDefault**: Accepts a boolean: true or false
        // Set's the first TOC item as active if no other TOC item is active.
        highlightDefault: true

      },

      // _Create
      // -------
      //      Constructs the plugin.  Only called once.
      _create: function() {

        var self = this;

        self.extendPageScroll = true;

        // Internal array that keeps track of all TOC items (Helps to recognize if there are duplicate TOC item strings)
        self.items = [];

        // Generates the HTML for the dynamic table of contents
        self._generateToc();

        // Adds CSS classes to the newly generated table of contents HTML
        self._addCSSClasses();

        self.webkit = (function() {

          for (var prop in window) {

            if (prop) {

              if (prop.toLowerCase().indexOf(&quot;webkit&quot;) !== -1) {

                return true;

              }

            }

          }

          return false;

        }());

        // Adds jQuery event handlers to the newly generated table of contents
        self._setEventHandlers();

        // Binding to the Window load event to make sure the correct scrollTop is calculated
        $(window).load(function() {

          // Sets the active TOC item
          self._setActiveElement(true);

          // Once all animations on the page are complete, this callback function will be called
          $(&quot;html, body&quot;).promise().done(function() {

            setTimeout(function() {

              self.extendPageScroll = false;

            }, 0);

          });

        });

      },

      // _generateToc
      // ------------
      //      Generates the HTML for the dynamic table of contents
      _generateToc: function() {

        // _Local variables_

        // Stores the plugin context in the self variable
        var self = this,

          // All of the HTML tags found within the context provided (i.e. body) that match the top level jQuery selector above
          firstElem,

          // Instantiated variable that will store the top level newly created unordered list DOM element
          ul,
          ignoreSelector = self.options.ignoreSelector;


        // Determine the element to start the toc with
        // get all the top level selectors
        firstElem = [];
        var selectors = this.options.selectors.replace(/ /g, &quot;&quot;).split(&quot;,&quot;);
        // find the first set that have at least one non-ignored element
        for(var i = 0; i &lt; selectors.length; i++) {
          var foundSelectors = $(this.options.context).find(selectors[i]);
          for (var s = 0; s &lt; foundSelectors.length; s++) {
            if (!$(foundSelectors[s]).is(ignoreSelector)) {
              firstElem = foundSelectors;
              break;
            }
          }
          if (firstElem.length&gt; 0)
            break;
        }

        if (!firstElem.length) {

          self.element.addClass(hideTocClassName);

          return;

        }

        self.element.addClass(tocClassName);

        // Loops through each top level selector
        firstElem.each(function(index) {

          //If the element matches the ignoreSelector then we skip it
          if ($(this).is(ignoreSelector)) {
            return;
          }

          // Creates an unordered list HTML element and adds a dynamic ID and standard class name
          ul = $(&quot;&lt;ul/&gt;&quot;, {
            &quot;id&quot;: headerClassName + index,
            &quot;class&quot;: headerClassName
          }).

          // Appends a top level list item HTML element to the previously created HTML header
          append(self._nestElements($(this), index));

          // Add the created unordered list element to the HTML element calling the plugin
          self.element.append(ul);

          // Finds all of the HTML tags between the header and subheader elements
          $(this).nextUntil(this.nodeName.toLowerCase()).each(function() {

            // If there are no nested subheader elemements
            if ($(this).find(self.options.selectors).length === 0) {

              // Loops through all of the subheader elements
              $(this).filter(self.options.selectors).each(function() {

                //If the element matches the ignoreSelector then we skip it
                if ($(this).is(ignoreSelector)) {
                  return;
                }

                self._appendSubheaders.call(this, self, ul);

              });

            }

            // If there are nested subheader elements
            else {

              // Loops through all of the subheader elements
              $(this).find(self.options.selectors).each(function() {

                //If the element matches the ignoreSelector then we skip it
                if ($(this).is(ignoreSelector)) {
                  return;
                }

                self._appendSubheaders.call(this, self, ul);

              });

            }

          });

        });

      },

      _setActiveElement: function(pageload) {

        var self = this,

          hash = window.location.hash.substring(1),

          elem = self.element.find('li[data-unique=&quot;' + hash + '&quot;]');

        if (hash.length) {

          // Removes highlighting from all of the list item's
          self.element.find(&quot;.&quot; + self.focusClass).removeClass(self.focusClass);

          // Highlights the current list item that was clicked
          elem.addClass(self.focusClass);

          // Triggers the click event on the currently focused TOC item
          elem.click();

        } else {

          // Removes highlighting from all of the list item's
          self.element.find(&quot;.&quot; + self.focusClass).removeClass(self.focusClass);

          if (!hash.length &amp;&amp; pageload &amp;&amp; self.options.highlightDefault) {

            // Highlights the first TOC item if no other items are highlighted
            self.element.find(itemClass).first().addClass(self.focusClass);

          }

        }

        return self;

      },

      // _nestElements
      // -------------
      //      Helps create the table of contents list by appending nested list items
      _nestElements: function(self, index) {

        var arr, item, hashValue;

        arr = $.grep(this.items, function(item) {

          return item === self.text();

        });

        // If there is already a duplicate TOC item
        if (arr.length) {

          // Adds the current TOC item text and index (for slight randomization) to the internal array
          this.items.push(self.text() + index);

        }

        // If there not a duplicate TOC item
        else {

          // Adds the current TOC item text to the internal array
          this.items.push(self.text());

        }

        hashValue = this._generateHashValue(arr, self, index);

        // Appends a list item HTML element to the last unordered list HTML element found within the HTML element calling the plugin
        item = $(&quot;&lt;li/&gt;&quot;, {

          // Sets a common class name to the list item
          &quot;class&quot;: itemClassName,

          &quot;data-unique&quot;: hashValue

        });

        if (this.options.theme !== &quot;bootstrap3&quot;) {

          item.append($(&quot;&lt;a/&gt;&quot;, {

            &quot;html&quot;: self.html()

          }));

        } else {

          item.html(self.html());

        }

        // Adds an HTML anchor tag before the currently traversed HTML element
        self.before($(&quot;&lt;div/&gt;&quot;, {

          // Sets a name attribute on the anchor tag to the text of the currently traversed HTML element (also making sure that all whitespace is replaced with an underscore)
          &quot;name&quot;: hashValue,

          &quot;data-unique&quot;: hashValue

        }));

        return item;

      },

      // _generateHashValue
      // ------------------
      //      Generates the hash value that will be used to refer to each item.
      _generateHashValue: function(arr, self, index) {

        var hashValue = &quot;&quot;,
          hashGeneratorOption = this.options.hashGenerator;

        if (hashGeneratorOption === &quot;pretty&quot;) {

          // prettify the text
          hashValue = self.text().toLowerCase().replace(/\s/g, &quot;-&quot;);

          // fix double hyphens
          while (hashValue.indexOf(&quot;--&quot;) &gt; -1) {
            hashValue = hashValue.replace(/--/g, &quot;-&quot;);
          }

          // fix colon-space instances
          while (hashValue.indexOf(&quot;:-&quot;) &gt; -1) {
            hashValue = hashValue.replace(/:-/g, &quot;-&quot;);
          }

        } else if (typeof hashGeneratorOption === &quot;function&quot;) {

          // call the function
          hashValue = hashGeneratorOption(self.text(), self);

        } else {

          // compact - the default
          hashValue = self.text().replace(/\s/g, &quot;&quot;);

        }

        // add the index if we need to
        if (arr.length) {
          hashValue += &quot;&quot; + index;
        }

        // return the value
        return hashValue;

      },

      // _appendElements
      // ---------------
      //      Helps create the table of contents list by appending subheader elements

      _appendSubheaders: function(self, ul) {

        // The current element index
        var index = $(this).index(self.options.selectors),

          // Finds the previous header DOM element
          previousHeader = $(self.options.selectors).eq(index - 1),

          currentTagName = +$(this).prop(&quot;tagName&quot;).charAt(1),

          previousTagName = +previousHeader.prop(&quot;tagName&quot;).charAt(1),

          lastSubheader;

        // If the current header DOM element is smaller than the previous header DOM element or the first subheader
        if (currentTagName &lt; previousTagName) {

          // Selects the last unordered list HTML found within the HTML element calling the plugin
          self.element.find(subheaderClass + &quot;[data-tag=&quot; + currentTagName + &quot;]&quot;).last().append(self._nestElements($(this), index));

        }

        // If the current header DOM element is the same type of header(eg. h4) as the previous header DOM element
        else if (currentTagName === previousTagName) {

          ul.find(itemClass).last().after(self._nestElements($(this), index));

        } else {

          // Selects the last unordered list HTML found within the HTML element calling the plugin
          ul.find(itemClass).last().

          // Appends an unorderedList HTML element to the dynamic `unorderedList` variable and sets a common class name
          after($(&quot;&lt;ul/&gt;&quot;, {

            &quot;class&quot;: subheaderClassName,

            &quot;data-tag&quot;: currentTagName

          })).next(subheaderClass).

          // Appends a list item HTML element to the last unordered list HTML element found within the HTML element calling the plugin
          append(self._nestElements($(this), index));
        }

      },

      // _setEventHandlers
      // ----------------
      //      Adds jQuery event handlers to the newly generated table of contents
      _setEventHandlers: function() {

        // _Local variables_

        // Stores the plugin context in the self variable
        var self = this,

          // Instantiates a new variable that will be used to hold a specific element's context
          $self,

          // Instantiates a new variable that will be used to determine the smoothScroll animation time duration
          duration;

        // Event delegation that looks for any clicks on list item elements inside of the HTML element calling the plugin
        this.element.on(&quot;click.tocify&quot;, &quot;li&quot;, function(event) {

          if (self.options.history) {

            window.location.hash = $(this).attr(&quot;data-unique&quot;);

          }

          // Removes highlighting from all of the list item's
          self.element.find(&quot;.&quot; + self.focusClass).removeClass(self.focusClass);

          // Highlights the current list item that was clicked
          $(this).addClass(self.focusClass);

          // If the showAndHide option is true
          if (self.options.showAndHide) {

            var elem = $('li[data-unique=&quot;' + $(this).attr(&quot;data-unique&quot;) + '&quot;]');

            self._triggerShow(elem);

          }

          self._scrollTo($(this));

        });

        // Mouseenter and Mouseleave event handlers for the list item's within the HTML element calling the plugin
        this.element.find(&quot;li&quot;).on({

          // Mouseenter event handler
          &quot;mouseenter.tocify&quot;: function() {

            // Adds a hover CSS class to the current list item
            $(this).addClass(self.hoverClass);

            // Makes sure the cursor is set to the pointer icon
            $(this).css(&quot;cursor&quot;, &quot;pointer&quot;);

          },

          // Mouseleave event handler
          &quot;mouseleave.tocify&quot;: function() {

            if (self.options.theme !== &quot;bootstrap&quot;) {

              // Removes the hover CSS class from the current list item
              $(this).removeClass(self.hoverClass);

            }

          }
        });

        // only attach handler if needed (expensive in IE)
        if (self.options.extendPage || self.options.highlightOnScroll || self.options.scrollHistory || self.options.showAndHideOnScroll) {
          // Window scroll event handler
          $(window).on(&quot;scroll.tocify&quot;, function() {

            // Once all animations on the page are complete, this callback function will be called
            $(&quot;html, body&quot;).promise().done(function() {

              // Local variables

              // Stores how far the user has scrolled
              var winScrollTop = $(window).scrollTop(),

                // Stores the height of the window
                winHeight = $(window).height(),

                // Stores the height of the document
                docHeight = $(document).height(),

                scrollHeight = $(&quot;body&quot;)[0].scrollHeight,

                // Instantiates a variable that will be used to hold a selected HTML element
                elem,

                lastElem,

                lastElemOffset,

                currentElem;

              if (self.options.extendPage) {

                // If the user has scrolled to the bottom of the page and the last toc item is not focused
                if ((self.webkit &amp;&amp; winScrollTop &gt;= scrollHeight - winHeight - self.options.extendPageOffset) || (!self.webkit &amp;&amp; winHeight + winScrollTop &gt; docHeight - self.options.extendPageOffset)) {

                  if (!$(extendPageClass).length) {

                    lastElem = $('div[data-unique=&quot;' + $(itemClass).last().attr(&quot;data-unique&quot;) + '&quot;]');

                    if (!lastElem.length) return;

                    // Gets the top offset of the page header that is linked to the last toc item
                    lastElemOffset = lastElem.offset().top;

                    // Appends a div to the bottom of the page and sets the height to the difference of the window scrollTop and the last element's position top offset
                    $(self.options.context).append($(&quot;&lt;div/&gt;&quot;, {

                      &quot;class&quot;: extendPageClassName,

                      &quot;height&quot;: Math.abs(lastElemOffset - winScrollTop) + &quot;px&quot;,

                      &quot;data-unique&quot;: extendPageClassName

                    }));

                    if (self.extendPageScroll) {

                      currentElem = self.element.find('li.' + self.focusClass);

                      self._scrollTo($('div[data-unique=&quot;' + currentElem.attr(&quot;data-unique&quot;) + '&quot;]'));

                    }

                  }

                }

              }

              // The zero timeout ensures the following code is run after the scroll events
              setTimeout(function() {

                // _Local variables_

                // Stores the distance to the closest anchor
                var closestAnchorDistance = null,

                  // Stores the index of the closest anchor
                  closestAnchorIdx = null,

                  // Keeps a reference to all anchors
                  anchors = $(self.options.context).find(&quot;div[data-unique]&quot;),

                  anchorText;

                // Determines the index of the closest anchor
                anchors.each(function(idx) {
                  var distance = Math.abs(($(this).next().length ? $(this).next() : $(this)).offset().top - winScrollTop - self.options.highlightOffset);
                  if (closestAnchorDistance == null || distance &lt; closestAnchorDistance) {
                    closestAnchorDistance = distance;
                    closestAnchorIdx = idx;
                  } else {
                    return false;
                  }
                });

                anchorText = $(anchors[closestAnchorIdx]).attr(&quot;data-unique&quot;);

                // Stores the list item HTML element that corresponds to the currently traversed anchor tag
                elem = $('li[data-unique=&quot;' + anchorText + '&quot;]');

                // If the `highlightOnScroll` option is true and a next element is found
                if (self.options.highlightOnScroll &amp;&amp; elem.length) {

                  // Removes highlighting from all of the list item's
                  self.element.find(&quot;.&quot; + self.focusClass).removeClass(self.focusClass);

                  // Highlights the corresponding list item
                  elem.addClass(self.focusClass);

                }

                if (self.options.scrollHistory) {

                  if (window.location.hash !== &quot;#&quot; + anchorText) {

                    window.location.replace(&quot;#&quot; + anchorText);

                  }
                }

                // If the `showAndHideOnScroll` option is true
                if (self.options.showAndHideOnScroll &amp;&amp; self.options.showAndHide) {

                  self._triggerShow(elem, true);

                }

              }, 0);

            });

          });
        }

      },

      // Show
      // ----
      //      Opens the current sub-header
      show: function(elem, scroll) {

        // Stores the plugin context in the `self` variable
        var self = this,
          element = elem;

        // If the sub-header is not already visible
        if (!elem.is(&quot;:visible&quot;)) {

          // If the current element does not have any nested subheaders, is not a header, and its parent is not visible
          if (!elem.find(subheaderClass).length &amp;&amp; !elem.parent().is(headerClass) &amp;&amp; !elem.parent().is(&quot;:visible&quot;)) {

            // Sets the current element to all of the subheaders within the current header
            elem = elem.parents(subheaderClass).add(elem);

          }

          // If the current element does not have any nested subheaders and is not a header
          else if (!elem.children(subheaderClass).length &amp;&amp; !elem.parent().is(headerClass)) {

            // Sets the current element to the closest subheader
            elem = elem.closest(subheaderClass);

          }

          //Determines what jQuery effect to use
          switch (self.options.showEffect) {

            //Uses `no effect`
            case &quot;none&quot;:

              elem.show();

              break;

              //Uses the jQuery `show` special effect
            case &quot;show&quot;:

              elem.show(self.options.showEffectSpeed);

              break;

              //Uses the jQuery `slideDown` special effect
            case &quot;slideDown&quot;:

              elem.slideDown(self.options.showEffectSpeed);

              break;

              //Uses the jQuery `fadeIn` special effect
            case &quot;fadeIn&quot;:

              elem.fadeIn(self.options.showEffectSpeed);

              break;

              //If none of the above options were passed, then a `jQueryUI show effect` is expected
            default:

              elem.show();

              break;

          }

        }

        // If the current subheader parent element is a header
        if (elem.parent().is(headerClass)) {

          // Hides all non-active sub-headers
          self.hide($(subheaderClass).not(elem));

        }

        // If the current subheader parent element is not a header
        else {

          // Hides all non-active sub-headers
          self.hide($(subheaderClass).not(elem.closest(headerClass).find(subheaderClass).not(elem.siblings())));

        }

        // Maintains chainablity
        return self;

      },

      // Hide
      // ----
      //      Closes the current sub-header
      hide: function(elem) {

        // Stores the plugin context in the `self` variable
        var self = this;

        //Determines what jQuery effect to use
        switch (self.options.hideEffect) {

          // Uses `no effect`
          case &quot;none&quot;:

            elem.hide();

            break;

            // Uses the jQuery `hide` special effect
          case &quot;hide&quot;:

            elem.hide(self.options.hideEffectSpeed);

            break;

            // Uses the jQuery `slideUp` special effect
          case &quot;slideUp&quot;:

            elem.slideUp(self.options.hideEffectSpeed);

            break;

            // Uses the jQuery `fadeOut` special effect
          case &quot;fadeOut&quot;:

            elem.fadeOut(self.options.hideEffectSpeed);

            break;

            // If none of the above options were passed, then a `jqueryUI hide effect` is expected
          default:

            elem.hide();

            break;

        }

        // Maintains chainablity
        return self;
      },

      // _triggerShow
      // ------------
      //      Determines what elements get shown on scroll and click
      _triggerShow: function(elem, scroll) {

        var self = this;

        // If the current element's parent is a header element or the next element is a nested subheader element
        if (elem.parent().is(headerClass) || elem.next().is(subheaderClass)) {

          // Shows the next sub-header element
          self.show(elem.next(subheaderClass), scroll);

        }

        // If the current element's parent is a subheader element
        else if (elem.parent().is(subheaderClass)) {

          // Shows the parent sub-header element
          self.show(elem.parent(), scroll);

        }

        // Maintains chainability
        return self;

      },

      // _addCSSClasses
      // --------------
      //      Adds CSS classes to the newly generated table of contents HTML
      _addCSSClasses: function() {

        // If the user wants a jqueryUI theme
        if (this.options.theme === &quot;jqueryui&quot;) {

          this.focusClass = &quot;ui-state-default&quot;;

          this.hoverClass = &quot;ui-state-hover&quot;;

          //Adds the default styling to the dropdown list
          this.element.addClass(&quot;ui-widget&quot;).find(&quot;.toc-title&quot;).addClass(&quot;ui-widget-header&quot;).end().find(&quot;li&quot;).addClass(&quot;ui-widget-content&quot;);

        }

        // If the user wants a twitterBootstrap theme
        else if (this.options.theme === &quot;bootstrap&quot;) {

          this.element.find(headerClass + &quot;,&quot; + subheaderClass).addClass(&quot;nav nav-list&quot;);

          this.focusClass = &quot;active&quot;;

        }

        // If the user wants a twitterBootstrap theme
        else if (this.options.theme === &quot;bootstrap3&quot;) {

          this.element.find(headerClass + &quot;,&quot; + subheaderClass).addClass(&quot;list-group&quot;);

          this.element.find(itemClass).addClass(&quot;list-group-item&quot;);

          this.focusClass = &quot;active&quot;;

        }

        // If a user does not want a prebuilt theme
        else {

          // Adds more neutral classes (instead of jqueryui)

          this.focusClass = tocFocusClassName;

          this.hoverClass = tocHoverClassName;

        }

        //Maintains chainability
        return this;

      },

      // setOption
      // ---------
      //      Sets a single Tocify option after the plugin is invoked
      setOption: function() {

        // Calls the jQueryUI Widget Factory setOption method
        $.Widget.prototype._setOption.apply(this, arguments);

      },

      // setOptions
      // ----------
      //      Sets a single or multiple Tocify options after the plugin is invoked
      setOptions: function() {

        // Calls the jQueryUI Widget Factory setOptions method
        $.Widget.prototype._setOptions.apply(this, arguments);

      },

      // _scrollTo
      // ---------
      //      Scrolls to a specific element
      _scrollTo: function(elem) {

        var self = this,
          duration = self.options.smoothScroll || 0,
          scrollTo = self.options.scrollTo,
          currentDiv = $('div[data-unique=&quot;' + elem.attr(&quot;data-unique&quot;) + '&quot;]');

        if (!currentDiv.length) {

          return self;

        }

        // Once all animations on the page are complete, this callback function will be called
        $(&quot;html, body&quot;).promise().done(function() {

          // Animates the html and body element scrolltops
          $(&quot;html, body&quot;).animate({

            // Sets the jQuery `scrollTop` to the top offset of the HTML div tag that matches the current list item's `data-unique` tag
            &quot;scrollTop&quot;: currentDiv.offset().top - ($.isFunction(scrollTo) ? scrollTo.call() : scrollTo) + &quot;px&quot;

          }, {

            // Sets the smoothScroll animation time duration to the smoothScrollSpeed option
            &quot;duration&quot;: duration

          });

        });

        // Maintains chainability
        return self;

      }

    });

  })); //end of plugin
&lt;/script&gt;
&lt;script&gt;

/**
 * jQuery Plugin: Sticky Tabs
 *
 * @author Aidan Lister &lt;aidan@php.net&gt;
 * adapted by Ruben Arslan to activate parent tabs too
 * http://www.aidanlister.com/2014/03/persisting-the-tab-state-in-bootstrap/
 */
(function($) {
  &quot;use strict&quot;;
  $.fn.rmarkdownStickyTabs = function() {
    var context = this;
    // Show the tab corresponding with the hash in the URL, or the first tab
    var showStuffFromHash = function() {
      var hash = window.location.hash;
      var selector = hash ? 'a[href=&quot;' + hash + '&quot;]' : 'li.active &gt; a';
      var $selector = $(selector, context);
      if($selector.data('toggle') === &quot;tab&quot;) {
        $selector.tab('show');
        // walk up the ancestors of this element, show any hidden tabs
        $selector.parents('.section.tabset').each(function(i, elm) {
          var link = $('a[href=&quot;#' + $(elm).attr('id') + '&quot;]');
          if(link.data('toggle') === &quot;tab&quot;) {
            link.tab(&quot;show&quot;);
          }
        });
      }
    };


    // Set the correct tab when the page loads
    showStuffFromHash(context);

    // Set the correct tab when a user uses their back/forward button
    $(window).on('hashchange', function() {
      showStuffFromHash(context);
    });

    // Change the URL when tabs are clicked
    $('a', context).on('click', function(e) {
      history.pushState(null, null, this.href);
      showStuffFromHash(context);
    });

    return this;
  };
}(jQuery));

window.buildTabsets = function(tocID) {

  // build a tabset from a section div with the .tabset class
  function buildTabset(tabset) {

    // check for fade and pills options
    var fade = tabset.hasClass(&quot;tabset-fade&quot;);
    var pills = tabset.hasClass(&quot;tabset-pills&quot;);
    var navClass = pills ? &quot;nav-pills&quot; : &quot;nav-tabs&quot;;

    // determine the heading level of the tabset and tabs
    var match = tabset.attr('class').match(/level(\d) /);
    if (match === null)
      return;
    var tabsetLevel = Number(match[1]);
    var tabLevel = tabsetLevel + 1;

    // find all subheadings immediately below
    var tabs = tabset.find(&quot;div.section.level&quot; + tabLevel);
    if (!tabs.length)
      return;

    // create tablist and tab-content elements
    var tabList = $('&lt;ul class=&quot;nav ' + navClass + '&quot; role=&quot;tablist&quot;&gt;&lt;/ul&gt;');
    $(tabs[0]).before(tabList);
    var tabContent = $('&lt;div class=&quot;tab-content&quot;&gt;&lt;/div&gt;');
    $(tabs[0]).before(tabContent);

    // build the tabset
    var activeTab = 0;
    tabs.each(function(i) {

      // get the tab div
      var tab = $(tabs[i]);

      // get the id then sanitize it for use with bootstrap tabs
      var id = tab.attr('id');

      // see if this is marked as the active tab
      if (tab.hasClass('active'))
        activeTab = i;

      // remove any table of contents entries associated with
      // this ID (since we'll be removing the heading element)
      $(&quot;div#&quot; + tocID + &quot; li a[href='#&quot; + id + &quot;']&quot;).parent().remove();

      // sanitize the id for use with bootstrap tabs
      id = id.replace(/[.\/?&amp;!#&lt;&gt;]/g, '').replace(/\s/g, '_');
      tab.attr('id', id);

      // get the heading element within it, grab it's text, then remove it
      var heading = tab.find('h' + tabLevel + ':first');
      var headingText = heading.html();
      heading.remove();

      // build and append the tab list item
      var a = $('&lt;a role=&quot;tab&quot; data-toggle=&quot;tab&quot;&gt;' + headingText + '&lt;/a&gt;');
      a.attr('href', '#' + id);
      a.attr('aria-controls', id);
      var li = $('&lt;li role=&quot;presentation&quot;&gt;&lt;/li&gt;');
      li.append(a);
      tabList.append(li);

      // set it's attributes
      tab.attr('role', 'tabpanel');
      tab.addClass('tab-pane');
      tab.addClass('tabbed-pane');
      if (fade)
        tab.addClass('fade');

      // move it into the tab content div
      tab.detach().appendTo(tabContent);
    });

    // set active tab
    $(tabList.children('li')[activeTab]).addClass('active');
    var active = $(tabContent.children('div.section')[activeTab]);
    active.addClass('active');
    if (fade)
      active.addClass('in');

    if (tabset.hasClass(&quot;tabset-sticky&quot;))
      tabset.rmarkdownStickyTabs();
  }

  // convert section divs with the .tabset class to tabsets
  var tabsets = $(&quot;div.section.tabset&quot;);
  tabsets.each(function(i) {
    buildTabset($(tabsets[i]));
  });
};

&lt;/script&gt;
&lt;script&gt;
window.initializeCodeFolding = function(show) {

  // handlers for show-all and hide all
  $(&quot;#rmd-show-all-code&quot;).click(function() {
    $('div.r-code-collapse').each(function() {
      $(this).collapse('show');
    });
  });
  $(&quot;#rmd-hide-all-code&quot;).click(function() {
    $('div.r-code-collapse').each(function() {
      $(this).collapse('hide');
    });
  });

  // index for unique code element ids
  var currentIndex = 1;

  // select all R code blocks
  var rCodeBlocks = $('pre.r, pre.python, pre.bash, pre.sql, pre.cpp, pre.stan, pre.julia, pre.foldable');
  rCodeBlocks.each(function() {

    // create a collapsable div to wrap the code in
    var div = $('&lt;div class=&quot;collapse r-code-collapse&quot;&gt;&lt;/div&gt;');
    show = (show || $(this).hasClass('fold-show')) &amp;&amp; !$(this).hasClass('fold-hide');
    if (show) div.addClass('in');
    var id = 'rcode-643E0F36' + currentIndex++;
    div.attr('id', id);
    $(this).before(div);
    $(this).detach().appendTo(div);

    // add a show code button right above
    var showCodeText = $('&lt;span&gt;' + (show ? 'Hide' : 'Code') + '&lt;/span&gt;');
    var showCodeButton = $('&lt;button type=&quot;button&quot; class=&quot;btn btn-default btn-xs code-folding-btn pull-right&quot;&gt;&lt;/button&gt;');
    showCodeButton.append(showCodeText);
    showCodeButton
        .attr('data-toggle', 'collapse')
        .attr('data-target', '#' + id)
        .attr('aria-expanded', show)
        .attr('aria-controls', id);

    var buttonRow = $('&lt;div class=&quot;row&quot;&gt;&lt;/div&gt;');
    var buttonCol = $('&lt;div class=&quot;col-md-12&quot;&gt;&lt;/div&gt;');

    buttonCol.append(showCodeButton);
    buttonRow.append(buttonCol);

    div.before(buttonRow);

    // update state of button on show/hide
    div.on('hidden.bs.collapse', function () {
      showCodeText.text('Code');
    });
    div.on('show.bs.collapse', function () {
      showCodeText.text('Hide');
    });
  });

}
&lt;/script&gt;
&lt;script&gt;
window.initializeSourceEmbed = function(filename) {
  $(&quot;#rmd-download-source&quot;).click(function() {
    var src = $(&quot;#rmd-source-code&quot;).html();
    var a = document.createElement('a');
    a.href = &quot;data:text/x-r-markdown;base64,&quot; + src;
    a.download = filename;
    document.body.appendChild(a);
    a.click();
    document.body.removeChild(a);
  });
};
&lt;/script&gt;
&lt;style type=&quot;text/css&quot;&gt;.hljs-literal {
color: rgb(88, 72, 246);
}
.hljs-number {
color: rgb(0, 0, 205);
}
.hljs-comment {
color: rgb(76, 136, 107);
}
.hljs-keyword {
color: rgb(0, 0, 255);
}
.hljs-string {
color: rgb(3, 106, 7);
}
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&lt;/ul&gt;
&lt;/div&gt;



&lt;h1 class=&quot;title toc-ignore&quot;&gt;HoneyBadger on Karaayvaz et al 2018&lt;/h1&gt;
&lt;h4 class=&quot;author&quot;&gt;Ariel Madrigal&lt;/h4&gt;
&lt;h4 class=&quot;date&quot;&gt;2020-November-17&lt;/h4&gt;

&lt;/div&gt;


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&lt;div id=&quot;loading-libraries&quot; class=&quot;section level2&quot;&gt;
&lt;h2&gt;Loading libraries&lt;/h2&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;
library(HoneyBADGER)
library(biomaRt)
library(pheatmap)
library(uwot)
library(ggfortify)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;Loading required package: ggplot2&lt;/code&gt;&lt;/pre&gt;
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&lt;/div&gt;
&lt;div id=&quot;loading-data&quot; class=&quot;section level2&quot;&gt;
&lt;h2&gt;Loading data&lt;/h2&gt;
&lt;p&gt;Reading data from GEO.&lt;/p&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;exp_norm&amp;lt;- read.table(&amp;quot;data/RSEM_TPM_240_NormalCells.txt&amp;quot;)
exp_cancer&amp;lt;- read.table(&amp;quot;data/GSE118389_tpm_rsem.txt&amp;quot;)
meta_celltypes&amp;lt;- read.table(&amp;quot;data/cell_types_tab_S9.txt&amp;quot;, stringsAsFactors = FALSE, row.names=2)
meta_celltypes[,1]&amp;lt;- NULL
dim(meta_celltypes)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;[1] 1112    1&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;names(meta_celltypes)&amp;lt;- &amp;quot;cell&amp;quot;
length(intersect(rownames(meta_celltypes), colnames(exp_cancer)))&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;[1] 1112&lt;/code&gt;&lt;/pre&gt;
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&lt;p&gt;Taking a look at the data&lt;/p&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;dim(exp_norm)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;[1] 23368   240&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;head(exp_norm[,1:10])&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;dim(exp_cancer)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;[1] 21785  1534&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;head(exp_cancer[,1:10])&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;exp_cancer&amp;lt;- exp_cancer[, rownames(meta_celltypes)]&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;hist(colSums(exp_cancer))&lt;/code&gt;&lt;/pre&gt;
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&lt;p&gt;&lt;img 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&quot; /&gt;&lt;/p&gt;
&lt;!-- rnb-plot-end --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuaGlzdChjb2xTdW1zKGV4cF9ub3JtKSlcbmBgYCJ9 --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;hist(colSums(exp_norm))&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-plot-begin eyJoZWlnaHQiOjQzMi42MzI5LCJ3aWR0aCI6NzAwLCJzaXplX2JlaGF2aW9yIjowLCJjb25kaXRpb25zIjpbXX0= --&gt;
&lt;p&gt;&lt;img 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vIWZFJXmYj4C8YI81g4bzlwywP8AxAvyWDzmnYt4ocGwGO/Xvv4XChfEC/LgbAOwhXiBLcQLbCFeYAvxAluIF9hCvMAW4gW2EC+whXiBLcQLbCFeYAvxAluIF9hCvMAW4gW2EC+whXiBLcQLbCFeYAvxAlt6vM+V2LE6xAvy6PG2cFw6z/f11eoK8YI8erzla69vFjFq+cngVod4QR7jMe/JFddExt68qTKI1SFekMfrB7b9z11AzR1JCwNfHeIFeTzx/uuRHpR0T2HlF3eH+b48a20QL8ijx5tMHSdv0y418RMFfiVAxAvy6PE+/C/30pmDgR/1Il6Qx3PYUDKnTOx/4VBwq0O8II8e797Ypj+KjxNafhjU6hAvyKPHO2zAN8pt2aiBQa0O8YI8erzxb2hf/h7nc2hdIF6QR4+3yyvalxwfV0qpI8QL8ujxPtpyVaWoWt9qalCrQ7wgjx7vmTvDwpOa0piKoFaHeEEew9vDB3Kfnv9JkKtDvCAPfhkd2NLjPX5v/76aoFaHeEEePd5rw0f5u6hwHSFekEePN+55O1aHeEEed7yn6T07Vod4QR79lXfITXasDvGCPHq8L8f3enjmLEUtT6g4WurnUcQL8nh+Gd3N3+iSrBQHUWTa9GIfAxAvyGPpPO9HMR3Gz1mcmz0xNX63+QjEC/IY4y35tJbBA0ecci5Ujh1qPgLxgjyeeN9KIhJDsv0NjstzL21raT4C8YI8eryLw8ctJvGoY56fwRkT3EtP9DEfgXhBHj3eHveLY8p/TE33MzjPMWLB9qJ9O3JHN8kzH4F4QR493pgCLd6CZv5G5w8ilWNwgY8BiBfk0eO96HEt3qd6+h9furewcI/vD+RDvCCPHu/rETO205EFTV+s5Ql4kwIaCs/ZhuwE5YAgcnq1v9F4kwIaEMN53p93rnjnqN/BeJMCGhJL77D5epPiyGvzXDrb8rtpBogXfNLjHenmZ7CvNyk+HefWZpPN24d4wSc93ttUv20dNtHPYLxJAQ1JjcOGn4dd7Gcw3qSAhqTmMe9WOuJnNN6kgAakZrwLo/2eK8ObFNBw6PEu0TzRFp8SCVzo8UZpYvoWBbU6xAvy4BNzgC1L8a6b4mE+AvGCPHq8iR7Jvn5mK8ykqDQX8xGIF+TR410YljJ19rTOLebk5OSc8jX6zCUD/K8O8YI8erzX/0a9gFXl8PF+h89FvNBg6PG2Wa19Wdve7/Cvfb074YJ4QR493o6ztS/ZbYNaHeIFefR4J8WtV27zW9wa1OoQL8ijx1s2klqlt6LM74NaHeIFeQzneXe8OPnPwf46LuIFeSx93FPtEC/IY+njnmqHeEEeSx/3VDvEC/JY+rin2iFekMfaxz3VCvGCPFY/7qkWiBfksfxxT/4hXpDH2sc91Qrxgjz6ddi+LKv9455qh3hBHne85fGr7Vgd4gV59MOGB68O7oDBCfGCPHq8KzJ+Ne3FlxRBrQ7xgjx6vEluQa0O8YI8zni3fGfT6hAvyOOMl9TPzXs6uM8b0SBekMcQL/n45EcrEC/Ig3iBLcQLbCFeYAvxAluueJsnJiZqN4mJQa0O8YI8zngnGwS1OsQL8uDzeYEtxAtsIV5gC/ECW4gX2EK8wBbiBbYQL7CFeIEtxAtsIV5gC/ECW4gX2EK8wBbiBbYQL7CFeIEtxAtsIV5gC/ECW4gX2LIcb8XRUj+PIl6Qx1q8JVkpDqLItOnFPgYgXpDHUrwfxXQYP2dxbvbE1Pjd5iMQL8hjKd6BI045FyrHDjUfgXhBHkvxxumfZratpfkIxAvyWIo3Y4J76Yk+5iMQL8hjKd48x4gF24v27cgd3cTHJ0oiXpDH2tmG/EGkcgwu8DEA8YI8Vs/zlu4tLNxzvMadx1e6dfmHXRvmgnjBpwDeYas6eLjGPbvHuCX4ekkOFOIFnyzFe9dW5WZmHFHHVT5G4LAB5LEUL+UIkUO3rFk/LmyT+QjEC/JYjveCcerSxP7mIxAvyGM53ph16lJ+nPkIxAvyWI63V7a69FR38xGIF+SxFm/rIeOGJXwuqpe29nHdFcQL8liKd82sCZd3abpc7KI+p8xHIF6Qx/p53qoK8V1hlY8HES/Ig/8NCNhCvMAW4gW2EC+whXiBLcQLbCFeYAvxAluIF9hCvMAW4gW2EC+whXiBLcQLbCFeYAvxAluIF9hCvMAW4gW2EC+whXiBLcQLbMmI99vx4wKWcUfgG4N4GzkZ8W7pNi9gXS8NfGMQbyMnJd4hga9wEOIFXxAvsIV4gS3EC2whXmAL8QJbiBfYQrzAFuIFthAvsIV4gS3EC2whXmAL8QJbiBfYQrzAFuIFthAvsIV4ga3GHG+ntqkBSz8d+LwgSWOON/HBzwMW81Pg84IkjTreZwJ/bizibfgQrznEywDiNYd4GUC85hAvA4jXHOJlAPGaQ7wMIF5ziJcBxGsO8TKAeM0hXgYQrznEywDiNRf11LMB2xD4tGCF5Xgrjpb6ebTRxOuYOC1Qt/8q8GnBCmvxlmSlOIgi06YX+xjQeOI9HPBTdyNeSSzF+1FMh/FzFudmT0yN320+AvGec/GeunFM4BYENbWleAeOOOVcqBw71Hj/ibyVLl23mTxtS/rKgKX3CPy5zccG/lz6v4Cf+lxK4NO+/mrgz527KPDnvrAi4KfmRAbebt/rAg5XZSneuDz30raWxvv/rW9NT7NX5C+C+Kd5ySWBP/fCKwJ/btdrA37q1emBTzu4X+DPvXhY4M/tcU3ATx3dPfBpx7wWYLZOluLNmOBeeqJPULMC2MBSvHmOEQu2F+3bkTu6SV7towHql7WzDfmDSOUYXFBPmwNQd1bP85buLSzcc7xeNgXAGpvfYQOQB/ECW4gX2EK8wBbiBbZkxHto6ryQmPpSSKade39Ipp2XNTMk0+Y8LiEhczLiXZU8LiSSrwjJtL9LCMm049IGh2TaG1tISMicjHiD+a2yYIToUyJD9VtlNy4JybSH2odkWhXitR3ilQXx2g7xyoJ4bYd4ZUG8tkO8siBe2yFeWRCv7RCvLIjXdohXFhnxvjdcwiQmrnw7JNPu7R2SacWtK0Iy7eFOIZlWJSPe6hD98nppVWjmPRaaaX8I0QWMQrS7Ar+YA4whXmAL8QJbiBfYQrzAFuIFthAvsIV4gS3EC2whXmAL8QJbiBfYsj3evItbDPq4lof8jAlc4bratqjomoTUbJtn/Wuf2K4zK2XP+9PklGa9V5k/Vq+7q9i4JjTzmrA73nzH+FWXNyvx+5CfMYGrypxSyxYdaD0ibzrZ+0uvM+iB/Onhj8qe96bmswtup0LZ06r2xdxken99z2vG7ngHXS7EqQ5Zfh/yMyZQX798KfmIV59tfHqFEJf82s5pK+L+qNw+GH1G7rwnHLlCVHe9zeyx+txdxeneZB5vPc9ryuZ4S0m9ONE9KcrNwt4x5//N7CHDGNsUDBgQ5YzX57SnWz2vLBzeY+e0n9Nm5TaPiuXOe2DgQeX2UvVSOlJ3VzEts7cWr+x5Tdkc717artzOcVSI7IjHCiY7XtHuff2w8SHPGFulafH6nraY3q3c+529c5YfLFdu748ukzyvorogerHs3RVia+z+vmq80nfXlM3xbqEi5XYxHf05YYaycHdr7d7kHcaH9AV7p9bi9TPtB/RMc6LhgV8c0Jcl4VPlzzsniibL393vO74q1HhD8cdswuZ4C2mfcptLpTtp+7FjxxaT9mOZtnv6Q/qCvVNr8fqZdiO13fzTe+1H2jurOHIz3VYpf97iN6dGzJI+7e9HCC1e+X/MpmyOdw+pe5IdKVaQ057Thw4dSlp/6NAJ/SF9wV5avH6m3U7qMdqr9L2ts25snbI2FPMq7u8se9plCd864w3F7pqwOd7j6s/BYlJn8Q4dcd6zy7WfU/SH9AV7afH6mVY5GFMWNtEBOyfd2GRCmZA+76orqpXb+XRS8u5Ods2yVvYfsw92nyobPFqIytRp4kik+tPno85PbNC+segPeRZspcXrb9oeDyv/9VBzO/+X4sp2NzsX5M5bQB8qt3cmy97d/VsU3YdsOSJ5Xl/sjregyZP/vCG+WIhpTZ8umOqYo93p3D39IX3BVs6zDX6mXR6RtSkrfLadc75NDy1Ulcmd9/SvUxe+NSUsR/buarSzDSGY14Ttbw+vymwxRH2XsHpWekyPHOd9zt3TH/Is2MkZr79pl2XGXrjQ1jlzXN81D0ue98e7usZmLBWyd1ejxRuCeU3gF3OALcQLbCFeYAvxAluIF9hCvMAW4gW2EC+whXiBLcQLbCFeYAvxAluIF9hCvMAW4gW2EC+whXiBLcQLbCFeYAvxAluIF9hCvMAW4gW2EC+whXiBLcQLbCHeICTOVW62j2wf1fnBH+ow/IH59kxb1E/Gp9gxgHiDoMb7Xvjly/KfTepZVuvo3T3MrrsSiNtetmlFzCHeIKjxjshQXwZ3U+2vqr9/0eze6rOLPvuybhWnvf7zXx3Mr/x2rkG8dXfmsa7xw/YKUfV0j+Z9NghnvF0Ga489XCBElHrxsdtGCpE8u19M6ivfjGzZaakQnwxvmXBNiRDfNv1WuK+iU+h4V4i8iE8O0qaOjm7PGSdJfnkotRhz3DBL0oop8V96rVJ0XS151xsmxFt3d7Z4eemA2BJxb9Rf8m+ndc54b3FM3+d63BNvxGNvj3Qkzy7IjPrpVJtfL5vX7jdKtj2E5yo6t3Sr+LH9n8RBir577RTH44ZJkuNv3Pp8+L3CM0tSxtWryoyrFOKeO6TvfEOEeOvsQNhKIf6/6Zyvw9WLk17Zyxlv6e/DqePtK9TrcnniHSPEPrpPiHz6dBdtEWLtFOWBWw1X0Tma+NTkbuVKvL9T/ntq8x89syRfWC3EqP7CM0tSz2rvVQqxwNaL2LGFeOssN1w90vyxbD2p12laFFbhPNsgvn9z4nmUst8Yr3IgcIbeUHPbfaz5Ba9/ow4b+LDxKjq5kRH/FEq8ecojn9JOzyzJ6qfiT+kr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/&gt;&lt;/p&gt;
&lt;!-- rnb-plot-end --&gt;
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&lt;/div&gt;
&lt;div id=&quot;filtering-for-genes&quot; class=&quot;section level2&quot;&gt;
&lt;h2&gt;Filtering for genes&lt;/h2&gt;
&lt;p&gt;In this case we are going to use a TPM filter of 10 for both the reference and test datasets.&lt;/p&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;mean_gene_norm&amp;lt;-rowMeans(exp_norm)
summary(mean_gene_norm)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;    Min.  1st Qu.   Median     Mean  3rd Qu.     Max. 
    0.00     0.01     1.34    30.80    14.81 45114.25 &lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;length(which(mean_gene_norm&amp;gt; 10))&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;[1] 7221&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;exp_norm&amp;lt;- exp_norm[mean_gene_norm&amp;gt;10,]&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;mean_gene_cancer&amp;lt;- rowMeans(exp_cancer)
summary(mean_gene_cancer)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;     Min.   1st Qu.    Median      Mean   3rd Qu.      Max. 
    0.000     0.375     5.749    44.176    25.944 21644.406 &lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;length(which(mean_gene_cancer&amp;gt; 10))&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;[1] 9041&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;exp_cancer&amp;lt;- exp_cancer[mean_gene_cancer&amp;gt;10,]&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;inter_genes&amp;lt;- intersect(rownames(exp_cancer), rownames(exp_norm))
length(inter_genes)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;[1] 5560&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;exp_cancer&amp;lt;- exp_cancer[inter_genes,]
exp_norm &amp;lt;- exp_norm[inter_genes,]&lt;/code&gt;&lt;/pre&gt;
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&lt;/div&gt;
&lt;div id=&quot;generating-umap-of-the-data&quot; class=&quot;section level2&quot;&gt;
&lt;h2&gt;Generating UMAP of the data&lt;/h2&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;set.seed(43)
sce_cells_umap &amp;lt;- umap(t(exp_cancer),                       
                       n_components = 2,
                       #a=1,
                       #b=0.6,
                       min_dist=0.01,
                       metric=&amp;quot;cosine&amp;quot;,
                       verbose = TRUE,
                       n_threads = max(1, RcppParallel::defaultNumThreads()/2) )&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;11:54:53 UMAP embedding parameters a = 1.896 b = 0.8006
11:54:53 Read 1112 rows and found 5560 numeric columns
11:54:53 Using Annoy for neighbor search, n_neighbors = 15
11:54:53 Building Annoy index with metric = cosine, n_trees = 50
0%   10   20   30   40   50   60   70   80   90   100%
[----|----|----|----|----|----|----|----|----|----|
**************************************************|
11:54:54 Writing NN index file to temp file /tmp/Rtmp4veicN/filef10477e73ea
11:54:54 Searching Annoy index using 4 threads, search_k = 1500
11:54:56 Annoy recall = 100%
11:54:56 Commencing smooth kNN distance calibration using 4 threads
11:54:57 Initializing from normalized Laplacian + noise
11:54:57 Commencing optimization for 500 epochs, with 24190 positive edges
0%   10   20   30   40   50   60   70   80   90   100%
[----|----|----|----|----|----|----|----|----|----|
**************************************************|
11:54:59 Optimization finished&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;colnames(sce_cells_umap)&amp;lt;- c(&amp;quot;UMAP1&amp;quot;, &amp;quot;UMAP2&amp;quot;)
rownames(sce_cells_umap)&amp;lt;- colnames(exp_cancer)
sce_cells_umap&amp;lt;- cbind(sce_cells_umap, meta)

head(sce_cells_umap)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;NA&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;ggplot(sce_cells_umap, aes(UMAP1, UMAP2, color=cell) )+
  geom_point()&lt;/code&gt;&lt;/pre&gt;
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&lt;p&gt;&lt;img 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&quot; /&gt;&lt;/p&gt;
&lt;!-- rnb-plot-end --&gt;
&lt;!-- rnb-chunk-end --&gt;
&lt;!-- rnb-text-begin --&gt;
&lt;/div&gt;
&lt;div id=&quot;creating-meta-data&quot; class=&quot;section level2&quot;&gt;
&lt;h2&gt;Creating meta data&lt;/h2&gt;
&lt;!-- rnb-text-end --&gt;
&lt;!-- rnb-chunk-begin --&gt;
&lt;!-- rnb-source-begin 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 --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;meta&amp;lt;- data.frame( row.names=colnames(exp_cancer), 
                   patient= sapply(colnames(exp_cancer), function(X) unlist( strsplit(X, &amp;quot;_&amp;quot;))[1]),
                   plate= sapply(colnames(exp_cancer), function(X) unlist( strsplit(X, &amp;quot;_&amp;quot;))[2]),
                   well = sapply(colnames(exp_cancer), function(X) unlist( strsplit(X, &amp;quot;_&amp;quot;))[3]),
                   stringsAsFactors=FALSE)
length(intersect(rownames(meta), rownames(meta_celltypes)))&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-output-begin eyJkYXRhIjoiWzFdIDExMTJcbiJ9 --&gt;
&lt;pre&gt;&lt;code&gt;[1] 1112&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-output-end --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxubWV0YTwtIGNiaW5kKG1ldGEsIG1ldGFfY2VsbHR5cGVzKVxuaGVhZChtZXRhKVxuYGBgIn0= --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;meta&amp;lt;- cbind(meta, meta_celltypes)
head(meta)&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-frame-begin 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 --&gt;
&lt;div data-pagedtable=&quot;false&quot;&gt;
&lt;script data-pagedtable-source type=&quot;application/json&quot;&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;NA&lt;/code&gt;&lt;/pre&gt;
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&lt;/div&gt;
&lt;div id=&quot;running-honeybadger-analysis-for-pt039&quot; class=&quot;section level2&quot;&gt;
&lt;h2&gt;Running HoneyBadger analysis for PT039&lt;/h2&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;mart.obj &amp;lt;- useMart(biomart = &amp;quot;ensembl&amp;quot;, dataset = &amp;#39;hsapiens_gene_ensembl&amp;#39;, host = &amp;quot;feb2014.archive.ensembl.org&amp;quot;) ## version used in manuscript&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;PT039_meta&amp;lt;- meta[meta$patient  == &amp;quot;PT039&amp;quot;,]
## Subsetting cells
set.seed(43)
#cells_keep&amp;lt;- sample(rownames(PT039_meta), 100)
cells_keep&amp;lt;- rownames(PT039_meta)
PT039_meta&amp;lt;- PT039_meta[cells_keep,]
head(PT039_meta)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;PT039_exp&amp;lt;- exp_cancer[,cells_keep]&lt;/code&gt;&lt;/pre&gt;
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&lt;p&gt;Making a new HoneyBadger object&lt;/p&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;hb &amp;lt;- new(&amp;#39;HoneyBADGER&amp;#39;, name=&amp;#39;PT039&amp;#39;)

hb$setGexpMats(log2(as.matrix(PT039_exp)+1), log2(exp_norm+1), mart.obj, filter=FALSE, scale=TRUE, verbose=TRUE)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;Initializing expression matrices ... 
Scaling coverage ... 
Normalizing gene expression for 5560 genes and 273 cells ... &lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;`select_()` is deprecated as of dplyr 0.7.0.
Please use `select()` instead.
This warning is displayed once every 8 hours.
Call `lifecycle::last_warnings()` to see where this warning was generated.`filter_()` is deprecated as of dplyr 0.7.0.
Please use `filter()` instead.
See vignette(&amp;#39;programming&amp;#39;) for more help
This warning is displayed once every 8 hours.
Call `lifecycle::last_warnings()` to see where this warning was generated.
Batch submitting query [================&amp;gt;--------------------------------------------------------------------------------------]  17% eta:  4s
Batch submitting query [=================================&amp;gt;---------------------------------------------------------------------]  33% eta:  3s
Batch submitting query [===================================================&amp;gt;---------------------------------------------------]  50% eta:  2s
Batch submitting query [====================================================================&amp;gt;----------------------------------]  67% eta:  1s
Batch submitting query [=====================================================================================&amp;gt;-----------------]  83% eta:  1s
                                                                                                                                              &lt;/code&gt;&lt;/pre&gt;
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&lt;pre&gt;&lt;code&gt;Done setting initial expression matrices! &lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;hb$plotGexpProfile() ## initial visualization&lt;/code&gt;&lt;/pre&gt;
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&lt;p&gt;&lt;img 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OnTosE/olIYOHTp06NChwz6hUxo6dOjQoUOHDvuETmno0KFDhw4dOuwTOqWhQ4cOHTp06LBP6JSGDh06dOjQocM+oVMaOnTo0KFDhw77hE5p6NChQ4cOHTrsEzqloUOHDh06dOiwT+iUhg4dOnTo0KHDPqFTGjp06NChQ4cO+4ROaejQoUOHDh067BM6paFDhw4dOnTosE/olIYOHTp06NChwz7B2/9uvvnmyy67bFakRHTWWWfNz8+371x//fXXXXfdrPjLsjznnHOIqH3nH/7hH/7t3/5tVvyHHHLIs5/97Ml3LrnkknvvvXdW/A996ENPOumk9s+qqj72sY/FGGfFf/LJJx999NHtn3feeedf//Vfz4ocwBlnnLFly5b2z5tuuumKK66YFblz7pxzzsnzvH3nqquu+s53vjMr/o0bN/7SL/3S5Dt/+7d/+9Of/nRW/EceeeRTn/rU9k9V/djHPjYajWbFf/zxxz/iEY9o/1xaWvrUpz6lqrPiP+200w477LD2z25mmEQ3M+wd3cywF/x/ZmYgI333u9/9nj9/3wmPfSwRPBFBQAxAFQINAhElotyRCyOqhzpcktGA5zaQz+AyKTcAoFiJKwjy5S9fuu3Tn37iE5/YXu8lL3nJTf9yzdFHHA5m8rkSgxnkAVV2K/flMrsoEaAC4uZ1BAiAvfPxj3/s5z//+caNG9vfPeYxj9n/wIM37bc/AcxkDcUEAojgiBQggCAQAXPDRlHVLiEK+9XOpaXrr73mJz/5yWR7lWV51llnOSaAQAQ1MWZAQA4q6cdEIBaFQu1BrMcotSQIuPWWm+f7vS984Qst+Y033njiiSf+H899rggUUCCIRlFREIEAx0SAAgx4R46IAIKCCCqQSCpQVXak8s1v3fD0Zz3nrW99a8v/V3/1V69/zauf8oSTUsvav+wAVmZr8xbtc6QXGqFiAwUaQfwPV3z9D9/xzuc///ntT974xjdedtllxz78uHaqtkk7iFqzMxG3hFAQqYKgkECqSgQQqdiLz/7156++5ppjjjmm5T/99NMHw+H9D7u/QJE6YKJhAQIEqR8ZpEjtT+lGVh5HYv2pbZ9eJaj3v//9Tzrh+LkNG4E06pq2SK+jKpBGCBO0aSXHaEXShtDdd911x+0/u/baa1vye++998ADD/wfZ/2SOq9wmkbe7ncFFQUBjgiATlyRmydkAoCbbvr+Qx58zAc/+MGW/8orr/ylF7zgqU97hgCOiCgNewCeAAkkNUTSt9PIZ/UeYEBbEbN/r776mpe//GW//uu/3vK/+93vft8f/+GJD3kgmMl5gKi/YENCfQ7yygwA7E0W7Im8dyFEgTKo7TWFXvblL396zczwnX/93gMfdDSaPhVRrIyWtq1IVZvHMMlaPRuK4m8u+eQda2aGQ7Zs2rL5ABCUGOk/ssGpEywyIa4EsjZxNmsoACwtLf3LtJnhOc97ATGbtHLzWwBRlCm9do0e49LEA6aVYaxQBt1y80/K3uqZ4bGPPfEXn/vcRItmYlS1oU8S0T5BM7aUmFTVObRNSCyKb33rm8847bRVM8PrXvvapzz5SSAbbQxVihXIqc8bkTIx0LZ/V1QyjRQDQEoE4PKvXbF2ZvjKl//2uIc+GOQAARggGzCk0tx4M+OAAGgjsqnf07QAEvnM33xx7cywc3l4v62HMSFjQjMPoJmC7LVOiJKNVptpo2hQBRAFIvHLn7tkysxwzOHz/R6YQbRCSmQzA/lMicEuiagqyIE4PQVxmqvI3XnnnT/72ZSZ4ZyzX9TY+wXg2NBzM4raR8CEOLRTXDvd/eCm7z946szw9GcwEQBRpbZVCQwb5ysDp71Eu1y28kuga6+5+mUvf7nNDMnSoKpPO/ERf/THb6cwBnvJexSD5H1RREWOQBKUGC6PCiaQBKoGIKZYa94DQNVQijkAkfMbf/D0tQrOWee94pz/eW4UjYqoamtJVHVEjhA1re4AmOAhShzTTAoaL4EYKlQtw5ef++xnsAavueCC4x75KFF1TEHUERWOFPAalD1JoFBBRfM+JJAKQpWUC5U0CWY9df6WW2495bRnruV/x0X/Z1EUquqZHDUSKgEq6nKSQPWokS+RckPqH5WQJnxUogAu/fKXt338L1eRH3jgge99z3tscCswChIk9S4Aax9VOAaAPIkHrDGZ0PPsCKRCsXr7O/6o3r3tVfWRjzjuPe9+N0mEivrC2kGJR1GjqGNyRKpaizomAFE0d5wxOIzUlw2RRPD//B/nrO3cZz7r2a993eti83NHEIWDUKyUPdUjijUAdRnFWn2heR9AJen27FkAMNHXr75mbeO/4rxfftYzn6HEYA/iqIiKKoo1iw2ncdR2CKFRGe1+rAMI0FB/atun1/L/3lsvPOzQg6FCoYLziAHE6nOoUD2iMIbLlR1J1KyAiDoP9hGcVmgJkfwgyA3X/8sbXvPqVeT9Xu/PLvpDdRlJVJfZvKXslX0V1eYGVXVMtTVCM78CICImjIJkTET0kY9c/O1vXr+qcx/0wAde9K53e06DZCHnQRBRVFFj01M5k8lFFBSeHIGJTFi4aSUCXvfa16zqXFV98jOe84d/9McONiJZgWHQKuooiipEkTt7BDhG4ShjWpzv37VzWQETQ0eoBOMo//aDH6wdPC8860UvffEvi8JJZZdI/9kNAABqSR3admUS20biKAbN+wf/7efXdu5rXv/bD3/U8R7SSjps0YpBfW4v2p6FimalzRXGDGIKYwC33PazpzznuWv5L/6D1+T9efhS2YFYnQcAl1fSSD5QRR0FUcC62BG1HzmiWjRj+l9/f+mnPrZmZjjowA+8648Qg2alzTCkCgnpY/aQkJorjLRYAABmdXmlXEUBwESOMAx60TvfAexmtFDVRz3yuD+76O3W7CQRseLxsvQWASg7inUiV5FyYawOQEERKnB5aiIJJAEiZ7/4pWs79znPfMbrXn2+ZiWAyPnk+mSQZoMn2k50GpuF3xQvAKMgV1wzxSL1qy9/2TOe+SxbRwAU1U74nEa72vZRlwGgWEsxB/aDSABsaciqJTiv7KEyCnrQ5y5Zy/+7f/rBrVu3Og0kgeqxdXFq5HaUqjQNGJR9GjYAVEhF2QfyV1173Rtfe8Eq8l6/f9G7/gyAYGX7IaoAMibXDhEAzQxpIKKMAaAWBFEifPIvP/rN6/9l8vuqevSRR3z4T/5QfQ4gcLLQ2EqRhlAraypKTEDQdCGbgtqOeN1rVmaGLqahQ4cOHTp06LBP8O2rcbE4zuaRzRcyonoEn1OslPMgWinvqrxnmsu079Tdcwvdc5ss7+SFjTS3UfK5sGkrEfNgu+ZzWVx2Uq+9ktt5e7HrZ0oMXwLQrECoSGJSc1xGEqVcaFVXEmFm8WVUuKxsjAGlsl9LDuDny+Hny6H05JlUkbtkuqjgWVGJ6+d9AIhVumLeVyCQr0UZqEWHQZ3g7nq6ItVbvr0YAuZYiQGAlhvUZXB+xRCiqt6LL0klgL0GCpX3uSnmpaO6NZ+tggpVA2JmQHwZBMu1RNUocIyMqRYdB6XGCgfANy8ypmEdPduGLxeXIYTV/HZ79QAAjXaCWCVCwhx7ZQeBbYIL59XltcA5iqqsROwRK1ibS3Aup9XUAOCkyuLIswcYEqgeOYlSzKkvESs4Lz4HQDFIMRc5tzbIGYlcAhyDGFLTGrMzAHVZ0uslgL2T4Ihzh2QAMxTpJk27T/q+RlLRRpuu6uWpneuW7yHZor5MbL5EazpiL/0+iAO4ipo7IpduMasHZnIAsa8HC86XPNWDqIgVXJaGd6xslxYVRFRFGdSpZ3NHRFiuk50JgGMQkDkSQEXrOIV/ZxX/8ZYdm/t5P+OMeSln7ygKtvQ9E7I4onoMERoP1J5rXNlWkiRq3hNfYsLyOQU/+yH/r48oQFlGPs8Pe1BeVyqR5jZK1pO5/U0qbZtSN/uh0q/IUVA4Qt/z1KvcPQw/2F5NeBLFkUZdGcMEsp1o60yIAgWYwARHCpCjrB7WU4UrgquoywJVHkUg2eockGmNWngcHACpALiMQTWAvPQERRQAiJqL4k7smNo8P/YHsuSuJkfJjQJAUC9X4jk5jMzS01plMiZRNcsiQR3BMTxNaR5SNbsXVQOKtW0QyaybsVIJcDmI1WVgBxX1ubocQIjJ5gpgGFRUM3MRrILCzH4kQbIS2pO5/YdCVdSMyeeUkwCg8RIPd/THSxRrkqAu16zQfN6mU7PRTh9EYUT1kCRCArM3gWrtPcouOShN7oi9eaV9DiCSd46sRwvnpo4eJirCAMw03AViLeYAaLlA1RCAWcHFl6OoDJBS4TCOulRLFXUcikHQKNEx7RwMp3YuLr+YDthf2JHPKMvNTEjlHABmxwsbqZxDXip7uLSV16xoXvSViCj4rJybNjPYA9WNwVh0xbICaCXammFaPyyAIDBjjcmadfFSNSXwRdklAxWxZ0+xSh/EQGG8YhGxHiGGSh4rMiNEDHA+eTZVivHK4F9ZgFXVERxBubR5sFJW0dzRMOhBc54AxIoHu+LGQ7mYp2ogeZ+HO9TnVdRafJVtrqJm3Iu8m5s88fsCgLWsshtQwVlRsJpVBLFCqHiwXcoFuFzYj6I6osFYADhmRy53FEVjmPSqreDQhWxL3wFwTNb03DQoACKYtdC5XBRmQoyiUI2iARCFKRyFnz5/7iwP6PVK1WQ+ApI1WILmLo+KzBMRgqhZmasYCZS5EhF1JK0jAVExDNMWReJl7kVVUaASk9iyHT5A4Wg+gwL9jM222ZpbebxMo50Ua7CneuC33xIXDl59AXaa96W1pzEr+0geFj+h8Fky48eoAHJHrOZKDFSP1eZCl9FoF+IUjZBiTfWYMDbHluZ91CMKlRJHzoOoCYYj70AhiCgyJmEqYkAMkECxhoopi1NanzhyDiCoQkCUWzCKKFchiVktygRRlztvk2PGDnDmq3ZMDIe8N7VzAaFqyIPt1hdJx5IAEZKo7MDM7HNrPZeblTJN4sRm3F4x+q25eelvWrEBNibl5MRhWiiSoyyqeqLMEaBM5BiOyNxh1lOTK3GLDbl72hGbrEEcIXdkqoXXQOMB1UOSAGJlry7TcgEuH0c1i6iouqgZEwFOA6ZqtIc8EE85txZE1YxpOWpU9UzjoLmj3JGHUOOGy5nMy+Ao+RSSB0elUp7WtTh4zh3dr5LObRFOZuEXaQ2/QJJZss0DMcXU1OrzpDuyp2kzQ7795g33LJAEzfrqs4YtB5pQjMx2ET0AyRknwQI+bJ41VVJKt5YcwNb5rCjy1q6LxnU4lzEBuSPH1HNkcm+zi5pk2WgRgQQaDbPB3WvJlehu7WVM5ACHjMkzmeMPtUesbCdgaj2pYGy/4nlzlwAgLvK+Nr7qVSCpebAdLtesaLYWI+f7jnQYpBbNmRTwPA9GcBtNhTX1L2NKk2WsKFRTZwbN52Ruf7OBT858bT816qDFDKn5qaugUZRJRJN0O562mQCy5TspjJUdSVBfQsQUDu0tRrCaNV5Cxt5rAMCjZU+keZ9QaZEvReeYxkEXOJ9GD//45/uDD1hRdHYXcGFvGhvFWl2GVuNpFuPQ2PIrnSK59kSOKQNaN6UFJ6lq7iZGc+OMI9tpS0i31OyBFzFF6YmKeyoq/VwtGseaudyUYNEMrpe51cFhouAMjsiavQ3NcUzjYrGl7dwTHTp06NChQ4d9woqloXDkIFHZNgrKPoeMlUZBHFEV1TF5l0u5wIPtFCsKY5IovUWwzx15pvkMQeEhbppSSLFGDISRuhxEfR0HV4KoiuqZlPPoM/g5ACSIquOgtYhZ8wrHUTWKErUh56sRRYdBmeCSMmUmCprPmAnmagHAYUTsA3lHqBQWglRFBVCJVnG6BRjAQn1vAQ+XW/AjXK4ugwbN+6auUT2yHadtYqJ3tseKCvhkXBqG9ESrGwfoeaoiLErUHtYpRVHviEGOYa6KYS2OyZGFuZGq87zBzS+a28IzhU1bp7gnYuDlu8E++QIAuMz7XImdyymMaDQEkOycAIKw2aZUtLVSANWAYGAAACAASURBVOTztAtc/QCsLlOfgxgxWDihsgd7BzjXbI/qEZTV+UjekfkmGCJgD4ma9STvr7gbJuB2/Ky464cAyjCyTZVaHBZ7Zac+hy8txlDZg53Zw9tIVQAUKor1eDw9wWm53H9ntqjZIprILAvrM13fNO4qahQNAgIykCfAlxZOqAxSKLCs0xpHlUe70t26DCrmlVOiwueabLas7EkVRJEJPoUgZZw2AW3I5FpUUW/bVfeyFI2YNxuI+czl5QYpNoQU6wquBgAgwbEX0b4nSKR6BCCFf07dLN52E/9fny1EqOxDpHe/B5qfpZ/PIbL6+XGkUdQqxqhaRc0dHz6Pnw+CKgpHmSNH5Jmxhz2KgKWYpxQT3rQ/QC4FEkoyw0BVpU1M4CzthxRR2RFloKlTw2Bx62Dzg1bF25rIW/SohYUCEFWtRRTcxCkqcjJviOLu0fTUx+2j6GTlo/aeVeEZQTCOMqiBZntttmiACBnSVq9w+fyObNNU/rmMk6WPyaxTShxc6X2ZdpypHZvQNkCJ7QEtkHapElENomtNJeoysE/R/ipmyMkR8szPexkLeyanARpNSAGQiriSUpoPACjnvpg+M1C1zMt3m8cwB0xgV+zhEkhbgzxauegDpCpZL823NvlMa5xhf3PV2+Qhwl59btZTm2KdCsVKXQ72HgB5SJBizrbmIesPg0RFVQsTuT0IF4URVYMknhbQ3Uw7JFGKOVIB+kpkzwKtqVpuAwwzIptyzcuzmhwoUMPiu607QBZCDmbsHlyfGiGMk0V2tMssoJr1ESuup8xsnnSzLqGGukwzTyogSbON8xRDCudMWSqcPCwS0kiIyTcB5RwrM8NEN0sI4OVaAB9F56CO2cKhV5bRWFEMUFH2Or9Fs6J2JYBRndwsZnbWaf1bzx8gC1smIxKcBoALErM0ZmYGZK9EOajXXDeIWlRttDy9PYyePA629JwCHEa2XKUHlgrs4XKzrzouoyqrClHfKTxDpedZ1MJQaaoFGIDmfSl7K34gM+Uxm41R2dvE13xbnAYoSILzKSCDYrVAmHNTRo8CpJI7jgpR6vWTkNjoH0aNouqS0wtAEPQytuhWy5/xTdoCq0yZ25xf7h+wktkDRIWoDmtlip7zvCi4MZE5go+j1HoWDS6BVRr/1jT3StaTvA+bKzNLutGycUIS4LDiqgTgqyUt5uFyNOEgFqNO1TLplPapNxw83nzUyjAUm/GJLe8GADCOKqqI0CiWN6GKUSCFAyDaU/SEi6mdmzHljqMqA0Wr1alQPaRYS94D0Msar63K7gHgIAm1KwnoTx08RHV//1UR4+b5TjMysYVe2zhxAA+25xKSrdWXUOmHEQA/uGctfTG696jbvs79BZRz6nLNe+pLKRfg3I5Kep6J0mJT+35U7TF5wDmiMFKXazFPYaTEyMqp8z5v2coPPskmX8Sq7i1aJDYBlSg3no5NpTNrtuVZHFTCRGNABQDTg6e55rBcy52D2CaLriwhtJIrkfHKpOuIXOqj9E3nKCeB1NMM8CjioJBR8jo5W1a177kSqKp5UqVJv1zIGM1U1nqR7Wr778E9sX+4u/B960RtEpiT0yTJPlnWCbXhQW0SR6iaF+MFGq8lt5FsapOJv29SXYZRAcdR7QsZe/uak4rYF0hrLUQ2UYDjEqFeO3eSi/1NyUHMXlUIEsh7lUq5cKBqoM7zeBkTIQiuHmtWEEC+tBwoc+esvf9xvmGpd4DlN5ke45pOdRZY0vR4ygNs4i4sq5SjAk7U8oOnoIijrB5QPYQEt2MXlwuW+UKqNqtY+A4A6W+q4HMGVCr4ELX0XIsGAoA9zPoY9zYPNtzPdC8vVfu+Jd1Yt1ooibVe+rhRvyz6zXJb1pKrYkf0TJAgK2lBCQIwu7n0hyoABVwxZ7qyo5UcKwD13Gbg5lX8EXQPL4iqCqpa7esmXhyIyLXJNKpOoEBgK00AJ2DLjTJte1dcGfwTgZDqLM7LnFi2LY7axGcBDsKjXVrMaW8RMWjep2rgOSj7qDA3fPt4a5EaJVTqPKlYiByFSn0OEUvJg8vE5SlxBSmVVoDQuNaapL4plxi5/q7a+iyniNxWUGJqAuhyYmXLKiFL7wngGJWI0bjTRGQcpixaAMZc5i5HE0jYxNmJvWaLEzHfZzHH1TClF6tavGdKx8rKqYuiOX0tD8tS7ACYV8kiM6hJNVb7ku1mGi94cntbxmCskyzujh5qEKdcMqSIzgWqwD5NcC5XIlFUoupKUeTNfpdpxfWFaZaAoBjFlEvWBqNZvi4s4LFNDANArMW8ArUA2XwVBQTltDmLNOXmnVQ+TuiC5kxVgcITUxiJLwtHpqennxAA9LyzvraIluE0cqShktShcaMjEzF8X13yMjoTWgLZUzQKtO08MhmY0jOVf9Jxi8ZzqYphlQTfMwBmckl8yi2WDFk4avprkwIytx/w49WN3990+wNOtoiclZ9IoNHOTWGsUsDnNB4zkQfAHkHU587S0lxaxkgqG6tT7n6wg27/Ic8vwuXqS83nMgsEzvuqELIEXdo5jjZdiOohfYtiY0jo69hMViTRY4pCKynXF6pElGpUMIEUsVlRFCtBYXF38U9/OGbOp24oNJ9Tl09u1wyFpHTipDMxWzavzTNEZEokgKGoAncOp1satNwgvTkb3o0VAVFBzjMgYHunFkRkVuGFyFlirfN9Gwx51rcN2GpyxTAIAM/UYyDWFIXqsQN8U+GGbJsQKwekbauK5r0Ut2EtlyK4V8+cAliQoOccCudycbmXQKEqzDyskv6tBqSixTxZHnLFEKEwzmIl+RyFMY93YQ2KOJqv7k15jxqVHcAp65iYVKgeA9BmR65ZSTFYimYKaratcAxT7Ujqcs1Ktei6POXVw+dCnNKkVZVdnc/D5nyFI84IqrAQeKtuMpw+66MY75i7N0U1WWAQgMmpLIWmSlxJ3XeZRYBBJeTz1vuaz60lJ8Jcxmimhb2gfXTHZMmRqeBHk9u5p2V3Yw4l13Z7G3azJ7OlGbRW7rAJwJzPVmbOLqahQ4cOHTp06LBPmMieAKqonqFNtHbGlMGq6Giq3+Iyt/1WsKcwUl+G/Q6jWAXyAOZztjI7uZseI031CKFKLjf2CsDl1BjAzbwTFHXUjL2k6HeAKUZ1LtVTSoUhpylVJWvhGLYXEVXVoKZP+Qwg4kqZAQ9xxGb5txjynFCJheIrE/EeVLCiXqZMlVjzfnIDW9i89wCkv4liZQZ8iiH2Fk25q0WjWD4aoqoE7IxT3d7Cwx1QoawHYvF9TGTaFERVlIzJEYqMKIysXJWyJwqoK6vBor5IFQB5zX5aolWgArPahoY4KCoUtSgCMi6coBYxJ70ppFEpimZNHC2nQIppt9/owuMm98GKC9mbS6pMXlSZ0M9YGxd7rhXVoyLllVUkQYoFnpIW1rBTMh2bu4qJYc5+LjWmuOtW4Q6NsaFeyWJC3JMZrFrOxjuz5hKtt1WJNCvh8tZ9i8YnLZwr54Tk1QLgsj6y6dkZlmprFjsmWH0egsy5tN9KmQKN4UqzEkRRgWanZYaKqWYwR9jcc0guJ0BlKQDw8+UGNXu4ihY+ktdUtouiYpRv0mYn4ZnYISqqae6buPHQ5SMfbxe2/bEViaJKHMEyU1QRFT1vge6NGCqDcweBZ0gQ9jLN0rMRw61ueTLvrt2Jpm80k4Z1geVlAGiSG1PPTpZ33K19dv7c3XsbVOC8NoZMLRcQA8nAomrIgpOaEje22QoCaWZCABuL6WYqqgbkCOwp1sQupRe6zCzkrnFJsMvQhLBQa300B7nPqRplMsXMI8DOsdg9DBi58wS4PDkTk/OeQNWgnbaUCFkvBf1Y67lcAZADVkc7uXo0N7zLQgfUFySRB9s1KzTrS94DM0IFnyM6LeZGVJiFLBbqdi8ORkAqLbXq/rNe7G+yPJpRM3qTFJo/w+cmnsMghAI1mLyMzdrksWK6djLNjLQcaUeN0qkrF1EuAvBSUQwUaxrtJOc160MlH9wNwBIyISJ5n4hySr7vai87fWIpF1IclZlDgGRQJFZ2sFAqCwiQACCSb6uyQvdqRVAp7/53EK8k9ST+wYpJjBurtv2CPalIsZAq9eU9c2JOHTyq2FFDVSy/t3ArBaOyiXKQK88KOMSUlyRN1deU6TMtpqFE2OgDqaCWkPUVKHVsVjsebNesp3lf837Y/3DTEqxoIwHZeOemegikdMrab3LTLPCW9UemN7Dn1sdjxcViZVNYzsTUlHGMlWfvKVBVqc+JuEjmkimjpxIa1GbHs0xWy3FXx5SBKm2K96mA2GkAeWfOXQ2l8wSMIzxTP9uj9YV33QnnqRqmumAq8HlyVmW9VOuwmA+KUS2WJE3JP6o2NatiakonqVKs1JcUa8SqDOPY30SxapeTwnmIaFZWQs6VQbRWdkoKF13eTsUuo5Gf4zVRDRRDdte/A9CsgBn6VLhcKBpPEA+2a7nQpAyVVjWSQtSsgELB5sYuHPGU20cWx3MYq6WoOY/WwEhM1QDeK3uqBiSqFZHElH8rzddUtLeYCkROc39AIo2XSXa0gVHO/MfEpQSbr6W3qMByLaVn82qZ6d9ScE0n3pMED1x/l5uPE2n0ADyaYhujnUTMKlQPQewnY45UirbOIzENpxxDoI1fcCLblkS9Arm56gkVlJuYRwAIsBWq0jRh2C1lbkrjCPDzQXBE9p3oqfQkimFURuZAnkDVwBOrz4k9AVk9yCRIucGcSpZy6bFSBWQSrl7uDe9qY7Io1poVMrf/mEsLWFZoHTWIDgOyJobwnlEyhToCk3WFTG3+KpuryuR4nu56bGuMEqqoaHY1oN1G41THH4Cl/pZdC/cTVQtbgTmbCM43aWYeFCsTQC9Bm+CAwlHyVZEFPUwfPNLfT4o0M6UIXAnK3oKoJsvqmY8VBMpz4/KEqKhEs3x+agUaRzhk3punz2amVHzWxoVFKzNDghKZk9dM+hQqLeYjGFablaZHBYxc8VPetCFzqSqMR5xfsJTaRccCjKgoHTFGyr433pks8Hlv0uu6W9L/7uAw5tHOwucAvPNJJ57WjIVzMQWWoXUz2RMDqESnbuYGQQa1DANKx6JaehbOXZY7V1FWWL2WCHYENJ0yFMmCmi4yjmrbmxCnDx7JyrQhBNAs6ik2q3W2AlFRR2W4SpQmtj1tOcud0+oogDjsf3hLkha3WKG/EhJLoUo6tC8VKU4IFlFh8eBs+40pjeohi17APmoK+WqjRsw1g+ZPNOUJcnYRTlSTUy09ihtp557o0KFDhw4dOvwnMaHbuozqEdhr3nfAIGiFggBW+Lkttk0PYEeoo/Z1zLvuBEBhLL3FYf+AYdDaNtTDGKbpIqZAalYqcS3IfFkL0iEOCseeJDD7VLqLPASgnIGIrGJPkhKlhmF6zEfmyLaJuaNhkDqqAzFRzmQFuu2jCj4DxuoKCd4UN0nVXRynYkdTW2oH9ZZ6i5kjKVO0l70fFT3PAHISSIAET2zB3uYuUVUiGkcZ1hIVg3pa9gSz9DelQD+VABZB7nKNFWloY9qpGhTEVC1n7Mu8p5yvVFhTsXSjgrH2CspO5va3/Emwb+1pdiJAFLhN+1Oy/DePRmBHfadUj+DYjH5oVd3dIb4IroyK6DNYkfmIOiqgQI8jOUWkeeeQW1xtYwdOFeWIqRoUvMfEKhCpLywl0hTnkBwoqFQJiFTwWACI6qCORGiPV9Am1skzTSu9BABz43s31At2M1SP0pEEofIWtOwzzeeBZOmVciEFAjeVf6xCHyy8d8q9wzHlhLYeqAA9xzphruvrWF0OCRamDmJUwdLhUg/Ck8rUWqsEzGVscbJkx/CIEpA7LmSEWtJOJStTUo/I2PejKqKWjkThNNWKmVqOc+z6S+XmWGh7qFsV1Qc4lmEQR0REvYwz18ZYAcDGwmmTJ+Ia/9BU11/G5KVqqzZN1qdLVZuIIeIAUimIgXTqx26N0I6oNdhwz78t3jUH84r6As4K8uSWqEV20gRgp9IYlbfcVOf9RNXafI1t37BcS3Qrx3wQwOQkSto7Elm5TzMqALuHsIk4oMdMcWwnXKyCKnaMZT7nNr7SsUcx35o0yDLks5KrYWtIb2sQWRmo4EoG4rS9elkvHbb9u+k8Gl9SrHTHnbr5MM37qj0t5nsUAa8uD+AdNO+Yckd9p6kNY3NcyO4W7BaVK0bZgtn/Y22+huTosxHb5jq2CQKTd9m642jq0AS2lHzwnIcEqpZIFXVTaziM4XJwAODN4SUCJ4VKnpdBQaBKVEKKut0TuBq4XT8HsBIj3MTMttO1FnMs4n1OEgrnwV6RzncInBOa0Om1UF05wsnSaolS1bjWU5mMgKDxUuPykHZMQsJkDOZqENls5oh73pu7uf2eNGegiFgkLFlwaNM71jLJsT7ptV9RGoJil5sfR+0FzR31OVI10KwE+0opKnKGlQ3oURRX6sZDbbrk0a4yLOfFfBV1+3iPp7gKefPHcDUoYw2AXabOW0i/5P1KKAYlAhEtVbH0bIk6iuZAJglzcbTJYw/jp/V+0XzG0cMTECsajzx7l/Xts5xEwUQ0Vlew2ixfCVSpjsJEYQ9GyA05F4VLfWMx0LZgA1QPVkp0qQAogSbO38418blLnt0N+RTPqCjt0lwjnKgjiqpEiErgXPN8FMQxOU+OUgqvupyqAYWKq2XYGUuAI0aoeHk7ig2r+KPL7qJ55yiKshIiRDVWaaJzDAdyzemgpWdJyesASPN+igk3x+c0I6qZWFeO8mPKmZwXACEdqIbWHmvgMFKXN/6zYBHgqaraGlCsSSKNdlndbg84Ky1KbIECpkNYxHsQ9ZySgMysnTxTsRpPL0EOKTdIMaduU/tlsxNSDOrzQOa9UmTNEWJZCUVuCXXEdToOkWGlytegdcOn6BDLtyQkU5/pHADYS39T2572UHVUBSRC1e2MUwYPa1zI0iFepoVb0fHSY8wlO0vbS5nStpSZXTXjNiXHAxDw1FW9CMvzo7usMIl6TyrLrgCQO5rL2BE4jBDTIV4AIgjAUjP91KK2TPIeIrZ5+R638+dW2IOaBPfmtENQE6muFhBADMBJUPLmbmpWa9I9+A8070tvUZvOSqUCzLDfmPp5tEMl2hFNbdokQtUetAa4qeoygIWwMxe1IiXJn1WPTCSVmKuhdTGIqTnRiqwKqkQLDkupVX5KQIk5Y3eOo6WCO4IlWSXXD3vkTaJZL2+cofAq5t4156aXAVScVLJmOxeLhfGhD1/pFxUceExbGkEUSh4KUY6q/Yzt5K3lGhn7eYZv0tz21DhRdBTVETKmkSpbAta0cZAz2RGGzQ9BhMw1Wa97XtgpjFL+nSm+9ViJtFxAY9JPJSs8me8j05SUp2oBcEDznWnsTf1QX8KOO5j0xVhBRhEK49ShKc01pJQ99gAyCZvq7dPISfO+hZe1ipSqwsMxealWonxMpWafErNjMG94W3lCp808UWkn92MwGYlt1Zn27MOAFJuitug0x5uhnalSqaHGIQhgUmnwkHmPeU+Qmuqgzo/zDVE1Bs0dHIGHO0qXIYjm/SqqgKJIxlT7hYzJKxzTfqVXne58ctUSj3YCoFhr1kNjdSAJIeurpt0YqUTQXMaeKSrlDAU4jNy9PwUx1QNUo+nrSjVYkAFUoH7s+4WMYBlxxGD29QB2xCUxqThiZopKTgJJKGLQrCw8UxzP7yFjl4c7CT1ja3K+c7fzZ1DRrK95j8bLKQPHojRULVAlcB5FAeeJxpqNpjnPLPcmNnnY1iuuUY5Kz1XUCDWnuKO8BPtiHoD4nOqxRREqMWtz+OuqxgcyRwDYURR4BhOLahWTCtn37KRKR4eHoFlJIdjWR13mLVjVJY/4WuRx3I9DMKsvabwE5xVpUXe2+lpwhgRSpXqAGMBM9djk0EJKU0nmaTP/KF8Y5hukOWI4iHq1KUCtnJFjGgVR2KGpph2jimIKENIZmNnUPH4APNpJYTNM8VLA9qzEkvc5jPLxDgC+GbQUq0bEYWel5hb84LLpUaKKpTXGH5tJtdlvxaRSQFVsSi0dmevd7FXmz17Ip+W7wt28q8447Wh7nmvRKuo9wwik2UGUVCEIpWOLqnFESUNqskanVR0DgGhWFtvWMAPoO41gAPeOo2diyqMi1uoZjpDt7rO2GwuiVdTpMQ29TUsb7pc6omnX9nV7mgMUBArRVBBHkmx41t1m55tuKVk8NCweymFiQqCkq5nVDSJSLFj8qZ3dYBXn0EyathnY06k3sbexzgpRWFJfEzSXIuMk75lRQXxJgIW1EOfW+wrUgl1VdKDxtErDDNkoS6SqkqX9aLsNbXP8sl67lyU78jwrwX4Mr6TUKBni8rVl30Sxs5LSkU8HVZBFmYWoVr1mpXiJKsWq5z2FSvM+jZdQc9LkXF5RLm6K0tPTalPcZaFRRd545VMW5ZrYPUkFD+yvMFH5odnDrIGquhye272N2fPMuDUOunIYikPuUkq2GTt5tKuf97gaKtM4m5ZsDKjzmvWtIHfSIE23M/NAE3IuFhDWWI/sHBCySEkVsJNy9UYOgCruHis1eciTu3kiBXzpCCkh0wHQoI4c4MjnLksh4TDbzLTqPCD4tiAYgKZMGTVKJxPaA0KTHLn0fYvvlmRZ3C0aqYtp6NChQ4cOHTrsEyZ0Z3bpILWY/ItFuahZqY5HUauoKBetvhMNd/TrAWKQ/iZ1fXL+zkGwbDo7w2aq9YnCmAfbU4kuCQB4uEN9AWartKU+D/AW1Jk7olh5O/AeUOI4vxkA+ACgCVtdhby/7OZssxWiKhVF5tMJ9PUYgOQ9cyIEsBWJiqIVnGMfoBDLzcvv3YOHZVRsoLxotyCqSgKdOwhItVrRL9GU6aiiOE7R7AQ4piqqmBVhmsJME/9amKt54k39t1OIPKTHaXsUm7pJcCVcifZAeqmkXFhbwiU2O1oAjhEV4ygEtOHK94xi7rwjDKPmrnSCSlyWlY6ocE3lKJW2KvMqBFdI3udqkMwMFhngvJ19mkyd5QKyUiWgt2gHmSKGlNKjAhGqh+oynTZ6GOSbmmOO7JRCiyxZqQiZuxRZYkEzQTR3nCL4idIJinsIsIdqChxpbEWWtWXJJtJbtJqPosgIwZXmn3ZSoZg3TrP0OJ0yeIiwwKGivDW9WvYsNRcCsWaeQtXmeYJXyiBpVkICBVFzdq6BJxw6n1lXWjKqI8zn3PeUgiQkUKw0s1NeBUHUF5qVVI20OX0UqABMLSPN0Di/pfXH76xk1zD2Mp3PeP/SmUxFhY8jqoZSzFEMQH8jV02B1+SfsvpaU9oexkxR1XwabQ1mACt1bCiZl5uSphokxcA7QmQCsqlWTl8POIws+QhNlWUA0U3UGqfkvCAJFEYlrPRYqtqrLoPP4aacwweAw8hnTWlkCebSSjEZoUr2s1hzqDQrs1BZbmdyzLHP2e9fECSUOjXlkn9S9xjwFqYCyjOyeJ3ckZeK6hHVQyBZjCjUACx6qd9UZYbP1eUcq7hml5iF0X7Dn1mAgreDl7Ke5v0xMApi2daVWNFJVipEAdfjqOLnVFEQhai1aL4H/0HliqVsg3VTrIQJUbip9ZnqirY9HlXjCETRUoulkXHHyJmmmqmEXEo9kOBDJXmfCaMmAbtq5tKlSiwlxAjHURxR1N5wWZhKz7Q0nG6D9Hf/mOUu8hnKudY7ZmcyKztyXn0Jy37MzH+RxybFKYi2yZzTC8wD8xmjSQsX1SDJyV46ThNvW9TZ0mQU5puwXrairlAxK/4qOKBHERA7yA8qSagkUFOqcqWMtD2d1BQqBrJmKlCXFXYgbNsm7as6qhbzo6ieyeL1RNTVmMvQr3dRGPO9O6RcoFBJfxNo3gwvVI/yrNxUuuVahkGipITptRgWm8ab7m/OcgvPkaa6FsnIBMk1hzVEhbMibslNNQJgQ3+6xgCgHvU5AqDxIDcpshMaXWY9SllhOV8RGRF5gqcIYkBzzwr0QLSnSsDAchUji0XYOSYBOWqsSNQcWxcq8+yyT7Ud2zNP22TFqQfgimLHWCzvuec5KhxRxiAJhVRgTuFsIuo8jZc8MSRoMU+xSieMAw7QvEehBq0eoHYzJjOmMFkIm6M0Xm1NDaLzOWVMHoLMVYKMweOlFHojgWI1NbfH0pbgelbePyPK89zeh51xZ84/SlXWA3nnfc3pdGwlJg0pd2saMhl7O4faHicGdZ7YMzE3xrRRVCbsiuooRURqU2raTJRK0D2Y1ur+fiMqrGK6c3lUgHPnmwJzxAAyO1g8jDnvQcTbioLkcUyL5dSzG4CKcou0aM+rBJMF/6Yz8dhrxmhCQLQpSqiqIgAy8y7VNG3dUvFx5Nib2gTiYUQVdRjhyKNYXDkDBci1smNIFYi51eVUuMyO1agwbWrTSCpeJZInlcWczeNgE4UjpvGSy0rxJdl5zebOZ0+hQj0iYlvVSmKeprTZgArNqRCtijB54p9VSm4Vbtd4cGSigCMwPYyWwpiqISSs1Ou0Kq7sUric3Qa7ycqttjmw3kmnyezB641o085ScrHZ+Rg21NMx6HZkg8LmsVaxYB/UzpWlqFk9rUgGARtyR7QSM2j7oihai4JzX3gt5o0Wpv9Nlg0gbsOtIueIq90TmhXjDYdaswVRygnAsBImjII6UtdIkO1hYrPiOkLuieyo+lT1cErnZoSep1rIKuGksyomwh0nyp9olCSqbTlO84/EiLCHEivZ4G53z09S0WgVdpkHCmKryTFnJ7vm/fmMYxPDK6q5c0FUlArHNswGeyjPE/Y7TLf83+y93ZIkSZYm9J0fVTNz94jIrKzsmpqZ7h16AQEBhBsEQQQRHoAX2LfjAbjgFbhir7jiClkRhoWZ7prurqyqzIhwtx/Vc7g4auaeFRZLP0ColKRERkVamNuP6tHz/T1YEGIiOybw36j1fwWmiCK81YODuEJy7pj2HNSDNrwdHwAAIABJREFUIh1V0WqND4CEKSiKm3eLI4zxm5d/QLpxx6OitX7PJAOYXIS1mtcKQCJIebURBjkSka17TnYoZ+my37DQwiP4dub5eo6woqw6PynA+RS7lrn6ku6KnKj70CsrQb78QD/+P/VP/wSA+oM8fDj95l+fWEFspwfUWfaQ48PTD92XPzhrY5RoV0TR5qzhMtbqmGuJZKaYlY5JrBoTHbpTvACTEbAfjf3Z06eZlAl8KulYDTlTd6KNt6x1pOVChXtJCLL0im4WxxzdFOD5FRvpb2jsywUAqoZKoqml1411+zodwrIagLMwAM0ci30tYJayk2HKsPc0WncI/6XPs7vH+RBRh4osNC8OQAyOAQ5C55ObJ6EERhYqhgwq2r+cGqTO7y5/as+fZLBmN7hZf0eSARRzD/MSwByFWIGMwpdnWs7hykXLBay0d/5jtZ+nyqBNBx9+wKVG4JYrizD10gy41AvNY1+XmKnbibF4d9yd+F274MxiNXUnNywjlwluYiWx9tptS+9WbgLX3gwT5mWfrpXOP/bLAxYoq4vKinlbjhwNVOpmeDHPqQ87oyykqcfqHEyB1+8RSsi9K+ec+oLrizFXF8JiXAxE7MXQ+ActOKO1qYhiHxaNot2C9lzxv/1LOXWemJNQWkuTUxZhD2mPeNGgf7vx+NkArotYAWuKebDOCAP2l+PP/x7/9n9GWTT3dLjj739/p12k9SD0CLFZsdIY+GUE8FTZqc+JiIjzKciquyYcn6f6L09lI/dVd77SVwlAUFVivlst+mkTUcWRO6Vq+1YKPjwsw/uNJRojXNcKnYQR9tvVYbx66Iawy11ZmRtLbpeNBOCsh/PC1QcQNDV3FgDnxYSP4mRwIXLHUr1XqhOIRAxALdZCswDM+6Hw6JTCSCOetGagzhw4c5gQOADJ5ohYPnPMiwHsgLmyYak0Vd8rOSm6dzR+0VW30jG75DvxVuI7CNDlTMslEfd19nykMoGV5idm9TRA864PBM3P+uUHraXpF4BGZsKVSN6YAfHuhON40FWiCAMgGW6618Z76t7/cvdbAKfEG04f3aNQkzkQJiLBZabVrnBuziJ1qS5EyyvTPv/x/6T6gXNPKcfCC6voVg83Yk+HoCLm9dlOaIt9H4HjZYboN3vJ2+ERTjeakaC1sYHIp/ZGqBAcvNTNIo/MHQ6mXjIiTvJc97dDsX+S8EgkACTrvnf7jRJbSqwMp9qShoJc6UAvdEtUeuM0vI238Tbextt4G2/jrxo3kkvzx8pjqad8rOZ1sV7IgCwUnZPTWmw4K959r/0BoWnpjnb8ACshLqIy71WcAHOkM9vhfVh7pvnJNSsrzecDDKLer7IoK5BMZQzSMs2t56acp1e6hAeVThrs7UTEXt0vi59XBepYdUjvB+XU+OStsIpSnQjCuG2B/mp46iynwH4aHj88BFBK0xO0p+XsWzMQaJhIad7SkOySi8N3nYaJSzpUw1y5LHYpNtfV9wIAMCgRUWJipkFJGpzvm24+fvDzVM/F+pefYMU7nYVqaX66deb5kjsGa/ZlC9ny1JOtEFpZgSFWiFpk/7wY9375W//saWj9ACK4zdCt8eArm6B4dCBF0klygzODwdtwhL020lR9QpqrV+PgZATk33UDAL4BBaOFm4jU7eqjUEZhfYnaXC9Pf+fdyan1MAPBMcCrz+Yhegw+SsPXCHN1UbYbAQKVmXYDn9A6tyG83OCSuUK4fV3dewlIi5TJ3UNHE89zAFUVursdEqJOuVcJN0Zl6pWyUAiVuYzhDxhkb+9ONR8uRixDhyWUAh07iFv+1otB3QEA5R7MKAsvF3v6iTSzFTu8R0T8AZU0epqsPW78S7bPm3lfbM/UJB65sYVuFBPrKcSf0WgJ+res7QEAwuiEnZ128YnlIjYL62beFyMLn9IVQCRvhpih5AzwMdj4Y/Vq/poq73k2yRbnf+vyMiTOQiFpY6LFXA2bchKrY+n2Yfs9u0+sG7t46kJeCLckqsQ0r8+bZipzGKt76sFcnXhN72zMD8aORXtd0vNftnbR+s0C7UMKmOqYmjb1Ekbv5BoKDifCakxC82VXdUnTEz9/igZna6oTt3xq3HQEg3sRYhYgcNj1EBw9A3vpjg8IUydNkK8hkQ1IqIyyOn+kNHh3gluvqoTZEBNsMb/rOGDZZc8+B4B9/rH2oNzDKqUMFp8ulDI0Ue65G2BfpIybBUjj8WjX4AyK8Ni8Y+2Ppm5AJDmHWsdbG2C7dwBiWjMGgF6YVrFVYHkhqXsNOivm5qiLFUN0fxmkjBWSvv5DaunzCL8iAzDbdgKzXd+s6zTaKXfCmVuL50Q1JEbh2tQLFYcGF+H4gbTz1NvhPU/P1h0vRoxUU1pmYz7sctmm0/dfvvuvwtC3E44FLzOprzoot6BGhrovesIjvCyeRZUoPIFeW9S7y4931iy7l3y4fcOF8LxYAIGXYjO1PlVqxgK2LQmJ6bVX92xiSA6Qg0mgXXWIoFZIuiMiz/fh6t/MbiPpTlN0xspk0Yd83ns6zXEutqzRscrUCWWhuLXV/KSgOqMWKhONY0MZAKqzHd4ffYYxRN/lfMd1eUEHq9pf7v6ude7r7JLDRGusnj1MZxJyA7ZRIAxhIkI+fSdeWs6FFZQZ+0GRfn3hA4eTLN78uB6XGnA+M0VbODxxfVUEBTvpP+AAHw5CnVBlZ0BW4WesrFP1LJwZCK12g5xYJfsaV2EOASbfjw84I19aTxSJqROCFZrPCMsNzW0WixkBQOPJhZIT1VCdQYcvtKOWdtAjH7xgM1a5z0xR05jdU6FGWEvBYnOWkk+xvGUyANWZWcWK0s7Dk4T+82+HJr+mxrqNKGoR8qgGwgaAOehBOR2q4+Jpnk0I1clcK3TGTgO7vvvb6b/7NwEzy6qkj7dJmQRG0xOIJR9oPrtmnp4xDO8whhkS1SWF/8GeDwGA973+7i61RvTKzLKV6rtliPNacoWWPUgMiRvFEhEssjc3yNMn/eWPzhJCxIiC1DxUyliFzVpHIYYx3FKYKDSdp4mVwQqAS93hmgH4jX/Ococ1+X0rHJd0UBhsiRRZCMMdqAi3dbP2kbe8+Gn/+Iv5bF4NwhDqDvn6IYPdRvO5Ga8tl4CfnPUYvfEVqSSvfZ3ml3WzqB0/xMapVWA2Q/K5eLyq911PAoF5PrRkBDceH2kZeXr2NWuD6oxpB7icT9/N3/+Xc3Vb03o3y7X4GMH4bhskB62awHn24HsCILLX9MBT8fNiyuhVKankBqYI7mLnGb+iOgwMhxMSw4ViS7xRDeorrnL4z/57+r6x7x3hKFMiQMRZjdXyEPxZXzlbsQTEohb8PPYdw70YUTUOidqR27OxMrJXjNVTD2l2Z6hNux6Qfc8C4FSfXh6c1qj3OI3MKA7ztgnB9qxuGSXMqCV+e1P21hb7kG26Pee38Tbextt4G2/jbbyN///xVeGZUUCQxz9RuYrNjqyeD+fitboo8zLpp39vn/4IQPsDDSch5rvvXJI8/RgeRzQ9v/xN3U//9/0//e9eFjreg9VZPQ8ArH9om9Qyex5ovtD8TMuozK790GwW2SU1MrDoLoH/j/Tu7pKDBVbHxRy9NrubIAnedbzRrU+pcU9aWeoFwBwco1ccIU/zz31ZPVXWGh/ae+ocDAfV4twTeLHGic0crn8LiLFucU+808RjwqBMsGKYiv8y1Z8uy9NUOuVDkl65U14qHXN3TIMmSkyNbMyejcCZCUtxLz6R8gvGENe5m7+04tQKWI9uYO1ZXHqeL3Cj5Qyzxussc7NSDiyDmKKaTodd+MDzceweIl80wvcEmK2lZWYh5QZyZabavEQaZSl4c1xmZXXNuzd3MWvJlk0+CSEUR+gdDrTAAVeXvCroWIMjZk3YFsfp6/jy4AAGss1HxdvOVT3dxaZhjLjOcjXBDbu6DblryrTqu3aiBHt4+oPnw9bALJ6rkUhvjLlaISzmXpClDx8kTE0r6g6DA8YgYXrcQz+m6v/u05iEOuUwdwJABBMs5oPmMGAOm2qCuai3dve1w89E0V56eXz+4d/l//V/ApC7nvqj/t3vAbj2Njz48OCSp3w/V+NKlQ8KGg7vAYwyRH9VZKiOyn5ZvOxJIr9M9Z8fm+rEgizvDoCaxxaCn1tX5Cq0ebdMyeBOEmj35S3f/G785h8aDGTN0Iwq5rluvRNGWsyjeVs9CaWN1i5Ck1t1/OGVh+cHuu9rD8BKoGxdnNvT45IlttYFiLDBoHh7dQXA6CL5Nj7Cz3Tae3hwEiMrrlw5V7/lcgZASaTHYm7AzEN1F6FBqRhQESG15l6BC3cvJcG0jPLlB9YebhyTLatldJKFcHGY41IsC2VWnZuCyfo7BoyFlktryEvyPQJ/Pn/Kf/w/kvYb67wZJbkH9/YrUKPZUbeTbPKhVSnAe/BHp3TKjAi3dHPWtIwIZROxawmLT8oH2NyUMm7KvPrQN8OxfdM6oP7b/6X8zUcejg1fKAsA6g9gIRa+e6fH+2ihhbmwp455zeXSTlKvNu+6ywOAY6xezIRImKtlc68+MEGJwg652TkvAXJx9bSYc1i+rXaZs/kvdHx5eAMeF1ulMSjSejzFiEiEiJNGj4eaSyw09yvXOIySm+Cl3jh33Uou7anyMXE9fQwjd0hukEQZD6xbPGg9fqD+Lto1lg6eOtP+ebH0/m6sno9k3c4HqN/+R8tv/2sAYOXxsV20yBWVfDEqks1QOYEhmXqhLXWwmndUgUzl1RvwNwf9j9/lq6XoGhsaNcddpy5CVtRK+I4Ra6hFHJhdp2oEE6bX1BNP+f3SdYE3E9HmOBnSiRbuPD0ykJoyRz0fqIy/Yozv+8q55/OnpJ1rRtYPQ/5P3zWobzLCFj67GhXMhky0+bXFGcvqcv+S5V0l/8InACk1u9CArzold1BOQpQO78PzYOuthbCeVkJy/PW1FMrsM8BKTc8WXUdwIzRkIWMSGIjEV0u4lfAR+kkgMmH31q1ViddYF8BsLSDbgY1EEigsUZhqQ2JWcsMyimZyc92X2i+QwGtuBxEJWtHj3oJ9Q4EWJaCuHgJxCwblXY9wJ46URcSpO9jd/NpzzkJ3mZk2s7wmYGt40JoV4pKHvQjWAct/Iz+4JNcekhtgbCVqPrccVhm8usLTgrwiykrU2uO1wE3K3rr4N7/X//Z/bMpDycvwgDrHW7xIv5iHJLIXMqdi/rhYPyBeXlsdQYTorqPdJvN9Jx8Pq5iWqAkEbi8gGvcoJvqN+L2FkmN1hNyFLs2hXlTUgcrUa/vmMf26JV1XU+qt9ojDP3QyV7sM+33Z7+tPnR/a2hYYAQDgY8pt2Qt1untTdUpqGmY3EKw/xr14RzsX34EZWklCQJFpTVEH+tibbUaE26pMAlfPfdvesAQngzcV3c0oaah33/1Kx15WQw0iRNbPVPzJDOikoemodDJDSof4MSbUPeDyc37/x/f/RTEXolvgN46/og/N2Pj2m7fXH2FgujdzZlQN/FQyjY/gAuLGh3ADUIcHAp4WK6YodkgM8KVYWAoJUcTJTnW/apD/4d/w7/7hdobB6mvqxDHRVoeg/a/t0rWlN/wPrKQ9YBFBnwo1xDrPbxdxaK8Boc3wsddqPCFZ1Ubx14e9iU3g9/UpGGlFdYP8cJNnG9Dwplcqqyw2xobyLzfY8fU2hBClukkoVRwKz0wXo+oZFWx+oIXKtPkfeHey7kjLGF7ZRHRe6lT2rXrlyw/y+Ye237ICa0RCALSMgyhSnqqTcmJwGbGECwpAHIQqAK6Zduc1gC6faT5HSmyYel5dE8bHFmbq5pIJM1lBiCQxk1sHdKJF+mLev+LTsFSn6mOxJETwyl3lzEQCdJ06tjK5tNAd4uJAzKrWlhwmetxR8gNENjxENocTwzEZZVGy0tfZRWkaV+/VBcS9FU+Dp56WM1kNumIsEjI9Vvk119Idc/VTZiFSUHVnh7lPJSB5T0LuVB3WFgCuK/TFl8/xtgx1bsyGnfNnWsawf2+BMUAXWcxmqAWLUeqxmj5dT0y07Z8kGSC6//B0/JW+LpYWIUy1Lb3mPhuE6op5xxwkDlSTLDkmO9/zzwGQfMlMAnMK61wkvrpfu2bADp02wwk0AleQHlq6txVw3l0Uyf1Yn5uke/WQB4jLCFpFsERX46y2IdNCStJvBg/V4buEJ0nl29/Hvy3g8DOuSAMHfF58eEAtkOypo/mCMNqKe5EP7aENPyLdYbnSdEaZPfhcZaRJvDuhztYd1UvjOXUnqrMuowKDO3A8YnJkslm0by43vsPDAyBl7H1anaCo3kxtWxHgxNUaczBSfePrINjO1c8OIt01d5LlmaxgPhMrM7eI4QDviRHRyTZDssDgJaTRYX/Sin7JvZX753/ZfXjm42+467BW254PFVwdl2KRzYEgEoWJAiqYYXBphvQRjUbLhacdWNodny5lTZqIUG9q0jt5iO9E/Erz4eD2iIzVAREir+4eTAK8XNV1Ocsvf4BmTwdPHQCXHKXeUn02T0xC1Cl1EVFdfdX0kgG9UFTbHbvs3d67xN8OEsTSqTZLvc2wpMH2K50lbvQG/8e7HN2gzPukg7PxxQUkA9yGh+BZu0NTbkZnjmJeGiOk2T/M1ZVxKTYWj3fq8bw7LwNlaZlSX/s0RyEYL0Wrxlayc/OTc6tggEE8VX/edXkmPHQS7cyy0vXqzUfeTGIaBcQN8KBKxAY4gjYA7DrcGGhMd9UBw1xNb1qJYbwRf4s9YSTRdFSb1QoxgENwqjj3N1PbG6fhbbyNt/E23sbbeBt/1bju+bLQN9mpTLRMNH4B4P09ADm8/1ydCZdilFJ/+jhX7w8Tf/kT6qw//qNrF/7NDfqSvf4yUO+/n97/KwTW0Dm1bevV0BBuPcKzL4e7XAGH98WgXMw7dmd9LTbmku//VDphdJLnyYX5mA7VnJykf3CsVXYAChGGKxrx0O7+vNg8FwAR8/NyvJM5d8Mm0PIWy4a5+uxhK+YMMRIAXrGYZaGwL2XQ2t7xZU+4ZY5PM5nXqDUX8174UlyYiXoYcr6PJnBazoHS8fOnq1FjaXoKCs7/8OtOg5J/OwiXkeYpIH/rji3cRjKVkeaLs3h/PxtFh2o1FFI6fNjawgrb1Q4Z8dLdY/Uskq7fqADVvSITY549CzH1teBSrBMSzoNyWIvchqrtjMAECA50YUBECreOLCetDl3NN2993xDNt9Vt0NZA7ZejcLoUS+EByARgMWRWd8PWV4xdUUTixmYlNfMTAgqSVX+c9xwPic56ZKBWEEk1T+7CVKWHwMLOBS7czELjUwia8K9JOWqLXN85PuhpiZNHliu4G67wND21XggrCmELOiK2fKgOIhXV4qi2zznw1Ht/73lwycBdBc/VhfJ6MUU01eKXIoPehdIqA4v0AEh68SKiHdVK+028qr2tmGM8eEDTR9y2HEKGGi/nvBI+ojHOBBV6TRLJy4XGRxBjuYCY6BlAAKxxHVrKlBVwc2Brn5qYSoNyXY52+rB7/GDnLBZPIKsX8SIANCuMpjNEab60y+7G81M4AVNz9MvRwaIVtP3q5AkfD6qIbSuEQPNNpm41sKIaiNXNNdM0c13gdggVZbhDMtMyDj7PL3oNzurDO2dxzYVzKL/GalPxS7ElOBGEk7MDWSj+moW4jDRfaHoKIgYtF9rrlMArWRFWWOmYQaRCxRuwaFAY3AUICZKHM3gzFHcIkcEZFHr4l+No42F5hGbMhaxqd1RCZcXaphKCsFNqVy/aD9H5n9dp4bzU53l/2ufzLzzdN+dm4s0RkgKnCMJEAIjRhSUGZwAFHN1lB54Xe9qbGeCu81PEAQpASwGga5frqt4PPWrAT1aoLnzjXEcrzW7n8CusUAzVXUBtfl6947b2QdD7AmuN6YJqs4EHoHW89br9agEupIvIIEqSvGHA/bn4KTETqiLVkS5TH37Mqfd8NGJInqsLQwgsNCjzXhO12DX+IDp+LeWMFVapTEFB4DrBn8MfMBFLPjwt9rRYMb8QARY5ni+PP0w//6b3CIT1lBs8z6SrFHUxgDKACq+sWbi6l8XCHvWhk3CA+DC8osqjrhQHrpyR6M51QlTGeGJ8hYora4jEHjqJfL/A8xbbPXcw7GP9Zct7tOFua9m1HjIMBHgFsyPBzbuT9Xc8PdP4JTQ/CPBiHvHCCYLqIuefXZKnzuUuDAkW88tiWGqxpJwcyEt02Ggs1mtbpwF42EKYL6BdWZuMn/PTnwCkfNy8eAfNYC7gp9nq+sYHr4oIxTCbxRMsaxDfa5pLWi5RyLag5BurR+LCtbhmltwIH9VphW+jcAl2IWF/3gHw47meip/dN5twd0wMZRmYZ+fM7TdWUl8Xtg3IDGxio+D8+uTX3Pp42Xylp2yvQ9B3aCtuAABPpek/AVRnoc7Mxz3CjTmm6pfiWWg2F0oAanVNd6kjPbwPJWSEEzb2WZlBBfnQiJzRbn7FSRei9fC+ro3fze+1uodEXusIYOh7civSglAjnntpgelVmAHbXdYvxb7MhhVnNffatKON99qoI9xsjGPcsm0C2RmUX0sxbTybfMSWTL2q4wBE1C0Ad9tMgikUaAEnxWT4is8HWSF0Dc+ylTss2c2dGZrB6h3fTPpN0ulbUrYbzRc/vNu//AQqs+KGThTVgPQh3Yyb2z5j6q07YS2/YqcBoOpxke6lVyxZ5edP1h1pueRAId364cEO/Vz5ebG0Wk3Ezy/m8ZB72BwHS6aMzkfsbeceC/1lIqYK0FiCkdliYmLc9syZWiGYuW0+w7GAiBLvB5cseli6eyWQna3rK+ls3jPICs0jRxZl6royh4Ul6syADg9F+sQU7/Up8zdp/8mx0wfX3rvU7lckqjdrXd0knW3uEo23eMvjDW0/g3ZnBgd98iExZZABorlZp+c+HicEK+Jm0gvfbqwBoaGfp7AnfjEYOCkqOIraAEHiYtLmh7Q+lkoMR+NCxWfUTMvYgkxv9opv8MTbeBtv4228jbfxNv6qoTdfVQC9ECpcc0gn5upjsTBTT0yVuq7PwVXJG7GL+F0KTq0CwCuZRqmO2WcqJQE0L4jsOFGYOQtYw7XeXQCJDomz8ny+Z0adQxDB07Nrol1h1fBN4wBLJkDRvDWCGhM7ql5ZCOJUiRIj14WXZ9cOYCc+MMOt3ysJAQzsHUdjnBvJ0Zruy7WvDkjQUx0OXEPKUQmHxACC+f6+2yXLsaeB6uKqlvrNyhAARGGlcnbAwJNzpxywSK0+4uTdiXqsSUj45e63wwtGkkt6yu/CMXMxZ7SY+Sw0VQ9ze6Bl4ZiDiYLgFluTHL0yYrwStAh3WkZoRgvcU89DkP8T63sYYEgZAMr83idwbg03A5xdlJa5edHvmhKWuZHSV30XgNLde4MJegDTYoQg8wJAYormqrkzKNiRr7UyHno+Za4WXYCrYZ8QgairI1bZSzNcIsALKEfD2SVzy+/YG+795dOWdnPdN0iuK0trFRleO4esCPEqE6qTwgD0/Mp+yNdzdmSGAZmaj5YD4MOyODD45ISUhU5dH7vz3mcnpmlmYhe9Zmt+ff5y/plZEmuQWCvnz1Otji9TAZAlMaHOtVM63rC4D4lDA2krDXt3sxg+ZvE1N9HK+rkAdq9+Pa1oPNB6qKBvA9KJRrtk5+L093b8QPM5IhsCgCAr7iasFaGO6xvTdnqy7mSyst/FQsbyq83W7eDxC9sYbULXjEgkAbeURSQ2LKaX4kxN6+rowj1TQGGBpSlPwz78EWBT9DLJSnPdKRP5Y2tdRKpfnZvXk5uzchoa+xtKdU4Be728t9rVd3/bEh/q4nlALS6Z3DqyXotHVBAxreEXVGe4grghVlZweO9ASOh/Ne4xf4enmEa8PzZoeON0A47ILdWWQbqJQSJlphq2HurezKDcIJtYMnQ5S+ojnyyOZsMD0NYmcvfhIayZxOY0PQ8r9fjS7YVDAAjWMKsDND1Faka0izkwL8BZZLUCg1ta80775sVUyOo/18+7By8Gh4+lvR2hly4t7lLDHxbNCEAASNeiQa9MUoCs7F58A36ZW0zY9iuwalK4IasuXLEGVLWsxcB5C4jUFyzmTzctqttobE3LObpzpn30dQ9cU6exwIzV7zPz809UxjQ9A2i683waXWbzZa69cpa8++qiznz5DMnBcQ1GsBnm6sc0AKDqg/agGayxXHl3KulwLiba5Y4I8OPHV1qo0MtPtIzIB1iZXFoK5ZqkLOwhholEkNl8rmBKyO8C32r9JXo1sCoAnjAQUyvqpqywJaABrgXEEe5My8W7O8uHOGw0c+ZqlwJ3/DLvcxr+XLvEPRnYcVlSdO3cAeQsJE1VjEFZvYA02QXM91zgRsuFygxRuL2bf5r6X/c5qS7H+kxLReTRug3ETuTdqVeZq4flQF0DVBKTEbP0oiArFnBd5PnuTZ11eDe//1dhdxHwME/PlgfS7JK3GaeYV+0WPhXzTkiYhhY0Cs8KoIlXX16f4WE8fhc496bFN/Nqfl48yMaL+aBhKNFEXLEUBb18ABFF6OvOyExCJEJBId5eyIhWh2aUmTAD6EM4Hk3s8UsrpLi45I7sNbtSYJXGVaNVfeeA1iKpv1ZLVkBcoKtBnju1xL8KGqs/LjvHZ0J88BDChJ8BEZ3UQcyXzy4J3PjVzuJyALiQLubVsxBJCgdnlB1+PWbnn/WhmItT9uDN+5CYAWUSL2RLkf5cTJnGYsLUA9V8Ml/jrZuCehceUqbbSn37MV7LoOix11U1s3FTtiKtrnL23aqNpqeIoPTUOSsYcCucg/CUGA6Obi0B1p3ITaxszha4qRf3B2kYqAdTKkRbQsysG+W+pxJ2Ai2gNVQ5ou2vZaZSu8unl8c2x6cp7LErEwtn0tyv/uVqq6i4luZPvwoCm3BGFKuei1vg0q+Gh2G868HrvDpLji5aOBsrOwgcYWBj9WIt7ESkAAAgAElEQVTeiQrIXQZVHr+QVdhnms+79jyW+rl/aLepWSIkRGmYgFj8tjRONA1FLNKtjIvvl3lXjA2rAJZ0iEWvylArKvXGiD1AVx1AL+r9/WJXC1EhPCaN5Kqlur9iAB/Gl9dOfnzT4Yxrmcgabhvrjehb6RY6HSuFtAw/7xyc8PEg1PBNbXvFKAFXPKVNeSGNNkOxeKhaoFf8W8m76onAegblQBU3SlEWbghF2FbeAA4RQA0zxGQOBjH5dML1+twUDcvYnns30j4zVcfFxc2zkBIOyyMmBlDvvpvvrrECidG5dcJkTygG5H1ehiTPRwBURtb+2HLEkSVCUz0zh74SIU8HeD5LXe5TZ9rHkiNMT4vtwuo+vHNRms8u2snVyzNYik8VTBZQmW5szRC5uVKdSfuQ2x73txPQX/6ZD6fOSnvHWMnN+oc2reQDldm7o0v27jQ7+xozv5gzgYkSw4BT2vkFTP4beiZzlwSzezYglJECwOUQnyILLeYiSlZKOjhgDCZQdw+ACc+LPfUf0t5+MYhdWAWTETpghmrGRAR0WMJ66ArYrzhudYB0Ngensgdpxf2opMVcHQJ46sgtCG7h/pvqqA3u5ZpaXV/XrI+oV6r3u2pvefzz8PiHtpGy0raGeaD5+S4NVCaX5MOhSSIlB6knfi+AsVgBxmJ4rSJEszGJ56JudYMoyhwyRWeBZlsdJlwz8mGLAQSwOF1edYtVmp9guVEpW44zR0Q1EU/Vx4osyQ1ELkTbY9L2BmXsGXfdzsWvjr+ca6xJAAZFqTA3JqpeDSfUMInKAMSJZwA1TBSiZRU9sM3o5lejW57ez5+irHFPMYV9kVMYojNorMJYiEgYg3K/KseiHA8M1RyZsKuo3SiBsegyN+ndV20hZ2ubLiRuKRUAXaea2HPvHd+7k+dDu3Hedq6bc0NchMlaFmVmgHimXDz6GwmAAPa1VP12yOd/0kt27ZveuBayGrN8s4BjRZ1J+4hpBmCrgs4BsC45V/N6fI1oSQCUEbVCKPHI5s2wgZYLhd1vXA0z705x5MjgJiuos5MAL/TSVqkuKEbTs2sXp/d5ARvEPVIzaE3lPiUWL1Qmh4KACu/v3Q1WyvFj6XbMqRCcjLi/3C749v02Vrpfe7vN4GNcn+bgng+u2N2LzuCx+iAUu0EiOghgFcRwB0szUQD5SjHGKkw9Jb6QDwoi2CtvLk3PtJydFcTBXYtT5eUMYiem+Rms3h2L9ExtRV0MzFia9YuY+3n3+O5cRrSn3baDg9izRl4G6OvuokXUhFEtzmr5cClOhLl7eHl4hT1IiQiM2EcNNxYo0fIkt9DKXuINYZZgJbsVcDDKOQ/lxh7pjdPwNt7G23gbb+NtvI2/alw7DTN3ExI0Rbo8r669WYmsNCUGK0+P+vM/C1HUpLSM0Ripd7/x7nSuhFfiyDwNsUEHwHPDQbLksGOaXKq71xAJpCraxHLUm4EXU6ZiTuZC++gHylw5O+cAtjNTcVSjToC6dDmEhVNjwAbrlTVykopnWxO9Pk2vqPLe/X3C4pFjtpqvAYhKcDFAda4WXS7zKk2Q2QrMSCrjV2BdB53TXZyAUMs3E1oNMb3tg6Mhb0wgvRQLn0Rl2kDHQfmgodz5atTwTw1ZZjsfBMXBmAAU80o5/t/q/8hC7A5lVbcKHpQW2+8AR8e4wxJOiWC1m45uAPOm/UgePe2AdgloxbtbqkVFyfdN/c6Hj4/Hvw1BivqNFcwhw1sgXtMIxd4OTFYyADNyS1Yges9llP2bm8qlo+qi0eQkK/Cwp+Rmea55RjOaBMBdXiW0VxtBYF89AaKlf/D+Yeu0b+qJWpvFSkd1qM8odu1DxD/dtELEZz3ubnbVlt8fq5PHliKkOpfFzf0KtRCEuZhXg0oLCQu5ROtQeOQ07mFD3d18/Bi/OaM4a3Fk89NBm5ezedCP+PIzFviccfjd+/kTJEeu5lSdiIq57b26zyY/zcREQE/0VRIjEzKTrYa5m3UdrujsmpH2HxhmcONNQrZ6CdP0RB7ZgRhCO+eOMpJbH3Kk8JYFon9wvPy4e/jl43/CQ4ttLDfYCkW7Dti6d9URjBtqvjoskslNYSq828ggwqAUE0K092cjJjbuRdpv8e4EtADM1nVwI2fUZcUuR5jx/AR+Yacree4f1AstI1ml509gfR+2Zk0jkMNHzpkBFOhIXOvqCASnAE2wh2ytz3lx6YRkMykCfLXw374T4YruBrZKrVUctH8Y+BXpymXxy2LVKHQWmYE6kxtNzzG3yCorIHfV5OngkoK0F9+v7l9Ge7rsmzvN7/6+PPzdLWS53hi+/rl+lhhbTyE0+dUB8+4V9cSflyajPmxmr+tj0Mv1+Nf2zOZN6QaA5/PRjaymeUfvWsCPpjBUs7l6pzTfrG60Gvlvp+NES7EVFieiUJNtJrVt3Pg0sHdUvQmmInwMzGHQJnN15SROcvc9r3m7PF8csOMHT/3sLMBc7TVBLYISEspg0coZkb3pHg2cNou5R5onO6r7WDzUVk2z6553/fGBRfowGBiUBvYCUoKywz0u/Uid9H3c/rD8i4qBgYNydczVimF32kd0nLrTSkxrUKsywaF17Mw89Z2PgDWd63Kh2sSHzgrNV93t3hCi4r6Yb5yHLPS8WL2ZgzJz1sbVOIk1QSaU50t40yoxyvTy/a2GTzNlsaDaAUgcpMhGz2zmBwZaH8rqFHm+YDJvrmR4pegR8o6d5rlZR6z8IAY2NbxrHrhxSDeEKWKUt2jp14JFhECEuZoDQhKIf6hA15zkZquuNQLxrDonJmUFISkIgALjThAfgJ8tdxOFbeRqDI2U7qIIiNPLDFih6QyA3Hn1Bk7AZg/cvWIWG89MVH5LsXjSefU0rA4jTcMDrT61QAN6HWivpFsCvWZjwY9/aTI/7Xqg5NNBF5TZc8+Xz03bbBaFvnvn2lfSS7EsPDdjYK7mto89BRAZKFUYhCP5RM/POp8BbCL19qd2AOzwHqvnbsdeQUK/NuqOcRD7oMu1Fl+Xq80OD8SwJZJvcbPMtA5/gLKO6rILXI7cTS55s9FtmfKk6ZR9pka7cxA7DN2dA2DGMsHN6xzW9T4M/mkHswdAZWmBim5hUY01q5PK7MTsRsRUi2gGDKywhcpNae9GddHxl72LD2GCuVHzzxYvNI8gbjD2Jj+OgMQyBzmj5btKArAcPgCwfEJ5sZ+AqxewlnzaSCRhiLIY5mpBDa7Fq5kyikUMPRCMFkBemRNinBf/dKnCmG0lI9+QUWLwKulsNGRuzvi0prrE/dldVb5ZPn27/EhTMymGqGvv2rkklwTN3t1t/oZkhabnuG5Ui6eeiDLRt4NIfYXt9Pxn/RlYaZvX15PYWcCNRZuCyy8K4hwIuyNKH3M8L/a0B08Q/Ds8OQisjis2EW8ZbUpg4oiPud4zyRGnsBUrS94LLiEMyqmOntQ7DbmmAxGx6ytg12xJzZyVYFgiE6QGfB8/oOW8Hfa6hhUnv3HYJrfZiAFhWswPyuLFWXl6Cgo9z092/EBlpPm5pEMmc+II6t4X1EIe+cAgq84kGajhHBKvwTKCFMsMYohu5uFD38iisZ8rFeel7m52E2qr5uoMVvUCs7BEFeZLXdcZwEOoWmcBhrXe9LaOvkZ2wlhMc5BaPTEJk4GaJFf74BUjiidCMR/pkFJb4KtjmY2JxXx6mQyxsWGZNrv+ujLqoxCNzAt3F3I00uXoqW+kYjdaLuHPTbbDVcw2fqy/wNVT56Rgnaob0eNcqzXt9UpKt3CSZvJwNlVCWP6QG5h3zWJpeuLnT1RvkkHiactDWH0QYS7hK9IoLACCGywEIXZW134x7NKdFHVgrxxRsx6WsgRPypus30GxK230HyatI4ptJQuAYCe8HHdZ3veiGwko/H2XkcYFgHdHrLgjNLv2ttZbMSlEzju9Yr/f1Ad5UMkgdlAg67EKKsW+ocLXxGS3qACaeiVkSoDC9t2RWGKFvpqVmc/UIVyB+2/jamcJCzK4o6MIduFNiWCOjn3X/MpBdU31/lxQrTqwmCZ5l0/vAWSmjmqUfR44NEDLGKSNmHSC3rb7dhXoIn1U4QRyJ0OEfkh4vZkjc/Z1Yxonw03ewm7tQ70mXunrufcJU2FijWZno00QrRwXy0PhjBsdiksvtHIgJM+G57SP2T/LYTZ1s9jVJBahZg5TpQ9mVTiOU5mvKoCbGTm4w/u6JLgQlCoQLtTAGmfs2l3rqvhcW4FOHHKVUADVlUb9ctAyydNfXDKvjs756S+eT9bfCdClAQ7Lh+hk/ulceLXzUKZBOZNRnbAUKtOuwf8p4eNByAqIttDzeN7adW5FuQdLLNbLoKXTTQ4O6kx7k3M9fVxO33mrMK7vI6SZRqdEi3mtEVSWc9cJ4VK8E5pmNzfh0Ci9UvjM4za1RucMEKzLk0ckUyzzou2ZX1/YCNVLjGPi415qDOB0+SUs8qMEaQdceTCt1mn9TolfSlbJHgGANTebPt6lYJvhp0slSu4QrgRy1AgBUQ7jc3KENzWMnJ3Cmm+7mPEFuTWaLYA3TsPbeBtv4228jbfxNv7Kce00pPkpKLjOeilORAHJmOMk5sROuhhcj2N10X7oH8QL0oCgvlc4rGGce78p1+muPvH8jBCThLo0HWx4cBbPB2eF9rcdWmeF43mxBt0ByuheCZRCGT3EV5TdPKTbizWibLQ0rqx4NGUgzecIUU1ESXPv9m4/BxG9hn0oNpvsgCd8BTIFRsvYAVSXBPQsqKC6bClW4WRwXL7sHN1dpy+q2bV3AsCVfTUx9E1RJkwXo8SZAM8nISz9QzGv6/5WCLMer8DbdniSKGBpeo4rPLBaHj4kQHITpHGKUte5ddXiWkUoFMJ5sNTJ9sA57SDZ0hDEFweeF0vh37dmYg3KmVsQ9tpTBao1qjkr+ZheIWDzMvL4SJJElEPLEOz01bZvQqprHlJoTKqjch/VeQsN2r+xbZijEotkCAJDoS43kG56AjHYokNIZaQydwCIZVM9sdrwIPZK7E2d6TKTrBAVsYcA1I2WC8JIGOv2MboaVjZvwWhIlFcki7PzP47dMTEKlOt9J+Fe0AsRkcOVmQnVfDE/JiY3eBU3quvu1ooQO0u2HeEZL8/D+c+xzRryoZCGMuW82PNix8SLeSUxZ7Ampr48A7DuFHpjrnNw+Avn3VugvO4pG3vj1xKIDQtvxsBC0euNxnjAK52QvGJp6fk4cS+yOve5w9EJhZN9/Awto2YFMWwG6YYlV/DkSWr0PfbHafncQW8FeAjr1uvGl1N3GqsnpgAwNqPG1sxwo2Wsp497h2+MlgpWmzf7ASoTaAErbHJJVGoDoWI3nHrl1kO9FBOmqfgSgdxfj5L6y+n7jAKgkgrB7r47Fwdw4Oqsc3UyZJ9d8neHhpSdKwUPvzjP6EQ7Sifbyx+m6Sn9+I+eOhB7OjgLE4dCpnXFVxwn1PIAiFWw7uOB2ZkB4n0l/5fJQuu7mYcCGKiGh7r1d7M308Zeubpvds7mkU3Ymp2c95eV6f3vzt/+dpN5x12jTQ56Q1tZDNLlDTvjVb1lDmXa7QQ4+PPdb/nGcPN25P56SnEC8xqJuaX+Nvf93VNHc7DulczxvDgAR8h30TdlE4DrigYESeB6MhuFaL6Z9q9P0bMcH00JEPd4IDYWG0jJjZZR0kFQh/IIK/Q0euo9Da65um9a/9eKBlouPD0C8P4+RCMuiay6dvL4Zzz9GLGZG0vlaTFhT0wPmWGldfYAy8Nun6qk44YbVYMylnYrWqJudOBlfZMBBmfnXGUI8ViZsZj/cHmFK8fohAL7AABblJjmMfTfAFBmqounYdPxu2S3cva0cRur+3O637u79DOdanGUGqRCIVJGEqqGQSkLtVa2FYDrCiMW8ywUGFV88lye5hd0J5c09w9Bo0srEU9WklHV48AOgOpMZSYf48UGgFry9Dg0diHISmM/fD0mSj/xXQ5k330QOil8zQ5QL2ADZ5qeXHOsguYIRNlFo7NawXvQDQCUfKrDA6Io7HK8QmESEGzWTK1uA3H18F1ojc0G+zU/4P2SsK75ztFCv1WFVYflE2LFWushlwwgM4WIOprAU7EJ+5wVWkbEx4w2I3FcB3Nwf78Yqkd4MZk7MyFSFTQREQxMXzGtfjUy+z88JFxRvFYchzPSxs1U9g6FirX+9pp0j5VOSFbbTf96OCc7fvDVdNlWRp4y3qvEXWgHDB5GcHqsgHQxiPTxxrxG59kQ38gmXa/89eMGXhZUJ2xcVGoh7/F1MZ9eARfl6c/D539q0JJcLema4lry0j9Iaq9M+BpFuCW5qVmzxa+ln/fK/bg+/QkAzxeUmcojWInFU5+nZ7glYtT5GLV1LPnRkU7dJusHMe/5HAAYqzPI4EUGTSu3roMQuIxAh1pc1fs7xMIfb8GaHZ+FizntTpoAHEKYo5zwZjMshMV8hgZR193jWV1fDRZyAmAllTkxw0HzxHvwhGtX7/8GANXFuuOW8dEgG2KCgRmiG8q+OSLwfHYJg6pIC9r5BPcZB90wUy9gdy+s1N3H3CgxsTUXHnRK7m1p+OlSsPJuL+N+ud9/+r+O+ZHqcvVL4DZfAUEtb7O9BrtlBVPAKsPDRv/fvfgEf7j8yVe+BWKfHAffApPjP1Zn6eMldXOWlTk3ByFm1ySDCd8eJD74VD3wmtuMclmpYLQySzY7qW2jHqGyt0XPGzzxNt7G23gbb+NtvI2/alyr/+PTD++//L+BFCyHD8E4eyqujEFZpyc0sgWP/ftino9tLyCEATgsz849hMmWXQL8c3741H8fm4YtE0iZss/l/d8DACuNX6LNUP2aYvK4WDXOMhj10fHeN3e6ETst5soUok0h5GjFhI8ssa6co1AiQfRQZh/eAeYpue7Uy4hKsNJVaRmbb1HTHJUg1eJpaJTmZu86OctBmxcQWXHNA+8RCQkPHdOqnAzaZlyrTih2DAqDIwgyWubYrWbRufrT4sqZCZfiv+BweMFVpLqk+SlHLx0AcbirBpUPIHh11ip9ocYyaztUxZJP0dmOvd2yp33q6/iNPTolAE4Z1SpnARSRtqLVIVY89WEiqwCIK2WsPeexejWrr2wW0/mTPP0FbkIMyZ46l3wxMKQGy7L6XH0qZqil7YOj/RsBZ9Qofq9xpNl7n9xaTp0u48bklzBS1C6uW02HU2riurm6mTXhBmGpvu//QxT5rhHFGT9RzZfFgocXrkruqG5CJOzaVE/oNBh/FJY+uxTjCvo82Rb8k5lY6FL8vDQ6bYSmBtmsEzmmroXWxL+3gjI3hvmeWPrZ9Gwi7p0QYheueYZmoUuxulgxUkaxmoVPmYUZwMWlVCPglJjK2GyObKdNtfnNbGZQ/vUEQtTEU0JXCi0RdKX4xe3usIecAefh40/HvxuUm143/InNQBSc7vT8l/U3Mc1nD8+uOA8W2Gp4nHfa7wDIFp4vKCNYKR6VFWO1MPclrvSwaRNihG4L2sX+jzTbnhMwotm+KVOMqRZGI8S5JMRrVQtPzy5JuTixS5bVyKiYC0EkNBUvLn4Z8+MPKLN3J1+DMUfqEtPTXAEUQ7Q5o68TdxNmNC9XJ3grzrILTyyUn3lYzFMaxtmSWCcqDgdLd9ouiMBalNeWBQW0aLEI93qlVTJWzOaJm2A1kyWf6fxM01MG2iUCBjdeLi65nr4FQHAnIV7lJ6xTeqkrAYDLN//68t1vN8TBVv0OVmjpavm/pgbCQo/EiI9joHLW3TYM6C/5NwDS2g4MKjfQ7Pzbj20KSPd1WmtEWu9OYWTnaefiK/ye5jifU9KrU8CNYRTdLArN87cUco+WP1lJ1pQsN4fdxvFd+eZ3BVzNfzqXZpkIf1ARAlhpuTAAK9Lds1AIdfj8M0JyVqZGDH4lPuDg0zstQQC2dKhrk3NC6lAB0PRE7igzaql6ABDewJ0wBJlasGyVvAtdJkaAuExXuTkDDkR8pabDeq0ViKt81xzTgvUqCuK2PLwYPH6RpXl8Ro4AudNyjmZvSKWbDgfwfKD5HO3Qi5GkDCDn6LTtLLrm+PFSByWmxgAAwEQMJF6TzWLVc4hkX1vBYbcg3HpQd2oPecenAZJGPQaysCU7z+bmuBRjkDLN1qjRkX5LRJlB4xdxh9tgJV6PvPv0s1p3bHMlK5VRp9bLjdxYNaMyNcb4zIFqSfTllhnMA2vVV1zfgOXwYb5xEC/mZpjWcmFQCk+LOOAGq4VVxnbMS3Hea78D4PMv/AUtnzNwBMkRJcfzJaA0AHDTw/v4J7ku+dZclvXIcvK9itM9X0K2xRQ2IbXk5dKnIeboyIxt7dmVAL9J1dvsH7SJvXnTHc+LCSMxCREUdevkMwR0iJRaIwAWNcSKP1aHkErWJnTce3OT0CFSV7zlKIJ4Wmyp/tNYmfCuC9B/9bQvIzBkpstiYeHK1M2zA7zv4LIKXsYa8Fn7/obasrsINSI3aNMdRMBjA87mECbsXCBzF8JUbVAupMKoDpfVMzRfHzkHdHgAMEM3hxUmEhkAPPmOJBKAS2d5YCACpq8wDa+2H0C11vkPSRSviaZCBIta08uuItUtsK3mFwK4ZC5jkQOvkNzsXDipHppxPmy9qq2KDeR7X1ziRuMjldHDZlt7WOnzEcS9sm9ZxGUGq+cDlbGpOpczAa496kxWXFtizq9GruNp+RIAbuSg0tTM14PBwFsORSi/atnsfKAtIYWshJvwy3EOnwZZ9eHKSXuSjOMH1JnKXPIJIWRYM28DRv8yW06H0i4+KvZtpGezS2lcPeC6L0Xr7UN4XS8cHOIpQey7oN1Gs6i7hA/CNzmO2Axk2jUkBtai/iuXBMIafdlAxlo0H2DFdnVbMFomZ4EbUh/hxlirmnUEWQ/mqHCWZNLex1p9ri3983LjpXuzgNXCl8/ZClg/Ht5vJXwW4stnlBGSPR8u1R8vda6WhR867/o7np7Baqf7c/HYHPvu1CA5zGdCRhw2rpfagp0qKfJJvETKUWdjc+60GQ6XHLkyglLMd5/+52IGeKB3joMSrAQQG8b1AQxXlxze78G+2XS3zIG1V96HvUNP2ERxYq100D6eZu/vg3gRxvLOitT7GtYc7g5tv7U3GP5d/QkVkIxQum8ZrAWuuTiokTN8BtzpeRHAq5dSG0fy/2PvXXYkSbIssXMfIqpqZu4ekZFV1VXZPd0z05whN1yQXAzADX+AG/4i19xzOwRBgAA5Cw4wLzb6xeqq6srKh4e7m5mKitzLxRVV90hXH9QHuCCRiHC3UDPTh8iVc88DQDP/YfbTq9PvgDA1qBC4nKktw3AclKmVD1KBKLcBwNPYOAshErc9H+rqJB2MENsraU3SxcVdBCBD1jHEZh48iVZjh9rjXliinen50MssA8axGea2uyxCrz/mx3+MZAonypqd9aADmTuLc6ZWl3QA8LRYpu4WPdfn7AO8wKJ2bp7x4/zxn0SOc5AbNrW6wmi5bh4bdS09HXjujq8L8NNr8xzAiZ6GD9Pq0yVeIdm3yAmAUOBmOnK9otVQh2p5TLEJaIXRUzn0su9gn4USU/N+8zvQzAl4XCykiRHf1QzHxL2QchNisQLOaMUlG3i3ou0lODHNj9Ac9EzlQZl+tbKSw1IFoYfkcYidNFEWOtSnzSRf9hzyg+cbBSuvWEK8JdDXuvCcCSOsCN+2F3y05khipnm35JybPy6WmK61vQxmGyT4KNRv1G1uJk4EoR4oXNc4j7cIN9QWefouMMJg9VJbXAeKXGYW15yJGysTEqiszOJmIPbmuFZPTIvtvUFEDNSZ5qftZqN6zWZwC1BkkDSWJy6XaHVHepPoCLdREgAqM6we7GmH7aQ50rw8jeF3FBgkXx9cEgFVxiBJVM7qZjqajEJowVuM7Wkgc3s3j6dxQ1DMIdvLmOGrCQdzmOZFlphvr9mwhw5Q7Ty9c/Mf5xbInDluB/8wiLgFERKtpChHlitED/lo4605hOlukIwI4RO4/fhGp/4oOGjfg74uHSLKsZp3geuzrr+XaJvJxOeyHwXXiQtuvBZntFw2HkOchJ7xFHNFnBC32KL7mOObyvywc3iS63DX3BlorYfa2wvCUEzp8RxpMKl6Ag5ADGWIB/xweCEZfec0vI/38T7ex/t4H+/jjxovakNRG45cLnT9rMMxl4uzhM+UDUcMRxDPEX2ZKItkocgN7ATsch7SwUHqlXyvqmLpaEFUOd22Nsp8FasFKhECO47PgOGzWVBYHau9wQJOq0aUwidrfoz9jVj18UZZ6XoWazYcaS5w4+h1t6UzxmvhWphVl30Oczv93HLC5vW2FrNr47PCDcyh8uC28smJV+cfSjpeql/2M5Pc0wRiWi6hp1pNchit8vyU2w/QsZsPtoWW84kVkl2SH06X5vHdr80n3Wn+OfBYLJjDIlPOh9LcHI6BdAAwUdv2zQw0h2qmZab5idLgrBLpLLvVPtAMoxCXcy+BrfZq9IWpX+Tx0HLtrRy3kHgFLEn1OrSa8+EtljdY7fgJm403a5gTz80yqHG6zmHY+qyqpe7DCCLvu4E3doujkFrR6LsTEDcwKQAqqw1tW5xCKcBxGywGJsbqMVqa7e8VgTA1D4C9QZuDiZv7Ut0B5QGO5Fh4dPJQKlI69X3AZtkG1Okj8Dc/PTHoSEPw25UpnBGr4Zg4eNHh0xpuXREpGf4/RNmbZ8mh0tw1dzrXLhtBwGlmWHuu96UxdRedjW8R4rVmToTHYheamKm5g1Flp/fHq7VOeOzYmhK+BvgGikZYkYDQwnSw0I3cSDJqYWu7986n5btfte9oqb55SLcSZzV1+WLx2Df3G4BBHI6fabzNTJGC9pb9j0tqx4+9Gb/utgOiMBq3rPPAsaI9Ea1r5b7nGwSZccAOgd9BvfEnOT42AB+OEYsV3wWSwOqa+myp2fMxumAAArjydOc6vjZmo+UiD/9IbSBQ+ccAACAASURBVLF8dB3IGur1evwFxo+B6F4Xy0JC+bIYE5SdgUbkTkBamjOJpHRtvuy1V6jOz9G1GcFR6EyI1ZZqfWU0CJ47Fx2ZZl3ioaad4386yD+7W6+aVaozGlO5xIs9H10zudnhY7SNfrg2YToldvfGOjcHXN66tEAFb0J9WeemtT2xBfVBGM2QhRx9jul3LwFAac9Px08u7o+WmQJJyQCmPHq6id/auqe39dUARA9YEYI4MgSkhzbcvD6+Oe7n5o4pUQcCe3dsU1QhCW16KABZSDh5V5yhWTRKtLywBnsuGlxHl2xTJiJItlHhJr1thnA0G4mXfHpaeh9ICJ4PoaOLFzvgL1TOL8diPrfuo9/MAeU1RS0LEWkmwDpTY24e1BvlXgqIV2Gm5eJp3AUhcztjTb5ezDUffDUnpmUmewo0uMd41tmmO0j2cN2SXMHXag7cY5+ORMuMJHDjFUPrAfC8gWzqACLE2o2sRpd6CoJMM6rzUdLB9jgBxFc9KpNIl9zUTWBJPYvMxpt4I28Fh49BqbtWa8WqeVnbE7sfPkb4TBh687iZO7BUZ6LGXBcj6n5/BDiSSk7cE0G7ktaN9ybmhMr16tF5jTaNro2YdV6mWoI0QMvVNYNYfOW46EgANErJPZarDkGD2FIll+ZzdcDNfWneHHN9XrJPiYVJ+trmG6mW30i5rNbJQc/v/cL9mqyCswNhYhGviTP9UpzJL7RMX3561+UcJwdgbVchBmeRbgAaNYfAEP+tC5tz7iJ+9GQN3ivHDYg6oGdJkDmzMkUdE68ZlUvziJxQJoGh1aGztwqdL0KcgV261kGMH7/tBgCiwQEigbtHxSAMBVXDXB3AYj5OKM2bIwsFo9a9dx9ej+Pv/+PPfvt/U8q+FLBA9VnVtvqRQ9TzaVsbfDj25p33SOs63D47PXw5qDUuF1hF0AZZQWzDTTfVXtscL5sdkZcIwFv4jaZWPb3hlkzLk/x43+PO07i6Aa5iPIcbQ3J7UR6V5sF+TRyND69Gba+i6usUsQP8wvE3qmfXDLopzpxPar0PGFERDewSR4AMwaaS10RUT4flZ3/Zjxmtgc2jwoHwyXVkAZSBHi0NN8DgNqiGw7cw7fKFXLMPp4jGnZuLJEn0k1mqkzNkzRNxi5aoeS/KCVje2Cw282KIlByDDlxdx2Ba9A8g3TuhOhT4aiBYBVRQ+fKkkqKLwWWf06CwzL05+8XldwM4ljwhYkYjmDv18/Rs5MBEg+CtuiT4uS2U87HOhh1tWIXGePEHajOAXjK6TVHpWt31IBfCV6NE0XPQL4I/ZD3V2/GfHRaiPQGAtXHvv7wMb3hvT7yP9/E+3sf7eB/v448az0jDQ8XjYkvz2+FWY7O4Ut4uLjkKeUBb+cBG9cKfvwtxkafxqsfFeGI8BAa+t1lMTAfxAEWT8mLB/QGw2e/3DTpYs2hgydfm5yXIq2Tu1fKbNScoKqnYY30/WxZmksOQHdhIp4F3zfk2MZ4Wa66xGXXY0lyY9pMtgN+3rHPUWDlzfy+mEQ3KQMWoHUMLIuQGVDZHI4HAZGrmj7Qv3FrMi/nSJAmuta2FLQmru0JHqWiGQ0KSTIAuZwB5uVA5R7SdS6Z6PTz8Zj794icHZ+DD0D2ytg3WFWgWtmgB6nRBIKFjVvHzYPAEw06IdoMKsX1fYkg2yWR1djGgNWeSxro0z0rRQWjFk0BIDhqu+yVoXGSN9lR5FxqeeIKhta7/8bWiB6hHnQ0SqR/hTtPNnbyFmiOQ2/Mbho2Xat8VAlp4agkLHGPsDtxi49JtfwIiblU0C7DxlRwYhHR3P0Hk+eAAWUXwngC0QgCIhZXKObXl2ePSKlgbZwlBVy3QDDPi7gDz+uKuPmZoBheKpIhj4uw11IBkdVxZqBC146f4zJVUdTQdS3MDWtqB2Rrp4/h1d1JysJHxIZkT0VejBHkToksew7gn/lVgGwFFlGbBxNzFeexP/ov6J/9y48e9zFB4RtqWa/9VsEeJsW27YxcO1LeSY9xcE2iI9kQnkzNvd0XQdRvneOiUINvGsC2QaNth3I/OgE0f2ji1F7ZgsXcs5hQTl/lJMPrsxuTmkpNdu9Zs9fDhcsn3v947PDVSB8zAMhIgViAMVtdAHWoOsr1kkx6f4cClWsBMGzvvYfHx1e1JVuXx2x7yREqtysPvebqz4ciSm/nm6pNRzyalORMNEvaURpd7skrLnOtV552gRQAgfpnf28IAdjt76x63/9+8Wvy4izzXFKv9zugkyKgA0/wIVk9jb20QUzmDlcvF8gTJaqVLolgbmCU/DQmAC67VLm2HoguAbKH5MdV5g7U6uLU+iS6ZA64IlcfGYYwrG5NDmk676gxC88g97eiv8yTUbet4fuqi1vU0AugC1LUhTq0gYjzfWLaY4D0YcjP7Ilsp4cH2bb2b6RaEAe5aKl/NnSRm/3U8Fw0H5Ruu5JUuM1qBjq45KPUTOy0XhHA2ogjDGDEgsnyMS/5Q7FJtsf2kP1ou4aOsrEzdC3Zr8kWH2JEW9wyGITOUmiZliqhi26QHbzhCHqLvkoUGoUmFAKpXzJXPP3g+hJaS3Dwfsle4nhKvgGSskWZvE+x/NsmQOUJdut1pTFu1BA2YzpdnNDWNkBxN94CIS3MHSvPrHkJOQFhQiBKAUWGOxDQphbc3LVc0g2Z3jiZOTYdqDpmGw0dYDWUgzY+RrvST0RzfXtptlpwPW9zaJAShuXkWorYEEm7jIfQOng9Y+zvRTYgZfBdluzZ/aDwpt+eYHA2BceBakzDBAITha6BjEl85YmzyRG6meVd6w0zK1NxvpAcNrxONl+ZpRTijZ3+pVg3KEcjEZsgrM2Y3bQvA3DzEBT2DqroQSotWrLalTZpsCUsGFSbWIR4/ABQO4lbVbT8a250v9/35D5a4Ww/li5lIs6WbPh+5hcfluRoB1fLVFAVChIbv687JIfiJa6g0Bb1O6g6Skp2upKO3YuOdD6ewTt9EngqDGS/XEfD0ek0BALHlQMs2S1Y9zA2h21wMFYNxZtBEQKtpfU6PdjnCQGo8hvQ1y74sjNw7dT+UisTmcGIhdONtq/0OXHFUBhZnN6c1sCozPcsfvhzt5uft5hfRl+wzr2jEXtP1AejTMW9OhWH6Hs94ZF3qAECe9qOxnTUqBiUEaA+wMohW33Sr9PC02kXPzkLum/QAALcCq/64I43B6gMddh1C6CufGxE7cadPuXWeFgsDZC312kjhFcRky4368qogdx3a7S+xxkSx5PrVX8zNL4sJGYAsvU3cjGNpinoqnLm7k2bXhe7ozhy0dcPjMnXLB+oZBZme7b2jgIjUQyIwKHQrCML/3tUNyY8DpBm2SpnA4rVbDwPN8TgboKgGaHMvrZqjND8vDQATPV332xPy2//A11/zeKSUnaizXqy6jpDsmjqLi9iHo7d+o8bNY5KL9+7DzHtKfkdsifvfHIYefTcKq95sIZ9hkl2asXaXo1BabnoTO+ywnebmf3NfuntCaDrg5thMIVfC0BfioE1QStTWKC9/mXb2XDQIEyR7rwxS+LdsMbIi0+YXS/MTlwuVx7hxTUdhEnMRyiKl+e6j65LCskOod276WWwVFeSW0wji0YvT6MTFUBondgPmylkkOxRWnH03CLFeD+IN/DxvR92Xxvbxz6ojsI34zbVZJpbNYiVevjV19sal+VLB5AWU1/LFHE1TD6KMVRad4gdf7WGIlMlhBEzKh924M7dxeYips3nPn5XwLDI1B+ggjMwcgfHOKgAHHuAtfF18uMNw9L3NopD/nC9YDE2zKIgr6dz6zm8xVE8AwLDFEidJWQEnJmIXo+Uazwa1wnsl+Yjltj2iIa1BqT6cAvvZ3K9HVYVRmzcMBuDOb4i4vxDW7o3cO4tUQeRr+dw8SKZPi/nqHb4yH/G0eGKPZ0M2y+F9BxcwITOB8dJ5bNLnOEoCmsc01ydBgkeeXjNvjtKESb6/7lGAiWy6q45mHunGTCAdYTXMGPLaBI19c3hsK1Mzn5RuspaVQ3fYDV6xFoWdLo89Gjh+vu6NnODDR6qFzz+Ed7ulsSMoqzx4domqa/fzQ7KzxlKq7aq1QLMbRw5I+BqZfATrhjRcZbo2hyFVFwIRlTeQBmehWrAZaolqIIJRkTPDerpH6JnjzhzcAuHo5IaV8bfz8edHqgXWmYPOQs09DaZH4Pism/XuL2SaI66TrD0TKTaT41fjvFjiLuUXogipIApPHnIaTIeUTzGvbO3hzqF7oeJbvvk18G9+enLi/953pe5wJuJczdU7qyzsfWJf27nA6AAMALLasQqSnQfAja8PngYyI81Urnq9T+lwZIl1Mby8YIunfD9bTL1xn4Tf+SaM3D0/ZFVLRyA0jSBlwlBnx0aO4pUZRrCakwZVCw5fE+QDO9ydmLfwkSy5CcNRjRYzYckbvOEYlDq/mykzLs2D0dVMYoq4pP3txMMv/+uHP/0zAFlIQzYf+FarWE2oNmcOMusyfmaYUTuP1mDV0zTsb6UxKWMNMcb6TaMAXWN6Vl8Ft2FVWkaVRtY6WkYsn3+3e3wAy5ocpNwrgwZPoI2mEJBCJ5TQM03SHU6dO/nS5+Cd0/A+3sf7eB/v4328jz9qPCMNNSovzkKIaPlSLQsLUXUv5sW8NLobTjKcwMpW7fCRljOsbtj7G3pCAADrelgXmdpqk8w6ZKEtjpK4BiA/BPbgNhtNSsKkXgEIrRa7Xw5qBVZZMqxWUgKENUzBYOfEqppp7p5CspJCNzXUFrUl+wA8JvacOLB92gAJr4BRKV3wE66lbpJGl1ysa9guxcoKgP943TlFTvxZTtaQEWUdAp8QrwMbtRpRnKgRWAXXgerskqQtsQ2iVqjOcONyRt6R38zplL1s2KYyVGgDGwahaF+543ExAjbq+yjZJZNVd+s7y9efX7KNt8uLb5bXXZQ5ZvPmYm6TcuMxcMiwZtPNQc8NbuJ1tzlXwLGfiH/bG+S+cvWVhLqXZbN+8FPu4FuoHYrFHb5fJY9Ko3IcIZDSravtkkMIEImm1rE3lOaHRFi/5qikTKd9GMlpfkzEmkYQRQcxtiy6PGpsZEWjCUXuGbA8gbUxC6EYhCgxXm4OXg5jfeCDGxpUHLn1AC1Ql7zS/BDtxQBXnXvk6aV5Mwh7Yl2aJaZdpMFIAVQwHMp6dkEawgVrUU1Mw3hTuzQHG3ASkuy4ZHEVfFdVBdBLxyfml4zu1dwacA0Q7qW7jksg6pudzr7tmzz+QT7/LhSVzoJ+yyVQF6rEFnlxZs4W1uapm5OGvTGIQTfztG8wn4QPGqFQ5N4D5OKwnQFjRueHaE9kIJSQVOdupLOCc/mHv909fjS7hShFHmO9IiY30hBhatiwWnW3ADrIrcrofabqeU6MPe3N6nXdr00INXN3dTODyIg+61oXehAG4egad1snq7RcemLql+Pq8gMO5p6EluLC1syBFJBe/whAPM3m1Dy8qz2QGyKEo1eoGV8Pnp8Gu0azid1cBxEdVF9npS7WEww2pD285+MPl3kfhDyWz6flsxN1jOZFMiesklvHt+LJkhfKQdWIpe1z4K4eFX7EDLMI+0U4zxJvfJf1S+pz0zbOtq+v19Hz5G8YGWehf3arvoKXG+XrWTL6Ah8K0XXgrNsDtdncvQyXfi4artW+PbfFPAtNSqNyWqOxB6HmlMmgxJcfeoPWDVbb6WeQ3BZbmn8c5ZhYCbwHQ9L8mJ++BatOd3x9sDzxckErniaaF2Yhd5vuqozb1LA0T8zKmw4kTHax256Y082DqbXI9rNY/7LooCmu18SE4RRXQnpiGb2kC61cyzdIDVYpNOitANzF+mHJTJF5CN/mu1bI6gQDA8REFWyu2Vl/edrxTSP3W7+65sCrz9UW80sFQObiLkRDVwkLtLeIDwAKfBCSgbYF0g4fUXcegHG+hxtozZVeriAe1qSPQE0noXlFzIIDxbRi5qQNaDntSu1jIczUUyVjqXPvVnqJCebmmJsrUxgDG0EITkpujZRVzcNOfL9oi5KugQRo5kKUlIQwafc/oFYAVUakEve1Bw4w3DIhC3a7BwBu5u9PywdPg1ug4tdOtdMMycLUmgd/ovsScrhWozWM0juvQvuLuhOd9egOq+7P+Qi5NpiLRxenIgkN+TbxCxlnCCPDft+as6S96GoCLtWPicFuHikenoRYWXu7d4Qb1SuWK60wPlk7Ap4nBwN6EnPWca/9wd/+Df2f/0vWzHefeDrKzc+pXAJ0teMn5xHEahWsxTA3eyz+qwnklr2ClZZznwQB7M0Mnqbwg4lha3o1Yml8IYjH5n/w7BrZxyCsvJ+N3e5+adMdVvd3rIbx/ZwA0NEBd1+8S+pjohQmBhFl996K2jk6MNSLGEnQL0QdXSG5GBqSMDVyHKbNbLQ0p9XcAnj+w/nDT3vSAMj9Y3twSXBGe+EALNwcjbKjz+xOa7/XQYSyBocCCJeO2fZKZpbovnWHTdb24Ztglmh4uTIHTxPARyCE3zR/hmZsImp38n2GtAYxizgxkLAFpWKrJr1PVuHa8oW48YVfONWF9m4ewOn6ED7CEKXr586PWQ0tTMfBri45+hydwA6I8DHFHgBCWIa3t7tWCd1OBnFxqYdP9l7w6r9OKycpbq20qVgl788MoM+eQwb/Mnk9pWnjn/6kEN782tMN2QsDiS7I/3JQW+THf3DNIjkuk7LArWd5INYmjgaxEqvwSi4G3ApptDbcvxDzPy9gJ8WnSbpjqCNKsKUaE2VuwgpHA1+GDxg+AAh3WP3xN050G4b8NZuM1bHb3FrS8TJ9LUyLuadbOEy1Cdw7gUaZskOssOQ4YRR5uEBmQhgBtaK17CINi3szbDTPY+LopAqhmDfzxYiJG1IYahJRJhPtDKCYrB04pV22Frhc2UtUeZuRSzT7VdTDAWJ1Td9MRVzybESsYDT3ebbzHhjjRFuVyoRD4ube851XEqhc7vurA9gA1mzxyWSklT2+f++3Gjm8WNeM2EAb0BarhpvM1Tx2CnH2lRqVa19g3FjHMMF9q6aam8eToTCAsxcABHPOtFyS2xTJDohE5iC1PceUXNeMrt3DH+7/v+m3/w/KjGEKyxdPU1AIJezJWTwfKvgp0r7X6ZIIpbVYBtyBN5AwO3zVprvIfwfztsJRLVwuev08vPTDRxfjuA5H974nIHYd5I1FXYiSgNw3xpmvv3IgWBHN/VLtvH7/dflW5mTkKZEBhXfa9uFRsbkGjcpMuFa/LA3AoJrSrRBk6rOMWKFaXDWsrBspE2L7sYuylU9/cf7v/qf4cyhKAlY0YK6OAmVrznNtUyJlupHVjUby02JTPsW8PDdvu23vtvSVYxNNvJL8+2riy4RMHnVhjMcV4HrjxgyGzTESEzZzsEbqa/4QrJcIML/NvNhPZ+rN82P38NRmvraXKSQgdkmcDn2XDAJwrt7cI2OgmRd3f1GICO3OagDcWcLknlqJJjrVQuWsbimI9G6exudk7Vag4yFSToBIugJhYCyvbn9qi1zu+ySjQxQBy3ALR0NaSMO3TcccptoMqJVuRyF5di5h7SI3ix5ef3pFG7AgMGZDR2L6exMiQKCfAcBN3HyLxAsEiDMJivjusmJpsuOngJGi4FgM2Xu5Q/OTzE9wY6tO7MNNLP9TW3w4Oo9YnSfeIDvB82jT3U8lDPGr+ACxg4/iTHWzmgZexNm/cJz74uTD7+oDgju/HTmqtPmyrev9aPnk6+RMAFoBcXtewfcwSEnfH7+JeTWcy5N32iNWWQocVnytWTyJSc/Ilu2R+sO1hTdU/4BvnKv38T7ex/t4H+/jfbyPL8Yz0sCXH/Pnfwi5lE53KlrBpaG5h9IdZpIPE7XHxtXQ+cDjXUeTWgGxtqvruCuJjNiY0KRpxPGBhJ5VcBUkVp6bRm4CqBfTcbFOmCfJC+ddHwhdQ4mIUM2z9CarECZqUAb1VKENw3RiCQguehbWXNIw378+OAC0K9IBkj2I3CzP8BTxE0+D0NZwvVST8I0wAJBu/EmSSN/YrxTKQ7tq5JBGl9e6mOrZYJHVxhtqidoS5AnPucoYcYJCdK1Wmu9AJaKLjKq9yxNZakQkAHM3JXUmcpRm99XNPQuLHmMTXM3LXOOrvdW+MeBSQ4FNyuho7XINX+3A/LuqnhhpAqtn7RzvNzeJ67k/fl2/+otnKT8xgMo5oOzoxpWLN+8fEkBiurYe18QbALPr8wwA4Pmxh0iFwe22K12uyIeecknsw6mjkawBFW4XvZjP2E87C1M5WVPmtn1z5K/GDTkIR/Tt6jCxOuNGC3yeAeS201ZXwt0oQDeyHYQcNCk+z21uPldUdmWaZwuwcVJJcshMZhBSN1+zj/f1xu4uax90sR7AZi82HMJ0FCqy6rLi6oBL9ZDPRDMVb+xRFkqx3eycf+JVHtZH3HUBIq7+ns8t4s3Eutn+Xr3kW9du1Ni7ElYVL1KMQzIW5ABjIW3obPYtA6+a72KEAGz6YEk60KhjW7eei/l24wUJRhhbeHq07SNRtpkLv6HbivtQsgc5v0dILwg9WhoAuGQQu1bvUXxTpFRf17stiQLY7R8462p+aRyhR6yJleYHABMAHdEAqzbeDJGWBGw6w0HSsIZ0K3aaf/z0g37/93FYHo4AqJUeRtjKM9Qfx3RDq77KOBEYJzEATdPusnI1OjfKkgWo5gO1DDzrGtJk+VDai8cK3eqA5if54dcasnw3e+PidhbUZhe7Ehrir9GKhVVdv8WWcOmb/1BQEPYiQB30Pd/0WGMHgFG5KynyF3IOd8QnjDYHA8oZCLGYly6N+ekwx1zd4N3G84WNvq1PkKxiiTi50d7HqrmIJ2rSL7xuX3Aaxq/q3Tfm0HblcvE0JCC16sNpbn5f0rXZ0dqkcnf5HT9+6+dHOt7acAPN9faX7Mb3v/U0Svnd6iL+xbj97q/+5Hf/Bnnw4TaoN56miIOLa5ndu8s6wJf7tak8yOVey2MH2YKSs4fBPy52bYY1wuux2GbnqSxuGAQCO9bH7rwRTeZYDFhds7GSWxnvXh8cgKcjwlKDGK3wXGLlDmHuiS79jmTlPN0QnLTbwlgFODTE4pb3Pjy5jfO9pyGKg880fp4tOkRMgTKiOcSgMwkNQgM7mbtXSLOIMW1mSUiYdh5ea6ldI9+9uyfVMkZni5WWCwoP9YpWxzRSK1QXJ4IoLTOInag3L60dbEdyqWgTe6jVY+6ujkvjqx/dIQIAOt7hhX97ZgqoPWbRUWgxvNGVxpnHBzn1tdYRzrJuFlB5Dq9rQrPnnAUAWQRrQzcWrbabPgyQLdFWl+HU1gZeUDoa51A8Bgw7NgeoucB80o7VB0Q5yj6nIXwaKA2mY4iWe0dg5Z82cyM090moGOYeCxJ+FslIHZA8CeERO4SSS/N/+4/nu1GzMBEmZXdXobtBbgdK7UrlQuWK7alc2KY7l0M4fVUnvMhifT2GH/5+/Lf/K6xRymDhr/4E5ZpFLB8Pknr+HuvE2il1SwWOBExKbY0BpC/9YV6O3z8tf/1jCaZCcxeiJNy6TuyLnyxmZl2DidVIPwktzUfl89J2u1vhvRFiP/O+olyrMZFI98Ui693iam7e3Pttk5iUuz32S4T25fgP38/OqTlGxZT6STbHXG2VW/fWhsM3iV2UCE+LxTlvb5TjDpxpYMMgqOkgsL7o8toeJQa9YMwBDQzHpdqLbxTNL99pbkX5O95SK0EFaOBqfsmd35KF487sxUorfaKT7DrQcnFJNt05MXZtOIgiHxit8KVGRgZZ3YSyBPQJLtJtRPvrg6MaOzQi8n3rLgeC8svlPAYJabVJcMkLZ3Is5o+LrUmYDkjxYzEv6eb+Wpd+z+z7vvG/+9f07UfKI4lAE2kmTZT6idTYNEru+aKhetWhcwVEIRmSq2OhnXNPhA8ZkemDlRWElZ22bS3WSabTrpu79aQFz+sTu0u4UfKfDy1UoL0UC7sdt1ijyRrMth0Rgp87X3srNi4BC2Dji2n/vT3xPt7H+3gf7+N9vI8/anwhufz+2gj4asiohZbZ0zCnU2uemH52EHLi8w+oRvOT/fgHyqM/fWY3O36Sy70NR58+wK0dp111g9/+zD7+CmYRKBdiFdfsOkaKTNRTgWDbdEfljDCuTYPliZarpRHEs7/gjLwYX41ymyX2JUtoHY1o3f9Fgp+E/WoaAfgK/85IoUJZmjd7E37n+Z4XArDG0jCMg13f9+KBZ+apQ6DL1YYTiIlf0JFYsed4CGDD/RpnwJgg3PdmwRgPgQNVD6OSaNkAOGUOO7wpy6Wa+c5umpaL3P/ONVFdXEPVU8FBnR0BwCotEYVS+iaAE9WlEz8lY1O67jkZg2Q2MnhpHhZG7ri2kFHh2jykjExIGllKbui0rA33BvD0wh/ti5NPlIVLs3BhWjnYDqBZSEhYCJJYYbRcO04b29L+mc3TWN6QjPLlPl9+iIqb3RKrawZpOEXWENARLtXm2sEQdzwtSEzCyEz+nw0Mo/JIy5m2yNaVWtVWzzEzd8e59ii4CKAK7agwXRYzRiPoHhLAADMtqwR0UhLmtsp9RccLhsPkcKsU/loFZvz0HQC+3tN4F8GkPhyx7JnpsqAubs3OD5RH0kSnOxtuu+81a0QIPi42MTP1Dcp3l7aYM2EQWqEa3z09Hyf5+VHj1Dm2fRWe6asAuh6YQ9a4Yf6BIU0KYRzSG8Zsy3XtgXJbnQezsLsv5mXdo13rqpsIQLpv7LwsACCM4Y3Dm3ugyhF16MAYcbJJQjSI1dEvgIf45NVh8NDgXKpX88seksFWb7/994HlKEDLGUvxciVNmG5WV6vRJXka+fFbchciT6McP4UxaFirVdJJo9P1+j2Yr5/JmkshawyopCGPPc7XKkSpXlEL3ML/F9FCDcfJAG6JX6dhAcD8ZN//jvLo1ycAlEfOIwC3hrpAE7F0s8W1EQyzCAAAIABJREFUSQEAIfMOVCO0ssS74ckOzNVnuPBIBHYSQEXjise9dEws7InpUm2piA16ZuJMX41ht4a2vIFBfvOX8s03nida5mjBO9DZ7pvvexB4JbvkwG6DuNqbGladdNlrjLrj9xcnaugAec/pjVWsuafuBUe0Nvi2iDtfpz4ChGl33mxOD6aItbXG2TACAyzaG6nx3Mk6fckw8dCflk3vY46mz+kHz0XDoPxhkFAoxMWj+Wmq39lw48MJ4AYu06fBri1NNN3x59/aeEflCWZlvGvmV7l5mBsZ1T2ON9w9n7oAHVzNF/PmkMWOSbvkd9W8OvGsx2tk9RoGIdabvKrw96/ucj0owR3emmio+5igXp003IUBmEzeIic64F8dlcJ7UYiyvuH6Btj4sd582NSJMVs1D6U70F27KR5RlzwjoXlzLAZ3LNbcqbT2m8edB9eJv+XbMgckW6P9GQFog/S5JjHIjZ++C/iOy4OngcqFnvo8wtPxSDT+4a/LV3/+0+MPp+XTX2xzXvOuKJmbE5B6QO+nra8X2KwQRmWl3rqLttyu4yTVeaxPED3AQOY6klUfxujs4gWrIK0iYCHKqLRcn039RLPuUz7MvaypExsrJTNvfIJYCSTsBNLBHA2eEwWb2qk/GNEDfj0ep5/dpztdU4x7dwMYqOWk0aU2x11CaIsI3bK6U8qpP3u7q4qD5ttvthYJEdiQBeQmxFOwfISaQ7yCusA1XnxQ8lALuwEY9grOgf1f/SI1zlgX3bjEmQy2UKmntnglspYBlwTRmg6eDq3HnXjDMJvRlR58Rw/sX/1Z+2//x2XtCFTzZgjlvVB3Oqf58ZRGmh87HWSa7gYu1p+O6BnlN1z9JuW7BIQOhdZk5NUAH6u8ra5acwBRhWAVpMXE/0wP+XLQcuan76JlPq7osQ8nqvOgGdz6pJ853rQvluiZFKHWaY77XTtO4F98NWrK3be/z5+O8LxZSzQqT0GqoHKOtgJ1MdEKzrf6s+tvXx+8kf7uw79cPS/ABN3md6YcgaXE/eY5fIzAhSA9UL2mYCEQJ1G2uq84NvPhFOkq7sbnHwhw0cbZHCmWHB1dx6fF0Ct4Us1UzmiF6pV7dPBORW4fftX+q/8hhHzh99rWEIQYUaiFs2oshETd7BUAo4ejKtOms3g5jj5/pGvPNwA8H7qyxgFijqIHLMThsvr1xKX5tXkWuix2qS7spXl7LSyJkQ823sDN15Dhl7Jh76HkuVtZu/U8BHdyqp2xJLXt74VA+NlBumfuZtqx7jmpLQ7q9z8zGDALC87eSrCGco2m0tjOrw/PhIN2r5eYP+P0xiwXRKXNcNMBWVN7IoTIHAaU2rvA23hhI01gwrl6lixjDvPRXltbpVbUjPPBeSQ7g7h9+DPPU9Xx2rwsYdmBjX74enienIiWK1iVWYGBuXKOSwhIoUNyWswzvJknplNi8fUEtdldlfDChPgnb9CirAOxWDnwmlVtRuGvoBx8NACH0QHviSCuYB5bjRtu/+DAE4+XYmFJFAkLg5DAt3uIrGIxaksYyIxuztpYgzVGDQCU+bjn/0PAV6Ns923YBwUbMa69wkIwuel/bLojq3781KPF1qnWv/7z16yJa8Pf3i9TIl+Nx6NfK0RBBBk1Yl77LB9NYiGoV748ZMBZaLlwuexmJlUZznpkwAQMLM2B3IpFQy4LZy8hQA3WVWLqfcc0VtICb+4Ckjcyhw4+39i54zrr0nhpIVrrQs1mKBSEuK68vbhF8lb3eHCUPZIoAHMXosCogksbpq7VhNwZaFhZtKHnBOjF0gX0gOPdgxN8+OHvQqXmkmJ3jrZaF/tzleCswUsSN2cm7+JGIk7MkcCy+xYgFlhQCHud5A6v3RYM4OUau1VaLqjMx9EcA5aRzIdMrfiYYfWGd5aV6BnHbZvdXfjafBSmntkBR7qSZifJt7FJGgDlsBZ5jrAq7Y3zU8789B3i3uhJNM/7zk2JmIg8jVQrALXa73kEMY1DH78781yHj0/T12lda4OoRoakI61JGZ2IFuvUC8NvCReT5sJvxK4A4w9/l053WOelCDGHZOJr5w9t7DlJrh9dM5Xz8zfVjFapLZEk95PBhFPiKJR5I0O4gSwmHAAe2Wlu1HqxZeNNA7MqaV8wGHQ2Sa/oTs7q+RD4IqE4sR0/xcoXGQLsVFpHRE5i3YrNelPcdQCr5wiR34vis0bzI9IIYiE4cffQQ7e08RBpE8LKLJbemqTbdXSEBi+ljF98fh3CQYHqTK14Wyi8y5hRC8ZbEMceldYNhjJlwB1JKLx5JuXH9gaMFOR3Sc/efbFah22au7vF1YycBAIyMQhkNa9xKkj61rS//b/DNuga+/gJWZzYASsFlbrGe466E624DtC8Oy2TtXT+DsQj8RDEBQlT9jX4iigAh+7cQBzHZGKXtL5XhWT1Z87HO6fhfbyP9/E+3sf7eB9/1Hixa7dGVocwD3EDIFbIbZFxcRFWMIb5kZYLiPXHX9vTZ3z8pVrV6e7h8CdZKDM9FKM3ONhUZ6qz69CFbcQNrFZSKyH1ifLcdXA5XIDHxRZzBi1m7n5IKQsJU30LR0LfvPY4O4DKU3yX2GPl8YZKkTRW8ENjc6R0W5ovzefZDFKvFcDf3u/HnU1KKa3OPOHgVsPdj2NTHjW4p94L3LZVEdWdGM09Ke9inL7SYsMIOYCWQfpxmjmYG5K9cNeJLOzQPvH1HmZhAcuXzxhuf3L8UfAXd2lDmcwR+rHL4gwq5m2xTdfQGpRpMV8AE5kOH3vlq7lNd7tIT3V3x9LlcCtX3Dze8bzYGbqYS3WgRQRlEh6EE0OAgxKVi7NSq7u+b54mz4dN+LSKnah5NwekoDg4avy2dRRu66N39703NrtL80u1Yc3eDBvPxL2ZEv9ICRMTgGtzBhbrwWy24qh4y1kLsNtfwKyzqVcMEx1SEiWqzS1a9UyleWkwb0nIncIPDUZCOtve3UP82ELlZQEwAiCi2dOgTG1BvW7GOAHOczkjHwrl2YwqmAarzpQue+0JWHOsRpNM12al+SO6Efgh0UBtEAvpcs9vPP6pLudwOMVKUFDel8Z4PkRUN4itn9LuebWJaZ4bQJoBlGZhW8ckJUyTiM33PRuP3/3Vzfcf4virWort+AnWI9ngphHeG+1qt9QqlcVZqC3cSoofXvZTKNvtL2Q6bo2Vrmhgdh2DOFU9NtNrJlZZkWQ3Cn2bqIdy8vXBHX+4NOEO1IdXrxAvziIqXGm5Ro+PltmJurz5ck95ikd1sJqZARwUy6vtKLWFL/ddQE69QUNANWruS/OZiAjXasIEcLOWhDMLpTzUM7UF5Yms0vzUrcq/HIsMT3pj5qutqr1oKYLI4nYNklKzHoddrAYmGnJBot4ffD3ODT/QSRnH8ZYiNIDY08iXe7RCdSarNN6J5pA2ULmC2NMBwLV6BHiel33PPQD89Ad+kC2C9ctzx5YnimWLBQAtVwBdp4C43zK5FQvw9acjHiuh3mPqGFX0yGKVjNatVUSGJ+DMaBWSuvgfWBt5u1ww8TTFtLOZ+jd+lrDF0/VSTb2BsvHxNj5ApWcx+fMc0cDOellsVC7O1WhS3eRnj6WNypxPmkZ5+EcAdnnC5a94OnIrp3SwPPHl6aMOVGfaY8TQwx/0/jd2eeLp6JI8eD316vnkknw4Bf8RQHNM7AeefTwAqA61Aqa+GL+BEv7NRdN3yymLckoBjaZpSjxRo3KOa0Bt4afvhDnr6JIAPeQRoIbUHKUZE7W7N7Ly3MRKJ16YARjDJZAYVsiNrg8B1kEz1UJhcd8K1aLEA7OLOutRdq4uueXLD3r4GGEQpfn31xZCr7hyo3IXmDERIQsx5NpaFpr0jtNdVBju3o5fvbaRpmXW+3/oxMBWQZzSCMm3eXDJtMxbF9mH0yY0b+ZZqDpKIyGojM2xG109cDB0KO65zQj2Uv2U+dnv7/kDMazy9R7EnoaY3bZq7/WYm9c1Fu/ZOdWfGYgARsW1WmKyVV5s7hNzGM6bQ7zO+wUhbrIECLz5iPfUa/cuyQOqYT3zkBB5RkA8EF0Gqtex7RMtaX7ysKYAilELrevzt+sZiZmJCQduB7JopdP6OMAbHPLKKhFAMfz+XAmUhYIKM1dXxpS4QIc0kIURdXWAlzNatcNHudyzpKy5o/ptAeu0C/D/5v+lf/0/TwA0kaabP/1Lmy80HjyfPA1upxAeu2jRQzemBD7TqE5uXSIvMMB4r/v0tz/O/8c/nJlJCImZuaumozfXy0SCOZZmUXgE5ZEJcaM5fLV+2RnnT3/5+eM/j19eli5EDIXd2jFh924jPFdzQFkHyWwQmkwirhLf8tPu8b9dEgOLNUYTJqKRQc398aEIgxBdJhA6ta20cWNNNne/ojRLkv+x7cD7Qv7NMYwyKcxO3JhazWkEEKLZvp6Jwbt8jty3dG8Aa/roHuEjrggxlSeK3p8k1ywkWfiUwJGj2Aq1ytd7AD3d25qngZbZNaFVzxP2UkaH+3+4/ev/ncYjAKiCtc+ZQQiIz7Bi4wCCudw7Hb51dhgvYjFfjgj7robmIM5VkwEZhOEIvovQ47lnTGSraD654/pUwxX+/tpPkb2up+Lnf//v2/l3NB7AQiKUR68LjQdiAYvUg+vodKaIj4nk2P6tGLxxFPa7ruR+LJ8tT+GYWWWs5mYQypkQUzFrr7k3B+5G7g5jj3igZl6aP6Y3nALyAW6xKd34xc+WFevpdWDz8A5fThBXcDi4KEFfRHm8tyfex/t4H+/jfbyP9/FHjRdoJBG5nRS0nMGcdQyWuDJpu47jGEXKucnx+AmAtOa10HSKzSIAtOLDsUtxXg8WJ+Lp6DqEA4ZNd54PEdHU3Bl4urZjYgPcyWjMBiZcqzEldYLD3R+Xfb7ZMcnPDikg6/CdTELV/EfjKd0IUzMfuSAf4Eat8PWhC5bSIMSeDgMRNL8lrJL736gK3LrkMtgxkkFcOSvBTyPWgk4Tb1i6bwU4MbntWncB8DwBiE9eGk3KWTruHTvI+NqTcvYStKnm0mlEAC3nIDzvAvCexvn2G/XV1iNYkwBqoVr4ct8ZZ1ZdkrpTvUo+BrgHYGqlB3y58/nHnTewpgQEPrGW1cJ0SHSpZs5ZiB0DO82PndoWHECrXB5hFmRyz4d9AvyX4GSAGZksaO2bXiAx6ZqyhtVcPTol2gpa5cvD7snPP/56+vqEVvplpfAPUtdxEIqETCL3kMwYhIMCmVqNv7KQLKxX2ZGWAKB6pXL28daJxrCVBNBK5dzM9QV+EDZE1BlhECuyIpbtDTdRc38s7ZAEoMvi7kaEatTMk5LpSKyIhFKrzhpk0hUdKeTX/lfNu3paOt3pN//ca+HxCKCdvsYJbmbHT57G4hy9g+ayBKlWCMAgXM2FOoMy2Oy7m927Ub65Hczh8PXCoRliOx66m5XGSBstbmXXh1osEOw3ntxXatiXoQ/VPAuB+mOZMgEg6mIoITQndyjjhzdmhh/ndiB3eGAJRMgCAIfUWcwAZaHWfXu6/OHlwUpzJjrm3c6ld6e7cHFdrgCeA8DQey4+nF6alhrwtFg1dPE5rFm7L3Z49Q4e5NxI8+oeSkZWBw1NRwlzSW7dhnLbobomZ4Wa55OzuObd9goFMGkNeei9j7jHrHJ5EZv0sunpBnqI13TuITHVeVdy+R//8PTz3zycBr0bNAnxehsoM5MJdT/EMIeNIUzuzkBiuhl0aTYoz7SvLOE/+y/5n/y5pxE6uptFsOJ6olyHkE7EpCf9zgSAat6ai3kWSvxmeHLICamcYVVZpce6aqBHEgrPVZvtLzqtcbjSerjb7prYHA+LmUPIHM99B17znMMQFuht5Q6pRTiLd4H3muf8/A7Pl4qA2Whgh1VwjtWoOJdmJ1FyEze+Ph3yVHlsN9+006/ccawPAFALaS6nX/TW3d7Ta6ev28c/RyC6bj4cXXIDB3akDDDdDqIwmh+5PLlkKmfPh2zVTj9zIq5XJx7y/un/OMqHUbZvt2WqxvwSyVtLPtGap8eECCgKw1GXbA55DiF8dQHuflXHia6fydpmkohyhtswP3g+8dN3IBYizwfPRzCTWURax0P1n5n3QTzzONQrLzPc7oYjZGVjwMmWmceQVFTzpLlxFvQQICOem6lMAGo1c3/9DiF9XCBT+PcBXaZFoPkx6AIWfU3NkXpH5RyGzT8pRNrhw87HXy789B1Yh+vnaMUFTOc6DABEPRJrnGc54bmj+XyETZRvOx8f0+X76fG3CK570ImJPR/IDeBoKETkVVmNUmN2jsNWc/Pknro55atxvfvTp+HDlkikVoAucIXVw/wUSsV4dwAohWrZLKU9H2Hmmsc31hVnxSZGD9V7qyAGZyIKvRmvbKDEoCCER5faGtyonNWanr97ffDE9E9uoz0Fc9zm3tRojmu1URmkyrgOuTQLDS3NjzaMoa3oMesstMzYE/KfT7/44c//FYDMFFo1rLPV5WxZXJmCXX9IoFaozMAhk4E5MS71mWuw23w6Zfk0SVgl8l7r+jmfmhPwIvwQ3Qfa00jzI7Vl12l4se6dl4XGdcLbfCD6BfI10xUIbWdfwaO0sgrg1vd7T/9iuA4aysxuXAHAWUOLG29U2hfJnM3QuglHyIsoMR326E4G/gPfAkhD6KIxKsc+YRPm9ekodmvEUX/fuPl4G0sFrBakUXesdJ3YNfP8FGwzj/tZunquICG06Glc0qGkW1pFehk1vmPs94ho193/fPrFj//0v68GYWwEo7x2l2Iup9UP4GVnczv5vXe5/uEn4y+/Ovw3vzyFCKJtqY/rpWwOd8pCd8SxGzyvd2N4S1+qubM5ni77bCc/fm3HT1G19K5KlEHeOoWlVM8H4R6EDSCtwWAhlF3MPy/2tOyaTNB3iwjBfAAGdjoxx9buWT0EhA9AlzK+yBZAhGgDsHpTP+8dH9caac9RNlHcYvFR2Hp++IsbE0tMROvY7tv5xcL4hbkT0C0t6fog9OQ6DKKZGeAKfqpI6VaJhvnz+OOvUa5+/Kodv/Lx9vfnNjkdACfu7kavx2/+E/7d/0bDyLeffLr1cnbNrKMMx0lX9iWRY3UcaiWIDuDVWBRAT0XbucA/XNt356pCYYghTIkR9gbZ/ezPQudobwPM177vpLY4FwwnmO3u1AHI/W/krOTeYZVwNaEEwKaPsNpOX8eU4azdkzVghpDworME5jfeIDHOPsTBn4pdqpXGTDYIMylRZwZloYgvB9DMqyFLX26v1aphbj6+engldk4wtGVDGvq1j61GnAdraPWlBQy1KmHdbRW12PhTimUMH25acNmmO6A7OhTK26QZThgGPyj3vLXVSTdm/9hCgfY7l/P06XL6ZWm9Xg63k7ZYWn2nA2Zo7l9lwbokbN+9l0fAPO/343J96rwBVl9TLYThh9Ec82iBYIX2jICImMjybBSRuW8IdgaRHT665G0Vcfcmg7kn87ZeOMAHJQAXAGChDA3XLiiTHD4xoR4+AX/3k8M/Le3/+s3DIcnXx6yM0iS+9e0gJ678dB9bh5F4rFdEI3w4AXDNnsYKpnRgwrV5kZ22+vS7/3T6/9l7lx9LkuzM7zvnmJk/7o2IfFRWdnV1N5ukSA3FEajXaDQLQdppIUAYQNBWf5xW2giQMNBSAgYCBEEjiIDEASEMSYlkd1d1VlVmxuted3Ozc2ZxzD2iMj2A1j4M3UA+Km/49Ye52Tnf9/v+l//GG7pD6uVnf+RTucXBYg9LpgRji71RQOh9bzorBQaZHurJ4VGkhcsOPOrDVN+dit/DrTi3FgZ870igyLSoVct+wglkcH8pA8C5JB4WHXZPfyfkLyfPKPHXnq77e6DxtaZF/e3uQgdX4flDN1Upat/O+5CP+3QxxeSgF7Fmrq5Fy4ruKLruDtfXZBRyqnE1qw1g1XIIPxlMeNWR9+bNfd2+1QnJFX+bpsG2jFDP/jCQL5eBqpzrU8neMA65v2rsBGIFrFpWDuxfH2ZmzDGf0nzbZHfElE+QEDw7O/TwY/v85rn5zYu//d+g1aUAWGsPprVJrMoClgZhK4uVBVop9ebCOFUKESxW8m58wxipD5yEfKG/RgSoo+qawDOMczXfODlZxwsw13OdS2OTT0/o6/X/+p/s3RseL6wsxOIMaQrRsVToDybJuoMRJ18sSgSHDkgSmqBBC0d5MiK1sdJdc23Xc10UjDbDA1AzJvVfGFCVhCEUgFDVUujVwAHnuD8zJ6FeSNHkUBun4ZNN9QofQyD4xt7fuc6JIdOOnzUNz+N5PI/n8Tyex/P4/zkewZ1cEK5F+0vf/M1K0hyACIxjZANivgOg6UCnG9QcPvxdvXj7YnwzV72eKwCD6G6l4ed/qv/OfwbiSkz5ZN2R8onKzPM9HqnQrTtYSL4TKoZc7Vw0KMmiSfq5qlbd7Yy+xc3P49nSSLp4d42Ws0nv4JdR2KlkMDDxrJKYlv7K5RSF+qqoU61KP5z3m1s+Wiev/UZpOYMDLbcNJlpmhI7cdbOtu01B7AUGbX2jT4cabnLbN/sG5TJJaNGID8lmRJRIqWYYaL630FFdsBTKJ9J6wUJ1uZq+m4fXO0cOFHDgYCkUsHtpzouyURAMgcu667U1SEm1QbirmpKkrhfsVwLaJfGtwLrX8aD6ujbkTosGJo/PMWsgpsH7UoC42UTLbm9rUZ2rbhFtwuaS9HMxB+Rwa781ZqitMJxWYyDynetTZR4LvRHzMlG9NyJxAUddqExUlj4ND9VRDZYG79pg3RMvatezmWH/5jHj+d54SmkEhRY3SOz0UkjoRLIarxFZWFX91dyva9zcB7wr57lM8p/+8mpjWKHVXcDzHSRslSSqC0JvLDZceZ/FWxi10bjNa7yff3756b95/x//11jNqOfikYxr6c4ptm4YNkxFAQwDFLhzgCCPi1mMJEQ17GzWX/Xh9y7T1iyoDwDph6aGEDmfh1e6tg//E5c51YdW749GeP93491P3P+W1nlGuwNZcTFNy8lLyQCKaE6TrWTIoSLO1er4RG9r0V78yA3aOjXePRSm3l02W0XNQebafgrQMiqR83D3252Tr/aX7xefAQgYIychoQEL/DlNwtGnOzec55M3LEJ3ALGwU4MUISTZwUjzMoUPfy8hkalIgimfr03iMLyw2PmcaZKgtcTxWjtDo8NRepmEm0nPlOa7XSnbfPn17e//E79PlvUec4Y30FiEQBP2O9d1jZXypntjFDqw8vPPT8JjIGihkmk5e+Oy/Z0pjFw4JRwWtaqWmMCgCiYkkTOrgoWopCfs0v/hP6Wv3mjosXqivajTyh4ctj5vWdszXt0RIqeEMUSf0BwQ7DXPMCVdPEp0JRlm09AIvJ4/QOv7qxZ4Adtr8Hly4/04vf/88wPhBSZDMEkLEYBC5jWG7cIZM5SqWXXzILX8TJO+1s3zzI+leD/SNKjBKMT5DsQmoa/FuK8gANdzZcIYOaRRbn8r549aFqpZuwsAiTRx4emDDVe0zLwbT/B3f0H/+/9AqeeLF3T52gVZFqJJwmrCWYaXcAKulpaWS7hIIi3V2vyts3tx/2Y5hNs4Rk0iVWsSStL1hMCWOGQ1IXTa3mq9KaYsWkMajJhIQWoxgcNt90T1xWmvqgjccOgs1l9mhfRX4o0oDhuw3Ti4SKIJixwtp7YramDYlTR/TmVaar3LNasRSBiRm5DKfXRJeiYQt1xpyicLHQCLPeezdYedz1/O6e63VLI3yKXFZ4QxdJZGnm6xaGAhs4NEmNLSlFY05W2RRMtkadxte6vhOiu3S9ag1+fS1CpJODGlTjatkAHBCs/3KHD71gO8fG/qGQJfcEF8UPA9PEVO+FiBFh4qSOtTGhp7zoyZaqa9aGkAPN1QzRZ79zTregX9x50qVbOpWFETUGgnoB4ib6rcY2IhejXsv1doukEaaSUlN+mZ3zCiwTQAUKV5ttCBueNQKNCK1/V7Xm2/M3qu9v/8MEVhD8J42YtjPVM4JCGuhZazW/mNmLV4/ouFTkIyTv4CFuHy43bmNuLdO68wg4VCHC+/JK3Q0pgra/BBJTZgW3mcljVyltrsj91XOnCTy7tTqetUu2VSe/nUw9Y3rrmtH/K4UeXigKeInKern38cv9KV8win3xqB17AKA1EoLdgdwkE5ACjFhCIZOfP+KaJlNUxVnRkchO6XtujxM0CEpVoUYmI1RD5650uIwChqom1p+7H/8vMPD4w/eUHkyEgiWs405U0p1bqlniPjybSe5oNGGCyGagRIrfu9M4tdffG1vwUdKlCPb6rhflExj7mnXPQQg9T8RbmGr05KJjNNA8/3DsA1DruCkm7+ePH+rx0v2KRdG9CiJQYXMIPYCRm0iiq2pr4/Lw3C+Nm4nuuvbhcAxzSGbvTvKAQJNBfzIPWa7TYv24rc6elqWKrd5VINqjbNe6krAP/lP+frt1u+JVigFd3gB2xxsJBYkkmMK+dDJNjaC3PsRNEncKhElsbakt/pIZcgIWxRP9aeysaDWam17faIV97euu1eAX/3yccXwwfrg8JU/fXBRAw8fgXR2rw2d5lroVqMmGoJEmjJFnsqmcvDzPncnngez+N5PI/n8Tyex+80HrUn5ttQJ5NU0vHjXEkhHLCgFwyBRqq0TMZHI74df7L0b9NPaKDqq04AVMtyfFsN6Ppdmav94X+g/+S/Ii2VW+EFklAzn69punEoJJ//kvoRxDq+FEAPr0l6D4bfytq6X+DH7w/Ln70kI4ClgsNyalGHpVgaB2oL2IbG04LIRszna09xdMQQmW4KlE+Pn4P1owuV4Ynpy5nO1x2R79ob7m1dIPN0Q7H3ghJphd1LmWLo03y98+FEkERlMklCPEQeIvMarF4NczUv/LpqPTDlyh7QN4TDlkFCfcrhuGOc801t3yuLQ66W8bWXBBN06a9aqcrUOORqFEkIovlhvb/59CSlcKrlAAAgAElEQVR++uFAmj6+On/TrjsHd2QcAXBAhWl8rOumNBZwRiibeEdAqZUld3tbPN3I3XetKOUiU+JWVfbyHbCYzOXBfLQZkxrdzKqCTffJXR/D1bCIwYSCe+OY2FsanfAYgLpc9IHqgloeyHcFg++NanFvRVh2YmNAVF/+vOHeiBu0vzvaij5sZgcylqGlIPryf7pGzU37ls+k5dX5m7/+/OQLvR6D3wBJaAjsar6z2t2ihAFhiF3b6wvBu5C0TFSLSJL1hheiXbnW/fCm/OF/9HAnmAIoFAB8fy5sVBerc1VU/4Rj8ig4kvVKMqGaPRVh+qoPb8aAJ+oQTM1LAnhgjz4EOpha6BwBRNOZSt7f7KJcrCxX2fwDRA8a9dXVZoZODLBCHFy0aApYogLBrSyff7if0mNki+06epOxqh1iM8RspRG3ceKRd8OV9u7duAi7FXKS+x9QssWeSwZzu/1MuWYLPeWzSYQ2K7gnETgD91RMm4uu1eE+r4MZKBvDUBFdWZxV8+rMq2aLmpCDC1M6vvGrX8FihZappsNqXN+f9rU71pc/885CAQfn4xEDXbtUawSU1xLcvtH+t845tJwtDrs3SDEbI3t9S5iTx+BpodP10dTiiAqYvh4HlExal+Glm2x5vqMy29UBAGq5t+PuxcXv/3v6i184/KqZIR++2zrNEj8UPk2pTJBEYM8aBHC/6FNO/rrCUgGI0N53bBOC/0IInTP0NjqTaabUP5Gmdl5Jl0Pgoghsag8WCSL6pGEe1koJeepkSgAQA+JeyqU5dlSLEF91IbidD6iGm6y9xNClUCc+Xx+GKypnzFkPr1GydcfvJmPqwqKOYtx9dP0UVwrnRQ/R/Y3g+R6SLKE4Z9fLXFrcmug3emQytWNkP7PumP/842cZby0xaCAq1SyO7jBSAYBzRWQRUACyoqg4MHvuX3nYZi1mpRLw7vREFNzwog4HfcTVWmRgIKuRwhSBoxlgroZlo6MuVk2YosccWbhU2HfYvzur4WxJlKrq3aIecSmGxeXihGOSxKB8gsI4dfXkzxvNC9W81dK78/v5M4y0hS6Pr5tbAfDmnBCmohmopr2QF648i4vNigGc1nQcdiQcgN0AXO0v9fD6od/WX6yt0LKFBDoV2MxqRTUNTIEpUQsop5LB/FR7YkoX54uvnQfQokRrJi22ASeIR5tHwcZLrpy2Runm6Tphn/vG3KI+/cbyX8TVqW9Ym0EcWrS6E5+nFX8eemx5M58PM7n5xtIRq+USAGpmU/awMQ7CDDNaJiyFtHq/SdMAudo08+AwX/4MePfJxwvs7RiwakemoqfFqtkYuWM6RnalCNWZ5nsA0OLGB5PklAvPuKorDfOTkYTuCtwvGZmquT9Fq2EI3tVm7xv6Debz44sEp2UnFAC0TBfDuAucpOWczh/arbKmDT0kDvtQtZBASrVYDFspe/M3UnesYNtrr/D99+GH/0+7g/jdsgYZA2gmOiJezodHjcWE1q52uZW7UrGXbgzgFU2dwWRNni7FXdmaBs9nt5AaYFh6WrJfgoZBBDpiiz0MzT73yb0DXA9vmcilOYnxWCzF+QxX7GvxtRTPt1YSEVvoDvB+n5lES2NPdfns8nI+DR//FiGZE0osdGnMgnNRX3o+7hB5k3QIRATh4F1FWiYw0933tGeNKRTu0aH6rKhCweTopfJP4K3l0UKfiTz5zI2a/ie6t2j4MtbXdLaQyNTA4ASEhQIde4f8DmFdL3Y9ACZ0QqdiIR4zj3NxF2g8TfuNSwCenPCgDdIK92W4DWRdLfmjlNWKGQqETM1yNWHK1XbpQmb2zd0C13b4mry1V4gIfaANW7JplVbkLiVhck+EabeceA9iQYRjYt9s++LvtEDh4XxNNeI/1Nsivvl0G/DW+KtmapgfYbYfpjmlUCgIg2qO5QTmLvRztbyykgRqksyddSw8Z7n9Lc33Or58M1xRaRmytJRdDnY2cWg/XEtFKAD1LxMpT7d0vrY4yN01arHYUzpYGgNBhKZqiYmIDAgE431DsHgzm3AuzVpaV6GNQI9cmtWQuQO6WoBQpO/YkjCZgiQrIuPmibZ0RnjcFfR9CTElxqJ+wzbIgxANWxjdFr63GqW+iHtXFxDoUXzFPR3HY7s/fA1es6+ljFKJY6jT5q2yNJrpXeXI5I7/soeRBgdHLHdsFQxwfkCFwEM9hMBlKtLb2uiCFoCpZg09Sbq3CKDsw6nMJCH0ZRUW+PvjjAhteJ81oM8XzQwtlUIFVwVTUIfJMHb9ul2d+ukDnJK7bnmdkAoOtEyaxrNJUculzTuG6la6R0Z54AnC/Hmxu6xq6MND690hTp1w4hVr4Yaukp3tof3Fg6jCNStxJ6gQhHr5FbY3lhYQs7MfHPy1ZaZIgMLSgFo8rZjP1w//SlLMO3CqavR+qk2eBk9Ub1vM0+K0f16qGSLkRVV0HfVCScjJFkLNmRxB8Yn9UFoh5Qqs+kcqaueiPtFs6RJm60xE7DT7bIEJGo+3cy37ejDe2BsAGjQCeLChE6Nmnq7h7+Du6PM1mZGd/Snj6VY8l++zwY1CMT2QNhxsYKZpaHKB7kLT6M+pPSLbbJwG7S9m3ieDaXewGCsYnKq1skHbqzNIIFYaucRvWr/iD3S1GQAtZy9BfXbv2EW9Q0jGiZYzmMmN4u3xH9y4aPEI3zn0FwAKBQJORbe3jmadTOTzlEuJenzTTJux5+mWzx8G4sGJyFZoyU0wETsdX1oMDTajxSuULshYFHXv5g91PtR7rBJCqrXRSow/PRYrjZiUBpMEUDv5pJ6/sCvBXsMeS9twms5KmxTa99+eoumRHx4McdCsYUzMkS0JLYqLp1b8dW4rhpVDZcLNIFqLW0+Jg0kIklwlauRvBMPKO0/yFOOckvAG7lvtxG0s1ZgaWWH75tvfbnmtAEkcsUf3N4NPa1jrCT79MZrCkdft9yNgCUgfyA25qp/Mx37gZ03D83gez+N5PI/n8Tx+p/GoPWEWoNVYOKAWCz209GVCOCxqd8WY8KITsRI+/Irufqgf3oGFr14zoIfX1iUqU+EUVivEJ2P44a8v3/1LcDBJ2h08N8yZjwAQenCol1/BnWb5js/XniE2cCshuqkvEO/uJ25zvZk1MnWh+euEic1COUOLpdFC4nw2JXBwES8TYG4L5FytqlWj+ycoH0zeAYKXLqhm1EJLtdj1Wmg5Qxryz2JPtVjoHclCaxcwy5CIquwhYsyw9olrONycqxcGm4+OQmIqGoUtsAolBkmIi1rJcAjxlge4K/jYvlIBt69AZDAhKuvWHKsNwXebxQAKwYoDIg3wNKN9SImql0OCaTTFojC17hgfdXCtYQr5XJRJOwkJClMBWs2W1675Z+ODpu+49Vxk5ZpZhcPJRQatZtbger6od90yE6V1CR6Yyn7fHK96edVL4BY3t14U3x61ApMbFCMHSw2E5ztsb3/EJ1xV8I8wzcZFpZoRgjBluahqsmGL1ITHCKLYAaicYrVqETH6FxGmojbHnd5WUXt/rl4tEKa6Zl8loYugfL9CJCWZRLIF82TdBSrG7Tt6b8UUe5vd8N3fdP/iv6OQECLFxC++8NJ64wf3l0bRUg9iB8jezPU44iarmxoSUzUI0+uOdtsTNzV+a0dxYBNRZbeKgAGREe6r9JaOwrdlj/dkrXQ/vrFPIKPrmF/+cn7x81ytEyqrgcLrYUyonIpY4NZTZWJncDngT4iNWJ/ahvrxz3pTTVF6YY80c2dvruY1ZwIzdbq4RAZMEPdJgU36xpsKB4/r+3QYvJHEZfK+mI0vm7XHWzMbymzF33k5J6sFN8yv96UwfVZoACSA2aT3aUq7A4XOJBROWKeCpikpGaoQFm0iNgmgWohDRWDCfoXclPL96o+r0EIc/BetQ7T57b2cZsqnDw95m1p+ZKb4bNzHi5twUQ1RiczMaGMlmcFpbNWhseHg/CIAN0o861R124i/v30iau7bvyL9QKmn1NPKk91C+/wRaO4PYretutfDc79ATFpMwnHvDiKyLweqaCxU7+FW24p5W2HgwUykjwjoVa0CBuRFb+b9rnon1Ad2mNX2bMiKyn3sdwUeeh/qecsGWU/7GPcsl0x0qjSK+pVDzZmShQOAQ+RjUCPO1WaL0/H38viL4ad8iNw4XKZexI4thHdPc/DFH959+acPpIGSwWLp0OxDEi0kx+tKSEs6AnCktPc4yet4PrvtTQ0vaf56UEgy4G7RIxdvKDqnne5/cBAegVUCgEJBACP2c5eYRAg1X+7o/AAgLueOltUsVI2Fykw1u1dQD6/boZpSPpXuEp5TQGy2Gb2oPuIcPx4KOlUSMiIKTEOgIZB3lfy96zOLz4oDGy1nCynFsDXS3HcrRnO1z78B1+WCslGAtlMEwPMbFzWqOC8qTGYh8IZhJiHKCLlo9SK8wWORd86OBG9Ce5JIkvYqivnUSrLqQsgSaumITVIlzsZO9KMYNjHB7uxwjHKRJGHNHTaYA9f8fqgZQJVkoHPRbdlnBiLLFUQuINWc9x+tqaoCp6KJCSuOjVYlR9CC7VEJiZZZAJNo8IlbjYPrCea9iwsz0pIYXW2+RzIdrYBZ0whg1IpWlk+t4x5ae57L5EteWK0h7Kp0o9DPLiMeGdwB3C0qhXI15ZcAemE1g0Kk79NlJ0T+qBJ7tblFde9Z4fMXfzD/o//S1SctclbSuVquNhfLVa+iBKNcLLIdIl/YCTheJvZWrrcIs9qk++uqF8v7r5ZvQUzTbSsFrxMxfCHr6cMSLQQyBTVFJABIWKQHEKxQzbtLZtElaI41A0E4eMctqqIoiCmkULPK2ESpNSdJ5lgFgidrOHGE9ivMeKl3HYI3zpwAS/lkEsa4Ihpdav1o2vKj9L1HrMW6I5VpVxMAIkhSw8I9DAAnhpk65MZft0JsRI7eh5bO1DgkDtodwJgRN6Pp53c/1YVvv/MzaavOY4kjAUVtUgdWcuBkkoQoGHXr4pLPZ3AgzFwmhH6/Ky3D/fjlNon522h7SLZH3fVqbS1ouu1t1p2Qc8R3Ts/HWa9nba9AxjFyEk6WaZnIrOmIgWQKVUioF28pn14TrDvy3Q+ITTczXz5BhPzlv1t/8ct10bqub9CYCo20seY0+fFvaG0ABGIJAKa9fAIzul7ApBtOG49CSdbuQ1s6ODyUV2CP8449SaATvux22hNM8CynQ2QH8Dw+iKadf/RHVS0JVzMG5WbzbkrtxxrmH2GkRzEjZlMLaUZUM8/YzWrnxfxNMAT6orzn8zU+fMOHyzq8gIR6fAPVcPONO313FUPdu391/PWfW57o4pURW3fQ7oLKrP0FANLi4QUgpjL30y1M3YJMZSZTTQc3lz8lN7tF/26W0JR8mCBm0gWKcRgC3S/qaBrvYBU1UdP1Ip1KE6oUle+mJ9ze0iP2PnWay6P6SwAGLIqk2R3S1ZDVrJpvH1uTWG2p5h6Qae+ly9CDnk0ClWIS+pDORe+yJqFMBiAJtS6dEMyghefFYudZRAMHWAUFAzrZTSY3ymdqr9hrELPE3swkXvSN24+lvZItjeSu3FrIbAgRK2PEQt9jR651k+2biadSPbrcsTa5mloXGVKhxkxIEgMnM0hF4ocUgxYzTexwjs9HVj0XPRmrDf6ACQiKyIF8OUzMBKr5qpyvgHbnuLfb/GWlICz5w+7nX17/7fHO54UCoJndVyaPpoMXkPw1pqH3PAUxEgVRyIs6Amv/rULkOyd3TLgQ1UJP7c3EGSFXBfWsVM2W6kCnGpiYklLiAiEJjF2h4lLtL96dXg7RY7s3UVUX6Zgk1sk40HIiXYwFxigwOWroqYXiADX7YsE3kZ+M9PFX/Z//M9NKqU+AvPmphf5CkqYBobcuWoznVTF3LjamEWiRE85dmBVCuGuis0+H9hf1+AYccPmVl6MaafvRlmtL6IBvjFbRHArqUouaEBF1u2qn68rfTFy1g9efqAICiKvDAE0SbVrW2ZOqLpEbVZfoYQH67ryvov0GI9fUHrrZgAWIQjRXFXINLhEtWN8BwuTSQgBAFI56rmbxHvv7lSawdzvYqoEAB4uD6xxhSvoooyH0fladltaR7epD28mXVK++AhqzyHdQj98/jntvdoO6WOighepCNVscfVXk6Qz7aqTpw8X7v/YX8+D+NRYvFa/iBnWpWdusa0EtwfN9WFqyRoio+1K5q45fDeKGMlnJeA+mmNAZDZ7ijRWfb2ks4FpNhy/Kit/IdZ/TIB9+FbvpQZDk6z/f6phqHFyt0pSzro+WCAlNa0IBhkJPeBvWWINWFqoKwJr8iwTwvCGfTr2e1B4Bs+qTjWmHAsPuitMrlB3BWq4CAa6IpMc/fbNPWHshElyDv64byo+hb8+ahufxPJ7H83gez+N5/E7jERGSUMGiBaoE7VE0jQObS5cvtka8JE+1xnBV08EVCbeLgoL2/bloUau7AvsQEQKlFy2o0N1rHGiZmi8oHdpKsLuy7mAcKgWvnzdnIxCZ8i7qFrjK3//EPsICtOj4cm3W1srJS45YcYRCYKFgZYMrHLR4rjQTbvp998TAliwDzeNna+/TzdbFUoD6nuAxBnVZecAr1A/znoLcwN9rpxVMQoq5Fs+mwpoI5xKERS0DCipyBDy0h4YQSBtJOmkJ+SbLZzJmDnl4GdCU4UALWp2K1skiH7u+BX3VdT3bkplWo6xXq4RI9yrYF4m/GtlbM3BXkhZLncWe5/vWflobCoXC46iqJExa0Oy++0XCxHSVGKZG4mrtDTmcq1bzoMsKCNERAFcCUljvbm+1JJRdVCmA+dXvny++RjP0Ytu4YLUjRn7EVFCMgaqRqDOGyZ2HYOtkbxVu5pAJS4cGvEsjLxOYjYPXSNyekBgGWmQN66NG5qZavAQS9/ZDHdV//KKgnlr4Z+w9q9c5qrYaF53c58mZMK1gRTC1rJo4thIo73Esrt7an/4nANySvcS+cApWvCsPIFdzjEpiKmqlXRoTIjVTgwNFiu4WApA5zYhktBUivEkXtlJtzeRplq568f2oFa9KGgsE3rvcNXu/vv6bX9yMbY+4okQaI5nd39SDg6bBbbpemW+hl/6wc1gUpydmhp/QOY2xHZU+uOftcGxF7GWiujQ36XqrN8ul74lDAHCw/c0uADUsYQSAmDgdA7SC66rtaA5kj3zTQtMNmfHpg58r1MzL2YjCx1/X49tPPpk8L9ExKgCFBNXKyf2WixrgnAYyjBKRmCTSQ8zmCk6lfNo1Y0/9i+8v/0DNopAHS271V1q3v24E8NB5nzmLNmegW3LEH5C9SsbI1gs1t4tpARW1u0LCR9cH+HtgOqvQKAyuRGSnZXHHx20uHpt1d3ri5OczaQVqq9b4tVud3hR6W+VcxgIjcDAJICYU28K9VnPjpycfdsGlyfsc39LYmiuS3+3WzKjwSklEC0GELlQLTL3jaXv4nGL4MNUtUNvNTUQQQpSG6CairQ/ixO7V91c6BtViEiBI9lBgDo9+pSHfWUjeMqCSSUtGKNWmIkmoDxw08+1vLR0sdDzfGg58vjYWkUNgSoxjZCHIHkdBX/5sefsPAJgkL12q4Ri5EYS8MC7B0niTFUi12BBNiHohNXRUaZlgnNwZ9fnnp4NzbWmZ2qurzBa6QAVAClwpOOzZZ0Zy11MtlkbjkI2dq3/7RNsbWqiae+38n3fNZM+UT2xKy5mJQXx0yDQROJDOjfE8jK6ke71n6XSvjhC8jMVEwuiEhSBWSAuWDA49M5bM+V67C0gwDlQyCtMyb927fSUkcSBQnsiUTUEcYk9Wxv6hG+eQmUWtKIhwv2gfOEkIUCEMWPy25r2poRhmpWpC8cLvvxZqoNBwVdSWYlFpVZ+pQ2+EaBSjmv2T/XrtCiGz2u2iBFTTx2odA7aJBkAS2lRysvKMfWIiABQs7sOd/OWUUGIIWDt5m+lUiF07EgjFUNTcuZkkBQI7cYtJbT8bAjCa74ln87BWa3kHVAsYHjfqzAmaJjYTb6/4dZvvHwszt9vvR4PDfbps8cRmahBFZFCZ4nxP892qk0jI98aBOJhpNaoGNeuEI7dg8V36kkoq3aW5y0tQ1KAaWCK1CzpQhcBXKh3bVuT0VcsQ+BBdwLVf2IzQzqMh6aFIbo+au76aJzS8vwEZQqFjQGXwUIOD56/uBpe8+aP7t//QdQnuqNR1RdWWZcSkhUoOVHzGF6hRangMgEwj81N+1FM8CqdqqCQS2rf2lbciCgjxKKnJzfwwmmai5X2HZr/cdc0Bp0c+4cTud2QGBFrBrtkEJ+kTAOovfckym7hoiVat6HL19Q4D3kXcHLwJ71jokAKEhZCMklAgYOXi+4MAhw3HHqogpY249dlITBeJPY4BaDm9W5tp6w74C9676QrL1bxU31QOBEbdp3iz6HpXgFhhRDhEBrCsEmYmDFEAdK1hj0ObEXC5NBDZe94//vKTP1ne/uTh97Vslu/2lbV4siWA1TOcIQG18DI7QiOEtNv4g98G+WQhNTYJ2l26NW4aFcZTF4ipZjI1LeCgkhxWrWrFdp6taOWtflypJIpavL9PdUFpP8WDQP0bWUg0TxubvGH1iY3D473ic3vieTyP5/E8nsfzeB6/03jYuFSSGx7FaBhfTtWMBzGvMeJV5zhVZEpyfOtc56tjT7WgZj6fDkcG2CiJr492V52mXusgLWMI1aionYoKRRgkHKphECLTK2kLcE+5dKiWmVQehUiXJ/oTkqw7VoOksYJDneBkGGbXWoflDhI09GYImlvtyAFBpl3JlsYQ+OWeDLV9g9jDU3nyCcwNLgSUOFZDcoNNyUBnIbkonZmtVZ+moBqYw14ZxsPA2k9ZaVpmlg2RA0ng0KshzDcATBLPt22dGHpPP9Lhipxw0l3gcw2/6bmahBGAazmz4qyMrO7tPMbNt2mBIUxDarztBl5cleHNGPnJbURNcZMViYGaIYGWqRleGp4IPN9vtBwjVmeC4YGFt1tkA3Bx/9uXH/7qAdLnuvrQNWZOzZCk48stxNL30F6HKGouJq1qsP1Kw1LtkXwbW+KiceD5Lj66nxMQPW4KgDJMibjXYl603+1OgH948W88vmnVjAsBoWZbDaIxMLEcZQWx+U6oP/T+dbwivasCLoZv7pawCp3GyIBdVwMi+IWMLwAMkbegyEO+4fl+8Do5oDzw+XwAjGi3iCrLffr4966udyCVEc+IformakLSYYEpE1fjUm1wV45QVUxFN6Dh7lZ9Ujppe+hoLZDSI6V3yxlaHWJqGMLmMFaYdgI+XRvLbpntJtePU10dMQC0VfWZzKAWhMkgXerrmoml8P8HEFzxysDyRGAVb3U1YK6tWFPVinrpS7f9LqGB1AAXQsZAJEBrYeQd1x+t8GlXpSVpiY5cFyMKxJDAwAPdnAMtJ+PQp0MvwSS58Rv7VRiopHp4vWGtvfSSjSMjsMHU7dC0nK07sGrw59dMu4MRI43FIIRMXeGdh5fOH9PNr5Mq1cUkQgL5JLDhPlcFZXMqrurI1r7xeqoWKkvYs3T+cC7vTsXvCmEcIgtRCgSgWYSk8dOoFqM+gyPDGVAd1aFrlS0e9iXYbq1fKa7loQ5quk1EXg/w87wVbimgGLYW0ryrciVy1Wq1FojoFRg1xqqUjQRt0cJc3IbtnR0jrF48foDZ/niweKSWVwG3/0LSSqFGq4602pghdMG887KKPVuM2a57oqq3FK0aDUI033k+dTWcKoSEQNWsK+fL5UzzHb3/NR1fmCTrDrfUz8V0sbkswrRva3bdrxbrvNUXiKgTYkLAiuxGAOAeBHfZTkXn+pDmeW7i2L3zX2Yqk3g8l1/W0MHtxSFRLdodHahJQKbUqO9qRMFgFFOpBtjtE5yGwkmVzKyaJRmIqBQLzLl4pDUVToFQYhDNnuBQ1QypZqhJUfHUjO+mnc/3C+KGPXr0CwAzkZu/I9OcLpNl0mpxpOUEU5rvuMww5fsfXBHCN9/i8FlcHjED67KEqzUm+VxsUUtC98tDwAeAyHRHMEMXuGEhAOFADWzx6dggqf4jHO1Q4shp9K5H9dDk8MoBsQCSkIuEfTJtgISa9yvMl19Nb/7Yb9wtC9HPY1Gj2A7CTapChNXZNYQmTXBdQn6CFVuBqagwDYK61sbdgOddxk073Zp8bvPJJ5/UgAQOoebdlyIRXnD26ds/uZWmAawzWkbLdHUP1aTNKVC1rTETExF2YbSB7A+OQIsnnbzNCSu+FPM/MTuaxA6wkHS4OpUWZVINsZDSsSgCYdcyaulQr75ygVEg5EfpL0TUsQc6hGwcCQA6NgBXQcEhcbu+XpzffbT6wCPXR662tK7JfFrI5MVeXyCinSJ3NwgxNUn8AOzPDC/s/FbO6+WrjQXpYbDkjaFAy4kW86XIjzAwNW/vtuH83d7hoxNKKG0xzaCavWhv4xFbg8Ol+6aU1955e/tqS1TBfnsCQGDK2nwoi4IpUAw1wE+FMyirdMojgCRs3QtfnpmbbPnJRHg4HNDUAyD9tRGn206iwyEULAHN3QBMMvjxiBV4NmyZkymVnPJ9XO4//3xbrTE83bZK+PgSwBZR+/Am9tUDM1Qt9g/ij1rMe5e7Tvs+fHUI1SCaG1acm3+7Ggp1iUgNBVFiCtBOJxS1kDpCpXC3KKBV7e6JrjQtE+Uffa8GvFdtz74kEFPNIonmU3TnqgGmwgFr53e/s2VG0w1Cih4gQuxNihXYX/ycuJ8RHER8T94EEDDtGlJWo+3LtSwkrIyZzX8kTELM1IQgLqvK1aq7LDgxwRdbTbBCP+rNPbzdu+XuBSaa700H644We7c/BSsXp5YVpN1hDuNMPdLLdPULbSE3OABHzlQLlVsoeM/+UbsLZ2LQfIeQQjnFuphE6y+hahxyPCZSB6z66SahIciibT1lQBLwE9EWSzreWCKDOw/HwP5EhfmG8tlY5HwtxdHFcJAAACAASURBVF3+mtx5T8zna9uArLVY7F9Mn7L9faTpY1cYK1K0xat0h65mVGzAfPZse2AQqkxMmKo36hpt93W/s6IiWJdv/A4w4qPwBp8GUMBVzV/zGWEYXhqA/koNc1XvWQamXJWJTsev5PMluZbeZtNAWkySoJGVHU6+aS3ro+myFyJTf88tagqomtl+wC7QNpTV7BgfWvsEJO/TmR6wUD67XKY9G6a2Ke+IAcyItudbjLe/7T7+fSPMEyP0RuRiFGVqXtaihgdTn9/kM5HDkfyl9UT0BI63v7mcOv/YgDZ/uYCA83kTElrsLSQqudm3ANTiBR4AZ8R9iIVn2t59x86o8ZvQw4g5uOSlI7aQXO4XpD8yhTpBHeWrQMslj7uv3brI9TfNZy8JWszU0ngKhx9OReQCQEckIDMciYOWg+ajzquktyMz7Q8AdhHqaqCSg01ebYocAMrVbnM9L+pCiiRcrThiJAn3wHVhJvVU6LRulHfHonZX2W8aoohq68tfGIIQASB06qvd5iltN4n3dAFJElZ13adjCodbHvvALYzGgE2wQmyhp3xCSLqmXSycNh+aH7Y3wN/JzksRAJUJ8bDt2Ez6IFrBpZpwcPmOSWpe63DAaiJ14LRPEZHJoR2fDjPRPDSMMQHwsLHgO3XTWGZXUD3kywONbEFksaelRC0AGDtbdQXN6vVFKmodm/YXkART9776VGzElROZP87+DWD95WINOZ8NNR12Dp8EkoqB+qu5WidkjevMBqztdj+Usi6e2pK6Lb9MLY3eXP/8829yvc6ahMwiERKROBKKWExF0rk2HX0AzorzEgGI4n7RIVSvvc3Fbuf9vaJJtO4C/AgZsg6e77HaFF3R3ECFbbpo2wCYJkJ6QuLN8y1mNFQBAF8EA7ScHv84Ws4+UbSirKmfHK92b+KbT0Y1+iETALU6F3Xfst97m1jET/028W81pw07bQY13DxaVD1rGp7H83gez+N5PI/n8TuNRxhpL45J8k6BrYrxk0q6+ApAbYQidSBlVSQhh0tSzXz6YOkAl4M+wV9ausugrUyH/lIBMp2rJQlUc1eyG5OozKRF0yFwoOUspl1/Aa9olby7pAKQ7t9d2uQL0krB7XDcqggJqnBIVBzAwVpnvZaXVybBv/WpEhFuhv0StsVehwPcdlGySaS60HzvMd+aDrQsRAzcA9AOAERStYb/FHdGPQFbNdDSXcY6QZWsWEiukoUqlTmyRGLfo/jWx6vEueq6MDQn9RY1fqK9paFXg4SwbobVvUznYrnaZeJOJ6huK3qaTqSVJAKIEhbpHei2e3LaJ5qp4SZrZPJAw4durpts07CVGUwSaoaWh+6aam9Ke5tp7S90fElalcX3u1Sycxg9PDMwJaF13wkmMFGuhhXt5Otle6JOUl58rYfXxoHLZGt6tTvloI15RRLo9p0OV14z9xhiR+sAoHwe0pDqHoyWqEgvh437e6WGUCerXQNGmbqCxy9dgLpYHeHRc7Q693YOntOv+68vk/jV6QNXtakYk3WBvZh/Lq2fcy6ahMY4pDj6jr79xCceKz+ZJY4eKl1XScuiRsAYuWi7YCsejfiRauewamWYMJX926c0w471siN72IjRD/UHwna0pSWxOhFyn//j4/zjrLLAxBBvyMY4uonXACK4mxRN98AtY9B0F7oHgE/vJd94AZnddSyBJUVJxuKcH6rLGDsH/sCnMlWoGkLllJgE+hQRckZUhZl5fGjYrEZOSXpUZqCSqS60nCwdNSlJounWZyoAlO/B/ScfXxX3izKRdybPREDIjUlcFcbwlp8YamCaCYGpKiJT4BWDaIpdrRNAMJjGmgFI6L3gV8HwmPJH4gYyxeoahTeJrOGJeb7dSm6fjBeJrhK7G6WiIa7BwW19dL4+AJA01PbeuZKk3YFKHsdhg9wXtfEJrJx1xxJH2Yr/29a/ZvWOGFA5FbVavPEFl6n43MfAVGGG27LbU6d8+TUeTdhxObU7JHb2uLKy/XptTPg7y7tsbuTePX60pF90gQHER1fJa2BwmtM60vqbT9KzDo/kWo/PFNF8S1p4mQGYRGG20AeJtJimIZ2vx3zi+bZ++7dQ1ek+fPVLOryw0NeLL8GBp2vtLuD50J+N+0XfnyuRzEUVBCyO1L7P2gWqCuF0XkISFu4Dk2X3fx8X1WHhJN7a7xm02yD6738T/vn/+R6PHLHCdEjy5aG76gDg2PXHdHgBMW1tQi+cEiCKoqRmibnftdoDi/RCAYBJUO6rNcu3v4aSkBt/i5qaOesWqrxej6WRvHDe44my1nT3Ww/hte74cdabXHPlyJJrKGqL6lxOV33shJJoYJqLum4riM9wtqgxIVd0n/2EhcKHqcrmeIY/+VbWDIWbrDeIZliynYsyQWgggigByJMBi8fU7vZHk5ULPbXXuRZaZszF4hC8ZeN4YADuF5KE0DWZJHGT6pgipqe4chZ7SNDYr7ZSBTNpCaah0TA5RXbx33ZRjgnuFmtaTknzE4T29O1fhu5MLm6S5P08qtk2xaUpavEVAwDn/vLt9YMrry46n8P1r3cO3jBXU2PUJgmshkzdkFJrbJcMLrGWhqyX0Low7d+r33VYO5SfDPL7qmi3+qJjyYNWWk58vrb7j1C1PFE/kve/Ssbxla94LESLY8sZj+OOJQ/AN/9K/tf/llLPFy/ieKnH17yc45og03qxpjaMuQEzACBy0+JQzaDQ6XS0ZadxBtzO+n4qrqZo3ej1QwKTAZHJ0KJ7fWxFVCY3N/pf8e7EeXj3ly8+XAJo6cYS4Dehd21jhwrUwsRUl/YCBmg5QTU8oOu5v/l27+NRD1/UfvA7k5bZek/rFuuOjSQorXBdDA7ohJevpXUePY7V688715coEqq2R6+G0f2crvZ1g3SFDR1HT403bT5bgLSSVqqZlpnyhP7TRUNabt+cfmWxbyhJU4vDMowueWmUd0LTpqwq5hL6x/mWRamues9PBt99n37zf7cafuibxRRbDV9AvEHoP91trgRxlQjmXbWT3H0fvv8bx/nHNbHCJDUJZGvMT74Ngyryictk6TDabMqVUxNc7osOwP/yfw6/OVJI1PWUem+W+XNEIibR4shpiIA3HOHbIbcyhmSSOgaIL9L+ayXUqe2gnMYRR78ZtsNpTtRNlGC9Np4mFjPJrsCRG9u5eYrau/sCQJhOuQJghhA5V9x/htmP3tYE+AtQqAVz+9/fPZL6PbcnnsfzeB7P43k8j+fxO41H2ROhz8e3gdByB0rW/tLLv1M1Vkj/RRhJCPaTf5jOH1iLArRMevHm1pKlPvR0XjSGfffERbA3o+Rq1ckbakXtqhMCQr4DAFOm+7ZMS4PXYSyNoAhTPl/D1GTAJ/LmdfwXv+z+/X/05Wp6XFWjjkIBcjVXGwGtmL9l/5ihrostW/Wle2eqqc3h4j6tLY5B1ug+02QlMXtGw7laZApWPMPJk1rwBBqsknwXv1jUkhGmWhSHyG9Grmp9aCwaP6xgxcvycZkbyaouKJPvTamWy/mHuX/x6cETDrGxIHNVv6xFcS7qC9suEIOSUGBcdoFWiqKzaOqqHauGcS+pcOG4pKOzaxz06fszh88s42vflzjc0zlCIkjxolF9TL04Sfn+qTqbSbI1nMIrolSzSSpgEFdH1zE1eD6h+FaMqJpECQBkv28DAN9e/TGOP4uOfGdsrDQmBM1Y3ROO/PNqivYX1F95jcQtFSZper/nOoMd5/cWXd7PBgaBTM3alstppCZNIPbQ07G1frs2xXbLMEJ40Ytv8XO1IEG7RACxaHdB40tayWm6biUbJEoSgLm2M26GTDvHbz/5I/rH/9Q4VA6naudiXtjc+mCBKTmq1Uyt4XruFzXDiUEQJgj3Eoeyx4p9NcjvXSbb0hofFUWbAdKaucar0D86Cc1n0ZA7vLcZxUbKqhnrMVvXWku0OFMyGDGYNfQNmdq9wKpYdJntu0936W34IS3SVzXqenf00TI1wK4zAacbcAjNawPvI7TID0k9kYXjfnsC5h5m4hQeAceI2UNB/T/yilpBqAYxtf6yrD4zXiuzenj5uYzZ4qCXb13H571Cmu8js0o/V13UeiHvey7q6ZGSJMQ6oWQpMy1TMOV8T3UJ+fbzoz+PX7z74t/GSrZ1pp9Qg7M9vl7+RvCCU6OyEjiQMKoi2L5vy2JfL74EMS1naHEt89byAwDmmXuX0ldrKU3nolRQFESVCVOx8oRpjn7xb/HXPwWA2sBfD2JrN1CEfvPIWOgfYKPeR9BCphr6/ZnHTK6/tRC9PiFawCFxaKEbtSEgN2MnTB9M6RwAn5SqEV3yTuMyML09hKJY1MZAfie79laIAoMf9QPNGjUS6z3jHkZ/2Ifd9kSAxnxnIaFkMtM0UM2BQxAW9sBoG5h4ugkff6Xf/xos1I90eEHvzxdXPwXA59vh+IanG96j9dLf/4X8+f84APLyS7AgBHCwOGoa2nzK4Xz8ytNdAEjXG1DVOiaYan/hle3yRHXkXen/3ztKAuHEIKp+m2ryHgTRVTSab6kuaFJkkJmGwzovK0ICwHsvdQBy+206Mfy+2fidoW8HD8C0ZdcSUz4NIcFA+RTrErX067Xv55vPP5xhX/Bs/VgMVe0m6/2i13PFOpN6t5eBIASUyETo6mRmXRd6yEVkUrMkXI5foHx6/sm0o0pLA2U2D0jqrGM4yVsLQkIt1h/bEgEKGGpxaQgBlE+cxl3vSoQSkKsWJSIkDsVsWqxqBRqyNAn1QlRzF9uzR8u5+QMBd8a25Ju9QcuEkIIWh7JZszapMAMQeZg9DVi0BcGtoYgNuSqnnXkNwJflu5/iyriDFuhq/SrtBzUtOlAoBNEHE50Wyi3yVKZrI47T9e7nW+j8gOuaSgpa33fGuZon/3WNJ+jiAI/2FucxA13X9bvujPtF/4/f3EXhqy5EoUNkD6VLMiSh4XBsb51lcrw3T9cWXah/Nold7I3Y54hEe+nGv/0r/It/RswU0uHq9fjqa48R0uHKsQ0qPZkOwtUwV/SBsDbseKWhexzuLqTktOgP54efW62RvAEQoSo8J3bt+zU44JZl5XayxLY88oI+HuXVL6c3f+yn3RHv/q7y2n41I3PuONSsLp641n4LYDMJ7yaYAvjVJEGrWXtafdFZLU73ObBTFjTwoRZDgRMPGR1Rx6EtvBa1ONv0meAAgIGygjlR+y2ImPIpSBAOHh7bcPsIDMdlBnZCvGF7DVezU+X4ec6lO9pcp+U2y0M/VatVq6KaTYAVOybubebzByN2XjUvZ/WpL6QyvrQ0Wnfx+fF3ZC9xsthTySYBEmozwcCT5zZjoXusWhMBcMg6ldk4QBi219YFSnep3ZFs5UCE9LjF5uHUpg32U9eEaF/RLmpLbRHES35i0XD7PX8AWLwZAWIjdl47fCfDgtA1JDwaFxUAUmrn32yZ6s2epdNAvxp+BrhAhKpaWzobRMaHjHhqwgs/W+tTAKK0bYNv6t52hXCI7GIv1341fzutneJHy5HWHnI+78rVIDOTCNVUH6R+j0oCLLc8CohjnKqJJ8cSItsY6AUm1GLcl+7y/os/yS//weM+UFFcJJbYt67hXqVh+fmfTX/2nzcqA1DBGwY1V3NHYtLM+Wyxo+Vh0a3dYWNTCOE+7yPsXw3yxShwW3M1B1rDFFapFuHA0307QWWi9SUk042l0bqDhWYxfUpKxacPNF6izLycTaJxMIDQTqXFwaVqFpJJOiOaz0dytHVzJUS52l3cebRA5B5XNSShLwYBWsgCmVI+NZgosXFgz5sOyX1cZmioV7Ozmu/mP/34usDUm6zm+y1Jrvy6mStTP0QiIhGUah7z4ZUGQ+xgALICYYRi33Jcl3j+EFhaBICWKGnU0prHi3rH1NIA1bZml1TiyGsos3RP7OP8HgBrGqshrJWMhiUmduM9gNOiaiZMnu7RhX/N3tvt2JJkaULf+jFz973j55z8qcqqrurqmi5NN8xIzCAx9B2CJ0DiltdA4gF4Ah6AC264BokLhBAXcAFCAroZiW6Y6e6qrq7qzKw8J0/87L3d3GwtLpa5R2QeD1QPEHaRijwR4eHb3N3c1re+HyqELBFNnsEZwH7fFWjHz9vh7fe+uZBjlZ4CALE5Hhpy+DQ8m2UmFL0uze9k5+I66I4PZEjP9lsBaThgTqNis6CIpUGZmHvPWDkYTP3e+Pj4h8T//ItjlG6RghGuaLHL3GyGiyZzzyNHNn0Ul/0FUE6WD0zYpzB/8Qv/s/8I4cfFilbk4et29Xk0YptDEGa6+VRtUo4HPCI3B2p8ecRacGOPyClMwiBgVN76rMDTtgCrOcc6ddg29tt00PxA1nbfK42k212zwyqYOxtXFMr9GMQd0vAaQv+4LWsXghKAm2F/O/tTvh+0rQLOAcyxA+7BOqIRTNDxkjjrrQ5uhVr18UD1MtUdSScBg13igHhOBm+V58c4CLEAGNvSKRRuYE0s0Azu+bQADkrLx9WcdbMEzwcQV7AZqvlBGSv5NECvKqNf/yhWpNBLt7XCigSK/UeL2IcrtBJwmngVgjwnTT4Lm47zXPqOFgRw1vjiJQCy6wPBLd80xyDECgpmErrj9UAYudBydkl1uBHYpzj7eINWyB3WLB/OL4QbP/zwn3z4yU+/B4rQd/mDzb2atyUAkqfz/N5v7cwN/McWESE5NkVcHoPeQcvleTp8X4LcInkYFkHwfVH1fHXjOzcPexi0qxCCnxyE33hmtx1DB1BFn0oLN5fk+dA/jmSsrE+8chpex+t4Ha/jdbyO1/F7jqfCgh/f3Vy+jl3kcPy0QLNgbnappixZNAjAkQ8UFc+ktEXLUCshdKHysFtPmLu7g6iBxavAyKoQk9sIOGuFQnIZMwDIiGByeo2IuczdCvTNPosWpVlkFG1pKC12oE5GMjIFYlEiy2dzAHUDK80PZEaxNdvrzAGob/9Ihtz9hSKfE+Dzh04MzgeqF4CpVVouUz6QVxCC3CCrkUsUf3uTgw8LRnEDYJQ4jJCjCGLJB+9uHLg0n/IBoS8CGFjcP8wWvajSrDQfP5of1+HkaQBJdFjD1ScceRMzMASE5f1kPOI64QacGq1GkaFn2Tn/mfM7uTV3TleDUlrT36NJT+XkzFTOdLkPLCpiWiSNcAg9oU3ywsY8nd/Jw9ey+sA4CwMyXFVHoI6l91xd1oLhoVhpnsU2lxIG0PZVcwuE3AjcjSAj1iiYDWGzyExAJobkHBZRxFFpBcIc1pO7yhsiv+Y15yYAKrcGQm9FFzj0O01Qd6KoLKnMcAtvU2bdbXvb2st3YG4eFstEOC12qR7Qejh3NUMWE8Yx5QHs5pIOADQf0MuyHRC1mW8dGVdQLXb8tFAui83N1+ZoKrMJo5krKkLQ0Xxhnsbbp6C4PSRDqCeNYcUY+jVbL6V1/C/QWhemTToRy1FzjHog3m97x/DQi0puDiTdvPCAXsXGzR+EocW6vbfQkwPpS4SYx+GtD2PuuBEcIBmr+dLc+QAPSNm2CwGgOS3xDDoDuc2Lit7zjrkTWZN3v9qcQ/sJhyAoHXqwGWs3l1yFCc4S1meX5nAk0VBb7M2L0flDv/eYWTIk5+HYMzOZXcfqUOK5OhEaIMxmyMzi1pw7weiF9gEtF7rcAQCxDBngzizZfA+fow5mcEu49Nr6mUL1yQPqe5O/2LmarCh9tK2oVSrnrgli7aj7ciFRDZfG8ujLWU7vIwIKbn7aE0sDsWjn9SQ3bhmhS0bXHFSOlX2DYfpH6Dwke+M7x3eix+kz936bAUjDzRbh+/xybW5LugIGtOYPz82F0PZ6Q8CahAc4uFkXLxng3tsZBCRRi8WJIGPuuA5xc/jaFTs943w8PcMP+c27/DmA68xiJbNRK4NbHQ4OfKhalzYpT0rj5YN8+Ht/vKPDlaeD6zC/+SlxTpcPnvZTCgFM7//2+Mv/FQCNB9fRDm9BTKw2XsOtkirh3LxaT9QVJgYKJCL7HCDWSvoCwIxz9Xfn2hzRgZ+rx9srC43lwZGpVWqPo1uYnFueAl9dDC1dJ6ZAdJcXZp9P30h5FgjGQtZAbMORrKI8Ujl7npzV08Tzo6chYhGm3v3SSBDePzjhJvO5+mJemn2Y24dLFSJmTCqReOnuh8THFGyAizK7jlloELriAgDELem1Yvlo5aflfDW/e1JFs1I5B4A58xgbMnHT5QLW0SrVGZbhRsspOATUFmrFxuvBdt5beaVS2rruZ7Kz0QISQsoHasWn206eWKG2DinnCcDYfRX3oS9LU+iSI2ijUw3c1CqIlTkLD4LmHqnWYXwmoadd9wEA5pc6l9T3RgCYaDEkdgBncyEUG56ZRzRhjs849GhA2BoQoLubHgefP/QI1noBK1jFn0IOK7g0B0/x7oyTD4WVrCS+IZEDy1509dL8lx8KgEGJQMfEYU1xTDwpH5SonJ4IlW1BK07Xjt5Rn13AXQi6Sxiyv/rfTv/lf6Zj5qR8vEl/9KeUx6thaodPXLPno+uhoTtzONC8x9BPSsLkwMmkOVuz3ePflRBjd9JAbLx6OjlvJABazON/i1kwVZ2ICImJeyth99quCYrNg8QQmwwgxMa+rLvKWJdjAXH3MJiM7W9QSd5d9vW6//C48MzRAYnzD7nafamTSnyKTgOMjHV4Zgppd7A3graym6LpxPWzf9R1ucFVbAvND44BAMKYAYjGX7iXuiQuZ5/vnfWoY9A8SUbetUBh9unWVqVi/NuleaVRiM7VBrcsDMKBFp4f+5tYx7CFVmvOEq/23R0tPX4jv/pzaIIZacIwbfue7/5cX1efEsNXg87trGiPKucrG3RiB2rxXBySDvFL0WY6LXaB5URMVKqXZhf7dK528etTaXE/nOq+PU/6i//u8Nu3fLzxpVDK8UHAHKpLno4uKdzNwzajsxojS7Y/8sXGGxuudo8fVd+lehJqhgezLb06zj/kxNv/WneDDndqZyyRS/LtvDM5FfxNTZHf2bxtuTYAImAobu/oaHeeED/lngOs6+J54KfjP20aDoknpZ4K0yPSz7CqbvLwuyEN7fgpmIrRZXiDH7zBmjoPAOaTUJtuAUBH24sdmj/5+emP/mxzTg3iVTWHIYuaoTgmdi73nTuKvt+x6dbBQeUQptL2LWI+w+NPriTuswaO7WdiUpinEQCYHalHwRLL4zch0NCVGzhIAvH7x30b6burn1yGgYkO3Pr6Gz7/xA64KOsjWqFWXIeIFgUVcotphNvkNkmesAPDkDV5+Po6uAuSP78+PhzHjdoaG5pY3QZ2WA2CT5gKRMdaCafqi9n8HU+QPixN7/RtrLDotA/zaGianYFRRFhlzJfmELheC2GghnB9jmsRj/SeQ34xj21sPMDNnJgzP0EXLNkcnA8r8wtOnYsQFRjrEElkL9VzfbsQdgWyxhMQR2kIRzjCNvfI0BWiUjuZi7Y68gWO9NwsHsVBiYFDXgtQqpufRD8HYlqNTJyv+mmwhq/Uiyc/XnuQT9Hb5yBeKEeSNa8fetlqpShxVmewTVageyxdZTqkbmTCoEGpGkrzx8USU2nBFlhlCDpeTT30i+YHqvOhnIL9bo936e4fgD/53vH5T//F8T/+T9FqcKOsVyE255v70lqDnS08jaOMPiY+otskL+YTu1INwchu5tAPc/vZ0RHc0hgdlYm3i4EZrUK53wCtxq0I7ya+y3CjXokq7REtx8evbr/5K2D1+g1/sHzopFfA87EHExNX0jBOwLNbcVJy4LinGwLw42NKQ2rmG2UySG1vR9lkJhEIFL/PxIE4BoYRMJsy5b2TB1Hc5JXz5r5Mw7HTgcPgZAtyi99wszUGybbnolrZYzsZySMGBSUBRTle50M+AnDJh4Fjp3KqUppCbkm7A4dMn24HEcK5WpUdqwAvF4SxgaqnA1j7JoN4Z6FauYTxWNnhbXPMrTvQtD3/pWuaj5gdDMqNc4YVZwB1nUshXGe+DhmXQdmU+ZAgrPG4xia1ln0kw//pf+B/+Iftu6YpfZ6t1pUOuUnDttENyJ0gyRY77W5pHefq15m3aIHgCz8ng3ckY0MvOiZk1BZ09N3Q6ufL+7/96PDq7VM8gtRFK+e0nLYP3IGQtnpjr5u2Cm0IIRI4qGwAwMuzwK1XTsPreB2v43W8jtfxOn6v8bR327jZW5yoHd7Gdm1OVz2ZECSEcb6jyx2XR7Tiww1aaW9+gmpyet9uf8SXe97rjA6/+1fHX//vUPXcgRphGdb2rbCGu5zlidwc2CQf4dBA47UCMFwJ7zYu39HxVw+tWWvuTCB0FsBV5vBAPOgoVLgtrgM0u00AXHMlDYvZS/Us9Lu0D0Je2Xm83PX2YTgMhrNbmmCV5/tQhLpkcvdaApii8hi5rq6J6uJa+fTtxwc3lvP0WRncHM384WTNmsMjB3L7MSYsRoAEJlRNtFm0YBw4iBPKsMcoobZ8YvcRBhZ71TEfejLycFzFf2icGSjmmak5zpDEREmjSA3Pht229Lg83NT75zF0nsbGOX4l4PG+P3Uj7tZ3YaIcIenbPny/WiemtnTfVtZoi/aKM1Lg8kGFnRghdohqGE+eBwE++77XLY7sV6uPxWJ+qh4c74a0iLpcodPIgzZ97CT/hl5dNAup0eUFWR6VMwXWmqdo0G59qmbdopaA2p4Y10SemBo8MDaAS7Pd2Kfm/mGuYfSmjObczFVoFB6UMlO6fMDS7XVBjFI9TVTOlqc53+Qr1ChoWP3Nf/Px8flv/3z5r/9zShnMxJL+8B/T4Zo0y+HNlCeXbNNtgUQq9Famv7vUxNQMZ4awhvyy7cFUv1vkV6fw3x3wRGvYJBKRWioh8Y91aK3g+zO+XIoQOXj35rHrz5fPfxH3Q7GnFuHSeng6am8TGLy0RdY4H6zpVqW5w799IdMIQFqfU0UHG5goYI+4bYKlFA3Q7QQ2SSe6JHL32E7L5ClXjgAAIABJREFUhZg5EJda4lnwNZ89ylwzMPebqrpT624ZdVVCNdsLggPY2rE90tJg1cNif8zhUdjZPACYr5a1MdFz5nSzrw7k5hoQ28NQp2uw+OURLKSzl0toPcAswwTAW+t26ZI96Fahx26Lf/WvtC4DQJrAsnv8RaYLDcKkbgBXcLWeeRfI5dK8GgIG22A8ABsMGXSfUvaz7OTv/6XaVxynKmn74AA60sPqklizrqouAA4o08NiAfOcq+1H2REmpSAlBDJXPMV9vuGL5h0C6ZJLn+JbYDBBlJp7af4+fwL83fcOXyC/XKZRGBWGKjQIgb03KWKpie4MU8CxJNTS+srxbhBJQvTcieBZ9oQ7RZvZvVs1TLcAHhZ7KBbpZE3omgoAsub373D7A6oXm27vaDRgur16KC2n292M1/mzP374g3/eHOdqkWQP9K5nWk6RhUqtBt7u0kVol+bNPAmJU3N/KdIewFu6/GxYXJRqecr+ApwJLHOLlEjldGPuc/VJWZkyQ1u58eppvOYG4jcvOMzbcCx5WGfNNng87Ds8TWhLPHib95Rr9nxw4sUwN4tF6v3w+e7xQ+iYmJgwGjd2ZQ5vg7BVicscVtDV+g7vmFi90tJjx2m58OM3eIYc9pOX9JhvgvAYFFFZGXyLIUvvPgjMmScmAsg7sM9r/O6yT3UCAM/Hbpa+OhFRLd1/gbPpIVJZ+VlT7SDOl3sqDyw5h84HQCv7SwMPj/kGgDsySHRsHtAyqrkQ4CBQJjg64Faar36ovf8nRPWF2+ebgnSqk3JiCnkSE9SrwqZ6jibr1jILObizkq9+L8QIEuILHuQg7hyX6Lit9GGsgY2x1hxTZ9JtSYzPz3fU/ZfiwPRvfjZtvyJWEKEn1sMIAPSNcvBCWB8Xg45lcSYrHE0raXWfc0M//7faf/ifREhjYnpfrRk2r5csJE6AN8NV5tI8+q9fjAh7byonWBf9yh7h6TNdfjb0ix5a3I9ngNYlLL61OS4AEKbSvK+ke/WEfvM3+rtbECtxZul5H4GTa7cM3/gl22/1vxt9dE7VQdc7XVcAi3nEsozKCPsBNxDPDYMQbWkmokcBzY9Af9w2NN6JqCzXl292jw9gowQieqluYCF3utwDkNiPhsYSGFoFMKXxybCZGK1kpo+7c9SK3H/VIwwiz2JZkKbG+WGB+zgpFfOch63fJEyZqZqvHuFBaCjfPzQAYL76wbc/+zNfBefKT7f0ljQSnRoAm1HB81ds2GZkod2ud14eByygjFbT/OiSNI3x8o5jXif2MGYAAEzKcb2E6Fz9tHiDN8P8wtLAeaTx4LV6uXQqgzVOOSgOroMHa8TN0xgZwpE0C6tvw6iQ6Ha6+mXee604HhZTJiMkRqyOSr05ESv8x45nz/tQMHNVZL7VPb4K4SZLc1/CroN9rm7dQ4WYgi0RRXq3G2CmzV8LgDtKM2GyZyvDa3vidbyO1/E6XsfreB2/1/hOe6KBMdwIDFYr52YQQmZ6M0robY6JvTFf7mg5OYD73+Fww+cPtzq6JL7/MOYrlPp9ZiwAIH/5/xz/9f8MTTfXn9l4DWJPE2ovx+Nn7miU6iHBCojwGBEsAaq7kbceJfbReGfjb5ZMFe6jLcYE5cSEQ+LkUKaBnZYLlbNLumZ1GeEN0BmJNJdqgDpw/wLBXr/99cgOtw5PhYFo8KoAaHZi0FTTIUhPnRdjMHg4yIzKzT3t7TgJuBYL0+tLA+APpTvkBF02C83VhREAyah0qVYN51ozU5YxDdNiziPNxx9+PP9STtfv/jXVy0bcc8lgdU08XIefbuTlqObZZRASGGAwo+XCQIqGUQAqHw0jPtHgDjNvDqEsOszVL82EWpYnvJfR98wVLNMtpttlDc3qGTx79QQTJqFzc3lmKRZaCXMXojCQrr6CQMSDsAOpXaKLcdCMZh2l/2h8RucvRgTdKWAVAzXSBrScTosJiBTuiOaYEGUioRVwssrlfFhO4wssWgBdfMUKqxL5nI7IfjwtHmaG3YgQnQ7pjmg0bP7Wu1TL6vj61K+4OUYVWlpzZFFhTUoDNX78Jiy6wwvyajiSG9guMhXzYl0PvD9+/Zf5f/wvhpTpcE0stz/+OcILbzh6vsJizuLjzSi0WPcaB/DVhZRFmESuqkEzhMn27D4/WP5tzaGSQAWjBaF1a8xFrRkqh63g2QL65vYd5OPjcffm51/d/LGsNxjQ+efe/HJx9xoE4eYGlCCrM4WGAoEbN18YeHfe7x98fa6yLBvGFH1eRrs0F6LEQkRZJnYs5qO+jeOHmzKC5mwOwXz4bO/w5AFrAbCKxCutW0OK0lYxXltVGI0zAaU406bzNEDnPSJkS9P9258DT3h1EzdHnVsWEqYsRETZCy2FyuPEGoLPDHg60PwQskwAu+KM4f2vbv/qf6DxSHkkEdfhidP3Xd07AiNcWZCxtIZCzYmoLbtd77MezkjcfAjKPHFcArEyAWBFWyD5mJjnB9dMS1XRKefmSOzR552rJ98HmMtf/8vl9GXPqcoj5REAiXQnzfFAmillACiPzkqyeKrbZ+zWw63obu8G/hmdEYx0W80ZeXUcrgwKyalFlN2THpt7dCIxelt8D90XwlVm6c0aPC2ea4RydySLpMAevNdf39Ran383VMvttB32adOQy73Od2D1fAjrLpAKrIIykyQSQmleTPPNTy7N+VNkJgMmLDVcTvMVAN2zSQZgP/qT9o/+nU76TWN0y7r3g0MIhfK1GuCzRZMPT87/QFgOUyu0t+4A+IQvXxwj5QGR0xjdxHhhC4HmE0Q9TZ5GKieaH4JBPTDDWxY4a2m+a7oHwMbbNh1cNJz8QUx1RiuEHL2ugIJTeUyA65CA7sCIcHG2MFId9hBscxRoIizWd2lvRtncMwFUcBChhaBMAoMSiIt1V1FZs6Fpz+fZ8+H06S8CqKcQeeu4+QYCSEzLSmW4NLvE65llFC2UYzLnEK3x3ku9zgefndg1b9l3h0SDhtg9bnXKjI7WurlxzBjH4xdcE1HaQ7DT+R0/fH0Mwzti14GJNY0glFVSEFqek1FzBiDkABbLoMwMMzAB+lLv6Qqs7kjtInFxrToxS87WplFhFawb3QfenLRx7iA2wae8DLen407KJQBn6Q4fVuN+5lVDJUxXmTYRv7kDlJhshQHjZZ4YAHZvHvX646GG8J3q7JTChbCRBIYMqB0/baThkcqXez69BwAdp/I4ASAOHfLu0tZ+/Cfpn/37fe221tfl8RqsH/S6GYRRLi3eglPiSQnorQomXCVerYKJ9y7uTaYfHpTCvxZ93fx+LjARSCI9/Cka2w3eCmUAGZWs7nqcH6h9kh3eiLv0v5sErIqJp7Qaeoop7385+l8RWPCCI+Tnk05jWpdm9/5bmNxjcuI4zZGZzB2OuppPCCOyKzWMxPdGI/VOzheDjEKRrRrmleKrDbNVEDbzAx9yQw8dDUC+2Q6wLK0cT19FS7e7I1u9pGtNHEyju2JZqHJGzjpc+erP2DNgD2/jHTO77Ksnrn/gf/wvLA0ATEfz5+2J7/xkWa1dt3/ndQMK4Fyt7QWXzNVPiymTJL1UmzTmGZ0YUU4+XJFbV5xJnik3dzGcqx0Tn6uHMO0l5ZP+6b+rP/q8N7PWQE5/LgfdNOTxNavlCWv4znYjtb1l00FftinKg1iHp9A4fldZ/aTFlR5dROssefS5tmfnu8McH+bWOmPNc+h2gHjvE/UlZs39Dg2wisCBJS4U97bgmZ8cIZ8FVg3Xdbgp5miemWosMa0KZ0ePoBWm23IHYKoXefi6vv1DAJ7G95eGrmn2Y7re5crRcsa2SwDPPAkh5ka8wpHdQOrERLj0npOVFqkCrPmtr6wi362JJIfBeGLU7shBzZHJnGhuDj0SUVYUg+uR1pBiAapTMW+LNfeXkIZ3OGQb2Al0tc78OA606aZ0vPGVxePrDEQTkYkXJ+cJjvOe9iZeIfGpq3kwObLQZpLPFCwYD3pVcQ6LoaFeaDnT2uVK5Tzc/8Plo5KlOU6LraJwIiSvbaWV9dJKiAo5P9tDwPzB/Hk7+aVhOsw8AuCo9cGJg1vHFawweAUYzouM4c/vgA4ZlztsbqbLmea6CyP1ERUJK3mwLTRIgu49Des566Wgt7h9XbKBF7X81RAeXKFVM0djzYyVcVmoVXBFq2Q9qJqsamhuWeP1k6VbwX//rEF3fICtVXJDYg8zAFuhF2UOFsWa/Y0I/ervgPUdyXvFHNxpmRFKQkkgjtWZCYMQXe6iXCOioGJ4Gnw4Vgor7p6jFmrP3R2h+NKuPgOrh392DOLmyOZgZCFSO9tTwhmAo50PKYevTjwUxXnfByJu/zWRHHjmYvT0GQ1AR6yeeeYTkOO7DtNx1/eN5odu50zc49eBC9Ky5jIwjebwBeZ+TILWAYkQhytTLNC7elcAt4+/yX4FySCegF7zEYNANqOtIUPMNlzFlh2tkreVo1GD4jCd3+0eP3bDEzUEdcA5UtO+/zHXCHWXTK1UMK1WJYMQEkalj5PPXZ4CXyp6VWrNT9XiUcpC9RmDJJ6mxLR4FqLkIFKBDb7ILhLAwwe9XqoL03xq6Oipx4swDhU/aehE1ra2731t5DPhOu2HAr2t7z+v7wCg5WwVVZXIhyvaaFKrtVRM8rjM3SBZaDGflK4zn6udd1AYAMDDN3gQP91HLjYPkz3euTXSTJowHuPgHp511uBGYZYfPjrEYbQlto9x9mtHGJ95vARzfz9Mu68PFruEjgSEj8BHgwlvBnGgrUzz78Uxhst+fB1LKNZ1frtAnQ75nI////NJXsfreB2v43W8jtfxOrbxBAnImpiZqXvcnqsTJZiPQny583wg0ju9Plcfx+ur6x8uhsEuIL7JvHJrUfa9lwBW17EYqvmkyEKXaot5tzhs1YMWAFRzcy/uYbI2V38zSiDbwUjYLUZpOQ/UnJTrRXkMXC6jwkFWs2RqhcwcmokrsRJofkhtcUkKjBF0CbvgYff0hYmJhKFMjDVEMdBmqyDFc3w1dbzBV70DraZ70173tTneXap3cV3v11TjKUUWXO83j8IKozZ3hD88jqi7k0CzS/I9v1XxejswrZEwaLUnYLFGeREpJjHzz2d3EO5ZkVapVWqL7m2ZuS0ZNeC4ODcKLYxbEu3cbzfUkiLAZkXpfbhauxV1bQrsFYuXOz699+HYnZGA+BVmZQTG0BnX4a+3EQLQPVO3Kv9F1ZysptFw0+Wi0X4i7k69Vqm2mDHfuv89T1k756aW3XqC4LfzN65Dj4wDaFnCELO73OgIICRtW40CHXy48ri7osRk3QOY4ZJ+R1cMiuflmDpDfTGUZpKu0TPx6LTYsniWnIkEYEImryBdBSO7pfTZ9BscBeQVwaoBUKorUzdqa4XcsowSJJhaMHVyDwzCWbySVRHdbf2Ze3kWUGmAu+AZTG0AQ2gFHwgcjnibtKcZAWIvQcySqC0ojwQguO7ACIzeg20jF9HT2KkDQLFYOgxhKORoL+g5Adh4CxHXoVu9aeb50RkQjcsdqEDjLEA40Js8aerI7WzEwHL4vugJgDl+d26JKdKYhMeJOQDkrjtd75CIniKvfP7g+aisFdw99SNBcf/8Hax0uYNmZYUZz4/TeE128ZSp1biXqJwBlMOnsjL5B2oBe/TcS2LyHSrbyHYtBjYQ16Q9cKD3mzYaSG+YYltOA94PBVxb0872PsB7ffsufXqVWQnNoeUBolROoTHxNHk+bOGIAERHqhcHshABxbBFIe6Ohz/4Z9/+wU+23KlNUyAUWsTNPqu70KJ7avWWVug52bHQnnkUIV5tbe3a6Npg43rBUjvF4ZmdXef2WUMr/X4br9Gq71HBquO+WGg447S3xTW+Lq35d+TNIaqnugp0V/n3d2DmZ30E93N1IpydAB+FslA+v7fxms+P8uHvLR8FSPkwHj8HQG7jfA+rxDqM14DPTqOyvLD0uKRoc2ShoA5cKeC2WZtVUgWKhQFtEEmkOa5ST+ojGWXKT5fuu2MZbs4uaO4YlmpBL2KIcG89EJSJxKEUmZDG8z0tc3/kIsXc2se4X4wkdJUZ6Biyg2kuPN93tXTc8QAkoxUww4xQhjSCqGPjbuK2+15h4JjYHDf5GQhnFd4AEMxJC7Q0f2iYdAgSg5s3OQ6Z2maiYNWOb1E/wgkf3+cv/xLPnMVcBx+uALTxEyPKqEKc2cB6XmFJBty9NAB0rmouTkPZu/vJGp8/gDURgZWW81NieECitVJbOjOgLbScwmceolSXbbGguoKK3x3t9sft5ou4TJsdfSNlQJmy0GJgstI81lYEyCYUTFLe7NzrPqcht/NQ7jrFLDg3tbgkaguf3vP5Q/dzlNRufvhkKd+M3EK2Z0N+XOy+7aVEIrwlVm39Kr8s49vYpXW7wATunAYgNqnNNeIAgEg0fem1GNtZcsLqmnypdq6+0Qk/myTotGESD4DKBcQ1X8VtI24uWfYg4InqDx7/zrWvSiFV1+n2vvrd3E0nm8shtcSkzFkPA+DBM6hl1oOTimpt+1YBzXxuRkAWZoJ8zHYEtv0cALKqcfO4QTMDKpnKidqyW04s+epxeJM30/5NLL1tuPvGoK+esdk6O69vgZ5euNtYBABN8NrZNt2xNIHZJVNYDkes6/onABR7yqNhYn5uNPi9Kwv7KX1wTgixJSvmZ6HGOm69j3Vyul8trIpkEVqsq+13m7oGag4Zb2A1lIp+yM07Qc0oBxtJ0iFgalulvBANfWyoDStn3+M0YM3+hRsF/TPu5/gmej5A3xxv02A93sVZq4yxO9zvPRHM/W7uLz+hSYyEs+dDNCVTLBPEWh7gtgw3GgVkq2BOOgJg4ofT/pOVmUbluDGebp4+HGAhVKBat63cRlStDQ6gAqeP12SA4NkLGoSVH74GMc+PvvpYPJlmrl05PNs0bCmXOH9wHbjsZWc4IpI73rlYuwybhjMcLQxPuSRBSN8u0LbheL7yvLYnXsfreB2v43W8jtfxe41nhRFRcz8IB8KDYpQPd+kWDcfptk23EVJeDLU5gEY0jNfUSjBIeX4cJVFbPE+7e7ZqXpoPQnBTXvP0NtfrqOCXkjVXVgDFea4WvYDmyCECXAkgH4/Hpd3PFtoHYQxCnWVti4p2C6ZIS7NK84ncLR8pPPICdg53lA+/2j3+RC2wowaFqANNk+Sr2ISGe/yGAC7WmT6tYTFjwtI8CZnzyXeKUfb69tu/7oi9Js9XlieKJgLgbs7amhP1oJHNakOZztUcCFK7QYrtIT1Xnzx+/qeZERlRALaqd6BG5cTzfe9ZsB6GIwC0StacyPMBrNF+Ava1ba7JDm/Dxsrd86qhjTPZ5IUdnJQ8tzcboBd+U1h/chdno3LuJVSdg8ZMxEIMsBBv22RlytIjXuJSlNZtBPtO+YVikcpj151ugWSiXM4gtvHW0yEiUnsx1FaanijMXMcowrLwuDs7RO3wtidnOhxQr7CaiZPyVkB1vMGjNOnSVCFECUhuEyNht17BdeZ1nvtcMNGkqEYRXvW4WKARp+qD5EwWHkeCLsHdlUnHqJza7Re0zJF1EhVPA4fXUWmuoAxy77Pd3G6AD3NT5pt8yK3wfEa9TNjPNBqUD8oANLzxAwB45t3ZH1viaE410rZ+c6uZ5AWA8OkggDmUNtf9Qm5o1TVHFhQBJMrzoxAPaYhENJccSIyz/vaFCstZu48tMdYUzWq+VHcaWwMR0JDhzXzj/QXIBICIhGmA8R68D+Jy+DTQozzcdGPWjvCvCEW3UOwPbFc3rMm0EUcHgLFz97CbwACupMtqIlmaH1JIkCgI49FajWZK5Uw5R1uqc4Stpj1zIQBoC9U5rnuPzIjAPPSzoi1HDavn1Sa8tEpWJS7TcLULx1TzalCOGtpvB4m+VXQoaI2honKOPmMgJwB8uKJyIirh+vVJfqG1BdsUfMAzSOgZUVeZFBhWYTk9W/Ga9Qty3JPaO+jkCYBVx/g5AAyfAt9pYX+/b2IRvGLbTMLNNdu4k7OYyH+WZ9dMbfFB1056999bD2gBg/V/L4/rDzSX1HF34unZeTy9wJr5Qbm/mJfZidDKlfYIPmESyQRk1HF55Psv/d1veDz64dbHazu8dRY+vfd84MdvNjL/8zG8+9urL/8vlNmvPg2HMh+OMAv3Rk8TtcWmW1ouKkZuA5BDOeYYrFCzELp4Puw2t756rL+5L0mI17y4xHRIPKmOzMXTpEStxPPv401X+OTeHK3moVc88/jxwfucWiVA0DG3xOyucdlUwv8OAMA6UFtlmRcwYAYyGOB2sJ04NWddPv8F1j70fbHzg1VTpoquU19K80Ep0o1D3SDcW1OTdic+YdLV0us7w2y8vIfVTRfU0dR8aA5JY8sHuHE5h16ogRv3+zUAWyYsjpfMaAFq4GY9J/DSnIEI7VzPn7KQELJkchuEOwXEDU0pxG+SX9Jo1PF2md7G15viLqTe5JaWWVlyZEmHIBaMcJVe2f4VAqCVfan9Zfz0nG+CHt8cILg7cgp1g8kEh1dvzgR21iBADOxgi7uCymm0lsue3tid5wdPIxF3gRyetstl5eqbexaewxjTLMIShSCs5ABYrNheZs+l+f/55emQJAkJ0ZRoUibCTRYlUDnRckY1nh+3CD6PRKLotYNr84H7tuPjod/8kv78v3drpImmI7/5AbVF7r+0fHwj6jpGuGvkzudVOfjJKHii9CekwVlddxDsD3N7d2lZqNmwXmJq1TfyfHMwted7wXAFbiv/pplnkebj7s0jhEnCpRER5VzBRhmEFvtVTfFANfOZbxZzn0MrIc0708iwvOTT8DcPljOacRZSrmG01wzhSbqGCnbKV2I873aHgiO6SF/v5yxCCMoe4nesNz/i/o8nOvZV+eAAiC/NB6HqgHf3dGUttt8BoeUs91/aeJvbkqIySIMPufXuNvhyB1aqM1ulcqJoeGn/o+TWLRHNdp9deXzHX/6/PEy+FOQ1yPv5dgddKNT/HejulturiwWad98pWHvz1TAlCOhUTYiUidOBVsucTSX0XDtgBklX52rNHHBv+1tC/sv/id9/RilTHrdwS2g/VU8HEAtL1+sSh2xVmYUYnMEUl+ClfGOgx65u+pRqKK2lcOix7vQs68lXo+asLM21xnuZCA3f2p6kM4Qk9dJ1T88m2TcvY1FfXe2F8NSidesks+i8P4uae1qD0vnd8O5v4eZ5ajc/KobmzoYsECFaQymV9Zxv5tvrq8//MdYeYex87fgpP37j+fB9uRQA4OHNz959/k+3MIV4IYUGus9nQiJAM9Y41ApWq0QKye4WeIbTPmni52+GP/5kIICJLtWmxPGHMhlgSpVKN/3lcoLbCEA0EgvhppKivpmwf3fq+7+Tceo3B9ZFP+p1zYuMFAHk7mSYGwtRcyPkTlliUqZqvui0d3iP999YzgPL9ZB93Lw+1NHZUlEEaKR39jecl+buiJDDWPt2Zp/FDm8jVB7BJNXsrNWjEcgRdOtpCCt7pa6DBeCk4Z8TY9dE3amLtRpIV9vmQ+LEfcNBET9vlepT3ryFhDreKxwKwH1CTDp9k+/+/mmJCUgmhyF8DoJtGHU3P8ZylIXCuzqClVuUcXudRQCz+UANYBBzN9gOW63uQh1fH5hOtce0AjgbGL2AoHzT3Eu+2ZscmtNVCEMNwg4izQRYXaBRpjRHNJ0jAqNPpiPIN6E4B6vsBfgOQn/0pt/5wjgox6P6YW4AhEboaO6F3zIoxF0IAaGDuyMQTo0A3yfLffJj+sW/DR2pXqguxgIgPOZtvCGrznppPs8GoDCYaAS+PrVztSw0iAgrO9qyKxgFgEiNHzpMSFveMa2chmY+KDEhnA8I9PwHAExCsLrbti8twkQit727XAc9NvrQg7D2tjk+Wec/xNLPrU3a1b6N9M+PGA5547JZNwfDZm69EdC2nvfzTJk4HyH832nHJAMAhzsIrdmkVml+7DYJ21q0+VJbnYghObH4cNWA6qjmvOZQfH+QoBY+v992sbyc2tXnAgu5bCBSEZPYJg9jbJhRWzwNFu4gyxmh/fto2HRrX/xJJKPacHwe1Rgp7Rs/o9MFWvV07NiJVQcicWMzAPzeOGa+yRxyQSEcE5MbvMEMrMKrEQHBSVVobj39vDYbE4VbnDI9vuCR3/6Nf6/85Kfhl7MlccR5dopJK730f3pOGa2SO6ymda9zvPv1ztHXjQITDEhMebXrCK5leuYxH3dP7jUrmTtS3GNEhHGPyVkNv75fDOIOogaA0QJvIiKA4yXJ9LQqCqlw3LRh25BRrBnN9vRWeeU0vI7X8Tpex+t4Ha/j9xrPbKQPn9y/+ZkQDfVE5TRYJfdlvD1X3/QOIcs8+DylLoyZGw1kM4+x/ajXkzLtBlZNyleJo2IDnv4rq9sdAC4nWs58uQ+qNrOSVZZsh7fOapx9yqW57+2YFba5r0yJJyxUq2um1k09ab6nNagm4nPo8YRQAEYvR0eUQi84Dd/d/OEwDFEehMShs9CXC1pNuKAWRQfcBgl9KW28fQCJEdDZxwd30BkJhJYy0NNTstAgjI75U3PPTNFCKk6nxUJFFSXm42JrTJ+PH/8F95hqzwdn5ctd+BQlri4ZDptuYTU6uEKhYdEtLug6PW0ud2VzfPnA918ya3IL/UiOGohV3Gy8jlZl9y7N42wdkskEnh/D1EwkJ6u76olgwHSMgdgleRpDqBZmS3hGX4jRPRZXTYGAnpOEP5oeFGgzZ3iIafG8ylwKAyJKpR5E4QiLJ9W1k+UGb5V1n9Jg7eq3f+46dLdXUU8HtOJpSuMNrepTrGmcTzCDV2o1DL+7T/nekwU8GRDFXAQWGtk83TkOPRlrazC5d/MiAfRZBfzxwRekD4cfjcq0PraZcb/Y0hyXVo2UWxa6Hbg5UrvQMgOHL+iB/MExWr4lW0IztusIeZ3lh8c+Ax+uKsa5AAAgAElEQVT/eV5nYxOGxSfaEC9bPzWx7h0AA9mkJOcP4Ua8ldS0nDZrPxBn4kxMy4nHWxDnwGndwmjLeV8vCoDLhe2yilxSZ4donlLu1WdAp8RUL76GVK2uvSVQVSoX2jNod+DeQznOBAbANMg4xJXqTXSr24eKcw52ETuaeSThxQR+fPdYGtubPwiBA5ezswRrRKxgPbfmUMZjsSw0NzcaIICsiKkklunSvO4cHi1Ny/R2c0zvH6lPAsJJeIutIqLQ0WyP6fY1Ab5X4t6VFnydiMJaDOEC5axcL1XGal6MB2Hvzo84pnguaLHV0ah5e6F9IKf3wx1TXRC2XaJUzgh/6E0Pydqz6KwifJ3HG1vjBcIvrv79jrqBCFdx46/Xjs8ftghNKo/PvxUtxRCjkXvEVtHKsjqcdgzsE9lPjhRY9aU9OXT1v7WHy2nXWz5Bvg7M9p3G5dOm4X6x02JZiNNB0W+7RF3PqkyL+SRElzt5+B2+/QevhW8+0XRwSfntTwHI/ZeeDnx6vxtPQL/6C/k//lsxG67fgAXMNF1tfmSuA5gtHyiNniaqMy2nbp1mJh9+C2ZPB9dhyIdds9hvZv/qsUbXc27OhFHS0ChxnpSMMF7/kMuJ2gLNrhlmrkO065yFkJ2IJL+UnnzgNi13mwH4c6Em3Ohyv/kVuiTUQq0OvW/kXWjHwm67XDACJnYnbkyl+WJ2Xjz6cJFIpoxqaIJJUUGAT0ob5ZGBCRQA1zFx+4juR/Wcv/274Ek9kfhCKZqBQAvd0T4E4Ka1hOYn8k5jtaVWPB102eNkjLfnww+EKYwFKWOzTxBCciJSdx9UqZxiS0GtUFucyFk2uo+naXf+5+MP2s2PutJ6beuOQiGdiuMcADCH3Th0fLpHuiZ2ADAvp48PDuDWTzmmMzinq11xcxj0DGbCsnhzEYu1iROTNIu29Pok1q9O+1y2evNF+JcD3St+Ix420mgwbR6mYd/LQIOI6GKeGKIjue2a0S6Gby8tLJwBMHm4g0dE6kAt/DO6YMwaLZd+JuXyZFQQOb97I/3ur6/+l/8qjPcTi3z+YxB/wtqOn/p47awgbmCyqt1hlwBYnjBeA2hgFzXH3LCbPfG42N3cqj2xOKPfv6UgxuT0wAh3ANbB9t4nCo/Rai+0V9pC1oXsFtmP8TxOt+SGlUhbzJt509u47qnRYh74bV2sGaLd8/H4LQ6Cwas3h1QQZSZYRWlNGO4kJCrmbotJFpTmWWq0ityTwdxBlO/4an/+uXdtwocjNrJhIEHl1KltYRnSpy+Tm6z/G4h3rb67aQDgrC1fCaxNt+QWDPRmSoR5bsoo5pPyKDQu99hUnbEfqhfX0XUYNCvtTL4+vhu/+sugX4yRKx0L5roqdnJVkBiYR34ykt+Ssp2VWmHfmf9vz/XX9yUxX2cmouYt6FNZDMgwiw303VyF+0bz61M1x6m0yJRfmgFIewcHgF/+hV8+wzASC6wRC1hIE6fsRK4jJEND4N1jstd9IXuEfbs18Lzb1XU81OC4eGIqzQtfBw9MAKTJ8dTeatUZZMhBshE+mkMUzdDYf5c/A37zveNX8FcXytKXqbjlgmFGBEevH6phbUnA3Lec9zjlxXxQep6u8MzcadXxmqOAa/MtyVSIomSh5Z6WMy0ntybXby1feZ7s8DZWczq8hVl9+5NdG2m++VTe/oBSdhbMZz++NR2iMwrWi0xExA61CsDGa2KhOvtw7fkQlreZUQywfcHuIPTpJNuViVsnVk8iksiAzgf3taeuHFFJBSMTIHhcDMCXdZ8IScuMJLDao2ljowOse4UWsv5IGQByIw37hC2ONkiCJ+ypA6zxw9eej5RGUSWSzH3re6kOeGuwuHUWJ2BUXiyubvcY6cySxdjbzu3PStZoOQVtCsTO7OlA9RLMHaqzp8nzBGKqxSeOcIqwTIkkYiI080X35sfqwO5EGi3PpZD7mIZFo4GO5miguXmhcVm8GoAhy6iMKGHlmYPyx0MZxTnYyM7UjKIlL5IXzpoRrUpz5/GYpS+vdTV3YuASJMYXcs9BRMslKC/0FH3O4YcN5dIsoj3iyEErMXcFZaEIN2rub186vmQAUclRWyBh6aFUL0Q8sba1igrCaZ9UoDUHsJgbEcAvlEPxut3SQzwAD3cs7qIaBfhiEOJGeeDaUyry5Kxk1TXTciF7wS/A3edLe/81H675eAPAzw90uOHzB5Ps0xjt/Er6UAxQw/HHwD/MzAh40mKRmnR/P35MfDPIRgXYyF/e+YO9PAqXhy3KayNFAjD3amjsu0jDhYezS0qH/icMgCSi1hzo6hIhYkCEq3nwK2ntKFfzyKAaXgjFulKWzMEYYKIIlHdAGLwev98FRO6IRZlXakUmivPejVUnYKAWjB9hChKYEs9RN2NMSmt12JmzjGA5PB1kFBKiQfZRvHUSKwGQnL1ClBUKKypMOFcLkzenA1i7D9ty2QqnLmr72KQacFXLRzB7uJZtKphOx+uxNP046DDJJqNwwIareHvtZjL9+Dr/4u0YdiyZDFYBp+VCtQXv24Yj1WJXBwKK4bQYgOb+g4MS9YvrjkvZp6F6uXh8SwSavC7gBsCtEQvFB2lELegXSu5Yzk/bIMnoVNY9PgnhmgocLhm2KPOBn+ahb6piXxV4VRSlK8vB12KL3N6O+jd75x/ULgIYFGF7vt5pEWTjHswbT0wtMuFW1EfgRJSF9Lvn/8ppeB2v43W8jtfxOl7H7zWeSS7dq2HUjkYfxAfhQOo2/beNN8xqVilfWSsA+PyBLvc03UJyyDrJ6q4kEiyYrr0VsPrxrecJrXJ5tHwEMGABuEHJjdqyxW9QW1BOidU1Rz/9JeXKw2K/fagR7gJgUGJgMRwTT4kG4UxG8ykMOKkVZxXJrsMUXgjU813uXsiyu+hBxtEBGXvO2+b9QLU4C8/3TszLCZcPIGbixApiiV1nWEGI7tpIA+hKdH9i8UYa8saKN48A3w7bjkKLuTmIqJkLM2QkiR7Y9wsKZ21Xn/X5jEgtHajOztrbJW58fk/L7GmI6hOtchoBMK9egKzOsgtCGiuoIzegQfIYHgxmLkLk5uDE4HKe5vvOl2ZFBYjdUiiqndXTtAsjwW1YHiCqxKCsQj0Z1eDuy9rFJ6C5X6pn4eBII3REkdnTSjnd7879WQ6PPClRadaqRUZafDJH99ig2LZTT3AhQmaOjylMSvCQXuwNZwGrpRFWw92B6uwbz4NVNEeK5iIjA8U8LnfIseqKS5c9G2wiUMe60UIE6sGJQcxJ9CY6HYGMlrMPR2ehZQZXuHF4VJjtP7ma+HgTqjPKo196i8fzFMJsXrPirjLrajbwyaibU3KU+MsLqr/HxT7MLe7qZu49X8cTUzgHyMrY2OAuAHBUA61pv8G42p38sZ0O7Qxn0xGg6D05EEaiAszNwJirtx6LRcKdVxQ3Y/cjfzlK7bmJXjyw5gEm95ZKjicZ/bI+/aIHt8cZe0ppwIECrbUva3GnwWxsZYzprAbNA4BmYHbW4HcA3NYgt4fFAFya7/afwjskwmw1+jXm1XBxNLdRKHOPOB4IXSlNTMt50++RNefvWBfsfJB82Orvp5ilWPGCqLS1fdd4tvhFaQvvKXVjlOZ3pSWmQagxuSdzl3SdwwjY3Buaj5dTXZPUevT8Ylaaz9XiYp3nF6Qrf/hP5ItPV11rZxvY1sgLR84NQYsgMe+hl81Rmwtzqb775MIdq0cIQga54QohHRftzY4tWtMqARru2kD4zHo+YA9E2vRBsgq+4vVhPabAKVoV8EDaiCgx6UYTIsAWMoMZlqeu+tOmwYFLszZ7FhqEKlEWwI2JxSurhvqrpoNa5fZelrPNZ4wHDDeejzzf8+k9rFIr+5rajrG4sUaurk+Ta26kp2oZBMfSLPFgediamgCq+UGJzx9glUN3tLf4fDHxz27zdm2EKSRP8ZJu5mcn6JFX+MWASYjqRe6/pGW2PN26OfFx/nbn5IGp3CeaO9EpKBGiVUZevUVbGrFGKtMqIwzTlf4wA7NLeRFiLmSVWF3KNFxllmKemDJ31XXr8tROgCotllc0t8QUztlZaH/dd6fNTQurzW2eXPJsFPhnv0reX4odCA3P7HDEChrj3vEv1d9dWhJammcJ6iGMwMFgIhagOSgf+rYS6wPWdzCZlgTAxx3JIgADX/QIwIC0cuKaIzOak3j1pKHtjG5IbCbKM/XzubqQND7uHv94/5ubb6tLmiJFWxSt9j6xZJdEywJiT4OlcfVVhbu742KO1SRjf2kAQrTmxP8fe++2I0mSZIkdEVFVM3OPS2ZlZXXX9GV6ZmcXgwHIJTF8IMBP4PfyCwjsEwkCBBbLweySTfZ2z9QlOy8R4W5mqirCB1E198y0APoDQh8aXZkRnm5maqqiR85FORlQyVQmAEsxha3FUMCoSZKWCsCRea9LNhIqmR5kr2JT+/M53w2BA4ToENlXhBZxuSyQZEQpjiA3LIoWxiqjb8/hsqBgN32Yp9v4239neaWYrFYMB2ixMOpwa3FE58p5J0U5uFWDL0nJgyKtAEqmvLe03dHybcjOjQBJu7dt98WmIN8Mc1x2X9SiwLXsS/WOzH7RsMrhgcZRGD3Hz5eX1XkeRFNgNbwa3MuBm4vRV42yd8+wnW5sScPQZnLfON1whcndLywxOctPr6V0W2UKTEK32EfIvWOSi8FdfgmBA6fAZf4s7jIE6lYKAEhiYE7ESMmV1YdA5asGQrWWze3HwkGYCQwjJiZv75IzgpMQFJTniyF6mTvtrIJ4l8jpZjAWBjcLanHkZW1fxUNb3HR/kzKaQYt3e6mu7gNB2wr2+fj5lP/1IQ+Bj6m5UbnBSWQaAjkRRM1GYeGWPLNWZLOqSEJC4p5uVvcbi1QXJxuaJDLfvOEu2jDF+ogw2nD06B8AF+9BU5FUvd3JFHbPQu6LQOztp/ZEwAYbxrS1IbD5thmqMhMRSeXERBSaDdCp7rc/pFe9tVerzjSoAGBMFNg1n6SEqp/5j2U14VjNRKhcRRq9tCdexst4GS/jZbyMl/EXjSsiJOibUQyYAgddKycDHguKqjCr6V1iXh5jzfL4k59XKFQyQ5mpLDrcIh3dguMSVnQ9iC0eNBEkkKmGweJIdQ263jEbBcrzEEcqq6ZDNQB0Ls2AuRpRuI0Xw76dWufdYj917rqXSs5W86ppQCZTWs9uhdtsRiobh+X2ey/EPJzjz7KX/AGs4x0Pg6PiYsUNB0ULKBgxr2fS0o7jpu4UBlrJzFgAdr+8dqz8ahhLvf1FbnCjnefqZFcHNedKLp1yCpVzxLJaqabATeQkNAq7WmEf3oc5Ba8dETYXNlOisJigmnt1wz2wmYhI7erHmgYh7d78MdD9IACqfOaGtFb1NoEfDbu0Kpkn6JjrqKSapCGh6Sd3BlsdbXFuJgGx58KZgy4WYk80hYHKOtbcFB/rydmpr8ygZX5Gc6m335Zv/9afzCYs9FmU1dZqCGACDLpqd1wxn1xjZ/lv2NiXgyh7/I82Z1nnVKrhEKmoTa2z4ORNoJsdMaHAltp0mEyUn6nyD1EAEJHClqrNIsbFnJRRZjbF8mDx4Ic2qytL4jIHDgDDAC2xrLKHEerTx+U//W9g4elIaZS3v7J1piN4fdKQvPcxBfKjOWnzBDvqGexeMs0NHWXdj5qT8cGSVWxNgCGQm9sEbs0wPyt7C9WhI38RkhALjaH98O7tH+d3d+XBCcnRW6ilWGoJTFv3Z6mmoLXqhk75P+008KL24Rn1xDtNaTGgBqbIJtQgBHepIsIkjeqb4nVAoBqxU2uFaKlW445/EQFTICeBUvs+Dt1zlpGkzVUzUwOThKFjn5vromlw6mJZ8JV+opqdi24tlVwrgKLNLM6twZOQP1+YWjpAi4aR0NIpszRmdHvKnw+TznbX4mqCaqCUkG4E/Utu7pBbcF2fM1TXTdqzq6v65U361V0aA7me323XeXmk+bGhp1sHQdXS6KpAzx5LQmZNCFrlmag5B7Z7thmZOnSKwm5X1SRmNcMJ8le5BJQXvyMRSHVHt2VGPy6ShAB1zYGzModAp2KbKstXlU4HhsG2FrH3FGC2a2Dvj9WTB6paEnb8z7fFDU7z/1WDCMGU6gJVaBkBVHh6X9ALjHTlCCmUhBMKnz+CGFNaFZGJCVOgc7G5moXbw2A+V1CL3bzVw2vf5udqk3eaobvtA0iyEKlk163y8kAPP1I+6XjvjXYL0fLZwsBlJuLK6S6xGq6zGqraXPZ7i1Og+4GZmh0sE7kh/xaKahxsuqf1ZHFsmXjuqbA8wt1wwwAtn9I+yKl+aY5eciD02D0tzexMyxZD4LO/9tA8ANCGqe5ypGHG62lgNkkpMBG7+aPj8H69HtMXGMJshoN3KJqLqm0/fy7Y064EG24UV5bjcA1FsGrV0D22AQ6hfUX1u4Qr3jKx7jbPCBBdydQj7FCLAMIhRYYnkhMjBFoe/VPgwi0nuEiEKa3V7/+ufOKs9IQhaPdO6L57rjVOpAB7rnE1SIClg1sak9evLksztWc4DfzpJ368T2gWnIGo+SIQB2aGbxutrNwyuIUvEXDeMZ2f6Vym+aOTRaAaJC1dE4Eeg47eEvKe923i1mrZnpcp1ZLy087NJ/ruGLaIDd/kACCGEoOEROsJZfHYCMeuTRKZahjXajAQEXMKQ9K9XHU+3qf/5n+CFixnTLfucq9OQKlFAs7VEpNYIVMqK2nF8RamlLPFwVMDKgUM+xXnOdspu86lFcrn3KkMnSsgPf+TidwCzwyy2cvi0mTZuf0ucN0a6qZghhbOM4glJJaw1rZmuQk0E9e2DbfCIjDFZ2DZ90uNWgFsxCN032gi8g+MTACpVTdTZyIiclMQ/xC9wqI/+/KGp6ybAywTiiFQE4oIQaCtHVwLiGnNLa2Xu1iizICbWuavfT4S0/0gHpHgfRC/EBfmOanef7IawKkaYgit9qZAElyzI9hfGXh+kA9/bPosiQBC5/T0K+waAX9DWXBFvQJaGA1p3W1PeHGphnM/jAmJjPdhOPYPDP7lg2gFuy1QYVKzpTRxcjWrzxwn7PBah1vnIXlvZXOkRReAICQDnKvRbrtPNglNnUSMtNMYJcJ3BzFX9lGrnHwPNfKS86IIMpAzVPyIawYiqwSCq412vjwTbpPHglMBqlk1U20CJaLWpvc+PrCZxCQQCsGFmljAmM5Xu8oXREhjCTFNND/w+eMgEcwLj6QlcBCC6Eprm6C8PtU48uk9iEnCBPDTA0nEc8kx5498eu/CPwsj5ROuokraSjTeUi1QJW42xj7Hm+1oWUA8aaE9O1omStJ0/CsBwLloEl6NhLAisiEx0RZgkWfKZ0jS6b49/pCMD0/1/e7XT6QV7CoXbZaxnBE9vksNTClUczGVIkCbMj55am2TU2Pa7Z0ROb4yF62m56JLMXcgia6uBXwNIjSLou1AbObGut1h9+tmLEBl5fPHTQzdIpdMSUIKI2nhp48NJimr75dOV/TE1RaLrM2OZufrW22J78QwrZyqtWZbsdjYZMVSumt7oe+2m1AbgDM/0t2+P4/wFMjRhc3fdzV0hwfeQALRlWox0cHtEFzlZc0TF7xjkgGgvvqrevO29uOsEBU1VXOq3VIUaBq/7hTQ7sfmHODXOO/BSIDxww/gYHFwwsSYjhbHISZ0D2YnABLQY5+MiSohSYCfb7S0lfSrUVT/6efzIcoxSWDqfrG01BqYRpEhHcpwx9SeHc8P7BtJWYfxDh0hMAq79fgWWoPpFgCVTMsnADre23AD4gOAXNyYHL3EtHRYjNeqUg2gpWi1fXOtIHCLaAJtfVxzMyMipx100mtnIxqEiftLgSuH5p3vH0cdbynPZNZOq6qE0t4FU14eR2exEGs6oE3By2Y5BRjw/hkK812SlOTaWGL7Ra/pGbQVPWZY1JKADKXhVQBsE2F++eWBj4sCl2kXpAGoDg0yoWqqZkIJBqUhMolQNcuuoAs3AKrZJzqMX62cpCXWOUgCLAbmsvgdO1cDkJgTaQHz/IniSHkOxFQzO2DJAVpCSI14/YzzGJnBqkn0EPmWsTTeNVHl9S3rwfe4IoRZHH3h1T0lvwGlhXdgY8KqXdlnwSFPW0HV1Cv+uZjre71MF6I1PwNyvv8XGisPUyOzbyZaTXXfYAwq2XpyR/vbMKJmAlBXAmjeSaUxw8fVXTqwNoa1+jpwjI2bjyuCbYASs/jh3Ap6jW4sse4QYqrhYe1n1ismrxFttE4/lGZtuGmxVvv6v+jOMV5BXp7S/p16GS/jZbyMl/EyXsbL+HxcarfD+unm/CMASNLjmwIOupJpYlApg645Hk4WIfEcJw2IRwIcykMATVR1uvf0mt3z0KdXf/Pzm39IQg2+I3jwiXsmOsjjYh6YFjl4647WkzPPqZbWjo3T7uer2cNa4eZU1ZJQEjoXFcJqZobADmGNg1JykZuXomaoCzhgPRGHG9rX3ngmkx+VvOUhhCAEqu6IJ1Cqi1GgvFqXcUK1FYz9IK7PF2pquBGlst4PAYfUej1ozmjG0btxx8hqWKqKoaiBUBUtAXmxp6x3X1XkJjGP934KB2AhrZSW2twNhSQd3sB5EmoOsbtmtU7NiS936HLeSwGl+UEefnChAYgDIOI2aUih0YA9QGwDGAxQeI8tMYE4GbAn5wSA+PRT+PhHca9WDhYGi6MQq+GsHgVl5+zZVEIkqBCSms0d94TIrAKitK+eoPXE64kkuNSFzg8g9muhki9NTZeqOkucuKU7tvrdIOkP4+5hiN+9+ju+ylljokAEBVMQYBKq/ZDUfqyujtbAj0pg4WBj2jVtjMLf3w5jIPcgOkZGp2L4uepJKYmfYEISTsc3NH9ySz56+KHZmBIREOoOErOE49PbvzezJERa+PwRh9c63i5Kq3oiPFazT+caGYNMY+AB+PNiRWuSxmafAlbdxwNC9yib2NqN7Uip31nt7TlHI5baYH/0diyIqIWm7k0gkuY+HkLT+rKSFlqfqEvXbLhxPFnOHz3olecHRwcpDK3b9Qya8Z2sQ2K3VXW4pS2DW5Y6hwKu3WrMMYzaW1FE3vCy5xDmX8e5rYFNndF/zjFwtJi3UGeTVCFCcLnoFIBOUQIwhq4fuL43WigvfHrvtkuWJiNe6qUrsXgTf7hb1ThGZ5mIu1L2DqybHu4e1XU41ptvW6Mhju1k7B1Ju/4aFabI53aNbvzvTaX1ibnhbV9//v3A3w2VakEtVAxlvjy7h5+hSiHGNIylIARwsHjwJoilA2mxOHoM2LIfRob66/+2/ObX2NKoccWoY256e1dA+JTcFrfueu5P5xz/sPPp1GhktSvGx8DNgqzfnM8nRcsFFKg3mi0dCrjaPqGEW+CqbT2O2tTXhr7YWifJ+VqxOT9uYm//evlq5lxJLuMEDt4gMOIArJQqLBokjFTXmE/RlNanGw4eiujKNJ3uYUHTwUkrVNbd5tYg7BXDWu0g7iHXs84AxAllteHGiOdqa9Y2aflAwOizRgJqMQm7S8NcmilmUx4CTC1NzhVobnLsAannopFjDTGrHXuvsqop8Gj704dM+emdu62ZxLBZgodE6ym6QzOAyK1jup7ds5k6icadm3fNUGFGcAFhKCKrmvcCcnVfPI0suWgSumtLl3IHS6n7gvlM/WaU8rWyikW6gJ7yQkAaOMXgm5NAYdWbUKsE47YoVzUhJOGqNoCcL7arhs/jq6fDd47qb7p5n6DtMfaejpstevtDiIU7vqylvX57Ix/f1pu3vvhufqaJ4NjbIdBSkQZa1TZPBf+ePlO8wazA8kzF1nbQPHtrxg6vN+c1B8Y3pR8DNVziIaAgEm8NlqzzVwbeAAj2yk4wkFZf1Np24j4f8WAswQXZxAAbQJI8MXnNW/dRCLTaDgIcoX9zJ639aQpYASehY0QgoK5kKxQWx0Ih6AoLNtyYk85M3aO3z5M9luvy4fiv/2dbcOtqcbJ0oOVxDCnF0UucaUivQiGrqAUIwMGZWU64qbBqz3YQirpDqD0290SHUlv9tDnk+yrW/xDbH6IthYEl7oak0vJIyyOZQavH0poDy8d0YQOgid/gzVBR84nmvu+mAyDPOA1/sGGypJwARJBWA5JVoKqQqDEUkds0l0sqCnl6J4OS7B2D2gXiEx8AiLXdZcuvMbPQTXTMUGhw4pQXYZtJRmAzai/j1xdgkiwOFgcvp2h5JOLRfJaycYhldipMBDYl5GbFjeEIVUgKZeY9NlJ/BpfV8kLEdisCZu9cOk0SV9stdSJnq+32bhLPnyjPzYrR1KZ76/nUeP3rRkTg4N7wvjc7K7BeWYtGprruNy4zpFMrEsK4tc/a5QAaU3OeNe2kQt26UefSjjSP6z7b6adTSUK9BY1zaV7qF/dG9/zob0FgLNW9RxMR2ACodi3xF8PPz5HJ5abCkK1l1kkMTIAS0cXWxbmTLLRZQwIY42XleWlPvIyX8TJexst4GS/jLxoXpGHl9D6+TqApBl4eYZqGm7PRx6USkCSkkIZyArE8/oTzgz1+oMMtHe7AXO9/NVczixIiEe2eV4bHf7n78T+Cw5COYKa8NMWEJyBI9BJ9rSZEo7RMGjdFqWrgBACczo7If/353aqwmgkaKLpWGwVCJgxojnkGEDmMWihXHY4Q0OIMKQlxBHCk/fMEnz8gBjib164UIhZADF2oGfwZukiBiFHPjQYcRgdgOO9LOh0lMwpEtFY9ZyWibkjS0MJz0TOTV4LVVLo7Idz1xZBkH+Cn5SG8+/1GDgJA5w/OS3IQx/k7tJ5SOrQsK4AaKTpHt3XSAkphj4Ua8+Nx+eD2RwZ2N7SsdlarXSPnXzsyKYSrBWa3fvLUDOPwHMwAoJhVTgBy7/Zs5k4GMsenzYRoGjhAO1s+UF3JFNlJQ0t82qEj9cfYnKbaL2ohcvC3CCeHZJ0NNFCXPIEkZIQAACAASURBVGiHK7WAuIbggp2vP1s+/sniZMON+37qcGx9FuKNfWmKQYgB58NeIYqNdkuwsneeyMb/96cyBRYihY3CSVpwDBNNIbnnGEzT/N6tS3W4pbI00H6jOIW0y0JFzTafyF25JKmLj5jr8L3HtSxVdK1mkpXNZAj8G+Dj4hJEcvGeAJv++Yvh17T2uKrtZypa2oKabafD9lem7re4hTswqO7B1wBAZHFEt+7fXt4K5jBWA0nPIFBUSyKDmrEMmcyBDUduP+z3LfGY6xl146J320pY7zg45GnWEC/p0tDtmOt9irInOCbCIOw4GYCBGUBiFwSB8hoAmLZ3Z+sXAEs1YXrKulYz1LXa46rT19OT2MJYu1uajHf+RBzAWLIFPgC4ESUtNK+X474WAHwunmGbZdxdlnk9ycc/ba09/xcvfWH/8p2gbT2tqpnS+rIj4WIu99V4kJuncKtmx6kzWE1zSs2ZNARzImRp0zwxFbVzsQ248t8qu0gAMP6X/0D/GqBK44Fi8rQqSmMLUSJ2pBCApQPVVYfb9psSjMMYgvOax7Bzcwj466kaBxC1lXlbon198Dvdo6EBrFU9vda/uRDNRYteQl+vhxDuEguTmiezNJDA51+bRdy0MN58v7Y1c0mRqbVAkz6udBRM91IgCWaWDmclVsQuyPFW1izTcEh6fAOAlkcbbqiuRlw8tdSfCunu0qOHb/Iv/h7EBUxo8sU282aAWIcRWgYOICpG4iky1LoGtdqzOngAwCHwN6M4Br6tL0koq52Le2MFtxcVK6Rstc1CZ1Qs8abp8mm/PfE0vNZhaBgjXRitTKicJB181weAHseiXXLpP1/Vsto57LXViZoizq8l8tBReC8Fri0yk130C2uPH9tWiv27I6nefoeQyDOTzHqwFkxSViQGTIuMVY30Al4VI0VkQiaP1kbZRae2KqqsrBX6kTlEpwVAydzlkKiYc4x1OHocFIhXBXgEYGrr81a93hzx5ozvnVlt6yAAWKrVS1Ki76BldPUBJQM0HOnmdvfDLSZ4Bk9n1IN4w64lshOVLY7GoSkk7HOVuanYil0vVJDe/gIuKyA2Cf7gTA0wd3i9thgQ8vTe9ljRr7Ea0p5glxm3SY6Rq5kQ+87kFYP/LihICNVQp1QNabjxYmUu6pvxRVZHO5yM+fA2/+3/yGV2f0zXsKzVO1ZazQ6RfX5elwVvD2GtNgWibriOrNhD+Ae3AaDmfbmF8Xx2B6845EvvBDIuBewkjWK1d/uZ5wcvTFssLUBmXFcQ03QPU+FgxGpNo2EuoyU4mwfNnnzvw4FfTTaM5KuZSdrsSgkQ9fzYHpInXXS6ORPU1Wk0KOuke/mxva/slVNkbM11MvW51JRQZXWFMFRLPAxUjcIx8jE6zk93Efmr26+9vPDbrv3hAjjq+VjOTS8wz221nD8CqDdvgaldVy0qSfbrTVic9PiGlsemWTPdeG8GbAsmtDTXyP5CmROktqvrO+gX4xh5EBLNfD5bHExSAQcCwNDiIZwBKoG3rseAPIpSXvwHQIyyrvP+WU5/99/bX/+OTLULytpfuNdn6xTBL6rdAVMAbZujZrMx7L25BvqgCc1lt72v/S8Z0I0IZWh0FOGLVMTFRMIU5TNv8m2Q5puf/lNjq7jke1O3bnpR8lOjAgghmaQtPM+DHtFasZfbfyW5VPOkMp4/Ul6O072FQeVwLhaYHrNGpoMY1cKffgAACUo8h+Nc7fFcADj3MOszra3mlb0GSRVsxFxmWs8m0SSWdOO+vGsxl524QY1zMaq2/lOF1We2FbevFoBMg2/AWmDQOLYn6rYVa/E5SmZYn3rdoGO3Qx/mZySXTIHJN+UtPtH3sHbil3SuzcQ7dyl/YDpl7ea1QP+rL4YBp+KFjvrRvHbtnxAWl+Sq8xvoZAGtDDSzQoRRePMG6R5KX9wd4vXJaqb1BD8ycuD5o473kCTt6MwCKBH6Gs2EQEbryUIaGE6i3M2esOEuH964VYMBtDxRmU0S55NxoDzDUxlqIWKLI62EbqU+1uxEPIQ0diOBL4a6+1a9CKu2rIGtQBwEHJpCz8z8YSVSp9NSzdCynh53H66BYQoJlBfzZ8id2kbsil8LyeWRuIq6YBI1q8beQv64a0ZLpNO9AVlb0mmuVrRHKHRXMTObIteepyBMU+jlNZTWOWrdFVZ55epqfrCtuavtyQX35ALLAJgksUJ5JYDSYQpcDeYJ4GbCz/FQQYB5umldhQNMA4PW+dVws1k7C5EBG3UmWAkMQ8+hlgT1s8CXo6rN9ZJq7bSsDVLpNTEBl+PUhi74f7bEV37GQj0MenjtxxvqmJnFwRzvcdpdXUEswCQ9O6BzPmAKSahrHvcPo08a5sJmUBPLdVvls5rXrLp571QQGQNEzAQBiIO1xUr9MX091n5eMtgKELFwEkK2pl7unkJdumzqerxW5zmB5hnWBNd8ePrXyw4NkNYo0eJo4WDp4GETbc8mtjShrG4mDQ6cTyZJlgcypT0M1eJQj2/08MYXme35bHdpI6+salsHfTsr+p/462a7l+AXS4wyN8y1FhDLxz+RFtTV4sGGoxGHRsY86Hi7GC8hVUVmT1PFJ9svGnh5CB/+1KpUCe5ybSyOpnMPDW6PoF0bA0hOVJRIWjkMsew4rIAaA287lqOfEJqFl1+yI5qhx5F71aiABOueVMNexQmS/PbvLjkGW4lW10uWJrGXy83RbrNs70kxRb88q79wGl7Gy3gZL+NlvIyX8ReNK05DtQ90YMJ0e4i1QZFZ4YZZU2AzW5SIx+H4hueP/P5PpH84vP7VFMeb49tz0Rv/sGeaT5zPfP7oQBOFwSRYGCm3iMWwfAocTMIQrpo6zZYHVFeUXhwJ70Zdfqzy4yIKExJkN0tJajaRAc6rZiGmLl5ymaXGCYBJcGb+Wu05G2mBiq7CAcTFaCucqyHo6p5Rk7t6qYok8qajljSMtWftAEh7zS2u+f7dP/mxQIejxcnSaJIIeMzq9fiq5iyNDTX1/iiD3Avycub76vONRA+vUVYMN6irhdbipfUJpml9avBpGJll07CYAcIy3HjfXaJD0zvf/1Ts3bkquFQHAO4hIMICE8MwsrvgOdGkG+Qhq0Egiazb/lQy3fv8icpN/mRxME4gCp26QQARJW6s8osdFgim4n6+pgjJcQLd04sCKBwLJyFQ6D/gZb4kRwiYmhKkY0sXhGmtrWmdGHdpD2kwk/d/IK3B/WEkWBj9gOvHO/9uWRG5Haa9OdVoDdqgbBPelVyei/7Tz+chcBQSoigcmYraFGgIvNYaOI1CLSBREmrpBI6rRo97fu9xJoZPf+L/438BCw0jsdDta33/o9y/MRZLN+wCxThpOmTFig7Y5rklyuaZaqYyw5TLDke9vRr9sQvI3S3d/rbfQlSziam1/OqFzeNcmWPkdZ/sBGhtC0gcrRPgi1ogqsA5a1EDoj/WdamO9CQJpnD5Q63KFOY9q1W4oV5vmW+4MYDaIRAH/B1B8T5OuLqurK63HR7Sq93PD4wAP3+333I+TXC9D9Ctl5v3l0l031sj9jSAijgXy3bdz+lD4nr7/bZ0bMPDN6tZ4oSUpKcxWRjBoZEPiCkOFsZGIdrLouTTh/jTf/bZLiE21SJAZaFu1+iIzqDFk9Wurjy555sf5XfTzjaw3dIRgBGzVqDqzVtPXQZQqbXt16pFgRXaHSCdy3KFc301fvo95MRpBAtCQCkIgSS1g7urMyRdmBnox/c0eS/PFbB5tytteD9XXLFe0FG02BpG1cxXMaqmRCiViIKZ6DYTADP7pHtBoESVk0iCaQV7r9zUAqe2UzBXa50/R3cc6QkEkdbcXKtV/YxNdXkNjolf8Ypa6JzdtFHH20RNQAgwWeHTewAoK+dzffu3vsMB8Fb0x4xTVoDrLoBRFj69t+FoAC0rEVucLA60nrvLrznARWWGS1w4GIuNdxpGuNs5sO+5B3zz9Kdf4t8CANjRYJf50vJA6pzHnj3taPNwpLzQ8kB59rC+BCTgG9sxCQdwVpprYIVvWNUsV5eKIbC4c7uwezkwqjJxYgJJ7QuKxwc/lz1R7v+qAV/EFtKWhzuG1iu7D4rNlazfiq3Xi45rJaG613w1SZCkxP70T0UvxsPDjbvbChMBYoWXx4PrqnOBKbvza82BaLdiS0KvRhnyo0Ou1jKgkzUh+Nm8W2bNJbPCmTjNAVC7KvILT71t/LjwD7iR4o+/9m69OfFzE6H5Vfg9IWJaT64W8/BVmPJ5/+HG9TFYacCbdyvBjj1ymVMYASzV1i54a9pLkLsX+C19yLovrCJaXv1mg/s252/vPXk72aoJU7XG6PTbEvKJytKMabVQnuXx3c6XZ/6b16OH0xpwEz1ZEbHORkZ5hjGyNj8+U4vjalyKCbnfpVUzAqLQtpldj3z/V/m/+583vPRcrXz7D84vcdNVL17F4z8cDAeWeNNSWjbyhzcpvhpjYDee8xYJ+l3yTlOfYChGc1GPC58iu4c6nA5EBGDa/fZA+PjH8KcJAELooTCcQvQHPaSjuxN6oKLno/qLYG5IYOZC35H3l54kNA18bc1be4mTmNo7Ra1tTHmGNKZt+30Bykr5fLvu5+uei/lscceRJLQSijIRx3B7CAQtsMbxpHxuGu88gzhgdcPmMQyR7Wvbw6z4sFQh8v4mee5lMSJMgQCsrgulmIRkaB773s1k7/qV9fKKfTU0HerrX7dn6s31/ld0NTFqh8dr983cdIae5RGZdM9xcql2qkRk03DjHSWdUjEEXbH5tVfdGlvcYmJa83fTXu6aZACwX/xb/dWvQNws8PmyRBgxwmhxaHcgJMqLr/VUM+UziFkLaaHhNtoOjZYIbw+hNxMp8iVkuPGsu7v21pi4zBz35+3rw53sfL6hB9j2nHShRvzxc6B1i4hLWkrntaD/leMF1+/WpWhYimYZlTHgEdp5YYCOd8ThsWAMY7j9Bc8Pcv5oD3/Gf/1nOt7GV99ZPBxuv7OQ5OO/fCMBZQ1l57CuD+8pnyifbLjzUoC0Yn3aqmNwsOFY6UJ4EUJWxCvBbiNq7W0s9eatTvfQUjg5V3ZyFcBwYwBMaXmksvjSAC10mnvkxGgSTYJvcnXcb3tPQoMUAFunk6zYMPoXI81XJ0IPIE4EQIuLEarB2HtXOx9uxO/phthjzrHOlrUIN8J5FAIwF4qsk+/b5m3gBgL5UuV/ktV2KNI18+m9v59iSnVNPZna0hGmtGbU1blaTYrtJ4mygBhajcVZM7uhUkJIpDbc+FsqoMDBQ4bMZBicsIIApeVEWjHdU5k3y+rKSayAed357gBwk3gK5KbOV56mtBkwOMeeiVioGIKzNIYbXLn6C1TDfvZEs3knpp7LvNHxVMZzbvxk9wpzw4+t/+rWFN55Pe35NADm/q8b2iSETO2b56JL9wVPQi7CPmWHZMaYJvTzqxDm47fAly4xc6n/+7883CYZgozCr6fggoVRUhI6jMkLDjp/JA5ekQ/j/eD0bAkxJafoFt1fOtPTz8M//69WMrRSGu/u3lDNmo56eC3T/UnJKThqVpSTmFCLMDoXNXBiydWYpKrVvTeXCQPVdqDsfW7r88pXt7XRQjfOCnp8XUOYstqnZ2i09fC6/PLvW2OYg58+i8Mu0NV4yU5ATlLNi5XtyCUEELcpv3vSBZZqlrUqhG1T1btv/2O3kZ5ig0+STADEIOJxIUZEFoc03ulws3tzXo+Cjo74FUamauag42O2amzGQ4hVLR1uAAw6O0XRe95Us4e3gb88jwrjJvJWJFW12CE0r4Gqmnj1Q6Dl0fv6MtxwmU2ChQQO2ZDVStjzF1qe+NMPCGkLj7atmw7A6Zwc2DT2Y3pjjHJoIRq+7HSS+Bfjca1/PhcAt4MwMaoSEJlEEgGBaYsqcsbxOZvfOgBqltVyVSb6eN6nufKHP8qwYJiupWeO1BIHbXTUaAQjtuHoIdebLY3fPTWc9hxWAEsoJqHtFAjoFKWNbWNANhZiUCfU+xYpyGoskwJCtNBOOa7AY1bnYDpPudXBHcVkQvAFs3OuydcKrU3t4hFlVoJd7s8Lp+FlvIyX8TJexst4GX/R+LJLl0hJK2nROPHyAIC0UpnvJCGzDkeTWO7/isdbvv/OwlCObzxQpBrs7tdZbalW96Kx+e4bi4dmfhkSzZ94fUKXIVkqXr6Jg6gdKCtqS3VuOdT8z57xis0nefjBJA1lTg4sL0+eymosFscW2y0RHIDBxlvUQjVTPlFGA061hMcfd+9UMQinqlarmwBKpuBpzIklSJDQASU3aQBWhVBAP186C3rdbcwBrzweEuxJmBPIPbw21cYUWm3off+BYcRPWR1FJG+Emw6Mr0FIC2me3jAhQJ0ru1mczkVBOA4MgMtsHHh5cqSRlgd0FI7KQmXW8X735rRvXq0aAlOAUp5DHI2ZQLSeAuBe4JBQhxsCNIwkaUMmmYMakq277Y8Pi3rySmAaA22Anh/URqfRmwFG+ex5erFmmLpVOdVMdcVyqp/2EWD643+Mw0wiADROzjYgMwsRqnG80+F4DjJFclXnIORH/60ZzIRc7bCHI5nRYwGgTK2DkBWeUesjCeVq1bDUllLmVq8DU2u4OOxclrTuwGBMdD+EQxQhGgJ7QnRiCtxO6sLB4pjTDfUm6MdVU6CqVgq2MBvHbL/+/Hzztv7uHx1uVfffdV0J82Lilu2DkKFxSvy3PHa1KFZupzrr3dMvhxZ0w3gAJIFVnXhEeRGgRQFJTG6lzAHS8EgPQ4Iw1fU27ksuSQstD+0XKdP6BOLo0Xq1DKYpjs3AvsJXM+4Ihz/ZopbVnvYPi7gbJER2YxLPlI9MThPZTIL9yKt90rppI9R5Wla+kPNdT55LgpcJwU+NAiXiUcxfeafu0/IIUyrWdB9u1ewyB1MLg0n6+v5zdw7OLfaJ/EHNxW4SeZ+idldpSwcQQ5q3vd9bA6KWEEbZe7r58E19/ZsriQfDuteKn3c30fKVqJKA1jDaTCHNdtf9wHyIzJ/bimf3rtU11CIhSQhbT1kYubTo+aXo5igkezMHANJkt2+bY6Y/IFft+oXEERx8wrTvDKBLQlwt71veYd/+h1YEbn0Z0eqaIFSDryTbBVt3a/AVz9NNQwtdCzBNu70zw1xsrbVtoGgRAW5e7pCtg0no2ejCbDiQNFRDAS4AwrqbcumK7SCsaSKJVBa3rdDhhjb1ETGtZyOydGOS8vHtphJpXDChW9r3E613vyxv/641Swxqm0VJ64PAlMpicXQnc2cdToGrUVabhGDq4tfdpYHnRyN2pR8k6Xhr4y1UYUo1W5MCJwBODgrmvBv2pMGtmfQu7hMh12pUzUlSDl1GRmh++IAprfMFv4ojTBMU6h4d7PenVtulysHUUyhDSMJhtBWAxbTFPTPBV+RVzaxBoGpaDY/5M+Au7ykujdgzBpVanHOHo9t0cSUhaDCFhluOd5t20S+pqiGhGvIOz7IjXUy+OazglcZkXL1XIlMDe2OSnjUsVtx8KeQ5mkGLeLG11/74fqLvp8uyQt3gHWgrezUs1bshI2QEkMlAGA+kVyQv+3bXRwH1d/+Yf/1b+zxGrwG2nTjCZtQiOQjA1+SLQTDtxScTNX8FMyvadsAmITYbhJmQuK8F2tw+qKwwYCnNt0eLsUB2TESGwL+9H1M3KnD97Uaaazo3Ch60vVpIpK/shIKtCWUSySpMR9u5P5LPlM/ggDITEtYTABDT+WEK42RqMqECqqlmOn+w6RWO0xHLkRUMC6lSWKpVs/1NPS9tz/ahCuZm8hMH+P5k6hJ8OH+2NlIfgxQCwxjGXf41HA8PozZvh+CRASA2Dq6QXat5gqIBVFBNfb/f2uobdXd3BCsDCZgh4NOfna8dWWBK2aedgjh00isIW4/vrA2UB/O692aZYal6vQigWaQbN8sKNiNUC+lGrLRWbFkvWRVOJ/Sv8fU/0aTpOrgY1RSmYbhLbElo8q2Om0WSgWEILV48XB4NsRNdv/7+xeyx+LmJTaHm+QAtf5KJNjsA+TKahEnauww8u+4fI90kaTtcM303P2pOIRVOc3HSFIRoEE5sNxF1lKyWhDbqzLwvd8Xy5t/U2zeX7E1qMxPqVi4FpsHvQ+freGAQaglA4QQKaii8Z/9jNj79cFFCuhjy+j/92tPlEF5kbJur/4taWs1ddt7cUM7f/+E/0HhETC3g2z2E9PLhV3vWBCgQGhfTYCEtiJf7vz2Y/Vv1Ml7Gy3gZL+NlvIyX8fm4whzK7DC4cFBJNR4cYXs81ftBBtPVGAYe7wEEXanGZuRi6md3OL7d8fnnRjV8WmoUelyNiYkwyuQUdIljpSCEpVjWULNFUa8fC1MgDs8AnACe7n/zfni7IS03YMhIAoGaltYWkWTEDtEUClWNCNVkAsL66Bz1N+tPu59/+/jHoYwtD97z5SRgWS0dmpNgkxvMAHh5gqlHxm2fEBmRedfUz4ifhle9mkXlaa2WlGptNbI/CzV1WZ11mVzzowV6hs1neoptkKlTmQBAK0xDSEzeMQERJrZuxBaydvgEMKIAzxyCMNW6f1hEzVxmCqOn/JBpCiiNpdyUEf5pzmhbqqpxEoucMKQNNoeWXZBWqeGB7YhjCiB3SyUmRAYTXzsN+2lbzRwCcd7i6ZmJyfMDP71DaJF36E634CBoxuGReKq5sUT7zSGtFobmFQbEvfYBzIZyav4q7dBGQ5PsksP7DlkBaJIT0xwPTpQTprko5AbAeY/uxIQhkFDPj9086xydYmdN06ImHGCAqYVEpmZKCmjh5bGZ9e4N59Dx/LFBsmEEUG+/08NrEJ9UXE5SyCiM6dW9mSXggybvx0UloeZvtvvyrvHw4JlMfQ7rFwo4g1rroqCbnzraW4GiOBdtItVdjHZ65XIqRxOlE778b89FD4GZSHug2mbnWq3JZEKzEdu9PXisnKt/giG9rnZRFH9h6FnVOPtj5s7PU+HWBdj1CGfCLZeujJg7MdkTtlrerwOolNcGokg6IbooxoGJyEnNTkhxL7JqI761/2aJp3cR2CTBpNVYuD39i9s6HGAA1CmQe85dY3m6yx+NhWq2OIEZqt7qAoALYkEAENJnPOuNuypuTLTbnqDUfe0Sg9aTSCArqAUFojW5HbXbt6dpO8EvRN4z8s/ZV20Bw8//HIYnoDlbm6S28jf+ftLx1iSRm0uqNkxCnT+oDu+Bg+5yjInWm1/4a+6XHTsjFZ8nY6FzvWtuNpGxITZiBiKZ91YGC0P97b93snmD84kh4TNfy/4gCl1omNu9CO4WSJ+p2q7w2DQ5YsxP7wHwcIzAwuN3E9H6RFpHl6ICFsfKCdwELa5jHoWUCDxWs7oHxcjDD+Hd7wEElm/jCA063sJq4QTgKaswRQ4ONE2BDqDiIdcMdXicaTfLy8eIcowcmnTetp7Z5hthxFRXeXoXiFFWSLB4MIkWRyA88KEASvZzerv7+XrzrQ6DG9u1G25q6WAckA5UV19zbbihMms6VLABrpb0hosvWLswJwGuOmtUg+pCvtYKPRd1hwbPtlVyv14zahloHqgKoDwnODYNdaa8mERLh9qnggIezLgQBdfsQptJmQFojorByiABpsd6DrtZf8ybAl4InhsuwGrN58OhePTmLgAznLK6NmTjWBB416eBqT0+T7SzkIp3fAirtX6Ht28CNTV24JZx6kIj//zpmWCRp/H14/RdNQvJOfO0effGpoQEAJapGkQaWuicc3/HrK4bM/+rp0tbuB9MiThYgWowNQ6BAbvsYXB3cw4eKujZfckTIogn2/E5aFO9SxY3o8xINEWm+ZNXw5BkcaC86HCsnJhwxuB6NnT4s8qO2tumu/rqV4V+A3clcRY94Mv9IZBzRywdXC/jw+NYlzaTIVCYyh6CbYYpsEetfmZceKUuvvZl3/bgrWR8NTCtJ5Owu/KHd/9P+Ok1vPjr5aANN64kSr4+1OJbo7lfKmAcYneK9HbGPfYbl5sTAwBhjK1P9Jl+1cwS0VrVJQlOW0FvwPvlPDOMammtmXTjgiAyXZS+yAenGLb/PNiS0ijQboJZABzEvraR9i28eWwDAMiCHt+UqwAUCZS+8FftGda+tLIp5aVtS5+PNd7o4fWqSNTWwEpG4SC73CUAcpGueMW8WUZib2UAsCoi+wRDjgcAxMkli2a6GZ8DyGpLtmpWFd6b3Y4Z67qfLKK3v6w3bxsTzlqz+/pcwfND4z95JhHYOECabLtUEw5kzRH3y0drOBf1I00rAroWNNmKzWwbW5Xg96V1kVp7ggDTYS+Z3IjLcOcPscS4tZvHvuS2gA+4NWnzTW5dKgAcRIsQkxbRy/35THJ5NkG18fiG6gpJtJ7G+af+jt3meAgEmj/x/BDmB2MJ0/31QtkMD2ivNQfoeF9vv7tUynWVhx8ACLFJCuMtgIp0LjYIbYwPP0Csalu5sJT9ffFk8riqE8fOxdTUM6+VUpLWREdZdbilfCY32NFCdaV8Ji13YTSJpPnE+23vP5c4hiSGxNEJTcytJqhgkbT51HoAjF1xOQFSWFVz2d7ex1tYPgUnQ0hagbnoqo234rO8mh0jCyF0u1z3IVfDU1Y3mW4RFV99OmlpJbwpLY8BkJCoFItjEZpLY1p4RK/iErR6UiISkJhCjR/tuNt5nZV/OrcFaQw0eSyy6RGryUjLY3vTTEGs4+11gIXa5Yy1PoNknIpWw2qRYuw7ugHIncXjO2XpwmLfomCF56for3qeqSya96GGm09/vDkPlo60Ln66GoipZh2OIK7cRLMA0A2qAQj1TBeDUAwgr4C/erZGZXUHJ/jK58cUDqu5jS2UxNurkkYXQLqqKvUCTgikxfY4DXPR339YvpliYCQm54UBiIxiCMONaWnkYicDmhbzG0XVoP1cX58pOJFnefiBlifKJzJrQqx4MCKLox5ePwmBOAAAIABJREFUg8MSDlAkRkVb2TYQa67m8Rarsu7BSEM5hXy63q29HLnwy674JbUHlGe1jiTRWk14DNi3wS6vf1Pe/h02wp2fmHtWMvXUDKC7MhP7DbfOyHPinv28r9ediwk3krab4QDIalWbNtLfJr9yBxqphzJXa5lbo+yl/PmlMwNoDuK9dT2GdIE+HMQCQAGmTtJigoE3mmFlj734cvExiTrdUy3u3uGbSs1aFEOgpZiaJaASMYHqqmFEOiAkqwUbedMUw+1mafzZw50/hJ/+c9RikoLXvhIucAIzlQzAj+/tNO+wir+2JW8WzrQned0M3b3uCczOoKTO5tbxXkLyrn+IY0rBp5AjfKesvrTmZygrlJ/46d2lSnAWpAfZA42H6D9ZFmhBxhZNQOkoww00d7uErx+t3dGKvILYa1a/UjQmTIHv4qZkSrq5NZhJBPMFQSd+rqKSXuKLxylIorpiKZfJ5o/Dv7MElNWpTqTFwrhRPq9hnhdOw8t4GS/jZbyMl/Ey/qJxqQ2ZqCXFldmIV8VKY01jM+cyCkXHwJGY5we8+4M9feKY+Jtf6Hhf779fEIeQml/VHqeBH34K7/8/ADrdazraeOuAz4qQqOcE6nrUQjkHiZoOXuYvSpHJ3QMDYLKvnpiLPWVda7M2c6NlYWIzgIRQEEI6gPgp3F6c+LoJXbDiOGQO++ZOd4McQr+uTnl2ZqwQAHbtaHP3RGuI+BHa/ZiEaXqGg02qLaq4rEZMvTvo2q0kxNKOI4GRhFsoJVgNWzaga7oC09cNBCNpD8UlMDW3fw64Dek2dBoK8cZQqU0hBjQDOCThrSX8xUhCd4m1A/tVbTUAVC3VRQMfvDplIgerN9WZd5ETtwlwSGE3sMpPlmpWFUzNONJ/sPf2EJmq2iAEd2Fbz5eOQPXEqQHrPoykN2/05q0R03BTDQL1DosDRbm2NEj/4dLi5kgNTTvXM7FC3oulMQv/+n+RiI73ftKy2NS/KfTYQw7VILpCEcs6drNzowDjQHyxh/tqROG/uk2xqZ/Io7y8/SQE1MLzg8f9bfj8MASqq2Gci7qd1OZH9PXnU8389A55hVZLQzusaLHx1qb72tLqlYClAgABx44EtNxLJiEMbLz3cD9g/JeSpJJQ7H9dXW+M3pJwCO2zbwWP43KxqGlFvg5Euv7J5dG9QS/Z6x1mUCASAJqL1m6QqlbH0Fw+/Z9eq2a1H5f9I5aaUf/d2p3HGFRMHWu51rMII9cWbeq9RV8hAtMu2wneTV9PlM/toKkFtbjKrNnwd3oNvAXj5nLppv25mRFJvPDkvxiFU0V0p2pvBHtM+SmbGm4SFzUzC2S0nmV+2AzCLQyOIPp5dNeJ1p7e4+FnA6BKIXraPELfd7j74FlAzeS8JY9kdNTWw3iJScsuCLmqPa41Ct3GsZoHn7LJGA5pi3JdVwOE6aCrAXV70OeCpbT48l1CCQC8+yPGysOky5lC8wJAbL4AFgZHEUirpom8681dpODtrbLacLMv6exMDg0jeX+zbxnbDoIux7Utj5B88kANIi32D3t2mUXx46kmORChrEaIKMaUkgzolnFqqGT+fpkhpNE3FNqag42/cvn8S9EQkfn03iTy6b3FcSQe4kTrkzuK8/IENGvnevPtw91vNw2SbxVqtiAGw2pyyfu6Gnp8XQ+vqSOlvDwZi6XDoHOzaiDm+RNCUpkqJxhWtbV6MKDeJgHAhCT7IOS3689/ff49OJjboZsiM5W5Ht/AglsNPlQMAjULzEKI+eT9PMqLhQgAtQx//n93J89cVGUAkITd73PDTouhqiVpDvoGrMZFTcjBT1AL5QMR8d7UN2Ibbz17wognLeMYGihdVyprg49qNRqgjKKWDqpYqy4VuTYLWzPkajt3X6KOdz4VrM9CLjNq8TrvonljjvNHTVN0yltdm1GmgYAp7PbmUA2O0q+qTKSdOxZAKQJaKoVGm3WpkhU6ny+r2LYport/fj6a03DvdLrp6azmXE5XGz4sOgRH8gUkw5Q2ohbyYiwwteeKhjhRXRFGNHERiykMAojwwG4GABAvSgMb1RUVvURW82yLkHYlkUb8p7f/3v9/U3lxC3GNvWVbqxGRcQIQhtaFjesjAW5SS+sjatm1kSagaqvqvKb0GPFz0SoUOeHwxjspm2AvgpTHUhpjw6s3Ae1Gzy/x5uc3/7DxEx2H/zBXUYQzMfKrUbwv66p0KitwFKZT1rXSZtNoQNkDUe+j/XK6Ip+6wBu9iePNNRbrHaKtp7B9wg1TEuot3y/HU3r1xNNBrM15VQARSG5aX1cAkzdcJCIEX6m3lHBfc+ait8P+pp6EYmih7VltI1tIf1e6XrGZWIyBnfZYW+ncnRt0f3IahxpDkanZVXRGs1NG0G/LgTKI+ekdr2cA0E9wkNyM8gla+MMfcfv9Fx/uS9ZGvxAiESqqSain7JIIMWE1wvjajyufFa8u+buuya6//Jvflt/9D24jYcON342Nw4Qrul/tK+pG72gEry4R36VIU0tXZtRViPn84I63XouIaUxHGw7NWlFxylrNpkhqlIRKNF+xz3uh8ADq7/6x/Op74MIZbCSDzQPb29O4MDz6lWs7gMm4cRu/HllGJ/kaInqh7J95xRxmdLaQr3VrbVYXXmQsKrtFT2C8GqWajULuF+x7xIV23ctieMPdWQ7oYtr+TWDQq6LhpT3xMl7Gy3gZL+NlvIy/aFzKq7OGP8t9EqK7o6Pi56xpGJnoIFbGO2daUi38+NPr/F/bGdRN/W6/8+T1RWPi/bqK11ODSdONV2GWJpze6/ENAVlGAHO8rWqJ2Rq4SpFRzQJoA+HNbeC+Gn+UN6/SXwuDATFKQofI04FoPdHp/aTFJI2m4DDEySwYUomHGg7OuKxmzvr58bBfFN7oecyzsXhOkZi6NTpvJySH6QAuizhyBQAY0MgmVDPqOu0Hq9PC41oViqKalYoWZ1kX5apDEDKPmiytMLRTFUZgikwh0tgPiRPXHUdIYK3mrFJy+gw5yzc1Xh4xtFBZ3KKEzx/doa91MUxDHFALiLnuEPgDYaIKCcUIfnbJV9FQzF5BU565u0w2vUAtZIa6tq6WpN3Jo60TATUwk7Ol/HCJoM6BumWlsqI6O4ntysBkM3TTw5vdh8vrk/H36HFoamDiznO0tYI32JBsVQgN1UwLIg+VLBglDtUwYwdpINgv84/WvNsYdUUYm6++M66JQxydMm7AubaAohyOQrR60NfhVphO05uvsyfU4K+FMISpWoNeDragKj991OEWpkM6DIGtIb2BgEQZkhw4MWIq/z977/ZjSXKk+X1m5u4Rcc7JzLp0s0kOyVkRnIV2RpqFgJVe9aQHAdJ/p79GT3rVBdACC+1KOzM7F5LDS3d1dVVmnhPh4W6mB3OPk90ZKVDv6SCIYjHrZJy4eLibfd/vy2lvExH/+T+c/uf/iccj37yh8Ri++ImF4cfTnR7eLjwuVb2ZlQ2XYsIMGr/0egBa8oJwB2TtNhaVF6XVa1RmRYPj6gjNawDIU5UmEWCevOdpVc1HOL+g5DwEFkI2NjWRUQLIq4N9744upA0E1OyZW8xopo9agqST6PgCNTAKB6a52ihNAmwtHrA9h/1boKglbtzMKfCqVtSyA9bULnslQjV8WtSxfd7dc2sVdZyaWAEUHIzSqpDTV0JAzZXThvj0zeXl7mfPgyL9omzlOm/JHaJLUCmrJbfsQgFtTgGtFgfPSm3GNA7rrgQY4POn+PXfOsbNf9LC0Ow8Hs65qSmJt4moFVbLjLyABTHBlF9w8ntnLVNiQh3eaN80b86IedGsZRTeqlMPWb3U79UUNVyW/Q8Pf/x/Yv09xuOmn70SIbnJmdkrxP1Zdm5mBYOQm1XedqPsvG7XWuREaq6fNTzpuj51ILtm0zt3hJZH47343ZeWAktVvzl9SilqtDVYqf3M9tATUeTGBNtaIbmqAU9jXa63qSM2p0By/kjLQ0qHQxhMxkIBVpvwsr3sD9pDS/X4HrXAlObPtF7Gbh3eGcujh0VpmvzNZGlCyRYS50tUhWmII1hpzU1KSpwkbLRa6QXA3ebWIdLtwH5CPQsuMhVDSAfnM8KTyjiUeBArXGauJWrV8YbqYsTTkIrhuDtxAqSr8QQAxBaaAFjTocX69VuKtNhw2nTFTw/Uk5PmuJORSnU9fPjbKU0gtnjQ8WbRFk7NBBLyB2MQ8gkodQG/r6X8z8WtaBSAHz4AVNdxvads6EJlZ0t4/ieV3Jzf3qIrCyTp6QigBb/25pYR77ryCFYpbPeVECwkJ2E0lqr/5XBS4tak9LRij4aTSHW1ODQb9LPhi0U/IYHJ4dy1AeDIMIghcJAUqOamZuimcJg6Ch3EPO8LVrwTqdbsMEbNbzIA4JCYa48L2lgCgck5HwIyw1JNbQ/GCQBwuGq7D/nOZeoefOULdN7efwYGbgJgtbm8hL2FCSDutb0JOESOrdCNXI2BrIYwVjIcJ596Akh8giCeqwlRJYfPsoSRTM8h7mZLy5sv06/+mtJoeZabt/X0RWvZ1hIDhPhcNDKNTFUtCfmadQo8hmaPFCteoOa93pPbZf0N569Ga3gPqDWZgvCVz2iGuaiwexdhwOr83ZfOfl0HqrTOMHXPukkSakqLVckdudVwqWYWtVi1UNfqdiSisCxVgW8u+37duSiTEjADjmT0Wb427UuLY/UjzzA1SA/LbkmnhMA07rnOiBp4I0X2+y35QoEYLrtBMEJVGwSJ4aARqkWIhYOB1I1jwGDr+qy0THUNn38nHMCBJcI0EEtInikfOQEQK6QFJdN6RvUwa9loJQColjCcdhUTOt2W9/+iTYa1OEmCavEd1Gbtu7416BrqCG8eqfo7Ytcg8HnRPzyWq2OLIIQC22bIai2I4GLaesoEIkQivyjt0sQ9YqMf23TTnPb+2pJ4DVfzPtqW6B1aFgE4AJy9G0jIFfuvdcO3cxXaxF7megsiSF8u9KhPEgIYq0Iilc5rd01V1hdmHqflakvN9S75tpRcn6xItuZGZ0urP4lAc6iudW/RMAW+tdlqgCecmlJZqK5hOHpaGnWHLl8+WRgsjpaOGsZHU2ESojTekiNm90jAevvj9ctfUS2aDo+rjoGFQJKgpW0EgUbPCPDMrqLmQdK5aujSw+62++F49/DbH393amrE43uD0FqhRccbSCrgYMXiSCUzARTo/JFqprLy4wc4mgMI8/n4sF9pmIc3NAzYUPDU3h8CgIO3MFdFNRGFWfNYRia3nPWLiGUvGlslfrj7pbdCq5otJtTgMEIkDDUEotq3LxegtFWnEdHY4yeYaNVdy2WVh2+Arh5of1k0HbmveHyZbyHoxm8BwIHyuXUrTYn4hXmfvI/uUcju2I6AI2JoWfyj2oLAnUthRPAEbbWQtl+xOzUERoCKsBOjG0QBDZgDIFesqmYQjiEkX6cLISVPopwdxW8vU8dIi2xfGQ1C8L3+K5MZ3Af7NGxzs92/BL4C0TreAShqgcNmGlQDA3NRv5TenbWOFSISVBNif6k4Oob3IBmbO99px0TtID8v1fcikSl4CIJBrFA+H33HSey2SQcVTCHR3gm6TO/vf/XfSk8ovhT1XXJVy3NtSzdvrisAHCIBeGi2URwiGwUyWDrtk7sMD6u685Cxbf7hKS3ehXVPo8G22c3/5KdjqcZEL+gIwZePlM/N7G3mUHyTSBIgSVpVw/OICQQzJKLNcikESyDTefetDoyBQ2Sff0ENjaxmC9pagYDIlNWzQIHep98S3hvoeO/k2Ja5qiZMzoQoFHx9GaiFbotwq5EQg8MaQ4BCCwGyfaxElGf3j0Qd7xoVyr2OfX9oHFSRDUyBJHAYbcvhtPYip/XsVQR6+Ib3orGNg5OPA6FwqobIqJy2HIw2nXapyrY+JmCbqYzDrNjdTryfwi9uIxPk8UOjURksJPn8h5ZpHA93052JkFYw+5b1ftXL6m9Qu18UQM4vTA2mG+kHZfYit62ZYmrxm3424mFT8rl8SoAEQAKV9RDim/J558MJt4ndU+3WURdsucxFxG+kNs/4W9un+lHIp76iTXu7Gwvvz07pi6fc4ztSr5kJg4yq2obNkP4c+Y3ixTD6PlTjVdPwOl7H63gdr+N1vI4/aTyBO1X7TU5J6HT4EbquG84ErM3uNYdjleNw/DLkB8qPPH+i5f6Wgx7eZqNLNQmHora7JOTLd+Hbf4IpD8fbMJpNvrm8IMYe5aeOVZEUgbXHKQnjXRJHZfkOcndDd7n7+eWrv6S+O/TdSguUMgW4UnB+iptb9PDWK9LurzsXfVwVwG/+6Yc9Yx/j8jkpb1ywLcHLM3UkX4xlrGtjh20du7VO6DwZiZBwE3YqDVsS5iikfWtww50paWrELQNemtzaN6y+idmMfyAeqa7PfoPFsXzxy5bmBbitwOuEXjNv5YRND0yBGasiEXQ4rdrKek5m3LmN1ofp/EdIsjShlmssEECm6uF4wGaR8EPNCjNJ6dBsqxt+59koaou2iosQgi5buE6v4QcIKF9gjApU6HQHLVDfK7QmBep+Ls0F6aFyUSbqa2woE9baandeQvQ6s8eK4vvtQACJEXfb3mbp82+NQ5RkLIGDpoMrS4zDILAYWl5YL6KFvrRfFQYs1ZQGCJ6Xl+FGrNq0GIVbnXYK/Xa/JqMyE4qFkA4tsQngcj0hnC/7JOD1/va7vzcWj/2M4x1WjlqaJoPZGaNbB8eP5RRZ4CxCplqcSrSrRjpG/mIKeFIj9Yf3KbnWUcH1CSW9V3+uDiah/ZnhPH15LyeJN1u9t9lAFKbq9TlpsZbWP/x7B0pArvZ5N6AWGPL9EE/+ZLlTF4CBhI07NrSpGWCRaWu6o2kI2lHvmv6YMAgLIeQHGNN8ob6hF7/zn9T2XXCg440QXypV5f6TYrYfZQfP8/M4L5cUMFPNZApJkbuhyWeGbmxxNJYOice7VupT2yWbcX6M5w+0PFBZQlcDkNa2TWdGvfrYXevg4rnN2QtiHe9iXWlP08DUojJtOG7kK6pFj+8BgFnD6DaTjdMMAwGD1xOJNIAJ8z6SEA/vfrX+5BfblenCpl4F2Qq3HOB0SCKnuDYoogs4fuA36cN1CV6rawoD697AfvdvNYCnXhLtdywAM9QnFbgfjENkF+0B7kP0Zhk/lf88BVv5s6CAi28Ck+Nwn1YywtNP/7l94Id7KjNpLW9+1tjyhUSmARVaxvUsn3/fkMmS6vHdkm5dKcPU1hkitEsI1fFGT18C8NuF8qNH5x0k0uURxDYcQRxrcTK5EA9xgKDIuMlJmod47wQ9rO2t7/O7Z5dlNe/oJLa5WmQKnJgQrLG0ghaUHM1uiW6FLaSS9nmi83C7hLhVFLf4OzMMQmUYhCl8/6lcaqMH+mRaFLXYpz32GBFO0bsbbaLJ1XJp8ZXVkMTQ8ONtSl07jLmaClFgZLXItkB4jzBfDCsNYu7aQqVBgRjTXDRJSOlA69yY8MTh/BtoCWHwPHFOR38xG4f9i5tO6+krcwAZZc4XxyX70yL3v/Vpgura9KESYDq61TZOFBJUTVJ9QU5VWg/ChJANlUejFsNdzSYh1GyS/De6fZTyGcyUL63dRmzpuIXm/WAc5o+3641JbKmkoS2tEAjES22FU6/J1w5sTttazaqzflt77vn5Ob73UIDWZZg/WzpoGBsNs9rW9agddBiFEtNAldYctfByT+syfv7n5x/uao+TkFCzHQporsZqDpQE2oKMOAQolbzGQ6iZOMw0XFobPjLTcwktgMdws37xy2ZW9Fja/OhlcEuHChZTppYNnYS8I/TtXJeiAE2RCLFaFELde6t/XurX5wJ069de9fOpF7TLJJu8F913hxeMbWO9nLhQLVfWhRZzNVIDzNOqEBgRORFkC49AlzFOTMe93HMAn/g4WULxdoanY1A1W1vTxDrKBegGdfS2V+0Q9MSQdefmcUFlZFrkCADDhK1lQ00K56eCtrbyOpPpcb040YFKUy4P83dLPP3w84nrdIfWFGt/6Y+bKFZVYWJQEqzGhlgriHBea4PPEnkXdbc87scDwNLB0sF7/2Smjbjsl5O3yAx0e6ra1VntrAsh0j0nfzETApVsHDC2PFi4lLvMFg9cC4Cpri5K0DSBgzezfPflbbQXYKg4zB/5fGMsvhFi1S0ltX21zlqFqX+4uveS+FKt2+xRxru9k2PD/e+2DwGxuPauzHDBBLXoy6YmlNTmT2IqS7QtotYk7+nr0drZTOhBJIjctI148li5lsLPxPXoesOR6AUh5H2un8cv0/GroZzl/o8toD0koWFgA5iWBzhOwFSP72m+9zdKMTyuWtTeDBJ8J1f33rskrnxh0+t+d/7s4hFLR9RCEiwkk9CWmRxgKtDELARoNQ5j2N9PvIv1Lqjv3jz82xziHciAoHkQ8HzPl08uwPQDAMDLvaYjeZJHZpf3Px/VbGJy+EnbjhCEyJVaTsk4t+zs1poqaqtaT+jop2H3003Dx18HCcbB0nGhwyb09Rv6vKoaPBXC6b8BjXfrQ6AVktUS03NQtYH6IqOZ9Tc6kvnGToKF1PSnErQDSp2+bPm8aQlp3mnOUVni/KntHnrOjcXRWqxLaPuhJ8vzzdNsYcyKCkO1pew/vLnCw7tXYBTH1RDBfIHYVgx9dc/LfQM210xl3XzkePi6fLufRsaPX9P8hjqpwrqEmExN0nB4a01QYk4TchXCUsxnzKokHKnYR9tRiYLIxXfVEMLo53xVQNvMmGtbCnspxStq7X3/9FJaj8N5Nk6JYwvCoNxVgaGr9r0/3V4txCUeqpqSd5VtCJSYvCoQsfPkHiLL+SP5K62WLa0HNVMcJIxQJSAyp8Tb5ftiklUlV23SH29X7x387SA/PrZselzrOiDXz5fcdrcSdhge3Ncx62ph2K1kII6OTSP1WbzP+D4XqxIw1hWAKzxSTP7eapQbompW1OYX8iEOkdlVsWiQDLiOQVqn2d8cQijaHExtP61qEqjkAFBZeN3Ptih6NWI8H1vUyBSjb2AgEM0txaoW9MSElyTGD6s+vXPQufWBURRE1gH25C+PUfgUmXp8Ru1xCfvmEo7g0DSPpiDZXAabfhylEABf65u6asrrWK0m0fjrO+f/m3P9m4+ZwEmMaHU5MBHeHd53lrx6SpyzntTwsNRLUceWrFXXasx4OL+QjQ2l9UzUQd1+bOiaJ4nEAcx+l5IH2pn6YU/p0FAuvf70fDiO3aMMmrhS0g/tJP6TYWzlUgC2AugxZhcyxZ7aqSq+nesxchLfcbU72blKACp9TwjZNJj9UAlXm8ZTvNCrpuF1vI7X8Tpex+t4HX/SuFYavFJxKWoyDe9+ca7UoHKqaZRVYfFmoFrjyMujfPo9ANIyEgNIgE13dP7OwgAJu51R+vY3/Pu/oTTa8R0tjzYcNU423bki96J0sMUXWWS6rWp8z9fybNYZ6eDrveef/88X/vG5faOi6xQ4CQ3BS3/kLt44HGucSjyE9eyrNmPR43v3kXqK0sO0wyEAwMDg+zB2T8Gj1/1aVrK1IgeAa9kzDCC+2aqaqgBud7lyRHrzpUmq4Kx2zrUqFG1tuJnoBuFcaS5tW7Bq8Vqub+NyLQA+Zz08+w2cH28+/M3VJWHqZS6b3sQ4oCoqaL1AC3EwoBE4AMLZAK/I6XCEJEcg/2BUGR7TLbfSoiVpK+vLqtVQVQArWqfYbKhFQ6vwC3E1IkpMRW0I+wvyN7i80Ye26F577JAE5NI6o1tcG+BqFb8WT7XZAJbbX+5+fvniV/XuJ80y3i8frEXkVUNpNSRYdzn3ap6z/64t9p1hJp//YCFxOgKAhCrN819BpSr3Fnpg2j72cdXPGUxEGLKmcTzpYN+NXwG/e/4bPpzLFNn3tb4pnKsdI0UBz58BsJdnAc6XWOZ6fO9NRrdBQQFik1Roz3j24df4m/8VMdF4sDzz7bueDh+ImMJiRAiJPA4YPbCn5kQsIWz7mLnsJQ6hpQdRB9kCyGbmdjIekcZ+Fk37ifKtLQAwKhkAEVcq7PX+8tnJxx5VT6Ymo7fnC5g7tuFS1IB1NayV+1aMiarpqparfVr2t/uPWe/iNcZwaghqx963hElaM4gltWfH70+v/SyIRMTpVI87EBEmTIGSbJgQbPe5gwi9H2cp0fpIWpUmv5R+ShGSF3sy24Oc0rPGZYDeBFRcY7SEoGimPjdL+xfxGc/ihKxIJw99ppJDz3zfPTl0/pZ/+39RiFZWno5e5/fEWjzZuwPdPLIJlWq2MF4fSWLaM+W9n+Tnt9GtW9zrLn7elkpuwK/Vi/NaO69zCiSMI1jBDAqMut+3BH39j8AnuXlrazatPExWKwC/LRsxOk3GwXmyAFo0HTGAVRE5rIrHvZxCAz2mWwCIN7HHGvgUOgbe9Hk83m1daW92qDWVz6b/sPF27+ibZmAuXv0yNBcxuIsmNnkNAC8vRSbqsrmtcP50Zrte6STkB+pETDUtes3rjAw1ojVTWSwMzSQpidazDjfrcAtgHYeqJkR1tw7247/QP/srY3Fe0OZXsVZjt4VHGC6rniJLzfDyspt24sGALEctVg27U8OXh/DFJO4KC4RiCFBaLzx/MuKQjhZHt/yGOms6+EMVW0G4lVxqb2c+H4+rLhS9j1hXAyaTycUE7nGcAgcrjrUvapuRpnYQDYBL0a8ve94eg/oTgtaDyLBE7HfPMbYOqFPr/QinQN7zG4SsO5SMw53U54onC8MW9OfFauPA+WwhZQQWBEKLb3YTrCk5vKUznbwER1p3Scli5VAeW4dbVypOfUin6E2uYJ0Z1aSjlsmsJUFwQM2cLylEYB8jfQmHx3BDBAY8XNvDIDQMTgOrZgxxLcggtFSDmgdbr2pJ2JsyLxSY8aj0qbbHVIzU/HZgF8r54qaqMZM8FQhviR7ex9F6l/blVJYOFifKj+AArQFE9gokAAAgAElEQVStzh+AxAziQYJrJvzDGEjCq2ITMTm+92YPIkLAKYnfmUloECqKY+QOv0p+a1VwNaSbHt7oxX+0NW6lUF44O8RseUZZKY1y89YcJTIcQazTXZP9AoRCZebLJ3DA4egagmi2gYASYzcam0AOUW6xvGg6WZSuv9t0ZL2R/DTw0HthtDyCeLeCneNpCYckTSXnZV6TRIBooVpQSyA+eUhjCKXHjmxaBO8wPk77ddkxkHMmhLBhKmoLL2XmBEBjMrPa7dbbXOwNdYJxT2N/PgL3bHEAqi1XhZjRoiX8jPkWiEoGwFpHIhD7aYekyDSFnXQI0sLnj1IzSo5xbJCikIw9S6LJmZ36D3hjpab506aLtDTROlNdd1Mo9eZH5Zf/zTYr+s28Yfj1CTp6u/u84+4Sb2rRJVDbt1wKtWj19us6E93B9lXtXK9vytyfr8gU2WcSVEVRzC80gOrP/9q+er9K9O5YRU9h7XLUFgwhadMDVTNW+GqoqC0VtE8hcPRZk+M0KTSRa2u64ju3PmlHXAAMVQ8WYO8mc6CSaa+3JYR3o6BHimwaBe6S4a0hiK03wS1yXUGqCoM90UP4eG1PvI7X8Tpex+t4Ha/jTxrXSkMoc5o/6XCsFHK1SzGPE9x+wDF/FkfP5+Z8AS4WIpnF9WwS0nxvElEhe0tO+fbX8t2vLR4sDhYPiNOWA5Yun5KvcIHBlC5Vh6Nr0GDqJBPO5+AA2BcE/Pe5OrLNWXuOTpviNN62tExHwrl0XNWF9yBT0SLELpuP5Rx3gwqB92EdsUIVpTQEWKNAji0hJndtdpqEmHIm6bk7ghpCNUyB3g67dTzzsK4Qxo0AcylKhKI9pEQbEdJ9pFWtql2qPaxtHQ3wUuqDhoGen3+impuUWgsRw9mLplFAvt/ykc8Wki9sKZ+bX8i3kiXbeIu9i0vrxZe6Eke4kIf4ojQCNpy2OhulCbVYGEGMkiHHTpW5M/d8vgB3GnU+5e/aVoNaJTT6ZTXDqhYGTQcAh0DdfUedZMK5oY6/pwF+Oo5U72KjTrkefwMUAliKLTDtNXPfG2WAyRzupWYSjkK0B+4CAGdy23iDvlPJ3G7UXE3ViipRj7MiuDoyMNXOe1kqhHl3M5qr/s2H849OSYiS8BBoFFYzISYmCaOf0LCeA+DAH0sHmNLy2CSigJScgJj3iJn9pOmnD/rpAw0jQpTDrd58ycQWBkuHh1U/LWEMhPhFYPoK+PUShdMUOBjAyRSBadevC8e4ITJB5Qk31yWDfT9UOx1S7ap1J0ItthRL8hbYr0GeS/1wKULSqXxFiMwqNRBTDJyEWpmcFJ7YWftv8XApAJfnVmYAwFJN2AxYFA9r2fI5t3/uezgGVTP/A554QKJQUQjbZRf7Zvi0VJehDYGEAjjINNpm7kA7S50w5ifTVjUY6tK+MoCHrM9rJSZJx5ur7HeLndRiIbVWnRYLgz8dG6sXEOdCUr60/3evjCQP34R/+D9oPESfFn6AfO11o2DqLgAAB7QQrKdW0u2HfzAeV/uc6xTYiw1bYDLlczIzotNw8qAy43CbgoefXapVhTsPm7617N+Zcv6AciQtlLu7lbLP/GSmaXL9PrSkTd+t6hrwVSHSBLDjrvXGbMqfXXvuvgxcTRNUDe5iVUOVWNUYtFYzY6IAQoVxtyo+YEeCXRXfXGpk8lJBZPLkgfbVejO0/QWhKnK1rv+9mhADSJ4U4K8vsFXGOt2pIdQ5AOM0Ork516YcLmqD8BQ4hITlHoAOx0YUj6O5Zp4D5cddJWeLE3W58vIAYof06XDS05e59Ylby4AAcwI2uKpVADL5LZPX/c7lu4G+OjZucd460O3PVI1iPARoQ9AzGVDNjFkbKjUD0OEE2W/OmSQLhJKpR8G6zL7V22txm40RbTL+ll3rvWQOsczgkHYXJUQ23jZ3CTEaH5SGQKOQf7K/C/2twQQREiZha+lkABOY5xOXHUM2yypjEPW3BQBXFAPOleOm8i3ZhhPVTOvFs56BqxeZtODykcpOHewSTt/G9/A4SapqdErE7cOBmtmUa+Hl3l9UevoSHVTQpMjNPrTvjSFVX+v4A+bRwAAqhQ0WW3p9MDFlNWATCXfWAmO/BAk0eBwxujGaqVVmVzXnYWzLDu5XIfU3XBSqamAse0VOA51vfzZXq8WYSAyihi0IlMl6BOLUC5VeR3U0tTC5/J66MuOH15boz27HKOQ4SO9eMdEghJrJPcxuyTP1sA+ta2sOhgEAmbUJPU3PP79+/Dr//f8tpxtKI01HOd7wmx/BlMpicaQCMJ9COsawKiK3Quu7Kbgz2Q0ma+3cw2fj01J+fb/6m7Wdsd5M3SrYPnltSQpEqNoUJNrU+wgvKNRvk/zoEARqJD6PAW1+JGqLg9rdm24c8OnVTbAv9Su34Y2h0i3QTGCQyyBiJ1wSUYW5obovHbwU3PCd4wtqHia8S2Ys3VEJx3eCOHZHSRfi1IqQLCfmI4oN43aveHfjJnF53lmvWT7/oc9XZiw2nEzae1GHE4grJ+JkQLD2wJ6L+VpKAs1Fa0UM47oniDFiCgml2MMnOt21HQu+vwLYaCsAcE3ibTRGj/z2efXZOEY6RW6TueGiMEMSoXgzCaHHKKiMbnCtJrXY51yromj1t6kaLvO+057me3n8cEXpo2H4m/OuZhBDK7i4I91NUkC7P7U3HeoL2xVNU/u+jHYd+5ANz+or+yabAnx5UQtZNY7OojjuvbWIcDewd3nc9u9/Xw2Re2w9GoXWb3OXqrRrIWHTwIlez8/1V+Vq3861Kk5pGIRKtcBXqGdkEsKJC88X+fw7/fh7U5XTG2hFGnDzFQDSouPdS3weu/9I508AaDxaGJEfbLyDhFytGuaiSchz3D2EKVeoVdeteNve3wEbzuUH43dnffs5p/6EE9EpsTAGNo+WoGXm5f5QVgsRxEacwqhpEkm+psvV1PTe9iHkFWwSIck23yDgn4MwQhTrbOI+nET9YqMWSPS/J4kWksY9V54Znz9amqyjkR9Wra2jRAYbhM3sENnt+xueNrVEXT+YYBwgYQcWqyXmh0bSrdlXM0Zk6cDjDS2PG42K82NL0AjJnVpAf6mb6vTW9rInPB5sm8SdVVIMqxqYAgclRoCFRMONpYPHJpGWzfFMJbeci70ykjG36o7vj3tvO2oN2y7EC1dlATAc3janJbQZ22oxDgu/zJGuhYg9DIUkNRUbszAxtdeJct8+NkkRQKhGvoovGxvo+4MIA9YQ01YnaGWMalsNpqqtMCLeAMOrWRIuiqWY5xf4KX0+uLmoPYuBTj0yrhrAKZRmXTZJbVlflrZWqKsbnpWYilBdd1uvfPt2+Iv/sn2XYeLbdwA8IcXiZMPJHBLFIZkCKWgGWhT1qt7mt0G4vpDNYYax18r8ne2EG7+dthXDdnL9jRsD+dLBP8G3N7s3D9XsdHNIYmAQLmoVNkWivt/aYAO5IoUG6SLZDI0o2hyYz8fXlxqrqzqa+1+tSToVSAwh9t2eEAtjrRZ7CddXohQQmY67v8CUSibkJogBrpU/LVTWTV4GgAGT6M8XTIk4K3LVpdqq9rDq+PwCcNiEKW3REMdCAUCuVtdWdPGFUZDGVj8EQs01JEFj0SlesAOHZNMtOGC6bcI9oD/+bTUAtALYdX/i/zYvVlaESDGhlN03y4dL/f1jSUJT4HaQDDWLRFkhxLlaVVuqJaHLas6z8QXiqqYGd13uP7pA+cf/sN7/ltJoWomFxgMNE6WRQgSA8eiPFRFbOpAWhJFYAATAz6Q1ZcOuqAGQtLYppem1XakmDEVwNaKQEFNfcQIMNauUIBBCqUDVxxcmNge01yaibHYHvxsvxZ4qSzZ9ibAwBEAupsZMCCz1SXT4q6bhdbyO1/E6XsfreB1/0rguH45S3w/kcFmPE6zVcjVhnCJzPlscK1IZE8Y7/Og/J2Cp9jSpMwknhsVx13JZfvqXn3/+byahc2m1WVeCD1qozEcoLCCwhbFYi2oNzB7b6lsN9IiX3fGjQ/jFbXJryqrGPcOjgMgdbqY1fdWwP6YFHMhTX5thJAkBjWf3fAjBK10sjf3iSR4MA5AVRCP7VqqYp/CZgehQ1aRZmMK62Kd1L5YG/CneCUiLRbYp+sFg+xYbQhtbgK9zZJ8Id60aIHPdQehQLY3iB1icDLDTl1Syu4NWHp+uN31Z6r4MdFnvRq+zPfdE+y2eiK3FSVDMYVhn7ya0dl08GAufP7o113XsAEBsKXTi0875tzg5t+5anLi2urGqmcEZfOCBiersrB0xEwCiAASKvO67G3j+zOePDetUFvQOVIgjTN1UtipVs/OqQrTtFB0t51fUjaM7B2/4dpUo6s34wFfRstcVtv95XjUJVcUUcAiMmsf1gjJvfa7bxx2/pTDdDOLJv+Rx3t7mzCUJESYQUmgJN1DEOLoNx3hMcHcJIUQOUNkhct7f/fzbv/zv3Ys1UFW3L0qk9WJxhBZe5zWdqlrgIF6wBbzMEBlkGhgV5OaH55//ZpR3UwCu7QnpdQXfnXG/0GgnyrawaQBLMSJMgeNmI/vh1Q28PKLMkDQBJnH0wPc1NzKxd23KQqbqOb3MfPnk5Suqq6Yjabl8+s3OhwO/jJeBHwHALazSfNcFHDQD5i1qI3Ec+xQaWtSfbgnN0yh7jT8Ff4dRCDxOm0dOeg1m61Y1Unj/D5nSfG8sg+kA3K4XcLjVxyzP2k+bu5hbUl02dh+Nz4d+Qt3bQpfl2kRYz0JM6xK8scgS9oiW2/U2iTacrnYYhwcye7GWTHW4aQqq3jVrVQenMm94pe+Pryb8xaEA8H4lrbM34BoSipnDyLbc2mKV7sgsDKiFqFocaL5Ht1hfaJ9FO/9X/2P+xS8AxCeP7fal+iQAT0Hbivn94pWAAuJA5XbfV0UbGb22jmfzuBJgBDXqVWvUCu0/UBQTN6GbTznDHkiVCV9OoXYn56Zm2ICq2AKy7fqX3gaqaBbuXn7Y0zRkhJbouTy0EDwtFqcSDgDuaUzGw/pA+VEeP9jnD/XTh3TzhlhoPOqbn8CU53sdbyhfdiHh8g//5/HfvreSb+7e8+EWwwFadLhxg6lbXQsFGAIhiNE6A0zrEokQknGCFlAoL1RHlqof51aWd3Jfm38jJaYMRBljnalkk0DrHDlAS/CMb4DrymGwOD6B2n3/Alw+S1bhAECcMpYmo+CVvYGVSrY4upLuEMQryQH9LUhSDAS84JrTu3Kv4w2ARZGrLcUuRYdA3hsLTL6QikyBIRyL2rqaofryQogeV428z8SzOOjhrdsCneXs0jy/XRIprbNJoDVbOjQnniktK7Qw4N8xaPHZ8/nnf876uwfvRUShGIRSui2KMGEMvPm/PQbT/MNroeUBEqDacnIBSNoFuj5k/ZyVCWreomt0cMKWKosAOgQYIASPfm40XMLW0uMXSMA63enNlxZGt35VM3/9F7WsPBeLrLmaxzAqGbBF2ZqDdZNngux9OMHe41HjrQty4a2uljuAXG0uurQEAnIU+lxdN8dqR+ZjYBonCkwPp58Af/jhwRvulzqL3SRm0CDkffox0CA8rA8wBSVoAZS0ohRzLjhgPEIY1Lq/u+37u+XD+7/7X5oAloXffKGfv5XDLYYDLQ8WRxtuAmEFLkWrhaXYL474h0+rMEZpy98huKp65xd8uNS//24ZAnNvN7QbhuGtSA+3bE0c1acpvULk+eeHJIQXhK5adDgiTZCUPUUlnYqa+9B8cR+6KMEJEIEJN3/mBWFHHzLh4bJDKAHwn9ZJkMxAFbyCQEyoVoqiqkUhJh0EwlqqJWG/WxrZt/e6B2GLO4ISsfLFh39/dZwCm9kPkjpwEBbGdgOZWYgAdLgBOrhwujNiG25Qnj28ntjeP5/WOUlI0nynzeq5yVedWrj9RokkqfnnQ9I9ggvN9/T40YmIdPlO44ROazXPGjUDC5gbyPVJNo2lA62zxtQViDsP71n5nsYkHAmrovCk1HzpXuovq641Mqf26BvAKZvlbEZvq5pTHNa8E9EJ4Pjbf3vI/8jH22uEbQc1GrENx+bAdFmGe1Bd8SZhU/rvLnf8WB5WbUEHQmp46CSJ0EGf1pW/CnOJXt1ilYAgVKpVw6dlZ1quit8/Fm9GoPX1rrInoCNon2xdQrf0A/Z0df5quXwdr+N1vI7X8Tpex//v8cQ9Ua26bC0dTEtpOwRIzbTON8RUWjSZDjf0buQf/8o41OkuU3LJtNz1vkbY0/r99F/av/7vaF2USInJ9dtNfVqgSnX2anDTAwMWxjMNbSlecSmiZpH3GSin89c/Xv/Y/mE6Wjo4VggGVIDZlGld4KQdbhULAiCoBkk9RuyFhdQl3ZRh2GxUbRis2BSatZLW2Q2BJiEQb5sA31DCYSO7oUAgne4AFENgJMAMQxBf9B0CNVh9yVSrIUJhIUE4IyRGsYalGgIJY0+kTguiDGmrp7m4KVfLVQOThEOy7CW+NR58k3FF5bsDzVe+e6vmm8g/u4nbpoTKbFuxDrWxMk2hLQehUeE8UMf1UGHwUvCuli1wi5AXgpoxiInm4kZK18A3F4lbTvxfDUJixUEoY1mozMu8T5in9ULrQvM9E0fvTYRE6xKBkeVmGI3Fy/sOd/KVe2L2EnEPNnx5hMTz562A6fmTRhxLDnE8jME66PKJ3I8Sg3JDl2KeAZzOf9z9+LtBhsCAB5gBwBRowEqqLYvSMwhCMlVgWMLBlVnJCM22wDDsWjr1+N7+/F9vYQElTnivphU1u/4Opnz5dCyzTXeomciA0y+PFYCJdCV8fWm/9dVEf/WuIQWt1yL8fvP70I/JS/rbeV6rbY0zvwTVsC+SrqXJbLWk7iH0JmNyF5W6zYyqmYCEmo3LDEqIBK8DvZTJ9LObyDGieywPwZ1ZmIvG1lvEplwWK9fslVoAOBKX8pn3Ul0qhd+//VdVfSfark5XfWIMRE9zbrV4BZHKQlphK9WMkqmulia+fIdngVVe89vSYUo8COFSraoCKIrASAJQqrB4GL3eORfdvN+rmmeX0J5pbn3z8/wv/mv/V/78Xmvg3n2o5eqccnudaZsZ8pnMaL7349wVQvrO2D35g5bkcQ8A5XMEwGwhZZHtxhZCVhMmV1xn7/aC8r5IF3j3Z/bFFyWObTL3mkeviLSQnZCaIr4/xe3UtjLkkMsLEamGquZYxWAFxEYCt915fYJavlrD7vXMDtLiSnaqK0JAzV/Q5R+ffz41V05Az9J80nG42oKkAZ0IECjV5SqIJjYKVDLXayXmeymXgckAI2bTuJ79dHig5VJtoEol8/ItrWfMj/rpg/zoZzzfB6C++Smryv0fZbqDFi47JGb69jfhN/8OLC6mtTi0lraWxrIFKjib5aZCD5T1UhTwhiWdIr8Y2wJ8HL/4jXzZbNAVNNsYTgRMgWvHhMWoUDWAiEPNDiewkJiDGnI1BR73X+oY6zzYNU1kQ+wtqnN1vWuo4bgZpovaahyZUK+5iPaSxpjIZ0kCiprTl9HLp/erCUmuPMTBHZhUs1t4GTAgaA7EkoLfCs99Vfo0JdyU1swA1XXSMnksXstBUZMocJOPJRZ0RiwDlM8WEtedi+uy9XMlNTVgCqMasqrXCYP32zj0V6Bjhle3b6wUAIhXF8V2rfwjd0OztwwloJaTVQDG5KvAdYOdAdiAu8St+uouqXVfZEybDZUFIV0z9zg4cKKueimWhFjNC3pRyDpYrSh6/tf+oHXRNJkk7vl1lYIQTFIxqLZVSGTKvT4Ps6WCQosuS+OdaK6nL4GdoMtzMYWivbc4MB7VVgnClMZRCJ6KXsFCmUpOjKHMfgnIDGXm5dHStMtpoE9/4N/+e708kghClLc/BmDEengL03p46+vLNdxURQxDYErAmYaihoLERsTVqK77y/3PKz5kqloVTSDlem/3pABwvkLVq9rGb3D3XppBDUloqU/bzd+/uD2Z0ODclKR2le8UtazmrS41l5R7w8Z8WjcgEL1w+PjD4yqRN3UX0DoU2p20LrlAVyYJYQoxCIk4BHq2p43w7w8mvBtlY7dEdnJwRQww5eXBiFBb54K0wnuLkpyZDcDVAJdiy/gGz5CQSuLJ5tLyOZtDp7aTbwY85OoiHl+dBGh3OXoKbHtr7ErZ4sMf0z/87wmgmIzlGlXYs2d9NdAC59xY0dcT/fr5gm7dtVzeL/WfH0pknNJIDFtBpACExmpIRHm1XNsLu5oxyOv8mxAKri56AcJB8z0vg/U3mr87r0fb3+vGYiGRlvC0vUIMDr6DelP3nizC7SBqIKBQ0O7+Sc1HBnSpBJnatnQgtjCapNYNkUA1Iu5xsK0t6dp3f5Jmh9bEJ4/fa41X+NYrUg93FYNVVBvzEz/tddHgmYEObrJ0KMJz0WhUiw1CA1YYwFyP76je4AZ886WZ6nTnN72lETc/8tC23bOPN1/pu5+hZD28dVs8am5O/bK4yVWYJyFf/rukMbKgqz8aaNalMc+GG0hiLwJYy6kjw9U77jxdqhmSyNRdzpTPXFcejgEwDrcv6PweeQSPprZNYUwmhEG40TCAgBW9wBCAUQsowJ8EKNZs6XDYb6sbEzwaW4jGwFvytUPgwSaMqvagFphAw2Wp3o5NQmqhGpi0KnJnID8drLUFkDpwdCsDOJzHDXhaTaK/Yq/rXMCIWwDx9L6oLbRHETG7FB2EmVo+eAGScPPLLWdIMEkd3wQAfqtQySEAxJTnQUsab3cX/Bns2RaO8QBQ5bolZUKtjeNbDUNTpVzt4L5Y8e+ye3F1utM0tU2Pey+f0Cwiu1VJDVhr01Ks1db+ijJfKTJecGMbnz9SfrB42HaZzMFYLB0Ch4ta6WsRl/q2uMK29PF7d/XE0eef7rP5llBHzY9uBpyYgIaL5vmefGviqy5mDUcHXch4xzd4WPV5dDIAGiawWJ4RInePGQBI0vHmYVXf7W2xh/2/qcAIWLVRmTbt1Q9GwyQzAsh4C8i+mhLVaHPzoj3aTYvQLp8ZE90NL9ix/ZpKMC0kyVfnqxoDG98djdNgnblkY+Cx1xa85jG9wIF4M0gaxJ6Y3aVHY7tBelvirNpyWVe1tckpBJCqJhLLsBMfoIaPc3Xhjl+N5DenFnDQNFHJVFfoAmB7ouHAALAfVQSI9s8/m/L5o7sEwYFMmVjSITIFK4MEgSJQI+NdVguDrzVZqxDDlNHFFntqJ0i003sQ60ZYCV1yuAkpygzia/L1tqv2uRqwMHptcvf8nxJ3sdc2+dtAlS+fUHgajoihdCagGi5Fz6s7nCF9eXped3NRoF//puKRYnLhhUdOUEgkYiyu33SeQfszh7bR8jd9GFFz5ZSHPRWt2fD5twAawaiVYOnqrZXOq1YlbdWybVpWTiyJAJVUeee9RYRR2G9pc8yMr2L7msDMNWFNQezMel+pE7Wn47lO6FXT8Dpex+t4Ha/jdbyOP2lcKw2Pq33KOobjaAufPyYOMQ5GAcyLIiMmpjh/4scP9PCh/OGfNI1881bO39l44niA3cvD1/XwlvNlF/NM99/wt78BIJfvfKdSb39ixBYnC8mLM2wIBNFM68z50fGRTr9yMa2FwYbTLjRQFZeiVcjLmKMQwJlsVfLeRGCKtjjqBzXTfE+ud/XdtnePXl7PDkIJBe6uKRkheeyTGnw53NwTxKuM3vNTTkLkO6diRnGAYd6LOwPItylF8bDW+6wPuX57WW9SGILzhdytR2NooUTWt6BeBnAdLBFUd1aCtDyEb/5T45pp4Z5uonHamIDX7ct0B1Peig2mUxg3d8OgO7IAVczFHnKpakHI5QUbziTwNBFPRDR/bjtdtApekztI8m131v3N6FDnw3pvcTROrZDTKxYCUJ5jSBpGOPFmzSbtyP2/vcumBqv7m0V++MCXO99FgYORUjVjIT0Tc5XRzCLTXM2xP1XbrrHolTatwEPe90/U4ztwKPHABI+XvBRTs7JirmWTNI9PBDttY1mzl+6uyo9n43Gt//HDI4BDlDHw2yn6+R8Hflh1CgwZBWruPATcpuuASOYGHvaz+dRYdb24l4fyh3/yP9v8yDXDVKc7HY6fViylFVUVVqp52OY44T7XuTRikj+AL7lLktAp8VYrRse41Sd1hWwN+eeneu04yGpWFOdcb0dxGNrzz//Mpz/qJJ5LR3UrULkRKYmH/uEQeSNOAiDCquYhgUVtVbt/oXF5v6pYu9m3QCDvVnhPcLug1X44dW2JgEloNzOJYV/oZ2ihOft+tIkhJFjsdFct3k3TNKFTBZdqXocXglpTVOzNy1wPbxu59ckPzEWFpVadAhsQQuLlkdYzlbmBk0t2MpjT7Yxld1q2EB2hSGsjWpMW6MbMNaDHblFG5+5bzWTqagwAtC5U8wtESL4bhAlxPaO25520Un4AscUD1VI4XYp6yaeoETAEImpJvGPgXG0N+5ZL/uKn4UfvLQzf60RI2MRYbahCmC+fmm3bv0UYCEAtATnWPTUV0fn0U087c4S818yuQQEOnGVSaeUrbjYiTw9ulDAmWl8K3DIjQ+l3ZhN+9Spdkm6s8B9+ktPrD5rzoOKT2xhPFw0+khCdLzBFmcECYl4eR4maDmQ6D3dpuqObH+Gnf2WmJY4Xk6L2eVEzu3v3loA6wMJef2W607sfe5l6c+m0/C5T7wWqoQIiSSW1Og8xJJXmtrJcLZ/Lbg34buQvD2EKzITHVUeh5ABmLR7Y2KqU64XajVWgxZt83vH1oj3vxYUBCPmRKLXY0xRaSIE79CgB4JRct0U9n82XB7mzf2vFqnbeb56Z38Eh0BRkDHxK/OUhTpHEecC9W09lhipqufEjMQVxpdCAFkxjoOe+Kp3uPn3xr/yO9Ol4uwlybRm4gcnJ7ZTPVBZ/SKhmKqu17InVYtl1zU2iXw4G73EQtxPei5ZUi8nBAIy3recK0Lq4zc/CQFqpLH/V0hcAACAASURBVFTXofPnfzC+rekbHGkFFw3MwoROo4hMYUxoy4UZrmrcfrUWWpftSPJ5R2sGgJZ7efzQfGths3i1IFb/wt4E1V5nZnKKhglIesd6P1eEYMPJiL1lJhyo5oMEb7GfjN0b5m/E2qOxzXowsU9n60x15eV+5+RH/uuvToOQLy6nwN+DwrqokHhWKuGmNdfVRMZgZcPDCwDGPhfv/c/p3/wPtF5a+zlfjIXWmc8f7w5vFxEvC9sTGCiAU+RBrnea28b2mYFME9Um9qHN8dxx7J3I3kDX/V9tPHVyZKEVcNjluLz99Hc/ub/zLJuemwCLI7RlxDe2OieAoIWstJ2DF42hMYQD6DPvV7An4dRd+F4K9n2CmjmmsOkTOVhIbvluP7wpDJiheqo7nINq9Lfr0c8SDAyIUIiEHocbmNwh7JrfFi5Ts9sfqaxGRFoTS7x8XNLN81/ReuqGS1EhWtXOq1Y1NyoTVQZOSUhu4vEW3cOc6MnU6hqFPZyocWym+r432OiT8DVK7xtey/L+D7UgHRuRFqDO//jByBWflgpgCiOzx41aDHSa7vz+MQ5V202iZr6l9OXsuToasgrjMu+rnUwGHW7MMb7ETbtKjHQwN96zSxfNz/M1WcN1VP4FObygZbOxXkYAzOaZJCFtz1Fw7zRIyO9/Sj4VmUK8f0qODqqGuMdpABpioao5q9SJSttjQoRE1BmULplUODGagE020WcSH080DeR0SUgX+qGuAIzI4jhXM6MkgBY+f+T7ry3PYL49vjFJt7c/tpD48tHCQPkRe51X1IU//d608nSCqcWDSbTx1sLgpoOopcjom5KGMQaoZMqXIT9YGCeXtae0W8m4rHa/1E9LdTOrMKbAgSlyGEIUUBJQbu180uLrdEtd+AacLQph4f3AKnn8Rta0uXXJTIhsOIUwkNY2L/iNEFKkhj3eXoGaJsRkwJtxj/JhRmXWMF6KzUW90nCfq3dAl6J3Y4jCkSlJGAMJjbXYqh5eAs/g8b7442rDs5mTYEe9tI64i943qpJvr0tjY5vE9paSIwCsi0VtAawuXdx7dGmdaZ2tpzAbhwr26ITIUWIif3nUjJK7y5nIvKO5NA5rn9Cfj7tB3g/tV29vC18kqaEAq1pRVjoIIU7H2jOr0NfOLgwuD/uLBj2+rzdfXckz/qW0QquFQQKsq47rkyWXNwWrovZe+P4wk4+/tjhKr9z4XGMhEbFwABMZhJsnvho1FSdaKFpT7ErcXY6b4dtLidIgFA5sjkyHyEXNnwLfWE9UfV0V0sFrbIlo7AgvpifIpKcX9/Mf+O/+NwA0HuhwW4/vvT6kh7eFQmjxDV4AsDE0H78Cwlf1lDO4XsieqL+fAWhVCKvXXVzc0yc9EMTtR+goha3w0NOWSbG/nZi/+IvH938xtNS37XiM206r5ZL4VqyorOosEIiCiamjiOdnWywfD2sNVP2QYk9OF0auVrUarCgiT5GBxaY4SBfqC4e1GhORoqrN8fj8w4Xxn90lwpNEAFh7xEjEik+eWIvF0SRs0IWsm8ACpOViMo9vnqdXb/prQpNnDbY59TEX9b1sEhaCaAax25Gorm0FYAoORcZd7Bvns3z+XUvA4mBh2DQNjfjiW/YusdoMAgDaRO35di+4J+5k/TJVSKJ8Ng4ITD7DlKZSbCqNjgP3VUVR88iCuVTHfix7nAMAdP5o36yURgoJwdc9oRmROrABxOp7gE1tYO2hyGqQVBWf6s60b6CzTEVNe1BFXSu6ILcL+9pKdNWyAaFXrZ3fo75c+e6F4/fQqRRbJa8qNk1dwzq5J46oVvPSmlD0Z6oUq8ailoT0yV7xVdPwOl7H63gdr+N1vI4/aVzXzoM09ek63lXDpWhRG9wyBxp7gDLli8Wxvvs5eZYxAEDTQQ04vr9fNRyOutd51fGuvv8FmdZ03IBZrVgX2sZXoA8rAAhLYipqEg8UIUMHEe5VwHx8McnPTm2rulRz9bVo7vYYgz3p+fm6tRNMARSwOCTuhc8v7/4cqX0vV1N7+KSXRo0DHd+3kCTTlvkkyZ6mU/5/WPLMaL7npEfTQxrfpeYbgpf1PM8JgATKF1R1EtlZBS0m0QKT21MD7/wiA63xQPHgu4pqyFWvaa0RoTtT/KKQVpOAkmk9GweqGRyoZgJoN6qQA9XVS6MII0yZOEhEcwLCL7fbd526mEitA2UruNkCeT/lkglG7J1Xr5UZ4GUGM2s2Rd9uminaZzTnMTVlgIVkso+RtjB6vK+FiTYlTclk5mX5VFf3sJEWC80iROtiYYD0CiRwRztZeUa8vP1z9HtmA4RkNZhvZ68/OVdLTMWgxgIIh6xASIlRDQvvPFkj639xU5rT/er7EPp/2Xu7HUmy7Epvrb3POWbmHpGRUdnV1U1OU01yMCRmgLkYjG50JUCQ7uYh9DZ6Ct3pQk8gAbqRAAkYYABhhBlBECGQzabYze7qrMys+HF3s3P21sU+ZhFVYSHwAeKgQVZlRlm4m5ufn73X+labXUUu3wMIK6mlkVJhVh2zaUDosJ45uAkpfvT6j7f2z/6zLejv0vzcvJnLQvM2Jimrz3sQByy+qll4juq2exyY5rbf/bgu+pMp2eqLTgTcerVl/Znn/xzNlw1rERGCPet17/UPv/mPV3+UMV/cWp6ueqUnFDAh3JHkebDh2lMpIm1tH8zmQlbzkJG/okbCPxnbMET2koRkpxv3JW/5tP2Czbd7Hi9+DeHjqJS9xl8z/9WXRRi52BpW+yy05lm8QofhClYhh24R0m4FLJtDyiqASVz2NCUhkrdVO1KNc/PADhbluXZ3SXPz6KwBWaeOhVhVUIGL3dUc2OH2/M0/B3r/KAobCR3G8HRY/yEgJ15nJC7GRPoaV9E1zyzePOVDzMNzSljpHc2i+9Z9swDGxGYU+JRA4lQZFabTK70n+/BL//nXvtanu/tjc5aJdlN3Z07MiLKNJKVUShRVzq+5sR2fzw3AoKzPzEGRXRzTs6/t0WmdrgMV3/uPwrBcvd/rjEon1cKA8BJHE6P7m4QAChHJ60JMIK1DTQCU1QOCBtlNuUz1cVhCPDI2SBaGPgBB7XdUprPLRfLZXAU/uf06BTlnDWZU5XUC5wdpO1NnG67Px2+quRKn6hOZhElN5hPn+9D4yHJ+N76DVZtu2Ey1OLkYZldQi1AjpXBvbpibf55h3qK2M2VxB5m9evC9iwpYAOSw2wYtwKqXg1weSpR/NR32hH4AeHlIbHBjvWytLAA5ynR5jGUJsUi4UlIzV2JuFp99oKBPe1OPUc+Hr3trJu4ntRemHEnSSVJvTQ3DRjheHyBrjrxqwLind5LllC9rZV5Sslqi0QicqgMwKa1bSR2SKnAQ8TwgX9uaBRBJg3Vv3ZplOI+3RbBpD3srOlQjblwudPNiLklDgkRp6GEdwZMRDq8kmIalHm313s2GQiNECAMHiSt08c42QVjvWUKozaZ5NuwVCYEO2PFyAAX13AUZaTRA5keI9JzSOsdPhrO898LjexW+qT05Fd2Gz38XiHHXnIFQ9owq5pjNVywym0NWE6mwB2RH4yn+anfVnV1/U0dlBJfwKmeSl2pAMYPkGwBJeFoMtQnLlDjAuhIBfV3JvVa8t+mRNdQecMrANiQ8miqfUDaOFQGy9uzN+/K2/UyS/U2JtkteHp83fZ3CQPD2+zI7RZZzNPvUDVaDJuLTjUMgqZOR9u6PffWL+tUvQ7ncKfKtQsRTD4+OpT3q+YlQt1jARmVIFAc25PRpPz4AZw6iY+IKMnn4yOXUrY9ukJRXbVZSXxvGAkmzcRB8d7ZYkndnBhX+4l0G0MwDEN5pK8AGd+lSgC0mOyLjDe40eDNRYW2+NH+5sIjVsZ0AdLUWkISH3GWnRf06C9y4nD0W49DSusnDR5tuQOmUl+1g88PBy/f5/ndIY0BZNH6MEjIOwtgW1DPSKNueI1yFzyYQT+Wpo/rDMXvfMs7mzeRKUGhgz/KNl+qehnYOwYGXA1nhsw9XXM5eElv1PD5c9oWQXkafbroS/+muSRyu4vpYc483p2XfN5ulcqiOK+Ex7z08xPtRJ10/x/U4tG2g+/34YUOWQHzbAbgkxlOxS/QDEO5iUtaFIYSW28WbP50Z+g13Q62g0MxDugHYM0vnW3vibbyNt/E23sbbeBv/qPHMcsnpnI4kCzG0s2jPXr80NxEAc7MpyTXPbA/6+e/b//W3+uFnzMWGa//wy4Sq33+04XpX4A0gf/e3V7/9PwDYcH3YqjpabDhiOALgcl6uvtk8AlsEYgkRhlUY2KqXw+554tOlfT+3TQUKWFl3a4N23G8RoM2wFfujKe6AjdeBMDLgbg9eBIC2sOmK2qhcXQCeJ9ZLN4gCLsnzNNUvHSlIjqET1gyXSeWY9wOrhrrqKDXNyFEk3OpIQjwuRkAMJzeVDnsJevSxQ2rJ+XG0eX6Rc+mSkErU27sVYn6ECCSRqqGFjr1q7pxdMDVKWh49YvgAQKBp97CYBDnKDFulAYCkhWmhA6jmS3PUrvER8pB7BGIcLA4RkfcKGu9xsfvZSKB5iNROzmrWDOaelSGHXrMn0dwj7DE0wxZkNBW8AovtgY1xr9LYz80AASuHMPgt5q5DMrh7w0CLAgybaw+qd5xt9/qMNKwoU3M1GgiwrLWE/nx6F5qF2SdJCt1iCRCWtWGPiUrgfrYknDLP1Yn+eEzisKoPHwGg1SsRj0ihBptuAmvmw5UDpMDM8wjZOQ/x27+Rf/8/QJTDyFT8wy+4nN5pseE4jtdoFSZd3SbJ18c73CUARuW8aqx2b/4J+UEmrAXE4Dq2NXZPSGAg0DQIZk8ROwCykw43aH6HYDO9GMt4swzv4rIzRxjIBEebAx0Yv6tnkAY2Kv41/jawVW2x3UoAYuZpC0n3XCpNP8T8tMy+5XMmIVDdvTkBKN2wCHoxCQDB50Fc22iOP5xqkIsCW5mFKsFb806n3kTN0i2LCqxcXTggQBEWfamDBN3k9MklcZZAuQ+aPI33iwM4V29mKpjyIXmVy4OLhp7ah2P3eR4/RMXed6GEVFr1NpOCpR/318l8AdbWntvKLCLDSRGWBEk+bhPya0pjCDHYBVa9daIzI1BKEoFT8xNUlEkgRqWepbSLz1bmizfLcm4P530mIf/q3+LbKzm+gwhFkfqBu+OwyhDGzrBiRvkq/hqAi7Kec6vQlPYY2wQOfnHvJazoZS/mW5BpqHTDfrlYp1e2zgCMh8vC+/2wp4OM8nZbbVnrH/qlrdUF0t236qI7io7d9wrUSLq23gHfLvusPSHxNANulsYU1ru26HAE5bHxVH1MqDpmPEBS3zHkqT8EvWOdPI37WLbLo7dmj99LGsARtgTuiqG5FfHh6rSYCpUsaXRA5kdq6gZZLXCrUtz32xMRMwhAybnZZb1l74pwUyHUc4+f6PTc1YwnQmBII9yuXkm5tOm9s3mZsH5L4/lwgG2OyR3PGKK9vNZqNxqhU724b+lkR6+HxaW6O9zh4SgzF2VY/pL0Z+ixl+Kh4u2CJDH3DY8oaU+YEazyjiuXhLY4MmgCLQJAYFXmUxifWC8umtvSG6WUmG9sOKLtfLs+X+xXX5bI7jOvY4pOYdvackWZlZsbUAm2uXtS6wqUjVy4vafnKuN9qlhngRhtXYSEKOIq/Zu25muzNzNW5xXdLqd9jfGSpotxsfBUxl1FEY9FfW5PzIBw9ofbjW7wCk2wyvlM9+nyeff6cvetj+9yHuLNeh6jkpyAJqWaP1QXIudybl45qtFcxLlgFIKGnLIKL7az42zuczNS3KmCjepRIZDCw20UeNkq22JlksdPm3cGa1uhe5L3bj7L6HUBFgCoi8wPaDOsipsBnqfoLNCqr/ZI4Lit6xu64vwKL/PS/NO5bVnYzRAbj9j6rAbUnvK3eRP6xc1XIysEu7YqmPmp2rZXC+GLCmEu4X0ngt6oQoDNPcmTab4/AK8wpAF8NaZUUvSVYmbaACrbFVSwNK/GooxZPi43rM8ViTHv3XygCLMyXtIWH2ArkZox91LIJ16+eVAxoppNvK6ncmq7+hroWd6xhWrNHVDyag1mTjZzOXcPczevprWRL65pO0T9eHz/e/7ur2OJZRmRS9Aqt11CYEuC5RAvg95hyR2f2voeYndZqeax+U5pbNp7N0RnuUbarQBTlvjh8FvO5s1QzS/Nm7m5n14hQrIMcv2+uyesQTQ8FAAQwEdKGDJjR+6ao/MCoE/panBbXhzkALjjDzXb0jmhsbJvjonoEGGFI/8InQ5sDiMAOL0CEQEwKpswfEYeT/7qJgO8twV9bf2GjTYaVUAiBgXcdFfTsDQ7Nx8BUaHVxjTrpOkgPQ/Gr4qkWHcv95jXc3YasB0yNLsWyLz78dr9l0DE+OUcRxa5eu9aqAUUm25g9ZhTLzMgSSSvzCcEfagtTmoeq+ynJ2fhmBj5xWQ/3Ch5qT7l7hoanp1FrEzx9G9Z23P1ovKwf1iEPPyhA2HX7WQEClALtFiwg9DDI3ToHaTEpzNTAN5b2gnABZx1doCtegKpKijopM/m/YQRB4uY+PoeImHlyyIoy0PiC8D82m+GOBlxtE5CpEppzbtuVAqmAqA6sKbcpulmozAhyjx7xqrbgj87to5DB1hniEUlKTZVsR/qZu7gn7Qq5y9PG6x40Zp257fPs//+Egf6ts3CW+dvUDF0gVzY4nv87jOuLdvMOu9mAgEYvvz9dFvGcgQAiuf+SMfO4CKymFfD3Hw2rwbSV5d8gcOR01CE8MPt7vXt+KFnAqURVl3Shh4Rd/O+ipyqJ2FJBKBweGN9BMC2sJ5Zl8Pp48uLC3nI6ugPfI9Gc7vKMiZxitRLB7cDujz2DwjwcqgOQlQEbcae0AyAn+798a5PLmUMlJBLsunGDrcXY0xGxmA9ICkHoChP1UkMykChv7IbXzHZ6Pnpqt1OCfPYn9paYNiOO7V1vtNanEB2vAIGQ1ZGrRHrQr7dNwBKnqupsBlmt/UYxyTxA25hnFspai/Ht4+LLrLpPbEeah6Xdsi6UXRiZ2OI4D9GDSxmBmdPOt4dRSmrM7ZrutkLllzb/7GWJzO4UZOYaR4BgxlbjW9EqqfnCQIxFuq3swbnSsUtjp7WVyN3HBKrAwi5usM6xKKbIYFQPADAyzoGwOEox3cA7HJC6rFkPX6vqxYa2kxJsVDJarbsM8MyU9U1w+pOnQT47d3y6++XorwuIiuHoCgKjW6Tpupojkv12GgurX+RAwXWI+ia11cE8PblY9NZDu84HRH7niqUS0RpRHASunR6BiWmx5Akz0iXxZQk9fGVXxC+6GY9tzqmAhEmQbVuvNx2TP6kAvZnTCaYv5qm1ty9geRsXgQGtOY9dzvOyr1uxxUFpqqpmUdlqxOloKZPmo83TcPbeBtv4228jbfxNv5R4zncidX8FN0460lyTgzK4nOYTFjPPH1BKihjdDH09Blx5h6vPQ0VsuTrXW8Mpyu5fs9UokjlWtrhNgoVER6ta15zePY6pzl0sz3gK0FSsv3m0xZ2NwfkLnFKMiqTsGc1LZXLiVZtvGG98HwHSZxPBb2hkMvkJuMraC07fGWJYdDqr2eLFbEqbtTSIEHkbf20148mEeMbxe3LHu+TUUpJxTU1Jl8bV+wBwWyOQVm0k25DyhCHmzgAbdmvc/OXhTAX9TLx8tAP35KQBi6XMp9ymThf0OZestZSIicmWJnW89DhFtr16O/8aCwuZw5mmFsCMOUSb3+ebUqicRxnyjZ3lBMAERtvAGyt0AY51V0KNm55+Zl95+N1WGSjY9UgGhVDIqwHcQta5H8yWvVrvoskaDHsx5HV9398Pn7T75W7RWhy7y/K/dIGZVGGfymai+x327ZHt7l/2Q3ABfTu956yr7t1m24SJRGaEoDF8LiYOcaEeXGs5XdzUb2am0viMHJUng4/Af7uRxePM0YcpuMMUZQAw5IKih1u2WbHsTuGllOParvcpzy6JF9vWtttTxzf6dd/7Mss09GtYZkxdMsZl/NQDnGYC69BcLKBKZ7Yav5YLVQIl+av1fizsKx0sl50ZS8kCBi2C8dT8rUDh1X4ravrbP/SgN7/fjx9DM9ezmG6FoeE03t2GVegJ4zGLntpK9Za1mrway/+j69yKrltfTegOsxxacaVrsPtBL++2u2ZCd6OCsvezBNvKzK9ZnMBVciVHZQk9dIa4BSouJbmoEactzYTkdzozXDPsbxoXGav37Tv4AnVYob3fBjzEHP4jAS3FE6BVlHP0VbrcbWce0CzpsA3vXz9fvdd/cNvOYwwQ12QMtPa87AGUaszU6E6V5YgakXqDxhysWhVSNotYH84pOB/V4OKP1zCi7jy2VjdoeS52agStaiweIrAQCRUg5DTntQMgNx+nb75KcuIMkB6rzy+MgA8D752Ujb7ZYWsVbGuTlgjQ19+un2yU0ERckWWhUaqaO9Erw2pTeWDHvSI3lYA8G7Yb39EiSWqa+fmQCAc4z4gkE2dCEk6PMy0SQm3SQVu82oR38bzlEsE9HQQLypfLnbIIsSl+UGTUx4WEw7D1TdpvpfTF7//DLm3q6+gxQ63qGf98lG1TPXMvbY35rN9+hYpR4sIV19xfqRVt8b5xDRwORW32EZwPqHNRG+7yuUh1nUrk+fd8j4QfDfzQ5ZB+7d97qG3EW1Xynjs+Xgyhbhja4RHwqQ7Tq9AvGEVpqyPGx/U2Dv0JkVhbHMyS4h4dbikcCI1KUgdX+/Aue7MPU5ph9u5Ocna/FQttgIbPCPI5EUAd7YZVn24mo1zMxUKsKy9zN3RmD7WrPlW1iT1mMUGcVAs9bT4oMt54AIlzfYsINShxKnasgclzHYZ64PncdKQNVVIujRk4aXZKpehlQPDpmi1f6ZufRvRFopeU2QvoMDz6GXl5bXKVkGJ+IkceGNJgh5vr+6dt7j2aZ4kWvtMQujDd+PlXf/ad/irwC1paY7IZA/MwNZHJFGt17q9384nJeaL1z90sF2bsT7PnqeM2fOoKgIBkIT3SxdgVkOSjqOIueO0EqZ/NKr549KqSTz/XDsUYyKBY1Y4Fi9ZyEQhUh5PRgeYhto85CcRvbjfuW/VHr4HYJF/UUYCTDOGI0TCz4ynDBTGnJKXR9eklCHJpvVJuzNnL7f2niuedtsUYPEfzHTx81vEg6/zbHqt+QEsx58uhw+xyi59t43zYvXSksDRAvVvjiQgKWSRHoQdCsT4Zt2V/XXl0nyutop1+FwJsdX5Y81o7ujFYQe4WecjweS16G0VtjWJo6cRos8nYk7AkZZ+cgDQNvHHdseko1n8pWl0RvpUPrRtNzPcAGh1q323omxuV3lUzqC4VdbLcw+ka+mMk70Gi/3RX9q//K9CnRBJPV1ehrUH8byNuGZS9D+vl24sXEXlL68fT+xVlquiSmAAAPUq5zugdyq9TFvnNE6/s2nMnNE4M/dlPzUGHA4sI0TpjsjN2fRAYexcj45eptiUa0wgG9HBDZTjHiMc6Kst1k6TizRfWc6SQNEV7JE3jodVrFnKrHP4t3efHSFCVNAcczz5W8oMf5AcawDcQy8ZUSzWFdtsZlgl2/2yu+/kbbyNt/E23sbbeBtv40fjqdIQ9ChzVDABU2IUbJLQyXPzojIs9zBhvbTDLa6+7qaJPHke5+EmX3/zmtAMwPKn/xr/6b9xSY0i5zu0easZsC2wGgI9WsN8glXPU8870Nyii0FhqzUf9qGB0lO/mmGrNY1Kqec4SQelkcsZLp7H7mJYen5mgYGokl5rT7C18NihXdAW1rNESRBIsd2LtDcScoBbc4ApuE5xipoSm+N2L3vCQ6IFZCIJpySDPmWZN/NGNMeXOXS2A9PgtR9zL/XpjDI3vzQ/vHgHqZ2/Pv0mzgcuyrpmWgJx5O3vsV5AkdMnAKCM+eCkUDyPkU13LbJ/WHTvofKt66Sag2QRJLKuaLaAkwhoyDreBq6kB6kNvZixW4Q8N3zPsTUkQRROlT2cUMtVHK+j75OEW3Jg09wRWBXNDUB6ZZdsx6/adLOV++I81NythRSoV6FUENVrDx+U9zJAvOjZds9CAJzzifPJhiMApLEHfLgBaJBmvXw9mwsxqGy+VsV6GqszWp3q/c7VgawSdUUV3gwKwNy3cnd8tcN5FSlccWpRgvUhPvcAKA175yE3gzWvCwA5vgsIv403nqeq491s4Xr9/mKhyS2aRuAPNgykA4ck7h0CuKtyHZQ3g2wBm2FbeF42izIA8HSrsSKw4mdONfIFdm8+FJbPX3I9gzKtQv1jwpaWx9bg5poh6byyy7a71wvR/opbF7ibrbAXMIzezIUw9zA+hDpvtWPAgdKrDpCIHCQgUOm5dC9H2MgDlAlvYEKbM6zrHJ81EJFSN8JoCRDtqooFgGPeoblmwY1WKFhnpBRnerYlaLab1phhBLMaiUo9LSKqC2u9kHuuQr3/tvzmP3T7mCSsvcX42y6H3GoAVunurXk4qsxgDSkTYCq7QsgkMiYG4jY+NSEqUxqvG1PrNhaTxsXS3Ly5AdYlqL0U4wRec8e0n/xp+/rreDaeagzhjwhB98q1jNTArYLSmBChmqQQl7QTLALHdxcXWlGaCwCHrXLaWJrt+VO9SuBFCRWt5uQIQ2u2W4Nsjt891HdDL23Fe4yIyy2mxXoPrj97MRsLoXjqjDwDGQDPNw0DKoHCgH+VognAw2IOFGISAG7D1bn5jDGKYyUzK5WkY2JlrbTG5XF33r80+95LcSqp001UVyoT0Ps0PWQo6GPlFgH+S5VWH/V6VMrlnm1Jr1SYq/mYpLknwWmx8MU1x4MXqa7U5FBJXg4BA44PPjh9nSyLWOB3L4/03V+n8eCR5xauobVGBEkW17FKCh8/2eE2rek40fZ29wjF+f6yr2kYlKxnNMBsAKwc+sW9USKfJvkzMFztFhqorMxsytEz1gAAIABJREFUYfztDkaaYscP/S1r72GH/OK02JikW7kGNPNBPN5msN68lJ76HR6F3ZufxkXHZm6aFSyo6jVFsq1bCctyW0I1bcN17wKWA9ZG+HlVZuze/jHJVRapZ/TebYFb9A63yKL457n1CDv8sFnTPUsvjSVx/5eTPn7a3NUSGpftt2/zssHLoVsWKa6Z5j1nyyokHfdxomzv/6gLGiihvWjm8RVz722OoiLusWPYNBPhg3IKEsCx8yh/OFKX+gefse8g3XG/VKB3TI5ZTrWzB8bEQNI6gPg6RCsnFs6XH+7tP/F//W9AQZ0N8PnBDrcnV3d8f6rRtY2mmzsOmSERIPC4uAoIKyonp7vuzgxTe3xX7zoA4Fl7uIfcxnIlglbhQHiwV79fLAxTkoJKq7ueywo5lXccbrrifI0xU6JJaY4sHQAMSWO7xEoAR6eJtwq3DEyvsGJ/9vCrYU7diJgHULhcXNTz2JVPkaecx1i0Xcfm4FpzBtAc5/XT+fGj4z4ud52C4AZJPZx6zYvy3Ff6Lt9ZudGJuLTeyY62uvmO7U/qRR8+dqGSWzTpfbyW852N10I5rV25cxuEgzaqFk08cNkAlFzO0OLcOQ7Z9H755i94eQAlNs1RUd9+wFff77aH6wkDYUkID4WIS3LdkcrdDPJhDM8/G0S9NqQgkEfg6mwQsiinxLB3BqEEFF7u+qRt9ez7RMh7mb6U27L2c7c/T3lzvvQbrrCeckBBYLPdUkTN5TEChF98uggXzKB00LxH1sWv6e5im5/oNQFxySMC9hzLliYAw97DSeBmkNg51bVTFrNN3w2wn76ehBTy1LaIn+kZbLuchnBOXoxNpkjtbeZXCQ1SVyC8OSYsJUcLf3FJXE6eyswyI4kmTmMq024M6BUu7/zsMjbQHBdTc29uYSUKhjaFgCAf3PvqVZGoafIa5YF+5N1bWW4y49Ynrz3JyxZezsUa69kOt+4p2jGMRhcFKXzAc3iOjQnP1Is/GvUnfy5Tt+RtO2UA1ZF8XYoovNzTmpy+wG3QzLYMZeqhABS4vRt2D0TeHJrG6jBBc6+LmYsQgyaHw1EEdEuorBbiiZVmeu4WSk+sl8n34E5aHnVSstFj2xjdVjfPGg5GpnjKtTSnAlWKjusXTBMoQZmXV4xtSiTx3tf0WETFdOozS1jJ50d3ozUbRrrJ6Utpc5w2xuXiZYKb7J0nAiPNDYzh1hvkRKMobHYZlaX05SrOqZfVIxf09Sxsr2TBzTqdhve2koN99THHYWu2TukhCUc+fugNZiB2b0owUYklHXauTrqkYAzjmXOJbrNLFkyJiCmDzuW0xQE/raNu8ZR2b9sPR6b92U3ZaiTqFZSTcUpqQBE6kIhD0lPzUSnzIy4VqfDyAMDz1H+j1V1RTLKlsxzyCLeaD3NHhvCbQwp/eDU/ZjwPVrgdVerZu4Qt0GH7pznPkw1HuAXGe5sxt8nLpRCY6XPzuJLQlkYHiG5tzyLm2fc2JaHTAtk8gNz98N2AQVy9wlcAs1vEtFoan/rHWh4bm/t3tr+u2HTTDtfBMulH6tgWW40/Yb3I5R6Xu766pzm7ZzeXjltSoLQ5nXcgH07e6VU1cIFQBgAyqsIDDwzodkhc9b8R7xJ7RwGOWVa4BV8CXHowYygftXgeIiPGdJzNq1nkcBblu7J6a0NGgxzFrWreUjZ329txQtTTGEesqDhufCSsJ5BOHTAHU3O02uHy8TUUMMhztlfr4fwYnDouF5JIUSES1tlLinrhYh0nv5gqmwpnm+bmqh9OSz8qPl72kpmBo/g7PzsSmDjf0xrjqY7/SQIQH3oXUcXat203KXCT8x32yjBY9QR1BZA4xQzuPijV5mfb5cDVu2sOYAaivrucOButynmnBkliTGL+JJPvG501bEADKe1u7D/TVgibrQWGONI//+a+aRrextt4G2/jbbyNt/GPGk+VhnO12XxS8nIPE4hoGr/MXtSzcDYUWOQM5Ydv5fQFd38AIMNkwzVu/wlb5eXO8ySPn7gXe4Pf/JX81f8G0Xz7U0/jICkyJz1P0IS5ZmttugnZQRywXDRjPdlLQEbF9tT7AH5/8l9/v2RBUp6WpoJRNclxLKIDvp9tSgx7SIWYoYjE4S+wwbEd23boL4dT5HwX9dsAkgCApLJWU1kvYf0wSbR6kbGal9LPAdG/N3Devb4jzffQlLS4yGnuBgoB1mh1zOZJmEUG1ehLWfVqGNKVrsheDlPV4WURXubH609/w3peWa0yhiA5ZS9XaPNWPnGduyshEoMCCi6Jpy+DVdeyi3Cp7t+dmzmKmhJjkqTlsXV2SsSr8HIPSohUZD6FybMXdTWzXPXS6B7JOM0P5fFjPBLi7pGfqYnLhaLQNJh5KmgWb4QUJY6th+sAvWbop33G+cPSvlxsSCsZyTxw17NVAc/N/JklOKjAzX1UWczDLiVkWq1NO4NSy1UcajZZe1CGe2IkSUIprpPp1JFw5nk8cmXKKmy3knE2/tvfPAD4MGUVHHL3SyuZhVNuPZOzXo4A3Dg/2nQDM5tuGtNsDp0CF1Z17zD9u7+x//m/Yy4sI8uYf/6fjPMFZbDpFpqkHCFp6P2asa5FuFN1YIAjOVdz4D437a7y48y5ibm5tw1ULuDGaxJwbhZn3GhGb0aVNcgHget5ef3mOBmbdbV8yAvYrVVolkgAJQyfWax57/82dwFXZRFeoUjjD3o7YGgGIRTdWQPgsVm0biUdNTMQbWOSublq91mEPboZoDgPNy8vTuAqi3fRzOrqjGK+9Ap5XWet1Rrq4YWJtkI/wjqW5julAM313c8J8HIPAK0ij3EMnSSQ2nOVooTUszx8Ajpblu5WJlrNkgLguFsjlIfv8m//o6cRkvpHpulpgkodDbkBsIEVzrZh39Y5YddXhbAQpwFWO3eO0iBVp4dzqwYVRKUhBDcedhNApd+uACS+Jihp/9N/W39yw/HIMmIYUUYHmDJEt28EyogAIm8+KUnuCna8um/+/Bef7my+NL9/ZtsWxFSA5uquBq/PhClYYgLpmXCpP/b4rdy+NGOb437uSqPoRMTMEwWGzSHsIN2gEpMDmsXqsmpQlO6pPoGMn97JmOR4+QyA9Qw3L1dS55tyeDRt5ufmrjr4wjpDi6eB735qw9EAO9x+XHRuYvzQFh/HY9tb1+df/MvTP/8vm3sUQAZlBBbTGurFNXseCDSmOR01X7l3+0f8fFHuOznX8TP/9Of6GQAv5/C6MCo2mliXaboxvY7CTqb4cNUcs06FVODcPGQQr0z5fXiZepDuSiYOk2T3JebDqRocaDgtuXkNf0sQFx6XFt+Z39ztvAsDf9vGtgAwFavNF0MggacksSwlocIQEbSthlMRKdIXl8CXcr6k5X6WH9//Wg4f3/2yaG9ZRQ9VVm7mNPCYpa3m8niqeggvAJEwLPUu494YhNdFlU8l5RqpjGQzvzcvooteARgPV6EZjF+R2rknpBNoFbuLFnBKh801t/1hcyB32RoVc3VAmrnDowhd9BBrSX+KlLXsQw/HJIfMzVJfZG2CWGOdfVihtluUX9yTNW2E61d6nxbgnj7+SoYjtGybzs7z3vZqeXAIN9BqcKZTYbs4E1vlcoFbbjvtiaL8F19PMRcm4VOShQBuXOauLwuhgCYbr9FTFrs2Sl6kNv9g/PzP+V/818GPM8enxeqKiosCdVGJ5G61WXsSPQblqVpssFbX/H5d87rIh1HbGpocCZNPqg4AQPIKyRtc9dLimxW6WjwzuO/c/+HTr6/ufxafVLzxrjCgdbaBpGDgbnIgbitWCAWCSbwnYd5G7JUBpLUrHNiMUdl7fDC2Re6/xBLYOxfRWATYlsPHv355WQcuLYRKVoitmc1Qorih1UxZgzQTKHUt45u7gjF1NEfRPaliW/T+W09DJEqsYqM0N38wVGuAri2dzPxTIcrEKUnySqte5+jLoJ53z4o+XLV3P/9RGX/7Rc839ACcsliE3fvmfA/Iowp3pahnnR7Gr5r5eLiKdRdr42bK0swjq/l+sU5dJADUxZW8NKsrc2VrZf5oDP/qPx//+I/itW2xmU9PRRot+CtbgEC8HasEXBD68U2d86NB95vLx34f4oKqnYDSli12HLLeojB5thkicHNNPacmjd/k+f99eX2gKDfsNAkFkzALaDVmBkjiyr2Oy3bBqRvqmVbZKq1JfWrfvLUn3sbbeBtv4228jbfxjxpPB6+5uUXQgB9lPvWT63I+UuCWypUQrAZNcv8HPnzn5wcBIKpl/OnVB1C4nDxPPF90T641fvr1lnLZKTqhe0oDNIcidDYU2qhCN4h0jWFeceV1pRbujd/L7d/hVohhYhy5xvGrblUCvsymDdVHVczN02zuuCrigAOH+jCOV1E2eO36Mp/ZHnvo+6peTqkEgF3bTLeSxkB8XB8Ovp7eaBVUsMSW9lc3w//y8uLEV2O6NAvC48X9bq6XasFsEeGocm52XXRIMqUkTOc6SIMSQ5KxQ+CxMF/S8aU3Sa2+t3s5P0RhMImUkIi3ilR4dwdKdoOkw7PQOSsTAFCoJVoYHkC9F6M65maX5s0wpF6lmJsLcUgSlMDRZtYLavI8qBZ4g1k4u2aWKCwty359n8RqGAG2WEhzJTeSW6h8YxMdR8PgDkWGDdwBn7Evdzos99f26HkM/kzwtxLFtbiWOKY0d4BJxqhCq6FoItYQhLD2+W4xzLEpp6I4kQcANlzBapVyrhZkespVM68GXWCuWFyZs5IoWgYld2t4zfDtYw1DBNmFb838mIUUyYet6rDSM3FqPgHF5y5lN2O9cHkse5UM+5v/MP/3/w1FUDIP11/9yT/zhzukrN/8iU03Nly7HuCilDtL1kyIEfh8aYNS2IWi653Y+Xg/nurf39fN0sWeUQWyf6ZCKGVu/ak2BBgx9I+91zMoL223O4HTzS8er/4oIiKrhUocsCd8VlvMnJdWlb0hEuFZ5+qLgbBTPZnh95/23RNf5haVeaIleQqVOFfP0km77Nm503R8H42tLdLTgWYw+Jf3fwr8rzufr+OxehKp5kDWlIM3tZhnZeimLzUq2A60sDHHE7smLGBu9uXS3r0stImepp80x2G42opJEbGbBFPRgnpxHcTZZp6+sM5si43X3YmwnL0cIlSllxB+ND7/Bv/Pv5PpyPGIlFAryg9Ja72x1f/bTAFwjMwqIMIdPBValT0t4feX9t2p4anUh6X5VdFCm10gqObn5nPr1ZLo+cYqkoVT6t3G5Pvn5+X//t/nz7/mMDJlpgIR5gJRiDAVmY6eBk/jhob0NGANWWyQ5oBgbvb4SnPLppvwRERG4NM9FHFObBWa4+2vKV/XFbJpvTtvzOpuxGhzfPtYAZhjMSd6rYWgCgSZ7OheXU0ARQ8I2zPQ4CKI5uh9fuqd/TjlckZyuI7FHKdqKqWoKKFeuczrp5hZurqYqgBkOXVM7+EWWwHqRyMPNt7ALaqjgTXsBZ82B9cWBCjn5pOA82OOXzdchYk8YnzPzXft8Kdqp2oBxQNQVObmV0WSeIMU5dgzWAxZ446r9XxFWmObB0nwdkj7T4+LIhWPMLdyiJa850OvLqKgnlnPHde1nECZVgIgl3O4hgDI6cve1b34XFKKAl1RBht1i88BsKEV3T2pTPlpSrWVp8tndd0fDNLzaKmgVS4nSIoXFqRFhizfje42XgMItQGkB8x4HpB3pBLbSLApyZiecl29vy2cqlUDmbLmw3AVhrHYech8ghvanDoNLfl4vbtrK2gFtejqwQMAaORMmrmkAN4psRiVqWcCcRMiSF8vX0VmXtiWjqlYq8ew6uXoqQyaSkbzQPP20CMjrPuXEHmDEDm/gqnm8ihWfTh2xbU1UHh58OGYYEUlUH3KiJ5DSM2Jp39lPcOxO29W92Y4VYtufW2t50MCbm7u3QPZ5gTERD+u0E9PUSg2tsWmW+hOBV7e3Q5/+hd+fuThGoCMRxcNVTzQaZsVclqeqIgADllKJ4H2TVjzfahfERlTN832rvwzvGY83uZu8NANAJjN1LmYz2RoGk69NL3z+RbagGXIJbZNK7zZVfpONFxXWFULvuYRH7Ow2/ZESfuy/+FeZdUsQA8gFsBXgGOQVw5rxGLoJCJmM/Y9ed3qAd1996NBeJgbYSg99a1iqUglSeIyRxBafwHuETWkxP1iMKqiGkoCX+kNVcj3cyD/2Kzp+pE19wQ29yqJQITfYrqxH6IV45ZGx3O/An+81Z/90lciJHIYldvT2cOtR1yGwWo1W/VfEcbv+mpjetul5ZXtexW30aFEETZHdkSfwoFj7nNALBOVJJ/MBS9H/ot/lX/xJ+GvhkgYj7sL1Kymsp0HutAq9BmU6LLFol6I415ry8k7S0qqTtApMttC+xL+eWcyhy8wzxFoSIYjBFylPAIC/HzZeQtKXBUhkFdne/RoNqb1FogY/xpTWfgpIrBqC9V8rvn4Qcrl5xmkCbH1NqvBYefq7jSUUeVqkOLuy0WiA385AfDpvedRLg/y8FHmB1wedu6QJCcJCYtdqEWM9DxCbsLUdDo3FQzKR2dKh83bGuEU8PW4uffp/uKAP39fuM4L4VqBVZglN9XC+RQNG9cMTanV6PXGhreLHCnPFR/PR/r8a7UForFP6szbdNej3tosy8k1ez6sJJP1ZNlq1/50xdArxQwtzaEx45ifqlXzIpybu/uQSDAimxHm/tbn0A1LEjK9S/XpxZeX1uR8tzn30Ga6eRrjLYeoEK36hnwP3cYasdGlT23xNNB2Opesc5rvvRwoorDQjqRyaJKUZD2jznJ+4PmOj18wTLRmpwc/PyBlxsnDTA5Xfvqyi3CBpMo0N9cI93aPaDhzF4pKTzcYk2yMg+ASd4/y+n8j2fzl8Dx5GgB0Y2EsPpQGmc0v1U4rBF64Ji4CQCfGC7snedx1YwMeGbCSevOY4nnoJwmxLL2V6+TsMjerZiFhW/lFzT0nwd2y8/C44zd35yFpLE5ZJKRwY5IsuCp6P9uUSBm76KQcliBdORryXF0oqbxzR32RgggA1trHf6jff9GrK4oyZZgh5TQdm+Y4aybiOvR6ASACJmUPMzTLq0Rgl/9zN7d/uF9i5gqrWkcvq8QSiDXU1B2+nia3/zz2ypuS4OWYXe4swUzJxYK07LHL7NRqEwDBsYjbvjTLKufa4n7GDP4P9/tL1z88zCmxuR+yqjD+KyXXMmHvF2dlVokjSWysw60a1Qhgn+CCwFQAUfftpC93N4NgRZ5biSa3SFvJZlfrBiqeoqn5IQleeC4JBHRuVC5EpNtESk5z1OquaO7VmCQVXWU98YFqAqCSwIRXCC4u4ml00vWIkJXE3IKVjREfOWUzZsOtE5NCKB2VDOzvOG8G/dkIeJP5vgfoBHphOSvF86htzlqO5RhVVbTqeez63/VJUGJ6RbDip3s+fIIohwPCoSrJVQKrhS1Nxa2DqmI5EFEtoKz1j76HeDmmJIv5vNKs26pafb79jQSW7QZ0+Q4QUTjxo7r39Cv9w0AuZ5hBU9/umDEKm5v+/blIc17L+ZLSpvq3muoT9u1N0/A23sbbeBtv4228jX/UeEaETHKrM8zQqg9XJyPMVTmJv/OLpy4QlfMXefiI73/fzo8sIw9XNt749N7KFAWrNr3Hbnvi8TO/+3sAfP8zALw8eJ6oKfanR0leDoNibuYdBozZZNV5nlUT3RJQNO12Rj9V+YeHqmSS5hFgDxRJDSiKx+opHYrAo7PrFSKQYmlEmyMarpkv5qcX1oMY9z/5SxmEa20KdY4qhZeJywVWzc3zZMNV9AjigtHaB3CuPRboe9mB+oG8ND9VjyarA1l4zEJgSFD2+hLQ0V0ADB1MO2XZXGTuGNIOLNZFl8OHtDy6T3GU95DmBnoyjz/yBQREqPeMAC6X4Ip4OfieweEkw0ef2tndW1GSY4NjRvOWhWQpeSjDO3n389ClO8A2bzfziQqnxffIYPrwsTx8m9OwovEqUoqOQ5xuK+RhsYfFirIonmsdsFKYHD0PcGdo8jxuPd1+PkDvtiRxIbOwE69DyNxmiYpaIOGs0k3vfr/34Ur9+p+CEpp/Le/mZs2QhcYkxtYstOKHzObuQBIwSETWW/gAZvPTK53R5hhVxqSDckhRYea7IirM8z0oWCrdOd/HsXeMADA3uB0kwYPHZU+YsmfDl9mtpa9+Ep1pOb4LPo8N1z6+wwoSnj0EE/3TvDQvmhqTqkX6axJiDxo4ZV4Pun2n4/EOj2tS2R7s8GvEt2BKTxmY4albHZg7562Q2izmgIelbTUodoVUZBetsUAkccwJwHWR+BVRBfn6sG/t+fP3Yy4BVgq0eY5i2KV6kIW2qMPuSOrFgH6cjBZkEqbdCrbzjmPQkam9O8MWnoWKOoeHuR8WU0lR5O8RXzB3JS7Nz9Uv5i9br2QHJhZakmjhNXqF124sn7tdkG3mcvE8xAIBOqz1PiZQKLrrnvjdr+Z/9z9ChKIcxkg55jB6a8gl6jDdwWgNUaO1FhlRAMId1l/AnqDtcbEvVbLoMBZgTcNy2xp8DoT7Lycu5iJFjcGcfh4S5strOYUW1WVvM6JT49Z9TwDqzFS62TING84SeOowApjbK1FwHlFtIDo6vfuetOt6NGCvAMnrsqGZNuI+0ONYAxD343Ex/O1dS1LCOEPmeMQ0xSOy+n7XGRJAKdyyrAgo4cFofgLk/lAIeeZgipxJYFTE63IQeayQ+DBsvOZ8L4d3vawEyOWuTe8hydPg5cDljD2rPUR59Z5tad0m1/2sNr6LPtZivW0/KeEGR/EKFJeEkvBsndsdRTmlLi+q5ufqSp+FQpxqb2qMSQaV2XzUtPYO5vjIlTBySj1V8uV4WMxTGVPuOWChZQOqeSmDrUF2Ztjy08wh5mtmscYKd9jNYHVPwiF1CdLjYvdze1xac1xquxlyrKTXJU2Zo0oSdBJw7BLCNWdu8ZC/uDzrXD7/3ZOXZuUlU1Mnf6/wMi+H7cspde7l+tgvWvXltMtpGMVuBu2PnQBtpnSRY6/aAZznDjUTJRCyj45VWIO5mcZ9jnercvpi0w2XLwBCICJR7QfYlkJJZYKCyxkGpAJDd4ouZ7oL4Jr9tWyUVrmctRyAXgAPOnXcyWA2ZOG5uXufebNkDO+3qmD8v3rz890PV05fXPOQx9C1uFP8yU8f+ZlkD1OOecEdh9yXzLxy2XZxokr88v1I0OHNvTaQhHjvdpUDL/cyPyDcoTSn2OE2CO4bjp5ApTfZaU9wmNI3f+KPdz2KPGVOVwBMM+rZD7fBV5WYMNYYwEhz3j7LMA3uag6wxvLaKpT0FZBn650BcH427TbvpPDYSTTr5Izd61+aPywddhKihVXWiqXF944KTJl9JwfPq3c266rdIv/wytzz8VyLabzsbfaIDloSCtCezShFcaoWu8DY7mx/tfvgk7jKgjbHOwvFHC/3G4nZJUnok0JtkArSmNpZ0rgYTtWVSMJj5rA3swn8oA44rCrAVr13KotrWftNRqsmN5wfo8KP8AQ+wdRXbs3L61/f5l/+JcvYc7HHQ4/HjP/pymkIQ+M68/TOqRtjaxVqtD3NRHNcqlfx5oxeYdhd40cdT2cAAM28AsFT8SCsyypzeq25Bfh89gDw1zm0kDJM8aqoxdvC5eIpc3n8oVAj5XIMlbHmcXdLQvqkjBSS2Oh04zHRp9lo2QDPubQADNAeJe9CnqvtyjKUvCoy9F/R56gt4jgSns17tk7pcaxhNa/9t6MvCs/J3z/4HszmJVIMYKzzmcMQ6AKrSdKlMYnM5tPV1zCTUPlJghvn+/TwkfVs001IB3buUDyFkjyN/UFJQ3TZAZiU+FaHdEVD+RXNs9UQz+Xsw9X/j4HC3EcVcy9ZdEPi2Ey3msfYhC4WmR9oziJJURkNfklFesTI7sWPWd6VyC0F0CHhAILGDDcwwe3knb0fKsXYKIQizxwJtqtlA6Ew934KqcbrQQ9ZVboypShD6LclJMXGqJrjgqALBK5k2TtPWJ5ON78oPoPC5RxYJABd3eOGtLLrpXtVPE+epycy7tpufIVSom1lPDwuKJpJzIs3a1nFXK6y6FA4P2J+YMPTRaz2/mUg+kNj8WJcrr6pX//T+twNgdVQQ7HxGpLCaZ2G0AOjmqOBzE1T7n1x2rj/4Xqeaj7E6dbWeKp5DSiPFWdZ2cnbCTUu25ntSiE+X3Y/XNpwDGFpPGxJo4NKAElY1Df1rrufW18RL9VVgFXHE234vcuzGZJ0UXTRHt1k7ksYBPJolDDiu9WIdwmdQdYEgOcL3DJF96b++unjw//5773Z8P5KpiPLyPMjUxZJJiLzyfMALUqpDnMRCiLGSUkCEXLWWTE7tydRVFAblOwQ3mdADmM/aW0aTVmjsXueAml0WflmL8eUecySBFvZL669fU2yUIVRC5zbk5K4Obx5El6qk35+pUp1d2lH8QCBmEMFAsgqug1W1RZrnIVHXaNe1ndq/c937o4j5LelCKpDh8I8ItTKAAC6GaVJkTVgojVXGWv1EF0u5r0qs9kGfvALer7D5k1jiFtXsr5SZpecUpcghHGsTAjORFsAtfG6Me0Gl7g1mPn50R6+Z8q4+8woMAAwCz0TyyirUKy/qTZ3UnIw8vsGYmfmHxTvR80CudzDnxiAANI6k+SUBqfCDkm35JfZ/LT4Yh41ocv8yqfrzess45HDBBw7akLSFru1CST7pi1EG1t4iiTQYHXcg0c5OFtfcZJIW3lcse9BV7Xbc21KhxBuJiB0ldsuZoLsAX4S2CgybGiJXQMUa72IlNCBRQE1VnBK/zhSQZ2fq+DfNA1v4228jbfxNt7G2/hHjadTYxFcaz9HziYVQzcoUh49ny4G+M2gh+VO7//Ax8+whjL0jlo4EdrS09L2Oovtd7/Gp99CVLTYcFwOH07V4mgFAOYDW0qFM+IXAAAgAElEQVQJfWeNrOPJSxjiVRKAlMeQ/e++EwJCnqoN/VDeN1ajFljd9mGFa2VMEmzpxqE2b3jH1wKrorQaaUBOaS6y1r6UIhLJmUngp7rZ+p8yjQCcqzv8t6e9w6KZ3v3uKh8AuOY8TA+LbejT5j43BPZgIkEEtHhMaBb/IFi7pFMWtB/fIroVAefqqQQu09OINndhNp+JouPouVx8OXfTR8hZtDh7ZNHL1784HpfeJrQVahvcwDUHJZCuQxlGrD25tnbmtsPdK0575Hbi5T4H22OrYepT/tNj9bCnoz2HRnYj/mxuDjUX7peYuZx6CDVTka2taz6Mz5ujz43RAHriHBBdGM6Pt2k3lsbl8RMo1EukZSacAaBVLwcXidO0r4fO0gPCfW4eBLctOeaQdxp/zfxhbu9GnZIoOSQKMagM9RFL5XLqCNGtaORGOUGSp9Ql60Pq72XvsJg+/PT4F//CrcnhmtNRbn8WtpooHG4wj8VwqhbC+6u1ztEJoaS7tuptrxgwr7m+7j73IxTj8K3Pfr7bK9bj+3OMdBzCnhcJno8IqVoqmve+QPyny0oyWD+l3r/QtXgbcgShkxDnbl8RwC9vBskJKwJyvRoeFlP2T9OBpXmIDObWvQmhlneHuZ+A+bXcdiATcSQlAWinTwfvL2aY1tsQ3Q+ydsSxqjTuZ6uGHVGGez8xl0P4OT2V8DCTSb3CbAjs49YWqXME8gHYavKZIpc9Rvv1T/jNnwFQwEnPo29qjK1bus7PXdtklfWC1qhqpwcHYC0qFi8vH0/dhSjp+Pyvy4qyUEYrEE7BGoob0IIhsS1eDVPiK4hz2JeP+OqdnR9w//mp7S4CgGXkdMUFng8AIKu+JBXG7CSJfoqqLXajFdalwdyrYXNP6OqK3Bp2XF1ySuQ1lDi8RQ7MzfMr7ZVRmYQRubyKaVAE3btrBjdq6v8QXacIEQSghW3mw4KgBqzj2RxKss6uBo1Kl7eGJsjiU+KgquwQCZtuKBpdUgsx3eGW7r48ej5wecTe0G/+P/beZMeSJUnT+0VEVc3sHB9iuPfmVJmVlc1GodBFdLNAENwQzQKa5ANwR4B8uV7wAbjhkuDQKxLsJhtdbHSxqlBTDjfvjfBw93PM1FRFuBBVOx7h5s18ANdFZtwYzM+xQU1V5P+//2d4+yPnNJjEUOdrAj3ewd9eWmhdJEQLo0y3vDxqmm40X5KsAZ+nltqbnJ+Ph2xz1VF4qeaVZKcdrAqmcC46BSYtvDw2Z7CfoJ6SzrUMIcFw5P1Fw9Xp16G44GUEIMQWB5IEYm/lVgrcqs3eoJKt+eL6D+IFwL+VnfNjxDpct9c5cV7UPbixdWqJCR72jTZv2se5+hs38CX1WAhqu5gSozKDmUqDCvtrz4bj9ihaaksWEGOEG4og2mRWvijsDtUvRoReJa5qq7bwNDWrRrmaPxUCGgJFpoPY9optH6ORLeamwdxdFBJDgutVuaMaLlQlau6jC2nbg55TT2roNdg87/tpebnnh28BOCLdtqeoZpQcQ9Iwuo93qV4JlMAUU6AuEAGHMtzsqkQBcD77y5XMsD4ijA3vsTwgHZhCUQhhECq9D2LAMXKjk/k3AsJLAbtJXENQVZMICA+5LjKuME5Xrorws1QNQRu+vZGD3RSohef9YA6sS73/YHnWx088HaHapGpvD3D5ahirbS91q9aaQf66mrBSKT4Z7WvlrHF/HeC9fSs1ENn2mpctLbwbz/yP2sRKeCk+4CrKIXJVK9oEEF4EXrUZd4URmLa+pPVmoivCttXJfmoM8GEuE4KrntHLyELk2JilNpGmcybES9pKnqSgPcxzVctl5/hkdrDFLJCWAa7ra0Zoi6PLYwBUAlEz1vv3ckK8K6v8JJ+LPqeoG4dFyaEmLMkkEVojtX2A0vA8ILY4WhgoHpSlY+yT9xapZkvHnc+/LpQfXL4GYs5nC9E4kAsGmams6nMOs3EgU/NoR38Ax1sXmwPYjcZ+yOpks2PkTamQhIpaEgpYQSEb1yf6IV8fzl19vK20dge/+yFfvQFLI1P5CJ1H7rmgksDhKSG+zVcdZQEOGbtd3bYasO6rbHkQvbfuy2AzI6IYmrCpN8+ySGvFBt6X4lXFX39atz/y/nXTSHlrFFTN3ETfhVyjCCCtoaZsHGlVewwX/f5re+J1vI7X8Tpex+t4Hb/TeLL86WEblE8hpCkE6RAb0iLE7AmBZeblEVrs03c0HikmC+O2ASX3d+1uFkvm/GhrFo9oM4WppiNMdbw1AAdeeEwoAIyIl0dLE60zQqKSNR1WhdVW0Hs+vhnxbgxmpnDhEhxhm0KTm61qFYJ048FiACQSejXYa5JElF/giWo8op7BTMuDF6VJCyTHbr8hiRZSpVTUiNjUiJhlVEOBa/RGIZTh5vnByZTWc5OqheEqXaFt2mxVG4UbzsgsMgloVUvSFs7a9wQuwn/IugOLJbYwOozSiIyI84m0Wj41/mgXnJIZytnVhWRKyyOtZ2fHUpmNA5UdmK4Rq7UOzoanzKu6l6w2hI4JIRsLUBFkuNkWx1vMTFHbM3+A8yPN90RMsdOZmBMxrY2CHEICByYU48DBOPhHsmYQEEDUUMI+3Am1ArA4efGDemqLmYJ4ldELm+d+XzmB0XeTauptBQZ++bBnWQQ9vvl9v+uSkKQbdKW9lxR8V0FEHrJ6XhVAUazcwjarkcsuH/fUWr6RLWoiFITmqlYgRMIYA08e4qiFtNB5kZpJi4XRWMhAdTUTf2B1vN4nj5WCsurpxGWteabxCIDWLOORiWucHGjjMtJNhe5FJgKqhBQSRxCwq6INTMfIru0yw0Z+fGIb8R28AQgg7hJ5s0uaEQPzC5lDBsTW4oHXeqpZVTq0jsZWtm2cH9+teottM7lVRXqhAhyEPCfMP7kPV9itiqoQNqDJORvU0q844PpZNUyBx10WLdEqo1A/dTWTw51MaXnwiZfDIHEEDMxZIYTZ3XpqPccLVb0S8+UpItNxvbd0gMGZvyYBnNx+vBpzuvKPKlDKJ1rP3oelfCIJXrtuk/9eGUmnWz2+v3iqW6esOe9QixE1Zb4q1bm9ShqbU8kUNfNyb+4veDaOkW8HqWZOzvUJc1WLTJ+yetAVUP3uSkJJyKf6IUjiljksRLPsNRa3syRiAEJoeu2NAsniZQY4BMkHBycUONCJmef6Qk/dcOpJWsd4sVkWbfZlePcNTfxuneCnBpFEWqhkcsRW3gEqegvG23w+FW9eJC+GCcNZiQ1YZ0jyWdHCsxir2vDk5rw8w8WoxAMTkMJTnXZgOpssq4VwPQYOdAv+Th6+RRpJRB8/0RHu2aOygAOtJ9prTFue3fDtlRwDvCSlwzWtZwAgTmMLRHDUMc33IKblnkrmh2+jtbzOHRABMBvf50rdLb0F8QGaPEjabIxMWoYYwJlMaV2MxZC2IhKsvhQ/QXVx07ANh4ZWdMuod9mJ/S4p1aqZmm2A4Q0y776XXau9Edl4vcrost67h/VU7H4pAE5rjcLvpugdrKI2BPL5y8M/HSjnzYtB6P0oa/ny3ULrwve/dtUCm1mIYNZ0sDhpOjT/SBMDJwI2J6oP9UVeyZYOlvY4E2ggS+pWkcBUpIWAAD0zkynWGaoSEuV5s1QxEWmNLJYOu6ffZPCE3Gb0cr13C9KtxkIlh8gGDlZAvCgBzVMU2NoF0rIu+5ZLvf5KD287cUHBrL6W6q2QahCm1HuaxBZABhwi+3vFDZm34z4JeJq/n7wZBBi4eY7W2XsuBUTUnLpLaUvi1h9U1V4PrPYZCfHpmTegKITsCQYAoxARkWlz2BMZiw1vYZopeSE015Ylm5jEyq6flg5XfPuer9+AhVjk7TeWZwoRMRkL50czozgIsQNaqMzA8d0oBoSGB2V4dvnezMDUOjKq6JBG15BTfvK6fVpD9nOiTyyXAIrafjR251t410yYElGGUYchCoGJVoU8cd4RkRsi/Oon2eyXX45Pi35csxBFYT/5rcgM2prNbcXg9i5cwjh8e1PN7qudXkAFhP7CAMCm5mp2YvPWQKcCuD1SiI1oIjqtmoRyhQEKe6kCPyv9xo7Lo14lqTa0PgrqqnaMvFbzLO8h0CTenkjkWpxO4q+cWmM+DM+PT7/5S/2zf+FORetx0tBqZfX4hva//mKutf3CK/z+PHLQ6Eqm/fMP4Bg59FejO13dvPY0KjkJx240mKu5V/Nc1Ldej+d9y2j+d/9yefwVT63zQuORQvRvYVopJE4j0uiky9Y2CtFh0hQGEJPWg8Rd9wQIh8iXvpi3ntU8fxh9oeyLZnfB+HAALkBJRl+PnGVnOySMrw/B5R0e1OL/VqzAlGqBdQe+9ZXffG7gUWn2kCYoXC+LksuiQdtury2uN/bInJWJqlkirmruINJ0JA6aJnv3cyPS8QYA59MSDpFb1//L8xOildVKZo8+ct64r083PE4+UVnQ125oCeWTDb5VqsZi6bB791zYPoyqvtnFwOw42wUyXTzUmdbZ4ghPyHWJh4QVrOCXni4db6yLKH23zec7i0OrmtRCWiUOyQnZaOpClJaz0PNX9LrsdI7JjD/9OqWDxWkIabpKD1lvBmbQ1gr1ReLm7iO0xB3uU2FVOxXba4z6TiEZB6pZnWbtKxUJvmg179+rUm3t5wZGbV++UUitrruKnmItGJ6JhkBevDkETtyiw9ErEMahSFjVJF4JPWnRzZ/6G3rnC3zA9BBvhND1cW3/R05cWWcLaTNlUc0DMdWC2t3kNZMp5bPdf797cVGLl76MGLGvlpqHEEtVR1ZnvQiOtkD6zek3Cg2yW6Yynu+d3m9ERAxRC6NzwM7VclXflzfQiLWE641ZRIQxUGDafW8tVf/f709XSX54NeRqh8hmFoSypyoQE2BxoHXB+sjLPa0LD0ePwBnd9myGMttwvVsj1IePevcdALBQGun+A1RxvCZTKouFlvftepQCJhkHwGXOJ6UQDrmq2xF1109b7bxe3vcE8l0jU1stUSNr0bbv33Sp7To1DSBob2YY6vmam+DXeqnD5R25tp/bZ+emIfatalYrekEAzfuPFgYhieKf/GnxzL+FEIKQP8jsiXiG2qUMXilhIk9wfj7siTo4V/O8tBC/xDlbGD1Bir0CSozGFLe56CbmwDMdbRTyzToAf93mziGq2tZJvjv3Za5PDjzfucIMxMwhSKS67lYa6OpW3n6DEIkFw4Q1+9aLzXQ5U0jQ6ssFXzFYyVAxDwBjsbJSGmnjOjwbQTAFEqZRaNUGAWuQBrNzMT9vq1pk3841Yazv3eZSXdO1voBNSz//o/R7P/GFAoDNfw6PyZCkYXAxlldqTeImTYNPelCXCe8Ol8FVNSKQAcDSNK1AL8EaWnJCdxpfLJf+FBS13SpbUXyc63ApWrQdrMsWJCY0Lb9tJBgKicZrFzlZHH0zSbU8hTu9ahpex+t4Ha/jdbyO1/E7jUulIfrOCUrrTPkx1UzLo/N2LB10ujURzieshc939PCdaeXpCvO9a0QpP1LJ47iizPub0W//vvzyLwGgrHzznoaDAr4iNhabbkF8rjaON2RK+UR1RZkhidazS/pNGHsCWh//21/f/Rv59VL0nEsuKky56I/eTD99M72d4nWSt1O8Snw7SK4MvmIFOCQjDceipopSqhq+n18oEt79kgXkWW0unQ3RyWUmwYhNUq52LubdI29PpEjdUmoAUqBz2tE0GHF++/vnokw0r3qf1w/nclorMy2lDkFc1jAGZiJhCi0X2CXxTAQXY3s15fmi08K4Tm/9191b2FhjVXvap2qT0wNe8mmbby/8rGfSYmXZ3U+s1R5X9XzeVGhLDyIgCjmtZGCj+QFABCJAZWk1HmbU4ooShER7xqrbaMdyb8MVnPqlahJo46t0l0RWMCGEUAzECQAnUI/dguma3uxeXIvT0vHhjbPkXXACeSqVUDUb7RISQwCV2SSByCvDwEVz/sWg5ROGG6wneH6uBCqzG1lHIcbF3eA+wK2avSHCfJOd9ioN51X/+u58ncJSNAp9cxyGQKtCyOZSk5BZqmYpJITrKXDQvCC2xNRuwTLcrop1T+OtOZdPdzUXEmZhaKVhxOkThURHxrow7kwSl0xak7cnDr+4KfeeyERlHnssOO+lnbkziImqmncchBuc0XOqvP/a2M/tn3j23WfHeUpX/GyEYUH0TVbp1QLfrmmvK/rx3ayUpH2AUVgYQuyV4fs9Ui+Aq8iHydPU/MhNmYHSlPC5WhKYYS6WBEwoZq6B8J1x42Tv7eBYazx957+OYaC1ombaGFyqACyOJAtqpnzywgNMxy7pP8QE4krxzcDP99Mhn25/+2fGgeYHxATTQzw0WwQHbzd7GYPymfIDmdmam/kwjUCnN0rY7T2BmI83lw16bHEEBtBxaH5LDvDWhhZKI0zJZUnooVYOEtzrXN4vercoE67TRkOCEHk7uKkEGHM1dpIvMAQ6rwhsiQkQt718eoHtpHff1QHejGjNO2dSMYOFYoJWGo/ETCE5MrK1V4An6d7j8PDrnXPz5Nde8nKkdDWDNsCzg+TN4E+HZ507/nXzxRS1T3tYOSF48dK73r1ut1k02/Vyxy/gQPHoeEdIE8mpWTWZnwZib7/KVedqozBC0nRQa913LwxWM1FIPAjUzneUBjYz03ZjlQUcwMXiAIm7GOnw9Y/TL/7YatWr93W4sjDYcAXAK8CRwPl0YIbXEfMjmVo8aJqo5It9peeGPR//7Bdv/sN/8mN3T/lMcAjkUwQBD6sKYQwcoKMwef5eyVAmrRYHY64xMeHhsB939nj7Mzm0/MONeOosXuqYwsA8BJiRmoFb1dQLrWqfmae/HNSSyspmxhWKSpFZCFcpjMFdQyCQk6RdC9l88Ib9ntl2+DLH03cedAnAWDY4NE23/sIzCSUeXDkYpreNo4DOXjRFycB+7rkwEtOxx2v6JdiSArqDyCyO8thmwNZC0+p8RSOydLAw2N7NQ7WZb6shOGSNgzeGvKvinz8BPD/CNEpsutbahFoWJ5jSCxGmlE+Jt+/rLkqDweMtMmDafLy5tnwQNQilukJIHV9b1R531VRm+ul7uTYrg8bJm3GWjmTF57ihBZwqQJERLymz5LVHn9C8X/v88NdD+JMf3RyiRGEmeKHbrb9MOAQWgr9O2vreNAXywqnr3Xx2HkzjnqUz/vgPDv/xf255hlaw8NtvsJwpJh1v63B0IvWqVtUyjIkk3n4N/BpXcKlNeuN9JQZsD1N9iHw7MHoydTOheU+PCDA1EGy71T24GdaeKReOPfVMfjFOSlnNQeB+T25v6OlppHXXRX5Yqxfku4e+IRweXygxz9WoKINKayCCm9ax8Sekt9hvBpqeqR23avPuA2wsOt22F63T3MuMfHZjMK0zHF7iDPirr6lnVedquZHsQUCu9Vzs+ZKwpsPD13/UicItx/xcNNfWLEvTW6B1wfl859OmDVdN1OUVew7WIxiefQH1NkRjMAPe/mtpww6A2SiK3CQaFkYnElJdG6kW+xjpq8THyMLw5Gvv6CUU0rLK6HqApdgo7HzSqlYUNwOtagzKWiMzE96N+9vR8t2vimTyxlxMYLZ1pTy3RUMaKY1wiU+fGNsWd6Pcuj5j9+L6VAnAs0IUa2fWMNG2qNi6Kk3z22+UuTTiZzW7SnuvLWqgGhaSroL0f77RX/Bktc2d/OH/nZiYmmLhaeP1tT3xOl7H63gdr+N1vI7faTxJuZSmAJ+gtcV1c7UmZEtaYVopLUp0+9NxvKH5Ey/3nB81TrQ82PTG0pUnnezWqez6q/Lm91o0ETHlR18dJ1e/a3XMXMtEMYUq2YOsJx1v3W5nw7HIWHQf7gTA8fIObAkM/3sGbNuvuHwCwGZe4qPlEYCFgdZkHCgd8XKFeaBK86dLvhmxSQzSieiqMJV0mNj5gPWi/kWrInoYTFp3vDEwS/NdSBOEEcMY2HP/6IlU0MuevnL0auppVa9ZMXBiIsJ5tY9LfW65NBKdbi1OwCVpxmU78DJgPrFWotniGGsxOaBmwefJciHZEynZZyfH1vd0tnDYjI5z0bXaMTKApWqvhcTh5kfw9kdd4aFHptQcEMtLfl2qK5/vwIFZWq+hlhoPFWExDkJFLa+uor8RafYhGIhxUckxdHgJvvQgd3/Hribz/UEYICGoApgkWEgTmiXSa0UbVwrmZkEFypH2qpzE+vM/Ma2WJutBKoWCb3Dnokm1tKhD9YvuW2ffED9Nd9zdSzPhPterFLyM72Wt06pFaRC6V61mQmMtdhU5AV5sEC2FUyC4pE7DuFSreymURmx5tuUMQN5+o8M1xls9vLU4PlQ+LwZUF6O9E6X8SHkFjl+nCknnaqPQFhq0+9zmah/nukVm0BMLhHP4I5PaZ9us7TyYNeuQk+9e0tdT91XCL5kzVQNaqhw1y5kHirojaQNQeqbDSycfQGLa4JW5WjZjQGHerXPxctfb4bxqEkaHNl4aeYZ935Ypz/fWsZvt99LkG1kbrrzHVwzkBV5TgYICEQ3SLCdJyF6Y1th0LI+83MOU1gXEPF4PNcPU9OAsvpZi5T+RuDlsu1mAvG5vuith1usf1J/8cSsV+1fwyJjeIb2E3DpW2AuEWqGF0FyX6slPu6Bh9bAlXja7AcM8XpVwCJQVh0hTaFLxBzV3ISazKfAhUmRSoOQXhJC/+EfDz34KgFiQBlfot5oKsaXJOHj50EuwlcJS7RKIBQBY1T6Mv3x+cDILdTYOIo7gpDE061PL7/WcSTQLD/f+l7vTp0CeUEpdOPnl8QE3MbhvqMMFmu0IaHzMbdJ4KjSGqQCoJXl58sm5/8xy6Vy2BVHVIlNRu1o/AdA0eViUEIQNVlGzHt/r4a0DsNbhxjMwP2ZMINuberS1JI5FxrCeIBFaaD1bOlJZLAw2XkMLrr62J+8qIz4Xk2nylDyBihsJno0D1avoN98ZBKjSuTq7lNYzD9dgbtYMUwuDhQHjbeMMgqshVy2K75YX5gZiS4NyS4tGRwEWsAHKMLMA8mjBYuIdWDNRM6/oiEQGHve8MRX8V+WAgiQwK97jBDAIpciMC54WvQ99jDwXjYkTk3aX/FcTvR/ouTFPJd4VPsZDVZN4QO/cKyBGTAjpYB0dasQGrJTMTAmjkJc6CaiK3RrtjHgKRzHivuq6CkBsTMyxqQqShdHcoRMPrZjnQGKfgNrMsjM15HSzHt5brxUHJncPe5qXWz0HoZS46MXP5ifNY9gESjUvWHavrYVJx1sQ23C0TnikfGrxfXGidbZ0AAUPVPOZrZFAwTBUY0NcsFN+h9NzJW1ifwCh5lgyTK/WM2VtyYFO2fP1nIcGAb58cZzGLvRwJP1nX1eT1UICEYgLuKoNVMFC+UR1afILay1qS5OFMZbZupmWiMeSZRfCMd6c/vBPFe2Er2pLtcQkSmOgY2xJxO1SxrHVaTlAy0SAQkyFA7TsbiduB/nRVcRmFt9OGwD0CGBt+Hb0GW2T019eabQvOlBDURDZMbLaZ5z4rf0RmSJDzHcd6Ia3hotAd3DsHR7f4DExGu8EBBLUDEnFuYpuOtDqEGVvttK6QDNMoaCSHYx4vP+7nZNP/Cneeqs7UvPQexOhiVEkUM3BTbzbe5cluTdSAtWCtdxwmMTW5+0z5+Uc3vrPAnGhMBd1L24xwwy11N43fONqksb6FKJ8spDcJ7/r14WW1j1x7QKgnGRI7VnuV5kJZ0RIwyM+zQX1jVMgsr1F1W0oX4UVJbtv3+IEC0bJ7zfjIISsthRT0yR0naSaOZL/01I9sgDA+YU4MvvRH9r7962v52T9kptjhRhhbNlUWqjAJIjlA7fkXsfI+gpg9+axDuEg09i2K6E65tm0EVp7OB/3XWjQMjjRtWYqixFB0tXDzqJEezsVXTW1Je35nen+WgBUehZxXanMvmlH32GaRDp93A77RN3gmdRaKgWBUl0ioGmCpFOxTEEKAJ0CB6iN13z6oOnoRjIAn7JOgYn0JdiqY2tpuY/x0PxdxDbdzjSEdGW+AuLku9sK3mIkAVTDqVhwHojtvlYAiZRPlg7uvgMx1hmefQ7Qcm/DtQspKriordrAohE+cTThzEv7iQ+L3QSpVfv6URyvBFhkSuxSlirubW2bCQA+Ybnlyeq+WAhC+NmVbAiUAgYQrABG66OFRGsBYCFRPgEA8UA8jQf3HEILCFSLUYKW510n9/XmatWMOu/W1xlL1cREzNKwB4W00DoPDdsQaJ5HYOz1lbTX9h6FEpNoC/C9pN8SWxgJM1SNGDWTpIQCg3ORjQO8o8+sHEjLbhkpcNdvcjAQmTIzWxPHbUHk7l3ki7LM+lobxUhktBe0bPfx+hSOqZvsG5O7J1lndQoFhCwweYB1VjfUeRnAmCgwyQvvlQXR74ZN3ghOlBKAmm6sO2b9Lz8NQHFFJABoo1/sHJ15Cxh0l2zgIBJobrI47zoDaKHk8ycnW1BZSJL/KZnqcIW4Y5YG0UAVAFipltH0arzy4BKj0AgfHl/SaR8AKtixNksxgNVsqVxs5/OfVj0VRd/KP+XPJKbqTksK5uU8MyJi4tUIECFCSEwIu/tcAEBi8nnTQ2FcaFAU0kNaQsuShTADGIUQmwjjKRk6T/tqJ4upQbitZwoDIA7jddtgSNg+m+9HbTiCrl2j48VCAPn29/aOju2WrtW43XVA/2wAjJhKNgkmASEZQB3kAFNLh2qohrWxLb64uOx1OwCO0QuiU0hXQX3puWpLZ/Du+9PrR/lEyz0tAEDrvIt985yBYhAO2+3hK56nYR/bNse/qZp52WyLY6gvzMt8+igf/95YeD1Diw7Xvg+EJIsDiMV0lGDWln3OUJ98RTWMBeLirQfsLxpovuf5kt+N0tIxnGdjJZMEc+ko4ChCA1qlXEsgrsTFEPlFJUA1AKw8mtmWBW9GU1ebNUhUP/UEPMxVIgkAACAASURBVL3NvLhbb34IfKm1ZEKn+1s10JMtRzYGmBmB4LJxr2S0CbIvyj3/GcT2JFj1VdPwOl7H63gdr+N1vI7faXzZn84IiVpIiUnKxtl9U4TANArx8sCP3+E3f6l33/HxBixy+54P7wZTXu4PYSQtvO4VOf/qX9n/9Q5pDD/8mdWKNOpwbXGcZAHa0oYOb5srz7W1EhDGQ/C8stbmcRLW8+P/zf367hx5XtEzS4QnNYiAA1UzKJKMSQmwQWjASo44JCKgGHnN6qXYmyjkjjhfZ22bdfKMc0CIV+OqxkBgFLVGImKqvj/oyKO9w1sB52KOJ3vI629P+W4uQ+DrFKLoEMJabQhKmMZASWitlpfVHQJTECEYJBRaOT3NPm+Xmex2EA9zar/l4Z8czsXAYG/o9Iy7ttwk5tMH6nVFjyaiPdecAkUtI/oOORmCL1H73ncjw9DyAAAh0brA1GldbOo/xdLxhVoMnPMYrJUc/DqMvexjQi7EmYITBtESa6h1QLz4Ues+9+3IrYXhWwQBqBYqi+/CJR6Ym6ChGrwf5LKD2pFtWz793rW1af7ebWz+5YxGa1iV1tvORYEG7Kqm1HmxwiRkrrLe4lK/GI/F/s+PEoUOkZKEY2RUABrkiokGIaHGoLSQanjPy2OrTknS8doZq5RPnE/YPT+//Hf4X/57q5VELMT4k3+gp3saD7j+yoajDteIo1szzrUFxQ1o978QvUlGNaMWBATsVLDvs/7qoVkhqX1TP6u+1wR61o4P/51LF5Yu3LNdMJt1PRD1DXqPi7wUGx6ybiKGbQfspTi/1mr4+097QYXA3y1hHIa5mDN3gY6DfDBuDz2SRE8GGgO5OCMJeaNNmFxAz7az2SXC7SDW2zRkCqs9XtUAhiQDMnl2kUWiVY1l6oZS1qq+TS91xz0BwOJYwEGzm4FNUql2UiQ2BcbAF6J2vz1MEmmxkKikZssfri3uNF7D/W/i3/zLGBNptTA0C7dz2J6ol7YZBj3NoF/scuFB6c75WY7flHc/ywhDOTXIkv9zU29tBw612oZTJE48pLkaJEJxWisAAk4vaBr0b/6slh/w9RsAYGktmPFIOLnZ0jigFgLATOticfDQS2MhZeMQ1lMg3vUlARcqq18+5+M5su9cXHBDaircXk+u1upNFSSBQddq572UTjV8WioTuVrIm25MSN3Rxk/qc5GhBm8oo5Z2MzS5SX7ae3qaPWHnagxUo8ojE+aigI6BN11GrjZp1auv7fZH4PCg5D4Q/8HhliasnM+7cWTlF/+J/af/tQG5a2FMWmnaj0wEVtRwrWYLLDHBkOfW3ppiQ7RGW3Y1Db9v3/8D/t598O23atkAmRYGC4lKtnAoYNTsFTxaZ2KmdUlASBNCunkBQu6avlaEd7QfQEK14znJNFlpvlDQAI/QrCAOzUKMCt4ts6nRXJSJRqFj5K8m+elN3ExQ3tD1rkrtbmPPP/TU5lDnFjWrSOtj5i95rgY6FQ1MVYN7aFO/q67ThjmH+zANWEzckkSHb7wZ5oNMVXZgsbk9lrTN+BmB23QfKoXK8DtKxnfOfve3YCMQWIumpLLsrhk+LvXbc93eE04pq4okpD2/bmsrbO1Dl9EVbfpJBuGFFMrZuKidFAB7IdAoSGqT4ETQnsQIdyVpgTirAf72RRco7R4f3h3U2pxyywNCCiWHroyxdPBn1ZW2DuT3hrSF0emcu6BVAEe2f/LNACAbRwYBS7W5mqFTJRqTNNA6c35EyRiudLymfObzXQwDgDUecrXKe+HJP/yH+Kf/rV8s0jJTyN3YBqC5lwEQTxy8pg00QqgB10liGIlyw9M+Gz+2j39U/nrrsEBbw5j6urPJYyVs7rstw8K6MLYtdvdWbYdPf/vu4euWDO616y50hSpIW3+auFJAz7J3xIIvBLNaVXtI+3XZH09IU9A271/S3vFkfbN17p8KzQBQXVq/vOZdY561aG+v2BNAgYPEAHStnBYCUlMQK60lurSQez5C/xhRyPbmNqo5qrYlMjGAsZYRMB5rL0V7MEro1zf5z10XS5Nj1414dy+n19/MP/0TA4IVT3rc1mQ+ZA8Q7j/RW1H+v+idji9GWh9Jy4ACU1SV04d23jiAw9H92yEdsN1LyYCJW8TMlIILBY4vgYD/8X+lv/eT+gQn366jFtJivWnblkHOjzFthgBfqafD5b59dnXXnrSZ/CfEdk37X1DyzM+qB19v+dKqTZVKuWnCjusOIJ96gjZZC1JwzI//adHLheDLyacgI6RriRzVw0GfzJyXy+B7aJ8QBYDqMSaeP6Gie2dTfILJzIqJ1YRdgnCfVc0eqkS+3r26BvM9zVJNOIQUssKqPa7qouhaERhXATC9puLbZYtpW0TP1cxQLb3gntAeiJItTuqQqD4RWxxJC2nF8hDiCEkrJ6ATM7zRqFjX+rHsTw0f5nrNGpkKooCoa1kjg72ZVxqHxOIohI5kd0Vku0JrrZ/yzoPLhGPk2sge7d3juupqAAUAYkWYqWZ4NrwCHKKvCoEmbCY2Sc/fu6vi06K+3uw9M6/HqJpFoUE4SfJNOWsZSx63N83DXVuKOY95D+40Wr4p9yYRVUFsCI5tBgBTHo4BQMmRAy0LfH4kDs2o3V8AEiwddi/uW1q+4TO6zALePmRYPIBD7SBVNxk/VdWYYQhI3Qz9UiiNUw08mRpwUj21pYw154eTVl2D5oo033i1tA7TUPOo+0JLbFJBFeo6m+1t1xA3xEgHcyiFpAoOyyeqK61nrw8R7tL8ce/glR+/szCkOMKCEQtTAhLTUk16YBWMLY6mFfGgaTJJxhkyODI25oekVdYdjgVB/Z6c1QwsZJ9yNcMUeAoUJLR1LQcqc1oeQYyrwzUXqjOIDSOMC6ca4y6nYT1+Vb76BQB/w21PAXChWvnGcfMy6JM/9aHm3JudMd/+9O76p3gSfOVyThhEmnQ8UHvfUz4F003QAwOVHIhNwvsXNA2Plc9Lewk6JyY1GjiSZRB7zAqAFk/gaTWbBIRDMVQadqPaqBOv1Vw4pYA1A1GT2XODpPkxtfrE4bwTtyGwRKprsLLHeXbQuOp0u33IhZKZzasJaWnEYluqG1iU27kawji27Xt9cUVI6zmeP/haOVEBBzS1uG6yVkOb6NQAa3gJMxOGtsAt2wvbAgCNg4URWnhdLA71+geeOMh0kUH4iwMFSUiqr2iROGZz7DmAsNb9uYHzI5/vWtm7lgC01acvFFyk0hdn7mEoBgmtvqVgUxNOuwhygo3n7zZNPYiNhTiA2aWdjQjeFBJ185XAF211bfU/iU3r9vmoirulbneVMAGWK7kFD0/09RchV3+gSvsnLNyeu8s52T1Tr+N1vI7X8Tpex+t4HV+MS0nAeg0q5hNp1eGohke5ckxbrnZguoqMmsNv/4LXc1jOPEyajgDo5odvJfD9t3p4y8v9rnFr+NX/c/j7f6XnR3n3E99fDukIYBiu2o4tcKZUXdNpWtOV6zkTwcnBYKZ81ul2tz3xq/DNX/PXo5AEUjPMNQoBCZxEKK9GlK7G0ZHJlE/Rub9uB+K+eA/6MOzvJ76qH8Yzb/FUXncSDg0yYUpltngAGS2PMKU0CTEvjxdHshYA78vuZlHdN1XAZvaQ9bSqIwG8/yrNbmtM4gGvuRqgVWUIUXrOaVEsFPhZFTKx/eQqGDyDe3Zyc8tvpRDqTMsCAGW2dLx8YIDy2dKxeYpUwWEX96lh+BSui0LNGCSKuVix4CV9WWgQipIS05AOXmnYUA1wYoeXo/eC8gCQGa1nCwNCcgoeABuuPOdMvADA7cc5fY9b0qB/vuKbPF32IBlAOv2W51twiIBJCMRU3K4yroZ5VW+K52ruivZqTZKYq6Gq1yFERtt1H2ArKgxu52m/0Kpx9I2m760jYa6WNdViTKo4crjwkgm4j7fPj71S+it7MxkjIzIC61aBHIR4eUDbHoFPHwCwV4D0HsSoq7GQGXRtFftngx9+m/7t/5TK6pee3//4VguIdbh2iGdJVxWBDWdLGpMQvgLuNZBcCXvdqeU27VYCvj+XP78rjtHl7ptQg/SoM7RidXUJCHWUg/8doOtXeN9BcSr1PisR2IXnaAYELwcwoxrmBm+EYkT/DHl1L9VUzWrG39zvC+y/PddU68Z79RvPib9uTRQemzHHKAlpMSYJHNgh2dYqW88fW6C1bqshMJ2rCXHkS/k61PmSLVSLxRHe9uWwKLlL1gPtFthsIru1Ng4LpehB2ARVLFW9ub6o559hCnRNM53v4NomDk6EdBq6STKJ+wXgu1/RX/zvFCKAFk81Hr3cZM5VVOXp+Bk20bRhIr2b3qt0u5oPpeC1WGJxM+TQGrXFW9L+cx9yjULeRbVeyhVGqUZEwthPfALwZ/+rff8VpZGGkVgQIg+ThaGVdZ284v4CluZYoVAMm/EEgJp+nPcuLlE+vG+t+R5ypgYoWJLy1daQBbBlx7cv3tVUarZU+zj+EPjVF8ffUi6dECp9YmxO4JLbxOj3mRYQU1kbMKlbXVoK4HzJWbzMEUIoanNR4MhCySgBU+CNNdu+p6Ty1S989lFJJnGW6VxszhqnH6uC01T2mq/lR3+0/OQfe8O1fyUCsKolaWWu1ItUBXEtmoTVsKgNkjyfbZ3GqrZr2P36IP5e5DK3GIW1lcFN4hGw4aYYzu6klzYdkblKkcXVD1/y7C8jH77SmKj34w1wdO5F6tj/qRfS/HfkkBzIvSWMLdP75wdX8LdZhCxKQ3e/m8TrnN7ybwRlNCeMC5EqhTa9eniEJJgOu0pFADXL8kjryeKhvR4kGSA1GwdLbJKq3c6lqVi8ZrvGA1xxIpBERa3uNeceV/UXKlNTSITUC19PPITV8LAqUxQgjTeblMHnjta33lsRlnTMx6/9hHMY3IglBYagttUhaxQSIvVUdDV0NQa57s8uJt4vxml8fy/u+yUCEpGE4Kc6EB+7SmKrmTc1xvnuEL28r7SuMJVPO4R5ENXrHwBYe/RzYDIzBBBR6QggMwAUmcZWjm527cbJZgZwlD3MM9vPriP6Q74q3BQK198ArYWvxeJE61kPb+t0W7vtzSVR3t9xLPqXJ2f66tuf/2d+AztfOTFoeXCIBdU1nr4LcbKQrgW5TylpexyIrIuwdh+ur0b6D27YX4TWNZvNFu/lWRcfMLu8A6bGsckCvH/kZl3sv7Zupf54KKjFl0TGgdYzrDVwXQk51fWJqKJ4kd8kosPOQcWG/d7TL/jDEK+8gm1PzMaXx5MAYEPaV6PIfS4us0kIAOWyJb88HQQQNQDFBuERDq7bi2HULg3eqNJUC9Z57Jy09l2Ipnp6rnYCCKZDmQEM3DZFA8HG0d98LqKaqxkGHb9G7/J4VIpPtjClsrh8/ouxvv+D5R/9Fy03xC5hH1th/OlbsInbnkoHnuSM6N7NGZZP3sXj+d5YrCyQZCyuqeR8hmka8C5x8xs7sARE67zGw6Z7Pb9QdF/++L/Un/+s3WyeP16zyxe+nE+8PZRPoZ/z0XkEWkD8VdiblXtWQ62fLQJ8HhOC2lPqDAwIDdDU1tPOeFbDGHdufQaqWu7nmcxR9KhEgQNiaGy6Jj4dL6sEU6djbdOmpenpYV/H63gdr+N1vI7X8Tr+/8eTSgP0Kn+8IubH71yK5Sgom96QRF+UJVKZ7+n8kT/9Rk/3fPXGxqtDnIY3PzEK8vidjte0zrJn3JK//dfyf/wPpvVw/YbSyMOky5kON2M86OGtxUHD+P1cHbrixcalamDK1ebaou6T2K6QEMCff1jCr8/HJEMQhlwPY0yUhIJmqkXTwalbgQM4oObKSayAuBL7br7+e5dQudphJDIFc7PDCSmTc6K2Jflp1bnYJjn08qlXRD377mGHygYm3A7iG8RqyNXmrG7qc+hhkgYYjixJAhmMwly0NGB2EKI1qxmyMT0rQiooU+Ip0fTWs2dax4E4U0ooZEplJuIrYS8suY+0QbWFAQTNRnsLWmAM7KYgeGQRYxA+rdqpR9a9f4DWSq1R4v+2yYyBpVp+oYyUq3rrwUteDuLt2UUe0tgEdG3XxYFAF3SxFnOU555WC8DINgbO1XwDVNQWwwYTy1U97kXNPHBIoI7CpfmeaqayUplRM3fx9mfDTM53AJjFQgLBOKEzzoEWjOSuYH0iJffgOkJi7mUq3blFs9Jf3GUCHWMrukova4ED6ZnW+36qR0gy8isF9/dKz0pNvJ+mNv7mz9/+i38OgIYRWsOP/kAfPwGQ2/dIg05vLY6uTs0IjlW9Aebq5XpExmqITOEFS+qHbL88Q9u5x6oVQNVqCIToaX5MDKB6b5FglqlLt+Ziqms1W9V0r0wFoMgIaXRzq6g4eHKgy72ESMJYtedMCiSQuye2/ZyZnWS/t/W39I5LWrNFJqEqTERshqprENp0x13cR95t7OlZQy1WFcLpznZ7W5ZQNrcI5ZNJoJJTSO7ZEQLAFSzcmEImARIqp4067DYrTUeUZxX+utI6W0i8PBoLEUOChvFczB2/A8HRlpRP/PgdQnKjlltRaHkEh1al3yvjxfxp+PR3wxM8/GdObP+d7d/6X9seUkkALAzGgUqm52QqoAw3Ot5sYZjW0zJhCooWgoMDitqBO12ROCsKT9XBl4q56mner8+G//mf2795Q8cbhMjjEQCYKSawUIg0HjEczAlpXg/zahMHTz/enO0vYNMwBVaD19EdAAgQU6M3RqLa7cTopZeiZma5gohSd/nuPlnm5t6eO+UtOWlutZU69rG5HU3pSdeY3abeDqRPy2CXRUMFn4c3SSiPt7Fe+LI2XLnCNDGqMQN68wNI4Onewoiabbg6VcpVEd7Oiwod666x7Zs/sD/+UxAv8bApYf0XDYAPvBulGEKvqZbgziJaqgoRsQnh+ALN9Q/j3X90u4KtRRjUnppn6rhNnW6bobbkEg8hP7gJU+JYjZdK1XSt9u15f1EyCOVqCqqq3pJQ8xYywV+VgBBGEUc6bu67qlat5QisFbu2MOv+QO+zBsa7KIDb9MnnGj9dYT3RuhoRlSWGoWVhuP8nHoxoqEt+VsdjUyGIFeOQLRhsLgZ3c2kloimk2tP/Ehv1iD/ZEpQBkzTY3lsLiNDb8LnBGpoGhmk29pr8uWgS5s76zcZCcFo+ldmIk6TAuwVmjIEnqtuLn2pp5UEgSIACkgJxNWRjJs5drOwtTCIuWoWIw2H34lJZYp3TulwyfE1prd7zGyRSXtsf1VaCtjCiFoRB09cbR/X8d/tTDxzcKUNTbzhOUQIBCYghqTU3b6vSu4FwQ1yY+nQ/7EE+hPHDY9wgkolpVWuJqcyYbrm5xqvFwT/8gFodWCsQJreZBkLdfen+6B/SP/1v0BsHM7iqBaa5dzciN/38qHVozenjrZTKnZztvE7bdze8HfjHQ8eD+muD+7LyYp/Om86mXSBgMxNuh92Nb6DlMT5+65qSqAUhWWCTdHFXaUUpOl636FT/gf2gBJiZR73sXtsfTxgGqhS/kKC3oHbo5grZWhXNZgyPLIGTUW7izvEN9FA5bjZFmeCuKQPKZwtsBioGJ/i7rGcr8lt3B++cHFOe7yxdASAz1IXvf8NxOI63zrBBzSIJqmu6+m0dGSQJU2AhDN24SPlM62l3RW7DTb75iTUqiadyNDKlz2z+b6wHlm6Jjhe3qi/seNx1l5xW/TDXapLi2y3pVwUcO2lDsaoWxUNWIkROWqpbQmqzZmAKzHFfysZ/+t/RT3/a9C5bsx9o/TIOIHaA76qetd1CIqTrkHzs3jtklk7fmUfySgRzazN1qHzb3fWQXv/PqBVAY1DWlYhiWdJyt/PhgQkrjGEQZ6q2+5OV0+YEtoZaNyGi4Ub64qw2MIV7wo/bYZ+8XTz6QkvMJzIjU51ui4y52uNa0WPvr9NEtehwTWWtx3d8voMWD8woisTkc9DOsEplsTht7qaHtSGZg1gFl2pJSA0ni960TmKeUu/buwADvUjqNY5UV0O3t5UZxDrdAnAO/OOqYziuainwUjSFYxIySU5yJYIqoly0V1+MsNyneANJ1lvOvtxD788VZ58CQEM8ec0AgJplNVESQtmbl1Xx/bmdZA8jATAIJyHXUqUnTWJjaW4cS83qpoXyGaZcVpQZ8er56RECKJCWyKEaxSe2RP8/VwbMq82tyY3AWPXya2ESdxY9H3V14IyvLzfyK4P8iRVuNyj1e9SLBOD0ufnq5cGhGghsxEG4CvsR2vNsQGO8A3B+Axrbu0tQSdd83nm0AHzQNKwxcvLuqXhdRHNjXXuYgs9vJZObeLflBQBTZuClJDUiS0cwaxjpifXuEgZWs/jvdI0nmoQF7mQjM5QZ3ox/fmKAQ6DmZCPANDAbEDSDEpW5UR8AWhfKZw9GF4aDQJxu/rCqFx52ri3oQYMBdVUAD3ndEMuBSQhj4CQJKQUPz25XmhuY1kogeP4C7b1XSKsLDrYcIxOljcTQDtY4Mw2HoBf4AdDQFKvur0p4efBkcFoewIzMRmzDtfWtoQ5X5uUENYV54p1PQUzwcJOiDQO1P3q1UjqmDICZEJHvaxN70U6pFvdmt806vBp0Iq2yV6Yyw7nYGSaEKERAEhZqJ8JhLbXLGprr3uVZHC6PRs+23vnkbuc7f0RIbmDW43sdjj3uXJmiVBMOAL6eOqKD4Wokc7iy7+/3SMmUH+N811Y3LX+kRd+1OlstDfMgATB/RWW1DXntBw28uyBszL3INAg1vQJxcfds86CWgRkhVMh2HtwPP1e7W7ysZfWFqysf/jZOq7FQXRuex8MIa26dfmKWBCBKdLhY6OKYtvTnkOsLNTDysAyHHSnlxViIGQCtZypzW0b7AsJFi/VMWppc0VfY1Mvaz4YCZ0Q2VAORcU/BdlTPloC1WdT9beuldyEwYC1Y57PDv2oaXsfreB2v43W8jtfxO41LpYGaulvScFMNiRTEscwk4xScE1JIV5QGPfQ4EIujxUmIYqBz0bXgtNRd94ql4zy9L2rzXIXpXJRBU4SQh/Eh1DPlleMwACAYM4glhLJtgIRrR93tDInOMTViSwfQLXqFULUh3pzeSlpiDGqtrR5MRQKZTqSk5U3YX3J+j0NcJakCSExEJEyhuYAYWmJpTDdLhwpoA3LBzUtCWIoC+9BAokacdICo0yF9c+/N4F7fg6QDABuuem7hEaa8PDoBzTiT7u4ngN72Iy3BNEgw4rq2vFQAUUgN4ju5J1Vf8zY5Ez9Bf3x5+DCUeBBC8L8PNWKxzWLXoI0uDqh9tduyasDSkYJC/FK5obTENmICiF03I5K6a6i3ovIMYm5AWfYISriKQoJO+1/gOsnt0GpY0rMWKyfZGm1cNBxcNuEju3GGUA3EybXPy+5+xYyWe4SRmq10hBZsDD4OhA25XYGKmklrbAIIBrExe3xlDTukXrWLI6kSJYJo5nym+VPb/PktwWzpSoejSZqrcTWHNm5F7Nhjmp+PtrsFmHCIDZ6jvaTcoEPEVHJjDU0TaUkhLNWy00X5UHv0zpenh9jZa+37tm9VaOud+5UNydod4l0tXKo1tQQAEmjP1KmHt3r1dQtj7D11hz8KB2dGAfBSeWRioPr2vZ+ZAmwSiv1hSls/XpU0g3kIwR/SQTNyT5BSRUhQJzOHtsmOo2lx/PAXgwlfD+YJSf1nFVqzuBKoZjJtmHAOWeGtIjdGeQ3VG6lGYTewyjjYeNPIi3Ew4ubIBQAvMRpAgsa/GoWoZj490nryOg0299PeCVrjcR5u0aeOFgVg7eYBwBK33iuedIU2NKR45xd7nGRgrOfr+kDFXIHXqHHEABewgsGhqOVs1aoQBWYDz7m68bJh74VOL/QVqZzxxIFyAbbGiVqbIDXfDQfTAm6BtDAtFPx+/PeUqMAMbWGS3gGk5ZHKTGVFzcTBWFphxnumLVC0bL1L72PS4/c7x3b2Za/5AXDf3zbFtcI4NcihmgXmxpN+UjD+4it8tmgwM28LVcOiRATwGAm8PLQiyXIPgOd7D9iVdYEplsfhCjBNZXmzzrSew7pDp5L7Xx9//a8B3EhyZqpJ0quvW0EyDmA2HqDqVR10i1r7eNSu8UsBtb+s41+cozPqKVch9cJ+5KekYUtCwoG0iCkvj84ANiKEpGGsFB5sv7k1Rr4e5EmVj0EB4I4pbLokr3O2lApCZDqEVkqlvFhI36SdW4gJtwM3iILhMIwFrIZhfaCyUM1GzHGSOBoS1czz/Xp4D2BRqsaS3rgDikzz4d3z7AnXAVBdNy4riEnCdUgVLFYcKNa6aNstsTbpgIftwtTiyHvGMF5n0WySeieSXTu21bET00GMakZpMkzKS3sGtpSKki2k3Tobrec030Uii2MrvUqaq1kxIkG1opiLAVRtFKJa7Bix1up+Le+wAE/mpGcjcQvfc1mr9XZJ76ckW9RrjP6bLcKgu6T893ezIdpXA9jUwkDzJ3DwOFbj4G5VW4xA4BsAZ7UEOgqv1UbvXBLxML700iqGP/+wOCCWCaN4//pA8Zh68dZ1Ve7U4nwa00ENg5BFoIcUbzrQL0b4+Pfj//0/2vxIaeTrt+lwZQ93fLyp0xs9vNXxBqbeXrzLURhTuB6AT5Y0a2RKQgd//RLvkhq+z/YX9wqwkAlVAMKkxpEnhaGCXauw+q21zWgGsJAAqBZG4WCwvcb9R5p+UwdRFPWTCQBmtXnY+LPncVvRApQYwhSgFqUaPo37ddlvF0pGQCUiISnaJpB8XgERVrVQVDo7JCrAECBuCSZmFaDvdoWQpvz4HT5XJFyyB70vENrM40vYbHHNei5qjRbQBJ6Pqx6ffQOTqP8fe2+zZEmSZOedo2pm7n5vREZlZfXv9Ax6QCGFAnKLFXfc8hEownfiq/AJuCN3hEAICkBAZhrD6Zn+qb+sjIjr191MlQs197hV6QHpBwhblERmRXrc8B9zM9VzOIng3QAAIABJREFUvjM98ProBMykXdEWma20ZbB6joyJSIuwqtFKkNQ5CmXs71FJNpw9H0BW8vXj+c//3uIVGzADIEkshdO2Jt7glezEUBvON7qW0HMeQzK+9/Gf2mlKkgTNUTaB9aDRdObzai0iagWr+dPqIWXol9tdyUu11wDwPt57mQLMA02WR1qfFaOlzeUZeeyYn2iDLk8AIKlYf1lkLeNygHl28JmDJiK93NiuE7boE2xO1L1121LoIvcgCTb3y2rfv/tb4N98dvyXLuHeeSQZZwY3TxO25TJ2NCfC7wrjy5Iuxlt74m28jbfxNt7G23gbf9G4qTQQAxuQYLUAG+oroaGWO4Vxefbhvm9Ga8XjHzmeUUYLYiAAtw7SP+LK0ZpfHn1+5niCqC+z15V//gd9+GB5iu2+j+9cVJ4+cZ2hScMeaXXXnPdN6itawjCblUQAY+Kg4p0pxFh3L81jUTmqADINXwxKWOXyjFalPWq93vsxwuXU5ny5/Eh+Er6aPMJNrKJVL6cGae619hpJEu50owWjr3g6jJpz7zbXPDbIczXAmuEqJ8unPHTsF1ZM7kDW8cul2to8iuRFAfBxtbV5taNSieZZJ+i0q4lCcdmqP661CIV3JHS4i1Vt0W556EGRMaLsmQ6sMRcZ/rxo8yroiWrcAGcCJkFVDiqqo6qxLVtp4fqC5Ymb5xUR7apTaFrbpqD0qJRusTGk3Q8JFF6fAtCJBVGh6WgzCtuyfDqyRALDn/9DOjfNQ0+giZJj5Bhpea6+8d06nbOaW3UhyC7Ki1FfKUTuJ22z9qx8/i7uonvNgHmQSQMKNGj39N4s7xOBm6iFHx/ds8qgvCvSDKfM3UgpjF2+vzyhEM9j0Pjnar5lxQFoFhl1Rz9gfgLg87OZacpe1/bpOwXoLsuT55NYTWkYxhEU2ArgLkvsbRIRm5Nt9/LTcUrys1MCEAFXNzJ7B+CO1T3iKHfd1h5ldDGPbECgrXbrV30ZDwlfTRo/u/qLYjyKCiSvzZpFoQUVaBE0SizNt71XW83/+Hy82W3um1luMwPDEcG8EmY6xKUJmW2QXjvx6eZ8j+ng5Djl4/izEIzHvRcuu4BxxV9KzH7dYOkhyFYSRFHekSpYmr9Wo31creIUO3VNoyeYo0rfnZ+yVPOyiV6bdy0hfXItXOfos8j86TYI8Ue/wh5F5MZmcf/DqtS53/NBxMKmYXdTABQss9eFoqHi55GTv5qFD2ISGYN4KJ2i2LOaCDMszQrE4FlYyKg9CDFXtF2/fji++T3HJsMUncTeBU458oBcSy/2xLvyJvMMwNIsHuRq+EHvj04NdksO+z3ZXxzRNY5zHg7qMHqc0uZrkx6bsprfZTmEOzXHN3OLfx5sUABFEU3eyJ8DxSOXzS1xa39sF4LW1A1WdXncD/vyArus9qlJcp80wepa7tKNOv3jCpXTOYtEPb8ubo0pSJ9rlGVkudh4/xrUz+Zn+/Q9h5HjCZI43UOLDeeqBZR1fBDih8XcoePd3b1wSzQOhrSVbtRsjkOR+pBYlIJuN+gFFlKJAVZUlb3bFzC18Jg5YEyaxxDxWiouxwJ7tis30ws29hk1+VK66dHN10su50iZ81R2O6xDAExJaPV8uCghXculehJZms3V96zeYPCNiUtzJWNaz0oAi/nS3B2X1VQYJIO5+edFSLZlmr99ycUG6FYkeRruTu94fdybap4GzyNsAQUiPYXvNmzwaN6PNpDulS6lkkFRVTJ8gtW8EUoRHZt5Ge6YR+zpcPu5PTp+QoslixJoS18VaYms1ADoOoXRU6T8hM0XxUOusx2HA8Pe/bp+8euInlpuGisA1tU+LWa+mfjj82yuga3WDRKT8p/Go94Wafe/aI5LtT1RPVpmZHeXSUMzPAxpbh5MW79JWQxPBNtyWEOt5v/4w/zlmK9Nhdgy2BGtAS4XtjXMF3EdOf9wHu5c81kkIBlcnmHVx9PdkXeofffn69//B4pIySwjp7OvC1UBwKpzchLDGUDYzygFG/yYBIStx4gfy1U+Xu3Pz3WHQ/cfan3ejJeiO4H+MhACpJIRURbEBRK1HU/+nyr//NyClYLN3bc0309mXNl4R8ah4o3S3EO9RHh0eY4Oj7ssKcue9xtGHgCxtrlUU3K1/j4YVZbmghemL27wiJ8Puj3UT3CL+z+mGrGatbhmWgurXpAMQiHRUhFi0O4UdQQMwNKBpAFAj8rbTW2xjmzCJAwbnur2jrk+Jrc9sYkArEZzxKaHl8XB7ecPhMkNlrgTP+OLMF8E5wCbQQndXsGTodUIaN49KT89+UW/HFNzH8RBVmC1rclufU/VzIckQhRKz+pzRHpy0dBtbJPUZ8O+/5PdZZ/OMGPKEIWIiDIXb61DGvLgWhgdfM0I54+mkjeAaU7j4fGJKUmLhHSGMKCvezs0dnMR36JFwxrWW951zoClMR81/jowW4DecXAhw8qhQiO7DzMWbE6DjilRarSzvZx8e2W4HqVcCjElSTDOn+ie8wBAtVyMsi18aNXLydoa6w77/mu5+wKnMSoBViZQuF6PfWeq6atfeWuQ5PkUueOuOZJDZTsdAdk1x6VJNbG1CUtz16udshSaUg4XJe64Vic9YAdTYug7AqceHt+kBVY1AJlRTZGU4rxYhYGSDmGu/Rv2X+yW47E9CU5x0YhGjdzt8Nv4lk7bHDml43gFN7Zlit6kswqmzKV15VI1f1o9OM1o/VrEKZiSnLN0bhIAty+yf46PctCHM/cgDMC3+s3Lm5XC9Zl1xvzxRV9zfcLNs2rTA9vB+SnCKXGxl8pKdNEYk35EDwjVa6xkM0WePgI3rcoubRkPhZD0Rrf+mXc3P7rLK0oU5gCTlg4q+dG/j+lJ0+2y6eCntAWUIunWO2nAoOx7O3MN5piyOVD7TqKTboFDyyLc0ze/UzKP73zL6t03vJbH1VDNjd4ceROKrhZpDNh2pUw6LkdCyyT86pSzyJg6ccG3T74aBqDrtuoVdYYWmx5sfGeOxbw1v1yb+5BkyI3L0UtF7r8of/0vUVdfF+YCEdS1i2Q1I40+3MUJDybHuG2SErBY3ANdfnU4koStsXsaVV40FrG3dqI1j9SJl0/VZ0nfJXWvOC5xX+TnJw2tqPUCA30zamLb5K3mzSCBxkoIFJtvijAlD8lXAP7jt1ck2xZqAqC5Z2UIn4XMytOWB7Ig4CIEkF/qB3jFUQiQ1gm+51j4QpRNIjcSdfE8dsx/6rwHdXPIrbwmrHRyuNx3o1Uy8fqYQtWYyqDl0jyKFoF8cMQctUZdlqlwuXQRwxWuhTtW5Cfj+mTf/QmAW2MZozgNYJ95uBdub/hODkhUk6y5G/L4Wg3y27n9/tOqErb8BsAdz4KiXFtEP/jSLJyiAJSYm1tXe9jjtYWsYV0OyhgA2sdv7Iszl5mpOAARiMr5ndcVIkwJFDTlrgnNY59ttpmWrVLq8ZrB/f6Hf+hVxnh95BGpwI3t2tdYHr5u8S1tkm4hP7g2H9K4GK6rrX50+zD2bH1K2YHcQjZzJ7xXpzZ+lHtAyuHmWmpIvKNYeOOnfdM0vI238Tbextt4G2/jLxovm8ikkmzhOnfVgmYvp+oIA4aHylcS28I643rxZWYZkYuN97XcqS1Mo4vaeO9HlI89HdHzyVNGq2w/MKyJS9/OntLA9RKOhlQmLwVgeKLUK5fHFwvWZ+NdkZ+f054yRze2WVNf1e66UJGkbekhSXURvwLotpY0oi02fE5GAoB5+iqPeccQYfM1xTJcCQkWhyQDkKLzioRuDNOe5HRcJgFlYblutKu+6QFUOAiDMHPdko2i0pCFtka2vV/b1toEZ5PPs+zoxrU7I7p4Io1WpvAgjOO7+DYbHy4/7mrnO97WUZWoehxEuVpHuTHi46yfcGyGikI0JE1pETT38d0LGDTOYfSq/WhL8fUif1zyap7Fk0BoKjC3QF5FLbJtJTvfSs1rI6BBgFYxZV7Gg7QwANGP7F9vZaG9JelAQH/7ydyq3I7eOo3vmZsf9w/godex4RwWm2Xbw0ZgVdiCknQ7buwRuwPNEFGLSq5mx0xC8mFIfVPuvjsh84bXZFv3NEK4MTb0XidYTSWLF2WvsvAI6ne9tO/+BDOOJ6Ys49lTkencTl/a+cOs0+PVAtp9qSuAovzthO+vbUpi7nWTgqscp1yOSd6P2jaEtt2QZIIJ5uiEpd2ogi02KbbpUTaohkNQ9bdz+8Nz3fsO1Tz6Dm37m+DWN4O7r47FPbjacQI9wkLJQ80BgA+nxJSDpholEwBCfETdwml7bwWbKAedh4jmrmDt4o2j4S7XJ09DV8MElHCdYZXhNwZSlOi2G/hqNPhcLeBy7p6Utfml2vT5s2VNLh8ZUMKb+lyPVWOns+f1Oe6inu7IsHpd++a4lw2OCsDXi1+ewpPprXGZo8LPXRplDSmHcCF6Xt4aS69e0w0cOX+i1UMp269O8tuHTKu7ZwFApPgibXywNC5bsFP8kr5h9y61x5+uy/H+mZp9XZmKW2PKHCamHJ8ZAJZr+Kh3Cxjcol8DLdyLJaJhT/vpyQH/dPpNfB23Srsi6iUqee9BoM8zhs23FVRivNAnD88NhDhnUUKzRJU0jqZb8GE/Y1stPAsZCYIA6pL3k7nhd2O8LBrm1b5ZNcmdDndx8Hlui/ld3mMFIGTSwi0kFyKhhVGCrXJ5RD6xLceahudP6z/+J45nmZ/k3QeXZNODl7OX037HN4eUU38lA728Y1WDLDu++y9oGi7NnlfjFp6pRJZBHYlgW9LmGkLblIwQpGJxa9YFdSEQcNmD0w98d61IuZkBMTtsQi9g0I6DpVWLMp1bY2nuUThskKWakM1tPvIbN8enpUVyazW/rPa8NiGVPBWNy9/7R1uf29wD7RD8iZjdCjEq1s/LhKST0TdhvSJVrhfR4qKn6YGLB0AzWU3jg286VrrFLBv6Bph5HvWV9sG9z142o7kb3JKk7uOnAc56FTPW6xiNobCA5sElJbeuWMynw9v/ruiHSbc7G9iFD74hCEPN0D1a/RnQ3D8J6xJVvrQ+fn5wAC6pMcUrv64WLzAA1+bmuDa7VlfhXFsW6Rl0W8TDtbpuNPFBX5l6rGF9pmYuFyeHzVQcJ7a5z82bY9o0K9hkK0mgIv0cut+XI+hej4rlBnWmeOfYq9A1cUNf7xHzcs37Q2e9EVCqeePBipyiTCUkaX6dva5M2Um5fmJbT2WaQjcq4qcSiFVsDc2gRgrBtrCZHD1cS7Mfrnb7yvKtXnobxQkgwHqbd/HFym9bAuTxySemJKMyvj9tsy0Aj7jUTT4SblsAdSNCFuVPqHmHI295qrshnsR9SbrtEcrWZQ/KRb8/BYO8BAgfI9RJG+8bk2qK9gTr1fMISZHl2FsGbUV0i9yGqJBDlhYSP5oHSvhguObl9CG0mTuufqne3K05+vqbVk60Gn3N6MnaCKSRy+PW+3slGjsXpEzV3tvC1lJc5i6cFEVdXYSinjJFva4I/WNdbX5CykzFIsf5s/G44lId0Gl8Fy+pxTyRUylOiQSNeTEgrMgISWFzD3FDSArQ/bxHp78MHMadd+Lr4pcnDiPqyjJiPAGbfjO+35oDvltJNbmZa2pHEA5sawVzDApF+MdffL+78kmIXUgbOrbnNajYoXo+xv+Y4dtLTduCOG26nKJsJoCooFWYN+z3JJm1mCOnIT6YOkRYmffD3lQaBKcsSg71mXUFcAfY6SECUs19aZgSOf8AwOsCM6aCtnie0BbPY9OfXZBl+AJH2RMyndMv/gai9vAL0wItsdO9VFfS4EV4bR4nIkmCW3Ncmyt1NclgXOnLK47aQSU2BNw8qav5pXoSZBlgKNpf55G2jli5i+7gDu9pvMca4F/Kdbw+d/uG9aTdaPx7LDsAaGIagzEyoEIEq3kq6lZyic7ooSImefvZ+jXSaOMESZ8qHheLDei+y0cIlMyr8TYCZ8qya2RUeD1EtFuT5+/Y1igz9F2Lm+dzR5Tkie6uxcsJbhHxosSNdwKN7g31qHm2Qj9x1OYbVV6E0syb+ZgJB9vSoUZb0CrXq7tF3cgp/WHTfIjIH8SVuMQs1vqTJoBKQGfRXOtqjOgsgG3pWecdRDaCgrbQjy8uNFfzMM0rY8PDot3QfG3W+6ODFmX4+5Xc3wSht1UiH+3UAdr5Q/zum1GhZ6CAUlIpgvuptF6ykijtKHHdmvr9BqAc3pzXZr/77nI3pPuieVu1FOViPpCMk6xnuEWfNV4w4b9PCH1clevFRfXw/KQs53uYsfTZ0+YnzE/y/pcvghjAy2lxWVYLB0FIMXYt53YmDq5unEl3GlzAsB50UHQUEryL8oK2Erd6cFDi467moyIY8p8f/5wk0sYBLO7hHNkrFnEpSb9Wf9GlsqdMxfY09usfr8fbibssUIYCIwp+kUp12Saq5n6pHhWUubUoHIZWAHB3DyDND9ejk+8u8yfumkcgIp5BiSc39leRLRJlWq4XUE5pOMVeS1NwHR4yPlc70VqCJRq2gKKo68A2cpeyeaz5agCUumhakov6cB8PF+uCoxow777UX/7WKbKlh3RO0SZPjg8P9Ngkb51t0MHSdUEq1rvs+fPjn7JMiQDYlpBiRF1ncVmqXbeg7WruLgDm1nZ8RXO/VlubP69tvr4iZduq5owCSS7IhSlHpYHulnsx+4XCtK+iQvSWpG7rgM9H+Di4OcJuC2lb4S1g/B5KnLbd4n0WEhSwuR8i/VTw5ZQGpeMG8+W+87Jgtb8t4mMDaEu8y7h2uSvMQEk3UrY3TcPbeBtv4228jbfxNv6i8VJpqObPq01JSjlheV7zaWmeOl2Lg7BBzIHxHa0xcjvq7FrYVrk+2ek9Wz2hcr0cGhDs/mf28Eu2tVv4olTuBgwA3PG49mVWEz9niTbBSR1uQ07RHV/CbPpKqdDDpmyo5k4W5Smz+NLBqFZZZwCeN098VJM0c73wxQh0rJnw4WxZYxXWZbTxe22dxR5upKl/3dFpm8sIUK/O9Fqdk3VxiswVku7H+0FTVJi3cBGPMnhs4ILDvTavRnNMiWFKdqAaPq/zuJb2xV/tZv39129M1VyFyRYHZLlweWa9jjeWCmxlT1rzNKTXoajumGMjKKiG1VyIp96HL1jtLidPhevMdQ2TKtIYKFy02k2qhyfHKqyOmlZDhxZ7rVL6hyEqJbqwPahGS+AdM7d0QUC1uBxsVgDI5eO4PkzusNphtLHWzoMzFdmgej9RegOwmjSxzlE2OBRkAJDn76xMlLQb5ACgpMYUSUvL0kLWsPe8t/0Es7y4Aw57W4PKf/3hRGJUQdQe3QGckmi0+sO0VhdaQ7sA8OEsy4XLZa/9sC3Ip91L/ONPLyyjLzNSlvsveH4X7rJ2eo80tulh/8xwyFYXGTb6YzTFVUt9kWr8aJyynrPsZRvsGgh2Xff+da+XbiKG3aqy2x0Pj7+YP60mXVjgWckofm313tA3uMLcdeuqxLYv5CxRBH7NcvlUTWAA6FS50fEEDlVpN8U575lGFARpAuzGCZbD3hbFxntQ3Cr6VFOwPGMzdbvcYwtaDKbnbrEJTUOrLlCDP1YOn/0GLlohq1OgrXo0fcKql4VhlCUAjYipiBPLvm2vg1vjklpOhzjOPiRh90xqj3/rOY0x6Yfoqi3cOpW9iHW9MBfLE17pPl2qRenolAqAk18D0A7KGD/CDSI+3cGtQkrrkIZLtdUQQJA70enIzwkg/fJflL/5a2+NqoFqwI70prQoJ6StW2RRbuqEA6cQi1OSpJ3W/6NrS5yy7JO8uxvYzJtvGiAHt35E4Chq8+a9GWEObvSOQ4B9c3y8Bjwb4cyKW0zjgRURLaHfku35SfuFrkvwlpyJ63wrOXg5U1kl2hMAaj4tzZv742wqPRV6ylEQplplveKHr5EyS/U0uqg8fcM6e7ljW45fi7//f+3f/58A5P4LeffBxzubHpDG05AqkwJTIgFeH1kbL8/ohHkD4FpEUqaMmj0dhkvjT0/1H39Yh8Rw/RUVEubuknUsl2rNMIwMMk8UTpW9ROPDXQ8vFntt3medCWVb0ZZuGtYCgP7UOQ1Ww/LkaYi1iKxXtKV7LCVBhHXRI8uiU+r7v77UrmmYn+x5rU9LW82a45RlTLo2m/ILIiakkY7IF5UOfgnv5WcXgG3Rj/8s88cXp1O8h/I0ULg+o1akFAmtVs7QzdbYKlLpJ2dfc3w2sq13CRUMD7GyUxn2zxLOn0jGQ7CiY3aIZRwFqcSDd7gi5HKRy0cAun8GSVkWtjVOb8qjJunIh1iicY9cl0I7TD14Of+avJwqk24xH7swM5ENLxxW80hecAS5i0kBT6PpuJg/v0J3svEesfYKVRE7NyL5HCq2mrWZD2wuKZqaHXttbt7pzvkVIaG5Py5tyrLAttYGVbD09tApt7m/Y9oaqzQALurDw670BLAaLB9kW+zzhc9PBsjDV0Dnpju5Gq7NbtWLMb65tLXzjrpudDWvR7/An5/Xf/y09g4MX44Tncr4WonV4IhFAwEEySKECABCsnA44uyFprJ5XyuErDLExTMd6E3iUErGDLO2XsgNaerjctzbWpqfM0Oj4DeNwsUseuiZ1I04lEReOiBOETSDavQCDg5Oa+m7fww3e38Gre6YO8QWCMiBZ06FZkWkW741oZRr63XpKfHz7hbhyWvSxOW5i5koTdL+IEebrJHKpMNdf2zRET4pNGGAej3czNkff3f9v/53ALt4UKYzRCnaTZjxRcpW12gBwIzDCAApB0OAZYQ1tAPhQbUuKqoeERsDE5FOO3ACwFzt+lRJ5I1YdVkt2luxwMoie3rLT0bU/X286wGzu3zhdv/ghjozZEMUF0DS7gbgOgcA8Ojofvf4T55PL++UNLpm18R1hpa+OkkOSfEJYyFom/ok2mfX6sdqqphJGE5jNHdpJFEUVC6bkGVf9BtAoUYXqfSNPVLycroFNr61J97G23gbb+NtvI238ReNWyEki1AIef6OookC4H46wY31auMplmKreS5nA5gGLk+ghB3Ix/sgNbXx4VgI+e59+tv/DvOTn9+36QEUz5On8mxKejMfk6zmUx55fdrpvwRsuA8KbxSx8Qrc6efn9Jt3uQgBzBFbFJpzdll7SSZPX78wjNcZwO4LgHeUr86fDs+UPH6tbB1rrcEkteBT7ZSnxdB51fBWXcmUutIKDhqUuOCVCvnyPJXT4FzMzW1pPBXNkmItOWXWxqhqRpPiUg2pO6OCBbnArxXX5qfPloItT9+e/6q8+00R7plbbDWAbrw+8fpId29LXJR+ZtANOS88pRud8O1wzZGwFVrCas6Ndxs1XiXcvUpKCY0JOu5FeKInRSFUYUd1JBvu2vnDGiF+2OpPu/31R+rl2oOvKFye4ZatwU0AULg+HZ58uHN5TvE9mri5p6qUIDkGXQ5AiJKCOrrHvUThJ4Cvx8ePe8YNtdIaRNyqa4oTu1jf8ZhoeDdCkcddD9V8J7QcfHZgbQ5Y2KOVSjrAJOgRqRSuczytvfNSF2gKr10kTLLVcb1InQ+O//xp+c//sc5L+fILuc52/wVTYRnFzcf7QdIQfK3dcuYNwMMgsYMZxBukOfwVXu/7UX9xTreUTGy6rZ8oFjfC9PY97qESbdbJzYejmscpqobgQkaBOs65bLjuOOfYSiPmgO4aZAJYX+mdvdstFlvTcmupMHZ4i1t27nWX2Oz2CMFem0eIKD8fjfrH818HDTacopqopSO39/ut+4FXmKsQzabwTi9tiRu1Gr651PefTcwGViYzSD4FAyoM9s19UFmsMzHDvRWmJ6lXSGK0LOu1mwljV/r5+Jv/Xv/H/wU7JRqIkM+OdbLqACT5Znrqhf0blivbYqGXPBJCNvPmDuvJwOZRw+yVp7hDxiQqPip1SwxeiwZ78cOkS3MHPhylbQHgdOeirHPvdACw2uec+GMV9sfqwvX5lpwISb1bcf3Ey/efH9zBj6dfNUeTfrc390i6LXoHg0RrlSLmcf/EcyFgtAJ2W/Urti0UlV5j40tN0X1v+bkg7j1Gebj3KcJpCEC2UsrNeFk0bBw6SJlQFx/uogC1OkWny9WS4C4hr4/69C0+/kGGydPgafTpi3V8SG1mW3n5qMsz/AgNJgnzk1tjnfWpWp5CyX+aHkCBCtySClw8D7I+uyQvZ0tFrk+oiwdYNAwORyNO32IxHXg1L8pnw5A8TPaNgvMHhFa/LR1Q3XooM6z6+A5WbXjFlVdONozRwwsK+h5ly+VC+wRglDTu4RRaYJXL0vHGAZ/WdL58fXB0Ml7V+6yaBSHg7xcSW0y2UBmEYA1XWFy7ePsKj2G30pYv7JHXS3+5aoHVKOy7JAxnz1MvDLa1+13d6Mbr9qaxyjrbcE87KBKy//Rez1R6Axuo8CQSaM6dlRtcSC6X4Mu6pGGdIysPbnJkEJDrJ336huM9r0s3v1jtSehhPwvsnUiiICWXZA4vdwnm0ROxynq9jf390fGXR64XaAHd3SgWb/QEa5RR2YTS2xM+pO50nSI2eMM8w23EIXHSZblYASNU9wYh2hx0LAEp7EHhbj2wgwCqeaxRqvnix8TJpdo/P17fT30CKWJTFnTLFnoLluLD3e7yD4+Ml00yDbimNX9oRxAOTuf8q79O6wqAwyjj2a3BGi1yRddoum/wCZJp3J5EAJa4RcAcv9dXQ7P+Rm/mvt3V0UPsYm/2+qo7lN688/Ore0BNHH6tfsiEDF+VA2NijzB15oR4uPaGCB26vf2b+RBpH3FyHCS+mo6X+0Q/VPwx3DTuHgyGtuGrBVgNz2YE0V6edN34zYe2MCG+4gVZ2FaXfvPwegGwdww9D57GyI6Pk9yI1m2qWC1ImlHQ/umPcMfjYuZ+VzTQxaHwaM2XZrJlZISrmfOnDvKJt3geEA8g4Gk4ZN3K5Yf0zd+5bs1H9EzO7rjj0dFUAAAgAElEQVQOHUCsBiLqZd+ThEqgmaexWzaORoNHaMgtintKW5I7AOBSfW62bGqGuMHCpbwxUdjqK8EZP3xjJ5HTO6S+j/I09n1U6J9SiReBlal3IjYTSv8pQgcuwz9/fnDCHx5/T2ueh0560OKidMda9z5IP2+d15l2rn91JA9LSzk05fHGLdzcgYAYRbPMgR5+28zbzUa8qDQINWGPweTLRIHbRYMDi/mkhMHzKJePKBNbzVZ9uBsKFpeL+TTc1eFOU/bLR8uTzB+ZhzY8XLw8M1+qMb279XS+XN33v1l/+69380kSRgOYDQBUvBqKuIqkNLb7Xywu7g7Hmu5jFTYlosupDkaaP95JpRsUaxlfXIgE3BINELal59mHhyeNUEPsTfPY4QGvYKQvw/s6DNI98RsggbGJTF28Y+blfXx/4ERihxrrGGY092/LV58f3Bx/mqnS9q3DkOREaE8WYfy4gPBwncECM1ilNa7PoUWCFjjO9rTIZxm7Wp7Sveb7iKgAEFT51bwtXrTkWJjTFw6SOaS+7C1nYvPBFxpeIcCvhsC892wFSlqeNY8h1Ikp/lItCxtTc28uUgYUDH3i7lk47m5HQlSbvvDhvMujXDPyFJiQ/iJE8AxwRW6G1mxtnjukPYFphefhDvru8OK2+1+ud7/YFXZdG7g8s63SllTOAE65xELK0ghsgK8NEz4b3fX5OFeddnofMzsAt8q6EAsk5bqwXvOWzy6Xp8nN88nilzWjr56y55HLM2APR6+th2T/0y9WH0cXpVW0qw135khtBiDP38XKOBYKfTm7zp7HxtTXmlqW5vTj5HD/2b9c/of/OYQLAK7Vd76ykkU4GQFfzcckezmkCNs2cVuE7rzy5N4n/8BLT3ZKEsu1W2mR3QgvQiobpYufrEKq+SHcafz+Hx4+ffVSU4xc5jS6KHLqulS3Jp3VFvPGtXnzl5VuM38N7vRu0LtJzaHY4GmSADZmhfH6CECun1wLxLjO/ZPUfXeRuF5h9d99/3efH7w5/qmOpyySxiJUYfK6v19l/hQbX16fitWSxv0B+eJ01986fcuYvxy11p8uatXW9/7o5QRfQKFXPj+lPJU8XozX6mE8bqS7tvGrJTuJUTmwsS5cnmgVdeE683pQo30a3n/71b+K/cxul0UnFPViSRQj28bG2H5xV2d/XYIp41Bt9rMpRdqZ9mvPuIhLxMsFHy9RRczhzlKo7HTz59VnWK88HV5aoP3tv26/+XUDXnLveuxAPEopvu5yEEls/QVFIFGSCGwFZXwFou7jO9tSD7usQZID/a2kPT28QhirRLddvJxgjWlxr6utR0JIIe4HQeT+WM8tM/cERt5VFG7bRi5x9ySk1bRFAgHobJWbveKbpuFtvI238Tbextt4G3/ReNk1FvEJK6+L59El2VSuzUvpgXUADD5hDUqql7un+79yd33PS7UfnmsWJsHPz2lUHrryQvGbgMV71X1Q6cjntjDSzLTMzWfzSB0LqyG2QuuuaT+09vhwFx48mT/l6JmtlygisS12/lB1VC1IPeoDCBMLmyVNuRd+Wb5uB4IMAE+rEU1778duqkEiHJo5gSm/8KrR+21IwiSB9iOAcuzoRFHuiGhu1aK92zoqV0OLBJGhENAERFDf9NAzNqN3w4NKQHWs5tTwkyAJVenuKUkWdOZV2ETHMb4fW8dU6mxp7JtGCo6ggdnXk1+x1Lh5mqPlUw/klF5IyMJBXOYfXDSYr3RzLXlrf2RJNpyPF+RWXUuDVL6UQJtDDXNL4ZpbzALRGGXtKclOjc3CKcEcj6/wediuagtv7ZRWWa8uGiUNtJ7BHTqbLgqpC3xmKp7GiY1tOcmh9wMu2tlWvZ48NojCvJxe+JutdolMHHn3iQQ2WBMAOzr5rnk+/QyxOZMEgTffSz6eT+DMuvD6iFS4XGwANHOdU8SRS0KrgyS2a7GDtjRh0YuJDtSiXW6dhKnNaNU5VqYkVFhS2cl9J2mgBLIzXGTHtQbRW3Z7mEei4tZDINmbZbtsItmilEglfQEFKg6rGZ4GBCko+IlrhRa5fOzKGOnKEs3DDQl41DLRKhpcU5MiyvtjUx6WZk+rRadZhdDxxmEZLLjm5W4rzo+9e3H733IHwL749cG5IR4GxdZ4NkdjUu2PTK9IAc6pbw2tQgbslsVOT0r0I7cuAM1Rc1JfYo9r5w/YKi4xWYU+Ce6weirJKVLn3iIBPI0+3HO94EhzIFtMVjSGFu+9HvfOUQ3Nyq5oEfZ6gyCKnQiNTPvMntNPvr2klSZYlKCwoT/rpgOYq4fwKLpaJUodbkkkqrk/tFfM0pePcjnH14wq/a6gcoO1zbG8eh66SyKecXZNT5NijtfcGagz3WKqoTWEqxMIglZwuuBWNuRzBy5hCfGHANnNNY/toPHqQPg5lTR6hPIKGUZuoPNzIwRLRQB2uNNusouukKRbJOoNp8F5Qc6lAEhtgSQVCRVYaGEmQfOSL9/Bjcvz+bv/bOcPXK9leri7+zA3v6z28dq+NaxHBYxVx+dGJZbmIVpR6eoeIk25VHONGE9ySrxU30xuLoxJhBG1cLxqaGuyBZJsvK+QRHgqrAs0expgplwAsFUrp+Y4qXN56s0It1PEAAI/HK8ZcFe0RNsPSDC4VaaYRqXOnorMn7DUyKuVCJgWcWA1uHuN/nQPXvvpEOKu9NIuSWH3PAtZYhFmbahLZ6rHLdUWzxPb+mJ3DnjG0cwcrY2xx68ugFSm5ruLjFPOLtnc69WiRwigKIuK6libWyee6uHNPyN9XfOgRZ1ePZ7MaLM182uzJHTHc2MaHtx9ldMu49qFbw48XuxQ7SfXJ/3+95LHHKgDTXFHmaPoS/sGwHVrXy3sccYJ2GmS56PoZwCuA7RgeaZt3LpUvExotfutrTkQegubSoPUSPcGqkOBFclVPx5LGqAf/8nz5MMdgHjsE6X3CySB0hyNRXNveDV2AayWzqkNGc2hX3e/jllZ4XdZmlMJtNqLmWm06QHhk7QKSVdjNFzb6lkBJGuolp/8qP9BUa8hE7HNI94cc/NmWaUUZ+Fm9d4EYqNfHRIdkEvrravXCpt9yWs1dCSpo5bRl1lxSSU1h1BIqVtQ7YtEq0MyDt+MFoBztqXHf1D8dolACdFrPM67Mtc1pxtj2/LKaxeAkO6wiPd+gV67Mmm56zMGxbf2SljhPfRVmxzY07FmAkDZYmxl46/3/7G9S9iWaIvEQpxt8bYGoxBmtGe2lcsT5KeyA66zPn0jURXXBUD69CebHiRPmkqhhaoAbQHl0ZI4k0B01NNIIELVu5XzSMlZhKFw19DiSecyhGlwW0DEXoYMDjfY3FU6OFnx0qI9PH4JpOn8FHrnvNMjyuSpgKxCwHqErHs1NHeaK+GbkLa9sqDletlPLLbs336euYV6x8osjQBiZljMN5F0T0X5dBggC/hwH/sTUkLN4HsH1ju/33dJQSfiW5+gtMCtQXxTlnw+oisUaqd4nzocFuc5Pp23zh0O2UDJQ3nBt28BGu1GsPLWnngbb+NtvI238Tbexl80flRxiy5AoYGyuMT6OsoM12bNObHBTT/9sf3z39e66sNH3r8XwDWfgLvLR88j17kc7YeGb/7u3e/+D4jcnb/w2C+m0uuxIsZRhd/NbYuHYXMMidV8EMk94w6tx6IfrAq/bfkPV1H6mGhuWXhKpUpPQYx1XhY0KaHuCcPCjt1gXez03intm4M4MgDj9fuhyVZvrACE4nna6ZZO+njfpARgK/Lai0oROBiUGMm4T8dLzmYeRc5q9rjYx2sNKd8pa0RVrZYFKJqLMmW0hGv11X0EASRlMxflRcbPEwTY1vP1e2z4dwCF4qJDHl2L1JnLNYT9nkeUjoVvDoVVCEntGWDHYLbYPdQNv4Mttx6AENGHClV5Fph379MtT4asAO5HOT5+mWx68DxuNViDSCLYZtcCby4pwHqBCAsl/2bfi8/DQluOLIUA5Olb1p95ObVNDCgENJlgaXap3rygQcAk0MVu8xSiaJwFbOvDKxVsu/+Fa675tBtNV4M6HLKah/7I3ZNdO13ulq4XoRWSWJdDgXpz//rSAveW5QV0qHouyp5PePkIgBRa5XqV6aED/4e7aJTAKko5HwVi+T/83+1/+18BcDyzjF/89r/1ZaYo79/b+GDTA1w6PC6N1aFaAFxlXJrBehSFfaZb3Mfvvr/+u2/2tkjt+EvDqagQ7ralR67YrGWy5dJFRKHBAVta86Mf8d348z/KF80DvQZE3/DSdY5CSUJ3Xa3G7jZ+REyG0XWN6uD8SoX5Ur0ttpqr9F1y/P3TaruVqSjNrblPSZbmWTxwT+4tHHFCrjwochIYosywqW6j5Br1Kra1N3LKGWtPdvA8OM5Vx2jmOp2Jn5b2JKf8Wf6tp9LOH0L266mw1fr+N01KF0q7ZyUcicJ1frh+CuBbd0xEdVaL58GHsx1Zb/TTn6Z//rdjGrvKb6/w792T2FXv7KCeiXPqVSuLkIvMth5Gbj0udmleTU7jg7CXdYNMtZhfrpbVltbbE70kKYhYn0igCJ/dvB5fXPu7f2PzH1hGB6gaykxJOWLyeLoLUW24K+muKWctE7rjoLefRL86dHSS25kcoztsm7k9fOO9nhHqWkrEf/QX1jqjLqzXeP929tSPRzX/83ONuSW6tOhRL9jz9vpl2m7U6FZHOPOL6rNWvfEH/HSSK6hy+QS30c3L2fPoIuY9YaUi6fkD66y//q+imN/GBwD9PhCBFrTl0GqP1nh+R2sWumURuMnzd54Hp0ipQnlXpi7U94WtBgE3ptiUCpggfEXCjMX8srrQA/o2Jq7GiLgttKXFLEDfqmiX5sqyh+KYlrl55IAfDq7PUn1vEyJqqlY9n+DWVQXWmGoSAaBpLEq6AYHElrCw2pHmAMDo1yELW/XxdMpyV2Sfv3rUjXkEYDX3nkHi4RdCVhIQ5aCS5CCVqRdF8/TiaGKXqa+GosUlhVmgp9G4QYsAaEuJDEO3wFEcnv6iHJTNMVfXrd64C0cua+93jCn8+mGPhMoER5KoRiZ3X+z4xdKkeDl1XfGNabjLONzEmmxGarZ1CBN5VHGt0m2UBIo8/3B48m16mDm0CPdz3KYw+1bWa+4CZxd0vzxmL6ucV6vv4PoMH/PeSxIplFCfJJUQ6hehsdcYw/Kj7PoAuoXr+PjojrWZUBRcmhf11gAgiTenpVMpgJ1pFWZulbdzt1WVwMQa6tLdtj/58ONJP/zS15U5Q5SpRJAxtsykLoywCqvZqlOAqQgA2d/iS7NqxwTyU9Ep92VYN1Vu/MTbaOntOBvswToRMqQ9AYg8vHlOSb8c1UMbAQQVo3tc5cWi/LgYgJUehu2FDqAKm/nc3By/fzziEABPqzWxJIw1Jf1lobCvPHr8lcN9/3sPgxIskrpQD0OH+hUGtDSHamlS1GusD0LmFXKBmsaQBSyLG7y2NfJL1+bmvjb/bq4/H3/6+EYIQEBsuVxiGt9v6WY+KRdDY5LhLhKkaM2GM+vi5RRsm7ZNbp8P+/jn9e//H0a8Uxk5dGs3APQW/m0ilMbfSxkjKbvzm9MQyN3Pj587IxaBw484+3ApI+LriEGlaO8tdZsGsZiHlUy3VuzhmW+PH+1jhiiHkaI9sy2ydVPGckXZFCSSYSvMILa3LVxTdMHqkRoJwObhr1wvrpkJ3SCdytZx647c5oAU364LAANyuYs99JrPnx87kR8m3Xkne2+oM1IDiLxlAsd/eUvU2Fg4SGW/TLhdNKzmc7WiqYz3rAvb2sEOwHO1Znh2u8uSsEZn1Ekf3oVnl22V5++607Qd9nVhz5/aH/4zRNNX8DS4FpsebAtJ2yK2fFLCjXXr21kLqUjA8yUVWj0ObncIMSQqmVNf5cTZWVwcZsD1x5Cc3bq6q1Q6KuRoLPe/1nFjt3vXNGBrosoWPB/vGCWshaecq8UM1X/qcuSNgXtPU83jFisanwcqoS3glAlsvxdxbb5q/6yRzdjc5Ybc/NOzY1V2LkWYhVqFplFLOFG5Xmi16/UAYLP37Kkc0S5dDvhIS/Pn9cUjPmpfnDVDESo3cYZEpaFvnljncLvRDQ6XVPLxmlCI0FcS2B8+B1YW17xh23s5wSirdYlDaHz238ja8dQg18fRr73JvXtK3cL3m8SrOcC5+rXa0jo8IJY78b1Z2IzfHL5WiHb/C2Dzeccn2RIUfdNtbbNegAc8KwFTqrkDRdMgwOVIEROb+Gs1c+lRuT1Ol2vzIu5ggNFYr6wzr08+nCM/wtvoaYAIIFXHQywb1tUuTwCoCjNY87oCK4eTp8x9XUCpTCbJ3cet2GOARB6pypSOFQfuqIYInV/NzNDcV/NRZUsk3tM3+o9amwPIyphP52qvZN/G8X+E9w7eQ4DIgDChIQueq2fp5K54lPbvAZAEUzqe9yO1x9yzShJsSxnsIu51q5JauE8FMEj/guFfNforlGpXrzBjq9REN7G+GrYypVYBpDxCBW3p/JWhd9x3HF9MDr88Z/tscnbNNj1USNK0q/xWgwF0FBW0pVC4zGwr1+e4HhLUfGtw8zRoKvqKnETe/yr/7b/aUjNir1JeSHFAMGxu7ZR7TcIB1rnvE9xeiUiN/3KTmccDSyVqTBdeISmWFiHNudS+B3BHFqxGvPJkAdCHD3L/xUsgUeR6rwsAv15ojdY4AhRWgVVK8jW96Kk72iHny3cHlxZYWJZm4Kjj1ELZUYMHqACCJu83CdobR6QvrKMgZIcVNiBK1BtRGwDajfKkOeIBi/KMbjQjEQn/cIMoKiRVx21qz5um4W28jbfxNt7G23gbf9G4CawS3mWpDi4zrbXpgVZDRXyXZW6ulCyA9+Yln76jPAMItadND5x/6MCyo3WPfPVX6ee/QWChNUdhk23dTWjRE8G1Rn4mrXq58zwQMFEb7nar22Ed+P2oX4y9ZjxX/3RtnWKbtu2X+ClL8WVoM6u7KNdLmNmc4sO9lxdJ/+ejhn+SHbsBt7x/GAoACWuDpqSlQZY96W7T9tue2/TZMPAPV2mGcwZgl2oBdztlOakUlSxYwpZpNS7QmIeUxtieInauwPJKncRTselBlgu09g5LlBAk+XDG9QkANMW/9S0Xp/e0bkxEcZY+P35W3g8Sy+EeyGbYY5b2M7o0C1GEEAhNslXX4htGk0flcQDX5i+6fcMGG/Y4n0Ksxtaswq9AEQ+SUPQ1ATYL4T20HBTxAOxVRFr1LlpOFdLcq/kOwhoTY8sSmBoVxv4qCs5KvDs01DoYsYR5BEXq7JIkUrVgDWJbJFKJZKY95AmRxedAT7Bcj9rqq9k/fJy/HPP7KQMIcmARIkkWGjA3V5Y8FA53rDPLnWv2VMJEGr0PWtMx7WXJ2yHv3ue/+W/8OgOANebCXLy12B12nB8FQCKciHOiRDggYy+42gbO+mxMiR8m/UkB7pYf1QX2UaTfbqaoBATjL8Zrm8WCep+7j6maUzw6CKFXWJpPWZp5WT1I0j/q9RIAntcwDx/PDF+OqjkBXUoS39S2XWBIFroD1nsztKhs4q3tQwoe0kGN1sFnU3PJmldzFZZMzb2QkLSgLQEpp5vH3j34V94t35GO+LjYtR14YxrksQKwKRUHVCSSnMI3546q2cxzOg+5uxJZ5+hnEUCwVtvqmo8Dq8b79sVfIzp0uKk0oKs0ohPaO9rR8NqLEG3xMiGMCb3t9dOxmoc7IKz7kFQp6pXrklLptCVJl2oqBLSuFgTuqACtgfS2V6d9efhKHr7gLXEu5fijW6Moc3EA6wIAKcX579WRaFLEOPrwdB+vHwfRUJO4pqAXEtiS817MO3F3B9NMBaF4K8LFfN6chj8Zi+EPTzUqZ+Z9Vom67wYXZ7S0ANhWr6CbusFNAbYKnzOFN2bsl0UDSVhNFLh1uzwlUORz82v1IUGc6ZZEPT+hDPEuD/AZKEjlEBKO5eKtIaXwTFs5gbIDRKNf5ZIiYBparJyDEFx1BABHD014JXvi47V9P7e49KPKkKRX9ZVwc2rI/eDmZbIIAgC8nKN7VCFmUGJ5pbM4+rVcLi+++QiK3EIsGcjzMoUbR7QkzR2sueehuYFSlgNumhC/SoGmHkEZEp9XC6L+tfnSmgNFuZpXkySnkkU3VP6e2pCEA5EOw+Bi7Lz0G0UkzLCnTQbHtMN7t8rzJuNgW7A8HbafmvtltWuLt3hYgbuLMlJFACThlImNpxYtsN2wFFDOq73Slr58PXz7u1ym215JX/qk0cmBUsqpr3Xc2Jumti19emTtcjkOFlnz+dmUhFAR1T/3JJyUTZjENzZw/2VjJbQnK3av7CsqUQDdbx21zVBX1Dkw9QrL0tdbtvmqsWHz7/KLYyoJ744WJUJ+OebmvpoBcj9q9LBOWYLCmbrXvS/3nXJBLqSm1IEiMmbBarCj0mP79o/Lf/q3MJPTPYfRzu+QMqc7H86eT15O1XFZjVtXPgmmCZ8WC7EVehzoMSYZXRbqvi0KZYvGjuBW2xIr4hW4dygiUnJH5P4XXHkfm/zhuW68ANwsYT2Os1xbnP+0CeWibbRrG6csBF6D+s3Ns1gsNGSrlpOwaAsZlHTzeJxHlcW8eY+92LqQDmA+SqWh2xlXTwW2DrnAKsy4zshj2gy0TlmagwMMQF9+zbUB2ANTLBTKn/8G29/Eh7FNxN3MR2VznBLDDMll2QWMXT+eRi9E2sIYX4nGjv7Xnji/Z/10qnr/GNLthQCg8XR3S7loaCkOD/7dbH96rgCmJKQAfeVUdGgzDDVLZm3X5kXZwTPswQ1h/gewmj0+v4Kp/tP/12RmygxFUcpd0KDq6yLndygDIvE1nK5p9JT7vmtr9rno4V4LZHihAUSskm9+fphxW5uAom7ad3r9/UuvoKDZCNxPp7MePFyJOHe4PEMqxI3TsM9UBIMFCcD2cApJCFbHlmN+e3FfFg1KNKZqPgx3F2Nb7S4LgWH5QZan6d2vADhwbT6Ws0kEUIN1hlWZP8U2sQcOHb62hrNP70DpduRdOltOLima0M2BfIebbYRXj4TcvjSJ5djRzUlEy5zx/UnQobZtAUBJLsmHJNcnmEEBSWu5W/s91rtHWXg6gngD4PJMMda122RJz4OP9xsjfY1fKgKfYg3Eurw8KlFWAQ7hSADWLcnCIuyVjGXrtqPtqeqreXPsk84cgS9EEmZHUTYoPk9AoFQpWWbE59lULZ1aqoll6qJoSqRIx069B0RZrZt+83BFuG8KDb5Y1zTIxuZamu9b5wh3qQ6UEv3jmMuqZKsehYqDk3P+Wf3w2xBbxUK2YwzYLfVLs7oAMFKK6hKVAGXJBPpy81bc8JNRnr8+t/d9zSEpKL8h+FK3SUsT3rS3exkpVgxBq3VHNZ8PBSuk3f0MbrtyjQB0xLafoCOmsNgExLvTHav3DB5hBKC/tNhvh5IPY4pkmvCQNHcYLtVGpTliouHy3ONF6vWkGYCnopIapNBgJsdVMEQ8Ferq1iQVryuW2ZdZJPl6ddGUx3vBwiL0toX2xhUPvwCBzn16ZcRFL8rQtO/k6Z+8VgE4fK89kIiMvaX1bzt8a52Svis9qMW34sRqfm1GMMLAIlBNySgphVwxCfvy1wFgyMcvxV+fk5aXhyIWNwD+f/bepcmSJEsT+s45qmpm9153j8jIyMx6ZfdUd89QzauQHmF4iCACMjRb1iwR4X+wHtYISwSREYTHhgUbZDYwCwaEhpGBHqbppqu7qzoflY+I9HD3e83UVM9hcdTs3gw3R+oHuC4yIz097No1U1M7+p3v4ROkLWUKZzaMVRm0ioxq+1C/CFtTn7jZli+7NaqNOmfLgk7Efud8avl0SkJFMQTyDLm6sHzeG2o4FWOC70z8Vzw0uTCSLEW8b7Ekum2Jhc5p0etacfGtvzf4dBu//jOr1fIIwEpuhEdmfw2TyCVYtfjxF5giT6YVAHeDzZm2YLBP9uGnVwxTzg8A3H6Dj29pyhZ3vqOblywuYToVnasJI4A6oSFwYBiQ03ZFK5/8lry65n5PMbXgmIuADAu9uj28rxu+9Q0dmbU/x87h582DY6H+VEMXd9Vg1feXIp6eY0YUADgFnhGrgkiqGnMEIAIFyqzTEyYijmxJkx+S7zwdDaaFigdAuE3CZvRHDFPxrXUr9c6vrWdOw/N4Hs/jeTyP5/E8fqPxvQpIoCxcjXoBhAyQ41sLXd2/oune0o6ADsW6A4itjFRmADq8nF78RO3cU6xbavL58NHdB7/jcXZdIAZOxbpAiUhqTsQwyGJwBgCESuzS22CL8Kzh/Bvf5GM5/TiOnvNbPHlZSywjLU6f2l9Bi8VupA6KWVWYnNvvvlpecz3RGMWpezlG94xru/9AuGAsHxrXAfCsM4dPfOvsfHiWnZq9o+HxwQ24z82a2jHYonDIBMumagicSAFyEMybplfD0h0EHB8L8/3jwKpquJ0qsPfocF32rGMxoESWIYYQOhhqNeGGEgsTOU2aQ0BTUvz/EOBduuL7GwDKzlRvDg3eGE5+uc08MQVAYhiQyLxnubnZDfmBj28pdL7jab3VtKvW8rht2bQBLeN0Ugjb5B8hosZMxIePNm+u7j+0tKOawQmqLeGJiKcHmMLumtNcQ5j6wUUfHri6YKcW+/0mimQmt5+5nltWgM3tYN04Ifa9pF6o9SwCu63lYpoi0OKflWiDYd8F+unLzr+7mXVCU7VOiKZ7FPB4iyVhFcTGwUJnsc8IfkdmrUyoSkT1NG/N/k9+yn/3P2yIMTCBs6uQrCX4+ZwQQxIDQHUCdl1LjCSq+Qy2bT26N538oF8e/EUAtgZd+vbXs6D8/wJniZDDYCBpYoGtDkX/7rOr4w+brR41DxLdXxm1phuVibRqGqhOrf9o1iwxaqF5dnj53ROiualab2d7gI6bMDuwuFlhQ7n8Cc3HBhjAjBsO706vu7rhEGPuAx+XQwwAACAASURBVGEWWAQUmRFaL88Acvd3ZJd5oxaYhpAAzKH3rWqIzISxWmB6rHkNhJtOqtnA1hhp4zsIW0gtp7cUC723JE5KviwED6qdx+iBVQBNDyFv5APr/oP8yc+8h7Lq+jyR2d11aQ2JJS7LWmEN/22rkGOKT0Tl2X1lJhmGtLptjrvXjls3j3xAzWYFqxEQhcZiZs2CxVGr47iNQZZP/5X6k59MS4xZiyUjRs3rPT0zwOYRrkDWAiwvQVPUso2+m/Xj2wbSL4b6PivIjOZj61NoNaJ+YXvQ4kaPmslM057m4+67v9o4PiEtklQwMRqMJ4vkshESqFlieBpwW5fqbDRiZSOU8/lf3Ib2tGgc74DzXDcWMvWXIk8PmgZ59wUAmiee7oyIT29T7GE6mGp3BUC2cLb4zZ9f//r/Aoe6fwXtTWJY2jyZkmfUFmU1yMKZSgImdOVoEpyuBbgt/8b1+XUdfjF2MZtw6KRWgxkFHmKgXeCpmigCJ4F2Vv3RWt9PBexxlInpKTpVR7Xjha9n2lxSakHJIKb64NfwnB0QWYgTU7FGRwDAoN2WkzEBV4mPRR14vy92nNWjafvAkdEFdpCfCZ2k3qCGh1lvJwhjCJEIXG3WkMPhMQgvqK8cf7O6xN77ykgIieYJ2TtkGaFvk8GHw24eTVuzxWGbK8foAlU1MHWhdfrvszKhE9p3IoShPXZrFvlMpVhIsFYmPsEHAADt9rp72eDTlX9qKlaEQ2I61UWMCgWQTdhDKNYlm4CS5/sN4RMANNC1p9ZiB9BaBmtO6epxrzPMKhF6GRTGlYiiEKTS3RN0Eg/PtdB5bJ3n19E8tpYtwPm4kjHdO8HfmpMSYMJB48HMsLVu5mq/eDslYa/Fu8BCGCvt00ENqTu4SdeZX1YyOCQtnRQA1vVr0OtmwC6P7+RP/qFNJxuPCLG/eZUe3gHgq5e0O+jhtfY3YK7c381u+p4+AXwyF7VdjLzUQLZ1k2+n+u0sbmQb+Azp88JpAOBtmmrqrdnVwkSI1NiATp6A94Hb/Q++Gz4GmqEvADWzyaqbgoOBPjHlycySCyPNIM6t4kDU59kw26/utzWRd1mPKF7Zu1VDNTKruSoRCYMhdWGb9bITaa1l/+ueoC2huwzgWAcBO29XE/nK7lYKWFvO/uoKvQEzn3kSpTbCwFRNCMdZi9rj2WPAVHWuZoEBEwKlaze8t6LCvAt9qSYcAmGfb92NoxGSJHJ+gGmbxlsPMN9/Ez/7Y3dcQExetp5fe+4E4MUiS/D3oqP6qqT1HD99yaW7GLlaNdexsxPzGJaEuIzCwRBgGqiZ7Hl/M1frA8ZiQcgXxbkpnDeG/U9/3z75SACKCSHGfk/DvvVWtFLqndPgVAYqs28q4B2cFiDewz3jNy4+fcPXTKRiTk6s2vwumIn6q8jfm/+8qCsJSMLeeAJgZtMH/zt++f7ixpe8fmveem0J9V4/sfejjVgBhJR4ob55+usSDHTZYXluTzyP5/E8nsfzeB7P4zca5/LhVHBbGMDQv0yMqdpY7VQ0z8ZAneYu0D5edcR93KGMkFivPoKpOc1Vq5WR5hOPd1Q2bKR1POl331CIoc4m0SRxtzcO1l+JpBS4GMywCyRW+HRrEmHBQnIl5Kkax65JKrd2FLtIr3fivYOsdhBuRZNjboTAJJpBnNHAPMc2jYMQAtUuhmq43nLShSMr5Z7cwMqHF8ixs9BbzR4VM2kDFdx/pRc3HWvE+1Ftk0OuhrvcxHVF7VS0aPOKMdhYMasWNTNKwhlufGnu+NS776QpiDuUSLqx3SWuFMJ8hBY/FSMyiW4KSfMEYGFiOx9mETXk4kC6hQ5p2EQIfTgXvRQzQxcoMd10co7QnDMAmu74dOukYmvxWq2w5flkEjXtN/cTrnd13VRirgYYitIQgm9JB6FjscaW1dL5DoaY8rEJWyQ6RvrU+dNCZSIO4ihFmYaYQLJyLdc7p4ZcbQhkIN/1Cp2Nnh4No+n+XKprc+FFSLpw2XySN8CTw6mY0/Gcvpdrcxx6swWiquEu1w8Gn+eN0JSrMakQcfsJr5Cm/61KQUI4VSuzBhbIMOXtyWl5tNODjg/ujUX9nrRS6mk4aH+j3VWJu6wWydtStES8QhhXSZznJa4C3RpuTdbkNva9DsN6SZ296FdjVphBlv6Fix3cCnBzZRgCX8XFj7URxb1xQq6QXJ3m3XhtDdbKiy1SYgNw9cTKMFWl2dxbFjArUIMwxmKBzZE1VyI42IDql6LtIP1v1UUJ8ng46E1lOouD8hGASGjhVQusHSTYQtrXbu9Pvauyh8BuKvXemNVcx3sZzRWYOmmrJU33knZ+sp4F6GAMgKmYDquYhea4hZSYQitEkPoWtmlqktYEJgBLciMsxGYWSWwxmSS477snkW5BGeSCI2nc2KpWAAWE+6mqqAFRixVVRE6MYghMZOgD1MiJntXsdt6enOmf+4PuBx+bRIwPzsoEXM1Q4a4BZqaFpnc0AaVQCJjumlPqYvWtaS/3X22dvH1Yv7PQuVbTOLiFXZOPEhsHT1SoZqUCaKrgqphqddKuU1DvtwKxzGnadMYGtD01C+e0ZIgG1XXVpTK5hS7Nky/R7Vvkc+/se+8Af3j8XRuYD0xJWtd/ak66KGraX/H9SGXyYFCiuexfoWQQWXcAB5MtYdjuivodVvq9q8MDDM1YO5YcQqJppDLRPBIACc3e2Cy6CKJmzHnzvfLmVD+/L0wuGXLQngNTEl2QQ7hqJbFSzW6Q5+9aqtkVniLpyQjTtNcueuON3E6rBUyYVDOLALQ4JRvCjbTsyHZRq9bcZTdfLUz2IpTCCQABx6I+CVZx7RDI0GLf9pGDlUphlco0EKlmk6S0tTaoeuPQGR5UMwGopaX/5SNpPQupw5rHMb7X6bC4a4387w9CS5ADgQiO6gPIFcICIMadd77VF2RJDvebRC8xlYNJtLTbfK8HMrFy4CbUDBItpCQBWoPHvknopHcQvoVoq3VkCMm0QW30hGoLQPj6T8OumHMmJAgWLnfcGVFwHSwVDf1K4a5RnHvs3dNAqEab8D6I6/XHni2pgASP2rPEREZMUHCetVoT9VUzIbiq1mkx7BYdwIvuCQ9y4dtxHgMPQdw/QZjGgmp6nWQnrV3tTrQS2VeYU1F/rl3zTbTdIbI86v13Nmfqeup3SD1rpZic1Q8g5PtYJgtdCMkF1QB2kavZcdYkVM0lP9tOw4E8rx4sVBVm8KeGlmcZWLIQYVXbc+f9wcVUwKrCgM1POM765bFg1VgSrQ2OuIQFr6gvAFka2B73up7PtN31xk0nEmXlIa3JjWbqc0MNRCSwaii1tSkBBEY1I0MBhKg8UXSWuKsGibtm5tHM6VEW/o/PQ2/M0Tz6Q+23uKqdZo1Cnq/7WPjETXEHN7VcLYcBRAmdcOoOrSc7j3x6K64MDAkcdqEjq0YEDpZ2mwC/ESN1BmB8oH4PD5fXggsDGCpnRXpb25t7utmcwbL4H2y0h4jaCulCZZ/CrpZKMZX2eNKp6FT1ODcb/nVNLoqqzQxx8+LrV5/Vnij1VmYANmeU+Sy8LDOlnlIPgEQgYoBvTlrkun9NALpx8kb00H/gKiG/WVpbEcAUwqptANoK4DOfidDaXUyIgYmwmRpTFd+cztOKFkWSK4PMAhC0mC0GtbNalEECEUEGYHmRCVFJ54rwvAYNkTthWWKEXKA5CBUDau7gbya0jPm097XTuisAGeForLByssDXyhuqPP3u6/rtl8RC45EPL7B7Yf21DjcnJf8mlBITaHZbp511+2Ymeng91rZuoi18G0XJn3xz//avzk2dKO2wrjZZRXqrmFOIovg20eYaqo1zPQH46ouNkhCAaObTEcQxdhb6opYVuVquNtY6FjvmepfLN8dc1OriubT2ogB0geeq//TrDboT1RK++5x3L7XbZ4Sx2Hdj/ephuh3LrM06/ji3adcF9mNOC/3CqQ/+5z/+6uFnHzwKwB3fxS/+2O7eYq3lvUwGqN/Xb7/QMhOLy6LAbHmEqs3ZtFJIJKKnB+/h6d2bx+ffffX/vvrz/9FbfVay3n1neeTdFe+vLY/NdTWPeved+WMWoz7c6cM7+MPG0t5Jqadp4/rwdC93v26m4wv5BvNoElzg6vE8RqycBOp6S5i5GopKBqmFZGGDhQqgfvYL68lqhVa/PlaylZlYaHfF3RIJkXr/v5T66KtA6sDBt1AR6O++2Di6afiLP+JhHzz7g0OzfJHgLCrt9hySWuOE5mpO/mp/21A94Iowb0k673P5b/7JZ4c++ty4GSKA01wBHHPtlokxFT3lkoJc9SEF3kXxWSRE/jtq9qt34z//+Pi/+OVf/Nf/PQBiDvv+8KPX88Mp7of+1XV6/REPe0o9QoLW8OoTqFKI+Nm/tXvzC5heLS49vuXiacOD/H/97N38j78QpiTMF2/0dusfcRvXRdaHP86HJFF4c+X/R399+6vD9ybtotdvGy8mTFUBVEUU0sUwSq05ozve8NVnX28cHbgu71IYwAG0xJ0YLHS228FlkM5j9egWj/lYqHMtT4SY8kM/b1wc3yy2rHmboErTBC1UM4eeyghVi70sNfcUdqesx1nvst5NRc1ux1LNvryf/ulX9z//6P35H0lfD4Ka+XTbSGz+Ip9HKhPVbHdvqd/b+GBlrm+/8meWh71NI3W9zjOJIEQKkW43Vs7/47j/L978YFZlouObeuHNRe/d4svbut6Xy/886sZ70ey8f6OFC8wSsNSIM7Cu/0MgUQixEE7FHA3yDzo9oYS3eapvvwIAFi8X7PTg/AYA3O/19lu4lLTfN5YDC3xZA8BiWin1/LDBpiKt17/6I7BYyW1hcT8C94FYDBZaAIcvGmcN5FKRcLDQb6480fJPT3/RPKYkoBQAYEZufBGsXtcLNdvDBFbGtBNgqeRwMTmfOQ3P43k8j+fxPJ7H8/iNxqV6wrr8zl0pTK5chejAReFU10w5CbOaSTdcHQjwQNVcdVbL1cxsrNvNOfrkb9DP/k0Lnca+SHJL12DEsFx1CM0wp8gh7a86qt6NC0RmLaZ2ViTetigB8Ic/7v72z/ZtJ9o8icsadly0NYkdY/CgSE83waLq8TDlP78Z//PND5CU05U7C4mWjhnEO65kR6onpIBQaFB7GRzhd6TdCeRZLVdz8vbdi/7/fnTsyvHz4Scw6GhAMcPLQT7e75OQB7VRzd5nonyPOnlJ6Nl0K4fZCQef93cj3kcabLiZP/l9fKzNeZMYkryJm6vxxz/3rrxDrFigsF6IfZPkiYumVGd68Q82bu7Na3zyOwjJo12JGCwaezMt0vvXx9LCaO57TAx0bM1ec03XTP/p4+MbB+1vSCtqwRL26LTkYoAE77OKkLtSuglxkhZkixS8qeSutBvH/5f/UH/8w4bBrPMH8MBZTXvKDyA2r+tZ3DGzSUuANeB7ut7YLIKofvrz4mY4tuoCmm7Qva5LUSECGnjonHA3L4qByJTmE5g73ni0Xu/if/x3f3dtXjrEVdUCk2det5aKqms3YJop+d7a+0radmz2P9+8L9YFcPjX/+1P/95/suri6gLXZbVCVG1tRZl7AQWml8Dnu99SWKmWhBvLx2wzi+/f+MmL/+hf/ZFdRO05DcK/vgFVW6wrlk1nvlCO+WUMhGLn6NHL8e99gj/4WwcwtzatWfNnc58+U1oUs06IcTZModVdpykA//qD+e9vTZ5TuqGub9+Rza9nUctjFaIhUDVJ6VDVyCimnQsIGzuhFtdbUploC4Yxw7usQigK4UhAnwbvevimfemwAACZJtLOji8CbLczSoTFrVnLlz88zGUL4S8jdPFy1sqnW4ud7l4CsLSj18WVohbShJiE2lrk7V1it7ajmmn/Xz0++M8/TP/Bz1oSsmMYamcIof179Xj1X1t+vvazXJb597Z6f9d2fIER6hFb7E7Ml42wXkh56VkAfT36ve4iG4dOPOzNniLc4F/8d+jTTxfLKYUWNkPNZwt2DpAEIoSEWszPwT24/OTrrBLLmycalx//zZYh7MuOb/0dTHUWy0JY8aRsN458z+gWprp7CXz53uELp19f/w5aDipiaMvvpSP7Yndmrj9JHcsS9ewwW6lGke7prP44Fw0G0v768qaaIWh26l9gpvnkS2d/ujUWiz3NzQXheri5mUdI0N1L1BK2InDJTO6/BrHGwbqD+LWInYVeuK0IVU2IxmoQD/fDVI2aWk9hWi08VTSUuNPukKsBMnsPQ6IomOBim16oowrTyskWu0OAxmqOTFXDXPWpfFp++Ka/n5udJQBVTwHVtEfoTSLVWVmsOwAtYM281U00BErLcn+z1ZZmwqtB1gbKvMT6nY1yEbNZSF0NV6s4x4C5GhOlK/J+JAOnw8f0uH/mMaHrRCc2IJFK4CEg1JHmaV1JQYzqL04GYGnn5WMgGLYdId/K9S/CD4kQiYbALiuNDJiK5l0te+fXaPGFe53xZ6KNFw1PEC25jPzwLUKCpoaqSfJbEDgUCrPaVO0+YzVVZIIacfNpINf667QhJQdwp/JNibqkGHtXSwgj7bytTqn3XrWLoPwjYmik12jNmfWJ5A8AIFNP6XTVk5P23MQicstQ9vZENSzR582owIjdJUW3QFRbolMZNKolwO0W+sBqGELynqO/HWk+gUOXNEkAUBcXSNKSEWTTxfvrvwx/9N95v4m6Ib740LprI4rdwSRadzBhNUR284Y2dQNDmCu7Tpg7oVDHuOUzoWanemZ9JqGycBrWjHJng65Z8MtyAeBMIyhPhP2N3Ysp7MwMqcPig+JvppKhRoaOgDpaUcwqDM9rmKv6EoGxGoAvH7ZJDZ6wDIdtmfz45KfHdioQRktWVJPVzhpsYFAggwhZP8wehfr9QUASEsLevU2Xbo1H1J9furU0gqHpFA/VLM/m3KaqYrCqcjfbo2RsGPHEfYF5LLsJMl9XhaqVajrbEGJSpLAHMEizgTdiAlb42gOybcueh0+38dd/Ao+caBV247RdUjiXs/HYlyXNp3lLhzMy/2gcZTfHnRDc48RXuaCF8gnEJtEQRJIBVEuRvqbrXLUUj8/WsarzG8ZpW0/Lf/mPRb+hEM+NyDLCP8jFokGNA6lCq9dnVENrBwBQNY//3jp5A31ue5vRCXk/vVHfCEm4RruMO/E1TVLvb4S0NjBXCfqjIYSrJB4sXNv7bqGmEsNq4/WvVBJTmh/OgVChgxYIg3jP58n/3J54Hs/jeTyP5/E8nsdvNC4Cq2BUM493oWYLvfZXWSUjqpkY1WqgXoZhENLdy+YGk/Ywtf7627FmslnNjhhCrFtVj4auvPzUbUBWTxs63VKYokSTQJwqUa66GpedkTe33yq5sc+2NhSqNmuLxmnArNVWyQJCdCqqIkJB0MBhx+oH5goneD9lDwMAd+mDsetWKqWPFqlgUDNJgzPUfbO17oc8/GYdm+ZRBriLn1gxOt+UTpphJZg7osjg8kD5AZK8jgbpCgwYJWPXE70/CoV3WZNEWfhHpVo1SgI1cOhJEkxdkSG0hDXUAlOeHthBSK2oeTOI8jrxj64aAiEXQX/VuFgUiZBhtTdfzf7I7ecWR7wmndhURc4TiN0iad2dqPee1MaiVc3h8eVTaKzqTRYhCtTqcd2MjQFuyt1rfQdiKBr/SCu0DMRUxmbNtLQ2zAW7gWkeHRGlWgAu0m8ZdwGAQ3QhFI9UxRLvSUBgKouh0DpPRMibcaiZHZM0JTOZNgK3DDjO1gUCrBcioutOAAQrNI+YlvnGocQddwfvLAhoIQVDCMyBbXu/gte/Xf72vy+E2cM+gFMxB29CvufTLbSEmlNd0g7NcPjZqzC3TQwAnWl2wvzGA+bBYHCw00ltywZrUQeQy4hWspsT3xoX2/WcQmPd9I5Ch5JIfVESzVh6SXX57p5g0iaka/z0gsNfJt+jDWEbpkqnN918vm6NR0Z8zQFzy5K9sH1r0FpLL2vWRgRTtg0kgwg3Edm4xY4sDOsW0HDpQlgL1ULzqTflfFqNBVsTreab8m56pIqkOvfTLTxszyMtuv6kVNSqnKVeHnxT1AILIJEpxAakr32KzSg7Pbyaf/AvOKK+xiBhYaEazk265YPUFgxp9Xj1AIVNXVWS1vIgj7IjzghGol23hu7O2WHrFEzXBpZv4hNThkVm2WJZAqi/+6+VH//Iz79pX/0d5ACJBIc3fCEC4M2s2u6VeZjprPZV2YBhDDaVJrIzv5q2BLrOGpnkQtfjV2jNmnI3qGpWlQHMvHF8l6lPBLg8R5suRjiyweMtGtBI7D0v6YLp4r8MNLA5pEsl9CUabAB0/4rKaBxguhMGcVY6Fd1HdkUAlbFIH+ZR3n0JSajZprvd4YdqOgQ+FX1SuJV2zXFBCREtQSReeQqiEAQQqATOam5JdgKKIjCShD5w8AzlJTrsvdHld11xDHZij95eHlQuEw03MSUyLXAE1ZVs0gnBVKADCmIC8OaJwKoo3AmvovMlaaZpdcxLB2qd3US0rmgrrGbfpwRfDv/ZsSiBxXwmgYmOpeWQGNTveogHC/vVc4LmkfJDczsGqOZ0+9l0eB/nDIRDZDQxEgCAg6rNam7/EJgb5GhWQUZBGOBA82ih83aa1YLF5uy9cSp2O9XAlOQMQOtFLrZDuHl11G7hh5B4BSdOu55g89IDenilV6+N2CSdxQVNN9jkrK5E97dgEgrMSfiiTGEhPDV5vuWD4CpRAwn9bzVtm6+5Kwa4zMBiCN0Bi46xqJFhM6AWRPP+tffmvXEoIFkiLo24Ixd8F8yZ6myhM+ojh6kaUWKGMiIjV3uQDU6AmH7UVb+ngNF0Z/21LV3Vi9fGHPQdAA6pcl/NXG+ZmLK5r8N2IBZqDvneTVSNQzYB8DD7+rODQKJnMpksJftL4EgdGxITlxFY09q2HCcXtgSZCgBDANb+t7dpwln17f9sbndmrVDwJN5NTSc/vOHjW5Lo5amviZlS5KX7s7TeAGjo19LBpKeSLXROfai7lxtHB8b+g5KS55YBSML+rrrPmlKr0ZsLAhb7eS3keZVWLIBqoTrL6fbxwQ04VkqCznONodDZOxHtbd1Kh9NZC82sabA4uIUAvCPAQftrPFLfkCnKCEl8fGtxB1Oa7nZpP8VDIRuLRSF3DQcwFksCafb2rV5pd7aMtJUGV4wqGIaKUKv5LTvH1y09OKDRR7z32olL1nltRouVzdcKW4nTOxBTmcBBu30CmoMwrFWKi3TR1ct1sf3IVbMagYpqztvtifD1nyX5zuaMbgDcKaA0LYP3cyWBOHJQ31R4FbjyM7xPwfio22rZE/3oKlJzU6DI5w0VFs3Ruu91dfElf8XDRwtTIETd8EbyYtpZC2MLB28H9z6X90MJzrBB0IK1BFy71c3Bc6toKEYt3NP/SVzAQUsCUgr+xI5FEXohWHcor367chICH9/uxzd7AIpxeLU+PO9foJrdN3cn0UIaAioFf9d6PqlTqBjmFdYV58rpVHTN5qog4RSeCCo8pesHHoQQ0gGAQP1bUC069Et4KxbX9Gk12W52RiEZcCxPog23U+1QcQFzvLelH0JTDZlhNvO8dmGiRcov7LEIGwe3JR3YA3/X4HOvowMaC6FtpYgMyJTMLKSDdAdnLVHJMNWr11tLp7VrskSQMyEyCSH7c3tBMfPWvNe8RH0fSAEDJHTVMG+1tHaBXsVKtZjHXvic02KUlGjxgafVdmIdsrRmV8MDbJ095ROdbkmS8dgTtyKGGMSSgvvIFl0MdLVR8zwL1AxrHbjVWASAV+X2B/IhABivBlaUfcFtLjQODECSLWDJ+hXq8r3e+3brxRdC1oafVcM4q3MjDBAyISEicJCu9+Ujkebqa2jr5Z9KyzLdODpxpuTnCEDjVZ21GobQp4BWtbruVAJqgWoKMBDbZJJ8OsW2oGydv2+7PQFZC1E4zbUTGiI3Nkxd3Pjz0ZJHC+6a5xjIQg/A1pX00SiKbFzVUktGdvlce4sItVXSowoE39uTMNOKL6RE26e/f6m7l+tqQJoBpD4ZUJb7GKA83cMPHpJfUjOTlNwtQxibBSGAfnyT+KptQNegDQ57Jiqz5zuvkrZW3GttK09ItASdWNhgoQKoZg+z9ULCtHo3ZQXHXXAiZ81+eZsTyQpjqILF36ZQjz94vyy3kKy7ArMONxUsVhYv85aOmJjcfaua7ZaaTwgGRkg0j0ZEqvQEjORlWVvclqp0rCZEsRmBA6ZCLYs1Bvbtb2QiLaDQCqySN1eGBuQwNw35PMIN2ucTzaMwUz51xG515ZfI+msPn7Td4bTc1HHcnpz1xY/zJz8FB58/rVRy7oU4RSPZYoJyiUO77cHimKITNvZaKyLre1eoBoc0nKSii50TwGZyYZ+PFRIrud3RTUNFw2luyE01IzW3OY9LbKydnyZmIjWW0MV0OJcmQHtRXuwVnzkNz+N5PI/n8Tyex/P4jca5fAhW2BPYpKW2EydXZ1k1BbyP4HoKyiea7rk70HRvsX8YPpyKEeE0FtnqqQOt/jXu3OHE0k6cTi+9g9Vrc0ugsFI5lYU7/TCbEJhpVhuVN1uXu9PX+3LnbHyLvUkq0udq4BiITlkBB9YEJKOkGFsWiG/9czaaqxm+m7ZLztedpUHqAsPCw/20FArBSlMK1eyuNB5xKYzjrF7lXUB8G8dXw3FWIsQWugYASSigIYFrSVjUVhxCjZwYT/PJdVNUJj6+xfDq8dWvBmb2eMxAoEWlRkSBsH4FpnOGoW8LhKlWI992EOL2Xnqxhl29R5atuTk3vmGbDStbdQoewuZEhNw0I1ub6dhbHCz2biUJU5XkGpNcmuOnmjGoLmGDvdBZc+g4qll++G7z5t6mFwfaCWEIzO7h6t9FlWpxczdaKv35wuJz7WX6hbrfTIk0i7/+kyDJVh9uSYZoIfk8ATBVFaIYqBMq0yUEoQAAIABJREFUhmwc2K2sx1gL1ZnmI4g3Uy4JHobJ1RpNwZjc+e5YfL/IFbFLgWp2NyHKR2K20E/VAjdNMhE2baRB7AqarAbEUrUq7qreTiocet+MAxqs37+WR91Jf6jZmfObdp+oXTmuPCfQI284ZiOWi9bSimnDNLgQFIztrSjC21+Fbz9upBwtfnP1dAvTIAGLXMq6Q/udfCLi1DGYqU4AkicZPjHm4QOLXevsRAQmx0imql3iamY8+AO1ykSxRIPCtAr7XdO41fY2jMX6JVyWAJruaT71QJPDuApp0ZGuPVmHfCz27qsL6hG6Zu/zvQ9QmEIBVqHWP5oVuepUTdfeAUHNKsyAITQFln86tFAZKZ+w6dhYc8z3ISQwg8Nq5n2eJwsFxAUotT0Ozg8QVGMIcYh9v7nsU5maKXtpz6wRI+2sO0zVHISfauvDEpB6Ypd8hy5nXRfzzWUZAN99Fb9u9BHniFitABCTX3kLvcUBzBJ33xMymKZFjBZiv4lBLoDuYp7OAYCL+0jgDej2m8TNdMta8hz5XA39wq7YELUJ7EO7NxYE9oQ8iz3V0sLAvj8NTCIkUJ4aWrboyRu2cWGney4aMsJ36N0QDcAhsQATohDuZ5vVhkAPsyaJTEi7XoiNiMsEoD9QZHo7VmcqPIXjuUbOb+rdrGocudOikcnJIM58zMagBHM+owvnmu48ezt8671lcUdm2l9RPvLpFhxCGZMkiwMUKfY+L53NYNYc7x09q0s3upqlJ/rqD5Xn2SP4SFZE3TQwKI8g5jq3uVWzpX0KCUDskkNzznXI1fZPpFw2WSBTI9Q4HmuY1WZgzSCONmEq7vpsHKhmKnODqoA1WuLRlS+JQdM9lalZF5gaSwzJgU0e72BqoeOQQnuxBe+WAXCL9rZ8bF4dIgIKGI0YgWqi1RiY1U7FHG/0zosQOd2hqrkIlnKGabcgfhs3N3RTunbDfiEmYl93Lr3k/Ar7pXNbDmGqYOMkfVr8hreX/iHwTWLUTHMB4KVzk6GuXVs0ZlzX7VPoq1GLjlyWKjI9bDMhqe5ftRXcPXRrAbNHoTomz8TrMuoWh0WdN9NBOgrg7gWAadMUbwnDdHTe15rA7O7gqPksAefgdnUWkkmaFbq0WnTx1t04/dBsua3RBimwdcxMaNi1FZhmTsEK0ODTalDjNWuxsdK2rs5DpXfUhzS4+vR81S4sAgmoura9UdWMnTXJIF7k09tD087LNYeXTSKINe1oif30ZdGNGQCY2ZrazKFf3jo6bdlxArjPehXNKbcAIsM7tG7A3+xulzKU8ujeKus7XkIiU66F85ZXLGFdHkmNiYbuQLFv7zAtUHVTZ2cakvehnLzGwV1McMGke/wJAMBM+egHkdNtkNCH3tIwcR+5GeQUo4dZAZyKdsKJ4Mm3AIwDPZEN0ewRvQUTsMa3+j8NUAT2NwPBHZQBjEXd3NoVqk502Jw9VGea7l3CDb+waJWQi4rJdAjcWZtLnI/uoQliIXbX/6JPRuyWV39j/uQn0NJSbACU0WdOa3lzaHeTA9XZTbVX1SKZQefNiEsf/jI6FX942xMi3ohcOnqN/rJ4M7hLBACU3D7IlMcNlm4lug1Xc7WqQEXkA1UwBVBzMo8XGmk1WEWKXejIz8ORAr/qM52LkvMandheYKTptObkQlLX7QuCMIQpMh2o8vGtPHzrq6d2V7p/ZRJ9Bf9IJusSn27jVmQSvvgz+mf/EGWOVy/A8sHuYN21haj9DSigIgCooHyKfnVq9rUVnqaajwCiL7tbzdHPS//LsutAQvvYHTphLA6sRe00KaH2gceiScj98NF8161jC1RATPn4krcTCq7v/7o/UeO2mEKChd4k2hJ7arE3Yt84euVUzbx+lsUgXRibGawMe9WLx8lXptupnop+e6orb3b1AAgsSUJk0rAv1UgoRvKVxR2THvYfy6OSv3K4zRplD9kD51lSio3FkojICwB94FmtFme0qRAptwnke7uxbveli9FtVidhMCFQk/zPij5QH9CE1MQ8PbTS1ae+l9Ilg9hCsjhscxrK1JUjAAuJ5ux7RG9Rh5AcIxkCnW1zOHTrdTalPHamVKZp3FiXAfRf/HEYJmf+uxVHWxGInV3lVmNjNTOQAlnN0AUyEzEDSBhqXJ5amLXAkhFXChxCFQghV1MFw8ZqXgC5Ij8yrAKEXWgxS95WBxBl4914Kvp/fnXsmjM09pGFIWRJdimRF+KhjtBz3O2xklPKV0+2INvVJgB8/Zfhf/lvRSu0Ur8Pr390kzqUYv3B+ivdvfSwElMrTo8H92gO60QYAgMwM6End+tztYVZ2YZnPsVWGZxhyMuMACFyqvlqU7P5YtT+RncvUbJvx0mrMeTYbH1Nots6BRQQZ2MA04UnBNbMnSeuT+BmjIHFNt7/4KxwNFaNOOE98K6S9czr/xL/mNC5Tc7jIdy2TL7VUYMARlzBEkKupoY6K8C1aFWq1plhnLRoXk+smn19LC8f8YCV+B3v5mJD7Ko7DhwOrQtejFD3kWc1M+owv9DRLYxQlebTWgFbd9Ahbfs0vPlr/rN/5OkMACj1sRsAkNbmjjxn4PvJAFpfxORvX+SxGSrnSbbUJV9r/6t5qIYu9Mn9TiqS0MBLfF3N4GAUHBSksDsVLdlmVYa5+QERnnpy+Z/8D/T5S7BQiGChrhnJg5lUKfUUIrqhFeWOmkjy14R5FAsxn24pb9m+XVCn2ytjAXdjC2ZjAMIpCEFgBgpNVNj+lhXHb6b9a+BXj49Pza+lOaD4PrktksTQ2RGg81+pmeYFafDbJBGml0TLZ07D83gez+N5PI/n8Tx+o3EuMRRc4q7IAMAbq2jUVlxFPlU7FdMgcf86pj3NJ4uDhVQpiGYXSQYZptm6/oNN00D84Pfwe38HxGW4galHrDqzdL+w28m0DL1vrdiVn2hyLAw3TlxfSZ3vH36gH1/FYk095Z37REZ16udplwYypdPtgRgFzRtxKQw9HGsyqeHqHTaSRQCcbj6lftm+egBPPsKzE5nbPkYLS/Tdc1jP3PumzA4kdltIA6hdcCJKjBe93JiERSGzpp35Tlqg7dMTGzHnE2pGBeUjQhp0zPT+9Xcr7ub6ABSjtVuJDkJLYrIIQLa4gjZArIzgFn3ZjJkfjeOsRQ1M97l6UJ7jiklaH2FWGHUKSP8SFwiw3yw1iGaqLuXfOP7MqUTP7jMJu3XrWRGrAmqzWmRKQsdiQuLK+8YBJoYE8o2ibEtvysd/q3z4284daTK/ZXIakLMBLYiWCarOA2+iDDUIkwCRl0b1o2EcUEYGiIjqLFrAS3aW6eAIJ0CnBwAI/eAyuQpx42fVrhaToFtowC7w37keLXQQMmKy0tqfJRvvKkistO1RLTxPqPkgyWLXItFZYWocwWFHW9fn5mP6+R/CxWOqc9qdlrjItSmgYGGElv3XfjgEOhW7z3XRzugm5UMIUSgKnVXjC2TgEIJbcPpuyYzoIsnWf91aT2r74q/ApBEhDo61TNbk09UsGAECgykcUCBAqAF46xS93YJ5AOwjd53Ui5N3VPkqBbEFSzsLd804nEnpCweoPrV/s6Zjcutxdo0oBxfXENCxgRhCK1fA8y1zJb9obhSrwHUnj2kHBFxFJjsaJQhIi0mAKUKoEG/zAVDgXoMLpGPqCeD+mkxpHpvmcwHk3xvl1W+dfv/fxYXU3J8sWXwa1pu+dOXODje0xJS7iMZ4o3f5qqMf7wmmre/AXdvf+6eDlfup6lxrVmO0yZOrtVzpNqnw8ITkkn73D/gHH1mTHa5CxLD2g1yU2NruxH5rXBPurQcntL21DWkMkb2whn024phLw0qmPLfYYZwVE6ilKagdvKzZvSmjaXf3+eb5e2eHQQararXBXSQUALAkXCjX1BAlNd6YLo1aJ4tc3NwLHYU/G2hxzwbkap1QNQyBE1NMJAQytZBMAjhUcDWcNBxnzVV3kZkoMm0CnTN3p+4FEeVZfdJ4C3YfmRZ3dDJtdCdVlIzIlVOFd1K1SYi2QCoAcvu5vPtCAI/norRzHMUkQVt6Gy2iJg1dYxdq9RYDfEGH1SdQSNdiNgaWx292h/VRN+lpkd1frozN10EgTCE4zrlxcDW8OVUsNibu4Q9tErvWvy/jGTP3Z1uSAZpA1kHV/Es9xTUTYmoC8bgohVyuVgzECYAZHmZd3awTS1WEsHMyQfAya6tBcUj8opMVKwu1OeSYBQDg1Eg9Lv3iAK1Um8l/U+d7l+cJVV5AFc1gtxxvrehKwUmaAKpaVZuVAFSCd3/XLIYgyUxJlyfh0agcQbxa/RgQ2Cg/pFX11MiAclk1+uJmHOri9v3UoHy07tCM4jl4wQ0AHLLCrBU9rhZ2iZq/ks9vFwAcHkc+AoBWqpmme0s7dnFaaH66VmcGHDfWtMuNM9eYASH0NL6DdA7aIz/QlnALIi5Rc+99mu457Ds2WKXx6DEcFHvvJ4Y2/QY1I6IhUFawwt9em6cfmN3EZiXNeN2J9jiQUKNNADjHMK7iQP9PLbBMWyXnFPYjdalvsea2EGJARIbBpX0clvYHeRiBu71XtQp4lsS7J5yGq6E1Fp3fRwRwNauqQwj+NImvGMTUEreJnVq7RC1IzdsX32sFplxNGKTmMuzVT9q//iV/OJFWsNtFeAdnbLE7Gz4oZJXKCC00a3v3cwFgkZk5CfmX6qT5AfiuDFpozv4seyPbTF3n+fjieInvz68R02JP5Ffmkozi99p/f30Y69pz3NxPEBkHNdQ++QGLGsG7z80SJjEJUWzOOi1pyIuwXNujV9O2g4uF3jgg9NZ2mPFSNNv+YGZKbGaxo3nsiVEBU4v9BEnCQ8B+y/7HjL6jHdzPJqw/hITYdURl8L3omega1M5+zyM5P9dzxvNp4/jAw6zOovUi26vwlW/u/6J28RHQ/MjXXS60+Be8ZJQ8tyeex/N4Hs/jeTyP5/EbjQvAZ566d5+luPN6ymJvURZHvFaFnaoJMRODEKjxmYVpVu0CD3HxOt3aT8Q69jbB0GmBwkJavU4t9gVcEWczUWcgB+mvuYxheif9NQDKI0wl7SYTbG1Y6uG19jfuBTZLT0CYj44amYRMqaiFLq0UxYXJ3+gnczVhK4sC5/HohMIC47t/MIhjnY2ouefW2UJHEpKkCj4WHQITUS6qhvu5eTvmJxKxutBKbB9D4GCFSl7RP2Ph6WENfaE6G2dyYpdENypuysBHsUazyRf3cxcYICD6j5jOkHtgqmpO0nRqVWRSxs4Bdz3v854CAww4qmjVaojc+WGhqApRVQtJyIp1EhhY8S6a7tumsuYmIds6Pucjn24t7SGhwYMLnX7NMRqLCZsQpWYnh1WmS0xCbLH3OLHHI+R7ysfA3Aybz84tjYztUxRLFJlIqq4NBkhLdBK7J6w+HkQ2vGjePlpMoksnHGzodIRqFxJMaeHnR8AoFHNeYTCzlHa52qYHOZjr/lUDcmrmfLLYGbGz6KlMlB8sdDzd926cB2i3B4X7GRKveqGVgXUKG46TGfHOEksHYIYJgQ13BQBD2vWkglxjlOT+XR0wBDYgWPFcQf/czSi7WE97PTnzvKGvvntegF9giejkoC7PwXkKNa5oCBT6zZUhkXZUmwOVb+tNKR/9+fUPcoGMaPHG3sF7jqqQgJI9kOk1tm2ki1owEFH3/U0zmMJ8BMAeUiota22wi+hRl/VqhRZ5935KYbv+1aoZE8jIXTvXhSss2AwBNN1HrY5pC+As8pXhD9NDeZcf3V8j0dBX6b1fgNgAgGPROquaRaG6EGbb/RKaKw1x8FblrNYzhHhT3pDKKY23FjtXr/j7YdZzWPHapFjjUm0xmpuKKazq2r/YuLl3M+5nrYoukFP9/Rguw3GcI6uHWBIRqmFevAQ9FC1Xy2T34zYGyadb4APK9+55SNO9N2IaZBc7C71LhTUmWrzwV6SkqxmNzLhx8gR9dffL1qLyNVYSfOYDENe4BcKFp9O8qG8kGNCiwuKgL36EX73vKOq2pLeTrf95/miP5WvZh8DSPwrMwlyqAZhVgOh41Z1duDOcDxNSPbymeeTpjlT9KbLYEG/rrqjOh3xvcUfjOx5vySw8vLMy8+7qcPOJoaeHomlP4+lS03keX/yp/OJ/A0CHG4dcLB38opNZjBokdcI03TeiqeOroafjW49TI62Yx/69b7+MX8/hr3NiAhEDRYiS9FZb49mgABL564R8SpGWihAIAXMX01S3vSzb5XnzV5HVQm9EjaZgipA8BsJN31z2g1oCcE1slkjLNQHAoWudtt0WTkWEqVhdXoFvT+V2Kse5ClFkOnQEpLnqVdpVs12UfWKz6MI8bm4HnYtI79C7c+XlSJY/pe9obh2BFe6GYUWeSSuMW1XkyQhTxpK43X4Yt7VDzsN3WdTgpuCEeRFQLZRdinKmo4uWlh57Ab9bl2xr3de01+HGo6XD4rmWqzJRYOxEzKwTi0zuxjovC02TjHpnRwvqE53LOlOdTQnETcpcS+tfhlQoVDX/Rg6fltYFdJtOIg4pLLyQravjbrIael8iZ7VKhgpWG0ssijwpQMJhJdUDqDrrIihdHu+Nmf9mrP/lP7t9tYu7KAA+GLpq1gf0oRsC92nnhVRrn0mgkiFpqubI8Lus7jaYq222P9IX/8/uH/xnVmYKcej38dO/6Uxy6w+6f2VxKHE3VYtLpepvlzdj7QMBPHTXakCCmW32zr6t8a+mKO7AyLS6UgpAnhgMCFOZPcC3eNNGGEIqvLTwFkP3xyMbFwqg5c1UDeAYrxRAaAmZsSNXzM9LYwsXrnm5WlV8pu82j/92qkGLfzrjXBZNxZJTVQiR+1osq62env4WMTNa3p9v9j/ZPP4hiV+ZFnduheYMZtaWp0ym1h1KOhhA/U1W80/3nr0Z5mq52rd0uHqE8BfDlw+lbRJgaKk08NPuhQGLQvvIBymeM0Kn7Cb9/hprmiMi2lz2rfLDtwCWNOfyvfXEQ1icIuCiYa1U80oBoTpbrdBqZZYtUZ7zWoZAHVUIFo10ofGhvYARvTG3C+TS6Fxb0ukh8azWCwHothwbAfD4Tu6/hqmNRwqpSTk84hJAzYgFHqo+nwDQdOecALbWL3Z97+bUVNCfhh+61DlGspVNBWICG6oC6tY/rcQBYzYTUAAmM5mJgNOxfpk3zl8YP7qK3uU8W5sA673zdX61bPeXo6xT2HS1Br+Sc7l/aSMNSCqc0F17jKbnV4GDDjd3s6r0N1d7uf2Cvvnl/OtfQpVSH370O7b/QK9eW+jb5HjCCIVvPqTrVzC1uFOJXiK1cyMyYqq5SG/pgHS4pMkkbsG+8P3K0kt+b+wCX3fs60tkClZg1SQ5WJKpdbwUOBWNTFk96kOFIRRRLFdTe5LT8PXux33fr5nU7a4vYmIsXgsGF7K31tEQgkddMEAGwxNSeENgzKVxBqNQL3zhQ4BDCgB6tx5yRTghgBI3sZy/VJJQH+ixyYqRWNqblzWL0+2ysdMWS62FtFg6GIt7sqpEN8tqrrc1N7npo7FuRKraXCsTCWMstnQQDUDRxufwvq9IKpyYvjebafWGem/yzKNPRQGghbWAOEpCGS0ONFdj6UNCbd+l0VE9fnfJX6GS5bgR+ASAj28ov2oR5/OIkFZCTAGfilaFmq4NWr8vu9jaxh4CDmpeto/vrtx/o91eZGIi0hoddSA2DqlLY9GrLghRYhf7+dRqyj0Xbfvn9lsV5y7K773aReZdEiw7hsi0j0zALnCYj00j55UTYN0hCd0vzmMPauK5WVvvXdodwsefWh6p34EF1x9i8QVxLnDAURZXALfOBdCHcwGyqnY3Ry98iFx8tTfzHacC0ejcgq3OWYHvub0n7RVzE8+rzaqb55/qKc7Hc0BUCAULXLFM3cV33B/PJhaVJRxrfEqQB79TsMWgpxqcSbN+2UspXVhpfQwGKUyIXTWamPot3zQCuvkeC6CIxTgIuiz9jY9yDO7NYDpIgumQABI/C4cKrpI8zpSKVn7YlaaFhhM2nXbT+S9TmWABs6Jmnh4sdjA1IrIW4WahNwenwxb/naRFYZW84L7J30ZmzR3f70tjnJQMJCzkM5OyGlpsrgw+eWDKx9tL1w1naBoHHt/RdDc0L3Mh4i7t7mctirdjvcv1NGs1uz+Ojw8OoHz5l5UnhAiAup5YrMxg5n4PForpzFKUQGU2lhbNtdwpqjObhrJxfALtIjuU4juuql4kN4n+6gyyxEqh0ZxgVSHUdlhDCJv2QkXx7am42V27ngYP6HF+UZSEAr1Y0kXN1xwiqkYgT4qnS/OoZ07D83gez+N5PI/n8Tx+o3ERjU3kHOAklNWS5zN2e5QMLVesVDI0WOztJ/+SfPxTmh6s26uqdYcjddOkXf9BrhYDbQYh6uF1/uT3PawTC+3h7NoLGIdmsUcMVebgPy+WQtqhZtRisc/Gm6SJ6/LdzfStt3Ut7d0pzK1hEVKikpeuDBNltSGwJ+26kGlWr/WoeyLlchc5CP1/7L1LryRJlh72nXPMzN0j7iOzsrKq36NhD4YaYoYYShtBS0rQThvpT+hvCdBSOy24kKAFwcVQDxASBIyGItnTnO6p7npl3VdEuLnZOVocM4/IvH6J/gHX0EhkVmf6jfCHudn3JEK9AAB8Y+ERNP3gqGrenwTguGjtrhshytW+O25tRrtjIjBfA2ZhUUtC3inl4Ya+4osMsmZsOyuZnYIFUHJcHjM/s/cQefFSy8Xr41gsV4OMgT8SYEsg3zlNQjBdwG6cAbCZVwr0fnD2eCISpimg/avOPXM/SAX5VozLiYHWzuJ8/2bdlgRwaDxiGGARHEwChn1GcAzWgaJiw6JWq1MVGGUHgWd5BSadthmE8vkv6+1PWwM7GoNOpjQ/JrPoFCOzfwzP/3E42jejuVpW5EofynYipO7eOq0LDtothf6zgpWr6PHbBNOBFIRCoXq2L7Co48weHL5xcgLTz24G9AjR64Gtt0WTKS0Hzwm18do4FArr3jcxKUOIEzfC5TKQ8Xxy3v7s9E/+61zVk7tqL/J2J+TQQ83nakSUujb+mnshbc3Rq/OATXfDHvkdHcG9GNBTQd2g2NvtcVnYBszVfDPkAMyK3m3aM+TpuwYaE4MFoqt7SA2MFrk4V41MftvcDs21xHRO1pqnbQR7FLqdQm7Jx31O61ID/zXkR+etqXjMaKJyckFDiwusmA7fPj+4AU+yX6Gm9Qk6Qw7ESyMB4WFwZGDiU/2oe8/xjy25UAvK1GHvsnmTUDllNQ7DohbH/VoRSeN7Q8vSTQwqJ2eiSSu9YL05yfj9+CX3pLJ6zkxu0+YaPog1NtQxm+bMbOyNUGf6P/n4VlukUhjWhifSqru3LmByarKAg7rEJ9Pp/poD6aLj9dsxqeEx1zltg0n8J/8p/fQnzVEPwNQVBuokNbH1IGe3SgJY6/T8SqmkAs5b1dUE+3HIZ/PtWupmSnXxZgCIX6CWag83CvkN0MMPYfrOHn/1/MP3UEG/q5mwVEO74fGchgPgzcDWXcdCgGkFXeLj58dAYEFzNDWMicmIFkrMkDD6vRhFZx7T1VgMIU1hmVELL8eadgwQ4TFrNXtUlE0lZF24nIj4OgR4VjQa2OuaJleWZQRTIwq1GiNWgxY1QCiSxFqsqG6GkC/TZ3fDu1xN/A0RdjG9EcLARsuJyiENV7ScLCSyYnE0wM0/3qWWqFmGxs0cBQBo7Qae3BcI1TA4uq6ZTOFJ7ACAMQwWmh/MObxjMX/y3+9eSErubyDrj1bpLdKLmpAJUxIkELQIB5oPISQ+PcAdfaH7azeZ3ZXqc/GpBC+h8DGEJvKo3Zbt/rGm/Kg5EJPfoCVvIvCj0C4yus4AHbM9qRXFotVPahTygE6C+jIIMhY1hIHa23f74h4Q78M1d9lmq5lvtZbqQs4hkBB7wv861qyLuYJ6X/nzQXVey+VAXjpQGvC7lmp2bN8fKjOYnV+fhO0Kynb84w8oI4XRWMiaYIjKqVlk3Y/nhYTEFoYwXIHptGh/KQJAVlu2F5yYAju8GbjdwGRK8xPcElZO/r6kkqOLAYcrpcZHiFDpaeWb1JnoMp4+DCwmO1pyCGk2WcwJKTsWBKYp+PNr7A5GAJKKuSE+hpgs7lbo9ZNxpHTPu5Uv0AohmMLz69hAIME6kQHALlykiQAire9m8wLU25/o/l2LZqkFvQqSa2EgmKsddeDztYBpBV82oZjZSxLmwCSEIdBKZ+iF1LppFePYXgmhUcjkoL2/XWqhMm/H2wDVbCnrXE+RLyJxfd3ZtNKF3VQcknFIHIq2ziAAMBTbClF3855W6o5uub+TNMUwAhiGPZlqGJ3kPVgkwihEWihnaGnxDJdKqU9ODtFt6vEnZqO0hJi2oqKzvLGth5hdRAImM1SYc7t46eFicd9yHK5cpl0o+L1Uqy+1B1XMRYnCKBRSqoa5akgTFNlXikJl0w0MmE/gqVcL1eKMJxFDq8XBwxJg1PJyekUFoenHCUjECVspyQSL41qO0zbMnujT/kJXBIeeRKAFLijx/1eSsZDZZogFEXaRfRG2rtWorwzOZ7S/8sgUmmlpGm2g5X/HuvCFYOuVnngdr+N1vI7X8Tpexx80zsuTD7P+5kBTjNeMxEDNidx0lAg4Fj0hjQTUPP7w97j7HVR5f2NxR+U02jxCqTxY2nN5cCDo0/Hbv6H/638mgPbXlMbI4pHduntrHCxOwVTHm0ggrbScWkuQC/Tcn0ZsYbC02wQ5H3L1PpUKL+uzMVASUlCMOzVEx/dOD5YmOt0TIFrdl9EWdGmH/4BcqxxG+yg/3Bdc5LCYrmL7weLo1kHraUhUy04CDDDwFkZIwCBc2aqaEZ5m8yw2Zyg8PHEulquVQGoBFaBdWUz5DRNk9xaOHwI5Xm9EGJlRLa1IsIEiGrRIHIeUQj0hFwfE2mcGTFKrVvJuyF1DAAAgAElEQVRP6NLIYb/tKrSaGAZE7sk5wLHCgNRBCACRwfNjgz3mmWqGapIAU08nnOKwabkchK8iG7ADOYngIHbzvqquJ3XdrLc/l6YTHj097LiVAA/QqQskm0SUCQo0qVfhBDgsHyNIm1wOSQhqSojeVITtCBcAcHrFMUxT7c7PCha0dFQAMtz4D/JqtNZUVNWxRCHalDtVw/enEphG8a4KdRAyyU6YJiHYde/raR2JFlIiHurJ4ggrtOQIQELcwmLs7/+/5X/57wHQuCOW8LNf7lQpjbj9QqdbixPARuOAbJxQl2aKMVXjJLSoHYv6XnMTyXjM+uFUL8WDbgNzdVh7yjpwffkXDIaGx5sj25v0DdBB+H4pXaOuEh0hL2pKlosb9sypJ+G67om9c+6wvCCRPpYfygKcw3N8Y9fimEDCbkOoCkscrbfTtQ9rAAVJk05vNk6+wcWqg5Bbq3JFknbDJG7hadUgEji0rDb3wxMRW9uy55fqwohtvNHVy2B6mt4VtWPRwDTPFljqUsdAg6T9cg9imhcQr+ZzCwlhtDDYs3ZSAPHp2/jV/9NS3Tx+1x0lWj/KxPwYqAgeg+atkkQI6RLHvRxfPZVf3S2RsYssTMcCsxK4+a4XNXcPum/lDjDDYVE1OxVd1O5Oy1y0mumyhQQA9m/+T3v4NaWRRMDiQAiF1Koo0mhhNMnETeC52kBAbGly9LeCF9oOj2rUfBwdy8zGRY0EEpq5BoCuxA1DyUyaAN8NsWqoao+84Wsr1X77sDhDUdTWmzM6u9Kpn3oRypkkpBD9/ypqEtOixjIhnD//edEwBfpsCtUsMgxYKDnTeVpaZ13DMIgtDnT1GZ0e25WupXHAxI57b8KEenjQ0xPKwiHy7samGx2vIUnHa+NwqsbAcXZnMBPvYqBu2AM814/619uCkn441e8OxRUJPZqUq2IInhGG6Jy0Q9AhGQczdVeFH9kMgV5OAo6DUW1GIL99ewttyxjwZ6BnKsAYcTRimLptz6enw7a+XodyWOJuEvLKzUUhFUPgtcroVDQKDcKRW8b2bKLAxHbpjYmWl2cAEsGaI8gr2oCmYa4LhaF1z9SMWlirhUhlodIgdFcCuw+K4rAZ93ms/MOswi13DEBicj1HZLT0ZUMmSHeKj+MNrWoMVUwwj0zeunkYSvnQ+vpqW4e1GUeCcQKxS+LFy8O6m5/QRObND/ZCIqSN1+2cUGlRp5RiT4le1KqaOxJnuMzepFcTAcgGb/1+SWRvYfSockcRDa050AzZ+Fi0qA1CrtnQ/sk9ONkFIgEKYtkO3bPHXKfgID1BMEX2cqPIoPnRQqJ1UpZgNmBNcdBiYWwvL0nYpI2vbsP7n1IaaRhpd43rz92ppdOtjtd+KKrZmWPi5KGus1KXfUA8xPCFh8spHk8tdMZk1YvE/nb0sXbALqqq5+63pRpz42s3Pv/hO/KlKgfpt1B0rwEYhBQYZjUIVorEWpZrI9eJ1OwlgPzzMSBI/dh45aksRTGImynMj+mGxsDNQAGsBD82QzgY+lm9MxYqZhJ9bU3HU0tTzQeEZGGM/ixogWnyxPfxGkCmwGYgEIFWBuhiVOAuK4BRRKtF9p5uj4KgmBoVS6d7mmc+3rWpAKAya5zA4RwYsHVzWkw6XCOk896MA2nRFuupjZj/5F+t7oOa/ZEhCZtmbO7EBRP5lYpCgRHZU4TBXblF1AjfMbDBmOhuLlHYS+AW3r55vJKKpz2lESwkAmAlklzQ0Jz2gNMKZM42wqPrqWYh3lyOA+RPH2nz5wi1GPZehkBVzb9jaeEWfhIMhDWw6IWoVQxCf3ybXCloHJ1j8vkTbd2mzlb3865UK+aTT61OUUWJ0ILlLFg5LxpGnff1CQAdlrp76xnm/vR6cGnfqnC+/jHf/LhNyn0WNg7L/n1RyzHpFjlHf/af4z/7b8BB3Wzjk3hI8viNcdgDlvZTneX+q7p/115sHGB63H1RDaqWDQBOZXs78cdX9OdX+ZwGA6Dm1RzfJFQcLGClLankJACFak2kswCPL0XYA+u62HoKvb/nGmFZs0nSJhqCmRGo7ZYIAgRoCrzbvDuJTEKAAsyEz8PSjUlLOw8cpiAeulKU1FJZoKb7yNmYiSWE9oJkeY6WVEnfh7fORzZJHc6mfx73zsu2vtqWW9oS1Nfh0+giG4qeSfRNKAC4HM3Iab8JAIceHdJp+9yRAOO1EMFColqaxvAlcrFXxnlag28WKVA1YwMMSaCGsnYfuGSp+7UsJFh4mrbX+wsPLQDbFDUHfzCKgplL9q5wi8F5egAEzNUAqJmhpdkzoby00yWmZab6sG6qmAjEkbjEnYMoAGI9rRnJDWnrNbiUj/i4a+588i3/5ZVLiaUrs4jKqdCoBgxX/qi6h/lkaRzGgJaVtCJ5kIC6LVg5Xf/4w3/y37ohvilRgKyWqy2zXUUWmapaXRDZApNoBiZ/oNQg0opS8wuLqi9G/NEVAdRcf75R++TqD1dnb5sW9EDkjksR5SN0W4aqw41XIfuFgKsg0SS6nVznUk07fLhOAX49PU05vaB2Coy3O/GNigeKu1x0ucgyB86iafQoCxcO+0GEaNpMGiY+Dm98XSUEyNSKGAAC+KqdhAIOdHG3E3tUiTeuEFGStkb5ZFRtrTRhvkdIyAVAiGNj2YmNQqYkw40NwP79KitZ+Xs0sdThuZ8TQI43j7e/cG1Wrh9d2DXLjvsOeEWVVlRk/T0RbYZ8DIF+cRP9JBgJlxNKpqX6Z1umt0VtCjQE8iwZR+8AzFX/AaesvpjDkrcyvAH60S/p5z8zXxhdwiEXt1PbWXXNk+7fAVjv1d6gtHHvG3CsLjQRQOgiJ2g9lesd4h87tZ/fyjvWupNNpZznCxigxrlWALdD4tj1ChcfYx0BanS7Hvk84nnaf9U0vI7X8Tpex+t4Ha/jDxrn9cmJh1PYE5EkiKkQe/qmMbU1rClpoWVmLXL/lYXRw0Ys7XS8Prml0CPztn6SHH7gwwcAlvYgJjMd9gAe9z9ym9axGNKU3976gttLCxdFIIz1hFIcNtixbWoaGlLngmTPAgsjaaGaQ8lBAhQoGcSgUuJOtFhIvtkK9VR59J7ylxTwpAUSLY5Uc1tycmhbc0AVhqg9Jaa0Cj7z6h1fXzMoMPRZxrMffkZUj+UmLJa4UuDgGA/VjOXEWilNN635iUFa0q5Jjh2uX7W1W2vBIXy0Ys1Fk1DiJjv3hOywnEBMZaZysrjz69ucVDUjjDDdRJgLpFlgpkSAXai7aTk11xDgd4s7ZQwIciYdYMqnh/GFmOpDxV1hM6jVKXIn58jNGkqIrdGn7WRO1eaCwHDltZr7DLlu7dTRHYMApGP1ALicjBgOI/nQEt1VJWHnGTgg38H7bn7YLEIk6O5tVvDF5sC9siAP0mJxk14YnblASP5o+p51jbm08C+2Pn303GhIonygfNDhKvNo7tR1nQqxcICWm/JEh0cdrkFMenSbK9XFAMTxeQsigFGPn5UPFicHJ45Kc/GUbkqRGgzJuGKDLrRkKjOubndcHco2GUs3xG4iDU+Vv88EIIZr4MxwXW5DRaEwgITIEH0DumJmQpR2Y7Otbp2fxqm3y8HQQgCIqZx4mXW8JuIBS0NuexIomH3DbXE0DteyDSNd6ZELkSQqmZ0aUw0cJAQnlVBzY8ckYM4IKa4Co4rWRVSzPH7z/OBmuM+K1nZLwgg9r9kdpwDgweemND+uWY3iycTEVLNTjcPh23n8VDaRGDuxCprTTVFLaczVlmLFpqpwny1R3UcOPcISbjpzhsvU4qhpRzVvnvy52mN2E5AZUCsUrThq3Uz7fG49THo1XgrRim/FF7a3bzmv/ZMEnGhAHFKPvi4dNl5qK0o9LOpxXu5mz9rw4KcXYqQREzqHwvPTZX7Uqp1qptk+cfHhw2UmNBwC3JrWzOw390sSWpPE0HUMwg15WnH1FY8B3FDd4P8Gom89W2x6rQdIMAk1BukvztXZAWd7e+6Zs0WslX1O8FkF7n8+H/+y5bJVhSahqsi1joEfF3XcNTAJceRhGALPT7p/18AoCZQPTLwHaH4chyt4COizQcuRj3fuU7e0tzhkhHUaWRQeXOW2b5+FyZSJDSgyQiBW6AVOGsDv7erXRxEiYY7s7QmaRAYJMiSPoBjG0WV0QljDIv3cJRT3wr6kZZP73wdk0lZgCsDSVUBzD7v92uLUVB3EXilH89G1MB06TptCSJju7n9jaQcOmiZwXNQesrpgimmQMLTJcUjQ4q2JXh3pcsVVN0p1wTNPsCyn/fFb+NKnFovjSEzHk8WdO3Z82gIuYLea+XRPZi3ojRinewtp041dzQ6VHFf2xExqwJog7NH7cCNRIFA5STebQULrVfNQuYuc0MsxCt8kd5pRe7GZkumgBRKMQkUQJm/rMAkT8Y4yrC12/QJRzcv9d5sXl/PT+cZzBatfFkkEeBFlNQhJSs0cuCigzVnnZtpF7bjZ/Wzg493QcxpcGAXAF51zNc+aBDAKrUD00s3TQlRVqxEDh63jz0p/88CRSXgRSpFJD6VUc0FMlDQJC4FcQMric1nLiXchMAfKT3y620wCpvmJv/obaPVcvJvdjeft23hjMhmPxbAYjkpmMcSUhisAGYGBJ02yaPsWm25aYKlWFNVsru2F4WRZFKKuBqiEqk3kcb5qHZs1YAqsL9AfX5/wu0MZ+3pOrQIkLfkgWUhUENmIUqZwrN7yAC5EBMOOCHk2pvphWyqHR54ONaGiWqwKRQv2OC5LEPKQWLOpmuXZiCYpxBTURu5BrlmNGR/iu+cHZ8Lnk5wlot2a6CETjaU2DSgmycYb5B7L0fsYIcmiwlSnm80MlAo2IPE5ftS7diEYgjieLwTRTCVbHPn0ZBKpzK1OxfkRTpvxPNeUf7R83TIG1lTHrnBsVSMNwD9XMLhsAku205OLCQBw3bgA9zbcFQaQRGo1x9r9IfI3cTWrCmHy99rUVx+rm91/P70QIw3ABXC0nFrjw8XXtDjRx5+qRUdjAJqCiuoCittqIeBP9+UjQaiEFn1Rl7aq6tv1JrRcA5cXn9ZOATBJPG9k3Rbw3+WBiCLTomVVmzFRtdaOrSalNA5dTYSieB9yGMmQi897dqpbiwZfvPhihIExsBB2ZojkP97nHT4+ePYA1WLjDbTYeKtpd6o27d5ml3dt3T1WCy9HCwOVaNMtakmilTj3pVSu5nrjU2mugSTs6qGBqp+vl4RmAL4I8x+lGRJomaG+wFcU9cVgCClbLIbAwQB/0nxhRcvRwoAheR3X5rQPYPnsj2rndXyt4+dxjQ1Iwqt0TqhFX1ucXDVJZgblfKStWx/E+c3PvS6rhecAw4V1ohlSDFS09aX2VnVvbnX9M0wt7VA+3S/OMv49v72K7PhNI/tdFOPNqv6yDCOIdbyGlsJn+l+tBTAQoYQNTcOo+er0LfX81F7SndpeJCTE1F6QTEaDNnjGDCBOXvHOhPqClk3qTDW7pECY1VDMKqCczCBKgKvnOMnkJwoyoQvyA5NFU+AUNuZlv6I0P4KYmI0D54M/xlzuLY6pK7ZsuHJNQyAkFJ6f2pIxLwCS6Y0dNg9P+RFa0E9dIAazcQCFwFS6eMgZVld9N6aZSYgCWrbPbmvDxUQ3A19FdpnwLrAQUDOffgAxjJUnwPlpduXagQavtAhWAMwIMt4aUNJGoZfu3tRf/KWF5KrJYjgW9bedEMUujknclMt+iu7m6pEyLiBdTJlo8+q+DeVLOTb8rIng+roc4B6C5HjVWm/d1uLk6SA2sIE+5WF9fIm7n9gdFvWohh4b1TeCXj6UF5M4AFdpdBAROG/LHCV6GjYxQlzpMQVBX26CuGVS+d+nllKwaoYuxer9CqKqXaWNi2utsKrx8Y6seAR15H6W/EVSM4hNAvVSNI+atjgA0DCqJJRPN10GMi8SM/h3Ttae/cieEOOCVjJOGpMQMN36Q50RErWdd3iheOVDjf8OnwuDesoQ4KBR01isezTpsWDrRVwT7eDhKFtSuRsptxEwpXygulicXPHt5oX2sk87f38t52JoeMxgK3kxe8zbrTSn3ReP+x+1qPh1j953Vmu8OAGlpzFbjxKHtAbzY9GnzcMT9WSqREu/zz3Jg8PaQYiuWwew7vE8V2N9IjaRhgD9Bf0ASSbRNWG+XbEuTKE118e07+LSeRFjStbeKeOFFO9V0/A6XsfreB2v43W8jj9ofBQjnVBgoJIjUHhXDVVpoMqnh0QMQNMEDpQfaZnxw+94f2Ppiu5+W29+vCfm0wNdfU5aN632tmRbMgFIe376zhwR5RCGvZcypjB6v9E1Z56fmjrX9xPe1FIyXmofBr5a0r89JQIJ71ydMAWeAiduQctX9YjjCcROIkDVETbdvSUtXe2fXhDvg7QMy+Jref8vg6ByEivggLrw6QmmFgZ28C0OTkQYAxQtJONQDctmnqiW+PRNSHujFCTcZfWSutwM93QzhOPipg0JnMyA4jm+oRYT0iRUjQNL2arqjIzPpxCgsEo5u1PRzQs23ljNVHJbyHPg0wPKKfUP5pu8CaD5ydIkW0hJluFp+tzTC3xrMgVe1CCTW+HFYMCOFj4+tE1epySozE76Whx1ut08+QunGdF3arq2IBICN2JPDWRIPf/RS8ISd0BF1cIIU6nbSACAdmU5OE1rrWScW4kRYeFUZrcfu+OZwdcepazcZPD39EILqCRwsDj6D/JgBt8netSr8/2JaVFjIT977hApaBnk4QVXXjX77X0eAw+B95G781A4vE1CO64N+eTgwbRUl51oI9QkIqRBs8dmi20Ri/ff4l/9M5wOdPWGgOn9T4fDPd98ptNbnW5tvFkbcRxy9stzO4h/NhaS7s3ZfLaeLN7zbqkt4tPz66t5+CYpQivpqVaqEQV3pTIWYapaiWiuKkS5bhurvuXb39EbEfQPCVALNfGbMzFVWBRKTKdqTNCiTKiKwKulCN+ftjejX+soJxYiBfdQSFFDUQVaGxD3albpgq1usmhXUIg2uScCBqqQXscJrBfR4tAawxuy3Yug0s4fsdorVQHUZU0Z/GiowfvY/CZMwhVxzkqE46KeQrsGYzZcwVDBwlyrZfBcdam1muStifmz41e//N1f0bhH6FWWbqE0pTI3m9ZFfxvQLQk1r5kxTReyxU1/KHK3wIyHeI0IM2CY3KWyqM2LATudzVC7b5aqmQdveJyGCymGF6z244dfXU/HS1UT4GHnEYAwU1ksRBBHSVSzhfaMt69GRHWJxHvdLsTS8cYz3YehVYf7kyKSLO3WhrwV9FqNYzX5BNiSnnW82Tg6sU63TbXAAaYNy/FZHWdxxhpkgprXnBWIWxEdWdiiJ6qaH4vqQsshABbHwIA1GVc1m4RgTzQ/2de/BkBpJD5Z3FnaW0hwaWHJm+912l1j3JvT/xzIZkuTXQT3ombhFAgmySTbmoWedpcipkLb5NNSzR/yoparJSEzdVfuosw0DsNOxlvHfv0xkDSpGSqABEOuFlVfwqlomUnMJDYLnFaTGOyEkGh+MiILg6adz4wOKipZEq5mczEsENbELxT4msnjNzplqFocb3dvjyJzsTEYLjokF7UpcBLqxjCXpDUTlzdcnIoNz+5/shqXQws+andzv11WLs19fR6S2tOWqJzOaBVAWjY1DakcdzZbHP0VK0RVrag9Zl2NagSMIU77d+sfW+OiBLLJnE3fIrYAMNFYj17iB/ZfuXkFvQCQxUKCeWbAQkRRK3o7rUlwLQtttesC4NM95SeSZETu2qWSLe2syRd8rmkqpLW+MTItCuuPcRLacqr7DwhnAng5BQnBpVtLdpZ0Hz0/II+kJsmIBnOdBAAEbl2a20JLIAol4chU1So3S54wFjVIQxqb5Z0B5plHk8n965otMkGhJrNuIeSnp/rd70yrLZmGkfM7lAV5pqEiJBd8LNp0CX437rv8wh3/tRdVbNITfp+s7cw+mzv3wQQBqWEKVI0QzsB+FwP6q5eHQK4YfX7868hXiftD35h7X+T5C6OFSAAKuDrYLdMLTJjYvPzlRcvlFEgCo0uMzbWcdF4oVLPI5BlNLZq9URJQGKNxc9vMnEuJfcLx5kliaGm8WC9xvRwU4PuTnnNDuaqTv8/xfdHlhrIF9nJXOj7BdJf2Je4cxCYthUPjpvNRx2s+PRAR1WVPDNOR2CQihISNmVOvv9Cf/2OPSG+Ra82mOJ9Nm6uMqU8yqMVkD1OYv1YG0vH81y6GK6ABDH1FuooKhegqtbkRrVzXUygwV82dCT0VE6LjC8QolROdHhHTmdUCnNIlU43T+lyjZwR4Sw6IjdlCgudfxWd9QH58/1+L0YATiwJ4nqEQAx5y1ZophLiCA1NwlgGKWiqnTX39Yvh6FiKpxcpxCUIMCwxhdjU5GwBR89+4ADOF7h1tF2u1OvfxSk+8jtfxOl7H63gdr+MPGpf0BA40pEgiGeO1EZ+qTUJ8+EDlNHUthu7fGQve/MxCqj01k/KBlpPu34GDSdKt/WK9/nL54k/BQT78HQBSwJSPdzh8qG9+BlWEEKxkC2ZG8QoAMyqZGKrJgNaMEnS7D+sn19FTPvrXoTU8JAmtRV6hd3t5XWSTn/hmVBhEb16QO81xj2H4RKrD3SnnMhw+3bdVWEgRXR4T0hQUQKZkDdn+dJjE45f/yFWfgUmsTFSnoI61+O7QsbvHChcHuRjzrWRf3tJyIjPUfG2HTM8YEJIHGjm5NrD1baqZGerRkvAUBiKSaUS3rkj3BK4hx65JXra0ck6+8OEDSQxep0k8MK53AabGYXUcVMMFlB3QAVsOI14oTAIgdQbA85MRoWTXxLUsoLYQFgfZNLV7zzmyQyU1Y2sAT03b9Mf9/kd3w7u1ACkSUSA2BM0pH6Pr8pyW0ktTaPBV98xjUSM6gxAfn3zK09vzH+MO8MpKWEoNpm48VGobno5SJlKHVajO0O3WnlHoT96ee9YGIb8flrADUAH2RHA0ZiQIJyuADpFrCvD9ClDAm51bp/e//OGf/neuP78Ada0aSjHq+0sDdpEZzQC1i2xmHmF5Ko3W2Tz5N4N8sQu8+js+3lCulU6tyIdDg0/R+kjb3ytMWjfjSqX1PDVoISwHAC1bbL2ULk11U48FIZ6NHI0gQhJ6MYbZ/zUhMu0xr1GGa7wSdZeHY5DSOEsF8UOBUGsaE8L1lhASxDZc2Zpy6/h9O+PqQr9LSxcAlEyssTzEJpHTkQOAnejzwrPC8d5SIhoi0IV1FsY2CdYM4mYP5uASafdlWJzA7Kyf66Y3WyhNYp1uq4HSVfZJ2CGiYQLOaU74KOvp4tsDjgEwoFtIw2PWuegQ+DHrVeIzYq/FI64Lp0HoUDQJu65TCDd2smFs/YWhmKRM2wBz+fLP8s9/3maGC8x1vToAaH50h8UZu+3zT0OJXuj5M+BQWuDVsa47+AiAegQTAwpGy+mSfpKakrGCwYnpxXaC1e0PWFUU00XJjfZEYLT2Sx+O9hHhstqsWgVwvMAgz293p0LnansthVOplqs9zCryJkQCWlDuzhYqszz+xg73uP7chn3dv3uSvWMdtdguEL+Qo+Bqc92/a7IAYipZ04662WY2IUK1j+Jm1TyRraGDL9ETd3P93VO5TmytLtKGQIlJNJukk1pkgMjQ7HOJjGo2aTF/gdr1266uBsbjt4OOzgH7LGZxhGFWCkwSkrPC53+w0i4uTOWQSCsxtk7OOim4V+KxcDUkESZIJO+czIup2RRbGXFWSgRDcpSe6mLD3sbrTfcE5ac3P/w7k+hI/jq3WhxMEgpQ2eeFNZvB0uTWkuTQOuD+qM1ikWz8WFmGN+xztBXKBwCeWO4rKpiKKc9PLuVt1pULfJW06HS7bWiWaCGVuBM7P7dNAHGphDflfHDXqxFXcwE79cm/hTE8H+6BHnvubDUQzAwVESk6PdGeUj6//HyJwE7tkVeDbnNP09f/70cS9zC413QNcNW0d1E0h6FFmqpKHK0LniWM6HWXn4xZ8duH5So5rW5ezZxkGjz9dzkCaBV8HISFtOr+nRMxkjroahpNZWvRMD387v2/+V+tVhKxJYcvfqbzkaYrHW8tjhYGG648aqIaxAqqAhMTos6oMOJrcx/dwltT59/+MP/vXz1FJiHndyp64ysTSZOtBGvvDsjWnsRtJpuqiXj4djx98FtIiJ0qroYkerY2QAtYDcztNT9QgaePE5uEKfADbYd85Goe0LJwWqduM10DEL191Hkul90wsVtJuxMLRNuCFTV8f6pri7GnNfTSQgJE4pUnWDst0hbHBdWSb0KICAoz+yHT/lnURCDbBWYCrEPrQFZEBvnbztTi6Is2Wmb3YpylXd14FTTTVsgHlVkefi8AmcZuVwGa2Ai4YCStRccay7lmouarXlqxKZW7Hdh7gwNfrDyc94xjpeCr8+vIBiiRJ5kWHfJBq0adLVdWK8fTNvcUf/fXcfkt+XqIxfIJzMQCD1hJQ5NnrZYKj4rv7gMb9rTMliY+3W0efw3ntX65/T96j0lzerf5q31Cz2aQ/qufpU33RFX76jFHZmE6fEy7MyO+QKYGPtOIS1W/ow4XipXz47ez44SFoLQcAyBxJOKq9bDoT68jlxPluZHEpuXzf0CnBxDr7m0Fk9pElbTwwze0HLHpKpQIUyoFpnAzq3RpmBaf9AcsoDAgGyV3DwemuZpXxXh4+PJCRsztIO8m117BDFMgIspqZrEuujilJ+RrI2E6EiUZnf2N+ZG0XmkB8EXZiFgBoNMbo8rzA+ama6P8RMtp6tpMt9Ja2kOLDVcIozu1vO25K5686PvTQW06AGomYAwpV2PfTKmFzga3+8Y87IWLWgEtGsCBhz2A06yHgufMpaXd8v5PWtdDt3Gvis7WzNuDSmg56Xjt0yUktYgPN+wRq2wkMTORv3cXtWqoJMN4U/oDQOz4a7oAACAASURBVF4WlY8AdGy5WAYgQnvyuW9ZKrYLduX+9/LDbzmOcLbPAy3G62a10qoDZsRFYbyrFcvinUNrUDtOxeaq+mw55WNiu7GTya632apRcIeSaB6teExsNSxFfdvqJPG6PZqLqb20KDFru0/CeG2SdLymWvztldVW6Ij60mSdF0hLQKOoX1DoIhB2kV1/6jfIUu1+1mpWdFQbI9MwObrmrVfNditWfCUBoHAibBu3Dlc/uvuH/8U+Mp/uARQzmHoyW+VUDbmoQV2tKcy7EADcz7VoDIwxcKUQhI6mdYt5/cl1+vP3kwGD8No27sPn0jF82kBBF7E2/tZPlqkum8KAb+Tt93IrDK1e6wwhRG5Fw1wLayGzpMWGvbvk/QYzoHLy2Xmudo8NCbN/vDGx9HRnX/27DGIdHjLh67nA5Pq7ok2TsVQbA2/GSIvV94ffrMLt9mZ9/J7GnTnmR3wJM1hIkOT6qlM173+BlwdtvyPIeXR/z/n2Rohb0HXYN+ioNumcB/R5fZSlycLo80aNo21dXNLi9c0w0zQBoFpa21x3qLZ0EOY1y8FWAQFPBnhD/WZ4FFGLhfbtBOULvaFpaF1ImKsJUzU7LErAVeQasAvk20VomcdtgPn05Z/VL25bO0EXlLRgmzXoyaO7Wc5bMn9RarE4uolx2X2+efz1VexXn7pm1m9v9AkBPQbegxaDFio5WOv6spA2nfyD0F+8nxZFZOTaFD8OZtsFrLu2snGvUoNpNj4susasXV8A8K+ahtfxOl7H63gdr+N1/EHjjDQcaJoRUyCZnyg/ARiY0zi+HQXAEwYNaR9Znr7j4x2++td6fJK3X/DxjndvMb01Cnx60OmW0m57Sfjtr+XbX9npiW7fm689QwLgoYQtX5IZNUOV5w/kWXUhCbFn2pAWi2nW7U6v747lcVFGy7V8zNhFdmjBiY2rJIOeEGCSWq5RUZgSWu+zK+3rbjv/h48/cGAP9aOa/XNCOhLl31EL6gJTzI8IKUmCltACWELfW2ztGE299ChryNXu5+XbQz4s1Zu6roZwnaR9hUAHJiHyxGqHKwEQWVWLQkk2YEKaH+N3f7vGXwIOMEYbrlocytqT6d4Bp+Lq4qYDSCStKCcQb+ayWbeleR6Ln3BfyfrS2IhtunWu3TpgQHUh3wiZ8ukBHIhlc7O73Py43v7Yq6pW6soAEGO8MYcoej+QUCPU4Xp4JgOuoiUJed6mJ7LSA401KxOr83kNJVIgHAtjgVrhpnFGVZhZEvaYGjMkeSFaCABIp1uE0YvFW/xlHK3Tt1nNCY4pEIDaq7crIOw9ZPCwy8200sel/m+/vfvF7XQzhCQ0CpLQVZKEQmVp21MDOPjemg4nG65Wv6Xv9qSHCD0fu+M3b379VxSiaaWQ9PZLmp/4eFf3n0niiuCesdBFA4ei+5YHalFoUStqL1VQAnjI1TlBoroWXgMgrOHBlXq0n8ED/hp05zuhqq6Zj5tu7DeDuLfCs+prA+rIKxIXlaIpCVWCFACRgFhJ1BY13+flav+BGrtT0WVW90HQhWniMauwcxPtzqimU+Bqyn0a8ERRIpSsm/SEMevNl0bcWuBNyQzTLVrxrJLWlkK7IuQAlZm17IinmNaAoKvI5dmPqEBWFIuJSX0CVqtqT4uOgXK1KfDjolPciRXKT0bM+QgPbczgwwePB00SuG7RN/df09/+K9ld6+EhhIgQicW0QtXz08FM464V2nlUkalPsx5wjp5oRLpxfnK1H+ZKwFUKpqYyOW4XL1BGj8ZyBGsQ8iDIw2LfHzWr+c1zmrcvMP3z/0F/9AXFhBApRKh63asnPNK4A8DDZESejAcO7sB0DI/MYE/GImXbculaGTc6OQ3t4blwX6WtTtt2qzjkVo3UBvSZdj7qN8tWoKKDcKR2gQ70LNQujbEWYy9CnjFKNRuHQXMKDOJKgQmXeptweSw/jnlXshagRd6qIVcLDI99pJr5pkgakUaTSOXUQDkWe8FYAkAfPiy//msKicsCZr75zIYbC9GI+PDB4ujRXauJ352Z5nRsP+METMSb75XAdFwscpv4FsNcrSimSEw0RUoMFKW6oHeDOgjpPWNZ7biYwr5bXkDxagaYPVZZFcwWkqW9O0JpOWE5IozqHepdTtiMOr7ioSBMm0JIMpPDh2G8HmKoAUI0hmHRFuktDPffr6FpgSlXVLWiCGy9cgG0DTADYdDdW6yx2V274BGHIY7uIIKqph0BEKWa1cvuXCMmAU4lbBufzi886git1xwXJaEIoFbshEFtRYIeXE3KbTGRdmTbJ/9urj+UQFWdHuZuuXbvnBCjCV/aGgW6wE3eqqiAlgjQXOXh+83jD/VwTdltw375Vr6w2DlHwTnj1Btqx8CXRXNCeElFCw60HMgT3SWC4ZILf7u48e+0ONva3r5CZ49fezbr0tLuPh6J+Re302dTXG2BjsR2bURxyJeWQ0+SZ0sTACOunvkBqEE35TYAEenTvZcCI408PGA+QKuY6nQ7xCm6SqCVVrcpbwq8Zt0/LRpfXlLdDuH9LgRuteDoMQbrP1/N606vrgnB6Fjregl46+E6VZ2Lk5IIDDJyu6OvL4fOfZQ+NQM4LkZ0vhZuZn7cDCIAvj/VqBXAIKvaAGYoap0aWHMVMRclIrCxUa669moS4blKEYCBZh6rGce4rDEU4fq4WAitHJzcVSiN7wCQhIoaGbCAiarVXO0h6/Ts8RLToRxi2hHgNcKBSdUi01JtUZNqwi6LdvvvaKYmiebH9sc0OXlnW7g1SfAcaH7z+cr60ypoICZPSL9YMaCj7m2+kgRi20zfByK3dUBkqJGvtv1+mKutVatFLdj6GjbfWFbFcdFTUTWrm2cfSL/8i/D2itJILEhDowN6lrPFAcSlp8746xbu3A6p5QX0TcLGyYG9wcnSSDV7uZKFBFDb04Z+TtCqgEEMjo1SvOTEKXw+8b9/dvxquJtrFKqqnijqFui1fJXa0hkrW8HMCCM6JSoEaRHg5/PzSk+8jtfxOl7H63gdr+MPGmekITINbMUoDFfeG0TzIx8+RIlkNrBovAKAuuh4i1pIUr35kYV0RMyLjkIYbgygIYE3QsLpF/+I//K/BFpufPFMDC2WdsrBJNjVezVktVHo7IxSNYlwDOOy7OfZeMfzH18TvO/R06xqIa0oOEvWm3pFvDUDAEwnUnAYhK6lGIfjC5tFHd/W3c6FQuheUzemCqUsIaWbljzTssB9y8UK7r9Hro4UPzs4y328tQoHRX1nNiUeArnASggISvlA+QgOFoZJArEaByoZzCYJIFpOqZ7yM4NJlXRMN+ncpNZOo8stRZiIDUBsm2wmtjCSy6P8kvWypc2Tg9aAeqLQnUL5eL0cXIVkaWrdVFpaeRoHcFgcddcCbRUh4LCp93s7ynViT3d3UbEa1EyI1LCozaUlegk7GhwFlMJH58FqxuF++/P7Rmc50XL0bJaAVumUiGMYYGohESlqgbXsSKon4wDVVojAYdsySnQcPxOmALU4+pnnngeVQKMQ1UzB21mpVfiY0nKk0iT4rb1w6+wMgf7s88ltgUAruzLgh4IhTDxN6ELLdVPumVHOiDla47vqTcul7j/Tf/xfFXj/mM5Ki5p305AWnp/caZyWozeaQhVXfzosj1RmHa8Lp31ktIysjdMTUKfg2VkNrEJ3lK2/+r/rlor2d9RAPTDqE8vV5UjMSVoPltc3uNQLaz2SZkiwYTRnGF0Z+jFQrMBh2J55fn4dhyGup84T+gCsx2+b5u7GPOujwXqBQr/QkAo+U5CUSH33uQuCvkGMjCTNOHDx06VZG8oMYbDeSFmeIXlGrGm3dDdvS6NSE4aAmMhhtmO1qkGmz82AeCOEsHuH1a3gNZ6blsur9/rlL5tUME5NUdh/9Ed+WsDcJdHvAYdqfE8sTJuWTu3w0rGcn71aLQkRkaq6utbvpExIcNScDOQ5mNWsqC15mz4rP/lz/dHnAFqrUfvo2j6My/l7Oe3KTPnJlOBfhOtLMJWBlmMzVriB1mdavwmJ0X+KuQ3Ne4K6Vdg8xtH7krYAYAKmyGYIAUEh7Lg1MVrH3trQy9Qfn0tbKfWAzo8DxC4sl2rfzQbUq8gACYPSVQl7Z4UFnfOWZBzqm59CC89PIN6hjGlXu7aTvGDm+fkZb/T6S8qH9W3tkgVwWKK3nKFFuhoIKHEn1MpvqhoMWg2g2UN9nx8/7Y5+q0sEQNTwVAc5/Zjc5wu5/woASkZI3voIYhv2hcKmu6FdgzWwDOjQuu6YTUYhFjQHVyAUg3baiKm5ZQlIQptWfgJ8Yq2GJPRGHzk/YdG1SrTZeIiX/Xt/dzoZpsWYxgQShQIs0xLG9q8uBpuO9YgKk+DsgMQRxBOz008CVE4rxQ54L20Cn0vCFGywTQE8LUc+PQCQh6+9LMfbeP2TmEQn8ku6simtab4EVAqQAMF6B2++F+Xxm3T/28g9iVbi6KsQg4HBISY+FbXWreWf39xktELcZqGOX2xe2SOPB4tKgYdpBe78I60geVUTIeULH7mMajCf/cwI24mHMNs9/v16BZnY0lRkDExrcHBFZAKZx29EKIQDpatm6ye2Vke0sRxnrfv6hKLR9SjzcQIsTYcweDonAFVNwt6IFqwk+KuF0/IEwFiitRLn58fPJtDSZgoOA9VRT2ZjRfghE9GVh91q2Be2JLSL/BaY4xX3SA8/YU46bB2fnxa9hEzXmXf1jHzi3W8THAH9+sZ6guomORdJB6H1vnKDZZsKnYTuGbpqYPbqv1bTepk3/NK8MB2/GRdftaNB08Bq3HdrMQC4mkdS4vaYw6cUcvLodK0bGedmZyvmLnD1t6tbANs0q1RKIqalXztTG2+qARSqASEwoZItnJ7PDMVwN6swbuxkIfHxjvJhdEeYcwSL6tV71FxCOhZdZ6p1tMxjSZtSNgvJ83vodO/TLHB+wzkfZRKcTKTaKvT8ZovdcAGA6jZ79pT1bq7rbsj3DEJYFAz4PY828UKYAgFBQewv8Vy1KNQsv7AX5fkR9hmIUc9WIwCklcoJJYOY5weTFD2B3k2C3V6R/DVv+vbxOXsAIzqOn116KdfxyW2/NrgSgL5AtP7XEukn7/V1eO+uwd0Ta5mWr0E/yqj2lNW+mHAlVYUbf8CHupXTAOA6CROCZjI1JCMWplw0V5uLEdFN4mCIpwc6/sCdXjVJ9tkvQqelX4qRxr/+K/qX17y/4as3dv0egI7XqAvlY+rZxpqm9t4ozQLk+SSpLiD2Xq9dnDaNVV8fyrvHduIMntVPwkhMzvwFpgkLnx5s2GvaA6AwGstaNwDiYOUl8pXKkQ9Hf+qajdgDT9JEuBNfA2k7TgIsTkCrzL7UKMmyVX9g6j3UTISQ5nRz5CvfiTZiicl52VBUmMyn6c7vnoquGsBNTUOLfyamurhB31NjFxl9O1UvwIkJS/NBaTk7ebRwPhpLqBuKnpr2p/FtUUN640E3Ve1YrD/DTdEWygkli9bVKtkEIt7oDYADbVn5n8Z3x+ufegrv6kFqW5xaUHI0jb6MWF97HExCg5167nYuT5sXd6qHHS2QAKvgUKy9NsysGLI6pGFrXbWPxCRMjRh84Y3YPmo+Egcd9l07UiI9gTiw+NulcFjUYE3W0AnItpaqViJLYDrpxs35WOl//NV8O4Rd1Cj2dtoLkVTsow7SUj2ECKawQkuhuuh4TVpQcksmPpvHNlaE6cO/p//jfwKLS8Do/X/ksyeP1+92bysFDznw2aeq9Z+I+SKoAD3i6fkwszV7YDFjOnvQV04afUe+Pp1VsaiZ2dLimQV4lkLQzj6vS1KXj1QFoNW4qhWtixqTotc0FDXXYHqnMHo997xsH/7f6ptggy0gglRqYWULTlWZoMZMLESLBj2CKTO1Rmz/FkXNoFXl93Wb9r6pj+7HBSVvuKXTPfhsTjYO5LS6y5ZrwfGO0w5AcHM7c1SNmpdnr8ZIuB1YDaYBxDrdYve2gH1nrGZT5Jw1ciS1G8qohR6emlwxjJQPjula2FiRAJCHr+Nv/m8AnnAAlw0uGSxWsi9+KKbmGvUJqlZ416ipXGA2mzODu1tDoClQUx2piZAZjtWEbal2LFbUkjQ9GRGqFRfSzlUBEOjwQrGI/fW/sG/eAKAQXbkP5pa8xMK7a7CQCIjNF4g97xmAhcFk78h63X/YurjnUARf6LjeQpj88V+xFlxkOSy1QVP+XXI1D+HYOD7hZhA/clFzDLKjVg2/oV676s9vwPkrFDSAED2xrZ3zzTP1Ol7H63gdr+N1vI7X8ck47y/nqndzBXCV4hSoGAQI0ClwsILklT+LKaOcqMz6zd8B4Ks3BARiY+H81BL9tna7/LN/SH/xT83c3ag2XkNbKbtzq4taWSwwjUJDZNJCy9LqxiVa2gHXR5O52DY9gWZUC0yDsO9KAyMK7QJ7gAmZmkQjxnAF4mJnCFQ0A+DTQ5wftk8VBQsBodW6N46595e4aLYJZYlI6yoP1vEaXYkKoMbtIkQy02HvgUJ3p+oFVFLIrX2BW92OgZyh86okX1n3E4Bq9lR0/3wpaIbOLnF+aqxB2iU8tU1/mUmLJyzp7i3QvqZnF2oYFwVfQQ0aNvZDshzH+c6dI1nhGdW+CvbMH0dBgLQfxxYAOt22rZKW5mIF3L71/PiB2cxWUb3/ZTgnKgEcWmwigbz3j7hQqGoSEy7K4y1vg3i0zFQy7ORbughYHCmfQkjGQUIQQjXyGFr3PgmBiGq3cjmsl+v2Zlr377pog83hKC0mqW0mFLmqu0IAODxgQGI6y1C0AHbZan9xcug//nw/BHYYZheZiYZADvWHerIwrntQi6NJaBmdxNal3bSc+HTn0UafjvlU775DWSiNFBPPJ8snSqO8/wmfHnj31lhC2hmHx0UDU1aMQFZbA6cjUzXsI29WPhng1BK1P66WS5gXXZoDAA4SGLpEY82DZ2uw4ia35VZSj0dcoYs1LYoIY1dDpA5JupPZM4mZGl29vJD/8ybJNAU3PPuR/bsM4SMY+ROcxaPqkkCI3c0Rt86OET3IVenTjHAyg1xdL9UMmAK76wTOwFJT/Eivceo5knS31CeLzzuliuHbYwUQOQgD4MT02K0EQg3UdN9skVSRdvsr37Yq4P1zVE6bMEMbWptlMSYLg0pCLKSFhl0LPXO/ZUtdPHddrsZvHfbP88V9MNEonIQiN1CtoY+1XLn/Lk0IKNJy1l0tsTI+x0JFbTUMbxz/l/9EfvIji6Oz0s0L2kmWpsxbvXhd69ZeBBfGnxy30veBrGa2Fuee09l7Qj1WTmH95Axam+EiU+qp7Rsn3vC0qEc5L2raQ5wi08oD+kOBnk0J5sBcuweFCaEbstbDnhcN18E+G+VYNDI9LHrVYXohFASYg+6ohrr7Arsv5PM/TaRVC5kWaZ0Fi5qD2xsnKE4Whi7ZA+WDpZ0RR4BMgyAzJxTSxcBuydVhL4/fWBhpOdJyBP3/7L3NjiTJdib2nR8zd4+IrOzq6r4/vLwkxSFGggSNoIUEbbQRMHoBvYEWeiC9ixZazF4QIMxiFvNDUBoOeX/I6u7qqsyMCDc3O0eLY+4ZVeUJ8AHScFHIm53p6eFubn7sfH98Wq7T29/uOh388qB/+uazKxe9l8Ckq4M4M4F0DPoF3ThxLgaWvBh4entN+0XDMr7hYQCg8yeEdHgpz8gfa9gYgBjD0STz04/xnuD5CW6MzvZID//w9cHJnS4/y3J2ycz67Xifrh9XFhUAhfeHipblafhmE70Lr8F9HMsiDbuz33rzH4CN9wA6jQN4XIyGd221fNjm6OZwBwDPffJ9KX/R6Sm/EaK2LlU5mE3el3gAkVHeXdU2yGCliVUZ/SZJ4IuhaAO11UMd8bqVMGqMNiaskhZDzr0mU6tKAD5PaXuByPk0vn2So7kfb9CpfvBWFBVgIQ4pc/zINcRb3l0L57YXSR6DqB3efvE94+yr5FJX55FDu2w0MbSKZjT36jNsueXpx68PP9n1X+QPG1nV0jQjldWxuMoIh3M2BxhMUNSaT1hfZsHCcclleGNp+vr4/if/uf/L/w2AtKuzBs32Wq1a5zZeFqMK9yVSHgLznthhneC2uYDsTp5ROXK0N3vNm78d94s+i1oNDdjND9hwolao1V3gcvr9v5n+OPZ08ljlmUFsh7fBIwMA4tnIVq5liD9tXdMBmPvlhYrwWy4Ds6sCHipxWs02wiEgplSYfKTN0hzwzQYYEKZv8j7badL++rkV93pa6ZxwZ6ZWqD1zGsCqmrenjKx+n/m4lz0hhF/IDMBF+fIx8lymdbp2GNfqLKO7X5srI3PPoH++S5LBukuEtDTa/a+8W/JMX3Aank84RIm+BnPEz7gVevaf3S0aYreJikBviaL6UVGidNfMuwdss/D2uDV6z0KjUmQGn2QfnmhvftXe/jZOhubHL888ih7NYRfLzGstyrzesvjGvDd5yP1Qn1Y44PY/RGYM93nOvPAYW6ZTYt/mwFYju/XU8i+OD3xjj/AgoYfDr261+fYXV7ErANB1hlVebbA3YWdX2MZn271Sr+N1vI7X8Tpex+t4HV+M505DgzhwTMzlnAD3EW6zyyBI7YpawGr5IIS5dW45wnkJEOKt1/oAtb2SE0TUFkciuwJd5BY6mdi9CSNIbcTKlw8umVgtH0GMPHUbx3ykF6y1llATEDYGmazhJRFbEik1soZ68fwI4tQWWGVJYB3bYnnK2O+zDT/+TZ6OEO2iR6JOkA4+f56AKTQ5tMyuYzt9T4B754gBEMLjYufjDoHfWB7v/wzo7dzsaMP9tvHylQUGYCFPDiEYwak71eRVLBdZi19vt1wGO30PdNEHXz7y9WNYmN0NR7jx/BSNEE8Hz9MVQzQGehQWy9Z50686nACS1+P8M1YP9ud6XHRzOHHwgmiB3pzg6qNYV2ugF9mEW1Nna/pBmbDJHZeeQ7jyqEmLOTsMXq1zg132sSElOtrFNUdpHyrWYAiSNbTiaaIIdE1jcwaQmULHEyAFAXPrTMmvB63tyhhx/it7n+t62ks6mHfzNdc1fiJ+pxUAdngL/P2XFyZNl9OvN7lXJhOQeG8pxwVf8w5cmESUgdDThkEnlSvckjvX/UymdPmwont5KGcA6fDW0/jQOdW8mM8VeZMHAz/NHslSiWkxBrTty54wVztXW+niFET3Lz+jZFvdquAGwfOulJha4XJ5iUDefvnP6vd/1ZveK/s9FFXb7XJzA9JqDuVE8vnmHqDphfAGyxOVM61AKoXDpqgEXsnPKa9YtVcFum15o8v0LJX8+qNbAWu0ExBL7urSRr3RcgfiW56gM4O4QN29mBNyM1yNZe/hvcqUhbic7fA2VomI7nMHDM39siThrlBgpk08uPV1DczMuymUPWAo/O5CPbH7Y8DmLxdPAQBm8C10tfdsHROfcocnOgnXKlmlcnFJEK159FVKWsnjjROw6V3m82IBdX267OUlAfL4j/w4YkVM0C79i7ByIgbAbtEhhpsEsOsGzYweisvAyXds2Rz0Mx1kDXjcHoHtBzZesjePpTFY8EFjvHEGY9ujMAta8MHBWnjE50mz222w9W8zoON428Mo1rvFn+i5B/lcNFyrfbi2LHRKB21XasUlK9HDYkLDwlkIk4MJY32Sxx8QfpOSXRIRcbmkx/c5T1QuvCfc4qcf5ee/A9C1+5JofHMM9rhmeKOluGb2GXWOHBRPI89PHihXuC4Su+ybTs6tK/Uv1SwUTRwB0OywMICbVuRq01w5EYaj69gcTQHgU9tHLh/e/uVpGs1RmmXhvjhuDZxyBtAl9W3hpx8jUpKWs9y0Ur9py+FpB55ga8fzP3YBWJ5mjM39vHhz39it1+oAElPl/oqKSmIDYtsK/X6NjZIbzY9UZ2qlvwvbwpePcON0CBJG18ryA9xWqVy3zd4+po13uxBCI70M3yz2DI8F0tHMnUCLOSDkB6XnFp/VvtJZhdVci6dx1GG3w4x4kfs1fNYUcFEhhlkYxhEwUejRHMTRHF6zVzw4LtV8eaEmye2ydUedtagyQbWL9Xtpa94cyXtWbCDfwj11PQtnwbj7XjFLf/v/YDy6jmEh15FRHVy0UC7NSuuUaQDu2OTpWMOZ2M1Z254Dytz83/14ScxJSIiOiQ2VQYPSIfWJ2hxiBdGytlagWTKAmk9M8OHE9WqSt9TN28E//87+9f9JLK6J777hb34BNy5PNt7d3f2ykSp7YrquYuWonO4H6X1Ur5COLOy+LkrrcxsIhLVvJHAjOVN+lj7GaI6NLlONhA6bZ8OX53995If3XaoThhxWQb188HTASnr38Dxt9dmIJa6YZFgV23+v/P3jMuZTzARaQ9gBzLVEVqH5sso3QpfrhGX7WlaJ6U/zLlWLHkxXs/rEAHLaAocSg9wauJiLHrpkurkQSnXASvOtL16af+0IiRXbpjS2FWAYhIp5FjJHJhoEMYuoXp2V56cIyO7CQkDcXAfeTbm8fOI//jVpAiAsSLnD062QNW/NayHNUN3qCcVWCy6+lNEaaYY13rv+m0fLpMRE5+rmzDQgD8EaacVK82sz9C3ZdmH9vJgBbq5Mb1+y5zm89Xy8FYu2G1Cp9BhCb+ZzcxBKc1siRxt+Q535w7KTdkaEY2KlngMc089ZaS1//VnUZq65q4WBhi4ICioe1Sp1pyhpkB9tGJnJ0KzXXhs7wW6eR8ZnjptbpEBmAORA5BjEuDF3En6Tu6PkIuO1mldMijsFvEF4tptnsntbFro80DCFMthO34e7/nPa6eejx0xodsmepiUdCKjmAgKxZCU3yxMtV748wi0yEfjyMzTbcBeWUyDeXfmTkHJnlGTuhIaDEkBoBSlXv9m4gzkfuF4RgqV6VUCIwZq/fuXGb60z4KSg8thNJuIFHPsz4mc2nyRPYyWVYIbyc4xse/Mfdg5ORmuo+gAAIABJREFUbMd34dxZmrdmPTLDSBgTU2I6JE/cN2HbBSjNb4FYYTok2uEkuQcpxCUHYbMfQXKPnluu0EzzE1ipPFJdOp1zc/Zwo+sju+0G4AZlLERaQRnJEqVCv+bKlJmoXmm5QLJN91E9WM6hzPZ89OFUtqL386E//sf0w984ka80Us+TSyaroWjq/lHoUCgTD9TPM5OBlKzA6vWlmxvO5csVbsSaNQNMtSixsmrm4Ov0zTpoad7MWXrFMDevZsK47sLeBD+9cxYfTs8EC6swIas5QTRvDjTWoyg2btS2w8je9lWLi/kfHub7MQkhMTcXIWJygKu1CMAE0Cizw5wzbKhnF6VaRDMtV7BSW1DL7m7OPv3U3v8OmkizffyR3v9Ovv8Nffdnnk9wE8bE7kSjsloJ7xbgCOBabW6uHKnZzC/Ug3cDfzfJxlXsf3RdyOKab8bhwTFYmgsoCmUGMYWxuu9OnsfD9z8df8N0o1UTbFERfcVQCnul1qCcY2GN1ZBIW3Mh3TXJAHCfhVO3/g5cOL4/SrcNCK5rzJ8svIWvYt1Wxt5y2HOnIvgbKk56S1DAYs+dMHeSJFHcgAGoqq+XLgsgWJoXe8mXrTcMeh+nFRAL60TNScO/K9TXdXij6+vEdehi8jilVqIruXP0fPDv/9w33gOAVsiq47g5lyB25zcUwq1oQCs9fTeNu9c/MU2JCAiyrXQ5KwEozbaAkhPzNnmi1gw+YGlGTNW8LPuXh8qVylO80aktYOXt3Wd1TAes7imn1D+O07O7fAh9hfB3eyxad/x0aVmo+SA8mjtq/HyOLPW+9DoA3ggpDti6CK8KdLnQXgQrda+RmPz915tj3fPUtTrfnjLhKMSFATI0D7cFzDcrzyun4XW8jtfxOl7H63gd/6Tx3BIY2nn0GQBK9TQekwIozR8rTlnVaxZtjmvzR5vm4beHxMKUhTJTULUdUK/0QkV7vfv1/O4vgd5goVbUiksOFArEQN+pk7vdfb/5qdnhbaHcIfbl6pp31ROJKYpNcy8NyqEaIQDNlcwSU3gdBgOgc7CtEtUwD46m5fHyfvf8j3YdHMHtcM3x6z0eMx89jVTOXVYXXc1OcOXFGT0UUR8XO+9a3BCBleuViDUkhbGTAGhpUf5n4hBwktVNWKisxXxuFn1aMz8vPuxAwsmmewC9C+Fmwym8RKJRkQcFsenYHEt+g9UGFG6NNIQCYXm77MFDi+GyQo9R+kazOuCgcbWoMh1xGrszzHCqQU1YVTnsO8BKP/98sOGu95A1BRvDDm/DhSnag5fF3WG9zWahjWSQgYXcPQFpX1IIgIhqiVaWrxSELtNy03aFWQLAfOZhokYUMhANzPKOGVZhfE97HWyi5bu/DGVvVPu9sbxx7JsTBe3AGR1E89Xv9gZWx7gXc3lM/D/86ZuQ7SljVA706lNp18Wj8x8m09V8UBqFJ52EiXIWwsJZaSVT79p9/vl/nf7n/zWSBl0SlSdnvYxvAfx8bUDLQsr2uJiQjOl+EM7Audr1xtk3Tu+lEW2GjNo/57YBXU+hObphsVNiUNo49nJpDmAKMHsPoLBu0kwk2Hwnn12fsbrpBWdlfkQDKHezXlEnpfaCYd16/Q8D0fy44ccd7V6D6z6z81s/b6hzQ9h5qU60L7kECGZUz70RiBUSjfOJ5CSrtFjX0KYBtSAfhKh2n3WfEk/AKDutHl7O6cf/uAJz4mmEjp4GWuaQa3kaY3ETgkumVixPIHbNYf8cTvau2fekN5amkGuBOLL9nslJt+QG63by8f9igXUePE8hcSxtH1k8ZQ6hX3OQrxItN758HN02GXmHZUXt+A5s1BbPiZZLB84E15fgieFkx3erln494e2LIJew+g1s0b3IHJseG/t8DIBwNzD31EpnYu0ApeNzvCCAlW1F5RVluNSOvO9OHQEm5VgebwU4MTYpUwRZRSN+08VcmweiYasxwTaeiwaXHMpJ4VqgEQ08CI0+Yy5gReKnBUyYlBJLoLcRXjAKRaQmP7z34YQ9665E8RZH8MhEMohDAK1u4dsvxKH5AdBIgyFyaV6bVSNlLcSt7pseipUBCzRTnT1nX8GCzvbSDOLRrl1xOxcQB6zgOkAyWvHxznVsx8edowN8/pEXDXCrO4S7OYvnAy3XZ1AK2DxEnZiIE2OxTsPEbv90hbEbj6VZYpKcdSXKuVXwPdBXyUoKUWN4d6mz6K+GZ3Z7wd6f2sLlEkZ+ETgbSLkwPS02mzelr5esOH8tZ3VzzS4ZLwVAE5holQ53MRgtVyy9IIsnMsLHe9ytJE1jsZ5h3U3+X6BBhqLMdXRNnUbjTvOjprFAhajBEweLome/6soYwkpwaw5/IQC3GHV39+snWrGkiC7EFsChAwzTkEHqxNAx4NBnlbNjt6KCQy4feRP7Rd2ZRlgVYhHd5sbmyhAL0KTUzfnRXUb2YWN0z9B4J0QVFT3YLAgRaaRLRFDqfQItF5PDSkP2LMyEp8WuezegmpfpbV87zIfT4XGxubRJ+X7guHdKGMPQBR0FzEySuqA81jjbjUEE6tq6dxKsPxkAWtyt58gUd6LYGCDSIleLAi9EQrr7eJ3ET5mV4KDt/e2AEs41mrHZ3a2/hd+Ect3Imak0J4P7WJr/w9MPe6ePdP6B7QAAdYYO0EzlQsQu1TUbKQD1VTLKiogwZa6Rl9GK5uxA3gtydOCJJzAGIUzjc11uFW6Ns5ZnkhBtr+T5cRDNYWSiOcJReY8ibelQv/2zvh9LY2TrzC4yjs28mEdBleTYFstMOSJp3KhVaovzADcwU30hvEGzDyd/9neXzNr8M8lf/JyIVor7+8xfIQCrT+Luss/zozz8A1nldFAdNjKsTfeQ7MDH2QBQ7mLXx2LKmPLkjul42Hzibd6nAPPlIz9NWNXXzwL7dVkAEHUb60BtwepiSUEqJ4rXwWD7xxei7AWywk/B2yCmWsLDF4CvtiQg7t5FktEK3AZfs0iuO/m9DTgvtgXz4gaMADrlqxuYrjCZrDzME9N8sxrcGiU/Fw3GiQl8/URtGSQBqMMbADOPLQ0AxOk+g8qZLx/4/MEfPoCFp6MTtTe/jvBf10zLeR/2/viH8R//XS/ZJHsaPB2meo1do9NVViNhWOXzhxxsg1ZOoUdgIfcDYMOR9p6uj01+XARLA1KZTcgH1UhSBh8uxbPQlE6Z4ayuI2Hl9ms21sVwXgzNfn5h8tvpO9+0sMROBBk8jU6MNGI1oq7gZk5E1Vyd8moFEbdlUh72uHIES9ePmoaB4Jxnw8fFzCkLAE1OPQvbwWTh+dN8NUUAFnNzT7KrnACAIuMPdBrHPiMkEdaImklZIjWq9pwL0/E2cyE+Y/Ow9t93I8jl4VgfYv8B7zstz4di8HRXzOO91cxPYq6ZrMbNHbpaoZtt+3C3e/Ef3/z2p2//eXwdvtR9ZXEwXJkm5RCbUI0MAjj02SRgqZ5GIcwvMLenh9/zeXr2X2IFMqyajqV5vErDIIVnJzQASYwAh12rxzRLQue6q/Z2Ko/Q0dPUtSTAtvp4VDPuwhSLfqcaRDTamo3bG2N7TbbHxf6vv3+4H/V+TMoYhMOo+JQZwLE+AEDkj7u7C2bz4bQYFvOVk9GiDbAr/tDf/3v6P/53ZeH7d4lFvv/NfS0A+P47G+58fBM7VJXcnjfwsJUF0syb+7V6NX8hXNrDlimaXu3mJG7vlncb75s9k/duTTMn2Oat+9Xhm3qFGbEKsa812dw8WBFhKRxXYDG7Mfx36f5UIMKwz9TCp/ytUXYHGORoxd3vCJivLuSRfpCYAC/NVSrW/Vyg7MIqZg5U7G92e6Z2W1FnQiO6VAYYzZgP3X5Ah2ARleoMXFt4WNFic6Dhv39YfvOV79ti+N2TAZzlyAvMpbm7t+hcMuEQiUdMB3JaLmjYrOWdheYnpMnTSCgbfe920PwgH3/nrBpG76yIRIZabs34o6IabrORiKleUa6I2Lkyi+8c/72NP6TvAJw6EaXXYVQLWkU+fJMREWvx6Jwym/tcfTF/LM9ubNeyz3LlD38nY8F47HtCXt/um25F1NPBpnuw+mroB4TGJztAVhvp7naC3A8//b9bTn2okz6zh2Iha30XShIks253QRRFHgDTsZ2+A76Mt+haPCFaSQzxfGxaqs2YJ0qy6NPldf8WBOr+yrgpGl45Da/jdbyO1/E6Xsfr+CeN5+K5NCNgGd6oV6qlpkM1ZyEhZDS+Prgk1+xp/Ei/5uOfHH7lsSsCcJUJgEzdR8z3nIbbm18u3/9VRwoAAHx96GR4q6HStPGe2hJM2h6gDFAtflp5tiuA9PXxv2mP71KLxo4PY2AHhN7kPyYJKGRrBTNBdIz0oOj4HRIz4bAHGwOYecQw3ALMcRBzgLQBiSGP7/tnk4x6BUBuEjW1VarX+u4vtezBH8RlvAeQyiOZDZqHjE2HHTvOlPhTMWUiovBB8+6ARhlgolsv3i9GYh+Vt+ATrNCS9w0WK2fRgYHQWVVzocZW6foQcGCyRq2gFS47mU823Nn4Rh7fk7XwaeA2A5c8HEEY25ncl/Fe1lq3y25Z4VacoYeuSdvvQWJUvlNsVgfNwUSLeRDsQ+t3DaMO7xTrkRlhv2rMnKy6A74X+ATg0+nXH4d3g/BQPqEWos784FantkzRWGKFdJs2T2PcNQB3G75u9X7XV464vPkN8Axse/e+1OgVrVwcVFJDDygXDuHWal4rGbqvcT8m/u9+c7f1Dyel23CmOb/BqqxRWAOLFVjNQNbu1Lt9nMNuvPQv/yL/j/+LB3zO2tLgOhbDY2mPi3GDNWSjZjUxHVJ3hGTgmHg1MyYhb76PnaFn7pGskbD58mG7vDFiUo3dn649mzSsVAN+ekIruz1Il1ygmW37Y2qFahk3cD2+EEarIINmj8A2QgQfx1+57jk2AjhxHYbU8UriDdK+VIvu18qscmUO4gKtbQYmjq2eEHYXHq7zN//+X9HhjqZTF+tSNJCudnjbzSd0pMvP2AKUo0c15M5UkETWnOhfHf1rRk9m/ObURQ2hpQTgOtj4BmtHJxhLZ4fyOCpr7hOeWnFRmNH8CH0h5XJ40+5/E6LxkHo9f7TVo4LXONlNMmo3P2PbF3uivGo4LyZM86UCECJlCKuwMlFb7FZtFjJsJsoCcweF8p4ic2D35tY//W/Kb3/7BRtg+3JbjhbzVp0phdbJAQJ3xAvczF5Ka7PhCPS+owPPs7ErZdbMNxIETmGNmnWWRnkqd79Gl/nsHF9h36YWjZzAGjbAgQhpc6inZwQwrZHZiZ8/6O8f6+XGTPT5NjBRc6TyGABYvnxI6QBiGu/AauMd3OTpR2c9Tfd8+RgTi1A8H5bFhMnMz4st5nVv4adayGr4/JBVtGrjHYB42GaXeMwGHUOwnpYzhKmcOykmLqvkF6QxeEp3Py6BA4xaISxiaO6jKLnx/DiIolVaLpqmWAuqw5yLaVna3Nwcwvj5Bdg78bOZCa03iWohyQC0XnuPPUb0xyLSesgeLTi33aA2AOSWn95vNqvBPUwCuF2MEpHCyO1ejeenmEZjHLDOsAodARzyRG4HlOWrPmeAg6s9C4iotB6MSfBIWN8A9eA6NCir0mmEW+uWAaDVWfbL82+Fr588TZ3MoRnMdH3gS+Xzh2BRDE8/wmqEo/q2vhCntZvnT5/o9A3vplwu9lCx0RupT1dfbuhRBFQLk3avrZsrCINBRB5PQnmhP34U3KWOWQb9JarhTnQNXlgUrKwQjgviq0owvL4Z6YodVZiv5NAOVLmBuAEOMFEqjxAVHckqHJsrAMxCDFnTgbF2cXc7wPBxFbgGUzL4leF4w9dPW7CIs6S2YM1DARB4c6BFALAHLFYZzqc/wWrAwKC2mDmS0OQMYFICUK0b4MfCpF2EiODPKkOxT4iZmz0uFvc03qCN38QNDecJ3YRlhGe1cFDP0FV/no9w262Zu8F+p7iiORqSpMyrD9VinYjj+qxQd8k9xcBttogz3d9OyNMPjG8Q7XpidiNryjKwUl1WwmYE6GTAnZXc1rztBtZiEPoynCKG6zD/V/8y6vgwd9/yLJRA9RqGcj590+taq1gnbVi2u6gTO2uR4euECAdiuVbJ1zFn6hwaWi2eMlNpdq/xoqruGeCwpYkFzSX5cOrf+WpUD+IIhMnWqMZojzfAzDYx7bl1hg2vaSPCFB1yvnmrfTF+rdffDouL8vUBbp6OnsbinDnYSADrbFTMo34tzWxNG6/mdc3u+ceP+5wDff/Xuf0R4/EWRukFtFukHAtrxrNvmOVpZbxp/6M3C97nF5/+Qb8D0NbdkoACWxWiLVdiK0QAiAakRWkNSYBbc7Y90KA4//2ZpuTNWjy8nQDHPaF3Y31hJWwW8s3caSM6fH/QQ3p+p7zCE6/jdbyO1/E6Xsfr+CeNzySXupxju+zTvQNPGJq7LTglSNSqd7++VCuLp+EdgMlh6VBaENcpkx149px1j7Gy6DTz2MwP3qU1fH0AQOXs45sxDU58GHPnomPtAItSq0Gpq9WF8HG2XbKfEh1SyFfWNDwGeteaNJ0yA7JyWMzgllqB2QCA4bmLl+qwb0bL8xNj3TewBg2eLx/jJLsgkNh1IHdn8XwMVeRDW20omZr5456TsYEfx++2SDreNAjAKMT12mtb4jLeh0CuCxfzAcTFkLlvGkyHTmm8GYEK9P0uKHEPlALQmLrXmykt14CHmNjzoWchWuXY/rZih7f7klpJNr7ZqOnmqO4YByL48G0EQubVQDogobgRHX8JfdoqOfn68Cda3tg5yMlxkeFwzUjP+UDFnLsRNVF69mrEjffq1farZKoznz+4Dh1xEwWzc/awvWq1e9z6BX4ka9xKCOq65gq9lz7NP+8cHB7aB2HFavGm7Rqb+5jnIR0KhjatnmPhvytWAaZWPYQ5X40G+uHSItO1ud1nFkIjPC0GYEx3Te+Ck3htloWOiTvMFk1OybRcCc9Cxy+Gtnm6/ECtwEKCyCC26X5GMkE1n1t3oyrNhTEInYCf52aOSSkLi6xbxr2LbxF8BYpYyFBP4MZPt5pXrBaZoCB48ybF6o0NfknTmc4/TOUT6jWkQ2m9hp4GmIF5XOY1RxdUztCMtfXiotTKWAtYbzN7bgdfH6RdAjuITD4QQ0cndhbX3j6cXQhUmrVqzTx8RYWoeQsibd2Pa3MlNCCu4fbgg7gnt+lojubIZHAjY6/F0whW6OirfpgApR2HfIKH8AetDK2CuckYj1I8tkI4JnbwpXpOXdXVxZMrckr16vnge3rd5uFORmZezXuPYYt16vAEAZiUNkftABwjrCC2yC91Gt7b+PslS6Uhve2++xVZ4ACtbflrcyYEV3qzKy3NTqk3qxr4V+M+/72++8vlz//iuZ15w9N8/hfdOpaI5mZkgIFJYB6TNjPlF+CP0HwFv3yVen35lETrJX6/d5v6tcXcHCCirf/2xcHxq1MKmLKuVnu3rVncgDfBeQyYxtzn5sESjSOfbzr8z0XDhad/bEPxzAwppIwpYWDOjFjFuFyklRSy13J1yW4DRBuPj6U5cJdlAOTx/Uav/ewDlMfx/B5uPtzFQhnGve3wTtZTjxNjwrnRICQw0/HaPDkyalJ9Wuxu4N35E9j2rb8VWlhcQYgicS4zi+YtiW6RsVHXs4RbnJA++L7v21kPVQasfdfMAGtbbdVjhJ7TJMOthp+a213irk6WDKED7ywNRH4Q3yqSS8gkHBzOfhq24XHDDI7wty/Otbm5BbQU02Lfk7CWY30AsrOqVSw1mvCVNCj0WUZ3z8Pp1iQVaXRR3FD3wzNx5/jLzPMjBxzDCiuZuXUNZkitYn5joBbQOJVzJ0AAbA3tI1l9yUfBdbDh1FZPz2repUG9bUu9ecsUkq3EpFaoXTsqtCzxgtQXkEV+eE/f3QErTN4UVol1zQfPMVcrZwC6tkyXNTSvmQdc8pTv987e5eMfPI0kedO+x43G6u5O4VIKEOf+DJsTaa1OJHBAJncU2oF13bfkDjB5+A9utoON6aAhX+OAP6henLJ8/EN3qGw9AiNsS3bO/+c/4q//bwf47i2s4fu/AJCefpR8nIaT5wlmPowRXvO02CYtzkJr2GNf8nYX5ruBfzV9tgSvKgh/hnitgrV+7nXh69QCwDo2wS6svhy+a9O9+b3j+XVlQGZygTlaHgCUYu4wHFGRJCQyHdcNK5FPvB9c8vjun8/DEKe8GV3HxOhEdOv/id0TUwJIeXMM7MiLlXFvZTCnPzxVXS3GsxARMSTMJwIYEpiE6DG8BMY3CIfjXntxa35tPjffcyU0sqpWvUufjNd87UEI/qyTPdrFafWzxioLLBdY9TTx8sBtp8M/tuub5aNL6puEZenSs5Be39JW0oDWnS41tKlWyVrSIfRWu4ai7yb9xaFn0PS61g3OVOcQOwyaBwVYo3rIws19btYMH4vFwwK09sLKIA//oO9rP39eOSXb/1ZPzGE5A6ByOSDcLZ//a9iWj09//PrgRAjR8kY1UATCWqjeSDqZQYgCF7V2vN4VYXcLUKup7sBDURECCP3L5jmLGwllT+Uw13VpESKARl0TROPnbxT5n9lIfztKvFw3u83EqIZDEBtbBQtZ48tHG++o9Qir7PV+ULEiP/+9Dycql/3g8+US2ziyD2Z3G7rPdOkXNw2ZtYasOba/85mtHa36cHQd5fzhLk8vZU+MWO4UDdxW0op6bSTFvJoPwhvH7tJ8Yqdyzm0J/3+wZuFr87n6+QXJ5Zsf/8PQZgBujViQhwA+bbzDauSCcvY0VrAww9EcGvSWQDFD2rtH5yEzPn8AIkAcibU0D3hvMR+FhOlaLQtfnEahxTpoDSCvGs6s1BxhC/HFcNE6vOnzhBWK6lCYeiVWEepNBTex6sH52IohyaFS69y6vfNvaZzTqbm7wZoxJVkX6GAAhXfCpAyslJ9Qq1qlVl0YRM7BCdq7+lbJTdeI+m6Bsm6GEsMdl+ouvRKP047AFKytCCHg533nrvbtn9U3v+brJ7LI7y60ZgIBnb/iacyXD0EIEOK6ep64IzEZoEQv7Yfwx7/R+3cuKYgFPr6BG81PrsMYvtrjHcKzizgMuFTUOWdf2k0ZsX9wIAvJWh8PSuH8Oq7PeXUAHD4pzAwFiO3u+27gIwoztOqfV8DPg8g+/UTjwT7+yHff0HKhVjwdPI3BjYhrW5vbeiYARuVNW08dn96/OD9f2396bFkIMF6V+QwSBnrAUhNi87YxCvH5NAkyxEvHF28EROyTynPMtDkU1qh7QMe/CqvgW14euRVnd59eoEhnISZiDvcIjw/dDOa9AUPPXhSehamH6jlW0gaAYdPafT6Y8ItDd1dDbCpDRNdjx6k6FiOGg4bgutL8CNG8Ziw18MA+kI3Ulq9mUIU8NnZkAcFhzq1ZhPgQUWlI7MEtqCnSCn0QrQ71GsV0A4tXuO12GujhPf/+39LhtPKBsrOQdMg/Lm//0c0QRRK5e7jUaBdOLzLuLg2fZnso1smkq/83ABqmuboQrrM392YVnTHd4u4HffJcWhJq7m3Zl1zadG+Ht93dyzpzIDI4aGuL6hiM/lBgIvSTrcJqhBpW0uvxD18f3B2PS9/NuyMLFZC5ASqa1k3/dqccgOhARMxQQjEIo5pLyl3I/cXxQaV5tN7Xapu6V/1qHBfdl+iIRGtH1mlvzJEG4J/zQF85Da/jdbyO1/E6Xsfr+CeNzySXc3MhHNsTrVvwGelSfTWYO5yGCHk1Pn+genV94sf3tJxleuuaodnTVA9v9wOrLp/4/f9Hmv34LbcPEPV8sjw1zkLPcWECZAa1qztD1DRTLaiFQp3SmfY7W64fivynx05mSIwsPCgn9kFoYodXiEau4zQcAfU0hhNq49wcGTYKT0LfH17wE53uHQ3ErsnXHl3fjktGvVItBHidMystZ2GFZLqhIyA0M8teRioR3OzwtpFW86fSmmOuZkCznmPJhCwe7jehn1zMw9Yp5A+zgQjX3SYkMRO4XtEq1Rms2fuOhFkjSTZSZ1xHXB+2s92abCIau2TZw56oBxISM6KYXQxKKM1G5Y1CT0BxztRxWZ6fNpM1Ws699bd3c8/GF6PYbIXKozckaxnMYHVkHVImq2i28h6yAggP7HV/YcN+h5naTBG6dnvHvaddB/qghqb3TLAFQjcGqxbtDTR/IbAKZP/sv29pjAa7rfKz5m6OIpMQ2tUBmVTdIZxKczEoXCgzugmgyr5d7LXav/3h/N0hnbJMyuaUhJRJmcQr1YKldlWIZCpnWi4+HJ0YkoJ2w8sTIuN07+bydNJf/wXlEQClbMSeDp6GaEtQvYqOxZCFVraKAiBa522fIMi830US6t5czbDxlQxuBgZF1yHC8kK0GRt3oEMwgfjOFTfNxM/Gk9FP1yasbGhmazBPv3HuBmwwU3ynbUFTcfzFGoAP133p04+XllqL/kGw04k6Khy21qsOkMxp1K4H2Rzcw4ASwK6RLuACY2bzjvdTnTHXgPbIWraaWXvrd1kBplqIrWciN0/Mi9NCiq9YDertxDW6iQDMyYFRfDGfmy3Nw5U8HO758nHUgS7z0ArVpR2/jbgsMLvmNSPz8zGc8PZPjKULkVi2qC1eZmz8jDAxW7v9GwbadT2sukqZvhhEiGynQ+LbfkxmjEJPi2WhS3UmZKFmPYP0Ui0ekNMgS/Pz0j6eXzB3+rt/w/4b0kQpr+evXWDiZmny4RSYYxdWsAYk0ThX88WcjcztsrcyEPkbKqtwKdyctPln0fBOfcWQzvDAlltbzT3ghlUb8sWohj8+VVl5QonJYJHTxutS4l817eKxJaJm8Wh8lg6K26JBiUKjHyqsaF8PtoxipuNPrQljMVdqfPlITx/s/ABm/uYXnk92fOea5eEfqM5UnnatwWy++vnBlkLnT6iLvP2FDTNdE+eDS5LhTfQPqc2oRvMeQWMvAAAgAElEQVQD19IfjLZEBjeshg/xLjZ6l/l+6EYA8fCH5MwBJzawhOuzToVy7gLduEkQQgPXFkyW/SZwO3xrZNt7NHw9g/MIN5L8HPldZ8+n0NR2kTdxl9g6eiTm10My3AS1QpJQXfoLkqW3nRdzZcpC8RYJ0l/E4HrrJvN4IRp7MXp/boNmR6Z0iNAzOd6X5u4YMsnUZ0yslbqKnTIDm5OxWwXvZs1xnVO7IiiNxLSUgdl0ZOLe7LIKZVhJ5dLNttvSu3zh9m1GVsD7fKGDYGJv4C2fN5hOzgoGkKNJ7qIq67oDhDeGEAe0QfPVnz7sX/y69KjuWLa4WzuHhHeuTuSlAegr1GyI1wBWH1ZhykSntF9x8vyA+cElZ+KYxppGsuqaPWsQ2ebVl7C4CW1+0u7rmej+tQlkVEcVIbpWVyY0N0dmclYE9FnOtFyDMuJpWmSMKIHSfGkOvUv5jQELdsp9Oz/U97+DNcoj5VF++VuUmVh8uqAVTxPZebDqaWycZX39JKbw3l/M40KVfQYzmLv9qDAiWnqrFQBwj5zorX5f00aef52e4YbdleEoOGXJZCDeCGvNfVt8I7k0aJursQSwoirxWZaXsaG3o2gW3Ahr0auQrieshupdDLw0NOpUjPhQUb4UocueiYg5fVwAWHzALMQ0SB7jI9NqUtIaiAYIGvVF4Fqtzr7Y4vC5+lztx3N993UUIvNmXAjiwN0MqIY480sNtCIr0XR8F9a3vfcO0HJGZUgm4v2ihyjsUCN5vJv0CPd4Dt52U+FmrLfeG1jPyrc9zNenT6jxMEZf3RrcyIzmGcAdC9zup1MFKyE4McU8L9QMpVlrUKZT1qPspUQCfLynw8nTwTejoHhx9HpQYZXn56gRAK45vEdZKAtRKyDcp52Td6efLbfqzZFYidCsORCJTptCNcZyQ9F7doPogB1262Vf4UJadykxCQlwD/ivIyNxaZlg7t3QaHUg3bkmu1fqdbyO1/E6XsfreB2v44txE1gFAKsnl+GxtClxjta91buszX2iBsCGoyxnzkPf6gGwyvMSBiYUPZyvBo8TWChlvv/OdWx5csmQHKADE3pWmIyKK4ghasMpTsxZbHwTdLZz3Vfl/XCp788Va65XYmpGVUiZRKiYC3HOByrnAQVh9GTNJQ0hrKpFAbgdyqf9K/XT30pSbPbgbp4nZyXvVwCrs7pN97010gpqAaRX06oA4kPtjPD8ITX3qAqFqTYPyxliJCahnr0kMGFk4UmxeXEEA/SY6CvFJZKXX+ET5ggRXWv5UNDpSJfzs/lmPmzoUgKeUQOrALKOuxxpZ3HJdatBkzbza7G5eqTdM8kg5Jx11AZmArVCoU3Y+NjhQrPbwyaGVWGFWfSctiZhTIYwZYv+vW/sIVJWJTe36pIbZ5v31Rl8/cTXB9ehSwrdBBDmaDDfDVzNSwuiNYRIFbLJkxBOLC+mbfXPyNpjAD1BNO5C78mRApiUFYaV7BlMZPMuX46gpmVflYcPlyUJDaLCscelUs0dg1LkA7V0N60NqEgsJKtkdSAeuDPhXTT5XpPWzecrrJFmL1dy9zy4jj4cbbovlJt7JW8VzVuAR9PUd6gEjMohawpfna/H02Khz9yYjMKxBfeb7wArLBmyzG6GQ9j0MvHhvj7+Y8V5sUf3YrU2j1ZtiNByaMWF4uCN+35NiYTAQoNwKADz7qITxy8m2PSTHls3gzfr7NNmrkK++gi598/VegolAs54gUPbKXJBW1OvcOPzQ7+V9Tosc/cdijslKTzlPB+h7PmwBW28O+ieuRMVQ2mWWMwxCoQgQs3cQVOiSYjoCjMslecHT4cQIvUpLTmUBS/CE+7RgqXyCMkbOEurVjkW4ZufN6yxXnDDUpAyWKnOu/DEudpjaYPeWkfypCw6hm52MVwWm2vvlEdvdW6+NANwXlpiZsY872NP9vDBflY+3CEPkfLaBRGhyNUMYtfRiSJ7KJIXm8PNi/nSPIma48ML/HrECy7EB1910fq12vL8DM3Q4LpifkJUmm0thy+GMr4dZZvwWJ+gzXit+/Cuj01Mla1h1tYGnqxQYz/s7d9onbhJGfUdFzQ4VN0AsGhGQ8jWiT11nS65oTzKg/XsxM4B3vkA7Yc/2scf+f4dWWvTvevg+UC10HINPjbMfDgJceBGbboPtgHi6TIkhlh5Q7arVj9l/naUuAfNeu/lWr2aDdKtQ0W46JGBgZrr2NablJl4yOEheM5vdm+tTffGiGqja28kd6M30d6v64mxnYQReiQAt4YEct7pkJM7rPLlI7OqpDQcrtUu1U+ZaTU6LM0XQzULKLc0B1pbk6WiZ9Ucl/qCZpQ4en1rj3pEHp3FhhO1Yzjf+XRv3ZrQqJYIQX4GHcsZVnfF9heTnwsAuzYTIiGMykwYNCoGipV3YKflqqtyaUsYfwYUiHdVczw/8fzUUZ4AhqyFq0H8lhCnPFGZnYitsaTPHDUAqleuZX9hAD4ef/UmvwXgDjFCPFfrKyp8COK0qqG0FlqAeLfZ2hokwuPywl9gjWRLagWGXveshOe2tpo3L4R46FJb3SzaEuSPQ9sVVlH4tTX3TCQUwDn318z8ScOStrTnxm8+AHDW8B5t7iyTAZX35g4LpUTjNzwdaTzacNedJHQEcSYDrKn66r0YC9wp8SJ9DSpGmQy6byMdDu41DAHjFhCJdDfPwDSiYr7NervVSrhHhNv+urw661F2r+t7rbmHOYTBS3MmXKsLd+BAVtIDUyNCNSfQ9QWE4sPcxJo7onXc3Ank8GqgcD+EY9WTd4iGQYSgJa0fina9bgNmHaQbjW/6gpjYLgnHd59pZWPCtxooc6yf4fmYCF+XhNSWwa5ZM7XZJYc099I8WCMEL0TF85hYYa1rdEtna4We2W2RUbFvxwl48Lo8HboZRmwSbhSSW4Tj+hsW6i1arpSbE4WP8O5edBS+H6VZr+BjefB4C5CW2t+UwQYSIoaLEBGUw+W2t/rzC9IYqMKa1wXl2m+/JmIBC6xxyt6aj6e+YwzvCkmhoZh0dB2oNpf0ds+DnAinlYqhTEG9uvVLaGvWa5ycrlY3AR450NwCuNzFEWhNDA+uX2K6XZ5CuL79RV9FFtz9MhDYd2nORLeciRtOA1Pz/u+lcfURgC1+yjmTNfMGEaYrH07HAyR7Gujykecn6BjMA5vuYTUgnK8H//l/Sf/if0K9LhFREdssN88HT2MEswIAK9Wri0KyhMsTMayLTwpSXZO/vxjVMDfPQpOyMvVg9bCQamZTZLpr6NCaK0ceGqE6AVgM12rC9PSC0zBYPWnYtjxbwxJFlwKbK374I+kAs5CwAwCzscKtcW6n778+djwzUUg1cGmb6al3tl2DMqbEqVNaIOylOa8zLKQ1L6DeALHliSRReUJaZZ9WwxcErN0goVUTMCu10u9LeCewBhL/me/ozZho+UYrJD8nMdrSnfDXojUzAHJRWq5EFRFNTuzrC973TAj6zc3HdnjbVtvmkAYFXSjK5Evzag7NBLD2Orpbd1inEUkaQPudhjufT1wjiKEzaaIwJwKxDifgGRBtRlgruSworXsT4QWTjFg3QRwBK2ANhloIuCtpc49VAMgNaIszaRaCDDENjD0lIuBpzypAGN8fc5fsM41KBCzmB6UwGg/XdjC7jt1z5SoAPB+0XVPw0YidSG2v01CX6DE4C1j4/DNStune81SgtXlzDj5WuNve0rhu9y5YEzu/GFk4rba4WNesqKJkjeOLG72Sa4DOvaWQii0WnYZdnmjfpqO/QdeVH32hwLrjryunGGuN0rtBtSzpsJjbuE9Y+eVRNWnzZyFl/JnL4rTqNptBpZcj20er5mnFlTeF59eDbgwKZqMsivFNbKMpbFE2zzS3RqrtGi+tAKcX87k6gNl858VIhFb7X7bOiIwCCN1bxSLXJjEJk8SVf3xPrYA4TKylFbJKlx1ns3p8t/zyv3BWnh+3jOx283m3SkwIm6dWP7WVGln8cxuPm6GMZjhlVovz6Y8w3IQ4u9l0n4VbN1HGqLQ0n5RjzlybMejarL7QSKK7d/TLP0VsZYHIJfksiDJNPY9GFJKDNBMrD8V9YTTHx6/VruunZur8U/NIYHFb62+s/ZP4t2+hrVMNCHBHMb/MdnkhXoEI7s5AWx8TQ19Co0zZ/iIRBHTj7xQUH9tqiG28chpex+t4Ha/jdbyO1/FPGjeBVbYoU8hsqkV5jsScvZDZCMAMzqkVKgvcuDy6jj3LZ3xraVhkfCwGwPZcPkDUCerzg+cjtSX0XXR98DT4cAo1mjc3Gib2Z5tSIHsJWCRZo+W8m2V3THxIfEwcNVp10tgfS+pbXqsoZ3a3PAkxLQVACPMa6WDXPGS43b+wn3hI39g0RnW24TsULkCizkq1eLgHbg6jbj06aoXtxeu+6V5kCEkOfWAWCoVVzx+ybtBRzS+LHRNfG+bqQW+O9mkEnFyqNfc9oi5Bsklu6dDMh95uAROuzUchRFPBLJ1/7JilZGqF5qcOarSCWu38iXZNG9ek+bruMysSWjcKiwJ5psBQlPUOkUyTJ9xcTAPg+wR7hKdT+OkyRY1fvZszEpA5UFiEk3Hs9yalgz6bfRHQ6vWFozcK8901a86765Q2zvUmIM5W+Dxx15FG9xgAE53SXhXuzk8/oswYpoCB+fKR6tWJbbrPOmqegobtkm0ViC7mTBTeurEVbu63vmzbEKIs1KUcRAEPZaJLcwbJ8fu+aV61A7Lu6R1YSGQY83bWumPuRPe/kL/6b7H2Xetwx+UJks80zIttKP7j0gj0ZuBD4hHdtQZAaWCiS3VzLLu7FP8sHWe73Uy9sbz55vbPe9OKjTsrTOq1t5i+Pn9rYZwHZpfNoxoEUDmD2UPvIwo3VIMoyoYqurOoV2XuB/lqTNSGFHaHlw5cAs46SIcOV5tatxVU7mFVN5tsZQyyc3HcMVef4ZtSNFCnqws3J1LYumt3o3JOAfwTu46JYY4xNOfEw57tm7HO6QQgM4ohA2Q1iwKkhKr99AJBKM3BpKzXw/cZFUA8771JMH3z9flLeQyD9vB/JGYiFmKA0Sq5Pd9byR1CXfu424a++QuSOWBSfoszClwzWG042ZpjHE4Bl4slXvu1hku1DbMflEpzd2/u5QXsyY7ftbtfbGfSzY6fJfcJVqk2uFFT+FNi0TT2HkkkFLrB7RvbCQeGu/z0t90YV7oZl986TsYITIrFNT+aihATCdEKW9Ap0zHvdZEihaCcXXRgyOP7W/3/+udWqpM73GD1OVmXdVyxpHzDdnouGhZoaRauAEn6RDegcdb5E5cntApR1OJpjDxGG++AO56fbDjOLrQ1Eveuv3OKOIY478WfnyVhKrVnuAXsvfBBmEtz8XBSS5LSwI5WbLrfBc9GskmZwlmTADisJ3dTq57GzpuT9OzkFRQNQIlDsA6ruhf0B+BEZWjulEFM5Qo3Dw8JYlouxNrDzQAnbg44mlE00iNqQ4iFYC84AX9sWpcGIFRYAJTpabFRKAtxpGjWK9WCCwCcmANUdk5kDQ6X9FbqG1rKVymXjeX9pU1KcWcW63VhmBBUI2UZVQnd963zOgGae+ppoPKo1126U3EOH71Yp0IVTUBHLgloFeBua9ENZZ9D0lez5yuIdwkrvDYz+0vTaki34dB1iRmVzZG5u0oDaI6Vete/85KdKF8/8flDD6IlhkSC6GJ5YiCFyEoHsuYpYi/G/jJgao7SLLrNy+7UZ6nf/VVMsEYaiFu43nbKCFDBRllWl0nqmLoLUbi+K4eUbuf46u0/k0+9t5wnlxwhnNkXcsNiHUEDEpCXC9zs7pdxwTUfYJVKCZ/szhH5fHie6rd/ts3tS/Ump6V5Ng/6XhYSwv2QIqpAvAK4rw9OBM1Bvjt5c6KEnYdrWtO0N1g3QNLur3y7Q7BKrcI51qLuu+fGxNQWZ9lfeogiIRRuFBpg7+ttuKSDFWLYSKZmnbqErtoFADe+7lOkeT4jJxB3V75gNHfqWUc9wto1aqAo8bc4x60vvctyDWJQYDe3Fu+jELVCS4mwmI141CkSbvT/s/duPZYkyZnYZ2buHhHnklnZ1TXdPT0zHJKjXZLSEiAILQRouY8SpD+gp/11+gUC9CAJ+yBIworAYklKWuyClyU55Mx09/SlOqvynBPh4W6mB/OIk90ZqaXe0zEYZFdXxzkZ4eFubt8tn0mLaDWJ2h3IVLeWTbbazQ/OPUwSoAxir1nRSnDyL1ytClE1FSJhzeC4pI/Cj2RbK2dNh3n/RqC2UMVXJMUROv/HCjYDwbfMxZnAF3oOgynVvLkyFIV2B1p+ZUgQYuGAmmkedyHd9sFYmoxQ7bbjrDYWc1ON6kyMZxBpAJp2pBVmDsFfWUEL985CKhTcQcGcKGOkZswkhKytpP7SNsKBDfh5/GES7sJC7OUVqyJ/rVZtrW/eRxt99XNsF2X0PT6cv3l6/az46lKFulpRzTh+7Epm7wj4WHN53BGygYm2hDSZLlYZ16LksbmTE4Kotr0c52JDRFWDHHh3JMJAlbTwuy/k67+zMkuI6Abd3VEa+jry6eu+v+HLfagb5zn76z/Dn31sZQ4f/YR2h+ikU4m6f01ao0SYzumQjVPahZohyd1SoxVbwoEs9PkZws0Xo334MDvJcyw2REpMwn0UUjMUJEmpC877JS1ubO58Y9Jq0hh/ZbNNAkzcJyHf2HxP5fE9OBjDtxO+3Ft/LNJjMfBRIJEnIEOXPNZN5JII+8gNfWR7yPqQ63muTNQHZqIozDQE3g09CzUncHr01ANTrsqB6lZgVZjHj+dfm/V+wG166Bq029eYRDPVQtMEU+bgQT6+01CdEfrWrfEks63DaMvjIM3KAIpaXnJAIndJiASXogkcGWRKWqjOLVfX+0DzCF/EtzgTWa0acm1ZvSzJXcwXsfgI4uh2yACVqXGRavHDIkwtdNCSxw1nLQDl9ofl7seOQVa78o/crd39zdSPdNWnU2WiLhAABtwAJzLtNulUZr7cWOw9p4qIs3GlLhcD2Axq1cu4as3eFcDOyaTe+6iZ5mmTCJkhf6c3SXiIJKAdtRlMpqjFI8faCUkLzSNpBb4gLVRmHW4XKxTfeza+Pr37Nf/Z/wyAhj2FGF995Ku/7u60P7rF8qymgKllsyShB07pBt4B4isNZdNp+DzrF+diy1vTPMLNpGX5QK2ZGVQjIJqBrteJZpjVksQktMl2mpROsw6B/UwJgGhV7EQGoAjSQ7C6zAkBcg25cDuHqb/bmjv4le3ChYXhShciRLaqcFJws7RfyBOJSQ2eULHWDU5q2aY0mO3zOz8CRn9xSjvzNToqcdNqrSdIYtdwAYApAVxG48B1rk8+xEi80+D3PBAxoS7dwaJIAiNKLiSBAssaWLLJbu3XWuix9XDju8+7v/ljYkE3NAY92v5H7idGbJKiH+T8oKLleqhbzJ0AbBJi1q8a0JoNa9CPSvKNXKt5X3Yl9FWzqehYba6NDHh6hiQtf/XH9PAGTrZOfXMricnXE0sH4yUZOw5U596dhNiNJUIXA4Cp2m23ua2QszhztT6QGuaFmhYYY9G1TQW0bPSqySwSUbVYFcDOn9eXvMHf93/F/uoZEcEUFTZWs7JSiZt/gweJBaHF/alWRTXkKtX0fbnOnBdOw8t4GS/jZbyMl/Ey/kHjcWBVaxL29WIhTSa7yH5ESCg8nbwq1G5fbz9R94rWUrqbqRoREDp5dYiMurtzYe73Bv3sD/EH/w0BZW3iaYGkrOh0NOJMyQ+nxQic0PCRYCQdrB2SyjTM42YT8pj4VS/OtXYbrMBIwt7qIS2kubUcQ8ICWLizrxC4jEo8b4vC2jhblBCJqFsjxWomXbzMALrcJ/3a48h0uAsSPAHHj3c9APdOfjJ0Od3edqyGTuhVL/44XBTqnnTRA2nmUeOOHY7lpt0w7jvLUOUy1SfwRIn9l+kHUahKi2F07F8zzCqR9CFQ7Fdc2RxClKi880CsaiYUarWypSdn0zifab50LgYDOpehMqNkox7APiY3fvanoN3eJLEDLtwOflTLJnaZoLGOwXskRK4/zK3TBukTTCu4MooadUN7OJ5t7T8bCky37CyxHGLWUC5XNveMWZEYHRvMKoXWjL2eeKxJ5K26tei2nSiRDrctuU4LISOkrmQQ7+tsLFQmSDImuK+oFndNoKoo2dXh3jDYnPkJ5cdpojobDVA17LCYeDrEm9UkUWRcioV9y6RRg2huUJ13j56I+Nsvuf8Av/vPHFL142CllhMrmjtTmqdBm+TYSfXY/9bOJpMEItfOqKo8824Fprte/Adb0sgWh8fv+93WR394bdtikQLRxv3pMN8mbhJBZzCY5kXA5y7O/t85sM3ApdpjE45pOZ5ufv8fXf6+097pU62/JcFP1ZQfoOpdnJYHVrKlPdwbxhSqFp1xNQ+60aBV0Fs5msFnrltQx6bVyddmEjGN7wDQfEFrFhbwEkqpClKwbMp7vKlTF0PNSzFv6Xk86ftsAC4FQjREV+gMgSlFbvO5zjRfLA6bb265+Xj6zf/Cf/aYAn0mes373H76XeV/1+so6lYnQ81Os7pTMiB11sgiRLKIR9zkdxfZ6UZjtTVX2u1w/KODbUu39Kd/YJ/+0G1/AVzVoW4aHRIAtwaoZhaaFQTqqpqpAGa1ry6bL5d9c6l+yj/PV4wAQOQmi1sBINfmyCINW98m74be9eHnT64eyD4JeZWwAjASXXhj4q/PgkQbcYNCFkIGACpZ94dq2D3yun2kbwH81+uZqeSeW1475RPMY7AiAD6/5fNb/fs/B8DHV6Hfd7tX9fAh1dkJL3L+Blv7Il/eyre/IC26u2uQpCQqYx93qJmA3XQyFoRE84Sam9OOJKrZnWQQUu1vZt3W3nz+UHbfjB/uIpY24C4yk7FQrnYp3IUupj7OZ3AoKYlmr4Ri6Eya/i0RP+cX282nXh/W6eJNMLLFawjwV9RNq0iLL6yB4I0yXeDqkjbALV70ge+qv6L6kPXLtixSH1xaRgACg6kPsxbrUVGLJelBoIqKHoQLUniCHIcyfajv2pKxwJ+wZjLB0wlZqYyekkxal/UooxRoReoA2MM9HW7juCGsmsHfoo/dsGILQpQplAqRFECRSYAKDs4y0UrzhTzqwmW6Tr3ZTFkEwGKhd9GjAJUTE/yvNk32kkyYwpXj2V44LaTFmMlyLu83L+80FEILKpzVmJBrKwKqOoOsABCG2437UyPiUqsCkQuAd9MWOmoaP/93Jsm6vRtUaOyRdp4zktUuunf6QqdUxzpVEKWoJBR2qReCQL31Wrvj08s/VP5fv9C7oY8XChwOcxkCE6lQkmoD1YGZ8onKdABMIk/vtTtS7EE8c1JDMUtCD1UzbRVV3/xS//X/qNMFAO9v0k9/14gaPNEdrTuc0HkW60rejMA7S/NkfbBZWz7vc6qwS9GvztVghKuiUhfbg9Ul2pVsWEwUVj/8XM3gNk3YdEj6YuK/+jYPITBByFycG9kc8nCnBEZjmwJQ2FRs9d/1+SBEz2VP/F3/Y4mp6mKVIwagVlym2oc3c1Um0mq12FxNKNUHEyJmt/Yn5lkVUeiXeYuF2tCN5iiwbiFZwZwCAVws7YyY+iMAZ/ISGs7iGdCqVgoeCnVPbg/BOjZYDVAvf0MIQ6B54Ve2jaRmKpny5GAulkiahi+wwGW9T4Y8fNV/9n/7it3FnbHAQ7GX/FhaZJbUWHgVLnVe6D7rkitbnIm5YirWBYpedLr3nRWodqZGbJKS0GnWTM3eoIWVVHPzG9+nH5sXfWf8+//dvn5NqW9HEWZOPS/HEgudEQcOrShsqTddc9Hga5L4L3abRQndduJFQ1jc4bw0dcIZHgksfVFyIrMtJgqRaTarhnmrHKxG76hXwCrGrJEJqD6r/RMjE1GAH5v9Cy1EyEVEGkhL1CJ2fbgv8MTLeBkv42W8jJfxMv5B4xE88dmfH375p/X1bwDIu9de0eRqa4PaNR0lHfjwhn7wj2Cqpt6QHKlDhOxej0WHVz/GVpbgfPxkevOP4Ez4hcIDvgPgYrPL7hr75ie5ZDm8/QWIoUrTA4ipO9Bwu9km/Mlt+sev+zWkK85nF1DR5QLigQONZ+8B4PS1rGUgBwupWRgRU51308ZJGu750w0AeLx3YUyDbJJLBeFtdskP2h0RUkBx2qYX7N72CQA/o85wfxtv3N2k8NFu6R1h6Q2wePPQI/JcCvHYQczPBH3YsJHG0uJ2xi+AOe5cmzqrId66VFW0GSzC1D0uXYXoxCL/9LnfElYR9tHNK239wLgS+ub3/lBF6/X0IMlPGOPuDZZ2tD3j3EVlonyO/tQMwsGa88zVLm2s5uVz+0qLX5BRIAkGICXdygTCwjbyM717ivltPwR2BqL1XbOdcWfM9rUWVa0pmWm3/1W3+XCpfPhbK8+r/YfEDHjU3i5cTSHXqe1JobF5wLUT+GaD/xDpn356XB0SE2kBj0VztVrsQgSYYVAeAPRC6XDshFwoETRTyX2ZTOIdkDZtpD/+Wf3n/8I//T5rc5qvlqtRBZ+ruxyeZwSmfaRcbQAIGCKbwRMsc7Uk26q5m04+2ofHvdn1F3n0hBabdiwvBdozAjHMOJ+hhbY+4aOQf3YEaDmzLqM88gozsw7zei5E73/Nj37acIS0HYR4k/i4i36dFcIYhKp9B0BpxlRrV3JBVfzio/R/e9jukK8u17JQROvSUKkGUHBcwX0/H4M4aBPM+yhIsiETqKCLEkM6B24AR/rcCFXN+sCnWSPHKhGy74RCHZ1xbIulqbddN6PsQGzpYLEDYHHXNH5breLmDwu05L8FSljdoXVLt7WL/MEgAALUiLiMFvr23Di4jXSu6l3eana6KoFtCFwVRpirTs95+v3uH+HHP8Z8cSW2N3K8QwS0DC3X5X7v+6+tFACTyaaDOhFeJaymQ6AAACAASURBVOCxbfaj+7GAzITl4x5f1umiVEuIOyZs8iwNGBdPzFKt6pWSjOap2iiQWLxKhYgpNmFjASDVTC2cHhEhH6knPvnH849+Hxz4cp/G+7m/FcJMYFCuWg1nQxLaifH5Xt59pt/+mvs9hiOA/vVPKV9oPsfuSMU24874L/9Y/lUPgEKkkOTNp3r7EQAd7lz45AsZqfr+zdN7mFrsUAuvfsam8oxPQ4DuI5NpBV2KPljf5Cv9wc0MEG4995KWLUqgk5IQhRAy97mqBPo2bAuroJnPIwB3ZQBxPXy41hwNRuFQKAALZmzaaTYO7pTsQPX2xU3T5a3PHk3DVONYmxiyC5REYLiMVZh6ochQIzcf9b+2WhHkaqfZnjYhR+l+MfdJBgFMIUShqHOJq1kn5PtT4YRmQ8mgIJEGNgB1aWHtxMIWbJyruTbE9aKBaWAz4lwtCRW5qYtdt98cZw941ELCosx0ycbW7aF5pOk9mRoH11kACBJontp65HVhGUHN4bt1OJlXU06o2vSwefu7z/7t0J0corK40zQ8lkprf3QowdvvM+1chCbU3ugmlik4bSOjJvefG1ETspta6CwkXeSXTaxlzW3CVRvJU7GBFV+Els2I1Pus/9NfffPhLh1TiELHToAKoBdOQofUmDHuEwBAmO6zmgUiFCWhnaSd8wnqJjz067+R/+2/R4iU+g+GPX/4qYP0urvTtMdiTNKejk4oBdgdpLWv/e0IgaFrtsN3Hy6aTTKWVM921xpY4KhtnKs5vuZG5k4DihKqQo2MDhBsB5cAq9AGpo4bOqAbGbOSC/pHBCEY2Bu97g4phKlSValmX5Vt7Oxh1tNpboq1Zj6Nr9UuxYThmIsaqpXmTEpI4gs41JiJAUjR0xZ8Y9ZgHe9Ru4W8VyeXYn2zlzb/C2vA9xoK6uwEIcrVzsX2TzZrWQy5K4iXyqZWy2q1NfPb8/BywZYZTvPikR+SSSr0zJtbM779nEME4AKK6/7XEN4W6AD/9HW2+8rgCCYAU97aVsaib8dqhmPHveBKp3MVN5Asp5geZnU38V3kqnYp5uYNWKgq+RkzV3n3WfiWroozYI3mMSJaWD5kof0KEuDCrhV5Me0WvdvTMSkBItZSRVoAkz3KL21WJV76NHuGqlwtCSFKnIsWxWmLMqGGqairkNBA8BawEJmuaZkeoNogV3IszKdQc0kh6h/pwq5rXKoXHt9rt0fN8/7N+6xJaCwapVnWkIt8pgyg7l/j+FE1pXy27mDEurt7mG+PXFDyJl2LfvsP+Q/+azgDjoNqgaRLNQCDEK06Yw6cL5ZSvfkEQDHEOp6pS0K5WmAS6GahmpXGan76A5Bk1WuZ34UkFAgwpemB6swSSWvDprR0oePuxk/Mm0/XuoORYrFeb7Jd16rFbp3ogZpsz5cbkV4NzFADQjCz8oSl+N3nXHg6dd1eJUKIAbenndWi0FztQe0AntUuSwnpq49DsM8Bcx3qj+K4cnlgMIqoZQ9YfwMANcNCrFlDv+PaHJyM6eEeknxda6e6reFOvVWbU0hkqiAx7YShRYCghebFZ4KZOTiHy13l/dYBoBq2J4/zEtwF2Q0qnO1VyyoBLZy8PTar+fvW8jgWDhEI8zMPt77+aXn1o2a8gSU6S1Ku7fhoC9HB/9+TynNtjY1VqLzpowDievyB92zckOpSDQY2M+a5GgOnWdcQJjVLwt51yNUCsxE75Fy3Anz7IL/z4aELrjEmd8hYXY1Ps5phF9njzlEzzeWuziijT+Nm/m1sod/uBUgAM4XIx1d893HjQh4/Gvu7XLVUrKsMVSTpu/oAoJAn91CSAICBh8p1S09bVO+nCrSFVRb3glVa7RkN69/31GAGXGzOwe8Sxe3cEowyvC8AQouSsrq6Q41VffXEYuzfCRv7Z9Fye9nn1fst/xwAu8AxiX/PXI0ZRAhMSeA20kLXVVuWrZ1ABvgjczrO5srDsNdhborKhasrBLGVp9liFIC27nuBuBYTPhMuRcPm3QESKXkxvdhddGnXsSImNBEyeY1lHJolue+UTm6YJwCxls02ksXePvjUQrqW8lh2dK3NBkMXHyTAmv+Bx09fhZfQZXH53pcP9KYnvtzjUix0NF/a4rxY1Gt/Uw1DYN84LtWY6LbjasbezCDM1Q6bbB6g3nxSbz5Z+M7qnAy/V3CRp98WIC99wZYSAl4cvq0qzmWT7WT7b3/uzk7rIwZ84Ufwzsryhx2Wza0Wp505i65Lw8QxbjUhA+O2F59dF7LV5tzbUavluQfolEVs7G7rTvdZL3V69P1fOA0v42W8jJfxMl7Gy/gHjWunoYZBd3cG6OENDEQtwClXG7n1wJN0sevj9E4uF7z9Fe0OAKzOursj06NopSTPFPzy7vPw9u+MhfavvYS07rgDwAxvHC64zkN6JQRUc+uuXINwdWT0NOtzfZ5T0YesXsW7728Q6oV3kd3lqlVNxHN3AyejAp7R5dB+niqAL8/bnIMzdWnXu26iZUKmAUtLbVHTwUKvBkJzBCJtZN2iCOwBZZt9MNL+OJn4F3uYNNfymN7RBwLQCe0jcxl7wpGbAgWLcexkvIs8hI0IWSoTT++v3T9VAkirpsHrfbhFErfIVwCQZKFz60+4b5KpdYdNay0CBrbKDVVdjFrZDOoaOgkSerVb0dzkqfm8Hi+winw4bAq3LsMHD4cfmkFT68TCG8ihi0xBMySRoaMKQ6zZ7RcbkGEKY4/Xm+ZtWNpCV9KhTZJlHq6SvyWbyqVQpIYMdaKPn4n9+BiYNut9mMr9r3S4tThECQB2dYlqoxCoGgcicUYFgAp2rKcP3FE1Cg1iBHgLmGNCFE+/BRnc7Q5AYCSRhELzSFN1zy5Xt+pwCztSzRp6NYgozSNq3m7vl0ypp5Ds9L5eTvLRj5EnAYbpoY+99UcXtuQKNctVi+y7BbLB0pxXwy5say7J3bGWnD3v5awi5PZ3qNHIiVDKVZHhM8GFD556/HQM+d2Nnv1BrKl4fp8HpdzsDltE3HmuLal1MSNfA6+/eUY9ccs5pa7xIYK1Hzg8LCc173B4hGYSELDKmBWo1XzybF7ciEbqoEgCMg01Q5Xmi3hyvRNuHFAvubkbcbDYzdIDNKtBLddnc7dh1elirY+oheez+j/WYiHxPPJin9ykvyta76APB5pO8H7A08uHzvqblQHg6lCYrd6jxoFIzfsKjzJ1r8wVj+ZC2XSEzMW+zVC+kUBMgBx84s3Yu5dlmnUs5s5IQuZixYesnl2eq0VGVnt/3tYby7vP5GBOhmudD16QCBZLO3BwMke3MBLokdGtEZPWwiHxxvncgP8QP/UNSEAC8rYxOXwAUjPYNXaSG0CXJEBi6ysLU1hehKfXp2U1Tksbb5Erkyww/2ptzoBDctQ6TMCSfb3flFwKgS/3JpEvb8M8xf1raDEeLAa+fONpEYZIeab8QPlBx5ONJ9odCZBvf2lpx+N7TxP4LqGjjfvDp7/+8J94B89/BzOPe26OnqdZ52pdIDX1f7tiTkx4yOruXXjUV3k81PCQ1W8NETmC5RlfFTRVc0yO5il0exAHFDcSMARI6KgiMLTc77bhg10582XSNFxRN1XPU0fNFhIWWGvJqsbgNLpaTAK4gb7DRj4tyGr4+m/FqxAOx+5oQ2MgVrAQKJ89GpHKuGZbV04AWBIAMu3I6nauOkxS3b8mUyUmb+k3cmW41BXdAAAnSRighiTUJ6Jl8qFmGt95Ysj3xrusP39fq5XLrEzU9jC1WTUy94Ejg4j6QLsYrbrObQfApLX6eyEFLrPqVvcrEA2yZJfks68ppNUNLhsFFWiaeG/rLdQTcIDN7nMgp23CytvC+6lm9UA4Xe5hqYv7rIMUjEZOlEfkAyy6ODN8fdkmQupw2+gvPhm6g8/gsVpVnnL1faULnqBRAQjRu6kKM6BM3pO3aevyTPigF3eoZDQHSRBXg0B5PDVYKl9AjJypZl3yiGWexBa1LTPnLc6HBMujnt4D4GFv5wd9/xZvf03DXm4/tOmk/TFp6bRod1y6qbtuvna8w3x2lTVvTZ6e6l4vFhIkPN7dVmao/1FZFgRc4d7lIGDPlGsAABtuVzkcFmoUAGEWzL2VtiWkAKBQCB775xQNtE1rVtT9NiHpl1MYSM1UzTVsZkaKsvrBuzf/aW5bFwAnnTCwGqcC+PKZfcuByEvzNEzCoNQDKAoEaLKimNX6gQiIQgQkbrmOTp9MQpFxiJiffoKfYSTQPKH5hQQLqXJa63vrDmZKnt8bhwbIltzOG6YWB5ovG4eVK9wQAFhIykFXM+x1IfXxXTKg2wb433St9WY0trDvdtfYl+aCHAhaEBhWj32oEHd69pBoT3SMwYtUYEn5eTrmP/+T/O2HvD+u9vkUIsVEqacQCaB+19DSNHjd05ARFusOvlk8F7tNsN/+6t9wN1itABATOFx5lEtpsig5r/gFANd2OsnJJMZ5y+YAOAQ0Qbu07cltYBZfnLmxAojIrLFMluyJ4FxLU9QSxvvHl30ZL+NlvIyX8TJexsv4j49r7VwMl3SjwK4r1DzF4hx3l6Jp+BAAhV1XzpoGDLf15hN89Ds8naxmAOPuTa5q6a5ZeW9xsHd/8X+8+uMorz+m3ZH6ne5fl9tPXQ8zBIY7ciyxDjC1xRAJaEmGrhF4O1baaqK+lvknN43M4qeTouYJHE5AZQLly9WT0Q2aiBE67Q6VQlUjSttcNmAMO0sdEYGumU1BF1ciDq3h5rbqph2ACqpF065J6VoFt+VrxmH88Gce+AQ/W1QQmTNimFDirqrlYoG7IQVQC4i6FGXCENgFV+WZDi0Azheaz81ASQuZaRqgJXHwm28UCBhaYknjctqCFhhwsagSCm8whm4T/8ZNBFAalQ+RW9NidZlMTsTzChe5aVbbA1PTSGb7Zzrw6av/ED/7t17RUxkt9I09FHrt9q508k57mJZegjcJdbELdO7PsB0fcJPkppOq1tsEwPuQPJ0gDC1+YHQOlPe386MXx6EEv+2vth3mjc9vIYnmM+ULOGi3dzBoH3dX7RaBqmnXvL9IZ6g21StaNke/ZRpYFF+cyi7yUJkI7nLPQMwPnsLlJxVNA80jQgIx55N2R0gwVQDrh1ocNr7+3Q/5D//b1Zanhs65qO9nPc3aC6vZBEuRPG9zFwjAFA9+TJzYuv7WX+RNR87KcQo7ALywHxeiFgAwwQAyDcSg9n65GrMs64waEumOyqYjJPL52vTGVTg3K6Ikd8qrFHz9CVZgoHn0nDbn/VGdQxrC/a+2Hi5+xA+J63qYXh5oC0miRSi7ynqn+lj2tqxlNf+lbEhjnMrtEKczJX1N81vkFyFTkFwb/p6V6m+igz6wPNu01cRTiWM8EpGlrhp2iwYiVwOiFaOwFyMhtnQYizJRCDsmBA628KNJi4XOwgZLl2rmfLLQtxefCz0iEj7uNDQJGPHoTDy7Eh89UWlzYft20vupCtGlqBuCObNVGIRQDUK+oqh3B+sSp+dNbgCRUY22YUsA/+y/0x/9mOdFZc28LolYFgpwqGhpuuvuce18cXqY9Fy22jDgb3/8T1cGNNH3H9DaN/Zl/bElQXv0ackN6TY8A6vh1xcDIoCxKqMq4D1fJt8Tl879MmGCEJbcN+WFa894L4f1ste1zwynWbPahfecDgMRBJ1j58Q0j5RP4MCXsfFg0+CZKJTPXTknp8FzJVPZTBb53T/Kf/QvEmkFe6IV1dzV0pnSWK/LlqRLMSJB0xwCwCGxWBFiaPkB5+35I9eKwf+/t8k4wfECZjLV4baCvSwgukraCAgEYhI8UzIAHdXOJ4z3xvOZFtcBh+chgc9v19/C7f/IlPLJQseLHvxpBCUW5ClAnZm8E6ZlpXNfWA5dZB7mS+v1aUlm2u1TXAyYS9bQt9b0k2ESv+Gje8bZUkJp8zpVAiKLtITidguKNg+wVfPtIdebH8APX4av/tpYOO0c8zOJQ+xNONfWxncTWWpLapeEtP+++Hi5Gd8f5cPfnD/+vdUjwZdmf2NXV1TPCSvx6IvOwG4uslSicOHM2837M1b1RSdTIjTzTepeVbUk7GLF1u9tmT+N0wDPG1zAi+0mJ3F99SM3MIarOolxeOMYkFiBqYtdg+ZVtG3ExIA92uqAGjccUCLjPx3O3hEFQOdLo5ETW3eoHlykC+N9EaxSnZFPaylj3R61XC0oHg+J81JsuUZUbQEZXdgPdNLiudMi0UsMGt+BOEhAbnzvTZOS06z3U12h1nWrWA2kmfxPm6iBIUQBgGmzWAAAdrL6FrKbdoWTGmCwR+/3o48CEwpC1SZXtrRzEozXKK4EGY/b8AHNZwoMTCBurWkiCqlb8tJcFUzEJgmmHQM6ty6vNSoAzZNtwd5Y4OrhkbbCf4d69QP2YqLNE2e3OJJLBhCEUIkCbWR7m1NhYO7Z6hfMtemPGkCs+mhj88UTugYlEisHfsaEI6fjef/xvLj+rM9/kZPwmvG2nigG0haGiQXCIF+ltz7BkMTLSbzqWYg6HVFbXLWHvkKLO8q7iyIWmH8fWahJougZBxfSGi9vjcVfqMcvYwv/A8iUJcVFk2ksLWbaFFos7e+A27S57Nvtwy/xqNZsF39cV/lv6fABoP0RhIpr4YjvInffvT5e9eLL1ysSLIieY3nrL/z4Pw1YtGymAK1V3WMPkUfR2GpM1AsdU9t5qtqlmlmsasQ7HvadEBPk/JbKyJd7X4m02+vuji/3TQSyla4LoL//xeGz/8tqDbtXfmd1d2f9zXo2FUJR61h3slighODP2xdWEJukB90OQvyb9/X4bZ6rRuGmh2YR0mX2N5/aJMqEY2KDJWZXYPpzkthTzcMzREt597mMybVAAK4pz8TW3zRNedecXNcYdb8bVCYvTWgeh8tGhingRuhULXg+Xq5dURsCK3oBpFLOluQmEnVCKVJWM4WaDSGIFdTC9QGAaH56oiCgC+QsGNedrq4y7SCbT45QWugYsJDCPHI+Ndakm9uXEUDKG07MOrwqH/xkpVOtoc+kJUnyGGh3mW2cA2KarmF9Fnc+eYxlc2koxhVcFTHt8CgjeP1hzaVNwjepBSuroSK41Mp5D7bVJgFw84s//UC+RmhBycbB4gBmSwerZGlnHJQpL1rAWc17PACcOeN0ue0+jxlf3lro4ed4LeSnNA5MqAjFLBcVIuVkZnPxFzt2gRCWpYEYWqRsdBpytX/9rotCxxQiY4gDATXsbxInIaqZ86Wpgpckd4uDEaE7WkiUBuzh/8r6DZtqPr/t//5PoJViMokeyB7TgNDrcJv1aq7AjygI1SD9TQNQiY0BHjY39Rupb3ry03+bErZom5eTXEuOIPaSxZoVCnmMOJML3rY33Xe5fnOpS423MjSvnQyX6DtP+QTia251ZSIiNlM1e7fJKAHe9h+n1HlLwJYEDS3W8isINWOxrC5Y8qaBFoLgwbDA8FXZmJy2tLJyJdfrR6HAqxjRT4oQWhZ6LUIspoUSLSfUYhDebMIgaD7kb7F6LpmCQ0o7J8TNioRCWuhyTyVf/XJ8DXQOVjoYy5wOW5dH+vwv+j/5H4bUQ+shJoRILKbVptHGk5WZWPwPwQwWLBmeCBFaLY8AKCTT6trO7w1/fBW2jzwVE7bKnUkXYusxm5oi5tlNlOGn0LHqZbbzjPOswjRXvUzbvQb5y39Fp485RNMKVQrRCSVgIRG3kYak5eQ2W+y+44Uf+hbMsUn4AH29+zQwyiP6y7LGNP6sE4TX16aclcjLuOZn73XA23GLhQp8O1avyvwX90DLltmzJHGvx8iqCOyxyUbkgn83d0K268v1wml4GS/jZbyMl/EyXsY/aHwHnhgCBaZQR5QMDpJ2BFyqkaEaipr7xtB85vNbvf8KqvzqQ5IISQ8x7uNkkmh62K6qiDQOiAuAygHENL4L/Y0fIyrCrJZb1R8BWMWliJAScVUyWNW62l5+b/SBO6GbLsgSJtQJJeHEgGlxDULNS5cpALDK4ODdjrFonixK+voZYZUePtQYbQ1vrOXqyqyF5ksLDOSwYnsWh2Z2RuzaByOed683ry9MZAggDtCpnVyFyAxDJAL6QLPbgAFFm7viubh3G7Ps4co0Tk+TY2geD6fPaZ4stJOihc7Srhg8I854p9T4yy4dlD5pf0PaejxwY2nAtgK3IDEjMCC8GB5PJ+32cDcYhxJColq020NSfRynhiNMgcELdqONQvY867dTDUy5ETjanwfN/q0602bVlQuIWaKFFEyb360bceqz5lT66e/NP/qtlTbcEKilNVcpiCsbuXXJ3Sis9Sf95pQC065scJix2p5KWrGerFZnrdZkRP64yR2ZlvnQ+DF+tmN+/LZ+5+ES7oZwTOJyssgUmJgQNNM4esOcssK0zUxJ7jRFNVcKlYPQM5f2L//u6/LZ36yHwvCjn8FUyqhxYNO0u7vUdjy6FPNQ1p8OuJ+qwf0Qr5m3ZeuUcl/4y9G8depvtzCq1kcNs8KIsxqgrnJ1kzvvEHh7+f+j03Mb8HoQ735XMBbxRRJyspT7JQsTLwaUwHIPqdF0ZrVX/bau6lK1zE064UJNT2hcYFAIUSfEgZzZ45O/dcKshUwS8O83KAHghaTSCRkQrDjK4rbutOJ6huZLBvgaJZKwCO180gad5yednirpXbw1NAcqBohomtUNJQNTJi6advuPIoPLCNVmS2raFJiAc0G24YNXP5Df+D1fJD2DUCW5pozNjIW0fs/NqRkpEpMWKrnhIqa0RYi5G+SjfXD5FZlWcFN+cduzVmWTj1V5N0Sqiijr5TefLcrXn8/lHQ97hEghAqCQqOvBAmY53oHIiCmXqzDHryXJYueAVKVQtiI6CfZ6/AyAA9kN93fbQO+1EwNLb9t9paLDu+5XK06NMuIPk/38yfWZ8KoXN3H3OcmLvm8NyVytwAAQ2yrd5MU6TIiE6bEkODz+gOzMQQ6sFyOWyz3N50MtpFWHW93dZUUFmINJ4t0NidT+lurMl/uDFpoe9PDGb8bW7Z/x7isrWW7GpirhYCw2X0BMHLjmkPZNxuMOXMAxn8EMp7Axo5YpHjavP1ebqrn5pY8kFFgjk8KELDINIaY+LQ8MMHVqQgJCGiAMqx/KNrzCD18JVeebtO+vhawpcSFJJbqTYJv9i75lnUPVnm3skJb+m7+12Gl3tLSLQnnWXA2wqniYzRuSQchKk5W6BMuA06xrVls1e591/2R+Woh1/9qXFVdaU5loep84xNDRdGo0SWlSzGv0nEeMxs4XC+2PmxXhrChqnkegMLOwiylPtrSrDZDItIupmx9gKsRUC5WpPWiHtCRtcqkA3ER9HWvjNFQgJJTcIs5DolpArCmRKeXm2uZKIQeV2zJHzFvYCgAqebW6I21u3+vd8DdqWl48z8pLQkxdbdaTAo5q9p43OAcA+PIWxNrfigSaR+tvBqHCzbrRYLN6BCKNRc+zedswCTFxnVXNgJiELrRBMc7V/vqbSxS67SIzPuhDEPLZjhB3aQeA8plqS/L1I4FX6mJFWtU7GRHK1uSvtXzx9wD48IqPr0hrff9WjncUek2DAQyIcFHLVYWa+vFSmnVm4Fbp2jPZGbPaeVZgqRjo+1OMgSCQ68tDZmAQFkDDCZh+otn4+iSX4qg8CVldNvWxNhtmb9hOxXHMa91BaNpa1zQ+59MwCLPQinrMao7X+ErtIMj73PrAHiDp/ARdCEZO3Pt23gZG3WO7QcYUBNoWLmbKF/87JrHh4m5FLGnlEuVqwhiLnSykJ/m3rPUgahwc9PFvkJjqgnq7GJvLiJw5nzTt1zDl9rmxh3u3bzq41EI1o4zggMqoM1FTCcJqc33wAtCzwuGOh9oQ3jXgm7btf95e6henYmaH5OnqKkyDEGoWDkk4QLNxYBMCCU0LjuYlphCBIMyk2xVh+OFvpY9eg4VCtDKbe5b0K3+ZTVKLRAeg2kjxTjAqmVRNgtj2ngKifPNpUWtZMP4f+r+xRh5ay0o3Flq5kM7RSXHngG7dAl4ZSCiUx+gWO+vN1OKnqRaWQeybrC8LlCd4jbL+Ugis11/hWjQMYoFpqprBRW6JsO85x5vAlFD8+fXje5rPfk7VD+58nTUGn762NOjujvJp0+IDgB5/UH/8+wBUQpF+TX/wIx3lC2nhd58DoDL63qnDLfavsdw+gZJqQtl8t7zToIYuuG8/Ncmyp22hAEZarDKVfPXwJ4YWiwPVFs60TSB3ML4fqMzGQtODpR1CjzJSdvrFQg92ixUPqDWlkj3WpRiC5kxpk7FiHMrrn5ZFJBLYemEhWxw5ADTcqzazT6qw5o2tdojNrCMw3XRcn1qWmpFp67J4cMZw62WTEVN3UC2VAtBiXSJTIFSn6WGxbSlLnNWTEdk6cVN9IsIgBNMcpJo1fwWA5gtNFaZm6v4nTlOimo2PbSpL2u4jLeuR9Td+gEDsFEDohGiiMFerFWZSLZACisRUNLZ1prGuUNN2fMD7eJyln8m8lyCEYhBCBQcrCQrDHt+Nfiho5ySi5uoq6Tjfb14fgEmiMlE+QRLy2RZyRq66ULQao9sxyCGQV/1dbHPAjcieXjkJ//RuSLI4JEQWpqnYadaidmJvvO0lEFUcIkuX4ApsLVCl/LZtNs8gr3T3Uf/7/+VKaFBi6o7zzccWUkYoxYjAZoHpg17SkiJx03GuptZ4fM1neuvO7CK/2QU3z47cXHidveW/0foDES0G4VjJp741Ot1q8zhxKfpI4EJEzW758S4hhF1kMwOoGsaiBhRtR9VZzczyMyRpbxQJNVZEVSSi5YzbmKHu1OslQhLycKCqQMOSDdi2miBArAQX1j+yYAIxqjZvAGAtF6ZqtWJW9ZIFSxyMUy6e3h/Kp/j5v0OeKCZjsXQwoph2rRkZEqxZFyMkXb6AM215eu+CJmjhMm0Go+jh9fzJf+YcIzcOAZZz47a4IgAAIABJREFU/eNvjiW7qy6c5RaLQAjJxRebPchDaoFV3sJJpMXZnxwABCvGwdTcG3BWDAGBSTRXTqGO7WAAymG71VB/+of1kzft+OFNkeULr2ZTHnPzOFeodZ2JjUM1VLVpK9vCHjmGJQlWkMRWv7hHFh6oS0UrTEy2EoQ9tG81zv/+zQcuJpV3BuTJCGIwterTSghMYTWWBqBWgehqCyjybG1KzjjV6+vywml4GS/jZbyMl/EyXsY/aFyLo3Mld1T0/1WzsWgfWA18uQfgQFo9vKF5ZFM5fe2dGZ4v9fgRiOXhq/rqh5in7T5VmeT9r51RHxy/ASBJu70r9Ky/xeIox+M9TPly30j7nmwEgJjyafMwytQMob2iy2qeaZks83Si+QxVzicA2h+dHk9aTaLt7lwb1jj/z4zPdz+52fdzNSbyIMfIRLj15pIBnM8NinOT4NAXsKRdXQxxRVKedd6ykSatfPo6SkRIIum8JO9dinrD1tukQUiIaEknI8KlKAHZxYBmVTEW20yohXMsYs/TCTXLw5dUs0my0HknUGo2SdHU+iMqNPRAy/s2SUZMklZd3/eHGT8yJZ2qBWZv0j7MmiQwgdJBrFA+o6XXNKG2J9h6FmL2ZvHG010KfFMxFSxhslpg6MvFiAgGWxqnpijaCBnazKp1uJ1PX24+3OP0bRpfJe+aMpskISbTqnRRdlJx0USS3HnCWz5q5hQOiZBEavYu3G5e3w9wIEbomu3a+C6GZMQppmII3GIzbfFt5ce5rwBKDkB40l4GUFR/+W48pBCF+iAuSXfNemDqA61wtSyZVQAgyWpGCCtETWXazI/Vbz6b/uJP3YKah728+ZRSL6a6u0v715HpYVZaAipdwAKgE94FZDX/XAD6jJfxWPTLcxFCkvZe+6E8LNHqWBYUXmZ+XYQPq1Jj1mdNIc+zXYqud3XtW/hFmokv00qWampAUDN3AYZAAMXNmdko6MZE3gv0/6pbXHsDoxo6Qa6NDbMGyz1ullS1zcAqNdwXrtr5VxLGEJiA3DwGGsmmqiUJs7qO1IRQzUq1JUcNU7VcrX+yvNX+5v4H/8Qdhf2eFzXv+ggtxCMAjslSblo2Yks7j8S8VBsSFYNuYYt8+ib8+i8kdCDm7tA4Xp496y3xuhjzOHa2tsS9l85soTcg67b6Qw3nWYUIAWYoICEjJln8cgB00IpENUdJBKqGC2IpKtRpMfcHmW27B8n/z7/Er24o9dQNFCKc1sACwMpMh1crEcFC4nzx5dFiD7fOZBEzIzrULTEzmhxGDYfIy3GfFt07AYjcuF+VwsoDc0vHa2wV0JXt63sCONAstBcwrr0Fq+h41RNFRls2Ja1sHiHqN22kdwFvBqHpAQUWkkk6afNjH4fX6+Quasf+RkOyuOPLPZjr8SM32NFuT9OJ6nbKpUm0NJjzBH02LEHSsY5NoVeLt7Lr8aPW9ZpOOtytFAdoOYXj5r5ySHzXi1ONLkXN7buZgKC7u6x33nVffm0FsfnynR1wSd5K2sqnBYA3cU5xh3VD1kJzBrMQu4G0W9VyvizCpxOHDgClXawjTCnXI8uwZaVgLLp/XQyzGhSXorkaE6qhC+Q2zxDyx78L5OpHDT0BqJkWW2sAQ6DyFCBibmCbO/nYQKbmrIKQ/AeLOxrfWdpRvkCL8EW0WOioVAQlLRZ7Wt7D7w/y+U0+YTqh0lIWYXad97SgoSvXCe5SpTATrVY2HcKBrHZWAUSLMYkaN6KIZ9PF2IJc5crxcX1pS20wa1gg91uXB1mh/GDpAFOj4DEiICYKnVBGQ9ynYrmqv2lLCLK70rZ5NdXNrw8ApNVCMAnwgAC7Gh54TZnNFpd49gjpqVq16JAEd70ayhZhMRD98Njvli3HcQ33AvJ9txqCZnLfX39P55HyxWJnxNof10rLtnwg6OPfTn/4XxmRq3Pr/jVpmaUn4Dyrd7/LNROPiuoN8M1YzHwzY9cK8pZPAIC7PvzkJurijVMNkZcH51cEsJQIS4J2Y2+tkIdXKpu7+kd8+qGcCTO0IPQtM930Ko4nAZCNF3m22XfLFP/QIW4XDbfjr9NwgFec2prSkOQ7tBpy1aJwgt5pVi9Hqhmj4RT+gj/kzWARe2VniwnODyizVQJxIAazUr8Amo1U4dUIGGlJQhmLCSMJdcJ4UnRKfrj59m8AXGPlObRoeCw4QuhhSpd7IwrsvtG904YKODH5F9+8Ozrclg9/yw9jS/wjzIxCM9jQ0CUm3w7NFMSTEgSOZDCAen2/no5j4g96oZr5ct/YUa6BBDQNTj77dlIiNQsounT419tLLdbkORvyn/3n8vpgIRoHA1q0x3qGkdAOVG6nPdxeiyFAY+9xQsKU44YklWBvps9bduhD8XJqXRjBodE4ieHmZoCFRKbm1CiJrnqtnNwe7fs333Ce1U+edTE1WW+mn9pW3UD7QyI1AmQar4gHE6aXlMuX8TJexst4GS/jZfz/HdeDS1ZCzRZ7Ht9TnbXnIQQ3PWXCpVgSGtiAIvdf0nTi+aJxcIMgdHsjpsV9ZfOT+PQNf/MLAOgGzw630HFI8J8TNwqhBHDg8X2jwEh0J0pz4omWPV82OxkPWd+O1d0x/fRThbsAJU7QyJzqTDmvtSGcLFOzF4xUMkTjPCbboPMAoHnk96O36/1P/Lfgmj0zyZ1PXFbkeArNF6oZ472XnxZ6ENGm+ZUZtAiHIK1sdy5YL0yEKLRSxwNTMQRiSCItGSG6+ApowodN4ZNWKvk7CXXAolwoVGeq2RbbRMDFN0JO//Suo5sJEmPz+gCZqrkzHc7FhFrQjnATekThTnqW5kUjUKrZiGNtBENnV212MnIxJ/s4G9+FhUKtY9EaGM6onSfUbHHAwrcFvK1kZvbYouTxGHc/+Lr/RM0Sk2mTn/VMYu5uS07ztARSW/PumkrKecs1A/i8f+a8UkYQwyIAmkdXfJApxV4oMDcNhaesOe+dgcCU1oZkLTRPsV42nq3hlOsp17shAGBiYZCRolFZg/fwTF0FIw9fOlxC0wkSm2a4TNYfN9PI8OXP87/5X6DKw55SH15/zPubUKse34Th1vob8+St2Zzn7+zdfWywThLOVWs7Ym5c/n6qX5yLayYjk3csGuHXOd2g1YVGV/9PA/xgBDODkMt2Nq6f080pHCk2gQ8BbEQE1jVL07KamSYhzwh1iMEbs/6hQnSZt2f+X9kHnLuxVCfwLzlV+SFX95uSRwZ8SUjNPPPsUtU1MkVtfkx7+95YAYK085e0zUBJtAB2wJqpWAQAc+zEVZ1TMAcdkuAp+qTp8O7Vb+IKyjSsxEFVYRo8bU6bxZOb0PN4bxwQ+qTFQhdkiVl6MvjbX4W/+j8RIsocQ6SQEEI7pntH1Lm37pVEhFIi0H4mxpwRk7/dvEWx/+JUvjgXgA/dayaa1ZLQIETTA+eLRbXQ7yK/z9UBo6niIetU1aP1znPtA8/VvnnYbu/jb//M8keUeu73zfyt/WLhKpSInSP1jndD4UI/cEhCZEp1ilvAohHd7z7B0j9zdK/ZOTe/UAAggwG1QhjzZGZc1Yh26/tSdb7fch7zRqa3KqshEBTomYRbg0F40bYt7YfAtAYuetvYZ+/qL47HRUPC7JCMdnuqxTgwAC2Bg1jpRRR4KEiS+nQAsRJzPlnoKD84rZTq3Ez1t9Z9G096fg9m7gYyXQEwY/GGrUWuFAwIBO32rYMt3Fox3YHG99ofqZbNRtghsYOCuZqIy6DNzcKS9+k4QJTyhXBpomEAxKTVNSeFE3XJZJsAr91BU6RamojWm1Sm1u1pniz0NfYALO1dkV8WKoM2r1bzFeqdbakKCS0XwCMrW3AGxqoALgAvCjEAXeAk4TIVIfJ+o/9+wiDoWDd8qo3DKAOFXbW29a7ytsAkVkgHRyV4fE81t3rCmdKLFYGFjszoiQkEgNnofYGarl9mJSckJjCI2KyBas2pjVi5z1WNAmLvPnpz7Dd1qbvITrVxgFytVR4ZwaoBEohEEvIZZQRA+YTQR0/s9SqtFgCygdwAQES9k2wcqEzetaZ5xFw4pKCaJNBcTAItjOhCIdgSlesKFGdKb7fuTN5/YXFnWiwzHtvEEvtvVM3t2FrFkBZYgQAXlRQKHPoaNqQ9BlSz2z64sH6s2oPXdeEqAQcKWAIs7VYueqs1tZCZB10+vT7tjry/sWn0n+lwq3HnGuz3ld89lKkqgYpaYNpHh1baapWrFVXh5je32QNOQh5g4RBDW84i/Otd7fHhHX56HMfgQko16wOHlePw3aFmQyACKlMneKSHbJAKE3phuD//8tLFheVABDb30ticO/h4H0MMQFijhB2J6ITLEuHtSIqbH6jBtBlSqiHX9hQvT0VPAEDW36zSX1mUfr7CBKBSqL5cKACryn6jTnODhxxTnoq9y3r7BN3iMh5Pv2o5jd51B+a481/kUqyoVUPiAAlySJTPBGgcGhVGC82KrKxfb3sBS4DXCv0OHKjO1pZcQkxAO+q0dcYUkWFqeWplhFaYmiR67ixKKLV5VFezJHSZ1YyVd5UAhU3qGJY/HV9GCOx592bRC9OP++2SjY+vqN+DGSGQWQugkXR9hYFr9RDCFfPiAA7VQGCTftw6rpDZsT6QGcp49bNpQHzzZrhKTyWhamOE8HLftACFSH/A579/cv3AeD2I7/pOWFlzK/RRUsZjzCIuZYT7llZtCR3l0e15NIlUdbilMnrGUm0TTmrVA2tHWJ1034WjpBvsIR7fsCxA7KnNkjaXHvv4P6m/889JS3Vrfc9IdbTYZxsHqdkPi04ncfMA3b+eu5tAbrvNE6UN5RA85LQdbdUQG2cQ/aIBEy3/b3tv82NLkt2H/c45EZF5P6rqvX583TNNzjQhtgkCAoemDBAEZjNaGF7wfyCktWyTsiDDXHhh+UNeGrBhwSsDsxIEAoRhA6Zk2RBsyTbEjyFpk+bHiD0zze7p6a/3UXXvzYyMOMeLE5l1u18W0Qbau3sWD6/q1cvKGxkZEeec34dxsP6KSga6tlDqZGmDkoEQxFO6ByoN+cQ2cw4dgTFlACij+6LCqXdauE7acQBEAoDBz3qKTSBHKqxeXrs9j3fGITG/1lEfgj9HT6kXFnWdsSrXKTg3zJca/+FcrejK6sZl3Bw/bHiL5YmkTWtj+xFekvY3tk+Vk3t9JcY4s719AVWzSVYOPaXey2NMat7A3oTm2pCYBEploHGMxObOASEZcWcFgEkwSU0Tem18ZDpu68liTzWbsjOaqqXImBw0qmYGkQ3ttuciwY7FoblvN44PlZFOKJnCvYGsxb6CBUpo5uYuHO7GKOKL9cz5nqoxROtqoguAypO/0lYTDnW24UBDodg0CwFlNd8yXW5ohvuFaaqLqNerV98E+tp15w+oC7SLDpXQu1yTUGR2NLERB0mGVhRRTp5SKLhSkj61lu0roddf4W/8dYsbX9TqdIJr4AOJ6ek2JEZp8AVC8zqCu6ntItPcOSasIyFdpaBrQA5/du1v91Iz89HBp6IfTAOaykKTcH4QT3JP40RTlWilo2IIc8ULxNYFuqefebHBfzsI+OCBXu62HLsE9/52DQwAjpHy19Yf2ljv7Q0WRGeu5mTUwPRksy4V0HTuTeNs+05aoS+SKYhZUpDYAVTGpjVnamm7CWF5BTxpuUr8KqW2pQRaoIVCj3py9bZAECEAgZso+1itEkvaN9eD2JMW3dy4SLxKWvUp1Js3y1t/rb2wnOrsyacGdyBaKtOLSAMkNBWB8/RMwioE+8km/MRVA5rlWQCDANTJXcecQk91gjqJtPfXYUr9kkwDqGsoVAD65Cfr134SwLxDt7M+tGWPLvFizlhGczgD2qaeXHaIuF8DQhqRG0Gl7sYnZ5jVvpfp2m7PlrwfABYsbVaXbKIpXa9c3//jpDaX7pb4nMPLAh5a3jhfzPyLovcDhQum4RKXuMQlLnGJS3zBuE8sauhfZGVKCtiom0AdG4131u1Baaym1VlhlAI1zR9v8KsipEJhoO55DUTIWLcFIhee65obmF9kNEmhr4Y6Y8XHkLy2yREabvJkvWliEmZq8sMrOUUvvE/sSe2oix52waRMfH96LaOTPMFbQ0s1juiEMBWLLCesc28sdrq9WmDVC4p7hnybhW4TiGwmC9XM+WjiBWVODJpykLBKrAKMxzsLCaZUc5F+G8CnF+2ILSnkIwCqUwidgzB4PDBL0oqanSxKJdN0uh4/HvvPG0DX0L3sn8qWACx21Yu+IaSJMnlSbmp+4HWGGGlpNl2e2axli1s9Pjm+x/mw2Le4vqQTKa3btZJGgxx3FhLlI2uFFgceU5kCC5WR1/SFBtkceFOLVU1qBjg5r1ID0kO4daCx+AUDXrJePLqMONYVwycAY9iV7lo0O7TFaWDB5Vxco8fNJ7XsoCq9p6FixROL6FkIhzCtdUap0ZGqwY0EN4HcijPOoPflzqua53Zmi+AhFgnaVRQ5AfvEmGs8k9pYbFJjQlGcigkB1AFwI1NwKmpQ81RSNAsAClTzqiIk6WSbG29ae4p5rERAIuq45cHRNAKUq7H0ALB9uhG0ghDEkRn8AMDemiZ68w+dXUbVmrqzLEbAcF5MS9+XdoQrp0HSeiWDaeFbemWCDN44IKIMZumXjq2TCMjUW1Gd69fFHqaP11c1WLfT0FEAaianE5t6VyjMzm2cT5036SXcq7xLsNis1Cgf0rSuQT7GfTXr5YwfUc7oZn4PzlRkbhZ01mA8/qmzNY7Gys1LKtdfXRBRxZCr5axOeCkKYSPAjBRIdG+tGYhNEgEVDOnxcALqJToa76RLjTTorPuzCj8AlQQgkxE5pRGSFk03xVrLG4CaHYttA1E+doBJcENLcahc7MFhVNKIe7u+mgEEKxXBSci5mj6k3BVS03QyhZNCfcw5WEjeTXBf7FlKy1jc1BQ4a0wfeKWxSEAzOtCCWRtqmduxnBZzWpjuWiXG60zFLQB3Wv1fu+PHKzc/y5Iu7IllqZmlSFvRaykHLj/QqrOzoto5n/n+0CBWb5a3ghg1QwFivvsIxH3oQDyEXdtOOFDNmrZUM1LvzdcN22bLFZzWpg+NdyjZYncyOU2Ux7IJHGdRa5rVUo9u92fWVF1hZpgqhKjzXsaqey8AYLHlFZ6PNXVqJJzCJhEc/M8CHib1Zs8ECky1cbU/I7J9HoUTqlW7V4NwcECDBRAJlLz+78i1fELNbKr9TSt6z3i0lacLKmnveI5CwU8zsrlxsXcIXKaiFZGmwTjopifAtPCgC+xAw02jO3/u5hV3k+4jR6Y6l399nF0m1l+ew9ScG2u19jNMvYTmhAZ+qAI8hO3p5muOHQOWeWkAiMgJ394kawcsBcUrIUrWiv80DaTV0nZ1Y9zkl/v83OEvNvORytyy9XeDGFFo0cxngpoVvWflMVl9gHLpRyEybYdLCcaBpsFNjVELaUU+YsYBzD2/QBKKmwUHqmZ3tHZ9A+eTcWZikxCIAd6gOKXK8Rm5KoA+sMzeBAoKhLagzDBPWRucsdpdVrenK4pdJN9gQr7zyUCLBwf3rhvI3rPzrbGdZtRCv45pmAY+fOJgDrcsSRKGonfNQHkjoMBgopQoTkf3I+DDJyaROJAEEDvLfHX69IKOqgulLKx9nOkeYiabNTtBA5mKs39VYdrWrVpWN0ahtrY4TKSq6wcDMxc3V4tMHVtrV/uL5i+yKkzdT5zHu9XJg5rJYgULsR8NjaCKohS4NzOiIH3yfYWBKp3PTz/mckoESNpqXJk8angxVjPcEQD0gRJTkN6AQOqz1G3B2+LATVAH1iCNS7/az6yff7gzrmVpE3j+gEZaNoePuBSNu49aO7e5omhhSQ6yW103qYw83jWMtotJz8Cgc11IIybTbOzSna76uihzE8Akq13pgLqrB6PkSB0QO8TBcTynYsEo8NyxdYleSRPY8w0XpSiK2weo9vL8LyScPXfHYcwoSGOx2FN/JaGvrq/AZLN+q/eOh6pm+PS06nIJMxsrqn3mwOu9iZBa45i0mPT3eFjfR2qCJ6imwLpIRiA83YjN7bnqQO9ZjwFnjq8ElHl8l7FykrxRiCHI2bZ4aU9c4hKXuMQlLnGJLxT3lQYlcYgmHz4BoJsbKnmMe8S9A52E0Gnh4UDDSz49qz96Vx6/jtRZ3NLNmzClfACx1IxVEfLv/xG+848R4vXTH7+JSburuv8xkz4j+fGfhYraVWQqw9X0zP8XDbdk2jyTaoEE3X6+9u7xwWH6wctpVlmvSWgXk8Q0sQOkm9KlF6OSYB95cSkkLc0AyRBs3ZYmWOmnEcSNOzObfBgFkB/zeQzbsepULRpNHL10WCfD5IfHjoiejSvJEMHESqVwquauAWPVqgAYYKA4E28T3HCsYwVQqwKgLtx4lYk8K+5v8ApHILG91ofIoJp7UnPZSlWLfaUgmmkcaDo9Gg/NfMVza4DyHQCvzIPYQi/jiudTx0ikFexmKs0sw9BQzXPjQwhxOrqujhM4vf7PdYKpsVi6WqXs3oarF/HGB7Zj9uq6s5P8sOyafUQUYxN+JwA1u/zl4oeSj+sV4DS8iMN1c0pzaDTllk8QZ+5doLNR0Y73w+uMAG3GjBjKWi5N5DJKSzpRDWCHjrekpA88qXkNYzYjABGdanPVqRqYKK8p2IPwMlcA+8RCNFQbXc8n7IgoWV7QeTQNVCeUwTY3Ls4/6iK4RLlqthWsmb38uP7BPwNAqefdNb3+Vhzu+t1r2u10/9ShsrlarvpssD50Qfo3gE/D40mtJwogGGrVpbL9uXj3tvzBJ5Mqqlkfgrt/CFPgkGYmjhA0g3HPCK1GRCJzZTAJkeEBiDROs4LWPaDSn3sz5iAA2djUfBYxISsBEkIys0ltrPZcrtZuH88mYRhRFSImddacwsbSDKu8FDxVC0xJSGdWqifTDbtHdFvWUzjHt0YmT/qxcDFASQixb04iTvmRAGIa70JI0YsltcH3dsjTSq2hmepxyRb7AIBDBRRIKDEEMqsg1Cz5RPlOamnEQglGzOPB0qYp/K5RImk8hOd/YZIo30HSveSuKXkN2NSkyZ3Fmu8tHrzaNGWoI5LrKuUSHMa4Z0Isg1tUdKQAQwtx2FIBGBR8CmXjbMkKTlM9Fa1mRTFVnaqVskY2Bso7fzgdXuPtNUIkEXjjhJlYTCulnvst7j4CcXCDjNQEBcQ0SgQHosmYvrZdL9J6Nci10Zo/yNwpOExq8J5UpGJM7JjfajQplxoBBCEAx0k/0nXLJNTMtbAT/s0qKCxgcy3BubvEAFw8qjmAuEaAJJfj1M++V2ceG8Cdhp1At4+zcWIcWAKQSPnwzJG6rbzfX5ftY3r8VjW10PHwgk/PsKgjm65isOUnfjp+/ae1v1E3DOVAWlFySoHGu5C2NA49MaZCdVpK+tRdwc1LTMmOAOi0Tom8TrKJtOD8qZXK26IQGNVsKFa0vbGzwHDm0wu3D9b+ChweLEISUx0W6KzjZu//1RTABtgEd0BBE9cjNrn3OAHxa3HNE6iW8PGfS38ViXccHm2uTojOJHYeUZoxzC7TKwTnC7jFpfMzvXH1bKjXrw6/GVPznbKl2OuS3miGlpZ2ZfvYOZ/3Epw1YwZF+xnLupWlczI6KUVGrpqEF8Q4OcF33sVpvKN8sLhxx1uDareDKUqGEYhdIfTV2EW+Eq2hCamKsAG53kuiUttQLVev0iuAxFE2j3XemJlQ+nX2RBskiaTF+1lEDDNvDydmAzFQmdyT0O1ntEkFAIAwmeFqtTNnGj76Ljho3Fi3p/GO+2s0jdTtqETUlDS9P+WyktUgOHMOE4KWJCvXr2o/eDFcJbkbmRmP+gC3TRJKQn0IyvteyDUxU1ToBvMS3zG3IiSHFMNqb45iamulKqWehjvEpGmj+6efDHVS84Lwqeg+ihtOAtgEogo18Jnm8eqw/9g2vHXTuSrAuewjGubDltLoIvOcqzUMP9qffvFVzMdhqs+HCtw3s4QQhBZG4rmerqMbaKan+1LuJvUPyRJedxKSVDNf/YUgQmbkE9OfRZmpJbOC9WxexSSMXO2hzh/DvoKXbvi+sBOdMW6xh7K3a2kayMwk0jRSvYWke3s5t4RtcIrP/5YKZARmaExufm3ESZjLgCkj9jQN0QxarNuZRGuSNoGm0STWtHONQqwxsdtDa8vLHsQWoveAqGadm6r+c1SypY03BwH4CaAdREJvRLbmLv1sqLe5AkiSMGlgYgiBkjdBJFXDISvQIBruCccEIWyCVDO3Rx3XcjkA9K//m/yVp02DwUU/AdKqjlCZwUz3HHW0HbChTCSZFhBXXukak9lu+LRds1YQN7lST0fD7Eg5d2MxT3h3vFxm5HWy7QPsj0yJY/LWMwCDnrUkGEgMwsxhrmZCUQgqKGqHkwLquqXHs/bN2aGh5iR8KjYpzDQl7OrRKFVK2D05VVv6qTHB3V2HaqdJuXsDABHcSSwQsMaNmfZPb7/yjSSzWPr8jIRwilcwmOwAkIAjFOiFuAyQ4EAB8u4+32uhfy46odf6YHMnXmYXTSNZVpZGSS8ZyhYSmC3ua3+dFUXtVFSIPuEHjAqJrdst4B2aBoS+eZ/XDDQ/+2YxTMzHZy6bDeqayYUESFqdPSrx9sm/5pmHGZLRpBaFEpOCXPTDV7E+cFXL1th314l1obYTquG1XsqragSm6fTM7xxo3nFtWXHDyW6/HPwLmCg4pqRa2HLLbJg6ekAJOFrZTrdUpxg3yMUJzRb75Sjpwl8l7S3tvYUvgQCwgSh4W/cvCcpHysdG1OTAzOeWj2x2nHRZ3z2nTMKnObO9J9yvZurAj7CPtu+E0O0XnF0SkqZZBi5Dv+BR+Kx/6KfykAwM5gcAMVSevu1+elSyxY2lLbRUCkLoqABIwUm8JwupY18p3LC7GksAXChM8kqlZBv4F3/8ahPo/BBTDaEOlE+m1295AAAgAElEQVTIc1d+Zo1SzRa3rfhBfCiI3A3FmHSV0ondI/75f8uTS51GkzjFrU+2R50IAabZ2BfiZqaKbW9jF5MRTwq/t7+EFCkzwQ8AE7n2EbXPMh/xTcFtj9nIjAFsxOnSaJNrv+EGw5thALFJcAWkerb++hoaqLFGm20H+Z3MOhnEIP7ogUNPuvsgdb0bEID8EBssJkRQyTOeyQBUTjzT/Ba6vLPkE+MqrNy8EZ26R47fdPNYHwHyjNBPA01Smjmf/MiraYNzAqT/fW1wQhn70yeYt8M23KG30J+oy9XAe0eeFbUQqJpJTACkb8ppuRoxsUDXcsVx++T2tZ/6S8i0Z+WTzzNyhe+rjkRka6e2q8Q3nTjSmWo2TnPWGpaEZx/Z6bVquJlfXX+yxsGVUXZrJxIANI2etS7S0eTYQw/TRZWhmRsTO4DA64ViqCaEdeMMAC6K05RUvD6q7fTA9YBF0wVIgBG5QF+aaf/uIaBpt+P1ArnrLngt099ZbUTueZAX6XEAZrDq5rcwvepSSx3pDCp8wTRc4hKXuMQlLnGJLxhnZ0PTbrrrgNYOOCkNLwFwt6ead5LcI9ELJgmgnLdadtPJnSqpZExohYG15lN88Rf7d3+7OYNJihwsxHr9VZgbypEDtwNmF6+pWOy9863dDvy4gNVQVm3hgax2m6u0nqW6uJMa+nD+0wxOSKlJE4ZWge9K7og3/RbAdVo/cj4b6mbT4M1CAG+NQQALqdmpmMR2moOXj4hchaYlTFp4PJgUXjMSJKAXIjYvcxWQE3hy63qSAe5nU81cvcfz6alaVvPf4tyBac1M0PsvNB0bdIMY0wloB2RXQYEpSULNfoxN09E9yRqDwPsaoedVpWFi7a+99Odt02pAQRLxe2MC1RymgcoIDh0LaqOEOK7e06/DtE59stB5LcQrPQ6CWUQnhagLEAWAXFHPDKX8T3f8IyJbxRwAT3t6I4w+FJ6OgwNgo7Z6hobe35XsvfQz1l/jEz6gWNeGZxp9AC3NvU0OooVqcdGbXC0xi1u5zr2hKSVg5ou6amq3e/XiY7V3no9dYABMSEyzM02otheifeJ+c19ed/8wmgakHl6WY9oxEbBaKdEPf6C/9T+AWU8H3l3z9iqxyNM3rbu22Fnc1s2NAHeTuuNrRf8G8O5JgNoF2wRaxuqhMRprm+dqBlgU0upGl5j17AitHy+BSRjGyd8sBSZFwmfbhWfxAv0nthEiK25BqU566mbZt6Uh4tQwpiauhSZURUVNUZ4N68ncuP9K6Lu5FhIWGnZRq7yZ39OGZllaLVW1zmzbSZUJ46poIJphZm2K5kwu1eXIGy6uouuTUPurMvMCxknrXI03s6z26URX8vn53+yRgJZMS2hSofm4K+M2bQBAlfJoEmnyt8jq5kaOzzzP3jhlehpkTRYvldNufG4Sz3sr4NBoKWW8T6a9XqvF9Zda58LLBl5cWTc39kqy8nBrsfOykPv5QRWS1PB8qDO3yCZt/N6s1gtPWl2rdMgPtVdmUiixu1a24arTTAMRAPf8OC0iiZqkLznRUWaU0ucHH/TD8DoAotY0X4TpmFwTspE2l6pYDHQvcElwb08BjmtopIom4Q84kq9xuc/rPU4eaT9vlmTZtZBHy9XnfD2XKz07NMyD4nYD2t1g+3jS1s+LjFytg6Hm8Px9++h7evucNzvaXlG/5e7aiDgfdHODWmgVsSKd7R77nNBu5wJzVPMkvRNGQ76b0t6IFV6Q7R075l0GysdIDCCmLa0Ve46TDcXFBcCzejbNclcBCi18etHUqTlwzaTF4la7nbO5qHnsru8rT+zQ5YNLr7vBqx+hjIhA+9BYzsMrbmD+tlcTi9dE0LWVk7TK7Y/I1L2qNe6HYq7LOxYVJnde6IR9irtevRO3ktBS6wsBq9Qnixvtr4iFwrQ0yQAYi6MNdHPjPKhczSUETG4CY7N5XNR0NuEtaksZ8zxuC969nfyDKbCLnISmavlMxDBwlJRSzItIvs86f+c7UhBnWe8cF3AFV+692iaANFqnK8eNwIzuoWLdrOTqrLxaQGzbLbTkw/q+wqcXwFM6Y0XDG3ahd16Wk5X9ffL2kEM+qwFMVQmwSW14oP1Bw0saYN0edFqcqWGqmxuYCkGIivqegAkhFz8gahKaAICEEj+gCAmiqRqT7RL7EWFm2CM5k3Dp6Pm6Ng7W7UvcVoXjdjOTr03jmpIxpd5qRa28u6YQ5fHr9dmH+vxj3hfbPyFAyiCSHhO38yUB2P34VfS9/B5o8IAxyiHri7EmpjKrVjhex0XSl53C8Qcezrmn2czagahC3ToQcvar8BupiskUwKk0GIQvowtlP86KCAD6wA6hyHXGQr0SL8d60Op7c5Dit1TVjqXJvzKB5jTAg6mdz4oagQwWmFZRtP6tMn9MuPujKlj9aQo1GmSDswEwFWYzmmBEtCECMBRbdblsv0Ui1QlGlE9gwTRY2lrsfXsHq0mgWlAObErDLd99RFo0bpxe2wAWq1FGuf2RnS04jdW8nBicIOq19zZ2hWb5Aaq5ISUBegCi3hCuEv23GHGlEKajSXBA0lXHvlpGJqmWqw1Vq+I4laKoapNqzutASP3D/1U/eUqp56tHlHoA3G2a8iaa/ZB3+hrwIjW3SV8xJjXXASgPtObc/SEuXfuFIs606JED964rtZrnQk0UlcnTp+kVtArgOhAEUJ1BRX6ycEuUdoydFSbQDNZ58ZgtaoHFj7bbVWvswvFTuSFCH4mIkimfXpCXEAALqTc16k+Ip93XeP91V2juhGh46aLi5foNDX2upmvmJfXq6fT0bZ2XYADZ3+airt9S0j5AARYrburDpjSNHLsiPXd71yv1huCr1389jF+Tg09KmkYLHZwggD20uECC7p/y8ZlLDzUVlJrlMFjcQm8tdBJSj/Uj5yldadctEwJAsgxTnkVDqU6JPgNY0P4KVj2TjqCln/RqGIteveHHCwBMeNqTd5iQQHWycx8vAypv+j1pKRQICONLwPv9KWIFB9wEWU0tdEAHoJ14gEmROURQVZCZiwHzjAsB0FGFKVWFqusdvXr/m8BvbIM7Yrt8Co8HAK3sEBJUjXvoBEmoOSOGGQBAZ4iQa69yrUQ7JzqiRcFCIOd/c6DpRGVo4lE103Sy0Pm6M/U3EDBhqAbIidaMPxwzMd423sR8mqHpJLgNWhJgobe0gUGpD/ebx/wXplPRoVhee3UBWLdvMvKAhW7pQ3sTdMkGhjpvloAQIlOT27KG++O1I1XHePu1zpGYmPVODHqYdGhys4s2rQnRPu292pVQEivVgfLoKlUbWxO/evzV+HPfshAdv1wk4s2/qrH/dMJxUj9IJSEhCkzO0AGQq3VC3lp2y3uq06oh1qM+/Pg+0qxJv1qzMTQY73nq2b70JzAeUMvqoeS1Xm46WWT2AfiD84Ft/ssgx0i6/7WbvCxiShs2BBvWVd/wWi+pk8V4wvFYnn7wjF3wf6IZQkvzo3Qk76lYYOzWrLcJyIrlPosBzCKhWfxwaI4hxDzcAj5vj8ahj5s+JI29N++vAu8CplfBTiyn7pHnoF65oTKM3DuiV4BiHKxQLVPcatgyQa6/SgANL0HcUJDFM4E16k1/PT192zjQbBy/nL0+Z93XNGwcQGCzo54pzVL3q7yqT4by4bG09Xhy37IiREIdm4NMaxKfmTSpVTNh7JjvsibhXN0agOtDMNd/45fw1k8iH32e8XhblsKDLspaqVEEtFA+shnHLqh2vlqaan+1ozX8O+ypvsSyTgILKQ8AAlM+3X//fExKc7HXsANAWm545c0iINfGMhuKnfAZofdFG83QzhwGGDTX+7cozz5q5+nKBdNwiUtc4hKXuMQlvlDcVxrMsI1c1LwYfltB8SaCQkqhDo0agGEL7Mot5SOZOQePtGjaWdrK8RmHGMfDqmgjHz4JL95DLbHbW+hK2kcmckohk3cQXMiW88GB/V6/sm4XiS3tFg+Y1Xg/pz8ZNm7uF3gnhl5SF2lD1FoJAOWjhc5Cgl3dH5DRkLdOqlm3rgb6OnRVwYySnQIKYpPoLkoAw71JWtkqmgS/lJC6ckA0fchAFqby4j1O+8Bi3f520qHYWExBQlQ0CmHS2oddQ/UD5Virgci9LncAuADFTirhlSKkC661VM/rfvng3Rkm6gDyAqipSWzeJiHNcg7eJhznBt5DQODmblWBwKls0sJwc7XNWixwTAZwcsdnGu5cqsFhwO4L98C1zXWCDUw1B89czbzZb93O/ZNADOwcsm6SzNvgpjBshFGzPOB7bnEDSa3zGpLzx5zm4HBozxqHanyGujjvDkahXeRNeOAU7gDpbudG3ksjufXUCU2gfdZ/bDoTsxahf1hjEV3JJ7Lih3fFhfwi0yawmkWhm04YzcXUH67TMTB4cXhoqnYSdXMDr+LEFbY3Dy/rd38HLA5oQL+DFu1vHm8e7bY3h0nNmsd0rm75FHu49bMJkXAS9wCsefX5VlUF2GysUFBVdeHnpawyp6aOWhGrcBN2A9TYAQSpe2QP6zR4lu8O3WXWw/Cy8FJOcK68P9YXuJckJ+Bu0qp493a99zRWmybF3F+vaidDNZuqmeMk5uqRM4Hn+WPOivIMWBjHB6y3lzLDwpMqnDSmXLV3K2KvMPev+eSb4o1nljUb50oEMxpq/WTQFTI2IEyTIvHs1BV6NmSHiXCIdTAOJiHd/ajpQKhatwdgDB4PvgYWTqvsCfrgu/z7/9gtK7csvL2i2JoRKKWZTc8EBDjGwisozj88J5o+EM52YRAIgR320bTGQwNUUdEGGNlG9lq9dJKrAZaEhFEfEMmg3/8n9MMntL1yX3gA6JoSg6//7f795lvDunEocrWJLDJB1zEHRpQ3jxfcg+EeqlXVGERdZ/OXbsvp5quYmcPe9irGI6/XULeBfM3fznz1pjLpugCzui5Ca3IRgJlG5wQl544mvp+cZ5RLwiwdQ1VtqiZMAhyL7mOv0sBBu8h118fwkk8vEHoqg24fW+jz5nHYP23V2bX+lnV73Tym6QSAtMbjJ3HuWjXomQN8OBgHffS0CS5xAHORXqAwPZkw1plbT7fhyUb8LXJipxBO1arBKLS6MW/UrCd2kW2Ve2DjGPenonWyZ7a+r49hw7EjQIhdRRsAVKnmJoVBRBwsdhZ6p29NbuCrTcxYKORcb/O6Aa7uniwq99vAQrYJFJmymos05HrPOYpMQ9GO+S7rqNoFYpDOVp8rOxdLkZ53/UIH8tVq3olnKN+5xrtp5VQQQyQDkPaOZ7S1pUHNJjUvczFRkjbRZS5cT4otGU0nTMWbWTQd4ZU9pzW7/MMDfNrA5JOkGpRS4ahki+XrpI0i722/UmMXOLL6aJg51qww8SmvH0rICp9eALAQbQqOtjEOjg/luIkhmaTA7E7BuGc2kttR+najD3QuwcFCR/kEiTCl0Bq3FDsj3jgbs44oirnd2Hb0uYvk585hdekxl3OGMIqazxOesIns+yLAahDiGGLrrNHsLlsy1YnzAQBNIw0ryl16eEmpBwuFaNsbixvXWDtSx/PvdUnyak0uCcDLsXq7dBO4FzoVJQr1gaV/LOavZGBiat1cmoGT3kfAXBdVQqQmwbTUVxvbcw3tJNRkqiUw070Wsrc7S+iXdpNL2HkLVWeTawJ6ZRV76ETYCXXR350K4k78OEiFLQkN1Xy/91X+nGpYDR2ICZ0RUzMQeTWCm8Tmo8POANB0pGlszXM/6EsTIjOJfUjGIbCYYSg6zsJWwvTqiZ/q1L18z/FMrotMHCjM9OC0hSqVI+cD5qyDarbpRMcXOhygiikjD7FM/PyDlbt//AZ//a+6PIOmXTtYtIxrPjGcY26WL+cVaZydjFbRYI+78GMbEaZgxZsgLWqmkqnURi/XQnkEBwdLWkhZ0lXCsZDDRVHW2xPytZ8OP/4m3EPHv+Wj5HmjKSRQyd4+o7G0zTj0AsTQNcUFDtvVyWNQg2fOi1mxg2yaD6qjgxtaGXBSpDXgpIPMuEF81o/L792VyAJg0tI35rMEhudT0sBMlQBD9QOWtBWeqwUAVDFrnbW4tCcucYlLXOISl7jEF4rzSgN5eS0NL6JEiwHEGaHAuAxcciwj1Vz3T4mTdfvaX6NmPj4DsYUuDS9MooT0EPEJJdN4SyXD1Lq9SURIJikbRwaPd1QnCz0fPiEtDvOxzSM6PTNJsmGvXW+0HFVWrVEi6SbyAl0OTKdqPGchfi4bq0WmGaLVDN09v++0IPSR8cMHEDFdOQUlHm7dZ2gu4EzW7Sxtq0EkGXE5A7LKDGSLDKAJ3t50q3ZeZKGv0kxlnN+ShM1sG7gattIUcgTqzMPUpVztumMH3LoqlBCdO4ucXZ/9mgZv3zRPo8LpNCkB+wA+vUAZFnVnaInTEaVYHij10IpuA4CHFfErJtpzoWlwWzlaNIhqcxYVDtpfQYscPl1coCCBh9umwDgdQay7J6viXVktV1t4cURI3NitdsZJazVJHwCXv3T5ZFOAYDpNp1cvDqDuXx9e+1qsw2ec9zg0/N2Mjgx1EEmu4dhkxAhClGZ1mgfIE4AWHgaTRNMJHKwWEGu/zV40VbioXQWsNr5SMESzwDMsypS09GtwKhCpWRfYDVQ7IW5WZCwEsVIohJkj6n3ACmbCSF0NXUgUZ/9J21yvXP/pW/RTf40+/j71Wwx3VLMdXsbNh1dxo5ubdPUGlwGASagUBF7/3OyT5KqR2UsCNx0RIGsPt2N95KXGaUAFmO3zvlkMainp0qB0mu7yIIILH60+XMNo0joPDUbd/DOzJr8lT7mEoPPrzwBz46luArLabf9AimVqbvZIXNUayl2tKIZqi8alV55nFzcAzZ3VQ4ge4m15lLT3RgwA9nYS0LiFtWi3Jy1UcvOrI05ETOhEmDApzKyXFZzoCeH7/LrMroEb5siUJ9sEQYiqYNlQoNhfHybFFpGp6W7hviRJJVOd8Oi/WxmbtKs3X4E2kwEwmyvjObMJAODLRXvRTFFb59EtcGVzA1Wqk6yxJ16M5dlYueFYixApTIjMJMmWBEUNBUCUsJ3U8mBMYco2luza/ACKWl4vADfNq3uQtam5rNZMtmz+dt2VSSBTA7xY7u3FOqflxzVeEqh5mAE433YWJjnQRnmpYDrH2P+L919ORdkl1NciNuVyU3hFFkzwHZTQiKC+avm8jQwonVdMZ4LSWnuizpKINV4TYcNGNXd16Ih9yKy/hkN51SoxA7EW3T3x/z6GLYBqFuN2vQgp0bor3YYTohkCk7sVJBQ+tH1It48dczCawLeBdA00eTgzEIVuXUahDRAWjsqsDhs00zQwB9gM/jcFB+12WJr9TRpMiz4oFuui4nX3BEBbJYlJK00jH5+JvzamAejRRPco37Whix1UXTJMDp+sXd0oH0WCADTlfbcHvBlfoAjuA8lBgGNt1nlTUXPZAKCTdlZgYBPoQUXXmYRDrQ8KAMFl16xq2pBE665K3C6mlJj3mHabgPY3r142EEya+7MaEPfe6nK6DmRPQDRK/bX11wbw8NJxEsYB2MEUm5uHkPMANsOzzfFDp6S2biLRQvJ2QIOYNn9nD1UwtyNsM4urNDxfH5bxznu38+Pws85A3jCaYdLF3QXnt3yhSji3qswbxkpI0rhp+rhud1IyTUNKWy+AC3nFcGkPNfFdl/WFb6gA1qgrgfCob5br3vUEMCnucmWiJFJNyY3CrdA0UD6INu9vHyXtrjArz6+NDgHQ13/KG7d8eoG0L9vHJvEoG1GI9EXtkLUPFpiFk4+JNQFpc/mQalbWSpvHyp+OrmvStwr6jE1ou7YTXNUAwTwtm/C2Gbz4DxDxKq9KraEBmuA37veqrdfDS4Y2PgsdX4C4AVwAB81QKQHo19VQcSjNCWM5rrMTCKmdGMz7ekTOlJsdBNr5xU94kal7gNLplpJm7ViMuZk4ViN3bWVAETlYCrMMLpfaRgbuZ+ub0CvTMxC9vouuiVlbTjJuu94/+3I+rka+/XA+Up6MyNlJjRNkqtvHujr4HIr0lcFxOxT1hwvZ44wKRNsd5j3y/Jk2iMbcJNI1oWFh6oWJEJmTUICChMqA6uoRY3uUzCapQkLrioajxSTkXdqq9oD1BOrjr1swYwEzYneP2ziHWTgzCMu6kXluXlC3m6QHsCoAj88ibM7HpP2Sz46oW5aaQantc0TkV171vyVCYLjdSfsVfE/bwSwLca726DR+zOcJnQ8N5wou94eGhPJaL9WQTs+cPg4AEgbqErB41bseZ/sMaUumMM1ODzarattykLWlx2LvaMR+mRzgqjAKsnuy7PQhbavBu3s83s1GzzM6xvTFtA7F49uP0vDCawBj3GPeHfnuRUsZ59MrZvUeQzM5dUN04QdW/Ha3wPxobZZo1f4KxOivmvDAPI2WXdaTg+Zp5FCX+Zj1mSBautcm6VTahBBKAKpEM9Ryb2+zhEviG+6XoVxX+t509+mjZ991pVvOByO20MnpuRFZd63bx83VyRTqLB5s6lQ3N/6YeE5Sff19Naphmq2bPLwBXM+sV5fBJUD7awDo9ss/EeZUeG1pqP21bW7uxepdlHqeM/5QRjUtZmiPpiVPgqrGgaqZMvRq3daFytAY6mdRumsIFh0nPyK46G+ng9H9TycCsQJ6gzXKIkDDS5LAx2cNAunFKsCPEdrfBAlQneJWm003ZEE2zLYvYF4VaFfDWNV1C2Tu9LvO0qw21laNQkG6PYUEgPPJZhEoKuO83q0BRU21vwEzVE2CdrsTYq6Wq5WpEmEXmeYBByCagc020GLsJYLAvrGuXF4ILsWGe8zjPVNxWXZsWUJNsRzd2k8z5SN03Ro7om5kWXPgU9IAdPv206Ffpjfve9yT45f8LipwWhNfAsBM6tACapNECTuMFtPMIfQ+NwONWoyFWjy7qZXrr66eCA24m9QPFsI0tQY2Y5ZRX1Aarv8hfqTgkHxqzZ+A54Xic0GEsaoQDdZgm6BuSbvNzI8+Yg23xLwJYbtoEN3HAzU2MzcNWF7Tz9zPglnBjDm1+cvlP7jiFq2eB4F9ZMeCxHwHBL79yOnlbTXjYJJ0+5hPL2AqEhuEM22DtsKSg2/ef/6AK43W8vjrwAy3OkdgtBFkV/RyKYFzwF2Dr6qZYdVqjqCvffqnTcRiEfjHUumc59t5KuUUATN/3OXH/op/exUiLaZPeDQKYO6DW9Lcv4SvrszqO68piMPZbvjRYOc6EBdMwyUucYlLXOISl/hCcV9pOKp8OtROSPvHkZqcJw0vuy45I29S64UEml6+J8dPXRWrXr2h3c5gHZvc/pDKRIdPV+vjfPhEnr8HZuMASbq5qeBEelIC01DUu2VZ4TbEvVDmbS0gQjQikjq1gvzqJ3mXX+uPvdufTHraJ0lM+yTb7dNuuoMpykAlg7nunhjxYVJh4WpELIRk2dWUH40fr16fPGMwhffk5rqC8x24Fm9PeOU8ELs/EJ9uW9MUTSeVH3DpLGBVuBrXpOZ48sgkjM5lwxSBMRPzKlg6qhbDUslgl82WNQmXzb7evOl5ZE1bT4AqHlnsEXrUTPnI+dC80cdbmFray4v3qE46nrhrCbqxhDUXUCYkUhD7bw4E9wAjwlibQ2CutovNNEVo1nSqTb/Fm/3CYTVZpJJpuEXoGt4CMBbxD8LBc0TXb/HybIPHO3fIk3NTANPh2ergQ7qZi3vv0RryXUMzpK1wc9dlJicyAHMGQOxYFghqXJF5BuBdvHL9Ve90gthzOe9oNsKVIEArcZmb9u4lY5KGahK2TBixwv6Y1F4O9ZkVpw5tIqOZPjOgXr30BMJ7HCbhhGgx0mxZHnsQcKqma/fPx+f85/9Sb59T6rnreXsdAaTe4lb7K+MIZUgwZjJFzqQV+xug4cCd2+JF0VVyyanYi1mh2ZHkaL1IRJ4rEOzeTmdPjFEVCqsKs7pPvWJdYB5EWbFQE85LYkuXfxadw6k0A/T22QkEHCdV4KPjetsvF6usfjP+ec1QjU9TnqoxN3D7WGo1iyKReXFpAvooxAR5OX2yZrRIwJ7LLHw0syd8ZpbsbzSZWugXA0kQE2ChA0Cx90bGYdLJ0fCfjaj5ZnoBNPFy17rdSDBJzWJeCzjQ8JLMKN9Z6J1YNOfxESFp6B+qBITp0D37vtMBNxIcyQTARSEBwF86YltMmNxGwIsxNVvcgLnJRL4Sz4b6wd0kTFdpyyC6/omqc6/HC94cjsVOfC3z1CJgPBTX3zSYf79/gBoj7/5B5OeNGgp46cIrhc2WL23BgYEQOwNXTnbmpzrNlYd1wArx4enPuLWVF1R87n3O1mtSc61SJqJ+cVMjAC4LPlS70zWTSOO/yGkTHORUvV61tCecy+MsniWqUGT2MqfXyw14rW+rSnum939jN9LloBmYpfE4uJxiiH0QpuEllbH5qecBEXx8xncf8dUbAKhMFqLtn7yCYwIAmk6tCho6aOGamZi07OIWNXtNWXdPwIw6bQJnhE4IMq93NfskuI5hVfctMO0SA6iKDrSN3ISGzazbo2Yyc6okjXfEYR9ad3ysBqIRsYZI8epF/0CFeRqJqoVEWsAMTv4CuCdYk1NlIbMmS64VJRsLaNZdDx2Ydc0+ADDfIZYyuMJysUzEhEkMs56af1IhMugzRa4TACGKTAo7TfZ8tN1Kf2J+IjPpmbT4iUHThopY3Fi3xxkhClrQ7Rx/V9Xrq8lBr6/ePU8nmgZLW5pF5TqApUdzNwaAfST34BAOkyJJovHO/R5B7LIQ4LBqb0xmFjfuv6DE96w550NrI5WNtVXbhKyaJY7hjJgHU5N1NrN2O0vbsVrg4FIlQihpD8A9OVF1bk8gCU0a/PSTqzFZ1eq72otxVenW5PlfWNw4gdPHsN1Hc560Ap7UiHmsJtRK/WpgDj6GgUBlSGtASDM7ThVAHzgJe/OeiDNFxpQAAApdSURBVBz3FNmSUGOgaTUWHg/b0MHUYl8pZDU2t3Zc9+LT06G8/z3qegAUE0JwzT6LXePTd3uYZuOsWjmlSAn4ZKguP9cLUWBfc8IDmI8k7At6YLK5gLo8uFZav+9PtL8HhhlRgBk2gR6whmhrn4tG5Ko2N4AduOp6eY1mOf/psDJtELDW3x2m9RL8TShdij6SvgO5gMdxssCf6VL76u9DIESBm9q3IxtuupUToRluNQSJzfs7QggkUdPWrYZpVvtY7EYX3/aqNh6VSIXITShe3RlV0qF7VNX6wJOa274fRi11SsJEtQ9cJ+3ilRDFzQ3no4XO1RpK3Dq0c8gqhNXhoduP8f6fUuoRIncbI5pFo7kdSqaTf8nnfG8/Qzg6cjr5mrPqcvlkE35iR22DIEYpDuKmfIQETTuEtAO2fdODd9FVIWyiaza7zfqDQML64buT3lLqwdx0GlQRIgDEBGbpd0gdOLgGT3DspL/XvlqaWkg38oCAt5nCpSrbVGwDAKB5GMEXhB2TAk75rmrVbHZJXXeEx4xwcsd5rTg/MWDuHUemiHt11LSsPDMsZlJLwudnnkt74hKXuMQlLnGJS3yhOGNPmCWmSS0AlI8ufQhiB5DfFQAa41WXtlQzsOU62ezrQ/nOZl0jwoocJAB9+al99AMwy9Vj7a6QWNNOQwJAEyEklNwg4qbW7dNs0+IFK+NAJZNZkwR59ZPM/EYRuJcXGinLnb4khqtOOJkT/IZmjkDUA+AQtDhGZr/KagPGsImeH86qI0V6T0Oj0ES9Z0ueqbitFIDQ8NIN6ZOrFazRP8w4H5G23nw5TnqXdVbsoYFpE8l13xaUrBqqgoFqKGaOg3N1s5XLcxjjPqWtVw5QS8PiOSPRGSXebfHSCDPlJtAJCd6C8aezipXLsnEDJK+3d6GH6Sx/hGR5KVm5EqVIcuIoDy9cfpHMLEQL/SrM1SsBbnOaCCBefDrgiSM3HPLCIgHO2KdajAOZUlmnXMrhY77bbhwBNNvwMAtCAiChF3N+jZ2KHSbFXNm2+TY8rV/lVQEtu1q4CUuh1Ygt8KSNf+FqQpMC1YqazOVEYQQm4X518lSz21yuUjhOlYmuOk5MLqvlJQpvAFna6lxhygiJQfkooltT1CY25bSgz999vw1f+bqdDtT1NmVwsOGA1NF4sNBrd6OGaswEl4PznPhJ3whQPOegua53D/ZJ3FIIM8dhyXsWutdix+d4QDUzQ1V3rQSAl3ld820ZIn9x/GVcJCCV3T/Tpe0sMi2Ogks1e6rmn2Lcrq88L2vgTO4FFWbrr6rIVU+lmWk10UzzxLHxOHSW9CdQZBzWUnUDTpNTDqAwf7JCPRdTs2r3v877Na4JRISxmMKIUBWjNqGzzSuLA5luMCGmYg1Fm5g08AnaBQKQmCRQ0Ex5OE/iQRzH22RqHFydLK259tjuEX3lp5r+aYgLQYm0mGviOWVx6fe1haIp5qFMq8joJXLVk4mZdC40Kc0VFtvHXreY13kOppD+WohMs8mpaFG7yy5aim18oD3x+tfkyTWYeXuNEFAKtLqoJeYeEAAL/X0hhLkprkqCCog5n9rW9srDBRAZZhSYzEsOajzPEAcjeplt0OZ/Fpl68WkA0mZzuuqmJoTXNuI17JFNfDVAa5QDaBxd77aAvKVLM6mqB6Dam1KpfLbs378Gh/f/1R//b/+jhWT99dHEC3cAotCWrZJ4q9i50f469ULFXgSr4A99g/eV7uVpRarhB1P3u59WY8az5xZHx5ZmhIQCrfduNFphanGD2EMnKpMRQ2JjaUscq7ka6+fi4+9/990ueIWnVHNXrmoWZt3AyJgUkyqAyBxJoVMjrtRsJAgBHD/4YE3XDPij3/utlHqYggUlz7Jl81MVgRpmB9gJYmbFjIl8wZqqCWOq9sd/9q9evfgw5v/zD/74/FOpNVHOhbPrj6NqI1iqwX/FVG0T2OdQNTz78IOvvvH6567/4uMf/dH//k8b9FcitJokuNoEC6A0jeZUJTfwBDW149iDZen7nop+dFhZGt57//1/8S9/x9UCsHA6rHENIs9PViJmQMC9BqWzEGcc7zCsHEre+bM//s6PPYZWgmGxfWIBFNTm8ATxaVnNVDGdmSK6JJ8qHmJW/f47H3z47PZeFBZeHA9t2usEOCVPDmfngs9Nw0ntne/+6asXr7X+zv/zZzBtjj4c2tIZAjiWxqZrO945Ew9Az+3zomSC/fCdP3v1+joc8cPvHggAbhnPAzNQzHxPJWpXG4r6c9kE9hMPmUInUGsJFfCPnr386Veu/+FJf+dTBe3oOFnc4Z2PeLzTbm8pF7oV+p4zg3K1rBaYOqGu6z69Oy0GWjzX6G9vVxQn3//BO3/8+7+LRTB47j0tQVp9EjZ0vSmcCQU16Rwm4vxnXWt7/8mf/kldb7gDALtE7iwW3pzQZz5bU+NgMuDP3/3h6hV+8M//+9j1pBPMLPTWBIaDbR615YIYwLHoYp4JYKo2NSXgpkT53g/eefXieTy99wf/B0ICC5zgo9X9Ho0DxKUCvHN2pqsoEWWEz2eJ7hOWP/0Ar7/xues/e/Hyt3//D4WAOgEKNbCYRKojKKCMMEMIqBVnCQPpZBzhxpIAQpeNP3mxgnZ6/9Pb3/peQ4lVjue0i+WB4mwdXQbf49wc8jSubCvfe+ed3/vOd9xytphFZp/wbQ/VWkgCAW6Ey9EWYqxWmFaOzgcc1y4O4P9+/9OPs59mDgZfMAmziW77S5nIFEQaN+egKOPQ6E6mf/LdP3/14rXW3/3Od/x46oRbgt/qfIT6jHoDA/ePqdFDACNBSB98b2Vbef7y9p/+i9/ycS4NKNX+ic9IK59pPTDEfV/n9c1fge9/9HxZGdrHe/vtt7/97U/+1n/491cH7v9rBJE333zz/Ds/+7M/++1vf/uf/LN//qVc/+e+8Y3N5jPcuV/4hV/4r//BP/hSLg7gm9/85ue+861vfevv/Pu/9mVd/5d+6ZfOv3zy5Mkbb7zxd/72r3xZ1//rv/qr51++9dZbz+5O//av/Udf1vXfeuut8y9/5md+5jd/8zf/r9/73S/l4m+88caTJ59hpf78z//8P/z13/iHv/4bX8r1v/Wtb33uO9/85jf/07//n38pFwfwi7/4i+dfbjabb/zcz/2tX/t7X9b1f/mXf/n8yzfffDPF8B//B3/7y7r+3/wbf+P8y7fffvvb3/72lzV5JMTVleF/+p//ly/l+t9YWxn+m/+fV4Zf+c/+yy/r+msrw1f+nb/7pa08v/rKyvD8+fNf/ZV/98u6/qsrw3/xm7/527/7e1/Kxb+ytjL8xq//o9/49X/0pVx/dWX4e//Vf/ulXBxrK8PPfeMbf/fLW/ZfXRm6GP6TX/v3vqzrv/323/S/0F9W1LvEJS5xiUtc4hKXmOMChLzEJS5xiUtc4hJfKC6Hhktc4hKXuMQlLvGF4nJouMQlLnGJS1ziEl8oLoeGS1ziEpe4xCUu8YXicmi4xCUucYlLXOISXyguh4ZLXOISl7jEJS7xheL/BRcX4LJO5UanAAAAAElFTkSuQmCC&quot; /&gt;&lt;/p&gt;
&lt;!-- rnb-plot-end --&gt;
&lt;!-- rnb-chunk-end --&gt;
&lt;!-- rnb-chunk-begin --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuaGIkc2V0TXZGaXQodmVyYm9zZT1UUlVFKSAjIyBtb2RlbCB2YXJpYW5jZVxuYGBgIn0= --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;hb$setMvFit(verbose=TRUE) ## model variance&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-output-begin eyJkYXRhIjoiTW9kZWxpbmcgZXhwZWN0ZWQgdmFyaWFuY2UgLi4uIERvbmUhXG4ifQ== --&gt;
&lt;pre&gt;&lt;code&gt;Modeling expected variance ... Done!&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-output-end --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuaGIkc2V0R2V4cERldih2ZXJib3NlPVRSVUUpICMjIG1vZGVsIG5lY2Vzc2FyeSBleHByZXNzaW9uIGRldmlhdGlvbiB0byBpZGVudGlmeSBDTlZzXG5gYGAifQ== --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;hb$setGexpDev(verbose=TRUE) ## model necessary expression deviation to identify CNVs&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-output-begin eyJkYXRhIjoiT3B0aW1hbCBkZXZpYW5jZTogMC42NDk2OTcxXG4ifQ== --&gt;
&lt;pre&gt;&lt;code&gt;Optimal deviance: 0.6496971&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-output-end --&gt;
&lt;!-- rnb-chunk-end --&gt;
&lt;!-- rnb-chunk-begin --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuaGIkY2FsY0dleHBDbnZCb3VuZGFyaWVzKGluaXQ9VFJVRSwgdmVyYm9zZT1GQUxTRSkgIyMgSE1NXG5gYGAifQ== --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;hb$calcGexpCnvBoundaries(init=TRUE, verbose=FALSE) ## HMM&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
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&lt;pre&gt;&lt;code&gt;Loading required package: rjags
Loading required package: coda
Linked to JAGS 4.3.0
Loaded modules: basemod,bugs&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-output-end --&gt;
&lt;!-- rnb-output-begin eyJkYXRhIjoiTlVMTFxuIn0= --&gt;
&lt;pre&gt;&lt;code&gt;NULL&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-output-end --&gt;
&lt;!-- rnb-chunk-end --&gt;
&lt;!-- rnb-text-begin --&gt;
&lt;p&gt;Double check what CNVs were identified&lt;/p&gt;
&lt;!-- rnb-text-end --&gt;
&lt;!-- rnb-chunk-begin --&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;bgf &amp;lt;- hb$bound.genes.final
genes &amp;lt;- hb$genes
regions.genes &amp;lt;- range(genes[unlist(bgf)])
print(regions.genes)&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-output-begin eyJkYXRhIjoiR1JhbmdlcyBvYmplY3Qgd2l0aCAzIHJhbmdlcyBhbmQgMCBtZXRhZGF0YSBjb2x1bW5zOlxuICAgICAgc2VxbmFtZXMgICAgICAgICAgICAgcmFuZ2VzIHN0cmFuZFxuICAgICAgICAgPFJsZT4gICAgICAgICAgPElSYW5nZXM+ICA8UmxlPlxuICBbMV0gICAgY2hyMTIgICAgODYxNzU5LTMzMDQ5Nzc0ICAgICAgKlxuICBbMl0gICAgIGNocjIgNzU4NzM5MDktMjQyNjY4ODkzICAgICAgKlxuICBbM10gICAgIGNocjMgICAzMTY4NjAwLTU3MzA3NDk2ICAgICAgKlxuICAtLS0tLS0tXG4gIHNlcWluZm86IDU4IHNlcXVlbmNlcyBmcm9tIGFuIHVuc3BlY2lmaWVkIGdlbm9tZTsgbm8gc2VxbGVuZ3Roc1xuIn0= --&gt;
&lt;pre&gt;&lt;code&gt;GRanges object with 3 ranges and 0 metadata columns:
      seqnames             ranges strand
         &amp;lt;Rle&amp;gt;          &amp;lt;IRanges&amp;gt;  &amp;lt;Rle&amp;gt;
  [1]    chr12    861759-33049774      *
  [2]     chr2 75873909-242668893      *
  [3]     chr3   3168600-57307496      *
  -------
  seqinfo: 58 sequences from an unspecified genome; no seqlengths&lt;/code&gt;&lt;/pre&gt;
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&lt;p&gt;The initial HMM step identified a number of candidate CNVs to test.&lt;/p&gt;
&lt;p&gt;Now, we can use the bayesian model to derive the final posterior probability of each CNV in each cell.&lt;/p&gt;
&lt;p&gt;Indeed, our initial HMM has identified a number of candidate CNVs to test. We can now retest all identified CNVs on all cells to derive the final posterior probability of each CNV in each cell.&lt;/p&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;hb$retestIdentifiedCnvs(retestBoundGenes = TRUE, retestBoundSnps = FALSE, verbose=FALSE)&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;## look at final results
results &amp;lt;- hb$summarizeResults(geneBased=TRUE, alleleBased=FALSE)
print(head(results[,1:5]))&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
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&lt;div data-pagedtable=&quot;false&quot;&gt;
&lt;script data-pagedtable-source type=&quot;application/json&quot;&gt;
{&quot;columns&quot;:[{&quot;label&quot;:[&quot;&quot;],&quot;name&quot;:[&quot;_rn_&quot;],&quot;type&quot;:[&quot;&quot;],&quot;align&quot;:[&quot;left&quot;]},{&quot;label&quot;:[&quot;seqnames&quot;],&quot;name&quot;:[1],&quot;type&quot;:[&quot;fctr&quot;],&quot;align&quot;:[&quot;left&quot;]},{&quot;label&quot;:[&quot;start&quot;],&quot;name&quot;:[2],&quot;type&quot;:[&quot;int&quot;],&quot;align&quot;:[&quot;right&quot;]},{&quot;label&quot;:[&quot;end&quot;],&quot;name&quot;:[3],&quot;type&quot;:[&quot;int&quot;],&quot;align&quot;:[&quot;right&quot;]},{&quot;label&quot;:[&quot;width&quot;],&quot;name&quot;:[4],&quot;type&quot;:[&quot;int&quot;],&quot;align&quot;:[&quot;right&quot;]},{&quot;label&quot;:[&quot;strand&quot;],&quot;name&quot;:[5],&quot;type&quot;:[&quot;fctr&quot;],&quot;align&quot;:[&quot;left&quot;]}],&quot;data&quot;:[{&quot;1&quot;:&quot;chr12&quot;,&quot;2&quot;:&quot;861759&quot;,&quot;3&quot;:&quot;33049774&quot;,&quot;4&quot;:&quot;32188016&quot;,&quot;5&quot;:&quot;*&quot;,&quot;_rn_&quot;:&quot;1&quot;},{&quot;1&quot;:&quot;chr2&quot;,&quot;2&quot;:&quot;75873909&quot;,&quot;3&quot;:&quot;242668893&quot;,&quot;4&quot;:&quot;166794985&quot;,&quot;5&quot;:&quot;*&quot;,&quot;_rn_&quot;:&quot;2&quot;},{&quot;1&quot;:&quot;chr3&quot;,&quot;2&quot;:&quot;3168600&quot;,&quot;3&quot;:&quot;81811312&quot;,&quot;4&quot;:&quot;78642713&quot;,&quot;5&quot;:&quot;*&quot;,&quot;_rn_&quot;:&quot;3&quot;}],&quot;options&quot;:{&quot;columns&quot;:{&quot;min&quot;:{},&quot;max&quot;:[10],&quot;total&quot;:[5]},&quot;rows&quot;:{&quot;min&quot;:[10],&quot;max&quot;:[10],&quot;total&quot;:[3]},&quot;pages&quot;:{}}}
  &lt;/script&gt;
&lt;/div&gt;
&lt;!-- rnb-frame-end --&gt;
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&lt;!-- rnb-text-begin --&gt;
&lt;p&gt;Cluster cells on these posterior probabilities and visualize them as a heatmap.&lt;/p&gt;
&lt;!-- rnb-text-end --&gt;
&lt;!-- rnb-chunk-begin --&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;trees &amp;lt;- hb$visualizeResults(geneBased=TRUE, alleleBased=FALSE, details=TRUE, margins=c(5,5))&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
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&lt;p&gt;&lt;img 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i9etWxcVFRUfH69SqaZNm5aQkNBR6yN5aBpASJ9//vnhw4ctFouLi4ter2c/j4kG8cCNkHZBqjkN1Jk7/T5Q4wsLC3memopqyM/PLygoyMvLUygUhJBr167NnTvXy8tLpVLV1dWdPHlSo9GoVCqlUuns7NxpJVKFpgGENGjQoPHjxw8dOrSqquqHH35gP4/bc8WDeQMFkZNqTkNXd7umxvM/NRXVkJ2dXV5eHh4eTghJT09fs2aNVqt1cXHx9/cfPHiwn5/fsmXLCCEzZ850d3fv6guRDKyeACEdOXJk//79Q4cOPX78+C+//MLkO128eJG5DwvEIDU1VegSoE1HG1bZCDkN0EOYaQBRaGhoMJl+XTEhl8uRQige7A2qIAEOm9PQ88OBgZkGEBI70/Dhhx82NTUxNzr98ENJRUWF0KXBr+Li4oUuAdowtyzwkFhOAyGEekgxGo3Dhw9PTU1dtGhRu6EO+/btU6vVoaGh1IFUSMPEiRN5BgMLf8+BKDg7O7O3a1kslnZvkwZBIKfBLkg1p6GiooL70Npnn322dOnSI0eOLFq0yDrUobS0NCUlZf369dYHUiENEydO5BkMLDQNIIwXXnjh008/bW1tlcvl8+fPv3v3LhoFcRo5cqTQJUDnpJrTQD20dvjw4dTU1MTExKqqKqoMpVK5cePGFStWtHsgFdLQ2trKMxhYaBpAGB4eHs8999wjjzzyv//7vyaTyd3dnb2PQSaTyeVyYcsDFmYa7IJUcxr4NTU1FRYWJiUllZWVZWdnU2WkpqZqtdqSkpJ2j6VCGsaOHcszGFhoGkAYCoWiX79+Dz74oLOzc2VlZX19vVqtZr5061bltWvfC1sesK5evSp0CdA5qeY08Dt69Oirr766fPlyvV4/Z86c4OBgbhlGo/H999+/fv06ISQgIODhhx/mHkuFNDz22GM8g4GFpgGEd+TIkWHDht26dYt5OHSoh0yGSxVigZkGuyDVnAZ+Bw8e3LlzJyHEzc1NqVRqNJrU1FS2jNdff50Qsn//fkKIdRNAhTQsXLiQZzCwsHoChJGcnPzAAw/4+Pjs37//o48+evzxx//9738zu1xi9YSoREYuELoEaHPz5s2eHI6cBughzDSAKLz44ouHDh1iPv5//2/zBx98IGw9wOrTp4/QJUCvcdicBoQ09BbMNIAwmJmGESNGbNu2bfXq1cuXL29qamJ2x05ISNi9e7fQBcKv2C3LQQw6fceWWE7DjRs3tFptv379/Pz8Xn75ZcIb25Cfn79mzRpvb++7d+9GRkYuXrzYejzP4VRyg1qt5r4K6kUVFxfPnz/fy8vL09MzLS2tJ99b+4KZBhDSgw8+KJPJmPc45losiM2zzz4rdAnQOanmNOzYsUOn002ZMiU0NDQuLq6pqYk/tmHhwoXr1q0zm82zZ8/WaDRyudz21AcqucHb25v7KqgXVVpaumHDhoiIiC79mCQATQMIKSgoKCgoiBDyyiuvnD59mvnkG2+8vGbNMkHrgjbXr1cLXQJ0Tqo5DcnJySqVqrq62mg09uvXz93dnT+2gSGXy0NCQr766quwsDDbUx+o5AZCCPdVUC+qtLT09OnT6enpAQEB3NZK8tA0gChkZGSwNz8qFDInJ+Q0iIVCgZ+FHZBqToObm1tubm5aWtrOnTutpyh4yGSyLo0nVskNmZmZ3FdBvaioqKj4+HiVSjVt2rSEhISOOiHpQdMAYsG+m7S0mO7dM/IPht9NZeVtoUuAzkk1pyE/P7+goCAvL69LW7RbLJb8/Pzt27fbfgixSm6gXsX69eu5D0+ePKnRaFQqlVKpdHZ27tIT2TU0DSAKw4cPZ7fD7tPH2c0Nd+yLBbv7KIiZVHMasrOzy8vLw8PDCSHp6en9+/fnH5+ZmXn+/PmGhobw8HBPT88uPReV3ODj48N9FdSL8vPzW7ZsGSFk5syZ7u7uXX1d9gurJ0AAn3zyyZ49e7y8vP7+978TQkpKSnx8fMhvE5t1db80NdUIXCL8pqDgW6FLgDbPP/98Tw5HTgP0EGYaQABLliyxWCwGg4F56OzsLJO19a9yuQzX0cUDiZBSYtc5Db17KiQ3dA9mGkAA48aNe+KJJ7y8vJhdaH/88cfRo0fLZDLm91Nt7c96PWYaxOLEiXNClwBtlixZwj8AOQ3MtKWXl9crr7zCrcr6VFxdCmmoqqpatWqVTCYLCgpirsg4Dsw0gMC0Wu3169flcjm7BbOzs8LV1YFuLBI5h7pea7+Q08BgchqYj6mqqFNR/7C7FNKQnZ0dFhYWFhY2ffp0NA0Av6vvv/9+8ODBzs7O7A13ra3m5mZMiYtFcXGx0CVAm7/+9a/tfh45DYzMzMwLFy4QQiZOnPj9999zq6JORR3YpZCGWbNmzZ49e8+ePYGBgR1VIlVoGkBg/fv3f+qppw4fPvzTTz/99rkuL7CG+6e6GuFOdgA5DYwFCxawMw3R0dHcqvhP1aWQhr1798bGxmo0msWLF69btw5LLgF+b3K5nH03cXaW9+mDf5li4eHhIXQJ0DnkNHRaFf+puhTScO3atblz53p5ealUqrq6OmoyRtrw1gzCUygUZrO5sbGReWg2W0wms7AlAaukpEToEqBzyGlgsJcn+vTp8/e//51bFf+puhTSsGbNGq1W6+Li4u/v71AdA8HqCRAEd/XE3Llz58+fHx8ff+fOHeQ0iNDq1ZuELgHadBSuYCPkNEAPYaYBRCEiIuLYsWPMx87OchcX/MsUiz59kM5pT/iXXHY7p6G3llyGhIRQ6QhyuZxnyWV9fT33zNySmKCFkydP/vDDD2azefLkybt27SL/uSazo8OZYw0Gw0cffdTS0kII2bZt25AhQ7hrMqklmgaDQavVNjY2Tp06NTY2trs/H7uHt2YQhbq6OvaW7Dt3GquqMNMgFoiRtgs2LrmsqqrKyspydXUtLCzkWXLJ3JB4n5ZcxsTEcEs6efIkz5LL9PR07pm5B6rVal9f3+++++7w4cOEkNWrV5eXlyuVSlsOV6vVMTExGRkZYWFh7DLLvn37ctdkUks0c3Jynn766Xnz5m3durW3fmr2CE0DiML//d//1dfXC10FtKOurk7oEqBzUl1ySZ1ZpVJxDzl27BibFrV582bmA9sPp5ZZ6vV67ppMaonm2bNnx44dm5iYGBkZ2YUfjOSgaQBRMBgM7LIlk8lsNOKvW7HA6gm7INUll9Zn5jKbzexXb9++bTAYRowYYfvh1sssuWsyqSWajY2Ner1ep9NFR0cfP368G6s5pAFNAwjj559/PnPmzIULF06ePOnt7V1XV8fek4tESFFxcsK7hB2Q6pJL6szUV0NCQvbu3Ttx4kRCyBtvvDFnzhyqaeA/nFpmSa3JpB4++uijkydPHj58uLOzc21tbUfzJZKHtwMQRlRUVGNj44ABA0pKSkaOHGkymdj/pc1mS2srllyKBWYa7IJUl1xSZ6YEBgaeO3fumWeeIYT4+voGBQV16XBqmSW1JpN6GBsbu3Tp0nfffTcgIMBhOwaCJZcgiHHjxh04cMDPz48Qwiy5XLhwoUaj+fjjjwkhZ8+e/fe//y10jfCryspKoUuANt34vcuFJZfQQ5hpAFGQy+UFBQXMx56eQ/7zdiUQ0ksvfSh0CdCmh02DXW+Njb2wxQBNA4iCwWDAfhMAPcef0+Dq6hofH9/pGaw/2YtbY1svubR9a+yYmBierbEzMjK2bt3q5eVlMpni4uL8/f25Vd28eXPLli1eXl6enp5paWnUsfxbY1N5D8XFxfPnz+/oVNKGpgFEwWKxsHdImc0WsxlXzcTCYDAIXQJ0DltjM+Li4qKjoysqKuLj469evcqtqrS0dMOGDREREe0eyL81NpX3wH8qaUPTAGJx79495gOFQu7k5KDLmUTI3d1d6BKgc1LNaejq1ti7du06ceLE5cuX33777by8PG5VpaWlp0+fTk9PDwgI4DZDDP6tsakXyH8qaZMLXQAAAPQUk9OgUCi4OQ2rVq1qN6dBpVKxOQ3MGCan4fHHH7fOaWCPPXDgwNy5c5k8A+rZO8ppYCYkEhIS9Ho9f05DR2d2c3PLy8t7/vnnbdwaOyYm5uDBg8eOHdu0aRNVVVRU1P79+/Pz8z///PM7d+5QBzKZDaGhoXl5eQsWLKBeQpdOJW2YaQCxYPc4kMmIHN2saLS2tgpdAnROqjkN3dsae+TIkUql0sfHh1tVbm6uRqNRqVRKpZKNkmPxb41NvUD+U0kbmgYQBZlMxmwbQwgxmSxGI3IaxALhTnZBqjkNXd0ae9euXQUFBVVVVTNmzIiOjuZW5efnt2zZMkLIzJkzrS+68W+NTb1A/lNJG3IaQADcnIZJkyYplcovv/xSLpczf9T+/POP1dW3ha4RfvXyy68LXQK0OX78eA8PR04D9AT+hgCBpaSk3Lp168svv2Q/I5PJ5HIsvxQL6/BdsF92ndPQi6dCZkO3YaYBBMCdaWA4OTlNnjyZuefo5s2ymhrMNIjFxo3vCF0CtKEyGKzx5zR0Wy/mNPCfmT+ngRDCk9NACNmyZUtRUVFra+vUqVNXr15N5StUVVWtWrVKJpMFBQVZB0vzRzVQlVBn7sn31r5gpgFEwWw2f/3118zHTk4ypRJLLsXiscceE7oE6BxyGgghRUVFZWVlR44cIYSsXr26vLw8JyeHW1h2dnZYWFhYWNj06dOtmwb+qAaqEiq5ods/OLuDpgHEgp30am21tLRga2yxYNbggcghp4EQcuzYMXYmY/PmzdaFzZo1a/bs2Xv27AkMDLQ+nD+qgaqEOrPKYaLv0TSAWLC73ffpo3BzU/IPht8NVk/YBSangRDCzWk4dOhQuzkNrq6ubE4DM4bJaXBycrLOaWCbhgMHDly4cGHQoEG25zQwExUJCQnp6en8OQ0dnZlZ35iWlmZLToPZbGbH3L5922AwUIXt3bs3NjZWo9EsXrx43bp11GpJJqrh3Llzubm5TGgE91VQlVi/ZAeBtwMQBYvFMmDAAOZjk8mMmQbxKC8vF7oE6BxyGgghISEhe/funThxIiHkjTfemDNnDlXYtWvX5s6d6+XlpVKp6urqqEkU/qiGoqIibiXUmTutTTLQNIAoMPN+QlcB7cBMg11ATgMhJDAw8Ny5c8888wwhxNfXNygoaMKECdzC1qxZo9VqXVxc/P39qY6BdBbVQFVCvWTHgdUTIADr1RPDhg2rrKw0mUyEkNu3b9TXO1Yyq5ht3vyB0CVAm507d/bkcOQ0QA/hbwgQBTc3NzbC3Wy2mEwOdI1Q5Orr64UuAXoNchruRyUOBU0DiIKnpyezyosQYrEQR7qvSOzYPUHALvDnNLi6usbHx3d6ButP9mJOQ0xMDM+ZqZwG0nEwg1qtjomJ+eCDD5jf/R4eHn/5y18UCgV/zAP38MjISG4wQ7spDvv27VOr1aGhoZ194x0FmgYQhblz5zY2NjIfOzvLXVzwL1MsmpubhS4BOifVnIaKigqeYIazZ8+ePn06Pz9fJpPt3r17//79Go2GJ+aB2ieCCmYYO3YsleJQWlqakpKyfv367v5YJAhvzSL1ww8/bNmyZcSIEUIXcl/88ssvd+/e5X5mx44dzJsdw4YtcOF3UldXJ3QJ0Dmp5jRQDylHjx7VarVMFxIdHc18kifmgTqcCmb4+eefuSkOra2tGzduXLFiRafffIeCpkGkTp8+/dlnn/31r38VupD7wmg0Un+//vLLL+w9uWazpbUV1yfEAqsn7IJUcxr43blzhznhpk2bLly40NjY+Omnn3IH8Mc8UMEMfn5+3BSH//mf/9FqtSUlJV0qSfLwdiBSarXa19f37bffFrqQ++LYsWPUXxsqlYq94c5isWBRj3jg8oRdkGpOA7/AwMB9+/Zt2rQpOTm5uLh49erV1AD+mAcqmMHJyYmb4mA0Gt9///3r168TQgICAh5++OFuVCg9aBpAFDw9Pdm/hywWYjajaRALdlULiJlUcxr4zZs3r6SkZPLkySNGjBgzZgz3QgyDP+aBCmZ4/PHHuSkOr7/+OgH8ZBYAACAASURBVCFk//79hBB0DCzkNIjUxx9/nJaWlpeXJ3Qh90W7u1xaLBYmp6GysryuDr+oxCIs7HmhS4A2zERCtyGnAXoIMw0gCk5OTuxMg0wmk8txJ6RY4J4GKbHrnAYEM4gB3g5AFIxGo0Nt+gJwn0g4p4EJZuAem5GRsXXrVi8vL5PJFBcX5+/vzy3jnXfeKSwsJIRcunSpoKDAx8eHe3hDQ0NsbCwb0jBx4kTu81I12/79lzw0DQDAx5aNgkBwjpnTQAiJi4uLjo6uqKiIj4+/evUqtwydTqfT6SorK5OSknx8fKgDqZCGhx56iPtEndbssNA0gCi4uLi0tLQwH2P1BEBXOWZOAyFk165dJ06cuHz58ttvv52Xl8ctQ6VSEULefPPNdpdmUCEN5D8DHmys2QGhaQDhMe0Cu7e9TCZDXy8ezMJ9EDnHzGkghMTExERHR5eXl0dERIwZM4Yqo6KiwmQyjRo1yvpAKqSBeupOa3ZYaBpAeBcvXrx37x77ywk3QoqKwWAQugTonGPmNLBGjhypVCp9fHy4ZRBCcnJyOto2ggppoL7aac0OC00DCO+BBx5QKBTsTIOTk7xPH/zLBOgCx8xpIITs2rWroKCgqqpqxowZ0dHR3DIIIZ9++umhQ4faPZAKaaC+el9rtmvIaRAph8ppuHr16rhx4ywWCzOjWFd3s7GxRtACoc2sWYuELgHafPvttz05HDkN0EP4ew7EQi6XC10CtAP3NNgX/iWX3c5p6K0llyEhIVRYglwu51lyWV9fz545MDDQOmhhy5YtRUVFra2tU6dOXb16NXf8vHnziouL58+f7+XlNXjw4CeffJI6tqGhgbs19pAhQ7j7aFtvq93RJt0OBU0DiAU76SWTydBAiAeaBrtg45LLqqqqrKwsV1fXwsJCniWXzF2B92nJpXVOA8+Sy/T0dO6ZqWOLiorKysqOHDlCCFm9enV5eXlOTg53fGlp6YYNGyIiItr9plGrLvv27cvdR5vaVrupqYl/8aeDQNMAYsHe9sxepwAAG0l1ySV1ZmYVJevYsWNs8tLmzZutx5eWlp4+fTo9PT0gIIDbADGoVZd6vZ67jza1rba7uzv/4k8HgaYBRMHZ2ZnZeIIQYjJZjEY0DWKh1+uFLgE6J9Ull9Zn5jKbzexXb9++bTAYqPFRUVHx8fEqlWratGkJCQlUv2K96pK7jzb/ttoOC00DiAK7WxUhRCYjWHIJ0CVSXXJJnZn6akhIyN69eydOnEgIeeONN+bMmUONz83N1Wg0KpVKqVSy67NY1KpLah9t/m21HRaaBhCFQYMGsXdrm80WkwkzDWKBexrsglSXXFJnpgQGBp47d+6ZZ54hhPj6+gYFBU2YMIE73s/Pb9myZYSQmTNnuru7U4dTqy6pfbT5t9V2WFhyKVKOtuTyySefNBgM9+7dI4Tcvv1TQwO2xhaLwMBnhS4B2pSXl/fkcCy5hB7CTAOIgsFgYPeeAFHB1thSgq2xu304MPB2AMLLzMw0Go3srUYyGcFdR+LR2toqdAnQBRLbGpvKXaCOJYR88MEHTCvg4eHx4Ycf6vV67niDwaDVahsbG6dOnRobG0sdzp/TQO2sPXToUO6ZbfxxSA+aBhBeXl4e975o3AgJ0FVS3RqbymmgDjx79uzp06fz8/NlMtnu3bv3799fU1PDHX/w4MGnn3563rx5W7dutf6m8ec0UDtrU6+xRz8te4amAYTn4eFx7do17u01uNNGPHB5wi44Zk7D0aNHtVot04VER0cTQpYvX84df/bs2bFjxyYmJkZGRlo/I39OAzOG3VmbvxLHgbcDEAWz2Yx7csUJTYNdcMychjt37jAn3LRp04ULFxobG4cOHcod39jYqNfrdTpddHT08ePHqcWT/DkN5D931uavxHHg7QDEgruKGvc0iAeWXNoFx8xpCAwM3Ldv36ZNm5KTk4uLi5lrItzxjz766OTJk4cPH+7s7FxbW0tNcvDnNJD/3FmbvxLHgaYBxAKrJ8Tp5s2bQpcAnXPMnIZ58+aVlJRMnjx5xIgRY8aMCQgIoMbHxsYuXbr03XffDQgIsL4swp/T0L9/f+7O2vyVOA7kNIiUQ+U0aDSawsJCdsuJO3d+unu3WtACoc0TT4QIXQK0uXXrVk8OR04D9BBmGkAU5HI5d5dLJL0D3A/Iaej24cBA0wCiYDab2WvnFovFbMYEmFgYDAahS4AukFhOA5darfby8lqzZo2Pjw8hZNKkSX/605+ssxP27dunVqvZexG4h1vHPEBXoWkAUbBYLEyGNCFEJpMhp0E81Gq10CVA56Sa02Bt4cKF69atYz62zk4oLS1NSUlZv359L3xPoT1oGkB05HKiUKBpEAssubQLUs1psJaZmXnhwgVCyNq1a6nnVSqVGzduXLFiRXe/i9A5vB2AWLD3NFgsCHcSETQNdkGqOQ3WFixYwM40UM+bmpqq1WpLSkps/rZBl+HtAITH/J/P/nLC3hOiotfrhS4BOifVnAZ+1PMajcb333//+vXrhJCAgICHH364G+cEfmgaQHhubm4KhcJkMjEPMdMgKphpsAtSzWngRz3v66+/TgjZv38/IQQdw32CnAaRknZOw7Bhw5566qkBAwYwD3Nycvr06ePq6srMK1ZWltfX3xG0QGgTEBAsdAnQ5s6dHv2vgZwG6CH8DQECeOmll1QqFfsn7KlTp8rLy9lESJlMLpfLhasOQLLsK6cByQoihJkGkZL2TAMlLCzsxIkTzc3NTN9w+/YNzDSIx7hxAZ0Pgt9Lp7EZ/DkN3daLOQ38Z7bOaegotoEQ8tFHH926dSshIYEQotPpIiIi/uu//os7/saNG1qttl+/fn5+fi+//DJ1eENDw9q1axsbG+vq6jZs2ODm5sat02AwaLXaxsbGqVOnxsbG9uS7JyWYaQBRMJlM7MZxZrPFZHLcTeTEpn///kKXAJ2Tak5DRUUFf2wDhRq/Y8cOnU43ZcqU0NDQuLg4d3d37uCcnBwfH5+VK1fW1NS89tprjY2N3DoPHjz49NNPz5s3b+vWrTY+uyNA0wCi4Obmxl6slckIYqQBukSqOQ2dxjbs2bOH6WDOnz8fERFBjU9OTlapVNXV1UajsV+/ftSxTz755HPPPVdTUxMcHLxt27Z33nmHW+fZs2fHjh2bmJgYGRlpw0/AUaBpAFHw9vZm72kwm4nJhKtmYtHa2ip0CdA5x8lpoCxZsoS9PGH9VTc3t9zc3LS0tJ07d1r/KTJ69OiioqJz587l5uZu3779n//8J7fOxsZGvV6v0+mio6OPHz/O7pft4NA0gCiMGjWKnWl44AFnmaydxdwgiEceeUToEqBzjpnT0Kn8/PyCgoK8vLx2f+WnpKRMmDAhODjY399//PjxVJ2PPvro5MmThw8f7uzsXFtb29EEiaNB0wCicPz4cc7lCew9AdA1jpnT0Kns7Ozy8vLw8HBCSHp6OnWDzvLlyxMTEzMyMmpra3U6HVVnbGzs0qVL33333YCAAHQMLKyeEClHWz1x/vz5mpqa+vp6QkhTU2Vzc53QRcGv/vrXOKFLgDaFhYU9ORw5DdBDmGkAUaiqqmKvnWNrbFEpLS0VugToNfaV09CLx/b8cGCgaQBRMBgM7JJLi8WCCTDxYO6MA3vBn9Pg6uoaHx/f6RmsP9mLOQ0xMTE8Z7bOaWCp1WovL681a9b4+PgQQiZNmvSnP/2J+7z8yQpqtZp6augGNA0gCjKZjL23WaGQOzvjRmWALpBqToO1hQsXsrtcUs+LZIXfAZoGEAV3d3f2L1qLhWCmQTwqKyuFLgE6J9WcBmuZmZkXLlwghKxdu5Z6XiQr/A7QNIAoyOXyu3fvMh83N7c2NrYIWw+wcHnCLjhOTsOCBQvYmQbqeZGs8DtA0wDCKy0tra6uxuyCOOGd1y44Zk4D9bxIVvgdoGkA4WVkZEyePJlNhARRaW5uFroE6Jxj5jRQz4tkhd8BchpEyqFyGgghrq6uzc3NzMRmbe3NxsYaoSuCX/n5TRG6BGhTV9ejCBPkNEAPYaYBRAeJkADdxr/ksts5Db215DIkJIQKS5DL5R0tuayurv7ggw8OHjzo4uIybNiw+Ph4jUbDs1N2RkbG1q1bvby8TCZTXFycv78/t6qqqqpVq1bJZLKgoCBmZoKL2iZbrVZzX0J9fb3tp5I2NA0gCmazmTPphZwGgK6xccllVVVVVlaWq6trYWEhz5JL5obE+7Tk0jqnoaMll2q1uqGhYdu2bcze1n/605863Sk7Li4uOjq6oqIiPj7+6tWr3Kqys7PDwsLCwsKmT59u/Zue2ibb29ub+xLS09NtP5W0oWkAUZDJZH369GE/lsvlwtYDLIPBIHQJ0DmpLrmk9rZ2d3fnX5C5a9euEydOXL58+e23387Ly+NWNWvWrNmzZ+/ZsycwMND6QGqbbEII9yVQL5D/VNKGpgFEYdSoUSUlJUJXAe3AtW27INUll/x7W1uLiYmJjo4uLy+PiIgYM2YMt6q9e/fGxsZqNJrFixevW7fO2dmZeyC1TXZmZib3JVAvkP9U0oamAUShrq7OZDIxH8tkxIY3B/idsHuCgJhJdckl/97WHRk5cqRSqfTx8eFWde3atblz53p5ealUqrq6OmoGhdomm3oJ1AvkP5W0oWkAUXjggQdwSUKcnJzwLmEHpLrkkn9va2u7du0qKCioqqqaMWNGdHQ0t6o1a9ZotVoXFxd/f3/rX/PUNtk+Pj7cl0C9QP5TSRuWXIqUoy25zMjI2LNnz6lTpwgh9fW/NDXRF01BKJMnzxC6BGhTXl7ek8Ox5BJ6CH9DgCgcPXr0q6++Yj52cpIrlUghFIvjxz8SugToNXa9NXYvngrbZHcbmgYQhZ9//pl77Rz3NAB0j8S2xqYCErgHdrpT9jvvvFNYWEgIuXTpUkFBATOMPTYyMpIbzHDjxg2tVtuvXz8/P7+XX365uLh4/vz5Xl5enp6eaWlp1Evo0k9EYtA0gCjcuXOHuemaEGKxWMxmXDUD6AKpbo1NBSRYv3CenbJ1Op1Op6usrExKSuJ2DAwqmKFv3746nY4JhIiLiystLd2wYUNERAQzuNOX4DjQNIjUjRs3fvjhB6Gr+P24uLjgRkiAbpNqTgN1ZpVKRR3Fs1M2M/jNN99sd2kGFcyg1+u5gRClpaWnT59OT08PCAjYsGGDjS/BEaBpEKnhw4czd0E7iJs3b7IzDXK53MkJDYRYoJezC1LNabA+M4Vnp2xCSEVFhclkGjVqlPWB1sEM3ECIqKio+Ph4lUo1bdq0hISETl+C40DTIFIymcyhAkMGDBjAfWvDmh7xwD4gdkGqOQ3Umfm/CdaDc3JyQkND2x1MBTNQgRAnT57UaDQqlUqpVDo7O3f6EhwHmgYQBYPBwG7B3NpqbmkxCVsPsHB/iV2Qak4DdeauDv70008PHTrU7mAqmIEKhPDz81u2bBkhZObMme7u7vdvd2+7g5wGkXK0nIagoKCffvrp+++/J4TcvVtx7x5yGsSipqZJ6BKgjY/PxJ4cjpwG6CHMNIDwvvjii1OnTrEx0gqF3NkZOQ1iYTS2cyEZ7JRd5zQgmEEMMNMgUg4103DixIkZM2aYTCbm3qV79ypbWuqFLgp+deNGndAlQJtx4/7EP4A/p6HbejGngf/MVE4DFZ9ACOF+lZKRkbF161YvLy+TyRQXF+fv72+d8bBv3z61Wm19o0NDQwM3tkGtVnNfQrtxER2dStow0wDCc3JyslgsbP8qk8kceRm02OBHYRekmtOwY8cObnxCU1MT96vW4uLioqOjKyoq4uPjr169SmU8lJaWpqSkrF+/3vpAKrbB29ub+xKs4yJ4TiVtaBpAFKiQBvyiEg/kZ9gFqeY0JCcnc+MT3N3duV+1tmvXrhMnTly+fPntt9/Oy8vjVqVUKjdu3LhixYp2D6RiGwgh3JdAvUD+U0kbmgYQBbPZzN7TQLDkUkxwBdMuSDWnwc3NjRuf0On3ISYmJjo6ury8PCIiYsyYMdyqUlNTtVptSUlJuwdaxzZwXwL1AvlPJW1oGkAUBg0axO49wb1UAYJrbcWNkHZAqjkNVHyCjUaOHKlUKn18fLhVGY3G999///r164SQgICAhx9+mHsIFdtAvQTqBfKfStrQNIDAvvrqq48++kiv17e0tDCfkclkCBQSD1wqsgtSzWmg4hP69+/PP37Xrl0FBQVVVVUzZsyIjo7mVvX6668TQvbv308Isf41T8U2+Pj4cF8C9QL5TyVtWD0hUo6zemLp0qX5+fkNDQ2+vr5nzpwhhDQ0IKdBRCor7wpdArR5/PEeLYJATgP0EGYaQGAjR46cPn36Rx999O233zKfMZlMLS2t/EfB7wYrWaTErnMaevFUiG3oNjQNIApsSAPB5QmRMRoR6W1P+HMaXF1d4+PjOz2D9Sd7MachJiaG58xUTkO7AQkMtVodExNjNBqHDx+empqq0WiowVVVVatWrZLJZEFBQVQKtVqtjoyM5AYzUIEQ1Kl4ynA0aBpAFLiXySwWrJ4QEZMJN0LaAanmNFgHJFA+++yzpUuXHjlyZNGiRdTg7OzssLCwsLCw6dOnW29dQQUz9O3blxsIQZ2q0zIcB5oGEAs2D8DZWe7ign+ZAF0g1ZwG6swqlYo66vDhw6mpqYmJiVVVVdTgWbNmzZ49e8+ePYGBgdZPRwUz6PV6biAEdapOy3AciG0BUTCZTOySSwDoKianQaFQcHMaVq1a1W5Og0qlYnMamDFMTsPjjz9undPAHnvgwIG5c+cyGQbUs3eU08BMSCQkJOj1ev6cBtvPzNXU1FRYWJiUlFRWVpadnU0N3rt3b2xs7LZt2woKCrjfBAYTzBAaGpqXl7dgwQI3N7e8vLznn3+eCYSgTsVfhkPB33MgvObmZrPZ7OT0679GxEiLikKBPy3sgFRzGqgzU189evToq6++unz5cr1eP2fOnODgYO7ga9euzZ0718vLS6VS1dXVUVMmVDADFQhBPS9/GQ4FTQMIz9vbe8qUKZcvX2YeGo0mg4H+swCEcu8efhZ2QKo5DdSZKQcPHty5cychxM3NTalUajSa1NRUdvCaNWu0Wq2Li4u/vz/VMRCrYAYqEIJ6Xv4yHApyGkTKcXIa3nzzTaPRuGPHjurqamber6Hhl6Ym5DSIxY8/1ghdArR54okpPTkcOQ3QQ5hpAFEIDg4uLCxkPjaZzFjmJx74u0JK7DqnAcEMYoCmAUTBw8ODvY/B1VWpULRz4RMAOiWxnAYqPiEmJob7VUp+fv6aNWu8vb3v3r0bGRm5ePFibr5CTEwMW1i79yU0NDRwkxvUajX3VVCVvPPOO8zfOZcuXSooKPDx8enkByMVaBpAFC5cuFBdXc0+xH2Q4oENq+yCVHMaduzYwY1PaGpq4n7V2sKFC9etW2c2m2fPnq3RaLKysngKo46lkhu8vb25g6lKdDqdTqerrKxMSkpynI6BoGkAkbh48SJnwypEF4uIUtmF3QVBKFLNaUhOTubGJ7i7u3O/2hG5XB4SEvLVV1/xF0ahkhsIIdzBVCXMIW+++WZH6z6kCk0DCODMmTPFxcUDBgwghHz99dfMuxJ77dxiwXV0EcGPwi4wOQ2EEG5Ow6FDh9rNaXB1dWVzGpgxTE6Dk5OTdU4D2zQcOHDgwoULgwYNsj2ngZmoSEhISE9P589p6OjMbm5uubm5aWlpTHyC7d8QZuU2f2EUJrnh3Llzubm5TGgEd7B1JRUVFSaTadSoUbZXJQFoGkAA77333pUrV5g5vUuXLj3yyCMGg4HNaQBRwaSPXZBqTgMVn2Aji8WSn5+/ffv20tJSnsKoYqjkBmpwUVERVUlOTk5oaKjtVUkD3qZBAI888si4cePWr19PfltyWVxc3NzczA7AX7fice8ekjrtgFRzGqj4hP79+/OPz8zMPH/+fENDQ3h4uKenJ39h1LFUcoOPjw93sHUln3766aFDh7r6iuwdchpESto5DcnJyQ888AC3adi8efO9e/eY+UOD4XZLS73QNcKvbt/WC10CtBk9enxPDkdOA/QQZhpAFB5//HE25V4mI9gaG6B7+JdcdjunobeWXIaEhFB5CXK5vHtbY1dXV2/cuDE7O/vBBx8khIwaNSotLY07mH9VZFlZ2fPPP9/S0tLU1PTf//3fY8eOPXToELuikhmzb98+tVodGhrqsAssraFpAOG1trZeuXLFYDAwDxEjLSq4p8Eu2LjksqqqKisry9XVtbCwkGfJJXND4n1acmmd09C9rbHVavWMGTOGDRu2bt065jNUGfyrIk+dOhUWFsYusLx8+TJ3RaW7u3tpaWlKSgozIeqwCyytoWkA4dXV1en1mAMXKSx/tQtSXXLZ6Z7UmZmZFy5cIIRMnDjx+++/tx7c0apI/q2xW1tbN27cuGLFCu4hDrjA0hqaBhCek5OTQqGQy3/dTRG7XIoKbnuyC1JdctnpntQLFixgZxqio6OpwTyrIq0XWHJXVKampmq12pKSEna8Yy6wtIamAUSB2bFe6CqgHdga2y5Idclll/akth7MsyqSf2tso9H4/vvvX79+nRASEBDw8MMPO+YCS2toGgAA7J5Ul1x2uic1e3miT58+f//736nBPKsi+bfGfv311wkh+/fvJ4Q8/PDD/KdyKFhyKVIOteSyqqpq+/btTk5OTFSDXl9hMNQJXSP86u7d5s4Hwe/l4Yf5fnl3CksuoYcw0wCioFAo2MsTMpkMSy7FA/eXSAm2xu7GscCFpgFEgb0LkqBpEBn8LOyLxLbG5lKr1TExMUajcfjw4ampqRqNhkpx4ElTYI7tyjcS2oemAUShtbW13VujQXAmE34udkCqW2Nb++yzz5YuXXrkyJFFixZRKQ5IU/gd4L5oEJhery8pKaGWWVos+E8s/4FdYHIaMjMzb9++TX7LaThy5MjRo0eZBREMJqchOzv7xo0b3DGxsbHvvffetm3bVq9eTQgJDw/Pycn54osvqqqqqCfqKKdh/Pjx3JyG/v37UzkN169fZ3IaOnoJ3JyGjrIcCCGHDx/WarV9+vSpqqqinpcZgDSF+wozDSCwgQMH3rlzx2Kx4Nq5OKFvsAtSzWmgNDU1FRYWJiUllZWVZWdnWz8v0hTuN8w0gMDWrVuXlZWlVquZP0oYMhn+E8t/YBeYnAaTycTmNERGRr777ruDBw8eOHAgO4zJaWhqaiorK+OOYXIavvnmGzangRBy8eJFT09P9tjIyMisrKwdO3YwfQkXE5BACGFzGqqrq6mchk2bNimVyo5yGjo6M+Xo0aOvvvpqenp6YWHhkSNHqOcljrpd9e8JMw0gCg0NDadPn2Y+bm01GQzYjlks0DfYBanmNFAOHjy4c+dOQoibm5tSqdRoNKmpqTYGM0CvQE6DSDlOTgMh5Mcff/T29jaZTMyqy7q6X5qaagQtENo0N6OBExHkNICwMNMAomA2mzn9qwW9rHjgRyEl9pXTgHAFEULTAKIgl8s5UQ3YsEpE0MDZFynlNKjV6tDQUK1W269fPz8/P6Zj6CjFgbFly5aioqLW1tapU6euXr2aCnLgP7yhoWHt2rWNjY11dXUbNmxQq9XcV0EdS71G/m+plKBpAFFobW1lfznJ5QgUEhGzGU2DHZBqTsOOHTt0Ot2UKVNCQ0Pj4uKampp4UhyKiorKysqOHDlCCFm9enV5eXlOTg63sIqKCp7Dc3JyfHx8Vq5cWVNT89prr3l7e3NfBXUs9Rq7+OOyY2gaQBScnZ3VajXzcUuLqanJyD8eALiYnAZvb++hQ4eS33IaJk+erNFoAgIC2GFMTsOYMWP8/Py4Y/bt27ds2TKFQnHgwIGkpKTw8PCoqKjg4OCqqip2ySWjo5yGiIgIbk5DRUUFldPQp08fJqehowwGbk7DrFmzmE8mJyerVKrq6mqj0divXz93d3fuVynHjh1jf39v3rzZujDq5JQnn3zyueeeq6mpCQ4O3rZtGyGE+yqoY6nX6DjQNIBY9OnTh/lAqVSoVM7CFgMszDTYBanmNLi5ueXm5qalpe3cubPTq5Zms5kdc/v2bYPBYF0Yj9GjRxcVFZ07dy43N3f79u2ZmZncV2GN/6tShZwGEJ5SqTQajeXl5b99QgbiIeS/DLCZVHMa8vPzCwoK8vLyRo8e3ek3ISQkZO/evczHb7zxRklJiXWQA4+UlJTCwsInnngiJSXlypUr1KugBvN/VcIw0wDCe+ihh/r3719fX888RKaQqGCmwS5INachOzu7vLw8PDycEJKent6/f3+ewYGBgefOnXvmmWcIIb6+vkFBQRMmTOAWxm/58uWJiYkZGRm1tbU6nc7Hx4f7KqjB1Gvs6uuyX8hpECmHymkghPTv37+hoYGZP2xoqLh3j75oCkIxGk1ClwBtPD3H9eRw5DRAD2GmAURh8ODBnCk+5DQA3Bf2ldNwX0+FEIjuQdMAomA2m7m3a4F4oIGzL1LKabAuIz8/f82aNd7e3nfv3o2MjIyJieEmMRBC3nnnncLCQkLIpUuXCgoKeDbIVqvVVCVgCzQNIAp//vOf2T1zzWZcRxcR9Ax2Qao5DdYWLly4bt06s9k8e/ZsjUaTlZXFfWqdTqfT6SorK5OSkng6Bug2NA0gCn/4wx+KioqYj/v0UchkSmHrARbuabALUs1p6IhcLg8JCfnqq6+op1apVISQN998Mzk5uevfRegcmgYQhSNHjrBLLrHSD6CrpJrTwIN5o7B+6oqKCpPJNGrUKNtPBbZD0wCiUF9fz147t1hwI6SI4FKRXWByGh577DE2pyE4OHjKlClvvfWWUtk2b8fkNPj6+paVlQUEBLBjmJwGg8HA5jSMHTv24sWL3EWSzEWEdp+diUPw8PBgcxp0Oh2V0zB69Ohnn322o5yGrk4MWCyW/Pz87du3l5aWcp+aEJKTkxMaGtql90fV2QAAIABJREFUs4Ht0DSAKHD3nsBMA0BXSTWnwVpmZub58+cbGhrCw8M9PT2ppyaEfPrpp4cOHer5E0G7kNMgUo6W0+Dr61tSUmIymQghTU2VLS11wlUH/6G5Gfc0iIiHx5ieHI6cBughzDSAKNTU1HSaDA8AneJfctntnIbeWnIZEhJCpSPI5fKOlly2G6VgNBqHDx+emprKTC1w12dab4QNvQ5Ng0gZjcY7d+4UFBQIXch9ce3aNWYSlfXQQw/V1WF2QYxwpcgu2LjksqqqKisry9XVtbCwkGfJJXND4n1acmmd09DRkst2oxQ+++yzpUuXHjlyZNGiRdR21enp6dwyevt7DISgaRAtFxeXO3fupKamCl3IfVFcXKzX67mfuXnzZmtrK/OxTEZwT4N4ODlhWzs74DhLLg8fPpyampqYmFhVVUUNbnf5JfQuNA0iNWPGjBkzZghdxf3C3NPA/YzBYMDlCYBuc5All01NTYWFhUlJSWVlZdnZ2XFxcfxlQK/D3xAgCg888IBc/uu/Rovl11WXIAbC/sMAG0l1a2zK0aNHX3311fT09MLCwiNHjvCXYfM3D7oAMw0gCtRMA35ViQd+FnbBQZZcHjx4cOfOnYQQNzc3pVL5008/DR8+vKMy4H7AkksQgPWSy759++r1euZfY1NTZXMzbooUC4Q7iYpa3aP9FLDkEnoIMw0gFszFVAbugwS4H+xra2zsXi1CmGkAAVjPNPTv37+xsZG5Y8tguG001gtXHfyHe/ewZbmIDBnSSbgTf05Dt/Xi1tj8Z6a2xu40emHLli1FRUWtra1Tp05dvXo1NZ7/qRsaGtauXdvY2FhXV7dhw4YhQ4Zotdp+/fr5+fm9/PLLN27c4D4sLi6eP3++l5eXp6dnWlpaT76Zdg0zDSAKzc3NTBwkwZJLgK6T6tbY/NELRUVFZWVlzB2Rq1evLi8vz8nJ4Y7nf+qcnBwfH5+VK1fW1NS89tprffv21el0U6ZMCQ0NjYuL27FjB/dhaWnphg0bIiIiev7DsmtoGkAs0CiIE+5psAtSzWngj144duwYO3+wefNm6/H8T/3kk08+99xzNTU1wcHB27Zt0+v1KpWqurraaDT269cvOTmZ+7C0tPT06dPp6ekBAQHcXsrRoGkAUTCbzZa2XS4JrpqJB8Kd7IJUcxr4oxfMZjP71du3bxsMBmo8/1OPHj26qKjo3Llzubm527dvz8zMzM3NTUtL27lzp0wmc3Nz4z6MioqKj49XqVTTpk1LSEjoqPWRPLwdgCj06dOHzWkAgK6Sak4Df/RCSEjI3r17mY/feOONkpISajz/U6ekpBQWFj7xxBMpKSlXrlzJz88vKCjIy8sbPXo0IYR6ePLkybt37xJClEqls7OzDT8TacJMA4hCU1MTO7sgl8sUCjQQYoHLRnZBqjkN/NELgYGB586de+aZZwghvr6+QUFBEyZM4I7nf+rly5cnJiZmZGTU1tbqdLrs7Ozy8vLw8HBCSHp6OvXQz89v2bJlhJCZM2e6u7t39YVIBlZPgACsV084OTk9+OCDzN1PLS1Vra0NwlUH/8FgwOoJERk4EDkNICTMNIAoWCyWyspK5mOz2WIyITdeLFpaTEKXAL3GvnIaevHYnh8ODMw0gADanWlwdna+d+8eIcRguN3SgpwGsdDrm4UuAdoMG+bHP8ChchoyMjK2bt3q5eVlMpni4uL8/f2tB+/bt0+tVoeGhlLH8oc0UM9bVVW1atUqmUwWFBTk4BnVmGkAUTCbzQaDgfkY+ySJCu5psAuOmdNACImLi4uOjq6oqIiPj7969So1uLS0NCUlhfv3CYs/pIF63uzs7LCwsLCwsOnTp6NpABAF/HIC6DbHzGkghOzatevEiROXL19+++238/LyuIOVSuXGjRtXrFjR7tPxhzRQzztr1qzZs2fv2bMnMDCwCz8VKULTAKKDnAZRQS9nFxwzp4EQEhMTEx0dXV5eHhERMWbMGO7g1NRUrVZbUlLS7neMP6SBet69e/fGxsZqNJrFixevW7fOkZdcYmEbiIWTE1pYgG5yzJwG1siRI5VKpY+PD3ew0Wh8//33//GPf/zjH//48ccfqUP4Qxqo57127dq0adO8vLxUKlVdnUPvwYsbIUEA1jdCOjs7m0wm5i+JpqbKlhaH/t9SVO7daxW6BGgzdOjYdj9/5coV5mbD2traL7744tatW3Fxce7u7kxOw1NPPdXc3Pz111/Pnj2byWmoqKg4ePAgO+bbb7994YUX9Hr9J598YjQaKyoqLBaLt7f3xo0b2ZyGM2fOJCcnc590+vTpn3/+OSGkpqZGq9U6OTnNnDlz/vz5586de+WVV4YNGzZ+/PgXX3zx5s2bTFhCbGys9fT+yZMnrc88a9asjz/+2PrM1LEZGRnbt28fNWpUVVWVRqNZtmyZ9eD9+/cTQqxvwKyurk5MTLRYLLW1tVFRUadOnSovL2cmQtLT081mM/dUxcXFOp3OxcVlwoQJjpwhTdA0gCCopiExMXHbtm3kt+lHNA2igqZBVDpqGmyEnAboIUwIg/CYuVAQJ/xdISUOm9OAkIbegqYBhDdgwACFQsHcgUUIsVgs2FlRPLCqxb7w5zS4urrGx8d3egbrT/ZiTkNMTAzPmamcBkII+1CtVlPHfvTRR7du3UpISCCE6HS6iIiI0aNHd5SvQB1LrKIa3NzcuHXeuHGDm9xg03ffAaBpAFFQKBRjx4797WO5s7NC2HqAhX1A7IJUcxoqKiq4DzvVpXwFKqqhsbGRW+eOHTu4yQ2OvN8EF5oGEAWj0fj1118LXQWAvZJqTgP10NqePXuYDub8+fMRERFdylegohreeecdbp3Jycnc5AZbfgqOAE0DiIJMJsPW2OIkl+PyhB2Qak5Dp5YsWcJenrCuhD9fgYpq+Oc//8mt09XVlZvc0NXCpApNA4iFyfTrxki4pwGgq5ichscee4zNaQgODp4yZcpbb72lVCrZYUxOg6+vb1lZWUBAADuGyWkwGAxsTsPYsWMvXrzI3VGauYjQ7rMzqQYeHh5sToNOp6NyGkaPHv3ss892lNPQ0Zm7iqrk2rVrc+fOZfMVqFmTlJSUCRMmBAcH+/v7jx8/nqqTTW5QKHC1tA2aBhAFbtabTCZDXy8eWD1hF5KSklauXOnk5OTl5UUI0Wq1cXFxu3fvZnIaCCFM3MKKFSuYnIYRI0Zwx2zYsGH9+vV6vf5vf/sbIeTo0aO5ubmTJk3y8PBgcxp4nn3JkiVarXbv3r3MfQNRUVFLliwZNmxYeHi4q6urt7c3k9PAbUHuE6qSNWvWaLVaFxcXf39/qmMghCxfvjwxMTEjI6O2tlan01F1Zmdnl5eXh4eHE0LS09P79+9/v4u3C8hpAAFQOQ1z5sz5+OOPZTIZM4+KnAaAjvTv792Tw5HTAD2EmQYQCzZGWi7H/Q0iYjK1E/gPdsphcxp6fjgw0DSAKCiVSnZrbADoNunlNLDUarWXl9eaNWu8vb3v3r0bGRlJCKmvr+8omIFaY2kd8wDdgKYBRMHNzY3bNOCWBoAukWpOg7WFCxeuW7fObDbPnj1bo9FkZWXZHswAPYemAUTB3d2duV2LgTttxAMNnF2Qak5DR+RyeUhIyFdffdWlYAboOTQNIAoGg4G7gALEA8tf7YID5jQwy6y6FMwAPYfbzUAUqFU8Mhn+E8t/YBeYnAaTycTmNERGRr777ruDBw8eOHAgO4zJaWhqaiorK+OOYXIavvnmGzangRBy8eJFT09P9tjIyMisrKwdO3YwfQkXk45ACGFzGqqrq6mchk2bNimVyo5yGjo6c0csFkt+fv6kSZOop7527dq0adO8fgtm6NL3EGyBmQYQQHNzc11d3TfffMM8vH379hNPPHHq1Clhq4J2ITPDLjhOTkNmZub58+cbGhrCw8M9PT27FMwAPYecBhDAiy++ePz4cTYs5erVq+PHjy8pKamqqiKENDVVNjfjTwSxaGkxCV0CtPHwGNOTw5HTAD2EmQYQwNatW7kP58yZc/HixerqaqHqAR6YaLAv/Esuu53T0FtLLkNCQqiwBLlc3tGSSyZZwWKxZGVlzZs3zzpZIT8/n7sCc/HixdQKTP7tramtsdVqNbdsntWbjgwzDSC8OXPmXLp0qaysrLW1lRDS2HgLMw3igZkGUXnwwbHtfp5dcnnlypXLly9zl1w2NzezTUO3l1yePHnyzJkz1ksuP//8c0LIli1bvL29mXWPn3322datW4OCgpgll59//vkLL7ywdu1aZsllfn4+dcGLOnNWVhaz5PLLL78knK2xmYeU/Pz8CxcusCswd+7cmZWVxa0kKSlpxowZzPbWBw8epLa3ZgKk2a2xvb29uWXv2LHDw8ODWb3JvEwgmGkAkWhubub2r2hlxQP3NNgFqS657OEKTP7tramtsQkh3LKxerNdWD0BotC3b182RhoAuopZcqlQKLhLLletWtXukkuVSuX125JLZgyz5PLxxx+3XnLJHnvgwIG5c+du377d9iWXzIREQkKCXq/nX3LZ0Zlt1+4KTDc3t7y8vOeff77d7a2ZrbFDQ0Pz8vIWLFhAlc2s3ty2bVtBQQH3e+jg0DSAKJSXl7P/W1pATIT9hwE2crQllxRLBysw2e2tR48ebX1USkpKYWHhE088kZKScuXKFapsrN5sF/62A1Hg/n6yWBAoJCLoG+yC4yy5pPCvwOTf3praGtvHx4dbNlZvtgs3QoLw5syZc/LkSb1ez0xs3r1bce8efdEUAAghQ4ZgySUICTMNIArM9UjmY4vFgpkGgPsBW2N3+3BgYKYBhDdnzpxjx47J5XJmo8uGBsw0ALSv03An/pyGbuvFrbH5z0xtjU3lLlDHMjkNPj4+hJBJkybFxMTYuE02sQppGDJkCDfRwWAwaLXaxsbGqVOnxsbG8pfhUDDTAKIgl8uZkAZCiFxOFAos8xMLhQK3S9sBqW6NnZ6ezj2z9QtndspmPqbK4N8mOycnx8fHhw1p6Nu3r06nYxId4uLicnJynn766Xnz5jFJdJ2W4TjQNIAomEwm7HIJ0G1SzWmgzqxSqaijMjMzL1y4QAhZu3Ztl7bJpkIa9Ho9N9Hh7NmzY8eOTUxMjIyMtKUMx4GmAURBoVDI5b/+RSuTyeRyzDSIBX4WdkGqW2Nbn5myYMECdqahS9tkMyEN586dy83NZSIicnNz09LSmESHxsZGvV6v0+mio6OPHz/eaRmOA00DiILJZDKZEFcsRkYjfi52gMlpeOyxx9ichuDg4ClTprz11ltKpZIdxuQ0+Pr6lpWVBQQEsGOYnAaDwcDmNIwdO/bixYvcRZLMRYR2n51JR/Dw8GBzGnQ6HZXTMHr06GeffbajnAYbz8z/TaAGX7t2be7cuWzQAjVlkpKSMmHChODgYH9///Hjx7OJDgqFghDy6KOPTp48efjw4c7OzrW1tV0qQ9pwIyQIb86cOcePH29paWFa+MbGWwYDolQA2qFW+7T7+StXrjA3G9bW1n7xxRe3bt2Ki4tzd3dnchqeeuqp5ubmr7/+evbs2UxOQ0VFxcGDB9kx33777QsvvKDX6z/55BOj0VhRUWGxWLy9vTdu3MjmNDA7RHCflN2UoaamRqvVOjk5zZw5c/78+efOnXvllVeGDRs2fvz4F1988ebNm0xOQ2xsrPWVAnbvCe4nZ82a9fHHH1ufmTqW3XuCeUgNLi4u1ul0Li4uEyZM4N6cwaiurk5MTLRYLLW1tVFRUadOnSovL2cmQtLT01tbW5cuXUoImTRpUnJyMn8ZDgVNAwhv3LhxV65cYSJgCTasAujYwIHtNw02Qk4D9BAuT4DwDh48GBoa2rdvX/YzaGXFA/tVSYnD5jQgpKG3YKYBRKFfv3737t1j7tiqqflZr68RuiL4lZMTllyKyLBhfvwDJJbTQAihHnLx5zRQZVDHUjkNfn5+3GAG/mMdGWYaQBRaWlrYj+VyGXIaALpEqjkNFRUV3IfWeHIaqDKoA6mchokTJ3KDGfiPdWRoGkAULBYLu3rCbLaYTJgAEwuVCu8SdkCqOQ3UQ2s8OQ1UGRQqpyE+Pp4bzMB/rCPD2wGIQr9+/dhV1DIZrqMDdI1Ucxo6xZPTQJVBoXIanJ2ducEMCoWC51hHhqYBRKG+vp6NkR4wwHPAAE9h6wGwL1LNaegS/jKop6ZyGubOncsNZti0aRPPsY4MTQOITkPDL01N2LBKLJydFUKXAG06ymlISkpauXKlk5OTl5cXIUSr1cbFxe3evZvJaSCEMHELK1asYHIaRowYwR2zYcOG9evX6/X6v/3tb4SQo0eP5ubmTpo0ycPDg81p4KlqyZIlWq127969zBYPUVFRS5YsGTZsWHh4uKurq7e3N5PTwG1B7gf+MqjBy5cvT0xMzMjIqK2t1el0ISEhS5cufffddwMCAgYNGsR/rCPD6gkQheHDh9+8eZOZUUTTICqIkRaVIUM62eWSH3IaoIcw0wCi0NLSwl6MtFiQ0wBwXyCnoRvHAhdmGkAU+vbtq9frmX+NdXW/NDUhp0EskNMgKp3ONEgsp6G+vp57ZupYJqfB29v77t27kZGRixcvJv+Z63Djxg2tVtuvXz8/P7+XX36ZOpyKahgyZIj14H379qnV6tDQUP5KHAdmGkAUNBpNYWGh0FVAO3BPg12Qak5Deno698zWL5zJaTCbzbNnz9ZoNHK5nHv4jh07dDrdlClTQkNDmY02uMdSUQ19+/alBpeWlqakpKxfv96WShwEmgYQhYb/3969B0VVvgEcP7sQchMQjKsYhIAYWUymiE5OMooOCeJ0YUJNdBwdJEiK0moqqZmsyS50kcmZcEoSZiIJKCEkkBxFIUBBKdK8AAIhMhIXcYH9/XHqzM4ieFZg98fu9/PXy9n3PDyHd9Z9POfsc7q6+vr6xLFCIQz/ZwXAKIy1T4NWZGtr69vuq1QqV6xYcfLkyTVr1mju/tprr1lbW3d0dKhUKjs7O629tFo1dHd3a04eGBhISUlJTEzUKROjR9GA/wsZGRknTpwQx/b27vb27obNB5hcjLVPw/DII1EoFMP/s2Fra5uTk7Nv3760tLThr2q1avj22281J7/33nvx8fENDQ26ZmLcKBrwf8HFxWX16tWGzgKYrIy1T4NW5JEOX61WFxYWfv7551rbCwsLjxw5kpuba2Z2m6tsWq0atCarVKrU1NS//vpLEISQkBCZmRg9boQEgEnv7Nmz4s2GnZ2dx48fb21tFa/Ki30aFi9e3N/fX1FRERkZKfZpaGlpyczMlOZUVVXFxsZ2d3fn5+erVKqWlha1Wu3v75+SkiL1aSgvL9f6aH/88cdLSkoEQbh+/Xp8fLy5uXl4ePgzzzxTWVn5+uuvu7u7BwUFPf/8883NzWKfhq1bt4aGhmplXlxcPDzyqlWr8vLyhkfW2rewsPDll18OCAjo6up68sknN27cqLX75s2bL1++LJ7eSE9Pd3Bw0Ny9o6MjISFBrVZ3dnbGxMQcPXp0+OSMjAxBEGJiYkbPxHRQNACAqaBPA8aIyxMAYCpMtk/D2HeHiDMNAABAFtq2AAAAWSgaAACALBQNAABAFooGAAAgC0UDoJvGxsbdu3fPnz9///79hs4FLAegVxQNgG5qamp27txZUVFRWFiouf3GjRuGSsmUsRyAPlE0ALpZsWKF+MSdoqIiqQV9aWmpv7+/5rfAoR8sB6BPFA2Abu655x6xiWxHR0dVVZUgCB9++OGyZcva2tq2bNkiPZMX+sFyAPpE0QDobO3ateIgOzv76aeffvHFFwcGBgRBmD179q1btwyamiliOQC9oSMkIMu+fftsbGxsbW1tbGxsbGwiIiLa29ulV62srN5+++3t27crlRTi+sByAAZB0QDIolAoRnopJCQkPT3dz89Pn/mYOJYDMAjKcGCs7OzsJu4BP9AVywFMHM40ALK88cYbmufDt23bpnk+3MHBITU1dd26dQbM0KSwHIBBUDQAOjtz5sxDDz0kCMLmzZv/+OOPsrIycXtERMSXX37p4uJi0OxMDssB6A2XJwCdHThwQBysX7++uLg4OTlZ/LG4uJieQvrHcgB6w5kGQDdDQ0MzZ85sbm62s7Pr6OgwNzcXBOHQoUOxsbEff/zxhg0bDJ2gaWE5AH0yN3QCwCRTWlra3NwsCEJoaKj4ESUIQlRUVHBwsJubm0FTM0UsB6BPXJ4AdOPq6hoXF+fm5rZ8+XLN7XxEGQTLAegTlyeAu6FWq1UqlYWFhaETgSCwHIC+UDQAAABZuDwBAABkoWgAAACyUDQAAABZKBqAsVJo8Pb21mlfX19fzd0nKEOTwnIAE4eiAQAAyELRAAAAZKFoAAAAstBGGhirWbNmSWMPDw+d9p05c+Z4p2PqWA5g4tDcCQAAyMLlCQAAIAtFAwAAkIWiAQAAyELRAAAAZKFoAAAAslA0AAAAWejTAEw4tVpdVFRUX1/f2NjY3t7u6Ojo6uq6aNGi4OBgc3Peg+Pp4sWLoz9v4pdffikoKCgrK2tpabl27drUqVNdXFwCAwPDwsLCw8OdnJz0liowGdGnAbgbfX19ZWVlx48fb2tr6+np8fT09PHxWbNmzbRp07RmfvXVV7t37/7zzz+HB5k2bdoLL7yQlJRka2url6yN09DQ0OHDh/Pz8/Pz8x0cHGpra287raCg4NVXX62urh4pjo2NzbZt23bs2DF8EQH8Sw1AF93d3bt27bKzsxv+brK2tt6+ffutW7ekySkpKXd8D3p4eFRVVRnwiCa15ubm0NBQ6Y8ZGBg4fM7g4OArr7wi859ELy+vyspK/R8IMClwpgHQQVNT0xNPPHH69OlR5qxcuTI7O9vKyio9PX3jxo1ywtrY2BQWFi5atGic0jQVP/3003PPPXft2jVpS2Bg4PAzDUlJSR999JH8sFZWVqWlpfPnzx+fLAEjQtEAyNXb2ztv3rz6+vo7zkxOTn7nnXdmzZrV2NgoblEoFJ6eng888ICXl9elS5fOnTt35coVzXffjBkzqqurp0+fPlHZG52KiorFixffunVLc+OCBQvKy8s1t2RlZUVHR2tumTlzZnh4uJ+fn5+f38DAwNmzZ+vq6vLy8v755x9pjqura1VVlZub24QeAjD5GPhMBzB5xMfHa719fH19IyIiEhMT161b5+/vL223sLB46aWXpB/9/f3Ly8u1ol24cCEsLEwzWlxcnEGOazIaHBwMCAjQ/OtFREQUFhaqVCrNaTdv3rzvvvukOXZ2du+++25fX9/wgFevXl27dq1mwE2bNunraIBJg6IBkKWtrc3S0lL6RPHz8ysuLtaak5uba29vr1VYLFy4sLe3d6Swe/bskWZaWVm1tbVN8HEYiezsbOnvZmZmtnfv3ttOy8zMlKYplcqjR4+OHvaTTz7RDHvhwoUJyB2YxOjTAMhy8ODBmzdvimNvb++qqqqlS5dqzVm1atXXX3+ttfGDDz6wsrIaKWxSUtKSJUvEcV9f3w8//DB+KRuzQ4cOSePExMStW7fedlpeXp403rlz52OPPTZ62ISEhIiICHE8ODj4/fffjzlTwKhQNACylJWVSeO9e/fa2NjcdlpERITmDXRLly4NCQkZPfKnn34qjUtKSsaWpqk4ceKEOLC0tNy1a9dI0yorK6VpO3fulBP5iy++UCgU4rigoGBsaQLGhqIBkEX6xoSzs7PWvQhaNF+dO3fuHSM/+OCDU6dO1fotGF1bW5s4CAgIGKXLRWtrqzh45JFHRqrztHh4eAQFBYnjixcvji1NwNhQNACydHR0iIM5c+aMPnP27NnSePTuhBLpnj7Nbw9iFOr/vnji6ek5yrT+/n5x4OzsLD+4l5eXOGhpabmb5ADjRdEAyNLd3S0OPDw8Rp/p4uIijWfMmCEnuBSzs7PzrrIzOdJ3Iq5evTrKNFdXV3HQ09MjP3hvb6840Lz1FYBA0QDIJH0tQjoxPhLpWoMgCGZmZnKCX7p0SRw4OjreTXKmRzqFU1tb+/fff99x2rlz52RGVqvVdXV14viOBSJgaigaAFmktktnzpwZGBgYZaaLi8uT/3F3d5cTXHoyBd2EZFq9erU46O/v1/zaqpbIyEhx0NTUdOzYMTmRi4qKmpqaxLGPj8/Y0gSMDR0hAVmeffbZgwcPiuOcnBzp02jsfvvtt3nz5onj8PDw/Pz88YpsxLq7u93c3MRrRgqFIisr66mnnho+raWlxcfHp6+vTxCEgICA6urqKVOmjBK2o6Pj4YcfloqGb775RqvjE2DiONMAyKLZlSEhIeH69evjEnZoaCguLk76ceXKleMS1ujZ2tomJSWJY7VaHR0dvWPHDqmRhsTNzU16Zlh9ff327dsHBwdHitnV1RUTEyNVDLa2ttL5DAD/MmxvKWCy6Orq0nxicmBgYE1NzRhj9vf3JycnSzHNzMzoCCmfSqUKDg7W/NfM2dn5zTffrK+v15w2MDAQFRUlzQkKCjp16pRWqKGhof3792vewSoIQlpamh6PBpgcuDwByLV7927NBkEKheLRRx9dvny5t7e3k5OTThcsenp6jhw5kpycLN3NIAhCdHS0dAUEcly5ciUsLOz333/X2u7h4REcHOzr6ztr1ixHR0dLS8u33nrr1KlT4qsKhcLPzy8wMFD89uzly5dLSkqkR4uJIiMjc3Jy9HMUwCRC0QDINTQ0tHr1as3OxBIHBweZ35Zcv379iRMnxIcaaG739PQ8ffq05skMyHHjxo3o6Ojxbd24ZcuWzz77zNzcfBxjAsaBexoAuZRKZVZWVmxs7FiCHD58+Pz581oVg5OTU1ZWFhXDXbC3t//xxx8zMzM1e2rdtfvvvz8zMzMtLY2KAbgtzjQAOsvPz3///fd//fVXaYv8Mw333nuvVtvHJUuWZGRk0BJgjIaGhrKzs7/77ruCgoKuri6d9lVv5T5SAAABY0lEQVQqlQsXLoyJidm0aZOFhcUEZQgYAYoG4C6dP3++rKzs5MmTra2tfX19P//8s5y9pKJhypQpkZGRGzZsCAsLUyo55zduVCrVsWPH6urqGhoaGhoaGhsbe3p6enp6ent7+/v7LS0tra2tra2t7e3tfX19/f3958yZs2zZMq27IAHcFkUDoFepqakODg5+fn5z5861trY2dDoAoAOKBgAAIAsnRQEAgCwUDQAAQBaKBgAAIAtFAwAAkIWiAQAAyELRAAAAZKFoAAAAslA0AAAAWSgaAACALDzJDZCltra2t7d3on/LggULJvpXGAeWAzAI2kgDsgQFBdXU1Ez0b+H9KBPLARgElycAAIAsFA2ALFFRUZ6enobOAv9iOQCD4PIEoIOysrI9e/bk5uZqblQqle7u7uMSv7GxcVzimAiWA9AzigZAZwcOHNiwYcPg4KD44/Tp09vb2w2bkiljOQC9+R+SFvN2hBvqkwAAAABJRU5ErkJggg==&quot; /&gt;&lt;/p&gt;
&lt;!-- rnb-plot-end --&gt;
&lt;!-- rnb-chunk-end --&gt;
&lt;!-- rnb-text-begin --&gt;
&lt;p&gt;We can again visualize our results, this time, ordering the cells based on their posterior probabilities of harboring CNVs.&lt;/p&gt;
&lt;!-- rnb-text-end --&gt;
&lt;!-- rnb-chunk-begin --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuIyMgb3JkZXIgY2VsbHNcbmhjIDwtIHRyZWVzJGhjXG5vcmRlciA8LSBoYyRsYWJlbHNbaGMkb3JkZXJdXG4jIyBwbG90IGFsbCBjaHJvbW9zb21lc1xuaGIkcGxvdEdleHBQcm9maWxlKGNlbGxPcmRlcj1oYyRvcmRlcilcbmBgYCJ9 --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;## order cells
hc &amp;lt;- trees$hc
order &amp;lt;- hc$labels[hc$order]
## plot all chromosomes
hb$plotGexpProfile(cellOrder=hc$order)&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-plot-begin eyJoZWlnaHQiOjQzMi42MzI5LCJ3aWR0aCI6NzAwLCJzaXplX2JlaGF2aW9yIjowLCJjb25kaXRpb25zIjpbXX0= --&gt;
&lt;p&gt;&lt;img 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&quot; /&gt;&lt;/p&gt;
&lt;!-- rnb-plot-end --&gt;
&lt;!-- rnb-chunk-end --&gt;
&lt;!-- rnb-text-begin --&gt;
&lt;p&gt;We can compare this result with the one from the paper (Figure 2D,E):&lt;/p&gt;
&lt;div class=&quot;figure&quot;&gt;
&lt;img 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&quot; alt /&gt;
&lt;p class=&quot;caption&quot;&gt;Karaayvaz 2018 2D,E&lt;/p&gt;
&lt;/div&gt;
&lt;p&gt;We observe also a highlighted amplification in chr12, that was later confirmed by WES (Figure 2E)&lt;/p&gt;
&lt;!-- rnb-text-end --&gt;
&lt;!-- rnb-chunk-begin --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuIyMgcGxvdCBqdXN0IGlkZW50aWZpZWQgY252c1xuaGIkcGxvdEdleHBQcm9maWxlKGNlbGxPcmRlcj1oYyRvcmRlciwgcmVnaW9uPWhiJGNudnNbWydnZW5lLWJhc2VkJ11dW1snYW1wJ11dKVxuYGBgIn0= --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;## plot just identified cnvs
hb$plotGexpProfile(cellOrder=hc$order, region=hb$cnvs[[&amp;#39;gene-based&amp;#39;]][[&amp;#39;amp&amp;#39;]])&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-plot-begin eyJoZWlnaHQiOjQzMi42MzI5LCJ3aWR0aCI6NzAwLCJzaXplX2JlaGF2aW9yIjowLCJjb25kaXRpb25zIjpbXX0= --&gt;
&lt;p&gt;&lt;img 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&quot; /&gt;&lt;/p&gt;
&lt;!-- rnb-plot-end --&gt;
&lt;!-- rnb-chunk-end --&gt;
&lt;!-- rnb-text-begin --&gt;
&lt;!-- rnb-text-end --&gt;
&lt;!-- rnb-chunk-begin --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuaGIkcGxvdEdleHBQcm9maWxlKGNlbGxPcmRlcj1oYyRvcmRlciwgcmVnaW9uPWhiJGNudnNbWydnZW5lLWJhc2VkJ11dW1snZGVsJ11dKVxuYGBgIn0= --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;hb$plotGexpProfile(cellOrder=hc$order, region=hb$cnvs[[&amp;#39;gene-based&amp;#39;]][[&amp;#39;del&amp;#39;]])&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
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&lt;p&gt;&lt;img 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&quot; /&gt;&lt;/p&gt;
&lt;!-- rnb-plot-end --&gt;
&lt;!-- rnb-chunk-end --&gt;
&lt;!-- rnb-text-begin --&gt;
&lt;p&gt;Finally, we can also visualize the results from HoneyBadger into our UMAPs.&lt;/p&gt;
&lt;!-- rnb-text-end --&gt;
&lt;!-- rnb-chunk-begin --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuaGVhZChyZXN1bHRzKVxuYGBgIn0= --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;head(results)&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-frame-begin 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  &lt;/script&gt;
&lt;/div&gt;
&lt;!-- rnb-frame-end --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxucHJvYl9yZXM8LSBkYXRhLmZyYW1lKHQocmVzdWx0c1ssODpuY29sKHJlc3VsdHMpXSkpXG5jb2xuYW1lcyhwcm9iX3Jlcyk8LSBwYXN0ZTAoXCJwcm9iX1wiLCByZXN1bHRzJHNlcW5hbWVzLCBcIl9cIiwgcmVzdWx0cyRzdGFydCwgXCJfXCIsIHJlc3VsdHMkZW5kKVxubGVuZ3RoKGludGVyc2VjdChyb3duYW1lcyhwcm9iX3JlcyksIHJvd25hbWVzKHNjZV9jZWxsc191bWFwKSkpXG5gYGAifQ== --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;prob_res&amp;lt;- data.frame(t(results[,8:ncol(results)]))
colnames(prob_res)&amp;lt;- paste0(&amp;quot;prob_&amp;quot;, results$seqnames, &amp;quot;_&amp;quot;, results$start, &amp;quot;_&amp;quot;, results$end)
length(intersect(rownames(prob_res), rownames(sce_cells_umap)))&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-output-begin eyJkYXRhIjoiWzFdIDI3M1xuIn0= --&gt;
&lt;pre&gt;&lt;code&gt;[1] 273&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-output-end --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuc2NlX2NlbGxzX3VtYXA8LSBjYmluZChzY2VfY2VsbHNfdW1hcCxwcm9iX3Jlc1tyb3duYW1lcyhzY2VfY2VsbHNfdW1hcCksXSkgXG5oZWFkKHNjZV9jZWxsc191bWFwKVxuYGBgIn0= --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;sce_cells_umap&amp;lt;- cbind(sce_cells_umap,prob_res[rownames(sce_cells_umap),]) 
head(sce_cells_umap)&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;NA&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;ggplot(sce_cells_umap, aes(UMAP1, UMAP2, color=cell) )+
  geom_point()&lt;/code&gt;&lt;/pre&gt;
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&quot; /&gt;&lt;/p&gt;
&lt;!-- rnb-plot-end --&gt;
&lt;!-- rnb-chunk-end --&gt;
&lt;!-- rnb-text-begin --&gt;
&lt;!-- rnb-text-end --&gt;
&lt;!-- rnb-chunk-begin --&gt;
&lt;!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuZ2dwbG90KHNjZV9jZWxsc191bWFwLCBhZXMoVU1BUDEsIFVNQVAyLCBjb2xvcj1wYXRpZW50KSApK1xuICBnZW9tX3BvaW50KClcbmBgYCJ9 --&gt;
&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;ggplot(sce_cells_umap, aes(UMAP1, UMAP2, color=patient) )+
  geom_point()&lt;/code&gt;&lt;/pre&gt;
&lt;!-- rnb-source-end --&gt;
&lt;!-- rnb-plot-begin eyJoZWlnaHQiOjQzMi42MzI5LCJ3aWR0aCI6NzAwLCJzaXplX2JlaGF2aW9yIjowLCJjb25kaXRpb25zIjpbXX0= --&gt;
&lt;p&gt;&lt;img 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&lt;pre class=&quot;r&quot;&gt;&lt;code&gt;sessionInfo()&lt;/code&gt;&lt;/pre&gt;
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&lt;div id=&quot;rmd-source-code&quot;&gt;---
title: "HoneyBadger on Karaayvaz et al 2018"
author: "Ariel Madrigal"
date: '`r format(Sys.Date(), "%Y-%B-%d")`'
output:
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    code_folding: show
    toc: yes
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---

## Loading libraries

```{r}
library(HoneyBADGER)
library(biomaRt)
library(pheatmap)
library(uwot)
library(ggfortify)
```

## Loading data

Reading data from GEO. 

```{r}
exp_norm<- read.table("data/RSEM_TPM_240_NormalCells.txt")
exp_cancer<- read.table("data/GSE118389_tpm_rsem.txt")
meta_celltypes<- read.table("data/cell_types_tab_S9.txt", stringsAsFactors = FALSE, row.names=2)
meta_celltypes[,1]<- NULL
dim(meta_celltypes)
names(meta_celltypes)<- "cell"
length(intersect(rownames(meta_celltypes), colnames(exp_cancer)))
```

Taking a look at the data

```{r}
dim(exp_norm)
head(exp_norm[,1:10])
```

```{r}
dim(exp_cancer)
head(exp_cancer[,1:10])
```

```{r}
exp_cancer<- exp_cancer[, rownames(meta_celltypes)]
```


```{r}
hist(colSums(exp_cancer))
hist(colSums(exp_norm))
```
## Filtering for genes

In this case we are going to use a TPM filter of 10 for both the reference and test datasets. 

```{r}
mean_gene_norm<-rowMeans(exp_norm)
summary(mean_gene_norm)
length(which(mean_gene_norm> 10))
exp_norm<- exp_norm[mean_gene_norm>10,]
```

```{r}
mean_gene_cancer<- rowMeans(exp_cancer)
summary(mean_gene_cancer)
length(which(mean_gene_cancer> 10))
exp_cancer<- exp_cancer[mean_gene_cancer>10,]
```

```{r}
inter_genes<- intersect(rownames(exp_cancer), rownames(exp_norm))
length(inter_genes)
exp_cancer<- exp_cancer[inter_genes,]
exp_norm <- exp_norm[inter_genes,]
```
## Generating UMAP of the data

```{r}
set.seed(43)
sce_cells_umap <- umap(t(exp_cancer),                       
                       n_components = 2,
                       #a=1,
                       #b=0.6,
                       min_dist=0.01,
                       metric="cosine",
                       verbose = TRUE,
                       n_threads = max(1, RcppParallel::defaultNumThreads()/2) )
colnames(sce_cells_umap)<- c("UMAP1", "UMAP2")
rownames(sce_cells_umap)<- colnames(exp_cancer)
sce_cells_umap<- cbind(sce_cells_umap, meta)

head(sce_cells_umap)

```

```{r}
ggplot(sce_cells_umap, aes(UMAP1, UMAP2, color=cell) )+
  geom_point()
```


## Creating meta data

```{r}
meta<- data.frame( row.names=colnames(exp_cancer), 
                   patient= sapply(colnames(exp_cancer), function(X) unlist( strsplit(X, "_"))[1]),
                   plate= sapply(colnames(exp_cancer), function(X) unlist( strsplit(X, "_"))[2]),
                   well = sapply(colnames(exp_cancer), function(X) unlist( strsplit(X, "_"))[3]),
                   stringsAsFactors=FALSE)
length(intersect(rownames(meta), rownames(meta_celltypes)))
meta<- cbind(meta, meta_celltypes[rownames(meta),,drop=FALSE])
head(meta)

```


## Running HoneyBadger analysis for PT039

```{r}
mart.obj <- useMart(biomart = "ensembl", dataset = 'hsapiens_gene_ensembl', host = "feb2014.archive.ensembl.org") ## version used in manuscript
```

```{r}
PT039_meta<- meta[meta$patient  == "PT039",]
## Subsetting cells
set.seed(43)
#cells_keep<- sample(rownames(PT039_meta), 100)
cells_keep<- rownames(PT039_meta)
PT039_meta<- PT039_meta[cells_keep,]
head(PT039_meta)
PT039_exp<- exp_cancer[,cells_keep]
```

Making a new HoneyBadger object

```{r}
hb <- new('HoneyBADGER', name='PT039')

hb$setGexpMats(log2(as.matrix(PT039_exp)+1), log2(exp_norm+1), mart.obj, filter=FALSE, scale=TRUE, verbose=TRUE)
```
```{r, width=15, height=10}
hb$plotGexpProfile() ## initial visualization
```
```{r}
hb$setMvFit(verbose=TRUE) ## model variance

hb$setGexpDev(verbose=TRUE) ## model necessary expression deviation to identify CNVs
```
```{r}
hb$calcGexpCnvBoundaries(init=TRUE, verbose=FALSE) ## HMM
```
Double check what CNVs were identified

```{r}
bgf <- hb$bound.genes.final
genes <- hb$genes
regions.genes <- range(genes[unlist(bgf)])
print(regions.genes)

```
The initial HMM step identified a number of candidate CNVs to test. 

Now, we can use the bayesian model to derive the final posterior probability of each CNV in each cell. 

Indeed, our initial HMM has identified a number of candidate CNVs to test. We can now retest all identified CNVs on all cells to derive the final posterior probability of each CNV in each cell.

```{r}
hb$retestIdentifiedCnvs(retestBoundGenes = TRUE, retestBoundSnps = FALSE, verbose=FALSE)
```

```{r}
## look at final results
results <- hb$summarizeResults(geneBased=TRUE, alleleBased=FALSE)
print(head(results[,1:5]))
```

Cluster cells on these posterior probabilities and visualize them as a heatmap.
 
```{r}
trees <- hb$visualizeResults(geneBased=TRUE, alleleBased=FALSE, details=TRUE, margins=c(5,5))
```

We can again visualize our results, this time, ordering the cells based on their posterior probabilities of harboring CNVs.

```{r}
## order cells
hc <- trees$hc
order <- hc$labels[hc$order]
## plot all chromosomes
hb$plotGexpProfile(cellOrder=hc$order)
```

We can compare this result with the one from the paper (Figure 2D,E):

![Karaayvaz 2018 2D,E](Karaayvaz_2018_2DE.png)

We observe also a highlighted amplification in chr12, that was later confirmed by WES (Figure 2E)

```{r}
## plot just identified cnvs
hb$plotGexpProfile(cellOrder=hc$order, region=hb$cnvs[['gene-based']][['amp']])
```


```{r}
hb$plotGexpProfile(cellOrder=hc$order, region=hb$cnvs[['gene-based']][['del']])
```

Finally, we can also visualize the results from HoneyBadger into our UMAPs. 

```{r}
head(results)
prob_res<- data.frame(t(results[,8:ncol(results)]))
colnames(prob_res)<- paste0("prob_", results$seqnames, "_", results$start, "_", results$end)
length(intersect(rownames(prob_res), rownames(sce_cells_umap)))
sce_cells_umap<- cbind(sce_cells_umap,prob_res[rownames(sce_cells_umap),]) 
head(sce_cells_umap)

```
```{r}
ggplot(sce_cells_umap, aes(UMAP1, UMAP2, color=cell) )+
  geom_point()
```

```{r}
ggplot(sce_cells_umap, aes(UMAP1, UMAP2, color=patient) )+
  geom_point()
```   

```{r, fig.width=20, fig.height=8}
ggplot(sce_cells_umap, aes(UMAP1, UMAP2, color=prob_chr12_861759_33049774) )+
  geom_point()+
  scale_color_viridis_c()
```


```{r}
sessionInfo()
```&lt;/div&gt;


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&lt;/html&gt;</content><author><name></name></author><summary type="html"></summary></entry><entry><title type="html">Linking transcriptional and genetic tumor heterogeneity through allele analysis of single-cell RNA-seq data</title><link href="https://adrishg.github.io/Session1-HoneyBadger" rel="alternate" type="text/html" title="Linking transcriptional and genetic tumor heterogeneity through allele analysis of single-cell RNA-seq data" /><published>2020-11-18T00:00:00+00:00</published><updated>2020-11-18T00:00:00+00:00</updated><id>https://adrishg.github.io/Session1-HoneyBadger</id><content type="html" xml:base="https://adrishg.github.io/Session1-HoneyBadger">&lt;p&gt;In our first session we will discuss “Linking transcriptional and genetic tumor heterogeneity through allele analysis of single-cell RNA-seq data” with first author PhD Jean Fan, in this article Jean and collaborators develop HONEYBadger R package ….&lt;/p&gt;

&lt;p&gt;This article can be downloaded &lt;a href=&quot;https://pubmed.ncbi.nlm.nih.gov/29898899/&quot;&gt;here&lt;/a&gt;
The code of HoneyBadger can be found &lt;a href=&quot;https://github.com/JEFworks/HoneyBADGER&quot;&gt;here&lt;/a&gt;&lt;/p&gt;</content><author><name></name></author><summary type="html">In our first session we will discuss “Linking transcriptional and genetic tumor heterogeneity through allele analysis of single-cell RNA-seq data” with first author PhD Jean Fan, in this article Jean and collaborators develop HONEYBadger R package ….</summary><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://adrishg.github.io/assets/img/S1-HoneyBaggerOverview.jpg" /><media:content medium="image" url="https://adrishg.github.io/assets/img/S1-HoneyBaggerOverview.jpg" xmlns:media="http://search.yahoo.com/mrss/" /></entry><entry><title type="html">How to run Honey BADGER?</title><link href="https://adrishg.github.io/Running-Honey-Badger" rel="alternate" type="text/html" title="How to run Honey BADGER?" /><published>2020-11-04T00:00:00+00:00</published><updated>2020-11-04T00:00:00+00:00</updated><id>https://adrishg.github.io/Running-Honey-Badger</id><content type="html" xml:base="https://adrishg.github.io/Running-Honey-Badger">&lt;p&gt;&lt;a href=&quot;http://fishshell.com/&quot;&gt;Fish&lt;/a&gt; is really a good shell that I’m using everyday since two years now. Unfortunately there is not much guides about how to program using it. That’s sad because fish has a lot of advantages over bash to write scripts: cleaner and easier to remember syntax, good variables escaping, etc.. So I decided to write a small tutorial on the subject.&lt;/p&gt;

&lt;p&gt;By “programming” I mean making small program that can realize simple mathematical operations, apply algorithms, etc… Yes, as strange as it way seem even when reading the full fish documentation it’s still easier to make such basic things in C rather than fish or bash. That is, in my opinion, because that documentation (which is quite good indeed) mainly speaks about an interactive shell rather than about a programming language. This article aims to correct that point.&lt;/p&gt;

&lt;p&gt;To start, install fish, create a small .fish file, put a &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;#! /usr/bin/fish&lt;/code&gt; on top of it, make it executable and start to read the guide.&lt;/p&gt;

&lt;h2 id=&quot;loading-libraries&quot;&gt;Loading libraries&lt;/h2&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;library(HoneyBADGER)
library(biomaRt)
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;The &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;set&lt;/code&gt; keyword takes as first argument the name of the variable. All the remaining arguments will constitute its value. If there are multiple ones the resulting variable will be a &lt;em&gt;list&lt;/em&gt;.&lt;/p&gt;

&lt;p&gt;To use that variable, use the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;$&lt;/code&gt; prefix:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;echo $variable_name
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;h2 id=&quot;mathematical-operations&quot;&gt;Mathematical operations&lt;/h2&gt;

&lt;p&gt;The dedicated command for mathematical operations in fish is &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;math&lt;/code&gt;. Example:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;math &quot;1+2&quot;
# 3
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;&lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;math&lt;/code&gt; concatenates all its arguments with a space between them before evaluating the complete expression. So &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;math 1+2&lt;/code&gt;, &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;math 1 + 2&lt;/code&gt; and &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;math 1+ 2&lt;/code&gt; are all equivalent. But since many operators can also be used in the fish syntax (like &amp;lt;, &amp;gt;, |, *,…) it is usually easier to put everything in quotes.&lt;/p&gt;

&lt;p&gt;&lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;math&lt;/code&gt; supports most C operators and outputs the result on stdout.&lt;/p&gt;

&lt;p&gt;To play a little with mathematical operations and variables we will also need to use &lt;em&gt;command substitution&lt;/em&gt;, which is realized in fish using parentheses:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;set x 1
set y (math &quot;$x*3&quot;)
set y (math &quot;$y+1&quot;)
echo $y
# 4
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;h2 id=&quot;if&quot;&gt;If&lt;/h2&gt;

&lt;p&gt;The &lt;em&gt;if&lt;/em&gt; in fish is quite easy to remember compared to bash:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;if some_command_returning_true_or_false
    echo &quot;command returned true&quot;
else
    echo &quot;command returned false&quot;
end
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;There is no specific delimiter to mark the beginning of command blocks except the carriage return. The end of the structure is marked with the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;end&lt;/code&gt; keyword, like with all other command structures.&lt;/p&gt;

&lt;p&gt;What is a little bit more tricky is the condition used for the if: it’s a command whose returning status should be 0 (for true) or any other value (for false). Since the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;math&lt;/code&gt; keyword returns its value on stdout and not as a status, how to use it with &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;if&lt;/code&gt;? This is the trick: the returning status of &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;math&lt;/code&gt; will be false if the calculated value is equal to 0 and true for any other value. So the following code will work:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;if math &quot;1==1&quot;
    echo &quot;1 equals 1&quot;
else
    echo &quot;1 is not equal to 1&quot;
end
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;Even if it works as expected, there is still one little problem. It will output this when executed:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;1
1 equals 1
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;That is because the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;math&lt;/code&gt; command will perform as it is supposed to and output its value on stdout. To avoid this, we can redirect its output to /dev/null:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;if math &quot;1==1&quot; &amp;gt; /dev/null
    echo &quot;1 equals 1&quot;
else
    echo &quot;1 is not equal to 1&quot;
end
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;As a side note, the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;test&lt;/code&gt; command can also be useful for expression evaluation in &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;if&lt;/code&gt;. It can perform checks on files and strings.&lt;/p&gt;

&lt;h2 id=&quot;while&quot;&gt;While&lt;/h2&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;set x 0
while math &quot;$x&amp;lt;10&quot; &amp;gt; /dev/null
    echo $x
    set x (math &quot;$x+1&quot;)
end
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;Now that we explained the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;if&lt;/code&gt;, the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;while&lt;/code&gt; should be quite trivial isn’t it?&lt;/p&gt;

&lt;h2 id=&quot;lists&quot;&gt;Lists&lt;/h2&gt;

&lt;p&gt;As explained before, when we assign multiple values to a variable it will create a &lt;em&gt;list&lt;/em&gt;. The different elements of that list can be accessed using the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;[]&lt;/code&gt; syntax:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;set myvar &quot;apple&quot; &quot;banana&quot; &quot;apple pie&quot;
echo $myvar[1]
# apple
echo $myvar[2]
# banana
echo $myvar[3]
# apple pie
echo $myvar[1..2]
# apple banana
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;When passing a whole list as an argument to a command fish will expand the elements of the list as multiple arguments for the command. This makes fish infinitely superior to bash by making it, at least, somewhat possible to make scripts handling correctly spaces in the file names.&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;set myfiles &quot;file 1.txt&quot; &quot;file 2.txt&quot;
rm $myfiles
# yes, for the first time in the whole Unix history this will work as expected
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;Anyway, to get the size of a list you can use the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;count&lt;/code&gt; operation:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;count $myvar
# 3
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;Lists in fish are technically immutable, but you can construct a new list and assign the new value to the same variable:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;set myvar $myvar tomato
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;To iterate on list elements you can also use the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;for ... in&lt;/code&gt; structure:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;for el in $myvar
    echo &quot;Element value: $el&quot;
end
#Element value: apple
#Element value: banana
#Element value: apple pie
#Element value: tomato
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;h2 id=&quot;parsing-command-line-arguments&quot;&gt;Parsing command line arguments&lt;/h2&gt;

&lt;p&gt;When creating complex scripts using fish it can be useful to parse command line arguments. Most tutorials about this using bash will explain the usage of the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;getopts&lt;/code&gt; command. That command is specific to bash so it is not usable in fish, fortunately we can use an alternative which is the Unix standard &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;getopt&lt;/code&gt; command (notice the only difference is the “s”).&lt;/p&gt;

&lt;p&gt;Here is a complete example of usage of a command line arguments parsing program in fish. It seems long and boring but once we get used to it it becomes quite fast to write.&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;function help_exit
    echo &quot;Usage:  [options] arguments...&quot;
    echo &quot;Arguments:&quot;
    echo &quot;-a : Do something&quot;
    echo &quot;-d : Do something else&quot;
    echo &quot;-c stuff : Do someting with stuff&quot;
    exit 1
end

set args (getopt -s sh abc: $argv); or help_exit
set args (fish -c &quot;for el in $args; echo \$el; end&quot;)

set i 1
while true
    switch $args[$i]
        case &quot;-a&quot;
            echo &quot;argument a is specified&quot;
        case &quot;-b&quot;
            echo &quot;argument b is specified&quot;
        case &quot;-c&quot;
            set i (math &quot;$i + 1&quot;)
            echo &quot;value of argument c is&quot; $args[$i]
        case &quot;--&quot;
            break
    end
    set i (math &quot;$i + 1&quot;)
end
set pargs
if math &quot;$i &amp;lt;&quot; (count $args) &amp;gt; /dev/null
    set pargs $args[(math &quot;$i + 1&quot;)..-1]
end

echo &quot;positional arguments:&quot; $pargs
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;The most interesting part of this example is the call to &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;getopt&lt;/code&gt;. &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;getopt&lt;/code&gt;‘s first positional argument is the options specifier (here &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;abc:&lt;/code&gt;). That options specifier is a list of characters where each character is a possible option for our program (only short options with only one character are supported with this usage). If an option is followed by a colon (;) it means that option takes a parameter. The rest of the positional arguments for &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;getopt&lt;/code&gt; are the arguments to parse (in fish it’s the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;$argv&lt;/code&gt; list).&lt;/p&gt;

&lt;p&gt;The whole purspose of &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;getopt&lt;/code&gt; is to analyze Unix-style command line arguments and rewrite them in a more standardized format which is easy to parse with a simple &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;while&lt;/code&gt;. By using the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;-s sh&lt;/code&gt; option of &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;getopt&lt;/code&gt; and using a little trick by invoking a new fish interpreter I create a nice list where each arguments are clearly indicated. As example, if I use these arguments:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;-ac tmp.fs hello world
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;I will obtain these elements in &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;args&lt;/code&gt;:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;&quot;-a&quot; &quot;-c&quot; &quot;tmp.fs&quot; &quot;--&quot; &quot;hello&quot; &quot;world&quot;
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;

&lt;p&gt;&lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;getopt&lt;/code&gt; was smart enough separate the &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;-a&lt;/code&gt; and &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;-c&lt;/code&gt; arguments and determine that &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;tmp.fs&lt;/code&gt; was a parameter of &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;-c&lt;/code&gt; instead of a positional argument. &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;--&lt;/code&gt; always indicate the beginning of the positional arguments. &lt;code class=&quot;language-plaintext highlighter-rouge&quot;&gt;getopt&lt;/code&gt; also return false if it detected an error during the parsing, in which case we generally exit the program after printing the help.&lt;/p&gt;

&lt;h2 id=&quot;the-end&quot;&gt;The End&lt;/h2&gt;

&lt;p&gt;That’s all for now, if you have some ideas about additional stuff to explain in this guide don’t hesitate to post some comments. Just for fun, here is an implementation of 99 bottles of beer on the wall in fish:&lt;/p&gt;

&lt;div class=&quot;language-plaintext highlighter-rouge&quot;&gt;&lt;div class=&quot;highlight&quot;&gt;&lt;pre class=&quot;highlight&quot;&gt;&lt;code&gt;#! /usr/bin/fish

for quant in (seq 99 -1 1)
    if math &quot;$quant &amp;gt; 1&quot; &amp;gt; /dev/null
        echo &quot;$quant bottles of beer on the wall, $quant bottles of beer.&quot;
        if math &quot;$quant &amp;gt; 2&quot; &amp;gt; /dev/null
            set suffix (math &quot;$quant - 1&quot;)
            set suffix &quot;$suffix bottles of beer on the wall.&quot;
        else
            set suffix &quot;1 bottle of beer on the wall.&quot;
        end
    else if math &quot;$quant == 1&quot; &amp;gt; /dev/null
        echo &quot;1 bottle of beer on the wall, 1 bottle of beer.&quot;
        set suffix &quot;no more beer on the wall!&quot;
    end
    echo &quot;Take one down, pass it around, $suffix&quot;
    echo &quot;--&quot;
end
&lt;/code&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;</content><author><name></name></author><summary type="html">Fish is really a good shell that I’m using everyday since two years now. Unfortunately there is not much guides about how to program using it. That’s sad because fish has a lot of advantages over bash to write scripts: cleaner and easier to remember syntax, good variables escaping, etc.. So I decided to write a small tutorial on the subject.</summary><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://adrishg.github.io/assets/img/fishfish_logo2.png" /><media:content medium="image" url="https://adrishg.github.io/assets/img/fishfish_logo2.png" xmlns:media="http://search.yahoo.com/mrss/" /></entry></feed>