<?xml version="1.0" encoding="UTF-8"?>
<?validation-md5-digest a763f9d3db2c3994aa15a3796befb386?>
<worksheet version="2.0.2" xmlns="http://schemas.mathsoft.com/worksheet20" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:ws="http://schemas.mathsoft.com/worksheet20" xmlns:ml="http://schemas.mathsoft.com/math20" xmlns:u="http://schemas.mathsoft.com/units10" xmlns:p="http://schemas.mathsoft.com/provenance10">
  <metadata>
    <generator>Mathcad Professional 13.0</generator>
    <userData>
      <title />
      <description />
      <author />
      <company />
      <keywords />
      <revisedBy>*</revisedBy>
    </userData>
    <identityInfo>
      <revision>5</revision>
      <documentID>e3e81acf-d9d4-43fb-96dc-792990ea0684</documentID>
      <versionID>f9f15329-4c08-478f-9c94-3f6742ec25fc</versionID>
      <parentVersionID>00000000-0000-0000-0000-000000000000</parentVersionID>
      <branchID>00000000-0000-0000-0000-000000000000</branchID>
      <comment />
    </identityInfo>
  </metadata>
  <settings>
    <presentation>
      <textRendering>
        <textStyles>
          <textStyle name="Normal">
            <blockAttr margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit" />
            <inlineAttr font-family="Times New Roman" font-charset="0" font-size="12" font-weight="normal" font-style="normal" underline="false" line-through="false" vertical-align="baseline" />
          </textStyle>
          <textStyle name="Chapter Head" base-style="Normal">
            <blockAttr margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit" />
            <inlineAttr font-family="Times New Roman" font-charset="0" font-size="12" font-weight="bold" font-style="normal" underline="false" line-through="false" vertical-align="baseline" color="#008080" />
          </textStyle>
          <textStyle name="Section Title" base-style="Normal">
            <blockAttr margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit" />
            <inlineAttr font-family="Times New Roman" font-charset="0" font-size="16" font-weight="bold" font-style="normal" underline="false" line-through="false" vertical-align="baseline" color="#008080" />
          </textStyle>
          <textStyle name="Heading 2" base-style="Normal">
            <blockAttr margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit" />
            <inlineAttr font-family="Times New Roman" font-charset="0" font-size="12" font-weight="bold" font-style="italic" underline="false" line-through="false" vertical-align="baseline" color="#800000" />
          </textStyle>
          <textStyle name="Heading 1" base-style="Normal">
            <blockAttr margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit" />
            <inlineAttr font-family="Times New Roman" font-charset="0" font-size="12" font-weight="bold" font-style="normal" underline="false" line-through="false" vertical-align="baseline" color="#800000" />
          </textStyle>
        </textStyles>
      </textRendering>
      <mathRendering equation-color="#000">
        <operators multiplication="narrow-dot" derivative="derivative" literal-subscript="small" definition="colon-equal" global-definition="triple-equal" local-definition="left-arrow" equality="bold-equal" symbolic-evaluation="right-arrow" />
        <mathStyles>
          <mathStyle name="Variables" font-family="Times New Roman" font-charset="0" font-size="12" font-weight="normal" font-style="normal" underline="false" />
          <mathStyle name="Constants" font-family="Times New Roman" font-charset="0" font-size="12" font-weight="normal" font-style="normal" underline="false" />
          <mathStyle name="User 1" font-family="Arial" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false" />
          <mathStyle name="User 2" font-family="Courier New" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false" />
          <mathStyle name="User 3" font-family="System" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false" />
          <mathStyle name="User 4" font-family="Script" font-charset="255" font-size="10" font-weight="normal" font-style="normal" underline="false" />
          <mathStyle name="User 5" font-family="Roman" font-charset="255" font-size="10" font-weight="normal" font-style="normal" underline="false" />
          <mathStyle name="User 6" font-family="Modern" font-charset="255" font-size="10" font-weight="normal" font-style="normal" underline="false" />
          <mathStyle name="User 7" font-family="Times New Roman" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false" />
          <mathStyle name="Math Text Font" font-family="Times New Roman" font-charset="0" font-size="14" font-weight="normal" font-style="normal" underline="false" />
        </mathStyles>
        <dimensionNames mass="mass" length="length" time="time" current="charge" thermodynamic-temperature="temperature" luminous-intensity="luminosity" amount-of-substance="substance" />
        <symbolics derivation-steps-style="vertical-insert" show-comments="false" evaluate-in-place="false" />
        <results>
          <general precision="3" show-trailing-zeros="false" radix="dec" complex-threshold="10" exponential-threshold="3" imaginary-value="i" zero-threshold="15" />
          <matrix display-style="auto" expand-nested-arrays="false" />
          <unit format-units="false" simplify-units="false" fractional-unit-exponent="false" />
        </results>
      </mathRendering>
      <pageModel show-page-frame="false" show-header-frame="false" show-footer-frame="false" header-footer-start-page="1" paper-code="1" orientation="portrait" print-single-page-width="false" page-width="612" page-height="792">
        <margins left="86.4" right="87.60003" top="86.4" bottom="86.4" />
        <header use-full-page-width="false" />
        <footer use-full-page-width="false" />
      </pageModel>
      <colorModel background-color="#fff" default-highlight-color="#ffff80" />
      <language math="EN" UI="EN" />
    </presentation>
    <calculation>
      <builtInVariables array-origin="0" convergence-tolerance="0.001" constraint-tolerance="0.001" random-seed="1" prn-precision="4" prn-col-width="8" />
      <calculationBehavior automatic-recalculation="true" matrix-strict-singularity-check="true" optimize-expressions="false" exact-boolean="true" strings-use-origin="false" zero-over-zero="0">
        <compatibility multiple-assignment="MC12" local-assignment="MC12" />
      </calculationBehavior>
      <units>
        <currentUnitSystem name="mks" customized="false" />
      </units>
    </calculation>
    <editor protection-level="none" view-annotations="false" view-regions="false">
      <ruler is-visible="false" ruler-unit="in" />
      <plotTemplate>
        <xy item-idref="1" />
      </plotTemplate>
      <grid granularity-x="6" granularity-y="6" />
    </editor>
    <fileFormat screen-dpi="96" image-type="image/png" image-quality="75" save-numeric-results="true" exclude-large-results="false" save-text-images="false" />
    <miscellaneous>
      <handbook handbook-region-tag-ub="4844" can-delete-original-handbook-regions="true" can-delete-user-regions="true" can-print="true" can-copy="true" can-save="true" file-permission-mask="4294967295" />
    </miscellaneous>
  </settings>
  <regions>
    <region region-id="4652" left="6" top="12" width="55.5" height="43.5" align-x="6" align-y="12" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <png item-idref="2" display-width="54" display-height="42" />
      <link href="./toc.xmcd" title="Links to Table of Contents" popup="false" />
      <rendering item-idref="3" />
    </region>
    <region region-id="4825" left="72" top="6.75" width="171.75" height="14.25" align-x="72" align-y="18" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Chapter Head" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">WAVELETS EXTENSION PACK</p>
      </text>
    </region>
    <region region-id="4385" left="72" top="33.75" width="218.25" height="18" align-x="72" align-y="48" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Section Title" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">
          <f family="Times New Roman" charset="0" size="16">
            <inlineAttr line-through="false">
              <c val="#008080">Tapers for Local Cosine Analysis</c>
            </inlineAttr>
          </f>
        </p>
      </text>
      <indexes>
        <phrase>tapers for local cosine analysis</phrase>
      </indexes>
    </region>
    <region region-id="4826" left="6" top="60" width="319.5" height="9" align-x="6" align-y="60" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <png item-idref="4" display-width="318" display-height="7.5" />
      <rendering item-idref="5" />
    </region>
    <region region-id="4782" left="24" top="90.75" width="40.5" height="14.25" align-x="24" align-y="102" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">
          <f family="Times New Roman" charset="0" size="12">
            <b>
              <inlineAttr line-through="false">
                <c val="#008080">poly1(x)</c>
              </inlineAttr>
            </b>
          </f>
        </p>
      </text>
      <indexes>
        <phrase>poly1 taper</phrase>
      </indexes>
    </region>
    <region region-id="4774" left="84" top="90.75" width="40.5" height="14.25" align-x="84" align-y="102" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">
          <f family="Times New Roman" charset="0" size="12">
            <b>
              <inlineAttr line-through="false">
                <c val="#008080">poly2(x)</c>
              </inlineAttr>
            </b>
          </f>
        </p>
      </text>
      <indexes>
        <phrase>poly2 taper</phrase>
      </indexes>
    </region>
    <region region-id="4775" left="144" top="90.75" width="40.5" height="14.25" align-x="144" align-y="102" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">
          <f family="Times New Roman" charset="0" size="12">
            <b>
              <inlineAttr line-through="false">
                <c val="#008080">poly3(x)</c>
              </inlineAttr>
            </b>
          </f>
        </p>
      </text>
      <indexes>
        <phrase>poly3 taper</phrase>
      </indexes>
    </region>
    <region region-id="4776" left="204" top="90.75" width="40.5" height="14.25" align-x="204" align-y="102" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">
          <f family="Times New Roman" charset="0" size="12">
            <b>
              <inlineAttr line-through="false">
                <c val="#008080">poly4(x)</c>
              </inlineAttr>
            </b>
          </f>
        </p>
      </text>
      <indexes>
        <phrase>poly4 taper</phrase>
      </indexes>
    </region>
    <region region-id="4781" left="24" top="114.75" width="31.5" height="14.25" align-x="24" align-y="126" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">
          <f family="Times New Roman" charset="0" size="12">
            <b>
              <inlineAttr line-through="false">
                <c val="#008080">box(x)</c>
              </inlineAttr>
            </b>
          </f>
        </p>
      </text>
      <indexes>
        <phrase>box taper</phrase>
      </indexes>
    </region>
    <region region-id="4778" left="84" top="114.75" width="30.75" height="14.25" align-x="84" align-y="126" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">
          <f family="Times New Roman" charset="0" size="12">
            <b>
              <inlineAttr line-through="false">
                <c val="#008080">trig(x)</c>
              </inlineAttr>
            </b>
          </f>
        </p>
      </text>
      <indexes>
        <phrase>trig taper</phrase>
      </indexes>
    </region>
    <region region-id="4829" left="6" top="144.75" width="320.25" height="42.75" align-x="6" align-y="156" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">
          <f family="Times New Roman" charset="0">
            <b>
              <inlineAttr font-style="normal" line-through="false">Note:</inlineAttr>
            </b>
          </f>
          <f family="Times New Roman" charset="0">
            <b>
              <i>
                <inlineAttr line-through="false">
                  <sp />
                </inlineAttr>
              </i>
            </b>
          </f>
          <c val="#000">These taper functions are defined in the file </c>
          <b>
            <u>
              <link href="./Wavedef.xmcd" title="Links to section" popup="false">wavedef.xmcd</link>
            </u>
          </b>
          <c val="#000"> and in this worksheet. They are not part of the </c>
          <i>
            <inlineAttr line-through="false">
              <c val="#000">
                <f family="Times New Roman" charset="0">Wavelets Extension Pack</f>
              </c>
            </inlineAttr>
          </i>
          <c val="#000"> DLL</c>
          <c val="#000">.</c>
        </p>
      </text>
    </region>
    <region region-id="4749" left="6" top="198.75" width="327.75" height="28.5" align-x="6" align-y="210" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">
          <f family="Times New Roman" charset="0" size="12">
            <c val="#000">These functions produce the tapers used with the local cosine transform functions </c>
          </f>
          <f family="Times New Roman" charset="0" size="12">
            <b>
              <inlineAttr line-through="false">
                <c val="#000">lct </c>
              </inlineAttr>
            </b>
          </f>
          <f family="Times New Roman" charset="0" size="12">
            <inlineAttr font-weight="normal" line-through="false">
              <c val="#000">and</c>
            </inlineAttr>
          </f>
          <f family="Times New Roman" charset="0" size="12">
            <b>
              <inlineAttr line-through="false">
                <c val="#000"> ilct</c>
              </inlineAttr>
            </b>
          </f>
          <f family="Times New Roman" charset="0" size="12">
            <c val="#000">.</c>
          </f>
          <f family="Times New Roman" charset="0" size="12">
            <c val="#000">
              <sp />
            </c>
          </f>
          <f family="Times New Roman" charset="0" size="12">
            <c val="#000">The argument to these functions is:</c>
          </f>
        </p>
      </text>
      <indexes>
        <phrase>ilct function and tapers</phrase>
        <phrase>lct function and tapers</phrase>
        <phrase>tapers, ilct and lct functions and</phrase>
      </indexes>
    </region>
    <region region-id="4780" left="24" top="240" width="249" height="15" align-x="24" align-y="252" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="14.25" margin-right="0" text-indent="-14.25" text-align="left" list-style-type="none" tabs="inherit">
          <f family="Times New Roman" charset="0" size="14">
            <b>
              <inlineAttr line-through="false">
                <c val="#008080">• </c>
              </inlineAttr>
            </b>
          </f>
          <f family="Times New Roman" charset="0">
            <b>
              <inlineAttr line-through="false">x</inlineAttr>
            </b>
          </f>
          <f family="Times New Roman" charset="0">
            <inlineAttr font-weight="normal" line-through="false">, a </inlineAttr>
          </f>real scalar at which to evaluate the taper.</p>
      </text>
    </region>
    <region region-id="4750" left="6" top="270.75" width="323.25" height="28.5" align-x="6" align-y="282" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">The tapers for local cosine analysis are given by the following functional definitions:</p>
      </text>
    </region>
    <region region-id="4744" left="150" top="306" width="31.5" height="30.75" align-x="150" align-y="306" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <png item-idref="6" display-width="30" display-height="29.25" />
      <link href=".\popups\box.xmcd" title="Pops up more details" popup="true" />
      <rendering item-idref="7" />
    </region>
    <region region-id="35" left="30" top="310.5" width="94.5" height="33.75" align-x="70.5" align-y="330" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="#ff8000" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:function>
            <ml:id xml:space="preserve">box</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">x</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:parens>
            <ml:apply>
              <ml:greaterThan />
              <ml:id xml:space="preserve">x</ml:id>
              <ml:apply>
                <ml:div />
                <ml:real>1</ml:real>
                <ml:real>2</ml:real>
              </ml:apply>
            </ml:apply>
          </ml:parens>
        </ml:define>
      </math>
      <rendering item-idref="8" />
    </region>
    <region region-id="4745" left="150" top="339" width="53.25" height="11.25" align-x="150" align-y="348" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">
          <f family="Times New Roman" charset="0" size="10">
            <b>
              <inlineAttr line-through="false">
                <c val="#008080">More Details</c>
              </inlineAttr>
            </b>
          </f>
        </p>
      </text>
    </region>
    <region region-id="70" left="30" top="358.5" width="73.5" height="18" align-x="78.75" align-y="372" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:function>
            <ml:id xml:space="preserve">poly1</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">x</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:apply>
            <ml:sqrt />
            <ml:id xml:space="preserve">x</ml:id>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="9" />
    </region>
    <region region-id="71" left="30" top="394.5" width="111" height="18" align-x="78.75" align-y="408" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:function>
            <ml:id xml:space="preserve">poly2</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">x</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:apply>
            <ml:mult style="default" />
            <ml:id xml:space="preserve">x</ml:id>
            <ml:apply>
              <ml:sqrt />
              <ml:apply>
                <ml:minus />
                <ml:real>3</ml:real>
                <ml:apply>
                  <ml:mult style="default" />
                  <ml:real>2</ml:real>
                  <ml:id xml:space="preserve">x</ml:id>
                </ml:apply>
              </ml:apply>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="10" />
    </region>
    <region region-id="72" left="30" top="431.25" width="167.25" height="23.25" align-x="78.75" align-y="450" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:function>
            <ml:id xml:space="preserve">poly3</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">x</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:apply>
            <ml:sqrt />
            <ml:apply>
              <ml:plus />
              <ml:apply>
                <ml:minus />
                <ml:apply>
                  <ml:mult style="default" />
                  <ml:real>10</ml:real>
                  <ml:apply>
                    <ml:pow />
                    <ml:id xml:space="preserve">x</ml:id>
                    <ml:real>3</ml:real>
                  </ml:apply>
                </ml:apply>
                <ml:apply>
                  <ml:mult style="default" />
                  <ml:real>15</ml:real>
                  <ml:apply>
                    <ml:pow />
                    <ml:id xml:space="preserve">x</ml:id>
                    <ml:real>4</ml:real>
                  </ml:apply>
                </ml:apply>
              </ml:apply>
              <ml:apply>
                <ml:mult style="default" />
                <ml:real>6</ml:real>
                <ml:apply>
                  <ml:pow />
                  <ml:id xml:space="preserve">x</ml:id>
                  <ml:real>5</ml:real>
                </ml:apply>
              </ml:apply>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="11" />
    </region>
    <region region-id="4638" left="30" top="467.25" width="207" height="23.25" align-x="78.75" align-y="486" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:function>
            <ml:id xml:space="preserve">poly4</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">x</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:apply>
            <ml:mult style="default" />
            <ml:apply>
              <ml:pow />
              <ml:id xml:space="preserve">x</ml:id>
              <ml:real>2</ml:real>
            </ml:apply>
            <ml:apply>
              <ml:sqrt />
              <ml:apply>
                <ml:minus />
                <ml:apply>
                  <ml:plus />
                  <ml:apply>
                    <ml:minus />
                    <ml:real>35</ml:real>
                    <ml:apply>
                      <ml:mult style="default" />
                      <ml:real>84</ml:real>
                      <ml:id xml:space="preserve">x</ml:id>
                    </ml:apply>
                  </ml:apply>
                  <ml:apply>
                    <ml:mult style="default" />
                    <ml:real>70</ml:real>
                    <ml:apply>
                      <ml:pow />
                      <ml:id xml:space="preserve">x</ml:id>
                      <ml:real>2</ml:real>
                    </ml:apply>
                  </ml:apply>
                </ml:apply>
                <ml:apply>
                  <ml:mult style="default" />
                  <ml:real>20</ml:real>
                  <ml:apply>
                    <ml:pow />
                    <ml:id xml:space="preserve">x</ml:id>
                    <ml:real>3</ml:real>
                  </ml:apply>
                </ml:apply>
              </ml:apply>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="12" />
    </region>
    <region region-id="4639" left="30" top="501.75" width="159.75" height="34.5" align-x="67.5" align-y="522" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:function>
            <ml:id xml:space="preserve">trig</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">x</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:apply>
            <ml:id xml:space="preserve">sin</ml:id>
            <ml:apply>
              <ml:mult style="default" />
              <ml:apply>
                <ml:div />
                <ml:id xml:space="preserve">π</ml:id>
                <ml:real>4</ml:real>
              </ml:apply>
              <ml:parens>
                <ml:apply>
                  <ml:minus />
                  <ml:real>1</ml:real>
                  <ml:apply>
                    <ml:id xml:space="preserve">cos</ml:id>
                    <ml:apply>
                      <ml:mult style="default" />
                      <ml:id xml:space="preserve">π</ml:id>
                      <ml:id xml:space="preserve">x</ml:id>
                    </ml:apply>
                  </ml:apply>
                </ml:apply>
              </ml:parens>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="13" />
    </region>
    <region region-id="4640" left="6" top="552.75" width="339.75" height="28.5" align-x="6" align-y="564" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">The tapers are defined for <f family="Times New Roman" charset="0"><b><inlineAttr line-through="false">x</inlineAttr></b></f> between 0 and 1. The plot below illustrates the various tapers:</p>
      </text>
      <indexes>
        <phrase>plots illustrating tapers</phrase>
        <phrase>tapers, plots illustrating</phrase>
      </indexes>
    </region>
    <region region-id="4617" left="0" top="594" width="6000" height="6" align-x="0" align-y="594" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <pageBreak />
    </region>
    <region region-id="4298" left="30" top="606.75" width="72.75" height="15.75" align-x="43.5" align-y="618" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:id xml:space="preserve">x</ml:id>
          <ml:range>
            <ml:sequence>
              <ml:real>0</ml:real>
              <ml:real>0.01</ml:real>
            </ml:sequence>
            <ml:real>1</ml:real>
          </ml:range>
        </ml:define>
      </math>
      <rendering item-idref="14" />
    </region>
    <region region-id="4300" left="6" top="630" width="336.75" height="269.25" align-x="6" align-y="630" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <plot disable-calc="false" item-idref="15" />
      <rendering item-idref="16" />
    </region>
    <region region-id="4753" left="6" top="912.75" width="321" height="28.5" align-x="6" align-y="924" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">This worksheet uses several functions defined in the file <f family="Times New Roman" charset="0"><b><inlineAttr line-through="false">wavedef.mcd</inlineAttr></b></f>. </p>
        <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Therefore a reference to this file is included below.</p>
      </text>
    </region>
    <region region-id="4754" left="6" top="960.75" width="287.25" height="10.5" align-x="5.25" align-y="960" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <reference>
        <originRef doc-id="379889f9-94fa-4c53-8a2b-3673883d2d54" version-id="3c2bb89f-79f8-40d4-8420-d60b6aba5c4d" branch-id="00000000-0000-0000-0000-000000000000" revision-num="3" is-modified="true" region-id="0" href="C:\Extension Packs\Wavelets\Wavedef.xmcd" xmlns="http://schemas.mathsoft.com/provenance10">
          <hash />
        </originRef>
        <parentRef doc-id="00000000-0000-0000-0000-000000000000" version-id="00000000-0000-0000-0000-000000000000" branch-id="00000000-0000-0000-0000-000000000000" revision-num="0" is-modified="false" region-id="0" xmlns="http://schemas.mathsoft.com/provenance10">
          <hash />
        </parentRef>
        <comment xmlns="http://schemas.mathsoft.com/provenance10" />
        <originComment xmlns="http://schemas.mathsoft.com/provenance10" />
      </reference>
      <link href="./Wavedef.xmcd" />
      <rendering item-idref="17" />
    </region>
    <region region-id="4381" left="0" top="990" width="6000" height="6" align-x="0" align-y="990" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <pageBreak />
    </region>
    <region region-id="4301" left="6" top="996.75" width="192.75" height="14.25" align-x="6" align-y="1008" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Heading 1" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Using Tapers in Local Cosine Analysis</p>
      </text>
      <indexes>
        <phrase>tapers for local cosine analysis</phrase>
      </indexes>
    </region>
    <region region-id="4755" left="6" top="1020.75" width="332.25" height="85.5" align-x="6" align-y="1032" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">You can see the advantages of using smooth tapers with th<f family="Times New Roman" charset="0"><inlineAttr line-through="false">e </inlineAttr></f><f family="Times New Roman" charset="0"><b><inlineAttr line-through="false">lct</inlineAttr></b></f><f family="Times New Roman" charset="0"><inlineAttr line-through="false"><sp /></inlineAttr></f>function by performing a best basis approximation of a signal. The following pages show how you can reconstruct a signal using only 10% of the coefficients from a local cosine transform and compare the accuracy for two different tapers. The example uses a signal with discontinuities, to illustrate the accuracy of the reconstruction.</p>
      </text>
      <indexes>
        <phrase>smooth tapers with lct function</phrase>
        <phrase>lct function and tapers</phrase>
      </indexes>
    </region>
    <region region-id="4756" left="6" top="1116.75" width="340.5" height="28.5" align-x="6" align-y="1128" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="0" text-align="inherit" list-style-type="none" tabs="inherit">
          <f family="Times New Roman" charset="0">
            <b>
              <inlineAttr font-style="normal" line-through="false">
                <c val="#000">Note:</c>
              </inlineAttr>
            </b>
          </f>
          <b>
            <i>
              <c val="#000">
                <sp />
              </c>
            </i>
          </b>When used in <b>lct</b>, the tapers are shifted and scaled to fit the current block. </p>
      </text>
    </region>
    <region region-id="4783" left="24" top="1158.75" width="45.75" height="15.75" align-x="41.25" align-y="1170" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedBIUnit">
          <ml:id xml:space="preserve">N</ml:id>
          <ml:real>256</ml:real>
        </ml:define>
      </math>
      <rendering item-idref="18" />
    </region>
    <region region-id="4784" left="102" top="1158.75" width="64.5" height="15.75" align-x="112.5" align-y="1170" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:id xml:space="preserve">i</ml:id>
          <ml:range>
            <ml:real>0</ml:real>
            <ml:apply>
              <ml:minus />
              <ml:id xml:space="preserve">N</ml:id>
              <ml:real>1</ml:real>
            </ml:apply>
          </ml:range>
        </ml:define>
      </math>
      <rendering item-idref="19" />
    </region>
    <region region-id="4785" left="198" top="1150.5" width="38.25" height="33.75" align-x="213.75" align-y="1170" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedUDScalar">
          <ml:apply>
            <ml:indexer />
            <ml:id xml:space="preserve">x</ml:id>
            <ml:id xml:space="preserve">i</ml:id>
          </ml:apply>
          <ml:apply>
            <ml:div />
            <ml:id xml:space="preserve">i</ml:id>
            <ml:id xml:space="preserve">N</ml:id>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="20" />
    </region>
    <region region-id="4786" left="24" top="1194" width="210" height="16.5" align-x="76.5" align-y="1206" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:function>
            <ml:id xml:space="preserve">ramp2</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">x</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:apply>
            <ml:minus />
            <ml:apply>
              <ml:minus />
              <ml:apply>
                <ml:mult style="default" />
                <ml:real>2</ml:real>
                <ml:id xml:space="preserve">x</ml:id>
              </ml:apply>
              <ml:apply>
                <ml:id xml:space="preserve">Φ</ml:id>
                <ml:apply>
                  <ml:minus />
                  <ml:id xml:space="preserve">x</ml:id>
                  <ml:real>.37</ml:real>
                </ml:apply>
              </ml:apply>
            </ml:apply>
            <ml:apply>
              <ml:id xml:space="preserve">Φ</ml:id>
              <ml:apply>
                <ml:minus />
                <ml:id xml:space="preserve">x</ml:id>
                <ml:real>.63</ml:real>
              </ml:apply>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="21" />
    </region>
    <region region-id="4830" left="258" top="1194.75" width="87" height="14.25" align-x="258" align-y="1206" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Define a test signal.</p>
      </text>
    </region>
    <region region-id="4787" left="24" top="1224.75" width="74.25" height="17.25" align-x="39.75" align-y="1236" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:apply>
            <ml:indexer />
            <ml:id xml:space="preserve">y</ml:id>
            <ml:id xml:space="preserve">i</ml:id>
          </ml:apply>
          <ml:apply>
            <ml:id xml:space="preserve">ramp2</ml:id>
            <ml:apply>
              <ml:indexer />
              <ml:id xml:space="preserve">x</ml:id>
              <ml:id xml:space="preserve">i</ml:id>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="22" />
    </region>
    <region region-id="4788" left="18" top="1254" width="327.75" height="177.75" align-x="18" align-y="1254" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <plot disable-calc="false" item-idref="23" />
      <rendering item-idref="24" />
    </region>
    <region region-id="4310" left="6" top="1446.75" width="324" height="28.5" align-x="6" align-y="1458" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Next, compute the local cosine transform using a <f family="Times New Roman" charset="0"><b><inlineAttr line-through="false"><c val="#008080">trig</c></inlineAttr></b></f> taper, and find the best basis.</p>
      </text>
      <indexes>
        <phrase>cosine transform, using trig taper to compute local</phrase>
        <phrase>trig taper to compute local cosine transform, using</phrase>
      </indexes>
    </region>
    <region region-id="4789" left="24" top="1488.75" width="29.25" height="15.75" align-x="36.75" align-y="1500" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedBIUnit">
          <ml:id xml:space="preserve">J</ml:id>
          <ml:real>5</ml:real>
        </ml:define>
      </math>
      <rendering item-idref="25" />
    </region>
    <region region-id="4790" left="84" top="1488.75" width="70.5" height="15.75" align-x="114.75" align-y="1500" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:function>
            <ml:id xml:space="preserve">B</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">x</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:apply>
            <ml:id xml:space="preserve">trig</ml:id>
            <ml:id xml:space="preserve">x</ml:id>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="26" />
    </region>
    <region region-id="4791" left="192" top="1488.75" width="75" height="15.75" align-x="207" align-y="1500" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedBIUnit">
          <ml:id xml:space="preserve">T</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">lct</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve">y</ml:id>
              <ml:id xml:space="preserve">J</ml:id>
              <ml:id xml:space="preserve">B</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="27" />
    </region>
    <region region-id="4839" left="24" top="1522.5" width="59.25" height="18" align-x="49.5" align-y="1536" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:id xml:space="preserve">nrm</ml:id>
          <ml:apply>
            <ml:sqrt />
            <ml:apply>
              <ml:mult style="default" />
              <ml:id xml:space="preserve">y</ml:id>
              <ml:id xml:space="preserve">y</ml:id>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="28" />
    </region>
    <region region-id="4840" left="24" top="1553.25" width="175.5" height="39" align-x="81.75" align-y="1578" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:function>
            <ml:id xml:space="preserve">entropy</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">x</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:apply>
            <ml:mult style="default" />
            <ml:apply>
              <ml:neg />
              <ml:apply>
                <ml:pow />
                <ml:parens>
                  <ml:apply>
                    <ml:div />
                    <ml:id xml:space="preserve">x</ml:id>
                    <ml:id xml:space="preserve">nrm</ml:id>
                  </ml:apply>
                </ml:parens>
                <ml:real>2</ml:real>
              </ml:apply>
            </ml:apply>
            <ml:apply>
              <ml:id xml:space="preserve">ln</ml:id>
              <ml:apply>
                <ml:pow />
                <ml:parens>
                  <ml:apply>
                    <ml:div />
                    <ml:id xml:space="preserve">x</ml:id>
                    <ml:id xml:space="preserve">nrm</ml:id>
                  </ml:apply>
                </ml:parens>
                <ml:real>2</ml:real>
              </ml:apply>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="29" />
    </region>
    <region region-id="4841" left="0" top="1602" width="6000" height="6" align-x="0" align-y="1602" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <pageBreak />
    </region>
    <region region-id="4793" left="24" top="1614.75" width="144" height="18" align-x="53.25" align-y="1626" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:id xml:space="preserve" subscript="bbe">b</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">best_basis</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve">T</ml:id>
              <ml:id xml:space="preserve">entropy</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="30" />
    </region>
    <region region-id="4794" left="24" top="1644.75" width="135" height="18" align-x="65.25" align-y="1656" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:id xml:space="preserve" subscript="bbe">QQ</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">pgridplot</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve" subscript="bbe">b</ml:id>
              <ml:id xml:space="preserve">J</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="31" />
    </region>
    <region region-id="4831" left="18" top="1680" width="194.25" height="105" align-x="114" align-y="1680" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <component hide-arguments="false" clsid-buddy="8442da2d-08d7-45ad-a4a6-f28bee6ae06a" item-idref="32" disable-calc="false">
        <inputs>
          <ml:id xml:space="preserve" subscript="bbe">QQ</ml:id>
        </inputs>
        <outputs />
      </component>
      <rendering item-idref="33" />
    </region>
    <region region-id="4844" left="6" top="1788.75" width="350.25" height="28.5" align-x="6" align-y="1800" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">
          <f family="Times New Roman" charset="0">
            <b>
              <inlineAttr font-style="normal" line-through="false">
                <c val="#000">Note:</c>
              </inlineAttr>
            </b>
          </f>
          <f family="Times New Roman" charset="0">
            <b>
              <inlineAttr line-through="false">
                <c val="#008080">
                  <sp />
                </c>
              </inlineAttr>
            </b>
          </f>
          <f family="Times New Roman" charset="0">
            <inlineAttr font-weight="normal" line-through="false">
              <c val="#000">The figure shown above </c>
            </inlineAttr>
          </f>uses the picture operator obtained by choosing <f family="Times New Roman" charset="0"><b><inlineAttr line-through="false">Picture</inlineAttr></b></f> from the <f family="Times New Roman" charset="0"><b><inlineAttr line-through="false">Insert</inlineAttr></b></f> menu.</p>
      </text>
      <indexes>
        <phrase>picture operator</phrase>
      </indexes>
    </region>
    <region region-id="4311" left="6" top="1824.75" width="296.25" height="14.25" align-x="6" align-y="1836" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Now, try shrinking the LCT and examine the reconstruction error.</p>
      </text>
      <indexes>
        <phrase>error, shrinking LCT and reconstruction</phrase>
        <phrase>shrinking LCT and reconstruction error</phrase>
      </indexes>
    </region>
    <region region-id="4802" left="24" top="1854.75" width="146.25" height="18" align-x="55.5" align-y="1866" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:id xml:space="preserve" subscript="bbe">w</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">extract_basis</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve">T</ml:id>
              <ml:id xml:space="preserve" subscript="bbe">b</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="34" />
    </region>
    <region region-id="4803" left="24" top="1884.75" width="115.5" height="18" align-x="53.25" align-y="1896" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:id xml:space="preserve" subscript="lin">W</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">wavesort</ml:id>
            <ml:id xml:space="preserve" subscript="bbe">w</ml:id>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="35" />
    </region>
    <region region-id="4804" left="210" top="1884.75" width="141.75" height="28.5" align-x="210" align-y="1896" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Sort the coefficients by magnitude.</p>
      </text>
    </region>
    <region region-id="4805" left="24" top="1914.75" width="107.25" height="18" align-x="62.25" align-y="1926" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:id xml:space="preserve" subscript="coeffs">c</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">floor</ml:id>
            <ml:apply>
              <ml:mult style="default" />
              <ml:real>0.1</ml:real>
              <ml:id xml:space="preserve">N</ml:id>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="36" />
    </region>
    <region region-id="4806" left="24" top="1944.75" width="164.25" height="18" align-x="53.25" align-y="1956" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:id xml:space="preserve" subscript="sh">W</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">shrink</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve" subscript="lin">W</ml:id>
              <ml:id xml:space="preserve" subscript="coeffs">c</ml:id>
              <ml:id xml:space="preserve" subscript="bbe">w</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="37" />
    </region>
    <region region-id="4807" left="210" top="1944.75" width="165" height="28.5" align-x="210" align-y="1956" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Keep the largest 10% of the coefficients.</p>
      </text>
    </region>
    <region region-id="4808" left="24" top="1980.75" width="123" height="18" align-x="40.5" align-y="1992" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:id xml:space="preserve" subscript="r">y</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">ilct</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve" subscript="sh">W</ml:id>
              <ml:id xml:space="preserve">J</ml:id>
              <ml:id xml:space="preserve" subscript="bbe">b</ml:id>
              <ml:id xml:space="preserve">B</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="38" />
    </region>
    <region region-id="4809" left="210" top="1980.75" width="135" height="28.5" align-x="210" align-y="1992" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Take the inverse Local Cosine Transform.</p>
      </text>
    </region>
    <region region-id="4801" left="6" top="2028" width="341.25" height="169.5" align-x="6" align-y="2028" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <plot disable-calc="false" item-idref="39" />
      <rendering item-idref="40" />
    </region>
    <region region-id="4625" left="0" top="2202" width="6000" height="6" align-x="0" align-y="2202" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <pageBreak />
    </region>
    <region region-id="4766" left="6" top="2214.75" width="129" height="14.25" align-x="6" align-y="2226" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Plot the reconstruction error:</p>
      </text>
      <indexes>
        <phrase>error, plot reconstruction</phrase>
        <phrase>plot reconstruction error</phrase>
      </indexes>
    </region>
    <region region-id="4629" left="6" top="2244" width="335.25" height="169.5" align-x="6" align-y="2244" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <plot disable-calc="false" item-idref="41" />
      <rendering item-idref="42" />
    </region>
    <region region-id="4767" left="6" top="2424.75" width="276.75" height="14.25" align-x="6" align-y="2436" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Find the root mean square (RMS) of the reconstruction error:</p>
      </text>
      <indexes>
        <phrase>error, root mean square of reconstruction</phrase>
        <phrase>root mean square of reconstruction error</phrase>
      </indexes>
    </region>
    <region region-id="4634" left="24" top="2469.75" width="219.75" height="70.5" align-x="77.25" align-y="2526" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define>
          <ml:function>
            <ml:id xml:space="preserve">RMS</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">M</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:apply>
            <ml:div />
            <ml:apply>
              <ml:sqrt />
              <ml:apply>
                <ml:summation />
                <ml:lambda>
                  <ml:boundVars>
                    <ml:id xml:space="preserve">i</ml:id>
                  </ml:boundVars>
                  <ml:apply>
                    <ml:summation />
                    <ml:lambda>
                      <ml:boundVars>
                        <ml:id xml:space="preserve">j</ml:id>
                      </ml:boundVars>
                      <ml:apply>
                        <ml:pow />
                        <ml:parens>
                          <ml:apply>
                            <ml:indexer />
                            <ml:id xml:space="preserve">M</ml:id>
                            <ml:sequence>
                              <ml:id xml:space="preserve">i</ml:id>
                              <ml:id xml:space="preserve">j</ml:id>
                            </ml:sequence>
                          </ml:apply>
                        </ml:parens>
                        <ml:real>2</ml:real>
                      </ml:apply>
                    </ml:lambda>
                    <ml:bounds>
                      <ml:real>0</ml:real>
                      <ml:apply>
                        <ml:minus />
                        <ml:apply>
                          <ml:id xml:space="preserve">cols</ml:id>
                          <ml:id xml:space="preserve">M</ml:id>
                        </ml:apply>
                        <ml:real>1</ml:real>
                      </ml:apply>
                    </ml:bounds>
                  </ml:apply>
                </ml:lambda>
                <ml:bounds>
                  <ml:real>0</ml:real>
                  <ml:apply>
                    <ml:minus />
                    <ml:apply>
                      <ml:id xml:space="preserve">rows</ml:id>
                      <ml:id xml:space="preserve">M</ml:id>
                    </ml:apply>
                    <ml:real>1</ml:real>
                  </ml:apply>
                </ml:bounds>
              </ml:apply>
            </ml:apply>
            <ml:apply>
              <ml:mult style="default" />
              <ml:apply>
                <ml:id xml:space="preserve">rows</ml:id>
                <ml:id xml:space="preserve">M</ml:id>
              </ml:apply>
              <ml:apply>
                <ml:id xml:space="preserve">cols</ml:id>
                <ml:id xml:space="preserve">M</ml:id>
              </ml:apply>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="43" />
    </region>
    <region region-id="4633" left="24" top="2581.5" width="150" height="23.25" align-x="93.75" align-y="2598" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:eval>
          <ml:apply>
            <ml:id xml:space="preserve">RMS</ml:id>
            <ml:apply>
              <ml:minus />
              <ml:id xml:space="preserve" subscript="r">y</ml:id>
              <ml:id xml:space="preserve">y</ml:id>
            </ml:apply>
          </ml:apply>
          <result xmlns="http://schemas.mathsoft.com/math20">
            <ml:real>0.0040432852017958333</ml:real>
          </result>
        </ml:eval>
      </math>
      <rendering item-idref="44" />
    </region>
    <region region-id="4422" left="6" top="2616.75" width="331.5" height="57" align-x="6" align-y="2628" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">With most of the coefficients removed, the reconstructed function shows the "Gibb's phenomenon," which is the ringing in the vicinity of the discontinuities. When we try this same procedure with the <f family="Times New Roman" charset="0"><b><inlineAttr line-through="false"><c val="#008080">box</c></inlineAttr></b></f> taper, the Gibb's phenomenon is even worse.</p>
      </text>
      <indexes>
        <phrase>box taper, Gibb's phenomenon and</phrase>
        <phrase>Gibb's phenomenon</phrase>
      </indexes>
    </region>
    <region region-id="4382" left="0" top="2688" width="6000" height="6" align-x="0" align-y="2688" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <pageBreak />
    </region>
    <region region-id="4380" left="6" top="2700.75" width="137.25" height="14.25" align-x="6" align-y="2712" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Heading 1" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Analysis Using a box Taper</p>
      </text>
      <indexes>
        <phrase>box taper, analysis using a</phrase>
      </indexes>
    </region>
    <region region-id="4769" left="6" top="2724.75" width="336" height="14.25" align-x="6" align-y="2736" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Repeat the analysis using a <b><c val="#008080">box</c></b> taper to compute the cosine packet table.</p>
      </text>
    </region>
    <region region-id="4810" left="18" top="2754.75" width="73.5" height="15.75" align-x="48.75" align-y="2766" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedUDFunction">
          <ml:function>
            <ml:id xml:space="preserve">B</ml:id>
            <ml:boundVars>
              <ml:id xml:space="preserve">x</ml:id>
            </ml:boundVars>
          </ml:function>
          <ml:apply>
            <ml:id xml:space="preserve">box</ml:id>
            <ml:id xml:space="preserve">x</ml:id>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="45" />
    </region>
    <region region-id="4811" left="114" top="2754.75" width="33.75" height="15.75" align-x="126" align-y="2766" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:eval>
          <ml:id xml:space="preserve">J</ml:id>
          <result xmlns="http://schemas.mathsoft.com/math20">
            <ml:real>5</ml:real>
          </result>
        </ml:eval>
      </math>
      <rendering item-idref="46" />
    </region>
    <region region-id="4812" left="18" top="2784.75" width="75" height="15.75" align-x="33" align-y="2796" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedUDScalar">
          <ml:id xml:space="preserve">T</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">lct</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve">y</ml:id>
              <ml:id xml:space="preserve">J</ml:id>
              <ml:id xml:space="preserve">B</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="47" />
    </region>
    <region region-id="4813" left="18" top="2808.75" width="144" height="18" align-x="47.25" align-y="2820" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedUDScalar">
          <ml:id xml:space="preserve" subscript="bbe">b</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">best_basis</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve">T</ml:id>
              <ml:id xml:space="preserve">entropy</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="48" />
    </region>
    <region region-id="4814" left="18" top="2838.75" width="135" height="18" align-x="59.25" align-y="2850" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedUDScalar">
          <ml:id xml:space="preserve" subscript="bbe">QQ</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">pgridplot</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve" subscript="bbe">b</ml:id>
              <ml:id xml:space="preserve">J</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="49" />
    </region>
    <region region-id="4832" left="24" top="2868" width="194.25" height="105" align-x="120" align-y="2868" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <component hide-arguments="false" clsid-buddy="8442da2d-08d7-45ad-a4a6-f28bee6ae06a" item-idref="50" disable-calc="false">
        <inputs>
          <ml:id xml:space="preserve" subscript="bbe">QQ</ml:id>
        </inputs>
        <outputs />
      </component>
      <rendering item-idref="51" />
    </region>
    <region region-id="4843" left="6" top="2976.75" width="320.25" height="42.75" align-x="6" align-y="2988" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Note that the best basis with a <b><c val="#008080">box</c></b> taper is actually a single level of the cosine packet table. Now shrink the LCT and see how the reconstruction looks for the <b><c val="#008080">box</c></b> taper.</p>
      </text>
    </region>
    <region region-id="4816" left="24" top="3024.75" width="146.25" height="18" align-x="55.5" align-y="3036" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedUDScalar">
          <ml:id xml:space="preserve" subscript="bbe">w</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">extract_basis</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve">T</ml:id>
              <ml:id xml:space="preserve" subscript="bbe">b</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="52" />
    </region>
    <region region-id="4817" left="24" top="3054.75" width="115.5" height="18" align-x="53.25" align-y="3066" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedUDScalar">
          <ml:id xml:space="preserve" subscript="lin">W</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">wavesort</ml:id>
            <ml:id xml:space="preserve" subscript="bbe">w</ml:id>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="53" />
    </region>
    <region region-id="4818" left="210" top="3054.75" width="138.75" height="28.5" align-x="210" align-y="3066" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Sort the coefficients by magnitude.</p>
      </text>
    </region>
    <region region-id="4819" left="24" top="3090.75" width="107.25" height="18" align-x="62.25" align-y="3102" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedUDScalar">
          <ml:id xml:space="preserve" subscript="coeffs">c</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">floor</ml:id>
            <ml:apply>
              <ml:mult style="default" />
              <ml:real>0.1</ml:real>
              <ml:id xml:space="preserve">N</ml:id>
            </ml:apply>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="54" />
    </region>
    <region region-id="4820" left="24" top="3126.75" width="164.25" height="18" align-x="53.25" align-y="3138" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedUDScalar">
          <ml:id xml:space="preserve" subscript="sh">W</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">shrink</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve" subscript="lin">W</ml:id>
              <ml:id xml:space="preserve" subscript="coeffs">c</ml:id>
              <ml:id xml:space="preserve" subscript="bbe">w</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="55" />
    </region>
    <region region-id="4821" left="210" top="3126.75" width="133.5" height="28.5" align-x="210" align-y="3138" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Keep the largest 10% of the coefficients.</p>
      </text>
    </region>
    <region region-id="4822" left="24" top="3162.75" width="123" height="18" align-x="40.5" align-y="3174" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:define warning="WarnRedefinedUDScalar">
          <ml:id xml:space="preserve" subscript="r">y</ml:id>
          <ml:apply>
            <ml:id xml:space="preserve">ilct</ml:id>
            <ml:sequence>
              <ml:id xml:space="preserve" subscript="sh">W</ml:id>
              <ml:id xml:space="preserve">J</ml:id>
              <ml:id xml:space="preserve" subscript="bbe">b</ml:id>
              <ml:id xml:space="preserve">B</ml:id>
            </ml:sequence>
          </ml:apply>
        </ml:define>
      </math>
      <rendering item-idref="56" />
    </region>
    <region region-id="4823" left="210" top="3162.75" width="129" height="57" align-x="210" align-y="3174" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Take the inverse Local Cosine Transform and look at the RMS reconstruction error.</p>
      </text>
    </region>
    <region region-id="4824" left="24" top="3193.5" width="150" height="23.25" align-x="93.75" align-y="3210" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <math optimize="false" disable-calc="false">
        <ml:eval>
          <ml:apply>
            <ml:id xml:space="preserve">RMS</ml:id>
            <ml:apply>
              <ml:minus />
              <ml:id xml:space="preserve" subscript="r">y</ml:id>
              <ml:id xml:space="preserve">y</ml:id>
            </ml:apply>
          </ml:apply>
          <result xmlns="http://schemas.mathsoft.com/math20">
            <ml:real>0.0050137910265001815</ml:real>
          </result>
        </ml:eval>
      </math>
      <rendering item-idref="57" />
    </region>
    <region region-id="4771" left="6" top="3228.75" width="324" height="28.5" align-x="6" align-y="3240" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">The RMS error for the <b><c val="#008080">box</c></b> taper is slightly larger than for the <b><c val="#008080">trig</c></b> taper. Now look at the reconstructed signal:</p>
      </text>
    </region>
    <region region-id="3652" left="0" top="3270" width="6000" height="6" align-x="0" align-y="3270" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <pageBreak />
    </region>
    <region region-id="4373" left="6" top="3282" width="341.25" height="181.5" align-x="6" align-y="3282" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <plot disable-calc="false" item-idref="58" />
      <rendering item-idref="59" />
    </region>
    <region region-id="4772" left="6" top="3474.75" width="127.5" height="14.25" align-x="6" align-y="3486" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">and the reconstruction error:</p>
      </text>
    </region>
    <region region-id="4429" left="6" top="3498" width="335.25" height="169.5" align-x="6" align-y="3498" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <plot disable-calc="false" item-idref="60" />
      <rendering item-idref="61" />
    </region>
    <region region-id="4338" left="6" top="3690.75" width="342" height="28.5" align-x="6" align-y="3702" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <text use-page-width="false" push-down="false" lock-width="true">
        <p style="Normal" margin-left="0" margin-right="0" text-indent="0" text-align="left" list-style-type="none" tabs="inherit">Thus, using a <b><c val="#008080">box</c></b> taper instead of a <f family="Times New Roman" charset="0"><b><inlineAttr line-through="false"><c val="#008080">trig</c></inlineAttr></b></f> taper results in larger reconstruction error for a best basis approximation of a signal.</p>
      </text>
    </region>
    <region region-id="4647" left="6" top="3732" width="436.5" height="5.25" align-x="6" align-y="3732" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag="">
      <png item-idref="62" display-width="435" display-height="3.75" />
      <rendering item-idref="63" />
    </region>
  </regions>
  <binaryContent>
    <item item-id="1" content-encoding="gzip">H4sIAAAAAAAA/4yNvQ6CQBCEdwEVEMXGGhMbj5InsDBWJj6CnvifEA1SWPrm5+yCvUf2mJv7
Zi4hIsZYTKzax54ei92lts/r7vyoK9sEJGuOidRe2caqRQtMWJXbw/1UNq21b3/kzbD5Xf9U
WlXLKbbv22ut1Z6yOWbDHdsuh484/9/9lQ+a2panYtU2mw7MeEJs2IliNrh0GXtsfEQz9tkE
TpwADDmIHpjPEld9YSQ1UAYiFEbgSHokHoPR+BCMxhMwGh/pWxBjZSBSYQT+AgAA//8DAD0J
qBp8AQAA</item>
    <item item-id="2">iVBORw0KGgoAAAANSUhEUgAAAEgAAAA4CAMAAABpEU60AAAAAXNSR0IArs4c6QAAAARnQU1B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=</item>
    <item item-id="3">iVBORw0KGgoAAAANSUhEUgAAAEoAAAA6CAYAAAAX8s+wAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="4">iVBORw0KGgoAAAANSUhEUgAAAagAAAAKCAMAAADWzzqjAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="5">iVBORw0KGgoAAAANSUhEUgAAAaoAAAAMCAYAAAAzvfmxAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
AMFJREFUeF7t2DsOgCAQBcD15t4cPwS1sFTzTIbExmoZFl5gausogwABAgQIpApsQWUQIECA
AIFUgUotTF0ECBAgQGB/9cNAgAABAgSSBQRV8uqojQABAgTOG9Vc1a7fsPG/S3DgsPWAfdHP
iacd7LHnTf9+Zl3z+dD5+6TUL0jeOED11Td9JagE1dhrdxdIT3+u1QQIECAQLSCoopdHcQQI
ECAgqPQAAQIECEQLCKro5VEcAQIECAgqPUCAAAEC0QILR0qFQ9s0e6UAAAAASUVORK5C
YII=</item>
    <item item-id="6">iVBORw0KGgoAAAANSUhEUgAAACgAAAAnCAMAAABKdvqKAAAAAXNSR0IArs4c6QAAAARnQU1B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=</item>
    <item item-id="7">iVBORw0KGgoAAAANSUhEUgAAACoAAAApCAYAAABDV7v1AAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="8">iVBORw0KGgoAAAANSUhEUgAAAH4AAAAtCAYAAABoOd/RAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="9">iVBORw0KGgoAAAANSUhEUgAAAGIAAAAYCAYAAAABHCipAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="10">iVBORw0KGgoAAAANSUhEUgAAAJQAAAAYCAYAAAAcTtR3AAAAAXNSR0IArs4c6QAAAARnQU1B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=</item>
    <item item-id="11">iVBORw0KGgoAAAANSUhEUgAAAN8AAAAfCAYAAABnERiYAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="12">iVBORw0KGgoAAAANSUhEUgAAARQAAAAfCAYAAAAmwDIOAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
BChJREFUeF7tXNFyHCEMS///o5vczmyGUEASNhzdKDN5SNfYsmQEe0375+/X14e/zIAZMAMZ
DLwMxV9mwAyYgQwGPjKSOIcZMANm4HrbMQ1mwAyYgSwGbChZTG7K8/Wa+/rMy9/m4MwZ2LQP
XCaJgZeZ+MsMnMqAp/NUZTq4bCj/mWC/DK4NZYPg5StKpJzNJMLeGWuzZuGMbq5fOfn+9oey
G1SpTSBiCpG1G1p1CcBA5iycQHarH99QNisTMYXI2s1tuhzBwNP0vG4rRN8OSWQgMkSRtYkt
OFUSA0/S8+7FhpI0HGyayBBF1rL4HLePgafoeX+O4s9Q9s3OVSkyQJG1m9t0OYKBJ+rpVx5C
+MyQyBBF1mb24Fw5DDxRTxtKzmxQWaIDFF1PgXTQFgaeqmW6ocwShdah59HXidVTVOJnemnh
Ga2732HLd9k6BxMT4UHJP8tBBF+P0xp3C9uIVxVTxiyMapb99OIy+ylrpBrKLEi0Thk+JVYd
hNl4ZmCZ3L3eehugFpqpMRvDYLhzI71nMajrWD4zDSBrFkZGgXRf2c91sKtCIHdU8t3NseIy
uU80FQb3Cl7LTRzFoOIbmcxKjaK50YaL5n+nDorxz+L8tYZy8mC0XldYgeu+6lORzaPEsYOK
DhClJntKKzlb3EW0UGqvit1tkD8MpRR8tOF619Z6fe/n62pU/KtZZSDL2uVmQVe9lYIxmCL1
WfNj4piYGayKnghDrWtP5xZOlFu5abFzWd4EV8+Cqo2iS8s81X6+DaUlGiJ05Oizz9A1fcUp
Up/i9c9IRAYTyqEMem8j9Yx+1ymLDhqk7ehQYI2CjWPMCM3/bI7ILChrmblEfDE5fuiGTnbF
4Uax9zNWpFGjo1z17UcRIBKLMLG5WX4iBtTjNmKsPe0j/TCcIsxow4xMbhY7gxvpN+qLmSUW
O8OP0k/zladnMghkz83qYeuRhcyNfc6QxIiixszUbXETvVEgHOh5Rt/lEEb0VrGq8VFDGZmz
ymNWvIKpt2dnZ3C7oTDXRHTLQI6pDhU65RihESYmR2u41V4Qd8xzBWsv3wg329MMp2xuZsOg
A7TH0wxulXNUO2Of1fPIcPuPodQn5oh4xt3uzYqueIzAreGdFT1LQBaTUg9poHLJ3uwUjChn
1FCY2WI3DeqLxUptqOq/6GTWIHzsc2YvqLOl6pD2tzzlKY+GLWIepUG1arICsnFIzBpDjweU
p8cZwlnfrlrcZmBC+BEOZSYinCK+ZkyIORTvgwXNJ+Ix8rzWoId7ZT/wlSfSYOv0VvKtGA6l
/jtj795nOHgnbtf+3QwsNZSMzaDkUGJPl92GcrpCxte87d1/mHktZq9UrCSMUTAxbL0T4rI5
PKEnY3g+A6m/ev98uvZ2+DST3Mueq72DARvKO1gna9pQSKIcdgwDn8DLnPukVo9yAAAAAElF
TkSuQmCC</item>
    <item item-id="13">iVBORw0KGgoAAAANSUhEUgAAANUAAAAuCAYAAAC/FVxZAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="14">iVBORw0KGgoAAAANSUhEUgAAAGEAAAAVCAYAAABWtYB0AAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
AR9JREFUaEPtl+EOwyAIhLv3f+itbWaqDpWjMkxz/lpWULhPFF/vfWwcsQocEDhiFdhil+fq
50lEGeIVIIR4ButVwn5DHo2CWRrUX2N/J55WIvmc9mzNMrUdi8AMIFD/kX0CNBOCNOcyEKRE
keRRf8QeiUO7N6dVwszgEFGkRFF/xH5mnil2EUJdJh6l2NsliCiPhfB9ORf5ITsghyb9HpUp
IWQKJTEQACOBNd8JoVLp3wCkKmz9p2n5pHO39kOge+jRvZitlcDjSFPvl00TQk3cYwdoL2fL
2kViineG1t4SywjJtO7IK7jevKniescSetRo1mvZWDbuTyc6Irbidw/4kXku82JGRCAERC0H
26cBOLtAB504JagAIYCCeZh/AGOyi/9DQZaeAAAAAElFTkSuQmCC</item>
    <item item-id="15" content-encoding="gzip">H4sIAAAAAAAA/2yUTU8TQRjHn9ndvlLoewVEWgtiW7GvaIuijoRAE40mxJMe6rZdSg20td0a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</item>
    <item item-id="16">iVBORw0KGgoAAAANSUhEUgAAAcEAAAFnCAYAAADe/vIbAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="17">iVBORw0KGgoAAAANSUhEUgAAAX8AAAAOCAYAAADHTRy3AAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="18">iVBORw0KGgoAAAANSUhEUgAAAD0AAAAVCAYAAAD1neayAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
ARJJREFUWEftVosOgyAMZH++P59Cpivl+hKMIYzELMZOew+uvD77SqutDHq1lVYDXJz9B70I
A6fSe5blQCsXX/SZVHMXX1pfxzd5f6iXqgYBlAAgQu4C+50q1eslQawe+P8aWTUlnwbtJYKS
AImSlB7FqqVC9Dnty2vrBqNm78YWYL9Hm+6t19wm9cvdC+0t2SNqbxSAnmDqyRTkBBp4cE5r
6kZB96pq7U0ppTlI/h5TaRoeT4GOfJcrDcevd2Rdmc8j7B0BzNNdPHN4QaNxMdK+llU1y1p2
Fve059TlYd1T4yVLcgoF4QlGM729Dc1c9zt7v+tMS8H7mUgoSDNACvLK/ZSgD/A9v7MAT70K
820wA/ANJwBOMn8HuvAAAAAASUVORK5CYII=</item>
    <item item-id="19">iVBORw0KGgoAAAANSUhEUgAAAFYAAAAVCAYAAADcmhk1AAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
APVJREFUWEftl9sOgzAMQ+H/P3qDiUqhJAVWu6XIfUXL5dhNuvmznEkHT2AFq4MnMOFDKuJv
CggDh4DAcrjuHbtMcFKaOOyaE5E3xfFi2W+ofF5HNnd7kqaiXSEgUUsiIQSMgOaCdQMbOav2
ypQcyQKbav7bscjCmGC3t/lBI2T9t0YBO7Ethg3Wg8vuz3Xs3aHuLYTSAskVbgE2h9sFbHR9
amde9Punga01ykHEs+s5Oljb8BCOrVW4lWPtxh4CLMLJb3nHFp9bVxYPQ/GzpZnnjGrwbtCV
hYkwSBo3tpdufxBQDT01jsCSlBFYgSURIIWVY0lgv+yVcu4IuFLPAAAAAElFTkSuQmCC</item>
    <item item-id="20">iVBORw0KGgoAAAANSUhEUgAAADMAAAAtCAYAAAADfVPBAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
AURJREFUaEPtmFESwyAIRO3Ne/M2ycTWoLKYOCiM/rSOtvJYIJjXZxvBy9hhvIzgBeSIsAUz
qQdMKbPVKdaNpmBQQCwY5KFR66aUcZMzO4gbmLPt8lPNljKjqhE6140ysQBwQKZKM1QObbC0
vpQpqYWSU0PhnzI0wUpzDYOenHEJM+rdu95OHVH6/sRg7rdZzkSAuyA9DEXOqDmoWABKICPh
pA4SKSPpWNMDkWelxrXuE+eMKWWeVrMZYMUPzRmMRWH3f868r1yBzsFrHnSQxvpBsBueGp/N
zyurpjpcl8yW5ggi/dTwcjyDbflJtARWkYJimiDx3l8DyjsWlCtkfQRM7WVGBqNtXOt5qcGo
dxSX5lYjeu3nAEwrQ8PNPEwK5AKmVuXM5Qztzi/zXona+38kN1RzYdbipOnDbMG0eGDWva7C
7AuYTGzvul5POQAAAABJRU5ErkJggg==</item>
    <item item-id="21">iVBORw0KGgoAAAANSUhEUgAAARgAAAAWCAYAAAAb84NIAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="22">iVBORw0KGgoAAAANSUhEUgAAAGMAAAAXCAYAAAAfiPFCAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="23" content-encoding="gzip">H4sIAAAAAAAA/2xSTW/TQBCdtR07dvPRhiQkQOLSEqh7qKqCQL0tVQWVQCD1CIfiJqYNUklw
XRRuESf+AGcu/ISKOz+An4TMzOy45NCNxnrz9r2Z2exWAEBhxBgBYxu/5eTTYXIynnx0gNYe
hj+aDA1nM/ecZGfD18cfkmHGDLxjv4Vf9/x0ujeZGfoNhofE4ZXwLUYH45sL8Ae7X3j/c1qX
DTOUBZbNoHHV/GmWpePjiywxygOMOiwuRx+sLeYWlLiEk6VJ0mFKY1SnDF2tu78B5iVP6x8I
tFsW4PkCyoEAf0lrC5t9xv/JVaXtrScPH0FF6+8vAL4GUDW7l5WFXYCaMc/9utY0qa4huWzw
vMYzrGjt/MWs3DAVRis4tfoCN0z6k9MxCptSy2vJRM22gNZNGa1NWrUNHZP/KnLoird1S+bo
YsHbMkeX57gjWZOznhjcvvTohQL6q9IslJPu7j6Gu9IwLBquib+/Lg3pVu5JC3NDAzl4774c
fEDmGTyQgw+Kg2/wo6qPdo5O0nh6evR+kp7FmXmb6/Q2md6Ps9jc+UZx96v4seWFb2G0GVMW
xLPx+TOuY7F2E+OVEq1ZOf5AbV7PvryGLYp7WRoPk519UzkSYaiWQUUqJ6RUhJt5qCwV2WgN
la0iJyfGQQ3kCEqomWvccklDLo81CMqkIbFPdcgeoIbtS6hhewU1bK9yLwQ11iCok4bEMvw/
AAAA//8DAOcfSfgFBAAA</item>
    <item item-id="24">iVBORw0KGgoAAAANSUhEUgAAAbUAAADtCAYAAAA4AOvzAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="25">iVBORw0KGgoAAAANSUhEUgAAACcAAAAVCAYAAADFEfeTAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
AKFJREFUSEvtlYEOgCAIROnP+/NSNx0ozmTAaMXWmi30AXd1XCkgamS4qAFRwcpEfzhhB0jn
ki+yOcgl3FeUNpzP7ZJf8g7uTJbi9XCaBcykFKZzWEa1cBU4zkj4mUS/JT+KIXqOb8CZjxW7
T9OJUr2Rf+uugDUL2PqUSKq1yGluhZMad7W2gBkcW2abwDDMau0B1jRXwZ7e3eB2OtaP2hry
BqstTNrr+9+tAAAAAElFTkSuQmCC</item>
    <item item-id="26">iVBORw0KGgoAAAANSUhEUgAAAF4AAAAVCAYAAADPTVnBAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
AZVJREFUWEftl92ywyAIhNv3f+g26dTWEGAXxORGZ87FGeXvc4X0+drWY63rCezg17qewOP6
kCvip8ssDPcQWODv4f5X/DZd9iF7+mPy2u3QYs4gHzP3s/kxdtqZEzF5CDlG+z2syNmZkKt8
R+o5cZVJqLdjKDoSuMXJ2IyCmhEz47O3gYr/fuertY8G94BmfFv+Kn2NCCgE3kraehltTrQL
6/8fSTqrejm3eiHJXGVb1GwtIfZnmdpVxVsBmX7NzIioAmU+TH5WrhJQD8kSBlOTdiFe2063
Gg9e24u8lqyiGTsG3KENiJnG2MtLQ7VT4NnbZF6ENzMYiJkzDLgq8Ki+nyiZr5oo+GrFV7Ya
r0dbPZ5lJOeHJpIQeK9XoaQithk1MzZSCCgnNINQG/E+Ik7gPVVZxWlPuPmxJjsqykuagWyp
rIff56jlqbFgBBapHf/Wd6plIbK9Pwu20m5EzSiPwxxBh9F+BH7kLIo7a58Fj4YofCEVBTBA
mTMVuVT4YFpNpCWqM6Ui0eUjTmCox8fDLYtG4A1827+vQTo2gwAAAABJRU5ErkJggg==</item>
    <item item-id="27">iVBORw0KGgoAAAANSUhEUgAAAGQAAAAVCAYAAACwnEswAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="28">iVBORw0KGgoAAAANSUhEUgAAAE8AAAAYCAYAAAC7v6DJAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
ATpJREFUWEftlwuOwyAMRNP7H7pNohA51IbxAGpojFRV2vWPx2DT13tdSyyOwAYvFkdg4dzC
a7+xgYEn8Bh4a1PbenvfD899Ls8NXO/VP2LvCjvEGwHuMT0v4DUoMOAFvAYCpOso1f28543c
WGI9Msdl2qZE6T0kD1v7n2Wv+ZPCaXbT4Mn33vHb/nz/aQlNe3lC+aZzOLKQPKAsgjn12gOW
pWgpL/97TaGavao8bfPWCWrqZOCxcEq5SkAC3kHOahOomhBhpJt1+UaVgyTwnmaeu3R1EWV6
88u25Il/+t0FHlJ8zcYLT+vTSI4veKUJVBoO1lDRfPLCateqtpFSPDQ2aqfOAW+Bd7dnryK6
r8uLA3Waxc4Dr0V1+5WfBQpaJwLPms5WDnOao0XNZOdVFLu3v1OefIexUFC/DwlvQi1t+4i3
AAAAAElFTkSuQmCC</item>
    <item item-id="29">iVBORw0KGgoAAAANSUhEUgAAAOoAAAA0CAYAAACEoKQRAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="30">iVBORw0KGgoAAAANSUhEUgAAAMAAAAAYCAYAAACssfJFAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="31">iVBORw0KGgoAAAANSUhEUgAAALQAAAAYCAYAAABTE9enAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="32" content-encoding="gzip">H4sIAAAAAAAA/+JhYGBgBOJEIOYCs5mAJEtJUWqqBAMIOAAxR26yf1JWanIJWIQhAYhtGCFS
zGD1nM5hwa6FniWpuYxgFTxAzIYswAsmWcCKeYCKnfNzk/JB0hATBYCYHSiMEOEH2QF0kBSQ
PsgBdBcjxI3//4NUA5X656Q652Sm5pWA9TBCfAGxDEwC9V44L/hg4UaphwxowA7o6n//ORnY
kMQQuiHOYYLy//0H2QgB/0fBkAJ/gfgfEh4FIwsEMeQDYQmDAoMrQx6QLmKoRC8K8AIxBlZ4
ngeVBbq3nFquc6x1XbLsU/e7rAdZyGobknqyQiceZWQGsaFizkDbQfamgslikuwGASEGJkZk
/xCrL5Vkm3ADcuynJqDEflj5PQpGJmBj4GSYAGxAsAHbAgugaYILJXXAAAtayvlgD21QgNIf
VKzeGd18mC6IGmQZrFxMlVjZeIzCxaYKwO8F4h2ApgbZX2hcrIKYXPzWodmFAQAAAAD//wMA
TPyVBOEKAAA=</item>
    <item item-id="33">iVBORw0KGgoAAAANSUhEUgAAAQMAAACMCAYAAAB4QMxyAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="34">iVBORw0KGgoAAAANSUhEUgAAAMMAAAAYCAYAAABHhklGAAAAAXNSR0IArs4c6QAAAARnQU1B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==</item>
    <item item-id="35">iVBORw0KGgoAAAANSUhEUgAAAJoAAAAYCAYAAAACh+TEAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="36">iVBORw0KGgoAAAANSUhEUgAAAI8AAAAYCAYAAADDAK5oAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
AflJREFUaEPtmeFuwyAMhLv3f+itqZqKurbPZxJSmCPtxwQB+/h8OOrP7/251VMKZBTY4Kmn
FMgocMu8VO+UAo8bq2QoBbIKFDxZ5eq9ch7JwL1v3D4gXn8jGdn2teJh4tDW8fJEGux6fMxj
glp9biu6JdhZGljg7Pv1AmHF7a0rxz7+P0uMGddFYp2VEwKHAejRyCoO5sFjzUdxTd/zMEKh
w/+v8FjA0fBcdd+jgz17XOt1Mj2I2R883UCOZ6ve04MpKHlVt+ui2N6cZ2TlSUiPgFYCoAHB
iO7pAauyuTq83NABRQ5Ta3ijxcbm2LqUC080AHaepN2jn127Zz4rJIobjXv9CYKTKQJmLhPz
5fCwDV4PHOjd1eGJArnPQ65IwWPZL7JlzWmsK6b9srD6B/TlgNaOfraiKuwd/0bnkfprWr3g
8u5USxxPtN53pKAW/chFMuOe80TiiuoS7WMQnNEiYK6tSGwqPLtAWsUjC2uJ1dyDEZZxnKPg
stxKA8rb09LOy4ldDzlWRD8t30jj/XaO0QrNwuPZngacJP8oOKJ5XjFvphy74Ym6SOQK06oo
a9dXHPxRe84A0IcLM8lbdthaoGZ9EoZ2He1dbz0m3tnmfjNAWmzT/zwxGyArxVvwrHSag3Mp
eAYLvtJ2Bc9Kpzk4l4JnsOArbfcHe9W/1mhD9N4AAAAASUVORK5CYII=</item>
    <item item-id="37">iVBORw0KGgoAAAANSUhEUgAAANsAAAAYCAYAAABz/4haAAAAAXNSR0IArs4c6QAAAARnQU1B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==</item>
    <item item-id="38">iVBORw0KGgoAAAANSUhEUgAAAKQAAAAYCAYAAAB0vVZPAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="39" content-encoding="gzip">H4sIAAAAAAAA/2xTTW/TQBCdtR3bcb6aQCAphDRJgTigqq2QKLehqqASqEg9wqG4iWmDVBJc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=</item>
    <item item-id="40">iVBORw0KGgoAAAANSUhEUgAAAccAAADiCAYAAAA76gyDAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="41" content-encoding="gzip">H4sIAAAAAAAA/2xSz08TURCet7vt9ndpEdsq2l9qWUwaBPE8EqIkGkw46gGXdoWaYOuyGrg1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</item>
    <item item-id="42">iVBORw0KGgoAAAANSUhEUgAAAb8AAADiCAYAAADedMnvAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
GcdJREFUeF7tnU165LYORfvtOyvJBnqeecaZZgvZQe+gn8t2datkkbwAfyEe5/OXxAVR1AUu
DilV2f/7+fb1jS8UQAEUQAEU2EmBB/z4QgEUQAEUQIGdFPi208VyrSiAAiiAAijwfscTGVAA
BVAABVBgNwWA324Z53pRAAVQAAXY+VEDKIACKIAC+ynAzm+/nHPFKIACKLC9AsBv+xJAABRA
ARTYTwHgt1/OuWIUQAEU2F4B4Ld9CSAACqAACuynAPDbL+dcMQqgAApsrwDw274EEAAFUAAF
9lPgtvB7+xV1j99Z+v5d+jrGKvGl8XgdBVAABVBgbQXKZFh7/pezOwOsBLTS6wElYMoogAIo
gAIZBbaHH+DDHyiAAiiwnwLAz3B7dL/y4IpRAAVQ4J4KbA+/Y1qVXeD5+SD///vZKlqgBTVA
DbSqgd7IBX4nhUsALL3eO2Erjf9m85WmM30u6PGaAvRAj5wpc/Uxos/esntZ3/Bi2f2NSMr0
Li5OgOZGc/M2N7HEbhWGX3S/jOizwI+dn7vBYGbdzG6RAx9IfVAf3sUR8HMa37vzUwRXYpzT
DncYzY3m5m1u4Yq9wYTxi+6XEX32lju/h8SpD7lfgVH9MPxz3AY+uMUQmFk38y0SbrwI6oP6
8C6OgJ/RbCPCRyRlxHW0OAfNjebmbW4t6i/aGPhF98uIPnvbnV8vY4xISq+5tx4XM+tmbq19
hPGoD+rDuzga0WeBn7GLjEiKcUrTwmluNDdvc5tWtBNPjF90v4zos8DPaIYRSTFOaVo4ZtbN
PC1JE09MfVAf3sXRiD4L/IzNYURSjFOaFk5zo7l5m9u0op14Yvyi+2VEnwV+RjOMSIpxStPC
MbNu5mlJmnhi6oP68C6ORvRZ4GdsDiOSYpzStHCaG83N29ymFe3EE+MX3S8j+izwM5phRFKM
U5oWjpl1M09L0sQTUx/Uh3dxNKLPAj9jcxiRFOOUpoXT3Ghu3uY2rWgnnhi/6H4Z0WeBn9EM
I5JinNK0cMysm3lakiaemPqgPryLoxF9FvgZm8OIpBinNC2c5kZz8za3aUU78cT4RffLiD4L
/IxmGJEU45SmhWNm3czTkjTxxNQH9eFdHI3os8DP2BxGJMU4pWnhNDeam7e5TSvaiSfGL7pf
RvRZ4Gc0w4ikGKc0LRwz62aelqSJJ6Y+qA/v4mhEnwV+xuYwIinGKU0Lp7nR3LzNbVrRTjwx
ftH9MqLPAj+jGUYkxTilaeGYWTfztCRNPDH1QX14F0cj+izwMzaHEUkxTmlaOM2N5uZtblLR
frtXe8Ivul9G9Nl7VZfkqLqgEUmpm+G4ozGzbuZxWVnnTNX1AfzWSWaHmeTqY0SfBX7GpI5I
inFK08Krm9u0mfc5MXo0XgwAvz6FusiowG+RRKjTAH6/laLZN272ahEGiauuD+AXJNO+aQI/
n27TjgJ+wC9VfNXNflpV9zlxtR7Ar09iFhkV+C2SCHUawA/4AT/NLcCPOwO5SgF+mo+WiQJ+
wA/4aXYEfsAP+GleCREF/IAf8NOsCvyAH/DTvBIiCvgBP+CnWRX4AT/gp3klRBTwA37AT7Mq
8AN+wE/zSogo4Af8gJ9mVeAH/ICf5pUQUcAP+AE/zarAD/gBP80rIaKAH/ADfppVgR/wA36a
V0JEAT/gB/w0qwI/4Af8NK+EiAJ+wA/4aVZtAr8b/ZaXaj002cNE8SH3MKn6mCjwA37ATzNt
dbN/gA/4aWIHjAJ+wZIG/IAf8NNMC/y47cltT80rIaKAH/ADfppVgR/wA36aV0JEAT/gB/w0
qwI/4Af8NK+EiAJ+m8Mv8wyqutmHcIA+yWo9eOanix0wkmd+wZIG/IAfOz/NtMCPnR87P80r
IaKAH/ADfppVgR/wA36aV0JEAT/gB/w0qwI/4Af8NK+EiAJ+wA/4aVYFfsAP+GleCREF/IAf
8NOsCvyAH/DTvBIiCvgBP+CnWRX4AT/gp3klRBTwA37AT7Mq8AN+wE/zSogo4Af8gJ9mVeAH
/ICf5pUQUcAP+AE/zarAD/gBP80rIaKAH/ADfppVt4Cf4a9OVOuhyR4mit/wEiZVHxMFfsAv
9Wd2aG6NdzoRfr0Z8HN3cODnlm7OgcAP+AE/zXvViwHgpwkdNAr4BUsc8AN+wE8z7TbwE3d/
1XposoeJAn5hUsVtz3OqtjRzZjeypR4Z/1brEWXnB/xcXRz4uWSbdxA7P3Z+7Pw0/wG/xs9A
NdnDRAG/MKli58fO7/0dTx/fF1/VzT6YF0rTrdaDnV9J4tCvA79g6WPnx84P+GmmvT38nosg
bntqBXGKAn4u2eYdBPyAH/DT/LcN/B5yCACs1kOTPUwU8AuTKm57ctuT254Wu1Y3+9Vvex6B
B/wspfEeC/zMks09gJ0fOz92fpoHu8JPgI02y4oo4FchHvCrEm/GwcAP+AE/zXlN4Je6pbjC
rhD4aYWQiGLnVyXf+IOBH/ADfprvgN+rTtV6aLKHiQJ+YVLFMz+e+fHMz2LX6mafezclOz9L
KpaMBX5LpiU9KXZ+7PzY+WmmBX7s/HKVAvw0Hy0TBfyAH/DT7Ngdfqnngdr06qN45lelIfCr
km/8wcAP+AE/zXdbwU8AcbUemuxhooBfmFTxzI9nfjzzs9i1utmXnvkJwCnOt+YjE+djC2NV
61G8mFgBwC9Wvvhjtod8dTFzTTMaUUv8bk9Z5er6SMHPeLsxO+GaN84AP7kWrgKBX5V84w/m
tmfH256eRtQLlqlxgZ9suuXhZ/zdnC8XflUf7Pzk2njftL/9k/oa0WfTZzddxj7BI5ISRc1s
c/NAaRX45eYB/OTyBH6vUlXrISsfIzAU/P7999+hqo4+n3JxwE/Y+dVCTAVnzco9l2znsyaa
W+Nmr9z2fN9CONfwNfXDzk9pl/k7zlF2fv/999/Px/fIrxnnLF0f8BPhZ21Knuc4Nc0rfb/l
cIEXTTVzTuAXCH7G53VfygX4lVpl8fUwO7/v378XL6ZHwF9//dVjWPeYwK8AP29TqYGfFbTK
ri81JvCTvVO9GOi58/PW6fPqgZ9cB8l1ZoSd348fP37OgtDff//983H+Vb6AXwZ+jobwazTg
t0qJN5vHO/yet8A9tyaBX7NcrDhQiJ3fP//883PW87fHrc/H+Vf5An5G+Km7Miv8akDLzm+M
naw5Pc4qd2ztru2qJq1wdtRf9U54TNaGnSUE/P7888/hz/ueGXjA73H+Vb6mwc/zJpKSaFbD
n8Z7Kd7cWMp5rI3S0XxKcnx540TuHBev0dwOCr/p80UPpQ6ubiuWYGcZN3Xb0jpGKj4zDvXx
6sAQ8Pvjjz9eZv0AwPP7YxH1+v/FJvPikfJY5/Nbxm8dOwV+VjCULvoI0orbUsDvvBr4vM1X
0n+H16PBT71DkYJn6eePPpl5xrVDSZyvMQT8rhr++Wc1UCiNVTN266IaPpfSqtd6gY4Va+oU
3eCnNKIRO7+reWSeQ/3Sw7qLsOZw9fjP619259fCA44xgF/And/d4WfZuQ6Fn8Ng2b5Yasql
1723PUsws4KstS65VXtq8XHxc3kxsDq8auZ30OWy2as1lrvbUbsgrK2f3DXscNvzeLeo9N+Z
Wgq783ve7jz+++o6j2A5//cx/gkVBbQ13vyy9T4Vawlupdebza3UJEqvXycjPz3jmKadjrVh
WOOF206uhYEXfk/gP5tDs8JYeKCzl65u86k1loKfdaFk8YFnbl8bSjJBoXZ+OahZStAJxxF9
VvrVCKmJpICVA1nyFtpn4QG/N4UUEyoxr6sLrWQN44aF3xWQ1N3AM+6iOWebm0FXLVELRkWH
X+kOhbLAirrzO0NqQHl9+SjMYQ7LwO/xhpPUZ+2Ob3x57gLPP1N1TB3X8w0vpeeNX+beu4lZ
xp8c+6t4lQRbd3LWeKUxnZvbEWS94XfeCVpyp+h7Xuhcrbit41jiL64nuRhQrt2y81OhpdSI
dW5Rd34TYPdFqggfcs991KHlTu1qrN4fdbDC7z3+7bvHP9Zx1Xg17nhN6jEt4q7GyI3b8rXS
/M+vP///+PPSGKlaefkAuKOmzsc//z93vh51+1wEqWMreqX0TR2rjPmcn7d+lOOPuxlVj1Fx
x3oZdU73eZRFiGVxdhEr3fZ8fMg89UHzEfA7n7vlltgLv0rdrw+3JlyNV+Ost0kt41p3ctb4
Vqv60kree9tTKZir3VruZ8qY1pxax8zsuqpuA7fa+V3VUalua19P1OLwZ34L7O5y5RTiDS+P
W55Xv9uz9CzQ4qPUWL1/vZkLfsdbWJaLzFaCtA75OkIro17NrfXY6q3FEsg8YCxdSyo35+N6
wq9VLfWoM1WfQ9x0+D2bf2lBc/W6p8ZSHvocawj8jsAbUU8V5wgBv8f1HeGX+2iA5WMDHwx5
k+Dz+0rH3r9T1A2/UoO2FIW3MWdW3b9Ov9LYLeCnXI9nta829zP8Duca0twsdaVek3fMQi6m
wi+1c1Q8U/K2UoNWoNbkIBDwjpcZBn4z/rxQ6pzTb3u+ZNC5Y2s1RsmIpddLpssAy9zsZ8Gv
RoPSzi8i/CwAqNhFNoPfcb5qDaXgZ62FhgupL+9uLHkvt5NM7Wo9Y046Jgz8HvqM/uXWV+fz
vpM07+H87vOVU5m/8eYpIqsZr1aUM1b4j9269dc1qY0rt/JW9EoBq0V+zk01KvxaAHDUzu9O
8Dsveo+7NuW/PTW86DGh4LeKhi13ftZrSp7buxJTmrl39V079tXu9HCdy8JPaZZq4nMgPeXc
rIc6h55x3hoRjpu28yvlzKpnahdpHCdkfRiv0RIO/CxqfcYuCb/cbsULL0WbXBMSGpRyil8x
p/FcZrbeRvLu4p7H1WpQaqSRd37emhV3jcX6sNRuaXFZAtRxV2Uq+rfg0tjieEU9xHHuEgb8
HJm8DfxqG3OpebUaP5Ejl5lHwU9s0FL5pZpfi8WANIEBQZZaEWOL9ZEa5wp0JfiVdvvinJNK
N1hMFfUYkOaVTgH8jNkovTvUOJw5XAKvajQ1rjRLK1BK44mvu8xs3ck1WnWLl3QdtgP8LIsF
sW6L9ZGq2x7wqyqAw+5PvPar0xX1qJ1jsOOBX7SEqcVfWqmq4yj6AD9FJX/MLvBTAGio22Kz
Ty2EVoTfUxvD9Z8LrqiHv0JDHgn8gqVN2vkdryl3a6fltU/YIbnMzM6vZdb7jJVr8IbmX6yP
1vBT4F2rmOH6gV9ebOBXW4yDj28CvwoDZS+3tNtsrFWxuV3e+zl9VKSkxQSof5m2OAeXHo1z
0my4Bou2oh4R4VchcFGPirEjHgr8gmXNDL+r1Wip4QfRxGVm686vwe2majl3hF+Dui3WRw/4
VSe73wBFPfqdesmRgd+SaUlPygW/YwO/CfjeL8n6IXdvQx28o2Xnd1DgWa+OHEj1cbWwSD3z
C9YruO3Jbc/gJfs6fTf8nsPsDr8zABU9lJieVXYEQOY8UrPvOc9eYzv1l/QAfr2ytvy47PyW
T1Fj+AW73tx0peZ2NYB4G3EZqXaHnzMRUn0AP6e68Q8DfsFyWL3zC3a9wO9xf/fzTTqFHZDU
7G+U/9KlSHqo8CudLMDrkh4BrqPVFNeF3/O+++h/t1K20zjA77ewbjOLMOmUQvuw4nzdethn
FOIISY8rbR3PFyMIIukR4UIazXFd+DW6wLsNA/yAX6qmaW6nRwTKG6KA391apHw9wE+Wao1A
4Af8gJ/mRWkxAPw0MW8YBfyCJRX4AT/gp5kW+Dl2wpq0t4gCfsHSCPwawc/59vlp5SI8h5Ka
/bQLGH9iWY+ztoLW46+m/oyyHvWnCjEC8AuRpkPDj9a0O+pbZeZoOgoNuUqPjnmaNbSsB/Cb
laKp5wV+U+W3n5ydX4Od32MI4GcvvmBHAD9ue+ZKFvhFM3S0pt1RX7m5dZzDsKHZ+ZmlluuD
nZ9Z2zscAPyCZZGdX6OdX7C8v+9U+ZC7KWsy/M53AgStTRNZJNikxyJz7jkN4NdT3Q5jAz/g
lyormlvD23w3vMNCfej1MaLPnv64Wgda3GzIEUmJItlWZhZ2I1vpIRRplR7AT1A4dgg7v2D5
A37s/Nj5aaYFfvpOR1P0XlHAL1g+gR/wA36aaYEf8MtVCvDTfLRMFPADfsBPsyPwA37AT/NK
iCjgB/yAn2ZV4Af8gJ/mlRBRwA/4AT/NqsAP+AE/zSshooAf8AN+mlWBH/ADfppXQkQBP+AH
/DSrAj/gB/w0r4SIAn7AD/hpVgV+wA/4aV4JEQX8gB/w06wK/IAf8NO8EiIK+AE/4KdZFfgB
P+CneSVEFPADfsBPsyrwA37AT/NKiCjgB/yAn2ZV4Af8gJ/mlRBRwA/4AT/NqsAP+AE/zSsh
ooAf8AN+mlWBH/ADfppXQkQBP+AH/DSrAj/gB/w0r4SIAn7AD/hpVgV+wA/4aV4JEQX8gB/w
06wK/IAf8NO8EiIK+AE/4KdZtQp+2ilCRaGHvhgY0We/haqeBSY7IikLXKY0ha3M/O3NKo/v
zNdWeggVgh56sxfkvF0If8w2WEqBHzs/dn6aaYEf8PMuFkf0WXZ+mo9/RY1IinFK08K3am7s
/Mx1tlV9COqgh74YGNFngZ9QtMeQEUkxTmla+FZmBn7mOtuqPgR10AP4CWWybgjw2/S25+Oy
eeZnMibNXm/2JmFvEswzv2CJBH7Aj2d+mmmBH/DjmZ/mlRBRwA/4AT/NqsAP+AE/zSshooAf
8AN+mlWBH/ADfppXQkQBP+AH/DSrAj/gB/w0r4SIAn7AD/hpVgV+wA/4aV4JEQX8gB/w06wK
/IAf8NO8EiIK+AE/4KdZFfgBP+CneSVEFPADfsBPsyrwA37AT/NKiCjgB/yAn2ZV4Af8gJ/m
lRBRwA/4AT/NqsAP+AE/zSshooAf8AN+mlWBH/ADfppXQkQBP+AH/DSrAj/gB/w0r4SIAn7A
D/hpVgV+wA/4aV4JEQX8gB/w06wK/IAf8NO8EiIK+AE/4KdZFfgBP+CneSVEFPADfsBPsyrw
A37AT/NKiCjgB/yAn2ZV4Af8gJ/mlRBRwA/4AT/NqsAP+AE/zSshooAf8AN+mlWBH/ADfppX
QkQBP+AH/DSrAj/gB/w0r4SIAn7AD/hpVgV+wA/4aV4JEQX8gB/w06wK/IAf8NO8EiIK+G0M
v0KF0uxp9t5mH6L5NZ5kzi8j+uy3xtdz++FGJCWKiDR7mj3NXncrftH9MqLPAj+9dt8jRyTF
OKVp4ZhZN/O0JE08MfVBfXgXRyP6LPAzNocRSTFOaVo4zY3m5m1u04p24onxi+6XEX0W+BnN
MCIpxilNC8fMupmnJWniiakP6sO7OBrRZ4GfsTmMSIpxStPCaW40N29zm1a0E0+MX3S/jOiz
t4TfQ7jnd6nWj7GK4EpM6Zx3eR0z62a+S84t10F9UB/exdGIPns7+J1FK4lYev2cPGu8pVlE
i6W50dy8zS1arbeYL37R/TKiz24NP4/AnmNaGGfFMTCzbuYV89d7TtQH9eFdHI3os9vDT709
+kziiKT0bkqtxqe50dy8za1VDUYaB7/ofhnRZ0PC7/yc7ggw621PK9RS5+bnv5+zogVaUAPU
QG0N9F7YhIRfdrX59maX45dlBWGJ7Z0YxkcBFEABFOinAPA7aAv8+hUaI6MACqDASgoAP+C3
Uj0yFxRAARQYogDw+5SZXd+QeuMkKIACKLCEAreD30PV1Ifcr94MY3235xJZYxIogAIogAJV
CtwSflWKiAdbfouMOGSYsNxvxdlJl9TdgpwGd9ZH0WOXBai3Bu5aH6oeI+sD+DmQ4/04heNU
Sx6Sa3LHCd/5VnLqjkGuNu5cN7k7KLvVi7cG7lofpeuaVR/Az4GXUjIdQ4Y5JAe03XS50sLb
+MIUQGaiih65xdFdF0vH69q5Pp65z+kxsj6An6Pr7NbkzwXp2fU4ZF7+EKXZq41v+YsVJpjS
Y/d6UWtgl75y1mNWfQA/wdTnkF2KtCRNSYe7ruSvVrCpn6mNr6R1hNdL+d61XtQaKOkToQaU
OXpvc5bqSzn3y0LeegDxH+8m3eXZVinfqrFL40R8nZ3fa9aU5rRbvZR6xe565DYWJe1qewY7
P4eCvZPimNK0Q3Yzb2nRs/MzHeD31YalXrGbf0o1MlIP4OfARqmgHUOGPWRksa4mEjs/dn65
mqQ+1q4P4OfoqMDvQ7SSDqVVnkP6pQ6hudma2071kloU7npnILdIflbR6PoAfs52+kjU89s5
RMjDStddej3kRV9MOned3tcia5O65lI9lF6PqMnxmq56xG71kdOjlP/S6zX1Afxq1ONYFEAB
FECBkAoAv5BpY9IogAIogAI1CgC/GvU4FgVQAAVQIKQCwC9k2pg0CqAACqBAjQLAr0Y9jkUB
FEABFAipAPALmTYmjQIogAIoUKMA8KtRj2NRAAVQAAVCKgD8QqaNSaMACqAACtQoAPxq1ONY
FEABFECBkAoAv5BpY9IogAIogAI1CgC/GvU4FgVQAAVQIKQCwC9k2pg0CqAACqBAjQLAr0Y9
jkWBQArc/a9sBEoFU11AAeC3QBKYAgqgAAqgwFgFgN9YvTkbCqAACqDAAgoAvwWSwBRQYIQC
3PYcoTLniKIA8IuSKeaJAhUK7PiHlyvk4tANFAB+GySZS0SBhwLs/KgDFPitAPCjGlBgEwWA
3yaJ5jIlBYCfJBNBKBBfAeAXP4dcQTsFgF87LRkJBZZWAPgtnR4mN1gB4DdYcE6HAjMUeL7h
BQDOUJ9zrqgA8FsxK8wJBVAABVCgqwLAr6u8DI4CKIACKLCiAsBvxawwJxRAARRAga4KAL+u
8jI4CqAACqDAigr8H7bW1u+4/rvjAAAAAElFTkSuQmCC</item>
    <item item-id="43">iVBORw0KGgoAAAANSUhEUgAAASUAAABeCAYAAABl9QLBAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="44">iVBORw0KGgoAAAANSUhEUgAAAMgAAAAfCAYAAACiY4IJAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="45">iVBORw0KGgoAAAANSUhEUgAAAGIAAAAVCAYAAAC9gjt3AAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="46">iVBORw0KGgoAAAANSUhEUgAAAC0AAAAVCAYAAADSM2daAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
AJVJREFUSEvtluEOgCAIhO39H7qkmcPNJncV5YLNP2XweRyzZc2RZguBni3SbMC7MwLaSYFG
6TyPMpTNepqDqde1hyTyCLZOQCPdYWxx5H9VaX1IxCo0dG9o9TNE9aqgcZZoaAZq9I1V7X9B
f8IeujXWNo3ajbxHalZ7XB0iBLD8DtM3r8/Vh55osD+gbxb0NF0o7aX0BpLlZVOZ0RwQAAAA
AElFTkSuQmCC</item>
    <item item-id="47">iVBORw0KGgoAAAANSUhEUgAAAGQAAAAVCAYAAACwnEswAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="48">iVBORw0KGgoAAAANSUhEUgAAAMAAAAAYCAYAAACssfJFAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="49">iVBORw0KGgoAAAANSUhEUgAAALQAAAAYCAYAAABTE9enAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
A25JREFUeF7tWz2S6jAM5t2KmtNwCIp3AO5BTw8tlLSUlHTcgIcz6zxFWL9xcMzaMzs7WcuS
PumzrA3mz/M1Fm386gicz+fFcrmsLgbH43GxWq2GfgdCt/F7I3C5XKoFf7/fn9j/RbVomuOj
I/B4PJ7X63W0npIKTqfTM+CIoxG6ZDYK2z4cDoU9yGN+v983QucJZd1adrtd3QB+vIc4yAr9
6rTDP4v9j4TcKi/p+8b5ECNuSPNwrUU2ZTO0GlSFHqs7d+4wt7B/AcftduvMJiOcAsSBtMrn
BvwN+mLSNFgsspQ+SAK8UeZG6L4/JgpCIHPcnG+EzkncuQZGQ5oSMpZ4jZXdbrd9VcNYLbo/
GSfKr0DogOetQmuAQBmr/CfAa3z6hB8eGxbfx8qu12vSRYtuD07vGs6viGdQoTVA5k5ob7BS
6yJW7oin+rvUWqo1g7L4eKVsS7qgHuijdHx3Ve7naM/R2kyRDzZXuH+SHBhDaGs7I/kizafI
lkouFSCcUOw/9UwRiFsPbWkIKOmS8irlgsuztFbKi3deY/djFVpT5bxAp1pHVUGqykmbfap5
q5+wCnPVLrUpSuZxVoT2BHEqomr1WokyFWFTGyinLRwPK27pNNDGW5IzE9pDOo0RTV8o9W2e
fm5My0HFInXUp3zzkMJLUo+tzWZD8kerj8NN5cuTR03fn/ynkFtoIS5HBippGCgnJ+3kXPOc
Tzk2P8YI7Vltc5sBFosYG8trO2oTUyeHJnccn6iKT60Jl5SSr+2wIljhJJLgaqjpzTRJiMTR
+qINlIQHElaqNti3lK+U/5jE2tOMqo5UdcV/pz5YgfY53FrSUZtW66cm7+wHK5p+iiODpZJb
CK0hYG4ZCxbNsWjxL+fGTNmFJLD4lTqZcubRgztsznhrsH/Lsfg7/NAQPne7hJnvQIJ5Sn4A
/CWPnwe7ntDXH5/IH2tSNPLfTOiA33s5CcfFQ2gqth5Cv11OCmQcEJJ47sv/CPlI9pQ9ST8k
M16vIahFRnPUQRnqeLbY1Bz3Hn3UGnjt0qqXi49mTtOSan2Cl6y6shzJUftvbQCa3P8IhAvy
NY/Qagwu+Gsqc185lJW5lHzNiSnleyBEeEtQ63j7CpalN8a98hyfa01MSb9r/eZK6nRpX8Eq
yaRmO3sEGqGzh7QpLBmBf7FGxYKyhxfpAAAAAElFTkSuQmCC</item>
    <item item-id="50" content-encoding="gzip">H4sIAAAAAAAA/+JhYGBgBOJEIOYCs5mAJEtJUWqqBAMIOAAxR26yf1JWanIJWIQhAYhtGCFS
zGD1nM5hwa6FniWpuYxgFTxAzIYswAsmWcCKeYCKnfNzk/JB0hATBYCYHSiMEOEH2QF0kBKQ
/sgHdBcjxI3//4NUA5X656Q652Sm5pWA9QBlmaA+gZJAvRfOCz5YuFHqIQMasAO6+t9/TgY2
JDFGuG6Ic2Cm/fsPshEC/o+CIQX+AvE/JDwKRhYIYsgHwhIGBQZXhjwgXcRQiV4U4AViDKzw
PA8qC3RvObVc51jrumTZp+53WQ+yUBQHHs4KnXiUkRnIbIAKOQNtB9mbCiaLSbIbBIQYmBiR
/UOsvlSSbcINyLGfmoAS+2Hl9ygYmYCNgZNhghSwJQJsCyyApgkulNQBAyxoKeeDPSNUwX94
sqt3RjefBT2BogFc6RhdGcUepQ4Ydu4ABzwAAAD//wMA5COXXOEKAAA=</item>
    <item item-id="51">iVBORw0KGgoAAAANSUhEUgAAAQMAAACMCAYAAAB4QMxyAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="52">iVBORw0KGgoAAAANSUhEUgAAAMMAAAAYCAYAAABHhklGAAAAAXNSR0IArs4c6QAAAARnQU1B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=</item>
    <item item-id="53">iVBORw0KGgoAAAANSUhEUgAAAJoAAAAYCAYAAAACh+TEAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
AvJJREFUaEPtWjuSwjAMzd6KmtNwCIo9APegp4cWSlpKSjpukMVMnBWKfo4TkHftmZ2dBMt+
kp4+SfzVPkZTR/EWOJ1OzWKxcKHH4XBolsvlK5ZAtDrKtsD5fHalwO12azGmxhXCCibZAvf7
vb1cLslycwscj8c2YIujEm1ui8+8/n6/n3mH8cvvdrtKtPHm8yW53W59AQJoILY+oz06t/BQ
0P91DwmDe9J9txr/UWChZHrOaAHb9Xp9Wn9QOgPZ8LDe+6P+dKsWdKRHkIFkMRAq0Tx6iMBE
Bftms+kzhkc1AtECRjKjxdIIgb8zo1F7eTTiuzFRdlmtVu+GkbxfxEg+dWrEKoEMUr+J+8xo
PSxDzbPMwUEaZaiWRLI17pvxOpwfxuiezCCjQMRoIppFQaj0VETkDM05TustMS4J89S/Wfem
iExVGe4eDBqpKln9letLkWhQiX4ieEigjJYLyBggSdMk50qO0gILOwkHBOds6b7meCnzUUax
6i4FrTWgJackE40in9bHJbFipsk4UKjAwaVT6lM1B1rKo0Ya7XeNyPh3zgaWdXITyKxEo6Jz
THTgTMFlDlNEdRmZI5pGIKschyUlY1mJtl6vxfC0Bhmcx9mB85/mV/FhwJriqYwGN4bEsETP
HEkNG0IyGJXZuOxg6YUkcll/k/bXXm+k6M7hodagdKeCI3xcF19v5BANlx0tU1ClZmrCWTDg
oKAIyZURKqCiHaSI5/aQ7kPbWF7YWnXn2iBJXqsw4gvbsU6WIqKEXm6s3p+Ug47MwaGRyUpC
jCEEQjxZ8vut8/v1TUeTcf1keiff13/mOsdAVbZtp/ioPgXRqGw/+KgeSAGJNfa6T6Xdetp1
X6IRqSuB7BaAR3HsUsOZXPnXWgCpNYAf/J9prM8+Met86H+Oof6zbDhk6G2Ekvly8HGKTAYz
U8563oxVCp7g1PCE52kMjnLn9GIwG3JlMHV9T8YqCYunc2lUhq1HuUtiU8FYK9EKdl5J0H8A
XTWdKpV7EbgAAAAASUVORK5CYII=</item>
    <item item-id="54">iVBORw0KGgoAAAANSUhEUgAAAI8AAAAYCAYAAADDAK5oAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="55">iVBORw0KGgoAAAANSUhEUgAAANsAAAAYCAYAAABz/4haAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="56">iVBORw0KGgoAAAANSUhEUgAAAKQAAAAYCAYAAAB0vVZPAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="57">iVBORw0KGgoAAAANSUhEUgAAAMgAAAAfCAYAAACiY4IJAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="58" content-encoding="gzip">H4sIAAAAAAAA/2xTTW/TQBCdtR3bcfPRBEKTQkiTlBIHVJVQietQVVAJVKQey6G4iWlTqSS4
BrW3iBN/gDMXfgLijjhw5BehMDs7Lj10o7HevH0zb3a1KQCAoogoAsY2ff34/V58NJ68c0Cv
LYr8aDI0nM3ccy07Hb46PImHKTPwhust+rpnx9Otybmh9yk8IvYuha91LUW9AvCH3IPq/1yv
WsUMZYFlM6hemj9N02R8+CGNjXKHogxXl4M7nau5BTlu4aRJHNeZQorilKGL2PgJMMt5iF8J
oOsL8PIC/EBAfgHRIrOPdE+uym2sP3m8CQXELy8APgVQNLvfC9nu5oAMSqZ4li8j6kmxROSi
wbMSz1BBDH5R5lcRnb8kqdwwrUZ0LY59sZ7ATUN8I8JSY7ogo5xVbomypjcuYEl0NdHRlYq/
15BT1JcFNG7LcZa1WG3AHZP/yHJoSm3jrszepIYtmb3Js69IZi62LQVuRzzaXQGdVcTPvwl0
78nEq9plF9bk1jhVjwDuyxTdbIqeNO2EMkWPnPri22PfB3Lsthz7IT/C8mhwcJRE0+ODt5Pk
NErNW+7qt8z0dpRG5o30sreyQh9b/hFkDUuMdRZE5+OzZ9zHYm2fYleJ1qw5/UD1r2dfXsNm
zb00iYbxYNt0DkXYUougQjXXSKmQNuctZanQptKWslXozDXjkAbmBHKkmSFtuVqjqzzWEPC1
Rovzuo8uD0jD5Quk4fICabi8yF4ESqwhUNYaLZbh/wEAAP//AwA+5KAdNQQAAA==</item>
    <item item-id="59">iVBORw0KGgoAAAANSUhEUgAAAccAAADyCAYAAAA4PA4YAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="60" content-encoding="gzip">H4sIAAAAAAAA/2xSTW/TQBCdtR07cfPRpJQkJZCvQuoiRaEgUW5DVUEloEg9wqG4idsGqSS4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</item>
    <item item-id="61">iVBORw0KGgoAAAANSUhEUgAAAb8AAADiCAYAAADedMnvAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="62">iVBORw0KGgoAAAANSUhEUgAAAkQAAAAFCAMAAACTpQOIAAAAAXNSR0IArs4c6QAAAARnQU1B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</item>
    <item item-id="63">iVBORw0KGgoAAAANSUhEUgAAAkYAAAAHCAYAAADtRoKMAAAAAXNSR0IArs4c6QAAAARnQU1B
AACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAA
AH9JREFUeF7t2MEJACAMBMHYuZ1rJCJagxOwgWEfh23khSNAgAABAgQIEIhYw8gRIECAAAEC
BAjkZxEEAgQIECBAgACBEjjDqOfnkcdAAxrQgAY0oIHfGrhHoR8jE5kAAQIECBAgsAUMIykQ
IECAAAECBAwjDRAgQIAAAQIEXoEJW0bEgZplSe8AAAAASUVORK5CYII=</item>
  </binaryContent>
</worksheet>