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      <description active="true" position="Top" lang="eng">
        <p>Calculation of biaxial demand (P, Mx, My) based on assumed responcebiaxial(c_outerXY#,c_rebar_XY#,α#,na#)α# - orientation of neutral axis in degreesna# - location of neutral axis as % rotated height in compressionc_outer_XY# - outside boundary of concrete section polygon in XYc_rebar_XY# - rebar definition (see example for details)</p>
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        <e type="function" args="1">A</e>
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        <e type="operand">P###</e>
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        <e type="operand" style="string">locate Y' coordinate of NA:</e>
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        <e type="operand">###TLV</e>
        <e type="operator" args="2">≥</e>
        <e type="operand">###chunk</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="function" args="3">el</e>
        <e type="operand">###pgon</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="function" args="3">el</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">###chunk</e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="function" args="3">el</e>
        <e type="operand">###pgon</e>
        <e type="operand">k</e>
        <e type="operand">2</e>
        <e type="function" args="3">el</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">line</e>
        <e type="operand">0</e>
        <e type="function" args="3">if</e>
        <e type="operand">###pgon</e>
        <e type="operand">k</e>
        <e type="operand">2</e>
        <e type="function" args="3">el</e>
        <e type="operand">###TLV</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">###pgon</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="function" args="3">el</e>
        <e type="operand">###TLV</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0</e>
        <e type="operator" args="2">&lt;</e>
        <e type="operand">###chunk</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="function" args="3">el</e>
        <e type="operand">###pgon</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="function" args="3">el</e>
        <e type="operand">###pgon</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">###TLV</e>
        <e type="operand">###pgon</e>
        <e type="operand">k</e>
        <e type="operand">2</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">###pgon</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="function" args="3">el</e>
        <e type="operand">###pgon</e>
        <e type="operand">k</e>
        <e type="operand">2</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="operand">###pgon</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="function" args="3">el</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">###chunk</e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="function" args="3">el</e>
        <e type="operand">###TLV</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">line</e>
        <e type="operand">0</e>
        <e type="function" args="3">if</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">line</e>
        <e type="function" args="3">for</e>
        <e type="operand">c_outer_comp_XY'###</e>
        <e type="operand">###chunk</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">Calculate stress block properties (XY coordinates):</e>
        <e type="operand">c_outer_comp_XY###</e>
        <e type="operand">c_outer_comp_XY'###</e>
        <e type="operand">α###</e>
        <e type="operator" args="1">-</e>
        <e type="function" args="1">Rot</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">A.c_outer_comp###</e>
        <e type="operand">c_outer_comp_XY###</e>
        <e type="function" args="1">A</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">xbar.c_outer_comp###</e>
        <e type="operand">c_outer_comp_XY###</e>
        <e type="function" args="1">M.y</e>
        <e type="operand">A.c_outer_comp###</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">ybar.c_outer_comp###</e>
        <e type="operand">c_outer_comp_XY###</e>
        <e type="function" args="1">M.x</e>
        <e type="operand">A.c_outer_comp###</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">summary of rebar force and moment:</e>
        <e type="operand">c_concr_ΣP###</e>
        <e type="operand">A.c_outer_comp###</e>
        <e type="operand">α.1</e>
        <e type="operator" args="2">*</e>
        <e type="operand">φ.c</e>
        <e type="operator" args="2">*</e>
        <e type="operand">f'.c</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c_concr_ΣMx###</e>
        <e type="operand">c_concr_ΣP###</e>
        <e type="operand">ybar.c_outer_comp###</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c_concr_ΣMy###</e>
        <e type="operand">c_concr_ΣP###</e>
        <e type="operand">xbar.c_outer_comp###</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">Calculate rebar properties:</e>
        <e type="operand" style="string">rebar coordinates:</e>
        <e type="operand">c_rebar_X###</e>
        <e type="operand">c_rebar_XY###</e>
        <e type="operand">1</e>
        <e type="function" args="2">col</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c_rebar_Y###</e>
        <e type="operand">c_rebar_XY###</e>
        <e type="operand">2</e>
        <e type="function" args="2">col</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">rebar strain and stress:</e>
        <e type="operand">c_rebar_Y'###</e>
        <e type="operand">c_rebar_XY'###</e>
        <e type="operand">2</e>
        <e type="function" args="2">col</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c_rebar_ε</e>
        <e type="operand">c_rebar_Y'###</e>
        <e type="operand">Y'.NA###</e>
        <e type="operator" args="2">-</e>
        <e type="operand">Y'.ext###</e>
        <e type="operand">Y'.NA###</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="operand">ε.cu</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c_rebar_σ###</e>
        <e type="operand">φ.s</e>
        <e type="operand">f.y</e>
        <e type="operator" args="2">*</e>
        <e type="operand">c_rebar_ε</e>
        <e type="function" args="1">sign</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">eval</e>
        <e type="operand">c_rebar_ε</e>
        <e type="function" args="1">abs</e>
        <e type="operand">ε.sy</e>
        <e type="operator" args="2">≥</e>
        <e type="operand">φ.s</e>
        <e type="operand">c_rebar_ε</e>
        <e type="operator" args="2">*</e>
        <e type="operand">E.s</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">eval</e>
        <e type="function" args="3">cases</e>
        <e type="function" args="1">vectorize</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">rebar force:</e>
        <e type="operand">c_rebar_A###</e>
        <e type="operand">c_rebar_XY###</e>
        <e type="operand">4</e>
        <e type="function" args="2">col</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c_rebar_A###</e>
        <e type="operand">c_rebar_A###</e>
        <e type="operand">1</e>
        <e type="operand">n.plot</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">^</e>
        <e type="operand" style="unit">mm</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">vectorize</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c_rebar_P###</e>
        <e type="operand">c_rebar_A###</e>
        <e type="operand">c_rebar_σ###</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">vectorize</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">rebar moment:</e>
        <e type="operand">c_rebar_Mx###</e>
        <e type="operand">c_rebar_P###</e>
        <e type="operand">c_rebar_Y###</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">vectorize</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c_rebar_My###</e>
        <e type="operand">c_rebar_P###</e>
        <e type="operand">c_rebar_X###</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="1">vectorize</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">summary of rebar force and moment:</e>
        <e type="operand">c_rebar_ΣMx###</e>
        <e type="operand">c_rebar_Mx###</e>
        <e type="function" args="1">sum</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c_rebar_ΣMy###</e>
        <e type="operand">c_rebar_My###</e>
        <e type="function" args="1">sum</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">c_rebar_ΣP###</e>
        <e type="operand">c_rebar_P###</e>
        <e type="function" args="1">sum</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">Design Resistance - Pr, Mrx and Mry:</e>
        <e type="operand">P.rz###</e>
        <e type="operand">c_concr_ΣP###</e>
        <e type="operand">c_rebar_ΣP###</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.rx###</e>
        <e type="operand">c_concr_ΣMx###</e>
        <e type="operand">c_rebar_ΣMx###</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.ry###</e>
        <e type="operand">c_concr_ΣMy###</e>
        <e type="operand">c_rebar_ΣMy###</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">Output in kN and m; 1st column is α###, 2nd column is na###, 3rd is Pz, 4th is Mx, 5th is My</e>
        <e type="operand">α###</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">/</e>
        <e type="operand">na###</e>
        <e type="operand" style="unit">%</e>
        <e type="operator" args="2">/</e>
        <e type="operand">P.rz###</e>
        <e type="operand" style="unit">kN</e>
        <e type="operator" args="2">/</e>
        <e type="operand">M.rx###</e>
        <e type="operator" args="1">-</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operand">M.ry###</e>
        <e type="operator" args="1">-</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operand">M.rx###</e>
        <e type="operator" args="1">-</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0</e>
        <e type="operand">M.ry###</e>
        <e type="operator" args="1">-</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0</e>
        <e type="function" args="4">angle</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">/</e>
        <e type="operand">1</e>
        <e type="operand">6</e>
        <e type="function" args="8">mat</e>
        <e type="function" args="1">eval</e>
        <e type="operand">60</e>
        <e type="operand">1</e>
        <e type="function" args="62">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="1" left="1903" top="33" width="701" height="26" color="#000000" bgColor="#ffffff">
    <writer lang="eng" wrap="Custom" width="550"><![CDATA[<span style="font-family: 'Microsoft Sans Serif'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div><strong><em><span style="text-decoration: underline">Lets automate solution using The modified Regula Falsi Solver:</span></em></strong></div></span>]]></writer>
  </region>
  <region id="2" left="1903" top="77" width="771" height="26" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2" decimalPlaces="4">
      <input>
        <e type="operand">leftSide###</e>
        <e type="operand">rightSide###</e>
        <e type="operand">variable##</e>
        <e type="operand">guess1###</e>
        <e type="operand">guess2###</e>
        <e type="operand">error###</e>
        <e type="function" args="6">solveMRF</e>
        <e type="operand">solveMRFcode###</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="3" left="1903" top="110" width="757" height="590" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2" decimalPlaces="4">
      <input>
        <e type="operand">solveMRFcode###</e>
        <e type="operand">ai###</e>
        <e type="operand">guess1###</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">bi###</e>
        <e type="operand">guess2###</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">value###</e>
        <e type="function" args="1">eval\0040\###</e>
        <e type="operand">leftSide###</e>
        <e type="operand">rightSide###</e>
        <e type="operator" args="2">-</e>
        <e type="operand">variable##</e>
        <e type="operand">value###</e>
        <e type="operator" args="2">≡</e>
        <e type="function" args="2">at</e>
        <e type="function" args="1">eval</e>
        <e type="operand">variable##</e>
        <e type="operand">value###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">leftSide###</e>
        <e type="operand">rightSide###</e>
        <e type="operator" args="2">-</e>
        <e type="function" args="1">eval</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">line</e>
        <e type="function" args="2">try</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">line</e>
        <e type="operator" args="2">:</e>
        <e type="operand">F###</e>
        <e type="operand">ai###</e>
        <e type="function" args="1">eval\0040\###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">G###</e>
        <e type="operand">bi###</e>
        <e type="function" args="1">eval\0040\###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">fi###</e>
        <e type="operand">F###</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">wi###</e>
        <e type="operand">ai###</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">10000</e>
        <e type="function" args="2">range</e>
        <e type="operand">wii###</e>
        <e type="operand">G###</e>
        <e type="operand">ai###</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F###</e>
        <e type="operand">bi###</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">G###</e>
        <e type="operand">F###</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">fii###</e>
        <e type="operand">wii###</e>
        <e type="function" args="1">eval\0040\###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">fii###</e>
        <e type="function" args="1">abs</e>
        <e type="operand">error###</e>
        <e type="operator" args="2">&lt;</e>
        <e type="operand">break</e>
        <e type="operand" style="string" />
        <e type="function" args="3">if</e>
        <e type="operand">fi###</e>
        <e type="operand">fii###</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0</e>
        <e type="operator" args="2">&lt;</e>
        <e type="operand">bi###</e>
        <e type="operand">wii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">G###</e>
        <e type="operand">fii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">F###</e>
        <e type="operand">F###</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">line</e>
        <e type="operand">ai###</e>
        <e type="operand">wii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">G###</e>
        <e type="operand">G###</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand">F###</e>
        <e type="operand">fii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">fi###</e>
        <e type="operand">fii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">line</e>
        <e type="function" args="3">if</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">line</e>
        <e type="function" args="3">for</e>
        <e type="operand">wii###</e>
        <e type="operand">9</e>
        <e type="operand">1</e>
        <e type="function" args="11">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="1903" top="759" width="488" height="35" color="#000000" bgColor="#ffffff" fontSize="8">
    <math decimalPlaces="7">
      <input>
        <e type="operand">h</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operand">5</e>
        <e type="operator" args="2">+</e>
        <e type="operand">h</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">-</e>
        <e type="operand">h</e>
        <e type="operator" args="2">+</e>
        <e type="operand">50</e>
        <e type="operand">h</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="operand">0.0000000001</e>
        <e type="function" args="6">solveMRF</e>
      </input>
      <result action="numeric">
        <e type="operand">3.8207923</e>
      </result>
    </math>
  </region>
  <region id="5" left="0" top="2981" width="574" height="127" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">x.j</e>
        <e type="operand">x.i</e>
        <e type="operand">y.j</e>
        <e type="operand">y.i</e>
        <e type="function" args="4">angle</e>
        <e type="operand">x.j</e>
        <e type="operand">x.i</e>
        <e type="operator" args="2">-</e>
        <e type="operand">y.j</e>
        <e type="operand">y.i</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">acot</e>
        <e type="operand">y.j</e>
        <e type="operand">y.i</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">&gt;</e>
        <e type="operand">10</e>
        <e type="operand">25</e>
        <e type="operator" args="2">^</e>
        <e type="function" args="1">acot</e>
        <e type="operand">y.j</e>
        <e type="operand">y.i</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x.j</e>
        <e type="operand">x.i</e>
        <e type="operator" args="2">-</e>
        <e type="operand">y.j</e>
        <e type="operand">y.i</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">acot</e>
        <e type="operand">180</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="3">cases</e>
        <e type="function" args="3">cases</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="6" left="22" top="3113" width="816" height="29" color="#000000" bgColor="#ffffff">
    <writer lang="eng" wrap="Custom" width="642"><![CDATA[<span style="font-family: 'Microsoft Sans Serif'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 115%">
<div>function inputs (hidden):</div></span>]]></writer>
  </region>
  <region id="7" top="3146" color="#000000" bgColor="#ffffff">
    <area collapsed="true" />
    <region id="8" left="44" top="3157" width="738" height="28" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="579"><![CDATA[<span style="font-family: 'Arial Unicode MS'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div><strong>Material Properties &amp; Cover </strong></div></span>]]></writer>
    </region>
    <region id="9" left="44" top="3212" width="736" height="28" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="578"><![CDATA[<span style="font-family: 'Arial Unicode MS'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div><em>Concrete:</em></div></span>]]></writer>
    </region>
    <region id="10" left="44" top="3256" width="96" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">f'.c</e>
          <e type="operand">35</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="11" left="242" top="3256" width="76" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">γ.c</e>
          <e type="operand">2350</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="12" left="418" top="3256" width="193" height="50" color="#000000" bgColor="#ffffff" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">γ.c</e>
          <e type="operand">9.814</e>
          <e type="operand">1000</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">kN</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </input>
        <contract>
          <e type="operand" style="unit">kN</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
        </contract>
        <result action="numeric">
          <e type="operand">23.063</e>
        </result>
      </math>
    </region>
    <region id="13" left="693" top="3256" width="86" height="50" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">w.c</e>
          <e type="operand">24</e>
          <e type="operand" style="unit">kN</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="14" left="44" top="3311" width="387" height="56" color="#000000" bgColor="#ffffff" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">E.c</e>
          <e type="operand">3000</e>
          <e type="operand">f'.c</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">*</e>
          <e type="operand">6900</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">γ.c</e>
          <e type="operand">2300</e>
          <e type="operator" args="2">/</e>
          <e type="bracket">(</e>
          <e type="operand">1.5</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">GPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">25.4563</e>
        </result>
      </math>
    </region>
    <region id="15" left="44" top="3421" width="332" height="32" color="#000000" bgColor="#ffffff" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">f.cr</e>
          <e type="operand">0.4</e>
          <e type="operand">f'.c</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">*</e>
          <e type="operand">3.2</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="2">Min</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">2.366</e>
        </result>
      </math>
    </region>
    <region id="16" left="44" top="3487" width="273" height="41" color="#000000" bgColor="#ffffff" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">α.1</e>
          <e type="operand">0.85</e>
          <e type="operand">0.0015</e>
          <e type="operand">f'.c</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.798</e>
        </result>
      </math>
    </region>
    <region id="17" left="429" top="3487" width="273" height="41" color="#000000" bgColor="#ffffff" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">β.1</e>
          <e type="operand">0.97</e>
          <e type="operand">0.0025</e>
          <e type="operand">f'.c</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.883</e>
        </result>
      </math>
    </region>
    <region id="18" left="407" top="3564" width="125" height="37" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">α.c_ΔT</e>
          <e type="operand">10</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="19" left="44" top="3575" width="275" height="24" color="#000000" bgColor="#ffffff" fontSize="8">
      <text lang="eng">
        <p>coefficient of thermal expansion</p>
      </text>
    </region>
    <region id="20" left="44" top="3630" width="360" height="28" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="277"><![CDATA[<span style="font-family: 'Arial Unicode MS'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div>Concrete cover to reinforcing steel unless noted otherwise:</div></span>]]></writer>
    </region>
    <region id="21" left="418" top="3630" width="273" height="28" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="207"><![CDATA[<span style="font-family: 'Arial Unicode MS'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div>Cover for concrete cast in contact with soil:</div></span>]]></writer>
    </region>
    <region id="22" left="44" top="3674" width="112" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">cover.0</e>
          <e type="operand">60</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="23" left="418" top="3674" width="120" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">cover.1</e>
          <e type="operand">100</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="24" left="44" top="3718" width="360" height="28" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="277"><![CDATA[<span style="font-family: 'Arial Unicode MS'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div>Concrete failure strain:</div></span>]]></writer>
    </region>
    <region id="25" left="418" top="3718" width="360" height="28" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="277"><![CDATA[<span style="font-family: 'Arial Unicode MS'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div>Steel yield strain:</div></span>]]></writer>
    </region>
    <region id="26" left="44" top="3762" width="98" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">ε.cu</e>
          <e type="operand">0.0035</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="27" left="418" top="3762" width="90" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">ε.sy</e>
          <e type="operand">0.002</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="28" left="44" top="3806" width="740" height="28" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="581"><![CDATA[<span style="font-family: 'Arial Unicode MS'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div><em>Steel:</em></div></span>]]></writer>
    </region>
    <region id="29" left="44" top="3839" width="96" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">f.y</e>
          <e type="operand">400</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="30" left="198" top="3839" width="96" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">E.s</e>
          <e type="operand">200</e>
          <e type="operand" style="unit">GPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="31" left="363" top="3839" width="110" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">f.pu</e>
          <e type="operand">1860</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="32" left="539" top="3839" width="96" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">E.p</e>
          <e type="operand">200</e>
          <e type="operand" style="unit">GPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="33" left="44" top="3894" width="95" height="33" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">A.s15</e>
          <e type="operand">200</e>
          <e type="operand" style="unit">mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="34" left="143" top="3894" width="95" height="33" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">A.s20</e>
          <e type="operand">300</e>
          <e type="operand" style="unit">mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="35" left="242" top="3894" width="95" height="33" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">A.s25</e>
          <e type="operand">500</e>
          <e type="operand" style="unit">mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="36" left="341" top="3894" width="95" height="33" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">A.s30</e>
          <e type="operand">700</e>
          <e type="operand" style="unit">mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="37" left="440" top="3894" width="102" height="33" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">A.s35</e>
          <e type="operand">1000</e>
          <e type="operand" style="unit">mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="38" left="550" top="3894" width="102" height="33" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">A.s45</e>
          <e type="operand">1500</e>
          <e type="operand" style="unit">mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="39" left="660" top="3894" width="102" height="33" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">A.s55</e>
          <e type="operand">2500</e>
          <e type="operand" style="unit">mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="40" left="44" top="3960" width="80" height="26" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">d.b15</e>
          <e type="operand">16</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="41" left="143" top="3960" width="94" height="26" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">d.b20</e>
          <e type="operand">19.5</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="42" left="242" top="3960" width="94" height="26" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">d.b25</e>
          <e type="operand">25.2</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="43" left="341" top="3960" width="94" height="26" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">d.b30</e>
          <e type="operand">29.9</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="44" left="440" top="3960" width="94" height="26" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">d.b35</e>
          <e type="operand">35.7</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="45" left="550" top="3960" width="94" height="26" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">d.b45</e>
          <e type="operand">43.7</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="46" left="660" top="3960" width="94" height="26" color="#000000" bgColor="#c0c0c0" fontSize="7">
      <math decimalPlaces="3">
        <input>
          <e type="operand">d.b55</e>
          <e type="operand">56.4</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="47" left="44" top="4004" width="736" height="28" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="578"><![CDATA[<span style="font-family: 'Arial Unicode MS'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div><em>Resistance Factors:</em></div></span>]]></writer>
    </region>
    <region id="48" left="44" top="4059" width="76" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">φ.c</e>
          <e type="operand">0.75</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="49" left="143" top="4059" width="68" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="3">
        <input>
          <e type="operand">φ.s</e>
          <e type="operand">0.9</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="50" left="638" top="4092" width="521" height="377" color="#000000" bgColor="#ffffff" fontSize="8">
      <math decimalPlaces="4">
        <description active="false" position="Top" lang="eng">
          <p>matrix [x1, x2 | y1, y2] - start and end coordinatesno - number of pointsformat - plotting type for 2D plot, say "."size - font size of a pointcolor - color, say "red"</p>
        </description>
        <input>
          <e type="operand">xy12#</e>
          <e type="operand">no#</e>
          <e type="operand">format#</e>
          <e type="operand">size#</e>
          <e type="operand">color#</e>
          <e type="function" args="5">pts.line</e>
          <e type="operand">pts#</e>
          <e type="operand">no#</e>
          <e type="operand">5</e>
          <e type="function" args="2">matrix</e>
          <e type="operator" args="2">:</e>
          <e type="operand">x1#</e>
          <e type="operand">x2#</e>
          <e type="operand">y1#</e>
          <e type="operand">y2#</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
          <e type="operand">xy12#</e>
          <e type="operator" args="2">:</e>
          <e type="operand">dx#</e>
          <e type="operand">x2#</e>
          <e type="operand">x1#</e>
          <e type="operator" args="2">-</e>
          <e type="operand">no#</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
          <e type="operand">dy#</e>
          <e type="operand">y2#</e>
          <e type="operand">y1#</e>
          <e type="operator" args="2">-</e>
          <e type="operand">no#</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
          <e type="operand">xi#</e>
          <e type="operand">x1#</e>
          <e type="operator" args="2">:</e>
          <e type="operand">yi#</e>
          <e type="operand">y1#</e>
          <e type="operator" args="2">:</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">no#</e>
          <e type="function" args="2">range</e>
          <e type="operand">pts#</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="function" args="3">el</e>
          <e type="operand">xi#</e>
          <e type="operator" args="2">:</e>
          <e type="operand">pts#</e>
          <e type="operand">i</e>
          <e type="operand">2</e>
          <e type="function" args="3">el</e>
          <e type="operand">yi#</e>
          <e type="operator" args="2">:</e>
          <e type="operand">pts#</e>
          <e type="operand">i</e>
          <e type="operand">3</e>
          <e type="function" args="3">el</e>
          <e type="operand">format#</e>
          <e type="operator" args="2">:</e>
          <e type="operand">pts#</e>
          <e type="operand">i</e>
          <e type="operand">4</e>
          <e type="function" args="3">el</e>
          <e type="operand">size#</e>
          <e type="operator" args="2">:</e>
          <e type="operand">pts#</e>
          <e type="operand">i</e>
          <e type="operand">5</e>
          <e type="function" args="3">el</e>
          <e type="operand">color#</e>
          <e type="operator" args="2">:</e>
          <e type="operand">xi#</e>
          <e type="operand">xi#</e>
          <e type="operand">dx#</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
          <e type="operand">yi#</e>
          <e type="operand">yi#</e>
          <e type="operand">dy#</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
          <e type="operand">7</e>
          <e type="operand">1</e>
          <e type="function" args="9">line</e>
          <e type="function" args="3">for</e>
          <e type="operand">pts#</e>
          <e type="operand">8</e>
          <e type="operand">1</e>
          <e type="function" args="10">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="51" left="66" top="4147" width="201" height="48" color="#000000" bgColor="#ffffff" fontSize="8">
      <math optimize="2" decimalPlaces="4">
        <description active="false" position="Top" lang="ita">
          <p>matrice di rotazione; rotazione rispetto all'origine degli assi cartesiani. θ: angolo di rotazione antiorario.</p>
        </description>
        <description active="false" position="Top" lang="eng">
          <p>rotation matrix; rotatation about the origin of the Cartesian coordinate system. θ: anticlockwise rotation.</p>
        </description>
        <input>
          <e type="operand">θ</e>
          <e type="function" args="1">Rot</e>
          <e type="operand">θ</e>
          <e type="function" args="1">cos</e>
          <e type="operand">θ</e>
          <e type="function" args="1">sin</e>
          <e type="operand">θ</e>
          <e type="function" args="1">sin</e>
          <e type="operator" args="1">-</e>
          <e type="operand">θ</e>
          <e type="function" args="1">cos</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="52" left="33" top="4312" width="263" height="97" color="#000000" bgColor="#ffffff" fontSize="8">
      <math optimize="2" decimalPlaces="4">
        <description active="false" position="Top" lang="ita">
          <p>rettangolo. B: larghezza; H: altezza; θ: angolo di rotazione antiorario.</p>
        </description>
        <description active="false" position="Top" lang="eng">
          <p>rectangle. B: width; H: height; θ: anticlockwise rotation.</p>
        </description>
        <input>
          <e type="operand">B</e>
          <e type="operand">H</e>
          <e type="operand">θ</e>
          <e type="function" args="3">rectangle</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">B</e>
          <e type="operand">0</e>
          <e type="operand">B</e>
          <e type="operand">H</e>
          <e type="operand">0</e>
          <e type="operand">H</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">5</e>
          <e type="operand">2</e>
          <e type="function" args="12">mat</e>
          <e type="operand">θ</e>
          <e type="function" args="1">Rot</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="53" left="44" top="4521" width="485" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
      <math optimize="2" decimalPlaces="4">
        <description active="false" position="Top" lang="ita">
          <p>trasla un poligono. P: matrice del poligono; u.x: spostamento in x; u.y: spostamento in y.</p>
        </description>
        <description active="false" position="Top" lang="eng">
          <p>geometric translation of a polygon. P: polygon matrix; u.x: x translation; u.y: y translation.</p>
        </description>
        <input>
          <e type="operand">P</e>
          <e type="operand">u.x</e>
          <e type="operand">u.y</e>
          <e type="function" args="3">Translate</e>
          <e type="operand" style="string">use homogeneous coordinates</e>
          <e type="operand">#P</e>
          <e type="operand">P</e>
          <e type="operand">1</e>
          <e type="operand">P</e>
          <e type="function" args="1">rows</e>
          <e type="operand">1</e>
          <e type="function" args="2">matrix</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
          <e type="operand">#P</e>
          <e type="operand">1</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operand">0</e>
          <e type="operand">u.x</e>
          <e type="operand">u.y</e>
          <e type="operand">1</e>
          <e type="operand">3</e>
          <e type="operand">3</e>
          <e type="function" args="11">mat</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operand">P</e>
          <e type="function" args="1">rows</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="function" args="5">submatrix</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="54" left="44" top="4785" width="502" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
      <math optimize="2" decimalPlaces="4">
        <description active="false" position="Top" lang="ita">
          <p>ruota un poligono rispetto all'origine degli assi cartesiani. P: matrice del poligono; θ: angolo di rotazione antiorario.</p>
        </description>
        <description active="false" position="Top" lang="eng">
          <p>rotating a polygon about the origin of the Cartesian coordinate system. P: polygon matrix; θ: anticlockwise rotation.</p>
        </description>
        <input>
          <e type="operand">P</e>
          <e type="operand">θ</e>
          <e type="function" args="2">Rotate</e>
          <e type="operand" style="string">use homogeneous coordinates</e>
          <e type="operand">#P</e>
          <e type="operand">P</e>
          <e type="operand">1</e>
          <e type="operand">P</e>
          <e type="function" args="1">rows</e>
          <e type="operand">1</e>
          <e type="function" args="2">matrix</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="function" args="2">augment</e>
          <e type="operator" args="2">:</e>
          <e type="operand">#P</e>
          <e type="operand">θ</e>
          <e type="function" args="1">cos</e>
          <e type="operand">θ</e>
          <e type="function" args="1">sin</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0</e>
          <e type="operand">θ</e>
          <e type="function" args="1">sin</e>
          <e type="operand">θ</e>
          <e type="function" args="1">cos</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operand">3</e>
          <e type="operand">3</e>
          <e type="function" args="11">mat</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operand">P</e>
          <e type="function" args="1">rows</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="function" args="5">submatrix</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="55" left="44" top="5027" width="755" height="26" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="594"><![CDATA[<span style="font-family: 'Courier New'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div><strong>Sign convention:</strong></div></span>]]></writer>
    </region>
    <region id="56" left="44" top="5060" width="756" height="74" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="594"><![CDATA[<span style="font-family: 'Courier New'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div>Cross-section of column is a z-plane. Positive x and y are to the right and upward. Positive moments cause compression at positive x locations and positive y locations. Compression is positive</div></span>]]></writer>
    </region>
    <region id="57" left="44" top="5181" width="755" height="26" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="594"><![CDATA[<span style="font-family: 'Courier New'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div><strong>Define section geometry assuming section centroid at the zero coordinates:</strong></div></span>]]></writer>
    </region>
    <region id="58" left="44" top="5225" width="98" height="24" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">a#</e>
          <e type="operand">9000</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="59" left="154" top="5225" width="98" height="24" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">b#</e>
          <e type="operand">1350</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="60" left="264" top="5225" width="82" height="24" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">c#</e>
          <e type="operand">80</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="61" left="363" top="5225" width="87" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">n.plot</e>
          <e type="operand">0.4</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="62" left="451" top="5225" width="357" height="26" color="#000000" bgColor="#ffffff">
      <writer lang="eng" wrap="Custom" width="275"><![CDATA[<span style="font-family: 'Courier New'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div>(power of size scaling for plotting rebar)</div></span>]]></writer>
    </region>
    <region id="63" left="44" top="5269" width="659" height="97" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">c_outer_XY#</e>
          <e type="operand">a#</e>
          <e type="operand">b#</e>
          <e type="operand">0</e>
          <e type="function" args="3">rectangle</e>
          <e type="operand">a#</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="1">-</e>
          <e type="operand">b#</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="1">-</e>
          <e type="function" args="3">Translate</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" args="3">sys</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">4.5</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.675</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
          <e type="operand">4.5</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operand">0.675</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
          <e type="operand">4.5</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operand">0.675</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operand">4.5</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.675</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operand">4.5</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.675</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
          <e type="operand">5</e>
          <e type="operand">2</e>
          <e type="function" args="12">mat</e>
        </result>
      </math>
    </region>
    <region id="64" left="44" top="5379" width="605" height="166" color="#000000" bgColor="#c0c0c0" fontSize="8">
      <math optimize="2" decimalPlaces="4">
        <description active="false" position="Top" lang="eng">
          <p />
        </description>
        <input>
          <e type="operand">c_rebar_XY#</e>
          <e type="operand">a#</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">c#</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="1">-</e>
          <e type="operand">a#</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">c#</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">b#</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">c#</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">b#</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">c#</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
          <e type="operand">80</e>
          <e type="operand" style="string">.</e>
          <e type="operand">A.s35</e>
          <e type="operand" style="unit">mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
          <e type="bracket">(</e>
          <e type="operand">n.plot</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="string">red</e>
          <e type="function" args="5">pts.line</e>
          <e type="operand">a#</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">c#</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="1">-</e>
          <e type="operand">a#</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">c#</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">b#</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">c#</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="1">-</e>
          <e type="operand">b#</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">c#</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="1">-</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" args="6">mat</e>
          <e type="operand">80</e>
          <e type="operand" style="string">.</e>
          <e type="operand">A.s35</e>
          <e type="operand" style="unit">mm</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
          <e type="bracket">(</e>
          <e type="operand">n.plot</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="string">red</e>
          <e type="function" args="5">pts.line</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
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    <region id="65" left="44" top="5566" width="322" height="28" color="#000000" bgColor="#ffffff" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">c_rebar_XY#</e>
          <e type="operand">c_rebar_XY#</e>
          <e type="function" args="1">sys2mat</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="66" left="44" top="5599" width="307" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
      <math optimize="2" decimalPlaces="4">
        <input>
          <e type="operand">n.rebar_entries#</e>
          <e type="operand">c_rebar_XY#</e>
          <e type="function" args="1">rows</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="67" left="44" top="5643" width="497" height="118" color="#000000" bgColor="#ffffff" fontSize="8">
      <math decimalPlaces="4">
        <input>
          <e type="operand">i##</e>
          <e type="operand">1</e>
          <e type="operand">n.rebar_entries#</e>
          <e type="function" args="2">range</e>
          <e type="operand">i##</e>
          <e type="operand">1</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">c_rebar_temp#</e>
          <e type="operand">c_rebar_XY#</e>
          <e type="operand">i##</e>
          <e type="function" args="2">el</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
          <e type="operand">c_rebar_temp#</e>
          <e type="operand">c_rebar_temp#</e>
          <e type="operand">c_rebar_XY#</e>
          <e type="operand">i##</e>
          <e type="function" args="2">el</e>
          <e type="function" args="2">stack</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
          <e type="function" args="3">if</e>
          <e type="function" args="3">for</e>
        </input>
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      <math optimize="2" decimalPlaces="4" matrixOptions="0,0,5,50">
        <input>
          <e type="operand">c_rebar_XY#</e>
          <e type="operand">c_rebar_temp#</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="69" left="44" top="5830" width="586" height="26" color="#000000" bgColor="#ffffff" fontSize="8">
      <math exponentialThreshold="15">
        <input>
          <e type="operand">c_outer_XY#</e>
          <e type="operand">c_rebar_XY#</e>
          <e type="operand">0</e>
          <e type="operand" style="unit">°</e>
          <e type="operator" args="2">*</e>
          <e type="operand">7.3</e>
          <e type="operand" style="unit">%</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="4">biaxial</e>
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        <result action="numeric">
          <e type="operand">0</e>
          <e type="operand">7.3</e>
          <e type="operand">2927.21</e>
          <e type="operand">33128.64</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operand">6</e>
          <e type="function" args="8">mat</e>
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    <region id="70" top="5863" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
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  <region id="71" left="22" top="5896" width="816" height="29" color="#000000" bgColor="#ffffff">
    <writer lang="eng" wrap="Custom" width="642"><![CDATA[<span style="font-family: 'Microsoft Sans Serif'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 115%">
<div>test function call:</div></span>]]></writer>
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  <region id="72" left="22" top="5940" width="637" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">PzMxMy</e>
        <e type="operand" style="string">NA rotation</e>
        <e type="operand" style="string">% height in compr</e>
        <e type="operand" style="string">Pz</e>
        <e type="operand" style="string">Mx</e>
        <e type="operand" style="string">My</e>
        <e type="operand" style="string">angle Mrx / Mry</e>
        <e type="operand" style="string">degree</e>
        <e type="operand" style="string">%</e>
        <e type="operand" style="string">kN</e>
        <e type="operand" style="string">kN.m</e>
        <e type="operand" style="string">kN.m</e>
        <e type="operand" style="string">degree</e>
        <e type="operand">2</e>
        <e type="operand">6</e>
        <e type="function" args="14">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="73" left="22" top="6006" width="662" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">PzMxMy</e>
        <e type="operand">PzMxMy</e>
        <e type="operand">c_outer_XY#</e>
        <e type="operand">c_rebar_XY#</e>
        <e type="operand">10</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">*</e>
        <e type="operand">5</e>
        <e type="operand" style="unit">%</e>
        <e type="operator" args="2">*</e>
        <e type="function" args="4">biaxial</e>
        <e type="function" args="2">stack</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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  <region id="74" left="22" top="6061" width="694" height="62" color="#000000" bgColor="#ffffff" fontSize="8">
    <math matrixOptions="0,0,6,3">
      <input>
        <e type="operand">PzMxMy</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">NA rotation</e>
        <e type="operand" style="string">% height in compr</e>
        <e type="operand" style="string">Pz</e>
        <e type="operand" style="string">Mx</e>
        <e type="operand" style="string">My</e>
        <e type="operand" style="string">angle Mrx / Mry</e>
        <e type="operand" style="string">degree</e>
        <e type="operand" style="string">%</e>
        <e type="operand" style="string">kN</e>
        <e type="operand" style="string">kN.m</e>
        <e type="operand" style="string">kN.m</e>
        <e type="operand" style="string">degree</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operand">54276.79</e>
        <e type="operand">2014</e>
        <e type="operand">14008.39</e>
        <e type="operand">81.82</e>
        <e type="operand">3</e>
        <e type="operand">6</e>
        <e type="function" args="20">mat</e>
      </result>
    </math>
  </region>
  <region id="75" left="0" top="6138" width="756" height="50" color="#000000" bgColor="#ffffff">
    <writer lang="eng" wrap="Custom" width="594"><![CDATA[<span style="font-family: 'Courier New'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div>Using Newton-Raphson to solve for Neutral Axis Depth, and Bracketing Method to solve for Neutral Axis Rotation: </div></span>]]></writer>
  </region>
  <region id="76" left="0" top="6193" width="72" height="26" color="#000000" bgColor="#ffffff">
    <writer lang="eng" wrap="Custom" width="47"><![CDATA[<span style="font-family: 'Courier New'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div><strong><span style="text-decoration: underline">Demand:</span></strong></div></span>]]></writer>
  </region>
  <region id="77" left="66" top="6193" width="122" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
    <math>
      <input>
        <e type="operand">P.z#</e>
        <e type="operand">60000</e>
        <e type="operand" style="unit">kN</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="78" left="198" top="6193" width="114" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
    <math>
      <input>
        <e type="operand">M.x#</e>
        <e type="operand">3000</e>
        <e type="operand" style="unit">kN</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="79" left="330" top="6193" width="114" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
    <math decimalPlaces="4">
      <input>
        <e type="operand">M.y#</e>
        <e type="operand">3000</e>
        <e type="operand" style="unit">kN</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="80" left="462" top="6193" width="263" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">α.MxMy#</e>
        <e type="operand">M.x#</e>
        <e type="operand">0</e>
        <e type="operand">M.y#</e>
        <e type="operand">0</e>
        <e type="function" args="4">angle</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">°</e>
      </contract>
      <result action="numeric">
        <e type="operand">45</e>
      </result>
    </math>
  </region>
  <region id="81" left="0" top="6237" width="164" height="26" color="#000000" bgColor="#ffffff">
    <writer lang="eng" wrap="Custom" width="121"><![CDATA[<span style="font-family: 'Courier New'; font-size: 8pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 150%">
<div><strong><span style="text-decoration: underline">Solver Parameters:</span></strong></div></span>]]></writer>
  </region>
  <region id="82" left="176" top="6237" width="91" height="28" color="#000000" bgColor="#c0c0c0" fontSize="8">
    <math>
      <input>
        <e type="operand">α.rng#</e>
        <e type="operand">80</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
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    <math decimalPlaces="4">
      <input>
        <e type="operand">α.error#</e>
        <e type="operand">1</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
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    <math>
      <input>
        <e type="operand">na.error#</e>
        <e type="operand">1</e>
        <e type="operand" style="unit">%</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">0.01</e>
      </result>
    </math>
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  <region id="85" left="0" top="6369" width="1816" height="1682" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>solveBiaxial(c_outer_XY,c_rebar_XY,P.z,M.x,M.y,α.rng,α.error,na.error)given concrete outline c_outer_XY and rebar c_rebar_XY, solve for biaxial responce which has same input load P.z and same ratio between input M.x and M.y</p>
      </description>
      <input>
        <e type="operand">c_outer_XY###</e>
        <e type="operand">c_rebar_XY###</e>
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        <e type="operand">M.x###</e>
        <e type="operand">M.y###</e>
        <e type="operand">α.rng###</e>
        <e type="operand">α.error###</e>
        <e type="operand">na.error###</e>
        <e type="function" args="8">solveBiaxial</e>
        <e type="operand" style="string">Formulas Used</e>
        <e type="operand" style="string">Newton-Raphson solver</e>
        <e type="operand">leftSide###</e>
        <e type="operand">rightSide###</e>
        <e type="operand">variable###</e>
        <e type="operand">guess1###</e>
        <e type="operand">guess2###</e>
        <e type="operand">na.error###</e>
        <e type="function" args="6">solveNR</e>
        <e type="operand">solveNRcode###</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">line</e>
        <e type="operator" args="2">:</e>
        <e type="operand">solveNRcode###</e>
        <e type="operand">xi###</e>
        <e type="operand">guess1###</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">xii###</e>
        <e type="operand">guess2###</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">value</e>
        <e type="function" args="1">eval\0040\</e>
        <e type="operand">leftSide###</e>
        <e type="operand">rightSide###</e>
        <e type="operator" args="2">-</e>
        <e type="operand">variable###</e>
        <e type="operand">value</e>
        <e type="operator" args="2">≡</e>
        <e type="function" args="2">at</e>
        <e type="function" args="1">eval</e>
        <e type="operand">variable###</e>
        <e type="operand">value</e>
        <e type="operator" args="2">:</e>
        <e type="operand">leftSide###</e>
        <e type="operand">rightSide###</e>
        <e type="operator" args="2">-</e>
        <e type="function" args="1">eval</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">line</e>
        <e type="function" args="2">try</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" args="3">line</e>
        <e type="operator" args="2">:</e>
        <e type="operand">fi###</e>
        <e type="operand">xi###</e>
        <e type="function" args="1">eval\0040\</e>
        <e type="operator" args="2">:</e>
        <e type="operand">fii###</e>
        <e type="operand">xii###</e>
        <e type="function" args="1">eval\0040\</e>
        <e type="operator" args="2">:</e>
        <e type="operand">df###</e>
        <e type="operand">fii###</e>
        <e type="operand">fi###</e>
        <e type="operator" args="2">-</e>
        <e type="operand">xii###</e>
        <e type="operand">xi###</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">eval</e>
        <e type="operand">fi###</e>
        <e type="function" args="1">UnitsOf</e>
        <e type="operand">xi###</e>
        <e type="function" args="1">UnitsOf</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="2">try</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">10000</e>
        <e type="function" args="2">range</e>
        <e type="operand">xii###</e>
        <e type="operand">xi###</e>
        <e type="operand">fi###</e>
        <e type="operand">df###</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">-</e>
        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">fii###</e>
        <e type="operand">xii###</e>
        <e type="function" args="1">eval\0040\</e>
        <e type="operator" args="2">:</e>
        <e type="operand">df###</e>
        <e type="operand">fii###</e>
        <e type="operand">fi###</e>
        <e type="operator" args="2">-</e>
        <e type="operand">xii###</e>
        <e type="operand">xi###</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">eval</e>
        <e type="operand">df</e>
        <e type="function" args="2">try</e>
        <e type="operator" args="2">:</e>
        <e type="operand">xii###</e>
        <e type="operand">xi###</e>
        <e type="operator" args="2">-</e>
        <e type="function" args="1">abs</e>
        <e type="operand">na.error###</e>
        <e type="operator" args="2">&lt;</e>
        <e type="operand">break</e>
        <e type="operand" style="string" />
        <e type="function" args="3">if</e>
        <e type="operand">xi###</e>
        <e type="operand">xii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">fi###</e>
        <e type="operand">fii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" args="8">line</e>
        <e type="function" args="3">for</e>
        <e type="operand">xii###</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" args="10">line</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">Solve for NA given rotation of NA</e>
        <e type="operand">alpha#</e>
        <e type="operand">rightSide###</e>
        <e type="operand">guess1###</e>
        <e type="operand">guess2###</e>
        <e type="operand">na.error###</e>
        <e type="function" args="5">solvePcr</e>
        <e type="operand">leftSide###</e>
        <e type="operand">c_outer_XY###</e>
        <e type="operand">c_rebar_XY###</e>
        <e type="operand">alpha#</e>
        <e type="operand">variable###</e>
        <e type="function" args="4">biaxial</e>
        <e type="operand">3</e>
        <e type="function" args="2">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">solveNRcode###</e>
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        <e type="operand">1</e>
        <e type="function" args="4">line</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">Angle of vector</e>
        <e type="operand">x.j</e>
        <e type="operand">x.i</e>
        <e type="operand">y.j</e>
        <e type="operand">y.i</e>
        <e type="function" args="4">angle</e>
        <e type="operand">x.j</e>
        <e type="operand">x.i</e>
        <e type="operator" args="2">-</e>
        <e type="operand">y.j</e>
        <e type="operand">y.i</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="function" args="1">acot</e>
        <e type="operand">y.j</e>
        <e type="operand">y.i</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">&gt;</e>
        <e type="operand">10</e>
        <e type="operand">25</e>
        <e type="operator" args="2">^</e>
        <e type="function" args="1">acot</e>
        <e type="operand">y.j</e>
        <e type="operand">y.i</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x.j</e>
        <e type="operand">x.i</e>
        <e type="operator" args="2">-</e>
        <e type="operand">y.j</e>
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        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
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        <e type="operand" style="unit">°</e>
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        <e type="operator" args="2">+</e>
        <e type="function" args="3">cases</e>
        <e type="function" args="3">cases</e>
        <e type="operator" args="2">:</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" args="10">line</e>
        <e type="operand" style="string">Solve for NA rotation and NA depth - Bracketing Method for rotation, Newton-Raphson fow depth</e>
        <e type="operand">variable##</e>
        <e type="function" args="1">na###</e>
        <e type="operand">variable##</e>
        <e type="operand">P.z###</e>
        <e type="operand" style="unit">kN</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0.001</e>
        <e type="operand">1.5</e>
        <e type="operand">na.error###</e>
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        <e type="function" args="1">eval</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
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        <e type="operator" args="2">:</e>
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        <e type="operand">c_rebar_XY###</e>
        <e type="operand">variable##</e>
        <e type="operand">variable##</e>
        <e type="function" args="1">na###</e>
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        <e type="operand" style="unit">°</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">α.MxMy###</e>
        <e type="operand">M.x###</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
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        <e type="operator" args="2">/</e>
        <e type="operand">0</e>
        <e type="operand">M.y###</e>
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        <e type="operand" style="unit">m</e>
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        <e type="operand">0</e>
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        <e type="operand">α.MxMy###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">guess1###</e>
        <e type="operand">α.MxMy###</e>
        <e type="operand">α.rng###</e>
        <e type="operand">2</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">guess2###</e>
        <e type="operand">α.MxMy###</e>
        <e type="operand">α.rng###</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">error###</e>
        <e type="operand">α.error###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">value###</e>
        <e type="function" args="1">eval\0040\###</e>
        <e type="operand">π</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">guess1###</e>
        <e type="operand">guess2###</e>
        <e type="function" args="3">lele</e>
        <e type="operand">3</e>
        <e type="operand">π</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">guess1###</e>
        <e type="operand">guess2###</e>
        <e type="function" args="3">lele</e>
        <e type="operator" args="2">|</e>
        <e type="operand">trycos###</e>
        <e type="operand">value###</e>
        <e type="function" args="1">leftSide###</e>
        <e type="function" args="1">cos</e>
        <e type="function" args="1">acos</e>
        <e type="operand">rightSide###</e>
        <e type="function" args="1">cos</e>
        <e type="function" args="1">acos</e>
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        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">trysin###</e>
        <e type="operand">value###</e>
        <e type="function" args="1">leftSide###</e>
        <e type="function" args="1">sin</e>
        <e type="function" args="1">asin</e>
        <e type="operand">rightSide###</e>
        <e type="function" args="1">sin</e>
        <e type="function" args="1">asin</e>
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        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="function" args="3">if</e>
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        <e type="operand">1</e>
        <e type="function" args="3">line</e>
        <e type="operator" args="2">:</e>
        <e type="operand">ai###</e>
        <e type="operand">guess1###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">bi###</e>
        <e type="operand">guess2###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">F###</e>
        <e type="operand">ai###</e>
        <e type="function" args="1">eval\0040\###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">G###</e>
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        <e type="function" args="1">eval\0040\###</e>
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        <e type="operand">fi###</e>
        <e type="operand">F###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">wi###</e>
        <e type="operand">ai###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">30</e>
        <e type="function" args="2">range</e>
        <e type="operand">wii###</e>
        <e type="operand">G###</e>
        <e type="operand">ai###</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F###</e>
        <e type="operand">bi###</e>
        <e type="operator" args="2">*</e>
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        <e type="operand">G###</e>
        <e type="operand">F###</e>
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        <e type="function" args="1">eval</e>
        <e type="operator" args="2">:</e>
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        <e type="operand">wii###</e>
        <e type="function" args="1">eval\0040\###</e>
        <e type="operator" args="2">:</e>
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        <e type="function" args="1">abs</e>
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        <e type="operator" args="2">&lt;</e>
        <e type="operand">break</e>
        <e type="operand" style="string" />
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        <e type="operand">fi###</e>
        <e type="operand">fii###</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0</e>
        <e type="operator" args="2">&lt;</e>
        <e type="operand">bi###</e>
        <e type="operand">wii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">G###</e>
        <e type="operand">fii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">F###</e>
        <e type="operand">F###</e>
        <e type="operand">2</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" args="5">line</e>
        <e type="operand">ai###</e>
        <e type="operand">wii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">G###</e>
        <e type="operand">G###</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand">F###</e>
        <e type="operand">fii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">fi###</e>
        <e type="operand">fii###</e>
        <e type="operator" args="2">:</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">line</e>
        <e type="function" args="3">if</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" args="6">line</e>
        <e type="function" args="3">for</e>
        <e type="operand">c_outer_XY###</e>
        <e type="operand">c_rebar_XY###</e>
        <e type="operand">wii###</e>
        <e type="operand">wii###</e>
        <e type="function" args="1">na###</e>
        <e type="function" args="4">biaxial</e>
        <e type="operand">18</e>
        <e type="operand">1</e>
        <e type="function" args="20">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
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S5pjBZXKnTkTb8dsOVBWw0DOsW+68jGe+jaKguGMgTIFv4HQOoWeouJkGcOw5NMYXZOKY+qfCMuo0rmhAtAjJIBiL0RwfGZj3o2/Ylh27XVHih7kYoXvZfA7FQ6Xn7UFcJ84EZyx+2g2bjidIkyYDw6tCIqr+DDqUcJ677tRGIx/zhutb5YJ7eeVVURtCxYyGpUx8iz5jYHitky7zpb+/WOW35E4nWwbchjoixNFo+3mmUIIXZTTS8Kk0aYrC8uhG0E23nOFoNuThsh7Uuyow7ZMNm7YKqHoXY2lsDZVfGCfZeJEILCwRC24C5dtUD6+M2zIZrg+rgo7y2OtBWXCEWGjs9qLVMoq2ONdLbUZfYp4RbusVpjw0XszOvi4vqH9+3dq0y3TAJSietnn7A4tXd1W6HdDXpfdNRfsDn/T+IW+/2VqfFpAd/9qt0b5at3uNF+N0dtzu3D933CwqfE84aZUjf/LlTTMczbTz2psU0vOv+WIczpe1Qd3NSTGBWZsnK8xuwHxZ4TYURSl6P5Uxd9tEgJvUvsnndgvOlRUxhWngimYCRlEVAJkaZz0xjXe2FUI9d7HZNay4whWxhjgXYaihNGFZeVmk8AT3ywIum2b4w+Z9Lyx5w5yL6L00MfGIEvPdRZfJNeqfb5W55vKYfIxrQBYtlYFQQvvCyVbcpntcN4KqQYhakgIXQjgsZeJb9BnR+PZdbvLHE+i5yJVO6jJYe52G0Rfik6+hY1SidNCPgylvvmUkVxkwoEFH42m2xtu0Eg0ha5YibzgmjuO6BdLvi1xfoLSCO57PE3yJlsUQSmg48W5ubgehsOJVb55rq21tqkdsfibUB8uZizpNtBBrhD/YgqEFOdqcnH1JMHQmTFCmDSYs0bbE3K8IraZtZn9giKu7i+fpl8P0vqlIf+CT1T/k7Tdb7dMUeeJv2rLtjzct1fnc48CPa964WdT3C+dPgbwp0oY2yMg/+6IVSZ9ihoziLvIuUxtSDasxMTfQGR0zvouEqLtjGR3Tfv43xZlLSDj5VjnSxHRwgVXTF+KdBW/5WmSi8w6N/eohIPoa1kpYMow49NuwljkpI454bbrWsi1vbFPbRy+n7ezqD4wwspbq3O7x7jBT8mbaCUwNTMwmwZuJnmxubg3z5upksr/51pPSxLmCjKsvINnCG1hi0jAWMhuPhmnfWs56FfVG5Vvk7NtVquXZEDMppeEuc3GEk2+V0+m+Uv3zLGihLdXllYdOPCOFvOnkWntjhHhgRXWEVGTzrG4t0nDZKJHpTpzIG47grT2m7QjVO5BQ90xZTERbxGw4HHe9sZRVhgmHFZYNN3BW+CwdbVM9jDUnPN7M3bxhDi3gDoOxBENEDImWJWO1KkPZtM3sDwwx4yXt0I9Yr46m3f1B3n6zlT7NkDP+fRtWqjY+GF5QxD0eJW/cLDHW4ERLOSiYN0neiVawXsKkya856aDAjEnkohhXkz9DKugkMtwwpTFvPqoD858bTPePzghMNnsnYc3O52V9yBJzUka09cOKHfsWpt6AnesQjrAJPQWv0Qq9KfUo2wfdt31rqcl++wysku4AfnChMeM47C4zwunYGXk0xipnJwJFZtEnlMkytOsZWW7YYunUvH58vy/EFVqoq3tFVgMwYwLLul4TccaKNtxfipzhsOOwI2UsaYxkSIjbspiFN2YuZNWslrCAyhG+rrSpHtZ9iZUWQn2EdRP6eViiL7HDPbwXEcRft522vpvr4K5vXodweEMO8lA6bfP2BxZ1nVuvVPka0kMLokM/In1T2/qDvP1mBX1a7vgHbfzY+BE9sa+8hypv3Cxe29qo/zFDc1wy86aZdkNOOILxmnlXX0jC9IfevScPHilUPjoqMLfc0mJHbAaH+2N19DidNrrpgjefpOdGJyno6wp2pPYZKLTNZ5hGbfPKxht83HVLRpQI2IwGKQ2n0Wrc3x/b0YuoxrTmhjlIk/Ag/ATsZAI0Xo3vm0oak2+BwAtmi0YaH3uvUP6ozTQUd1dhxW7XM/T9/E7aoWA6WfGmZ3lG6p2dJBcuZzbfwoPlK8KOdQs1hjnD0RgnFy1jYWz9CdqxxnWbFwT1MQljGQ+1HblEaUEcAdV4Tmw8PLrUpoZRLwlmwlszbbEFZdCfvFeuL7HPgJB1nmGEfrNcxl2nwqHq345wILJpIW3z9geaGsqgU3dN+QpP4gho9k3t7w/y9pvl+zRDgfgHbbx64VP7ydbdbPLGLUD1YTnDF5A/b+LCoa/zy0gJgolR4Xvr+BWgIwKzUYAU+abPJ6Eq/y4zVd8FpuQcs6bKg5lZOZ7b6KwUcS7HVOKfod1GIddo9DrMlL3zCnOQQtzMPD37NnZmYu8wsM2Pb95hCSgv0XErkRnHFiMGohYCEH8vNCanK3P7Vv0MK7JAmkuuYDqp++q3W0WcFUDPgNRlyiVwE4dm8FZIMNMejWFzCZe84cA4OX/5jR3D0TGSkfqD+j+UZeJT9TUy3hKTdkyZjnODlgJ56I+3DOKqw5zYHuF7Odq2doNltWLGpfp1vaW+JPYZwQSqULmMXIcZ6qu8SUR5aCVt8/YHYJ7c6eU9rgvFKaZvan9/kLPfjLkub58WkCP+FvsyrfI01XqYSd64gblydyh82W1h/rxBOLx6r9slv4yUQA/t8O6t+qI9XrjSeNOlN47/wuwT0lPA3YA32T1PVDcGi5BcwI11S7BuaWVjrAkhXeakjGjPQ0UiLIPgBwbwElOVEaL7FInT9JzkQwghVRA7Ts6OP42zZBNCpivBAulzZc+t7ReX05uE8c92zHLOX12jwCSEzF7ixkja8acVjGMihHSfYOJLvvGvBMSPAw3GLOcX6BSYhJBZTMwYJoUe79QBFxohpP0EM/cBxtN2cGzxNAbjQKM/DQnXeP4haxyDSQghhBBCKoUWTEIIIYQQUikUmIQQQgghpFIoMAkhhBBCSKVQYBJCCCGEkEqJF5hYZDi0/pFZE6ngzx/OSiJplwQWfFVp6v/udDfIHea8lC0vBb6XO8z+PWdQWTZrOAZbq789S+IIflu4mbb+cTfppbB0hqDuur/z3Mv5o9HtlK2j/m9Up2DqduN6/7hFsGxPSz/bHAfCGGpXe6iPs/S0tskbli6HuUC/EyswJ587p38rkxRnOqYdwzwdUY23+R3lgLmygmu7kZnM2VMyVt1bcAdQQkAv2G9RdTTrl0U7wkkZr/A3xy31Z9z2qDdhv9EqxfodushJGwh+27qjv2Wcm14OWwnwk2d1FZ8Z9FNkhORF/958gXX5ukJtuZzWdZQ/eUvSmEZ9U85+xxOYgelVr3ZvVnCPmtGN2dts8Wb28DWRnxtKxZh/ne/HuwVyPiOPOTd0TbBFfjrOmqS9a5vX5Um7BEL3DMcj+AWCuLgF8c9+Rlp6JoXZfGf0pHE54XtO2hVJL3NGE0m7k43nREkqZy2ks8YPm3OcmLcuecqduadzXTHXVsYzdDhflO3Y3/ti7vvbX7OwW+g7xpUXd5+4Mph6L0XTVenFpYBbp1n2zOaVEx0GfT83vZPKaXIdal6jtgLhc8mXHioMjss0q9xmxT+JrLA00y2pjoXJul8SzTJgThj8883j5LKir7klsAZuH2x+lvSMrqPz2fwiVP2ELFHx8dswN03jy2cGfjucp+w6bUfw61Xh5wbp2bxnvrY1yDf9E4ImrpEykmeogHdN8bro12c3bkGat1/bmLyN7Tuz+gXzuR/vzHbMkhW2bFLreol+p6AF86I8utU8wIBCmhiIBsjQPI0AEthUSgc0KGWeoTM4ZM6dki23ZF0TgHhFChgqj3dtJP5FOXZMNobuGY5H7foF+ty4/4yjZ1T8s34rOWd6JqHCNqQrpML8vFah9HKI+97YyIuRsAXkKGdVkydvc5W7FtO8pfqThNMBOCBMjTxbtFQG1Kvo9md8EWPcaY3fns1xrwaob15ckM45hBLKS9AZOKBRi3wXZcVNbzxTNaxIR79euQ237sz8dFYgfIU6tmLp8VDDZZped/PH36VIWOLrWPi6IvdrlfJlpQo+sfVLevP58le+a/ZEHvzCntBxOZCm0fYhqOMFBEGkfCsKl12XQNz4ZQ5lIu+LTTJnZMS8HFi2D8b0w941Oj5506TldrNibRPpO8v1C9F+E+3YKzJhjhq0HP/21HVPYAYm2uDngfCTQDfKgQ1OI1g/ryJgzf1q2w3xowLR6JRUIj4eJMaO3eYabE8slwE0IPszCqoZY6N/ps1+1/yMW/FnXJDxcWTwXNnzhLlGh3dKxp6zCWavCeIavpcqYMdjErZhGrb3s2HLSLsk6ur5TnyD7zvxML+V7Hf8erxL1m+qZqZnVn47YdNm+xLppTkpj+rK5uRFvSZ7kmzrqeWsZDrnITFvQc5yl6sMJ5HwDFNut+w0nceadY172jAPr8FBPJMHjwUNjxs/k/5jI6+YBtz89uzeY+EGSb/IqPBcH/xsYr57ubhlxYR575mMTsOUs4ZrMdgOb1Yf+d/1ykpQLlTDqhrlZhqa59YvNhpmOxYrlM62TDrXZVEsPVTb0whrmru0QPwd4sMSxH1s5Eg4X5FudSdvbB12wlw8r1sluaxoV7gJo86zCt2I7715UK688ko5cuSIfPijnzVnRW7ddI/cd9995kj0/mOPPWaOMli0Wg7Y8mTyUbdTpj6F2weTt6p8TOQSAyr79HjHcDusy379nIyn3cNpO4IwGBfn0VcC8RMqcyb86sUm/eUYP7dq4mC+H2qP9qqy5pQh28c1++G4/kFtut07Lw9lCpw87WaHtY3fd5bqFxL6TZUm20OVr2DYYsjVdhTsd0BBC6bKGLdiG/HTwEnE0INVZRtFxmZ2LAHht6ag8DZ+FzjvMxrXrW025DqB3IIVFLrmOIJAxUfepBqo+Lu/T+zHvwyqQo46BR0NabgjWSZ3RtIusCoN9C/N1cimpmcqC+TukHgrml6GRqPq5AXutS3oMKJklLO2kJG3Bct2qTQ3z0DlDT1DlVtdJrI6j1gcsRJ6vk3/pnW879qFukFqNvzNjqxfhyf/vSw7drtjdJZJv+5Ic+JZMGpDbtmzqMZ3W7OsBHFQhNLQ1CEVN9uBB2P3mg1k4BqKsyylUSI9bi8gjHLF32LC4pdjlD3T0br5GnRazr0giEyHHoS5eNxapaWyUpKvf+MH0tfXJ5/4+PtkcnJSLl68aD5Rna46vu6668yRyNDQkNlrAa8P0haqGMtRPsIWqlbGowb1PFyX3DY6++U4Ba8MNeqoxb7E7vbCbtq9sfFT6VbZStrNqrWN33cGFOoXzr4uL6h/kX5zlxF5lsJh8ynaduSnmMCszZMVZjdgvqxAi3Ds9aAAnLmohYZORAgPZwtM7xlvaCpB7raNivHx6801+xd8xjWXRzM5RGjch2ditvGyZMW/BHEiMfhhfqcz1BXSeZPL5R5X5EnPNCLxVRRJL8Pka8iXmPAat2yENqRzJlWV7VbTXGGthS7BUIkyXJAJtC5arITDbV8MXnjNlCuTH80G3XePF7iXJjprNlS2/TFX2HQ6qUb0dhtfdKL28zh3T/wsxoErMuqGios7HircwWe0Uw1aT494isTfo5FXDrEvaDHptnie7viDMBeNW6tklJU28eqrr2oRCdc39m+66SZ9fv/YD+XZZ5+VtWvX6mMAKye2VnHHuYVd0iquZ8xuBrVbA+GH72y5pXm/XMNwkojziCW10UVYeVm4j1t0mVyj/lmPV9A/KBE72IyH3XS9zOlRaKndrFrb+Pcr0y+YZ0Y1jAmbpVXdZcndduSnoAWz/ei3dOMKaeC9yVfHydDYkKZ52XtD6DZex5/LPW6oNj2nSXp1mc6W4SoxbnL7xu+5xzuKtvQYF12DoDNtqRM11Ecda6XjFtIWj16gzfEnAQ9+flA+/KF3aTEJSyb2AcQmmDdvnv4PYN10BWcZYLFsvMzAsmfKXeC6LYASLAdiymt7xseSKpi+/UJ5qhWY5g04NA4gtOU035vKY78XVCLjkin4jNS3bGOCtvdqmJfN+U4QHbdozdWuhcFYNHTHX8w9rklLzyKUTK++ywNLRMTMbl0b04GiZbuFNI9zRwUurDKYt11HRPmbOxbJdZOH3eOg2L0y8dJIb6GxdXAHOZ9FxkWV5YJMHFP/bDwabiFzPjcVp0eEEvGPc4eZF4UwMVaNkMWk9bjZeu9b5SaOu1a73gAC01ovAQQmxOW9n95izjTPtYKOuxWWTlkvmybBsAmzGfGS6VJOIs6V3IE2Oign3vjL0JY0LCRMte2mRye0jU/Io+BivAuWqsKWu+3IT4rAzGlWdbEzUb0ZYkiQwB2VodT1TKjoG1jgKjEulLzPsFa/0OB2M2bQM0uHC2bYSleOAmm398VQfCcPHgksK765WpuqVce/E4Nxc7jHQZ70bJA/zIXTy5jZw3mh8iu0CHEZSpTRsuQtd4XS3MM8A2UiZKVS99RWj5xW6zB28k64nAE7/iv0LFtvjr/iucdBwXuVJr6e2oY02/2dE69BDVk1c9Gu9CgTfxMWuNRDs37VvfQsVL/NmGpOGgMYrqCvsy8U1cXNbS9CFrySVOuaD8B4S9f97Y+/BDiHsZot4wm54mmS0J8a13PEJZ2Aa9wIXMlemXDa6NxejAIT5BqYvk2v/mBOBSTUA5/C7WaPahsf2xaPuLPZ8TxvaFqrYSvcduQnVWDCHeMnSDp27FDwXSRosAUN98DwqvQ3kTWrzAzF8FgCPY6gUUjyPiPuuiBjGgPtnYLZvI8/1b8M+dNuYLMKoxPfYMyEP9gWBIPexzA7DQUyj9DIlZ6WHGEunV7NSRbNvCjamceRP51bJ2e5K5TmPvYZaCycZ5hlKgpNEHHo27DSCPy4MC2XO92B4SoMgbDArMpox1LsXmUx5cUf/6dfZMo3dk2cBtW5fxnh0570KBd/G5bY+rl5pWfFUPcR5/7mJdGdaNNy3Oz4LSc8S0bUMzYj7cujw5MlOloEM8pdsIRRFeMvG0LOaUN0ehbCthPh8tvo3/KKQZ0vRnyYditc5kwbXagcB2Eq9mJl+4eE+GS2e0XbzTL9Rs72P4lS/UJcvNTzlD7YEXpYi2FTFGs78hMrMBsPUxQ2t2PskD/OQAHzbba7SCXULn/ckQJumtAMr5zPwHXGrWTBNc2ZVnieP34wMNVr03Wu2WdhCqfdFavM7E2LEpcJLoHGwO64wbix5EvP/GEun156hqOXFwPDy7175aelMlqWXOUuZxlOIvYZKBPZS0Ikg9mK+cPUnOXpusctxe5VFpSX6Lg0pENOd08GjdUaHDALMyijRWZNtic9ysU/PizadRZ5YZ0rd4fqclCPw2Ws1bip74fKMp5xg9x5hTksyiJnokSJtjmNO+64Qw4cOKDXusTyRLBeQmTe+5ndWlzCevnlXfeYq1tA1e9IviI9TTqlDn9wienb4vMwDivogHXPot2yLtsmuk7kLMfNiUcF4mGI6x/yx0eRs93seW3jE3mmitOuVdHJty2FDRRpO/LzpktvHP+F2Se9Dszs6q0MmV5ebPQScIGotyRUshYKMSEkP5jFvH4vOt98Y9sIIaQMPTeLnCRxIVhMtTI3ZAexy9GExnegoyvo0iGEEELItIACs+cxA53teIois8d7hdixm2bM23QUzIQQQghJhQKz53EWVd18dc7xFL1Gi+MSCSGEEDKt4BhMQgghhBBSKbRgznD+8I+e1ltRMJuSEEIIIaQMFJjTGAhHLKmRJAbx+Te/+U35yO/daM7kxy7RQQghhBBSFArMaQrE4/33368X/925c2fESrl/7IfyyCOPyNDQkDlTjI0bN+p14cpYPwkhhBAyu6HAnKZ85zvf0YsBnz9/Pvb3cSEO3/GOd8itA+80Z4qB70FkQqQSQgghhBSBk3ymKXPefIVs27ZNHvz8oDnTBFbHj33sY6Ly1pwpz5Ll75TPfe5zpdzshBBCCJmd0II5DYH7G8RZLsGPfvQjbd2sAtwH1lJCCCGEkLxQYE4zMKFnfHzcHMXP9n7ppZfkqquuMkdRBoce1JsVqv6xy4IFC+TcuXPmiBBCCCEkm3iBqX/a73mpm0P9M4Vbn5Y5W18u9uPwJB7704lmGzlqzucAs7shMPv6+vQ+Np9nn31Wli9fbo6aQEC+9+ZBPTYTwvG+++5rHMPq+cUvftFc2cR+1gqTBw+FfsEnadt48IK6eqaWtRkWr0gb0au0Od1nVVsZxM1tr4K6fUj2nTUn2kSnntNtpks82xvO7pWzMnQrbNHn9l66xQrMyefOyZjZJ1WjCsHOE076zpUVi81uDvbv+5K89a1v1a5r7GNzSZv1jYk/73//+/V4SozdfPXVV7UQxfHChQvl3e9+t7myiR17ydnkxIVtRMCsSoezp2Ss998oyHSH5awcPZhudJF3i9pyOV2/US7Vb5BNi8y5nPz85z83e1HS3NmwWlrBaNe47O/v1/+/9+Tu2AlDllbc5H0bblDxRFzNtnuBPr9jt3NObdPzZzDzgp/LVPHkT2N2GKY7mT4EbWXxPqHTTJdwzmSmQx54AjMwsS4ZmVL752V9w23pclJGIm5Nn/A1c8q40o4+73zf37z7eS7nqHsqCA/CWh+NuUfm9/PTvH+whdzf+jl12YIH10/IEvV5fPolAzc3LI9r1641Z/Kze/Resxe42ltZxqgzdKasBW6EuO+Ze4+eNMeKmHIZDldQh/Cd4L64Bi4Kcz6hbDbv54cj6Xtx5805535Fhl80SbtP8FlyG5EVn+Bz/Z1QWsa5caqIj59OzrGXl8XqYlY6gHBaJN0/tc3Iib6HjqObZk6ahuIaX0fSwqHL8i2B52X7oPo8Uh6978d8DvLFNZxuZdKjiV8e1eaFrVH/nX7Azasq8ifAC4sKR91re0IuTROeuOcFYQrnY1Y4m/eOhiMur9IIhTN03Nq99X06Vs7ykF1+4snOa0u+fIuWTzcPWk03/Zk+V779iKOgBfOiPLr1RdlujsDYSD2cIDog4WuCBtgJbIW4CdtAi7eYRBg/Iuv3mv3Ni6Wm/hX6fipBgWrc34DMLtZxpQNxCe799Bb9vyywSM6dO9cc9SKdK2t91y6UAfW9cb8ROnpG33vH9cv0oS4rg+f1vgvCFcnjY8dkSIsPRW2h9Me9ZVZaV9AwmJcXB5S/Yo1rC/cpEp/jr8jGUFpOyZZb3Ouqik8CqONeXkbKV0vkKL+Vtxl4pptmSFPVjiFfQnFVeRLqYFoPx8T+Q+HvI33dF7O8z9CdaDjdtg8ekkfLrLgWcy8NwhbpgKfkocbQpbkycC28KRXmT1xYVDjW2zYijkVLZUB1UtufcdMRnJRxhMn0YcXCiTIRDUc4r8rSznsHVFbO8lCo/Djkzuti+RYtn/nJTjdQtv1IxhOYgTvp9DCExwI57Lst6+dVolnXrtqMq7NZAVSn8HgQkJD784nlqgNXgd1foKCtWdf8vtkObw4+2rF7XaNiPaozba7secK5VofrvDzkZdJYfaoZriGIhvjvB/FXiVigYkwePBYUqM1XN8NRv1p2qFNjI0eCjnPRajlQr8keBN64yIu6hWF5xK/3JJH2mQVWUEzccWea4ycn47Azy/Pct1I6WdZsQ/54uNLUn8H9F0j/GhxdkPFxlJWgXoSfp/L4uNcgqLImw7Xgmlj3bEL4dTxV+Hfmq8ANzPibAftMvQXlL9pBpZB5n6Q2olh+jO09L2NOXQnu51xXVXzScOtqpHxl0WpbmdRmBO3D2MgrBV9wFd4zG+2Y6hyaeRKkodQvygT+K/KEQ7vjTFnX9wqV6SnZrjqvZhtqnrH3TCMOudpHRX1/0Im6+X56WKXbXr9zzsaOjw2VR9v+OvEPmFLX2rQL3I5V5k98vJA/acyX/n51zd5j4Re0yItv0XC6bVg0r1qjtXu3p5yVy7Ni5adJ3rzOWycCouXTpdV005RsP9IoaMFUhccN+JrFwcMsTqcwrDtlgxJWowhsC4UYJlwocES0cW9b0XZ7Ca7EKcTo2PipcCetRN2dbrjM9weG14a+37dhbVCIcofXER9auFqWybARDGPPFXx7SmBiYkJP8kkCLm/MML948aI5E4BliOYv+A09WQez0LGGpp1pnjaBB4IW9+u8K72TZc005PVzMt6o1L6VwIzlqzdfbvD2GbF+N1ggd6e9PJjwo3EJhd+U3XBY8gMrWdOlr8ofGoVQmcxH4fsUzQ+8YDn3QwOp4+1dV1V8onh11S9fLZNRfm2b4aWDLmfb0FHEWNQzUS/K25rPDCzzilAZWyZ36o5jSiZ0+aomHOE2eJn0G2NAQN728YJMHFP/VFhGnbrTKBsF0Z2uKi827oGLMGoVt+y43e2Uq8wf05ZE4mX6mRSCPAz3H7EvvgXC2TTQAD+vWqOd9wa5ylkleVa8/ATkzeu8daJJuHwWIz3dLGXaj3SKCczaPFlhdgPmywok2rHXAyF35qLubHWngM7X2YKxSvkC5QPXJMSl33lNvoZ7qrfbwfCzsGlzsK+yV14Wk0Fx5mYjOIrSECMOFXdcmOCzYkU4F3www9y60i34SUkIRQjUEydOyE033aSXM8JkHyykjp+FjAP3Wbp0qTnqIB0ua5GG3LMSaLTrwz7Hc4HYcFki4Y8ndH9D7frA2lUIJeTuto3G3heb6ZHTldGg7H2K5kdMXVxxhdNwVRWfJLLKV6tk3l+JKXRUcFU5aaU389LywmtFX0rnygr3RdswcEXKi04l4YiuhBHKS0tm+2jCklg2ioJhFs34hF2Rfvvgx6HC/Dn7uryg/g30L/XilaOfMd6VprHEf/EtGs6ceVWKdt4bZN2/6jpVpPwYiuZ1bs0QjXt+8uaLuq5w+5FOQQtm54G4RAcFcTmzZxlnYyf4xC0n5IIJQE899ZQ5CsByRp/61Ke0OMWMcRxjySJ7nGShnJyc1JOBZjxeQx62EoCTMmIaKRBxGfQAtSEVHuMmaaAb22Ljiau6T6v0SjjI9KQ+6libHDdkGWto9/C8K3EvvqQtzIzy012qFZiL5+nOIDxmwd2iYwdSOfp8YP1QmRsnLvsuhwr3xl+GNtdcn0Sc+9qarwsS55Y1DUIrwL1tXdsYC5n1u+CYAARrpe/6xvfc7/rHPvg+XOTu7POeoeqyFmrIfSuBwryZ2uc1LOnmfFnixvwF4tYyX1asVP8iY17M27rPIozzbaZD0BiWcLcWvU/R/IixFE4cR53z3qKrik/PYSyaTsflb515oe5gODLbx2QrclA2iqDqB9ztNl4NN6Q5n0mF6bLoMrlG/YsM2crZz7jeleiLb6+Uo16gyrQoWX6K5nWbNEOvkCIwS5i17WSJQX/WqDU1F7A82JlLyODQGAUHbUqeCmY6mVMBZnxcljvNmKL9AbWTB48Eby5x5utYrPnbnxikwqFnXxWf9eXyyCOPyPe//33t5rbrVmYBlze+1wp45qZNm8xRj1FlWTPYhnxif7KVICwIw1bNQpjww/0bmlmsyr12xURmnruiCnH0XPSoL6rM+7MPA1dIAfdKofs4bUTR/KifkCHnGXYYTKPOVRWfjlCirbRthsp/P456tQIV9+pmtKdRPBzFXfd520f7knciNMO1UTbK4HXgIatUKlXmjxnzFinzpp/JwnpXjr8SffHtmXJUPaXLWZVpUbj85M3rvHWiOMXTrX2kCswttxSd2j9fNt0eDFDFd5GhwRZkysDwqpyCTXVKZkYqCkvzPs0tKCh2wKnKpNDnQeebPSi2OWDVDW8wZmyu7Lk1vxuib8PKwFUaCq8RAZtXFrSmhcGYSkteayIWTYf7G9bPMuA3zuEejzzPdPzdb7SqKmsOViTtRdlzrQQKRxBG8rcUNvwQZU74deMSLrt2TGbzOhVHFb4dbgTXrDIzJcNjIHVZTlomKY5C93HbiIL5UVP1znlGUOecAe9VxacjuOmQH9tmxMfRm5DYRoqGQ19XcCxs3vYx7rolI6o+bEY7XQSnA288L7okTBpV5k/t1mCoh3uvoMznwQonzPKNvvj2SjmqmlbKWetpUb785M3rvHWiKGXSrV3ECsxGxBVRU28GWF7IHzelgOusHaZ6PdPLLAHSJHCbuxOCkoj9viqIpwu7WDHD1Sxh4KBdhkkW2JwcGt8T+7OQWdjr02aJJwHXOJ7b01Re1myjoohYr5WA2uWPtwzKmXbblpn1HRt+JbLqXtlV14WWuUD53LUqMolk065o+dMegNCSFVnku09sG1EkP1aulANuvdN1zh3SUlV82ktLbWVCm9H5OOYMhzvxqnB5z9s+Rq/DDNg7rzAHBYibfY6x/HYpsOjQKJ8K80cP9fDaD1Xm93jhS6Ixo9d/8dX0SjmqiDaUszJpUbr85M7rvHUiJy2lW3t406U3jv/C7BNCSJs5KSN4S0eD3+KLFyHTnWD5PbxU5pkvQKYzszGve34WOSGEEDJ9SRiHbMdb5x7rT3of5rULBSYhhBDSNuLH8wXjrYuN9Se9DvPahQKTEEIIaSMYzxf9uUC4S4uO9Se9DvO6CcdgEkIIIYSQSqEFkxBCCCGEVAoFJiGEEEIIqRQKTEIIIYQQUikxAhPr1D0tc0I/X9QKZtp+j6wsTwghhBBC2gstmIQQQgghpFIoMAkhhBBCSKWkC8yjzzcXCvVXpm9gXOqZ1/mkfO/sy7JRnRs5ao4d6gdjXO06nIdkH35704Q57ruEEEIIIaT9JAvMY8dko1593oKV6Y2Is2gx96JsN4cBMdf5ZH1v0VIZqIlsf8YbB6qE50Mj0R9xrz+jwrl5JResJYQQQgjpAZIFZn1KZLgml+o36i1YmX5Ktuy3ou+C7Hs8EKA7dgfX6O2J5TIQus4n4Xu7F6gz6ns7YaGcL5tuV8d7z4SsoZPPnZMxdc3YcxfMGXBSxveqe11vfoJpzTp9v+E1wSEhhBBCCOksyQKztlxGN8w3B8HPHx3erHas6Dt7SsbUzoASoSExt2i1jEKMeuKwgfmebL46/D0lDPX968ZCuWax7JDzMt5wdV+Q8XGRPcMLZGz8VMNNPnnwmGxXYb2TgpIQQgghpCdIFJgD/Uulz+xbVlwRWDEnIADPXJQx9W9spK7HPLrbkpGp5nUJNCyODrXrYcW0LJM7lVDd/rgZcwlhKgulf4MSnlaEatE5FRtWQgghhBDSHdIn+XSZvmsXyoARk9o9vvIyJSSXSf9m4ybX1tAFcrdjaSWEEEIIId0lUWCOHXfHOYLAWigyV1ZgMs3ieTKg/oXGUYa2G1In3UQm8Cj0ZB2XRavlbi0mX5ZHR6YaVk9YOuEmr0N0bl4sNX2WEEIIIYT0AskWzL0vysaDTZE5efCIbNFjJ42gszO9B/0Z4+aXe5KWKzLfw/1DSwkdfV7W71X/awul3xGmWkyOnJDtskD67ThLjM+sn5D1IyJ7bo262gkhhBBCSPdIHoO5eYGIM74yGFe5QA4PWUFnZnpj5vct7hjMuhaiA8OrEiyL9nsQp873zJJIO25fHR5PuWaV7MGNQpZKuMnVP0+MargOJiGEEEJIV0m2YF6xSg7opYMsSlzW14VFI5YE0ssShYHb/EDauMjY7+H+ccsLzZf+/rmRSUGwbEbEKCGEEEII6TpvuvTG8V+YfUIIIYQQQlqmp2eRE0IIIYSQ6QcFJiGEEEIIqRQKTEIIIYQQUikUmIQQQgghpFIoMAkhhBBCSKVQYBJCCCGEkEqhwCSEEEIIIZWSLTCPLpE5tV8Ntq3/SCbNaZ/6aPY1nSAxHDoeS0I/X9krYSaEEEIImUlkCsz6M3/P7Cnqb5bx0O+OTw8mD14ucwadeBBCCCGEkLaRITDfJuN7za5mjow9l/ITkD1Abegv5VJdbbv+L/6MJCGEEEJIF0gVmJMHf0m2672/lR2b9Y6MjcwLuZkzOfuPZKN1satt5KixKOrjsMsaNNzWdou4r98mI+azjQffJvu22msvl31nfbf3fP35khEbzb8n62PvqfDCOWf0beYD4D5zvhN+bDYOzWui31c4Qw2QBoQQQgghM5UUgTlfxsfNx5v/qwzf+jcyoA/+noznFUgQVbe8RcbMIdg+6Ao+l0CgrQ9ZTBX1t8gSIx59IHa3WIVae0P6F5n9ouAZXjhl7zwtJn3GRv6hF34lWrdersTpPCPGDQnfJ4QQQgiZ6SQLzLNzZcyItx3X/0xk0ZQM1ILj7c941rlY5su+x+24x7+Vw3BbY9v9t+ZcmPqoFWiXZM8T5tr6Rdmhz82RLTvjJuI418a6xC/Ipl1/KaeHL5ljE46YaweG/8o8869kj4nn2Pjc1GceNlZdqc+RsdrfyOlQmNX3j3PcJyGEEEJmH4kCc/K5NxuL3t9K/xr8vyD9/Uao7f2lWItiCEegDgxfFKPZRNacbgqzBs2xngPDP5dNDUvkz2TYCtK4CUab/4tzbSv8rdy94YLZd+JZ/zsyEew1cZ5Zu74plnfcbkXrz6Tfxu/Y320KVBXvQMD+pQzr9CSEEEIImZkkCMy3yaP+uEW1NV3DxSb7XHO5FW8BK66wFkXD2b8rL5hd/1pZ/N+Ma36OTJzROw0Groi3hham9t9khdnNIv6Zl2TFYrNLCCGEEDLLiReYR/9+eDxhDIUn+xBCCCGEkFlBrMAMrX2ZSP7JPi+8FrZ2Thz3Hrvo/5FrzK5/rZz5O8ZVTyshIYQQQsh0IEZgOmtfbr7YGDfY3JqTWFIn+ziTgkLWzqNLojPFnXGLYyNvdcZ3vk1G7ALprcwS7wW4TBEhhBBCZgkRgdlc+9LMHo/gTGJJnexzQTbdbscrNsdx4hd1BmreGExFbciZMX6Lubax9M/fyuEWFk7vu/y/mb2UdTAJIYQQQkgleALTWfuyMXs8SnP2dMZkH8ycfsKunwmCJX5G+81hiJ/JcN1Z+seil/853ZyFXoY1FxtLD2niZocTQgghhJBKeNOlN47/wux3DPwSTjAjHetStigeCSGEEEJITxEzBrMq3J9OdH8SMvwLQRSXhBBCCCEzi7ZaMPG74NEJPU127Oai44QQQgghM422u8ib7nAXjMV8raJf4SGEEEIIIb1EV8ZgEkIIIYSQmUsbx2ASUi1/+EdP660oD35hj9kjhBBCSCegwCQ9AYTjrZvuSRSD+Pyb3/ymfOT3bjRn8nPkyBG59zO7zREhhBBC2g0FJuk6EI/333+/XHnllbJz586IlXL/2A/lkUcekaGhIXOmGBs3bpQDBw6Usn4SQgghpDgUmKTrfOc735HrrrtOzp8/L/PmzTNnm0AcvuMd75BbB95pzhQD34PIhEglhBBCSPvhJB/Sdea8+QrZtm2bPPj5QXOmCayOH/vYx0SVU3OmPEuWv1M+97nPlXKzE0IIISQ/tGCSrgL3N4izXIIf/ehH2rpZBbgPrKWEEEIIaS8UmKRrYELP+Pi4OYqf7f3SSy/JVVddZY6iDA49qDcrVP1jlwULFsi5c+fMESFkuvP1b/xATw7E9omtXzJn2w+eZZ+LMBBComQLzKPPy5za0972vPPTj5YLsm+r+mzryzJpzsxKQul1SPadNec7TH30adl48II5UphwjRw1xz0AZndDYPb19el9bD7PPvusLF++3Bw1gYB8782DemwmhON9993XOIbV84tf/KK5son9bNqAPAvVp5MygnI1etIck9nA5MFDJduSoE3upTrvUj5eTSYnJ3Ub0U7w4pskIvFshKF3iOZ56XQu0ZdVkafVUWFadJlouKuv2+1ImxSBaTqzwfPm2OW8rFefhQQMUag0C6XXXFnRlV8rOinjKT/R2Svs3/cleetb36pd19jH5pI26xsTf97//vfr8ZQYu/nqq69qIYrjhQsXyrvf/W5zZRM79nK6zCavPxNX9wjJydlTMha1BMw48IKKtuPLu+4xZ6rBWkfx8uq//OJZeCae3VNUlue90pe1wEwu/9MkbgkCE+r4RdmO3dpyOV2/US652xPLZUB9NDZyxFG782XTLvXZrtXSY1Wu82y+2qTVOqmZU11nzTodpl777fef//znZi9KmjsbVksrGO0al/39/fr/957cHTthyDJ93eTLZBjlamiZOSazgb4NN6i6ewN/WrfDfPhD75K1a9fqfft/OtJS+SnYl7GstodOpGs7nhEvMI++IlugjlG44gTjotVyQIvMKdmy37rrApOtdekF5tY4V3qcm8+ca2z+95x7ey77Vq2oQTib98NWyuysw2VE+d4XG/dJMjtHzjdc2CaujfCkDEew17hp6YRjbKTe/H7j/jho4sc/kp6FwlUMuLlheSzTeO8evdfsBa72VpYxyks4rRLif/Zl2di4Rm2RISPN8u+nfTNvgmvWwwpdPyFLGp/5dSfPvYD/PUvC+cw4hOt6k7jzfrmJlsHCVJLGZYjGJVIO2lBfgjg024rmsYmn3Zx00NfcckLG1P72wfBnAENommGLpkvwDBVmJ6037juq9+PSMLifG0cvbNgi+dT7WPc3xGY78ctptK6C9DRNyvNmedGXaVKf5/Qhjb7s2/H9B9B5n/Cs5nFyWW0Svaauv1+87iSlhUuoDsSGJ7ueFCccR7+/DdLLq3fqGjdds+JWqm57z2jSWj2OFZiBa26BHE6zlEBkplhT+q5dqAToeRn3M+ToGV1wd1xvvucW5gZwwfsRVaCz9Vz2EFFlMx0ZsWRkyhw1Qaa1XpDKsX2wHoj7BiotQhmKDPeuQSMQ2yClEXSAfvy1KI25V3a4igNxCe799Bb9vyywSM6dO9cctYdoWUEZDTd8bsVvoAViTAOp8sxP++2DMWU+DxXeq1AcMkEZ88tNa/Wra2kcV+800XIA2lFfwqiX+1u8dhPpkNkOBB2GfnlxQJ5EX9an5KGdNq3nysC7VshATV37jP8MMyRn8+LAyqU7Lr9NVyB8laZB+8HLa1WrWCSBMu2X00ibXmGa5nqez5WLZYf6l5T3A/1LUzyXOcpqXPzUNev9cFbExP5D4ToQqTtF6klOYuKI/jaz3l07X+9l00LdjntGBWUuRmB6jUVZFi0NGqPHwwGx4rVfu2pVB/R4IBh37IYZ3mwR66hDw2Svtt0L9Klooc+Diac/BMDc84XXChYi7YK+WldCG8Zy7ui5sucJG56a7EEm1M/JuO0UjUBvpoO5Zu+ZoJNzwjEwXFP7Ca4Na6UOxd/e68UYAZARrhKg8cav9ySR9pkFVlBM3HFnmmPcVBx2Znme+4axY1rVS5dJq9PDELTuC9RJeVQ3hm46Na9bH9N4B/njXjclY8+h3AWu8MOb1a7Jn6yylHyvIhSPQypmnJAbNls2y9bZ6tK4IKbeheNi8kjdcyJSD6qvL1Ga5bHR9ph2QLu7zFAm3bYaT9TkwWNe+9EM39jIK55QVmkltn2A62y+9PerNNx7LCzSPaPB5HPndMcVatMbaXBRJvRVnQGzvT/80c/GriqRB7RR8LBgGE4r90nmgoyPqzLt9UO6XNk2XZEnTZPyPEyO58X2Zcuk3wuTRud9HhGUXFZBfX8gdqL1tRzpaTEl21V73qyf0fAUqyf5sHnYjGPw3LHxU55Y8+udOW1oT902px2qqMcpk3yiaOuBNZPaLVHJmsYo1Kj6b7rNDijUgS5aLaMoXH5h9q2qa4K3qnKY8Wy24Gm1ruITO6mpcwwMr3Uy26ShQ9S6bMa+FhzvGdxHdYLb3Iqn7rUtKLi+AMgKVxkmJib0JJ8k4PLGIPqLFy+aMwFYhmj+gt/Qk3UwCx1raNqZ5mkTeNBZ4H6FXem2A93dTONgvIoj/BoCxE0nXLc2qJB+WVYN/OiGZqMcWPxLUtW9isYhJ2GreAvjSLuZxrrTvVEOmPvZttC3FljaUV983PKIdNUCIBVHXITS39b7qMdpx+1hkRKkYVikh40GyI9w3QhcdnHW3/aBmd9oI9A23HTTTfLYY4/pH3SIWwotCVyLtgczxXEfCM277rqrPcsSwSrkWMJrQ+E2vfI0zXheHLVbo2VE531tofQ79TGO9LLaNPaE6qut121gx25XVPnhKV5PsmnesxlHT4M4+PUum9brtk8VZa6QwCxKpDGyHbV1j5+5qBVyMFYQgW9ugQnfswzU5skKsxswX1agAB57vZCLoIEZL6U3z+02dryElaMCrrm8WcFA3+XomFQ6nAmONZF0KElcw2Aszz65wlUQTPBZsSI9JnBPWVe6BT8pCaEIgXrixAndgaATgJUBC6njZyHjwH2WLl1qjooyV1YsNruJxL3JJ4iLlZeFK/eiy+Qa9a9UuavyXkXikIV6UbzbNtxwwdm61pKbtEtprAga2GALuxij9aAd9SVMtDyuuMI8I9FKekEm0DlocdGMi95M+xf23MSUedM+NK0ucR6v8PjTsAhPC181fPkr39Uzv++44w492Q8vlHacd5FZ3xh/CWE5NDSkh/F84uPvawjO6lAC4PbAa6at8I088YdyVJWmeZ8XQ8QrGeR9unscZJTVs6/LC+pf9D7teTHLrjtF60kB/DYpljx9jU8FdTtC62UuRmAa0RZjrbCKNtiMqTQNrzHy33S7CiyWDWul484ypmfSXuwEn7jlhFzQMTz11FPmKADLg3zqU5/S4hQzxnGMJYvscZKFEh0GJgORzqEtI36d8qwn0wFYLBsNLKwEph1sxY03PTGdvvVM+UYDRX3UsXI47rpgOEH7GR0d1cLQHTuJtgZDY4pM1rHjL/3v+B6VltHWcb8/xbjF5ljlStM0x/Piicv7PO5xMh2poszFCszgDafEmKsIboGMedNdPE93PGEfv7tVO2U+hLaeWmHpPMdYVasiyXIxcdy1gBSkqnFMcWPC2ry+Ftzb1rWNBj/rd8FhOYDVwXd943vud/1jH3wfHYY7+7wY0TyMEnYdBhjXRVdJsPQby0GYPHFQ91up/kXKoXmL9rETAs0WNFBl3EygO2ms66sVlo5Lq6V63HFMOQiN0QpvdghAGq5nKmo0UGXgmPpnn9Fw15nzbca+uMKr4b5owupYdLKOdY1brGvcPVcdqt/VQ53MFppf0I40TXteMn0bVsoON+9zuMczsZ6FyFjEbrWd1dSTWMp6WzOpOszVlLl4F/maVWZME9xacZaGpBmVUWxjNLE/+qbbMLlHZnZa02y7rRxeZxWyalaLW3FD1pCC1K6Pin87Hsx/+0xzBQb3UW+tO113pUp3M7MslE8V8sgjj8j3v/997ea261ZmAZc3vtcKeOamTZvMUUHMWN/tg055tGN2bT6Ya8JrwyJvjgT1pOykuSonRXjjoUf82diF4+CKRNRZb8ahGYLiz2AM3FEl3EDtSuO8eC9krdTjTtJ0jZkXftWu+3mS1IbEYj1Tx1+JcY8bPA9YyBrSRuxwGl8EwntRZHKfnczjilLrGi9yn2yCmb+RYSPG+DJwhSMKCqRpsgu3wPNiCcYrjo0fkYdU3me7x/NgxkDWT8iQUy4b9bpFiruzK6onIayxLRzHYNhN2ZUt2lC3fVqsxwljMPF2Y2ZWhcZp2M12JP4kkRisiNwb5x631tLAPN+8fxCJgeFV7eswGp2VM/7T73CrwDzHHYO2ZEQJuM3oZEsQEv/2foF15U5/6IG+JkGk2/uExmyYwhN3r4pwG+y81kSMo4L7G9bPMmCwPjqY8tbLZXKnnals00qXFVX+b7VC3F4TLsvBWD33uqIEzyzVODQwjU8obKoOb15g6rglfxyCFxSIbnudKjuqfu9wK6wpY/4Y66C8lrF8tCuNs2m8kEWe2/vo9DeCIrBAJeVJ3npvO7PzUaNBo6yF+41OC3FXBNofYoAnBDPB80zSsetfYtylxa560eqyamFMmfbHzpn2JXA/F09TN8/D5HleOrou1Kd0X+mPNS5LMIEoXC6rql/JaZFMNfUkTNw9dR5uXlnaU+vGrdowV1OPUyb5mBlOsWMSVWPuu5YTsQFVxL3pYjxIzDPgNi9ths6Fil/kuVhKwYxNiRmDWg7/OUi7G+TOK8xhYSD+vfEzqvCcDs1Esx0xSHJFBi4SfzyFXkIhZlZbVRwa36PHTGIrgr0+bZZ4EugY8NxWwPjj8Hi7IB/d8q/HKBtXUwPkTcmhHrbRBeWW9WmCsIXyGq6PoagJMXccVL0NpYcug6sik/AiZRXg2SXLWNVpnBs/vgDxMHW71fxpC+4kq4b1Fe1663nSnJEfHVMfKWsK3a7ofIsb4lAd/iQeWCLxs7IQhhhLCeFox1RCeGJmuRWgLlZYWksmljtCO4IJP1WD9IqO5UVf1CzTudM0Ns/D5HleKtY4EZP3pdHDaKxRy6Dq9R4vzoXIkRbJVFNPwuCeXhx1O1zixbiNddtSRT1+06U3jv/C7BNCCCHTBngnICB//Nx3zRmR9948qCfiwFsCtzaG2OzcuVP/h8C0L6uwZmL5IkwkdL9vwXq6uA/EKZ5hZ5O7vP3a9+n7VmvV7HXgZocHpKQ4KgBcyOv3QvymL6FEepMUCyYhhBAyvcBKEliiCOMw4bmANfLhhx/WQtH1nHz9kc/KpTeOh9zpLrgW4hFW0dMnfjjLRGQywYLeVQ5JSZhzcfR540Ju89hq0jYoMAkhhMwo4AZ3BSFmlLvjKS0Yj5k2K9y/z2zGrgMbjOmrYPZ4g/jxfsGPnrR3bDVpLxSYhBBCZiVYY7fo8kWzlWD1B7BADlc8Tr/lcaGkJ6HAJIQQMuvAL/7omeXeQuokHojAYE3F9oyHbN7fbhx3Od2hwCSEEDItse5tTLbBpJwiwGX+5V3FvmPBs/BM0J6F1wmZ/nAWOSGEEEIIqRRaMAkhhBBCSKVQYBJCCCGEkEqhwCSEEEIIIZVCgUkIIYQQQiqFApMQQgghhFQKBSYhhBBCCKkUCkxCCCGEEFIpFJiEEEIIIaRSKDAJIYQQQkilUGASQgghhJBKocAkhBBCCCGVQoFJCCGEEEIqhQKTEEIIIYRUCgUmIYQQQgipFApMQgghhHScP/yjp/VWlAe/sMfskV6GApMQQgghlQLheOumexLFID7/5je/KR/5vRvNmfwcOXJE7v3MbnNEepW2Cswvf+W78vVv/MAc5aOdbyZFwsM3JEIIIdOBov1su4F4vP/+++XKK6+UnTt3RqyU+8d+KI888ogMDQ2ZM8XYuHGjHDhwoJT1k3SO0gITBTrt7QRiDgXgwx96lzmTjzJvJllhAUnhwXfiKiffkGYoZ1+WjbXnpW4OE4lcd0H2bX1a5mx9WSbNmXZRH1XPqZkt9/P88HUuvJ19VkHy5nc3aEPYwmXnqPzbivNl8uAhde9Dsu+sORFLUB5GjppDRb7vTRei8WuZo883861EOj311FNmrw2UCNt3vvMdue666+T8+fMyb948c7YJ+uJ3vOMdcuvAO82ZYuB7EJkQqVnMrLI3vSglMCHW7rvvvsbbiS/Q8Hby2GOPlXo7sW8med/IssIC4sJjRSm+CzHpUzQc7QDhRhjt1s2wzBQmnzsnY2Y/jbzXVY5qzNfvNftg5WXSZ3ZJcbqWjzmoPGyRsvMP5K1mt6OcPSVjPanoK6Ly+J2UkcHzZh/MlRWLzG4G6BM+/NHPaoH59mvfJ79+1bv0cXWUCxvCgz559+i9cvrED0NucFgd0bfis1Z48PODcurUqa5ZMa2GwPaJrV8yZ9sPnjVdNEEpgYnCg7eTycnJxLeTtWvXlno7sW8mo6Oj5kw6WWEBceGBJRPngP3vUjQcVQNxedddd0lfX5/s3/clHcdPfvKTdN3PEnbsvlEu1dU2tMyc6WXmy6ZdKqy7VlMM9wDNsnMl82U6sfnqIN/q66RmTqUBcQEDyauvvipf+9rXdH91xx13yNcfqVJgGgqEDX0XSOqPf/SjH+n+rApwH1hL0+jbcIMK9w2yKadozws0x7PPPmuO2kOShxXg2QhDL1NaYOLtBAUZbyeu2xmJoS1/LRRyvJkg4fKo87SwgLTw2MxJcuMXCUcRYHXNAmFG5fnyrnv08Sc+/j7deMAS2xJ53B2ha4Jt48EL5kNgXKKjJ437wd4r/vznvoD/ca5A9XYcuXccwXXN8Pj3SnLRuueD/SUjU+r8eVmf+Nw814XDE3+frDBH0e5NYy3YPuh/p/j94km5j3bZxrv+6gdj3Ky6nDj53kh/59grS7FpFbnmZPB9VY7SMc9xvtsMe1Y+ZqVn8Ln+TmadSQtHHK2GLUp82XHyQX/iHOfJFy8ceVzCut7fckJbZnU4Gs9ukmcISOiaIs9GvE05xvfceOW9Z9p1eeLnk/pcnQ8vynbs730x+nkK8Nihfzo0vkcbRO799Ba9FaHqsEEQjY+Pm6Pg2Oell16Sq666yhxFGRx6UG9WqPrHLgsWLJBz586Zo3iCctGst81jr57lyEsfawCy/XRVQHPAQhnnYcWz8Ew8Ox4Tr8z2s/0UFphZbydIjCreTnAPiKw0ssIC0sKTJ6x5wpEXmLbhwsgjEvFMP14oUHhbLWvF1BUr5O6Yki23hDvM6DUBYyP1aCd07JgM6U5SUVso/fYN0Tv/sRsXqJ3zMu43TkfPqMZrrgxcO9+ciMFt5BqgU47r6DvBRXl0azg8SJvEhrlBC2Gu6n5Z91m0VAZqquN8xmuYVIf90Mg5GfeeVX9GlZPNK5MtA/UTssQrS35axZW3sZEXZUumeoZYqkeuQ6ef2UEXSc/jr8jG1DrTQjji6ER5z5EvwctGOBzbBw/Jo8fNQUkm9h8Ku/ERllBHGHSOoWsUSM94EewzJQ/tDAQg3LlB25L3nq0+26fq+zVBH4C+4KabbjJnitKesKFPhcBEX4V9bD6wvC1fvtwcNUF//t6bB/XYTAhHiCt7DKvnF7/4RXNlE/tZcVCPvXoWKYvdI8vDOl0oJDBRqGExtMQJHRQoWBTTgNDCOJG4NxILxFWa+TdPWEBaePAZMg+TeZLCkxWOPFhhiedhHOiPn0u3YKalC7h48aLZK8IFVfEh+ubKnieMC203hN+UjD1nGxR7zQI5rN0hZntiuQyos2PHvYanrq4drgXXuG44//yaxbJDnfaFixYorjCNoDrvx4OOsOH2w2bCvWVnkTfOwI17eniu2g/id2BDnLDNuK5+XjVKy+V0KCxu3BLCrNNQhXl/cgNWG2reL/gu3FFVpUGe+6i4366O954JWcyCsYJuOQEnZVx1Tjuuz3DhN1xr9lluWp2UR/WLiFMm6zXZk8c/aMbBDdhyprernXKWlI/F8mds73kZc+IQ3M+5LjMccRQMW468ji87KaTmiyrm+wOR5sbr9LC6Zi/yKxntjjTthQ5HyD0/pb4vTl4H6eSWt8mDx4JO3w2fKRNjI69kWnLxjLFG/QzcovH3DJ49NnKkIdzzXJcevzC5nrtmXeOcvW54DQ7SSbZe5aNdYYNl7a1vfas2zGAfm0vaeEkYVd7//vfr8ZrwHkJAQ4jieOHChfLud7/bXNnEju0sNw7T7edMPL22r5tkeViTWSbDiFMPDK8qJDAhkPD2kfV2kiToIALnL/gNLdrw5gVL3pw3XxErDiH84u5vyRMWkBQePBNCDZ8jPHgexjz67vCscCQBkQjRiviioMC9DVcGXN1ZoGKlkfV5LI2OcG3T4qQbEFdABR1fs3MK3nKtSyjKArk7VqT555fJnehMQ5U3ECgD/UuTx4fZwfSqcQs1bCrchzer//WoVa39qEbJ7VSMeG7gCI5QmBetltFIGuSgqjTIex8dH9fajJcOJQqGF8jY+KmGwNEdVG253Jna4ai0chs5P620BdsrkyiD24IOPA+wvDVdQTka1qL5o+J42rkfBIZOL++6wuGIo2PlPSNfVJ5PHFP/VNxHnXrciHsL7NjtjoVbJv2h+5kXXC/Nm2UixgsSw47bXdHnvDSH7qnyyAj34MUp73V5qfp+YSA6tm3bpo0ssPK9/dr3yQ39W3IO52pv2H7+85+bvShp7mxYLa1gtCu49Pf36//fe3K3Fp1JZLnJ49ix230J88ti94HuyPKw9jqFBCbeRiDGkt5O0sYW2tneEFooKBgzYk2/cW9jVogl3TMrLCAtPBB9+D4sihi3gudZwemSFQ4fO3YCYhX3e/jhh3XYio6NaRfXXB4nCB2c8UsRV92x18MWlNo8WWF2Q8Sc77t2oe4gHrLulzzucUOclax2fWB16TiRuM2XFWilbNqcuajFuBYcjXQMtmDM3ZRMlBAJVaVB9n2Cl4HtjxtrGUSPLJT+DUqENARO0EGlvhyAjLSafA3pEVMGjKs+FSUI77YdghkfprescVRF8ydmFv+KKwIrpr6ubDhSaHt5zyrDKn8nIHQT416WubJisdk1hNLSPheuSidf9GZecl94LUv4RJ+h2bw4atGNCGtF3uvyUvX9DOhn0Feh/0IfiAk+MNqgT8tNG8IGwwoMILZvL4I7qxziqpVljLLJKoutk8dTmwbSAOmY5mHtdQqPwUxzz6Z9htnYVhBaUBBhXUwzAZd9Hkj73L4d+M9O+k7Ws5D5EJaY6Q2ssCxu3u4mJ2XEsVY23XTGfdAKRjRYK1i2e5x0C/0yYMSkdo9roYE3fGPZ0Ja2JOt159BuYeOubKDFSfakmCrplXCQ2QP6U/RfmPBhJ/dga58gy4f1rrVqUIFFcu7cVl5mukcRT20SeT2svU4xC2bJtxP7PSS2WwGQeK7gLELZsFhsxllsxhV6A3SAYMU9ER68TfaqsEy1AJx9XV5Q/6ywbLjpzPnWmB+M79PCJYd73CFuLJsWqA3my4qV6l/9okwEJwzGItJJFs/TQqMpzv2t3HIZ2WmQj1z30VY5iMmX9RhJa1GDFQ0vCHWIzjjrR0H6Lg8sBhF3nHUV50GF9YCTvoELN8WVWjR/fKu9YuJ4YHkNrQdYNBwpVJXX5fEtmk2CuLcL81wz3i9uix83nYO4oSlmiEaIvNflper7KWAZg9cvzWWcizaEDf1g2hyMtM8s6NsxccedaQ7jTRy4FuS5byco6qlNIq+HtdcpJDDLvp3Y7/niDYlYtmCUDQuwhdIVtzbjyoYHhQlWSxQivGlgXEzZt42sOJUS1daC6Axqb4yx9Nx54Q4ubNVsCe1+UYJiJwaY53CPW1fp3hcjs7T17MeIBTQ8dnCfN9u7SV43SAl3iZ2JPejP+kV44O4raNUqnAYJFLyPFpMjJ1T6LZB++6KB/KufkPUjIntujbpxC2PcceEyqdKpMQs4BT3bOjrjNXBz+e4vJx+L5o+K75DzDMx61+llBXahcMQRDVvLed0y86W/X4UfVlhnVm0j7jnJdmf7mOeq+PvpqVcbUOkcSpdcmHuqtmG9P1tdz6S37VDe65qkx6/4/fICEVfWEBLQvrBNTEzoST5JQHChj/Q9gliGCFY/TNbBLHTEz840T5vAg7TA/bptubWU9dT6FPWw9iqFJ/mkCbAsceZ+bgfxonBgfIEvxrLeTLLCApI+t7Oz3Ak39n6+uCvyhoRCDrc4Fr1FvPAmg4HXecdvuqQ1IJHPTCeX3vgaC6Lq0LbcYsY1mTGWjUHxTgcXfN68phqCgdRjmGWOzjezs7RhhiCw4VGbWWLFHcxvx6g1r6vLFiWOdmgV4BOkQfZyHHmvc4lLZxMepVwGhlcVtPzlT4N0Ct5nzapgNnfIUmkGwlcmdMzkr1BaRZf8icWEzx9LqcdRRsLn5mPB/Kmp8DnPCMZpOpMjCoUjjriwtZrXrdO3YWUwLMZpC5aoF4sdm5Ff+dBpUnAsqn1ufHpmTSqLJy4ujXbNWWYr73WWrPgVvV8RIFps31SGdoUNE3xWrIgdmd8AwskaiCz4SUn0mRCoJ06c0N5OGH2gE7CQOryCceA+S5cuNUfdBfmB8FThqcV33H6+mIdVvSggP0MvD92hsAUzLYJJbyc454KMOHDggBZtUOgQfL5Sz3ozyQoLSAqPFZa2gsLlgOfBHO2TFY44cC0WdodFE9ZGLIj79mvf1xDVebAVzAXHuJ8rjAuxZl1jSRILXIXNGauqg9vlj7cMlpCpahZr7VYzVi2vixVh9se3oYOve0tmqOuCZV8MqjM6vWtVdLKRbVgV7qxon7zXxRIb5iCtS7n48qZBFoXuE1g5/AknEPJVCh297ItXJgeGl3tlMA6U1ZgljeBedWb5x+ZjkfxZuVIOuOFDuQotAZQvHHHkD1uJvG4ZzIQPxwszwO+8whyk4U58KtxmRJ+ryZGeycTfUw+T8GdR57kud/zyPrcYcL+iX8J4//I/F1h92KzAiltOyAV9mLvEIIBh5lOf+pQWp5gxjmMsWWSPk/pfaAdMBuoFEHfg65KinlqrS6r0sHaLN1164/gvzH4mWMsRhQOZn4QdK+FfA5cxhB4SDYmFNxIIL/xHBvjX4z7IsKQ1I/OEBSSFB+cRHmQYxC7EZZxrOiscecGgXZjP8TyIxyw3OAoZ0gfXI+wQpxgs/MADD8Sa2uujh2Ti1up/DqtyYG0dPK8bss52mGT6gDfwF2U7REULHXFr9EIYCInHGmnQl6IfQ1+IvrS08aEF4N62C57Dvf2Tl7IFL/pvCEr3N8qLAtf53XffLRfO/4U501nQpyMPrDbAMbyW6KNt/45+G/04vJrIqzi3tw88nnh5UNrMnBFtoEI+u2mLc8jzLC3RTXJbMO3bSZapN+7tBOAtBG9eUPd2PUhY+KyA8oHoTHpW3rCApPDgmcgcWCfxE5NJmZQWjiLg/ngOxGVceHzwxoaCi/BbMRz3U5ga/NLKsU6Nz2oFs5B0SVcXmWHYJbE8V059NHDVxS3XQwgJ+gf0YegT0K8Cu4JJp3nkkUfk+9//vnZz23Urs0Dfi++1Ap65adMmc9R9inhqITwxszzOq1nEw9rrZFowETkkEAQdhFHetxMkRtm3KZj8UVn8N5MyYQFlw5MUDlIUYw0yR1jkuvRsUDKDwMSahDGXeohD58YcRqEFk/Q+sHahX4MYweTSbvRVmGdgxVWcsSgJGE6wuLq7/mVeYC2EBoCxqlv4FkyQ11OLeSfwSMKAFOcdzeNhnREWTLh1kVBIHFjf8oBI5/m97SRQcHAPnzJhAWXDkxQOUhSz/AhQHTbFJQkoP36REBLMEYAYQd/YLQsXRB6EUxFxCez1ZX7mEfHuprhMIq+nFnM04ALH+ThwLbRHloe118m0YLbydoLvYSHYIqS9mZQNCyganl54QyKEEEJI7xFnwSwCPKQwmEFslmFGWDBbeTuBibfoDLe0N5OyYQFFw9Orb0iEEEIImd7AgFXF/I5eptAsckIIIYSQ2U4rFkyMncVckqIeXpcZNYucEEIIIYQ017uE0MMQvCJgbGZZcYln4Zkgay3wbkMLJiGEEEIIqRRaMAkhhBBCSKVQYBJCCCGEkEqhwCSEEEIIIZVCgUkIIYQQQiqFApMQQgghhFQKBSYhhBBCCKkUCkxCCCGEEFIpFJiEEEIIIaRSKDAJIYQQQkilUGASQgghhJBKocAkhBBCCCGVQoFJCCGEEEIqhQKTEEIIIYRUCgUmIYQQQgipFApMQgghhBBSKRSYhBBCCCGkUigwCSEzij/8o6f1ViUPfmGP2SPTgSrLAPOekHJQYJKeAI141aKgaqZDGGc6SP9bN92T2Onj829+85vykd+70ZyphiNHjsi9n9ltjmY2SMM77vpMJJ17Jf5ly0DZ+jub8p6QKqHAJF3Fdhb33Xef/OhHPzJne4vpEMay2Lj9+lXvkjlvvkLee/OgPna3JcvfqT/rNgjr/fffL1deeaXs3LkzIhb2j/1QHnnkERkaGjJnqmPjxo1y4MCByDNnEhBRyOvvf//78pa3vEXWrl2rxdW62gd0vEdHR82V3aNMGcA1KMdl6+9syHtC2gEFJukqsDKgIwPveMc79P9eYzqEsSyI2/59X5K3vvWt+vj973+/Pna3z33uczJv3jz9eTf5zne+I9ddd52cPn06NjwQAVdffbXcOvBOc6Y6cE8IDYiXmQaEE0Qk0g95jTzfPXqv3PvpLXofZeJjH/uY9PX1mW90jzJloNX6O5PznpB28qZLbxz/hdknpCsMDj2oG29VFs2Z3mM6hLEVYLlCh/2Tl35gzoS5oX+LHBrv7lg0WFG3bdsmD35+0JxpApEEEdTu/EE6QYT57tfpCix+sOyBBx54IFGcw8L9W7/1W/LY1z5vznSHsmWgivo70/KekHZDCybpOi+99JK2SvQy0yGMZUHHPDk52bDyWFyXYLetVxBCIMmSCtdnJ/IHz4AVbaYAt/err74qn/rUp1Itvygb69evN0fdoZUyUEX9nWl5T0i7yRCYJ2Wkdkj2nTWHHvXRp2XO6Elz1ATnNx68YI6iTB48JHNq6rvOlnZ9Jmdflo2156VuDouCt1sMarcNWK/SyXAmDaBvBxjnddVVV+kxYL2aD50KYyfT3XL48GH9f8GCBfo/QDwnJibMkci73/1us9d5kCbf+973zFF8GkFArFy50hwl02od+qVf+iU5d+6cOWoPnSoDyONnn31Wu3/zWOW6ablrtQxUUX87kfdZoPxi83FfBpE27nEvMV36WlINqS5yCMWHrqjJgQ3zzZkmEIlLRqZENl8tl4aWmbMGCL5bzsnAEzfIpkXmnOaC7Ntaly1JSrC2XE7vWi1FbSVBWObK4fo6qZlzeUBFxEBxDAjHG/pjjz0mTz31lHYVYfxRGYp2DhisnmY5AO0IZxpoAL7xjW/Ihz70oba7xBA3uOgwNgpjvRYuXCh33323PPTQQ6U7tKrzoB1hjKOT6e6C8Xew/nzrW9/S6YDOCe7E5+vfNldk045yb8EEDQiEixcvNqxQGBvoAtdpWn2oqg4hbdrpiu9kGYDbG9bLqtqRXi0DVdXfdud9FpiAh/BjhjyEtC0fSBuU5Qvn/0IfIx0Q1yL116fqvKyq/pHpRbLAPPq8zBmUWNEG4bl+rzmIE5gKfY14n+l7no8Rkk3huWP3jTK8xpzOSRmBaRuLj370o3pAO8DbLSrBV7/61dLCAZ11EWAZihtPZGlXONOwAgPPbMf9XfBGu2/fvlBjjwaylQ626jxoRxjj6GS6u2BsGTruVatW6eNTp07J0qVLC3VQVae5D+6/YsWKiKgAto4kdVZV1yHk/Uyoe4gH3M1WmLRKr5aBKutvO/M+DcQPngaEFy8GEGk2HTA+Gvn4vSeDpZQQX7wwtiIwq8zLqusfmT4kCEwj+Fb64hEu8xdlu9rbsftqVZLVfoLAjLNiBkJQZE/EsgnMvSP3az4zYIEjJKMW0YHheIurDyopxp197Wtfa7x52bdkf6IDKuz58+d1Jep0ZSgSzumI3zgCNOJw29kGtJvpD/KEcbpiG/+bbrqpET+cw1I1vRQ3v1N1sRaqJIGZtw7lLWfI++lueYnLdxdYUv/Lf/kv5iigW/XPUrYMVNnGdCvvIcggrgHyzQozuJpvu+220MSnuPo7Xfqwbrf1pFrix2CePSVjsCZeHyMcIQDrOayMi5bKQG1KtuxvjtHsu3yu+jslE2eC4zDLZFjdN2LxDIlLcF7Wp4wLzQMqJVxDaFxdsz7GI2GmpIt9k0Nj9MUvfrGw66AVioRzuoK4oPG3oHEEGO8Eupn+lqwwTmfQEQF03BZYP9DA9wq2HrhhzEveOtQL5ayT2LGEbrl2+fVf/3Wd3lj2BxtcoHYpq27QShmYDm1MFhCPEFyor5hwZ8UX0gS48UPeuuk0Xfqw2VYHZwOxFsx8Lucki2OTwJXuWhw997rMTbBmggS3ubaMnpAx57lFXeQouHjb9V0k/tspGiIs6nv6RDAgGW9XWa6HopUibexK3nBOV9D44O3bdZPYMWiIH8ZKFU1/UGUeZIVxuucBxnWhsW/VTVplmvvYepA09s1+HpcfeepQ0Xo+U+of4oHOPM1SjWsw5jHPElW9WAaqbmO6nfcYzvKe97ynUZYRl7GxsVD9xTnM+Ed8y/RhoKq8zFP/QNlwkt4m1oI5cXxKpDZPAoN8eVZcYSyWjrWxNnSjXKpfLTv00ZRsuaU5k3zkqD4ZYKyocHmHrKWLVsvosLrv3jOlZ41b8JZugQsCoMFBBUWBRwHHWDTL8uXL9fi0NGD2L7LZN9A0ssI5Xfn5z3+u/9uGH7z44ou6sULDUyb9QVw6p21peZAVxukOxKUde9kKcematuUp9xZcj/ROIu0zS1odwti2vOUMggXkeWavA0sY8j8Jm055l6jy8zhr60QZqLKN6YW8h6vZLctnz56NLL+Ecza+vdCGgnb0taT3iRGYF2TimNltkWSXuHGHN7ZAcG4fdJYrOnNRxtS/sZF6Q4DaTc9e94RrEVCwXdBwWDcQKqatoBgL4oMKngasAUW2NJGSN5xVgwYAb5hF32KLYsNuG2771oo1+UCZ9Adx6Zy2peVBVhirpFPpbsFzMLnHju1qhbh0TduKiHMsl5TmnoXlBCIIcfHJU4f8sYYgqZyhM8Wz8lreitLJMoAZvYgnOnkfm04gr6CKy+e0rRNloMo2Ji7vbX5Z0dRpECYXxA/izNLtNrSdfS3pfXpkoXUIzprsqSlBOX5K2l2sUKAxJgTLJKBhwGLDaHDQOKGCJo1L6jTdCid+hg34jVc7gIsOS1YgPk8++aR2m9hOoVfoVBg7le6wGGCQvV00Gp03jjslbIsCK1SWCIYVJ86KUnUdwjNcS0vVdLLuQRSgLMPFivxH+qAMYN+mE9KnyEzvdtFKGaiq/sblvc0vO5a53cDVjHpr8wlxRllB3iF+EGp2pnYv0K0+jPQGHRSYGLP5tMzZ+nKCgJwvK7BGbv2i6OWdF8+TAfUP4y+blk53Sxq7mQ/MKPzgBz+oCzjGF6EiPPzww3r9MLyRAXfhaUted1FV5Aln1WCsTNJYp6pBHLC2G966Mf7GfRPuhfQHaWGskk6lO8oQ4oTxTXge/uO4XfFqBVg80LFnTTrCpAZ0YnFk1aEi5QxWFXyvXXSy7gHkOcbvIf2QzhArSGubTlUtYdQKrZaBqtqYuLy3+VWFFyAPeB4EGrDjZxEnlO24PmG69GG90taTaomd5KMn4hzLWvQ8e5KPvyxRY4JP3ILqkTUy7SQffyKQPd+cPJS+/FF50LBhgPi3zALUeGOEtWc2DDy27tNuWi9mY/r3Qrr3ArBuoAOCO3N8fDzXklxYDgWdLzqwIuQtZ7D8YoHudosuloGATpSBKvIen9k1KnuN6dKGzua+diYTa8HUk3Pq52S8haWAgJ4sJHNlhRF9tSEzuad+QpZ44yq1uMSs8m1WeM6XTbfjrSY8EWhOLZhZPjC8ypsxHlzX0k9OeqCg4y0RZn00dni7x2KxswEM/u/UW3kSszH9eyHdewEsNg63I1x+/f395mw6KCv4XlHyljOEZ2AAfpX2wjIQ0IkyUEXe47Nu/057EtOlDZ3Nfe1MJn6hdbMU0DWpv6qTZcFMWqzdWhwhPh2SfibSLktkDkH0136cxdhL/txkGnhDxdpivehCbAeIL6wGvTKWZ7akf6+lezfB4tjWRea7/dKA5QPutjJpmFbOYFWE+xUuvnbCMtCkk2WgbN5Pl/xKi18vMV3CSfJR8Jd8CpD4e+SEENI+MCvargNYFRAtRUQO6S5VlgHmPSHlSBCYCj0mcqr0uMbY3yInhBBCCCEznuRZ5GvWyeHNUzL2XIkxjWdflof2zpU9t1JcEkIIIYTMNlKXKcKknGtGjhT+3e/6/hMiw2vpGieEEEIImYUku8gJIYQQQggpQY/8kg8hhBBCCJkpUGASQgghhJBKocAkhBBCCCGVQoFJCCGEEEIqhQKTEEIIIYRUCgUmIYQQQgipFApMQgghhBBSKRSYhBBCCCGkUigwCSGEEEJIpVBgEkIIIYSQSqHAJIQQQgghlUKBSQghhBBCKiVDYJ6Ukdoh2XfWHIKjz8uc2tPO9rzUzUeW+ujTsvHgBXOUzuTBQ979/C16/97nguzb6sVj68syaT7NzdmXZaOf/qlEn5s3H6YjkXJmyubI0YRjMstBe6bqxehJc6xAGSlTNxOJeUZpqrxXhUTSrGw4vfZq9P+oOL5Vp1+P5gchPUqqwKyPvigvDK+VTYvMCTQsg+fNgeW8rPdEUO3W5SIjRwoIo5kEGs26bImo7hOypFBHphqzW07ImDnKJv65YyP1GdognpTxvWaXkJLUn/HbM5JFVWk2efBIqL0auGKu2SOEzASSBaYSk+v3LpC7N8w3J5SAeRwNy1zZ88SNcqkebKeH0ShMyZb9johZtFru3uydS2WBHDb3i27rpGaumhacPSVjaDRry+V0Iw412YNI1M/JeB7RrS2XL8p2c5iLo68EjfXmq520u1p24LO9x2aH2F+zTsd7eI05JiTEMhlGvRhaZo7bQZXP6ER4q6CVcDb7kwMbrpwm8SWE5CFBYBoxuXlxU9wZ4TTgWjQVfRvWBuLp2Osh6xysmANtETbGTdHYfBe6cbuMnnTc70luZnMtLIvGnWq3sGvZf2Z0s9dPPndOxtBoblstffoMmC+bbl+g/k/JxJngTBI6zLBcKoF6WIv3fARWBSXUQ42zavh353tu2zHpG3FX++cbxyZvTPqG8llfEwhwbaG1nyU9IxPvWQkWX384R2T4QZ6wm7IUN3QhuH+4rOZ7Jr7jlNFG+GPC0bjeXGLIfI6tA6F6FWxx6R2+xq+jBv0i1bxPEVd1+v2baYxhFM1rmnGw16yHFRzeBbUfikdm2PI8o4mfZtiyy2ncvcy5xpbUtvnk+156OIN7RNOsaDiDcrlkZErtT8mWW9TnOn3j7qPIWU5CYS9QlpLIfb8c4QvulTevCJkZxAtMIyZ3XO+IlUWr5YB+y7QWTY+VlzmCSrFoqQzUilgxc+AIiyZRF73m2DEZ0g2YorZQ+h1RHAGNpef6h3DJ7gCSmCsr/OetWaytiS+8FhUWYcwb/a7VssKcyUNtCFaAJGuvCs9isztN2D7ou/tVPlfQaURBp+Y9a++LXifndohNkoYfpId9mfRvVt8dP+XF5YKMj6v7N8pqsWeO7WzWi6DexsQL4YgMcSn2HKSNf+32wXD9g+AKX4M6GhaBusP1h4Bo0ZIgRh3y3F8zfiQQQ8B9Wc6gUNhyPCMa3oDtg3lEpgvy1G//INCyhEu+73U/nFHy5kUk7LhmtPxbdd77tVKOCZnpxArMwAq3QPrzuBqNazYkRjXzZcVK9W/vmRwVDR2E8wbY2NxKqjpC7aJXz9oduFT0Zix0W3Z64qOuGofhWnCNEmsh8RuH61rW91QN6zO2gzUuoJTNCu+J49EG2mXseLrA7NuwLmQhbg2TZlkCuydxh2J4Qwy0Kzxw/w/oPG5hGMXRM0FH2Mh/8yy33NrhB3HDHpTgina+KWFX1K5X5Ut1Qo+637Megv6lQVmNfeaNcliJ0+iQhyn13eYwEwwRmDx4zIuX2ky5DlHoOQFBmgfX2SEyY8/Zcm3HxjbDE1xzXsYb8T0pj+rO200ntenwnZeHYqy7TfLcP2BMtQGNtiLidg3qtI6niXswtKJY2NKfAUx4vfS1eZH9wulgymqo/XtiuQyE0j+GXN/LE86kNPPIfN582bTL5lvzhTraRufMi7Mvy0NemdDtw97zQR0oSu77xYfPlsf1zgta34Yb1Gc3VNi2E9L7xApMLZJq87ItaHANwCKiOrG4hmaFHrQ9JRMF31pjsWMb/WcpsaEbvMj4Rnf8aBaqIXE7B2NtnO7UR2HBUo1fyF0/PQgPxZgv/f0oS9UTHVoQdH6uaA2u8dNRXbcNnab7IhKQGXZTvtzv2aEVA9cGZbYRLq/jrQ1BWEcFxcDwKkdkG2topFybuuJQ9DkQFqNOveq7dqFOgwYNcdFMv6BzdcRI4xqvwzXhi1p3HfLc36LCemecAEqjaNgyn2FeTm36WndqxJKcH1gUG0MYsjxLDunf651wNsibF2cuaguiWyZ0fLSoLUHe+5nwJQ4by2VcIWTmEiMwL8jEMbObBhogM1bwdOybu6polxuBmempUB0cGrfI5lbwgKilVLXxsAj55BHIlsi182UFHtwYVwqXj2tZjW6NhrRHgIsHrrtI4zxNuObycEeUvyyVIE9ZibMC62EgZt8hO+yBm7zZAUXd40EdjLPsB65H3xIefqb6vn4Zi7psw3Wl+HOiQ2Euk2vUv/B16UMyJl+D+A0ESPiZdnzfRZnQVySRc8iHH9YcFA5bnmeYsbl689ypWR6NEGtWBcJFEYw9NveMG8rgkvd73Q6nR968CK6LKROmbBal2P2aL4VN2vdCTMh0ImGSTwZoiKy4jHVtzF4Cq20yA1cUeIMvRTCmLhCXCS4s0nUCoWfcur57nMwcrJdH47hSS1nXjHXduK0bYMxw6vjkHN/riXASQmYShQUmLGNwm+hxWF0Ql747EgRuvnZi3EcpW9j1EzMs4Ozr8oLZbRvarQW3eGAR7ilxuXie7qj8MWfWStFVMi1mirglpuywjTI4bnLfPa4t6Bi/jBc4r5w1tgSvQYCxwMe46MJ1pdXnJJFuaQ4suuFxa+Et6rkI0yZLtqL1sHlod6u9n+NNMG7YUqwJluMKtgJLoKV9r5fCacibF4nejZJtbrH7xY1/tUNUCJndxAhM0+nE0HS75htLk+hqKIN1R/qTKo5ivU71v0cmsgRj0vxJRxdk3064nOLcKRXhDlko2gl2kNAYNpV3cbNWi1DIdReDtSS6A/KDJUWaM2eDa5LyNH7YRjbGTX7sjDwaco8H6Gfqmavxbsz0IRnWRReOV6OuOLT2nBiscB50JujpFx/1Ymqfoa/BrGJ/pq0ZipJm5cpz/6K4LxithC0RT4SErIX58ctlgG2vVTub0P7l/16BcKa8lJUNZ4S8edEoE+4sdXWN5+bPTd77mevGvB8VaSwgX2DlAkJmIrEWTO3m9d80VWMTzKxDxVOVGxU8tPmNgJ1RXaBBSWW+WUvSe75pAHfc3iOueiuE9VIVNpxmuZiQiAhc2eU6rOh36/tN4xd6bnNrCoW451Z9Loa4dFF5t2NzkKelgdutlSVB7HgxfZ8gXFr0KqHemLxhr4nN0xITSQyBuDsv29V9Iu7xmHDpTZf37AlsfRtW6s4v9P04sdDic6IskzvtLFp7L90xz5U9t1ohHnON3oJxn+l1Oc/9ixLcKxBErYQthoYIccYilhQ+Nk/99le/NKSImVzfKxxON83ClA1nlLx5Ya+DGHWuUW0LwuESiN+s5ZLy3i/uOru8Ubg85nsuITOLWIFprXCuiyBw4xXBTCCo8i0OLpfImKBecwdj/FGwhE4IWBbbNqRgOvxsYjRd9BjR681BYWzjDqJL1OQH4TLuO0skr4IxZf4M7JaHiZhOHZ1R3ESBuGcG7uw8FmoM6/DiperKnkaaWVp9ThTM6g6WarHAzRmebKZnfvtj9PR12XU5z/3zon8Qwuzb4TethC1K3GxmtFkmbwrNNEaeRtsWXQ5ThzLk+V7+cMalWZiy4YySNy8i16H8DpV3neW9X2z4dN2ZnpMrCamSN1164/gvzL4DrFJ12bLy6pJjsBRwr9xyTgZKNvyzAqTR/svkQJk0buW7VdNLYSGpwJKyZERKCzJCpjfo216RFbt6dxgRITOFhEk+8wN3dAs/9ahdtptXshNLAWl0Tanxe619t2p6KSwkQE/G811y6kVA/7pVj4xXJqTj4IcFVnJsJCGdIMGCGYBO6qErasUWxwW0XhLSXTBJJ27MpYLLVxFCCGk3qcsU4dc8rvFmyOUBFi3xft2AENJBMF65snGEhBBCSDFSLZiEEEIIIYQUJdWCSQghhBBCSFEoMAkhhBBCSKVQYBJCCCGEkEqhwCSEEEIIIZXCST5kWvKHf/S0fP/739f7CxYskN2j9+p90h4Ghx6U8+eDZY/e/e53y0d+70a9n8SDX9gjCxcuTLwO+Qey7jNdQfzv/fQWc0QIIbMPWjDJtOTcuXPy7LPPmqN0IGYgkG7ddI/u+C33fma32Zs9IP5W3JUBaY60z2J0dDTxOjz/m9/8Zqa4nM75duTIkVlZvgghxEILJpmWQHB85zvfkefr3zZnoqCDf+yxx+S6667TVs7ly5frjn9iYkI++tGPyt133y0Xzv+FuXp6AfEFCy7i8+qrr8pNN90k8+bNM58GQAxOTk6KquON6w8cOKDjXtbiu672AXn/+9+fap1D3kBgnj7xQ3Omyf6xH8oXv/hF+dSnPiW3DrzTnA3Ta/lWNK0B4nnffffpeM5UKy0hhKRBgUmmJWkCE4LgkUcekZ///OexHTy+i87/yiuvlJ+89ANzdnoCwfejH/1IvvrVr0biiXRwxZiNd9y1eckjMGFxBPv3fUn/d8FnSUMaej3fiqQ1gFCGME17CSKEkJkKXeRkRmEtZBApDzzwQKyQgjiCSOnv7zdnpi+nTp3ScYmLJ86tXbvWHImcOHFC/4+7tkqeeuopPU7TByIMFtQ4cTkd8q1IWoMHPz+ov4N4E0LIbIMCk8wo4JqFGzPNBQsgBt7xjneYo+kJhAvcsr6wcQVNX1+f2RN56aWXtNu5neDZeGacCIP1L+n5vZ5vRdPagvjC0k4IIbONDIF5UkZqh4r/Fvno07Lx4AVzNEs5+7JsrD0vdXNYNZj8gM3H7fDgUnSPZzpwSWIs3MaNG3NZ6ZKusWkLq1ovA8EG4HK2IA0wVtHiWhIxhvCqq67S17QrfhBTvgizQODi+T5V5Vs7KZrWFlyfZ1IUIYTMNFIFZn30RXlheK1sWmRO5KR263KRkSOFhelMYvK5czJm9qvmvTcPaisOOmxXZGJ8G8aBWTBeDWPaegGI3SJbGfED9ytIEjguceMD8dz5C35DiwK4YTHRZM6br9DnexEreqzLGC8TGPMH16zFijHE4eLFi/o7mKCC8nPXXXdV/gICERsntABEJCbs+LSab52gSFq7IJ3tdwkhZDaRLDCPPi/r9y6QuzfMNycKsGi13L15SrbsP2lOkKpAx4ZOGp0ZXHZ2bUKAY9cFiRm3vQIsW0U2CJWiwMUK8VRm/UGkKwT5pk2btGiAm9YKHqzn2ItgfB/ii7GLmIBy//33m0+iYPwlrkWZQPqg/FjBWRWw6C1dujRWaKUJ2VbyrVMUSWsXmxZVC3lCCOl1EmaRX5B9W+uyZeXVcmlomTlnUMJzzmBT1ICB4Zoc8IUoXMS3nJOBJ27ItoCG7jlX9sR+B+76F2W7ORJZIIfr66RmjuznLyAs155Szz4RWBBry+X0rtWC0VFw3a/fi5OKzW7cnO9e/kpKWEy6SPOeAe75pTKOfcc3Hk6frHikg058xYoVev9jH/tYY0YrLH633XabbNu2rWFVsVaWdll9YD3t1gLnsMhBiNoZuogr0gNLyHzvyej6gwirK8aBu2D4r1/1Li3Qv/a1rzXGAMIiDKHb6oxl5A1EVF7yCK24+Kbl9w39W7RActMG1lm4pYuUj7RZ5HgGxiEmWYch4DGBx/1uq/nm0wtp7YN09uNNCCEznXgL5tlTMqYE0o7rw+Jy8uChiLgEYyP16JjLRUtloJZtxYzeU33nFm/cJwRoSJSB87I+bnzo8Vea4hLUT8iS0ZNhcQn2vhgNM76bFZZWKBKPBCAe0bmic3MnU9hOFSLCgrFfedyOcdilZuLAZxATveJ+B3acmxt/F1h9kRZwx2LDbOC3vvWt+jMrSiAg3AkmcOlWMWMZItW30KZteUD+Azd/YY1Mc0+7aQOBBNwxha1g0xCCtQit5FscvZDWhBBCEgRmMH5wgfSvMSc0F2R8fEr9h8XtRrlktyeWy4A6O3bcn9QzX1asVP/2nkmZ6GLvCUuhud9udHhTMvacvd8F2fd4IPp27Haea67bsvNlmdSfBoztVdcO18x1NdkD06ASk3D3N8KtvxsNM747Bsumue708Fx1tqirf75s2mW/GzwzsF4mxEOnX9FnBILh5ptvNkdNF6hrJcG5su5dd/KCD6w2EGNFgAWryAbBUoQs6xA+t9dgGIF1gwMrzn2xBYtm3JjBouBZsLTm3fIA9zby21qrAazJcZY9m5auILKu8SriB8bHx7X4S5sBHkcr+RZHt9OaEEJIQKzAnDiuRF9tngSOWEsgnC413Llw9T4tc1xroceKKwKBNpFknTOW0gF3ItGadVp4NVzK5hq4tIddwauuO7xZ/a+fk3H3/rXlMtpwR8+X/n6EAaLOcUOvWRUIz2Ovh8Spdqc7QwL6NtwQPCNVJOekEddaOB6LVssoxGjBZ/jiB2LSXwIG59AJQmBgYhA2uNhhgcQ+hFyngGWpyFbEzWmBRRfCOwnEHcQtJwPc9LTXQqDDTQuLX7fT0AXxXLVqlTlKB2tLAlcQQWBCEEK8VVE+UNbiZohb8KwkWs23dlMkrX2suE+LPyGEzERiBOYFmThmdn300jtKVOrNc/X6Yk3Rd7kRmGeC4ySuudwbvxmD764Htetj3HsrL3PGRlrmyorFZjeNmO9miuS8nLmohTiGEwTp19yWjMCK29ozIMpcIIqsYIJrEeITC2BDuMECCYuM/512gmcW2bIsW3EMDQ1p4Y24+6CjRzoAv7P3rbz2WlwHUQbxBDdpt9PQAuEHq5odi5uFFZZW7CB9IDCx5iRotXxAfOO7aeNxYXWEQES4fcrmWycomtY+SEPEu6hllxBCpjvJs8gjnJQRx1rZdPNeLTvMOdI5MBsYY8jQAcLiBIGAzgzWHnTUmBhhO3zr+oVosGPk0KFbIBBwD3fDrFn3OK7z7zUgSjGZYt++fTrMSAubPljIG4LKd3UCCDC4/CGS8B17LYQF4o3vZKVhJ7D5ZMcOYhgDjvNYGhFmLLuE+Dz55JOhX8tpNW4Qq3mGTKCMxlmmy+ZbO2klrV0QX8ysJ4SQ2UZ+gXn2dXlB/bPCsuHmNedb4YXX/PGbUbY/Ex2jWH/GnZBTATFWWD1cABZQ7cI340rrFyU8QvGCTGT5txfP02NVQ+MvQ1uO2fYOEI/WAgVRAKvT6RM/1B0x1t7DsQXXQnyig7eWFAgICAtYiDBpAhMY3A33cY+78espZYBYwe9BI8zo3BFvjD08NL5HCyr3t6JdMDv4gx/8oI63vfbhhx9upGVWGnYChAlhwdjBS28c1/9xnMfai+sw+xtWbZQT9zutxg0CE9/NAnkCER9H2XxrF62ktQvScbrUHUIIqZIYgWlEVAJhoRe2avpMvmbEWZJ7Ws80h9vYXZTdjO3caibvmGswUWfkKE4Y9Dqd6n9tofQXEGap1E/IkDOzHDPc9TM2L/aWETov442wYIkif2a4xXF7m3hsH/RnjOP7cJUX/9UfiAF0eK77DcfoHH0wjgziCcAKA+scOj64H+193A2i0z2Ou2cvgzBDEGDLG3Zch+9ZkC7ud9PScDrgx8+lbNxwrf2N7izwbLiLYR1Moky+9SqIJ4Sy9SQQQshsItaCqccd+pNnHKHXHD+YJKwCwta/OObLptvhnsNyQOF77rjdrjNpr4E4s9eozSwn1LyuAmoq3s4YyWBs5AI57Ez8seM+m2HB+pcLZEdYgRqCeAXLIcXF1XxfT/5ZlXstzDLAkgLrEMCYQoiJb37zm6WWWoGb1U7KgNtwOrjPq6DKNOw1ysbNt3xmAWt7Ly1v1U4wbhcL9xNCyGwkVmD2XbtQL50TnpyDWeT+eMtgeaHY2dx2slDE+uexZl1j2SAL3Mj+jHG7HFKTYAmg0HWtsnKlHHDDglnl/iLoKizBEkQGvZD7Km/GvUrDDSsbaTU2fiqwxsbGI4hvZKH6isGC7NZ6Zd3rcAmXsRLh+3Apw3UIS9NssdBUmYa9Rtm44UWjyOQbjKPEhJmZ/lICyy5E+2ypG4QQ4lP8l3zyUuSXfLoO3PIvyvbQr/vMbiAAerlzhPvRWsIgWCB0SfuApdqujYoJZlZ4YsF9jJMsCsoXXPAzQZzHgfRimSSEzGYSBKZC/3zjVMLPNmajfzlHpotgo8AkhBBCCKmK5Fnka7CQufuLOgU4+7I8tHeu7LmVYo0QQgghZLaRukxRbehquSY0wzsf9f0nRNxf5yGEEEIIIbOGZBc5IYQQQgghJUi1YBJCCCGEEFIUCkxCCCGEEFIpFJiEEEIIIaRSKDAJIYQQQkilUGASQgghhJBKocAkhBBCCCGVQoFJCCGEEEIqhQKTEEIIIYRUCgUmIYQQQgipFApMQgghhBBSKRSYhBBCCCGkUigwCSGEEEJIpVBgEkIIIYSQSplVAnPXlw/II19/yhyVp6r7ZPHgF/aYverpVBxapZ1pUCXTJZyEEEJIJ5g1AhOC6sknn5SPfvgmcyYeiK6Nt21NFAx571MFP/7xj2X75/7QHOUjK/ygk3FolTJp0A2mSzgJIYSQTjArBOYf/6+HZe/evfKxj33MnIkHwutzn/ucrF69Wnbu3Bmx8OW9T1V84AMfkH379uW2NGaFH3Q6Dq1SNA3aBdINwt1ufnh6JZyEEEJILzArBOa3v/1tLbp+939cb87EMz4+LrVaTSYmJuSyyy4zZ5vkvU9V4DmbNm2Sr371q+ZMOlnhB52OQ6sUTYN2AHEJQb5w4UI58K1d8lu/9Vtyzz33hKzEvRBOQgghpFd406U3jv/C7M9IYFEaHBwUFU9zJpk5b75ChoeHZcf9HzFnmhS5T9Us/dWa3H///Zku7bTwg27GoVXypkE7gMXyb/7mb+Tgd79izoj88//pf5Y//dM/lf/zlf9gzgR0M5yEEEJIrzDjLZgvvPCC3HDDDeYoGVipwNy5c/V/n7z3sRw/ecnstQ6skhgzmUZW+EHROPQSedLAZfKnb5b/7X8/ao5aY2xsTN7ylreYo4DLL79cW4r9sa5Fw0kIIYTMRDIE5kkZqR2SfWft/tMyZ/Sk/iSN+ujTsvHgBXOUwdHnZY6674inBXAPnNfb1pdl0pwvyssvvyzLli0zR/FAJPzJn/yJOYqfEZznPi5XLKtOu0PcnDlzxhxFyRN+kBYHWOSw+WBcpwX3dY87SVYa+ExOTspnP/tZ2fC+j2uh+X//17eZT4phhXsSU1NTZi+gaDhzc/Zl2Vh7XurmUOSC7NvaWt0ghBBC2kWqCqqPvigvDK+VTYvMiZzUbl0uMnLECNMSKNG5fq/ZBysvkz6zW5RDhw7JVVddZY7iwQzger0uixcv1vvYfOLuAysZBAhczxBeVqBB0LzjN9/fECevHn9DH5e1qL397W/X1sck8oQfJKUFRNiv/dqvaQG65Y57zdnANQyRZrnvvvv0BKFukJUGPmt/Y4EW3ddee62Ow+/8zu/ofCoqNGGlTANp5lI0nHmZfO6cjJl9QgghpNdJFpha5C2QuzfMNycKsGi13L15Srbsz7Z2prFj941yqa62ofyWQ5e81jZM3PjlX/5l7d7EPjaXuPsc+Yvzctttt2lrFaxlEF7XXHON/uyhhx7S/19//XX9H8IPk27KWra2fmKj/p8Un6zwg6TvQnThu3jGa6+9pscaWn7605+GXOrdnHmelQZx9P3KG/KZe+/QQrO/v19PwCkrNPNSJpyEEELITCNBYF6QfY+fF9m8WGrmTAjj1g42123XBFbMgb3HClsxtWt8UD1bsX0w+f55cMVSFn/9139t9qLE3ee5557T/yFcnnjiCS0iMbED1korLPEZ+Ad//2faNY1rWiEtPmnhB0nfhaiEiIQggrXuPe95jz4P6yssnlY0A1g5V6xYYY6qJ85F71MkTy2u0Lz55pv1ckKI8+cffExbodtBmXDGE7jCl4zAFX9e1qs6Fx1+YoavmC1+eEr4mmi9clzuofpdYLgLIYQQYogXmGdPyZjqfXZcH2M5PHZMNhoBGIBOz47TdFi0VAZqrVsxOwHEFMQV3Jt52bx5szz88MONCR04BhcvXtT/ISavvCIQLxAxcKVawVk1ZcJvwYxzCOM/+7M/a4hkYF3D7qQhiKYyzwBwtyeBz/67d32o7Uv8QGjCwgihifzCiwEsmlVNBuoOF+XRrS/KdnMExkbq4THNWjCGr0mst/UTsiRUv2PuRwghhGQQKzCD8V4LpH+NOeFSnxIZrgWua7WdHoYAiROS82XFSvVv75lCFsjakLrv7gV6P3CRr4u3olaIFVP3fnqL/p8HWCUxzs+6vbG2JPirv/or/R+zjC1Y/BzuZXynHZQJvw/GcP72b/+2ORJ56aWXZN68eaF74pw/mzovNoxxwKVvLaftBq5xDGewLwa33HKLrFu3Tu/HkZWmZQV3fubLpl22ni2Qw6rOHXCHrdTPK+G4XE6b+mjrzvZnbH003ghFY8gJtieWy0BsvVVsvrp5XeR+hBBCSDaxAnPiuBKRtXkS6wytLZdRp4Pr23CDHIbxLkZIrrgiEJ8TZSf7tEhedy4mxaRdm/YZRBiAsIR7HGLSBW5YuMz9dRExsQYbfl4QFjzsJ83+tpOFksKRFX6Q9TmEsjsBCC53f0kjnIMFEOEpEv4qyEqDLGBFRl4gTnCRY1F0DAGA6xyWzTRsHsfhC+5Ww1kcJTp3rW5OgluzWHaYXY3xRgyol8Jh94Vx0WoZhWiN1Ft1P3fMs38/QgghJAcxAvOCTBwzuzEM9C+NzOhOEpJ9l5vzbVi1JQ/4dRW4ff2lZHxgXcNElyTS7oNxieB73/ue3HXXXXL33XfrY7jEMabwJz/5SazrF78Gg+/gOljwIFSSZn/DcojnJ/36Tlb4Qd60sPgzoREXa5XFrwEVCX8VZKVBElZYwhWOXzqCJRkucgj+vBZlWFdh4XXBkAKMT7WTeixlw1mayIvgfFkBk/+x14Pli85c1LPP4eZ2x1ViC8Z1evU2636EEEJIDhIm+cwcMLPaX0rGB5a5LItT0n2wDA54/vnn9S+4/A///RotMGC1hPiEuEwSMrCM4TesAWZsJ4Hn9vUlL9SUJ/wgLS1g0YNwhBUSFklcC5EJCyXE5blz5+Tf/pt/qa/FTyaCpPBjljbu4W6Yae8e55nQ45KVBj4Qlp/6l/9GC0tMyCojLC2II56NcAOkCdImblZ90XASQgghM5HCAnPsuD+j9IKMj8MSMldWFFwvsxNgjBx+0i8JO0EGFrk0ku4DMYHfpYZ4+e3r/7E+B+Hx6KOPautWkpiBtQ/uWmvpwmxuCDfrYnWBeLNC1idv+EFaWux57EEdDwBBBavkqb+s60k+EMru0kcQmmnhx5JMeJa7wcLpHlvLb17S0iAOCFqIPayBiZ94LCMsLYjjj/78OzrcEJkIC9LGH/YAioaz7SyeJwPqX2j8ZWi7ofA6t4QQQkgWMQLTTM5JYu+LoWVLJg8ekS3wHsYsaTT5mhGera3O0xKYpAHh469LCAsazmEcHqx/vqvTJ+k+GL8HAeKKF1gxMQEoDbhc7fg9WA0xQxsuV1gRXWANhJiz1kNL0fCDpDhYEA9cY0UjwHHcvdPCb+/jbnDhu8d5wmtJSoM0kP4QlsiLqkC4IbSTwlEmnMUoMZ5Zr+aAJb/8GeNmWaIWlgEjhBBCkoi1YOoxlfVzMh7TmQ1sVsLJGc8VjOPyJgYY9GShHrBswv3r/wINXNcYRwfXb94ZzHH3KQsm1cAiBmD9g1jD5BM/LLA4Yu1GnzLhB1XFIW/48wCxjLiAOPd5Uhr0Gu0P55RsuaXoupTzZdPteNkJvtscg1nXL4YDw6vavkoDIYSQ2UeswOy7dqFewiR2cs4Vq+SAWbokAEunxC0lZCYLJS3W3kGw1iOsfK5wcWdI57U4xd2nLF/60pe0RQzg+b//+7+vxZ/rdoVlEC5XuK99yoQfVBWHPOHPC74Pa+OlN45HLIRpadBLtDucfRtWNmZzj42fKjbhZs06syxRGLjNQ0seEUIIIRXxJtWp/8LsO8B9VpctK68u/TONcvZl2XjLORl4onfGeOF3tiHMyoggl6rukwWsee7YxyrpVBwsELRFhLClnWlQJdMlnIQQQkgnSBCYCvz6x+CU7CkpEPGTj+ulBYFKCCGEEEKmJcmzyNesk8Obp2TsuRK/Q3z2ZXlo71zZcyvFJSGEEELIbCN1maLa0NVyzciR6O8VZ1Dff0JkeC2XPyGEEEIImYUku8gJIYQQQggpQaoFkxBCCCGEkKJQYBJCCCGEkEqhwCSEEEIIIZVCgUkIIYQQQiqFApMQQgghhFQKBSYhhBBCCKkUCkxCCCGEEFIpFJiEEEIIIaRSKDAJIYQQQkilUGASQgghhJBKocAkhBBCCCGVQoFJCCGEEEIqhQKTEEIIIYRUCgUmIYRMM778le/K17/xA3PUuzz4hT1mjxAy26DAJD0NOqjp0JGS6QGE2Yc/+lm5ddM9IfFz72d2m73ugrLuh80HcThw4IB8+EPvMmd6lyNHjvRM2hJCOkuqwJw8eEjm1J4ObRsPXjCfluDsy7Kx9rzUzSEhSdiO9r777tOdFCGtAJGzZPk75dlnn5V58+bJ2rVrdbl6+7Xv04JtdHTUXNk9EA6U9yuvvFJ27twZ+2K1f+yH8thjj8nQ0JA509ts3LhRi2G+JBIy+0gQmBdk39anZcnIlDluMjZSlzlbX5ZJc1yEyefOyZjZJyQNWGcgAoD9T0hRIGwgIiFytm3bJvv3fUm+vOseuffTW/Q+BNAnP/lJ6evrM9/oHk899ZRcd911Mjk5qUVwHIgH6sOtA+80Z3obhBNp3AsCnhDSWeIF5tFXZAvMjLXlcrp+o1xqbDXZU1Pn6yfk0aP6SkLaBjpaMB1cgaT3gLUPlsCLFy/KAw88IJ/4+PvMJ00gNGExhLDrNhCYCMvXH/msnD7xw0i5h1jW1kD1+XTiwc8P6rpMKyYhs4tYgTn5GiyXc2XPttUSfq+fL5t2XS071N72Z04GpxqclJGQO911hbsW0fOyvlVXO5kVwIXZCx0/mZ7Aavbqq69qy2WaxQ8WwW6XM4hhkGS5BNO5PiDcEMeEkNlDrMDsu3yu+jslE2eC4zDLZBjWzKFl5lhx9HklKF+U7eYwAELykOw7aw4r4BNbv6QH6NvGeDbQa3Hu5KxQdKjo/DF+bqbnO/IZmw/G5VmQ9u7xdKRT5QdlBuMt4Z7NYwHvppUcaQLrpSUpjVAfYOGMo9fLD4Sz9UgQQmYHb7r0xvFfmP0Q9dGnZf1ecwBr5hM3yKZF5jAErJN17VLfsftGGV5jTmNCzy0nZGzz1Q0xiklDS0bmyuH6OoGnPS9oGOHqwsB2CA4MckeDDLcXXFzdpminiU4iawxVL8YZIg/huOOOO9rupkP8MeEBcYdIQAeF44cffrjrLvOq8/u9Nw/KTTfdpC081kUKMMkJeX7h/F/o4zlvvkKnx4+fm54is5Pl59evepe2XlZVX9pRxy3IZ4hHuPKthRLjQ32Q/3HxmQ7lB8IWY11Vf2POEEJmOokCMwBub98yGS8kZbgmBzbMNycDfEFZRmDahglCC4PzAawTEF9f+9rXemJ8HiYRFAGdAcYlJdGrcUa4rECIG89WJbDG4FmuoEQH2QlxkkWV+Y1xabC0IU4QRRAAVlzc0L9FC+vvPRks84I0wbXTVWB2svygrCDtrLhqlarruA/uD3EYJyyBbRN8gTmdyg/yBPW53XlPCOkNMgSmT1NwDlhBCff44Png41ia1s8yAhONJlwrEFbWImDf+H/yUvsGjaMxtuKu03Qrzr2E3zkCdFCwZiZ1wq3QrfzGiwOEBaxXEBD2BQLDAW677TY9ftAKFYgMCIR2xB90s8xXCUTXXXfdpUWeW34ssKQivV1wbTdfVn1x6GMt+r7AnE7lB/W3mx4YQkhnSV0HMwrGXwYzycfGT5VaqqgIaCTh5kLj77qb0Ei2Otgdgi0OnIe46dayGu2M83QC8YXAtNgZqO65IvRqfqPzhyBAfLFUjhU5KAPAjS9EBERIWXo1DarGjvVLKisQZEhHuJStW7lsuaoCW+fL5C3LDyGkV4kRmGY2eOJal/NlxUr1r35RJnC4eJ4MqH9wmzeXM3K3pLGb2cQ1kgAdCDqFVrD39sHbPcRdEWBdKLKhQ0minXGeLtj0cQU1OlBQNg16Nb8tiJ8bDoQXZcC19thzZakyDXqZLAsZPrfXoIxBpGWNl4zL17QtT55bbL60Ytlj+SGE9BoxAnOZ9G9W/+onZEmcyDz6fDD5pzZPVuB40VIZqIlsH/RnjAdLE4WXKwJTMlFwZrkrKuASAvpt/aOf1ZYtNOYY6I4Nn+ONGvto6DsBXNdFtqSG2qXX49xOrAXKHauFdEOaYOt2vP38zNry5Lf/AoFj32KNc0iTmZz3VYG6Yl9K4nDrVB7i8jVty5PnFlzv5n0cWZ/3evmxgjsrHoSQmUOsi7w2FKx1qUVmaG1Ltenxlu4amfNl0+0L1P8p2XKLe20ws3xgeJU33jK4Ls86mH7jj0bKurTgCkKDif84h8YUMybRsOONGm/qaLg7AZ5XZEuzVPRynNEZYRxVu4WMFZa2U8LYLsQLk566ndfAzcs8WxnLlB8fpIHtnHshDcrQqfIDUFZ0XVEvZD62ToG8gsfP06ytSJ4jD7Msi7Cwom3wx44m0WvlB/dG+LMsxYSQmUPCGMxgrcvTw1gP00P/uo/n9l6zTi49sVy7yl3gNndnlvdtWBkIV0WeMZwQUnC9oCFE54QxPug40MiiwbSNshVlOMYkEIDOxQKLH97S3Q2fu8e4Xy9QVZzbgb1/J4QM4oQZx4gzOkRMDoDwzBPv6ZTfFsysRjwhvhA+CACkM8oAworw2wkU0zUNbBg7UX4g8FBmkKaIK9LRpi3qFCa/IP3sBJhugrqdR+iiTEAQxtHr5Qfhts8lhMwOCs4i7w5o7NC4WasALBA4dl2oaPDQUNtZo5iVCaGGhhb4DbNdLsWCxtbeD400Zmx2c822VuPcTksBngurR7vx08CSFW+k1XTLb2DDDbFh8w9hc8Nqmc5p0KnyY0HcrKhF+vhp2U2QT5jtnWf5HsQDS5UlLb3Uy+UHk4AwwWgmrFJACMnHtBCYeViy/J26cUTHhcYOVgpYMGAJjOvMsO5c0npwWY1lr1A0zlWA56Bj6qblp0y8Z0J+u0zXNOiF8tMLwPoHIQgRhzzLu/wYhCA8Gq2K5E6WH7woYgmlqtYkJYRMDwouU9S7wNJll+DAPt6u8caNt/IioOG3kwPwlt9pN2IRqopzEZA2edx57aTKeE+n/HaZrmnQC+WnF4CgQ1og74rkmR060iqdLD8QrdYVTwiZPcwYCyYWEXbf6nGMRhNjGuNIexufLhSNc6vg/rC4dNvNVSbeMyG/XaZjGvRK+ekF4DK2YxKTLIZJQMThu62kY6fKDyybEJiHxrnCASGzjRkjMIuCt2x2dLMH5jfTYCaB2fFwcbfrZTKOMuUHYriogCaEzAxmrcAkhBBCCCHtYcaMwSSEEEIIIb0BBSYhhBBCCKkUCkxCCCGEEFIpFJiEEEIIIaRSKDAJIYQQQkilUGASQgghhJBKocAkhBBCCCGVQoFJCCGEEEIqhQKTEEIIIYRUCgUmIYQQQgipFApMQgghhBBSKRSYhBBCCCGkUigwCSGEEEJIpVBgEkIIIYSQSqHAJIQQQgghlUKBSQghhBBCKoUC07Drywfkka8/ZY7KU9V9snjwC3vMXvV0Kg6t0s40qJLpEk5CCCGkKigwFRBUTz75pHz0wzeZM/FAdG28bWuiYMh7nyr48Y9/LNs/94fmKB9Z4QedjEOrlEmDbjBdwkkIIYRUxawXmH/8vx6WvXv3ysc+9jFzJh4Ir8997nOyevVq2blzZ8TCl/c+VfGBD3xA9u3bl9vSmBV+0Ok4tErRNGgXSDcId7v54emVcBJCCCGdYtYLzG9/+9tadP3u/7jenIlnfHxcarWaTExMyGWXXWbONsl7n6rAczZt2iRf/epXzZl0ssIPOh2HVimaBu0A4hKCfOHChXLgW7vkt37rt+See+4JWYl7IZyEEEJIJ3nTpTeO/8LszzpgURocHBSVBuZMMnPefIUMDw/Ljvs/Ys40KXKfqln6qzW5//77M13aaeEH3YxDq+RNg3YAi+Xf/M3fyMHvfsWcEfnn/9P/LH/6p38q/+cr/8GcCehmOAkhhJBOMqstmC+88ILccMMN5igZWKnA3Llz9X+fvPexHD95yey1DqySGDOZRlb4QdE49BJ50sBl8qdvlv/tfz9qjlpjbGxM3vKWt5ijgMsvv1xbiv2xrkXDSUgcKFdf/8YPzBEhhPQmOQTmBdm39WmZs/VlmTRnwmR9XjXxz6uPqnM1s+UMy8svvyzLli0zR/GgMf+TP/kTcxQ/IzjPfVyuWFadroe4OXPmjDmKkif8IC0OsMhh88G4Tgvu6x53kqw08JmcnJTPfvazsuF9H9dC8//+r28znxTDCvckpqamzF5A0XC2i8mDh5p1xWwbD14wn5bg7Muysfa81M0haS+jo6O6DBNCSC+TrXSOviJb0HPUz8n42eBUz3H0eVm/1+yDlZdJn9lN49ChQ3LVVVeZo3gwA7her8vixYv1PjafuPvASgYBAtczhJcVaBA07/jN9zfEyavH39DHZS1qb3/727X1MYk84QdJaQER9mu/9mtagG65415zNnANQ6RZ7rvvPj1BqBtkpYHP2t9YoEX3tddeq+PwO7/zOzqfigpNWCnTQJq5FA1n9QQvZ0tGwsIXjI3US78kTj53TsbMfreBZe/WTffIr1/1Lj0s5L03D+pjd1uy/J36s27QavjsC+K9n96i/1v2j/1Q3+vt175P/6eFkxDSbTIEpuqQHj8vUpsrAzIlW/afNOe7yXzZtOtGubRrdURE7titztfVNpRtTcxrbcPEjV/+5V/W7k3sY3OJu8+Rvzgvt912m7ZWwdIA4XXNNdfozx566CH9//XXX9f/Ifww6aasZWvrJzbq/0nxyQo/SPouRBe+i2e89tpreqyh5ac//WnIpd7NmedZaRBH36+8IZ+59w4tNPv7+/UEnLJCMy9lwlkp9mWxtlxOo540tprsqanz9RPyaDUjB7rGhz/0Ltm/70syb948fbxx40Z97G7btm1rfN5pWg3fkSNH5LrrrjNHARCdsGriXva7d911l9z7md3mCkII6TzpAvPsKRlTHdJA/1oZHZ4rsveY7MtlxTRubMcFNxLbcZ2UEeeaObncbGEXuXaNDyoRrNg+mPceEhJLWfz1X/+12YsSd5/nnntO/4dweeKJJ7SIxMQOWCutsMRn4B/8/Z9p1zSuaYW0+KSFHyR9F6ISIhKCCNa697znPfo8rK+weFrRDGDlXLFihTmqnjgXvU+RPLW4QvPmm2/Wywkhzp9/8DFthW4HZcJZBZOvwXI5V/Zs81/O8NJ2texQe9uf8V8i0+qoaxE9L+vV5y252isEL3ZXXnmlFnQ+n/j4+2Tt2rXmqDuUDd9TTz0VEZg4d8cdd+h73TrwTi1S8X0sR0ZLJiGkW6QKzPr+EzImC+TuDfOl79qF2oo59lxWB4JOpx5YShwg/kIi8+jzqrN6UbabwwB0UodyitjOADEFcQX3Zl42b94sDz/8cGNCB47BxYsX9X+IySuvCMQLRAxcqVZwVk2Z8Fsw4xzC+M/+7M8aIhlY17A7aQiiqcwzANztSeCz/+5dH2r7Ej8QmrAwQmgiv/BiAItmVZOBeoG+y5FfUzIRayxfJsO+9X+a1FGfL3/lu1rA+SLNFVt9fXkG0bSHsuHD93AeAtTl2Wef1UNUXOy98RxCCOkGKQLzpIxjSN3mxQLvmSxaKgNqZ2zklXQLobV6DtccF5xvHTGud0XDrY1t9wJ1Zkq27Mw/Fqw2ZL9n77UuCG9FWDHlj3lKA1ZJjPOzbm+sLQn+6q/+Sv/HLGMLFj+HexnfaQdlwu+DMZy//du/bY5EXnrpJe2Gc++Jc/5s6rzYMMYBl761nLYbuMYxnMG+GNxyyy2ybt06vR9HVpqWFdxtY806OazedQJLP7Y0oZhQR59Y7gyXCYarnIZ3Q72IHlafH1Avo90GbmTgijS4i1999VVzJHLTTd1bKqps+GCpjLNs4hysoYQQ0kskCszJg8dkO9xpt1qLhupMboeQOy8P5XCD6UkDo1ZQetYRI0Jl89UyvCY4pTEdYCcmFOV152JSTNq1aZ/ZcVQQlnCPQ0y6wA0Ll7m/LiIm1mDDzwvCgof9pNnfdrJQUjiywg+yPodQdicAweXuL2mEc7AAIjxFwl8FWWmQBazIyAvECS5yLIqOIQBwncOymUbSWDngC+5Ww1kF+oXMvPDpl7lbmu7vkIfBeVEM1dFFq81wmTM9O2vcCjjrSoZlEOLswc8P6mMQ55p2QXktsmGSTV7Khg/fixOeP37uu3JoPFy/4kQsIYR0kgSBeVIe1eOqwh2QHes4Nn4q2cKoOqC7A4+w6oRebH43Zobqjuujk3Fq1wfWyHaDX1eB29dfSsYH1jVMdEki7T4Ylwi+973v6UH3d999tz6GSxxjCn/yk5/Eun7xazD4Dq6DBQ9CJWn2NyyHeH7Sr+9khR/kTQuLPxMacbFWWfwaUJHwV0FWGiRhhSVc4filI1iS4SKH4M9rUYZ1FRZeFwwpwPhUO6nHUjac1WNe+Bqb8TAMOmMoz1zUM8P1i6Ktw2YLxlxOyUSPusnhFobwxxhEzKr23cd5OHDgQKHNCro8lAkfLJwQi1nCGMCVjvDYcZmEENIN4gXm0TPeuCuPjNmm2kqiXWkO6jtLemytPMys9peS8YFlLsvilHQfLIMDnn/+ef0LLv/Df79GCwxYLSE+IS6ThAw6IPyGNcCM7STw3DQrRZ7wg7S0gEUPwhGWGlgkcS1EJiyUEJfnzp2Tf/tv/qW+Fj+ZCJLCj1nauIe7ocN1j/NM6HHJSgMfCMtP/ct/o4UlJmSVEZYWxBHPRrgB0gRpEzervmg4OwcEZzCTPPXlcRpgxzfCOgjLHrYHHnigsAvZfjfv5lof0ygbPoyzzBsHzCjH/bs5DIAQQmIEph17FYypalo5zGaEY3S2qcei1XLA+Z52fct5GXeEadw96s8EVtJOgDFy+Em/JOwEGVjk0ki6D8QEfpca4uW3r//H+hyEx6OPPqqtW0liBtY+uGutpQuzuSHcrIvVBeLNClmfvOEHaWmx57EHdTwABBWskqf+sq4n+UAou0sfQWimhR9LMuFZ7gYLp3tsLb95SUuDONDBQ+xhDUz8xGMZYWlBHH/059/R4YbIRFiQNv6wB1A0nNViZoMnrnU5X1asVP/qF0WPiF08T9fz0PjL0HaDbFqEC3sLCDHgjlWENc+6o7tNmfDB/Y7xmViGKIsb+rdoIQqXOWaUE0JIt4j+Fjlmjg6e12OvkgbsY2mg9Xvnyp4n0MmYWeOyXE5jbcqE7+PXQ5aMKLHifqcedGCNMV7mu3qdvph1LgO85+GU+V7oXjn5x6t+W37/938/5M6EBQ0i5z//5/8c+5vSccTdpyz4zWq7biWshn/wB3+gLaAIiyvmYA2E8Ltw/i/MmYAy4QdVxSFv+C1YaB4iLQncA27EuN9JT0qDXqMXwhnUW7UTV78idc/WUVvPzXWN83gBDSbUhet2cFW3wCLjEHGtpjPKXBEg6vIIujLh+/BHP6sFpj/O0geLtAMsU6T/m3GhFJqEkG4QsWAGFsRgaaIkgnGSCQuvr1kVuNq8sVt63FZtofTrDshOGHJntKoNHZxix+1J4rJ64P71f4EGrmuMo4PrN+8M5rj7lAWTamARA7D+wcKHySd+WCDYsHajT5nwg6rikDf8eYBYRlxAnPs8KQ16jV4IZ23ITO7Rw1Wceteoe+4ambaOeuOwa8GL4cDwKm+1huC6bq+DWcSVnAasikU2dwZ4GmXCB4t73Oxxl09sNaLSiEuAiUN5w0UIIVUTtmDiN4VvOSFjm6/O+DUc14qxSiZ8i2Ljc30QEHdP+zxzGLjls5YZqtaCCSBc4MK14wix7uKv/Mqv6P04i1sS/n3KgoXNXSsijjGm0XW7wsIC0fIff/ANc6ZJ2fCDKuKQJ/wuWRbMJNLSoJfotXAGFkdvQleS1yBSRz2vgwbud7NeZqr3ob1YS7f9dZxeo0z4MMMcEwTjrPcWTAB67LHHIm52iEv8sg8tmISQbhB1kc9S8DvbGDeYJILyUtV9soAQLCoe89KpOFhglSwjaNuZBlUyXcI5XbHL/EBQwZpo14XE/1bWf62KVsIHyyS+970nk3/2cf6C32j8iIMLxoCfPpF/+SRCCKkSCkxCCOlRsIwRLJ69IJQJIaQIiQutE0II6R5wqWP8ZRVjSgkhpNNQYBJCSA8CdzrGVXIMJSFkOkKBSQghPUhVM+IJIaQbUGASQkgPAnGZ9xeCCCGk1+AkH0IIIYQQUim0YBJCCCGEkEqhwCSEEEIIIZVCgUkIIYQQQiqFApMQQgghhFQKBSYhhBBCCKkUCkxCCCGEEFIpFJiEEEIIIaRSKDAJIYQQQkilUGASQgghhJBKocAkhBBCCCGVQoFJCCGEEEIqhQKTEEIIIYRUCgUmIYQQQgipFApMQgghhBBSKRSYhBBCCCGkUjIF5uTBQzKn9nRo23jwgvnU4+zLsrH2vNTNocgF2bdVfWfryzJpzvQOvRw2QgghhJDpS4rAPCkjSkwuGZkyx03GRupKaLpCMmDyuXMyZvYJIYQQQsjsJEFgwrr3omzHbm25nK7fKJcaW0321PDBeVk/ra1/82XTLhWfXaulz5whhBBCCCGtEyswJw8ekS11kYHhWowAC4TZ6eG5IvUTMqTd5YG7ObB2KuEZ60YPLKLpbvbwNVErqXFrj550XPf/Xn5T/R85ai5xqB+MEcBHn1ffOST7zsa5yM05Jwxx980OJyGEEELI7CVGYF6Q8XEIxQVy94b5wakY+jaslB3q/9j4qRxWzIvyqLWIGuBmD4k3LfzC1wRiFWLQHFqOHZMh67qv/YrcURPZ/szJ4Nhy9mV5aOScjHvfrT9zXmTzStm0yJxoAHFZ18LaZfugJzKLhJMQQgghZBYSKzAnILI2LxbtCU9kmfRvVv/qF2XCtWoqYXq4fqMccMVp/bwSZI6rffcCfbopCpW4e1wJP8WO3dYVr7YnlsuATMmW/Z54rCtxCesqrtm1Rv757ep+e8+ErIjBeNApGXvOtZSelPG96hnXLzPHDmdPyZi6gbba2ufXr9YiunQ4CSGEEEJmISmTfKpEiU7X1b5msRZuDRxxN7zGnAOLVssoRKsnHiPWVX2/8zLesDTCCiuyZ3hByMI6efCYbK8tlzvdZ3joCUyjViguk2EIyCEjSAuHkxBCCCFk9tEZgVmbJyvMbsB8WQHz6LHXA/F35qKefR7MTnfHNtpxnVMy4bqfI/dbJncqgbf9cTOeEkJQFkr/BiU869ZNHrj+B/qXxk/qUSLxblhkwd4Xm2Fwx2gWDSchhBBCyCwkRmAa8ZdpjQvczVGx1x36rl0oA0ZMavf4ysuUkIQb37jJtfUxfVxpbci6ux3qJ2QJJ/EQQgghhOQmVmD292Ms5Xl5KGlBdYV2N6v/iRbBIiyep0VdaFxjaLshZlKOh7ZAQky+LI+OTDXGWdauD9zkdYjOzHGlCnWfA86zD2urpnG/VxFOQgghhJAZTqyLvG/DWr3WpXYFR9a6DJby0S7h2nIZjVgES7iJFy2VAfW87YP+TGy7bFA+C6IWkyMnlPBdIP12jCTGZ9ZPyPoRkT23xkzusejZ4dHlk1ZcAbE9V1YsVv8qCichhBBCyEwmYQwmZoUHM6gDF7E73tAu5eNN3GkwJVtuSfk5yVjU8zAT3HzXf9bA8KpsyyNYsypYBD5kqTSz3WsLpT/Numi+64+vDIS0/W5F4SSEEEIImcGkTPIJZlAHSw+FCZbyWRcRU3ZtTJBvfUyHNeui4x8VcEeHljxKJXDv+8sQwbK54/asX+yBqLa/UuSw+erwYvOVhJMQQgghZObypktvHP+F2SeEEEIIIaRlUiyYhBBCCCGEFIcCkxBCCCGEVAoFJiGEEEIIqRQKTEIIIYQQUikUmIQQQgghpFIoMAkhhBBCSKVQYBJCCCGEkEqhwCSEEEIIIZVCgUlIl/jyV74rX//GD8xRb/PgF/aYPUIIISSbVIE5efCQ83vbwVbsN8Y9zr4sG2vPi/4pc0JmMBCOt266J1GYQVweOHBAPvyhd5kzvc2RI0fk3s/sNkftB+k2XcR3q8ymuBJCZg8JAvOC7Nv6tCwZmTLHTcZG6jJn68vFfmfcMPncORkz+4QUwQq2X7/qXTLnzVfIe28e1MfutmT5O/Vn3Qbi8b777pMrr7xSdu7cGREP+8d+KI899pgMDQ2ZM73Pxo0btSButxCy+Yz0g6idycymuBJCZh/xAvPoK7IFZsbacjldv1EuNbaa7Kmp8/UT8uhRfSUhHQGWvv37viTz5s3TxxA8OHa3bdu2NT7vJk899ZRcd911Mjk5GRseCLW1a9fKrQPvNGd6H4QVaT46OmrOtAfkM9IG2P8zldkUV0LI7CNWYE6+BsvlXNmzbbX0BacM82XTrqtlh9rb/szJ4FSDkzIScqe7rnDXInpe1rfqaiezFog2WAbjXMuf+Pj7eqKjhsBEGL/+yGfl9IkfhsIKq5W2BKrPphsPfn5Qp3+7rZh4BojL45nGbIorIWR2ESsw+y6fq/5OycSZ4DjMMhmGNXNomTlWHH1eCcoXZbs5DICQPCT7zppDQloErmd0yL6IdAVPX1/4lajTwP0NkiypcIXCujldQdghkNvJdE+jIsymuBJCZhfxLvI16+TwZpHtg9YamSYUL8i+x8/rvR27HXf6E8tlQInULfth6YTl80Y5PQzhukAOq88PbJivv1OET2z9knz4o59tdOIzGcQVmw9ElgWTA9zjmY4dp+aKSEw8efXVV82RyE033WT2Og/yA9ZLS9wEH8QB1s04pkOeQzhbq1u7QBrhJQJ5O9Pr+2yKKyFkdvGmS28c/4XZjwFub98yGQjJ4TXmADPDbzkhMlyLiEbMQl8yMlcJynWCoZv+cV7QqWKyBCZFoDHGBAl05A888IDc++kt5qruESck0oDASBt/hwksEEqwFFlXK8CEAMT7wvm/0MeY0IL0+PFzs0Nkvv3a9+kO+Vvf+pZOP1guMSawSPyrzisX5A/Cd/HixYZVCmNDXZBnceV2uuQ5xO0nP/lJUe2GOVMtyB9MekEcMeYTghbHDz/8cNfdyFWXnV6OKyGEtEqGwPRpCs4BKyjhHh8MLJjxzJU9T9wgmxaVE5i2Q4O4/PKue/Q5vO1DcH7ta1/riYYYwqcIEBIYzxYHRNOzzz6rBQZmTKPzsSLlhv4tuhP63pPBcjGwduHa2SIwMUsc4g0dN4AlDdbMIvGvMq/iwP0RPl9YAluWfYE53fIcIhciCGNeqwbxwwukK7LwvDvuuKPr41arLju9HFdCCGmVhGWKksD4y2Am+dj4qVJLFRUFFip0sO44JbhE0Ym3U1zGuSqTQGdfZEvrdBA3xBViBPvopABcZxAWEB8WpIEVW+2gSBq0G6QHBCXSxqYjhFrR+Lv5kGcrIi4BBHASSZ9NxzxPi2crwAKMtPDrdrue1616DjodV0II6SQxAtPMBk9c63K+rFip/tUvygQOF8+TAfUvNP4ytAXWyzKgg7UdrutqQqeLhrkV4HqMA+dhNWr3cixJoFNCh4M4wjpnOx+kA4DYtqAjcsVHUXo1DeJAegA3vraD7hVseS2aJ8zzJkgDN752Apd7rgi9HN+q40oIIb1EjMBcJv2b1b/6CVkSJzKPPi/r96r/tXmyAseLlspADROC/IlAwdJE4eWKwJRM5JxZHtfBAliyWrXi2Hv7wDVpLUh5wViqIluegfzofNxwILxIB9e1as+Vpco0aDcQVoiraxXCkImibtq4/Ejb8uSVxaZn2XHBsz3PbVq7Lw1IE1C2vlcZ37jykballZ12xJUQQnqJWBd5bShY61KLzMa6lmbT4y3dNTLny6bbF6j/U7LlFvfaul6sfWB4lTfeMriuyDqYboNrf65OW3o++ln91o/GGpMksOFzWCewj0a+E8CSVmRL6vRcfBFt3cMuOAeB1e34dwJ0vlV0vHH5kbblySsLrk8LY1b4i+Q56Ea+W2FURV74IG7AfWmwaQqRPZPqea/HlRBCWiVhDGaw1mWwrJCH/nUfz+29Zp1ZligM3ObuzPK+DSsD4arIM4bTXY4GoNG1s2zhRkQjjf84h44Ys23RqMM6ASsPGuxOgOcV2cpYuPy4YOyY7eQ7HX90eJiMgP+dAJ0qLJhViBo/L7K2InmFtE+zLmKYB8p03jF2aXkOulHucW/EIe/M+iK4whkgvnie/UnNmVTPez2uhBDSKqmTfPo23BAdU7nL/3Ufw6LVcsC7trGUUQOzSDu2pPs4QDzCjYVGFmIG46XQAKODRoNsO3MrRHGM5T6AtRAAWDlhAXA3fO4e4369BGaSopOBuEL40Nmgc0E6IKwIv51VnxV/UGUa2HsjX9qJDTPSAaCjxXGvWnHyiGDkI+IRR5E8B90o9wi7fW47QDwwsxrhQlpgIpcVYzOtnrcSV0II6XVSBWYvgOVZ0PGioT00vkc3wFjWAx053uoBOl10xOiQrWUFjTEaaVgI8F1MjHA3/1wV1rEqwTIl+G1tgA4GccXPDiLcbtxBVvxBlWmAsGEdxHanGV4wEE/MyMXz8B/HZSzA7QbpDPGFPEgD6ZwkzIvkOehGucf9s+LYCogj4o44IO5uXs+0et5KXAkhpNcpuA5m74I1EtEYo9GGBQjWTlgE0Jn7HTPAmnYQLHHg+1jwuF2LSbeDovEHraQBrEUYFznb1+uD9QmiBeISaf2Tl7J/pxtrXcISb61VrdDJco88xzqedtH3bjCb6nmZOk0IIb1Cz1sw84K3e1go7D4sF3A/FZ0pCsFgZ3P2mkstjariD/KkATo5dH6zHXT6SCuked60htUKeVMFnSz3yHOEvZt0Mr7dpqq4EkJIN5gxFkwsUu1ahHCMBtmuKeiTZtmYjhSNPyibBnZBcLjxZjtYSxFuS1DEqgRRg++1moadKvewoEFgYphKN+lUfHuBonElhJBeYsYIzKLAYjHbBRLToLtgmS1YgTspGMrmOQTxdHTLsowTQkh3mLUCkxBCCCGEtIcZMwaTEEIIIYT0BhSYhBBCCCGkUigwCSGEEEJIpVBgEkIIIYSQSqHAJIQQQgghlUKBSQghhBBCKoUCkxBCCCGEVAoFJiGEEEIIqRQKTEIIIYQQUikUmIQQQgghpFIoMAkhhBBCSKVQYBJCCCGEkEqhwCSEEEIIIZVCgUkIIYQQQiqFApMQQgghhFQKBSYhhBBCCKkUCkxCCJkGPPiFPfKHf/S0OSKEkN6GApMQMuP5X/7gOzI49KDcuukeLdQs935mt9nrLH956hc6TL/97tsbG47t+ThGR0fl3Llz5ogQQnobCkxCyIwFAnLJ8nfK4cOH9fHatWvlyJEjsq72AS3kINo6DcKEcPzSL/2SPPbYY/Ifvv+4PPTQQ7Jnzx5ZsWKFfPe73zVXNrGi+N5Pb9H/LfvHfijvvXlQxwf/aeEkhPQKb7r0xvFfmH1CCJkRQGg98sgj8tOf/lQ++clPyv/n999vPgmAYLvvvvvkV3/1V2XiP/8nc7b9QAgiTP/xP/5H+dWlbzJnA2C9hMB84IEHIkISllewf9+X9H+AODz11FPywQ9+UN761rfKgQMH9LZt2zZ58POD5ipCCOkOtGAavvyV78rXv/EDc1Sequ6Thevm6xSdilsVdCN9yjBdwjmdgFXvwQcf1ELuX/2rfxURlwACDuLyxhtvNGfaDyyXP/rRj7TV0heXAOfe8Y53yNVXX23ONIGQXL9+vTkKsOLyI793o9w68E4tPvH9nTt30pJJCOk6FJgKCCe8+X/4Q+8yZ+KBuPLHcLnkvU8VwM1X5fixXopbFVSdPu1iuoRzOgG391/+5V/Kvffeq4VXEuvWrdOCrBPAOgnh90/+yT+Rf7J+hTkb5d3vfrd2n7vAlf+2t70tIpSfffZZuf/++81RgI0Px2oSQrpNDoF5QfZtfVrmbH1ZJs2ZMFmfV0388+qj6lzNbAXCAmsHLApDQ0PmTDwQWHCpXXnllbqj8C15ee9TFRs3btSCrwqLYq/FrQqqTJ+yIN0g2u0WF5ZeCKfL5MFDzXpkto0HL5hPS3D2ZdlYe17q5rDdQKxDeCFdYdnLIs81VfDVr35V/9+0aZP+nwRc27518+mnn9Zi2AdiEnWWEEJ6kWyBefQV2YLeoX5Oxs8Gp3qOo8/L+r1mH6y8TPrMbhbo3GExSLN0ALijrrvuOpmcnJR58+aZs03y3qcq8Bx0olVMUui1uFVBlelTBojLu+66S/r6+rTrEumLsYC+hbjb4WwSvLgtGZkyx03GRuqlXyAnnzsnY2a/E/zxH/+x/u9bAeNwxzMmgfwqsiHf4/j+97+v/5exmMLKDcumz/P1b8uh8XB5ggseLFy4UP8nhJBukTHJB51OXbbIXBmoT8nY5qvl0tAy85nFXrNcTu9anVvYVYoSmHMGz8uO3TfK8BpzLgewGkEEqDQwZ5KZ8+YrEgfPF7lP1WCGLCYFtOK67tW4VUHe9IEwuHjxYmVDAGCxxP2+92TT/f2JrV/SYv4nL0WtlVXkY0uYOiQ1vx6b+q1eMovWLwCL6JKRuXK4vk5q5lw7QVnGS9KF839hzrQGJuUUAUIwrh4hXMCvR//p8IQWxa+88oo5E9zDTvKBRRbiFGIyC7jS/8W/+Bfy0Y9+VHaP3mvOEkJId0i3YJ49JWOqYxnoXyujw3NF9h6TfbmsmMaN7bjZRo6aj0KclBHnmjm5XGnm3saiol3j6BgV2wfz3iMAlgFYlrKwVok46x7Ie592gOfCwliWXo5bFeRNH8QTFkYs9ZJkhSoCnumnKayZr776qrZ0+bSaj60y+Rosl3Nlzzb/JXG+bNp1texQe9ufORmcapBWf4N6GlhEz8t69XlLrvYc2IktSeXVroPpblmTYSDsimxFZ29jPCbEIF5G/tN/+k96uSJ3Bjnc/ZhZnoeHH35Yx72/v9+cIYSQ7pEqMOv7T8iYLJC7N8yXvmsXyoBMydhzWZ1E0+LhAvEXEpmwmNRelO3mMAAd0aGcIrZ1ICqyxjBBDMDqZIkTB1n3geUKmw/GPlpwX/c4LxAxcG2XodW4tTNeVZE3fSAMvva1r+nrrdAsOy4yS6BCTPi0ko9V0He5eoFU9XviTHAcZpkM128Mey96oP762IktvrC3LF++XLvOIeSxoVxjeZ9OgBnrAJN94oBrG+7zt/+/f8WcCcoRXkgwhCKLG/q3yOrVq7XLfDoNZSGEzFxSBOZJGce4xs2LA9fWoqUyoHbGRl5JtxBaq+dwTS6hU9KbbwFRIvTxwOoIt1vjut0L1Jkp2bIz/3iv2pD9nr1XflccrANZAhMCC9fB+oR9bD5p94FQwWf43oc/+llzNnChYmKNBfuYSFMUdJhxYcpDK3Frd7yqokj6oGPGuDxYgpAmCDs67qICGaIgjbjPW8nHSlizTg5vtl4AbGlCMaH+PrFcv4Ru2Y96DsvnjXIang/1knpYfX5Avai2E3/tSB98bq+BpQ8vFVliDC9IRbakl4vf/d3f1f//9E//VP93+fH/96f6vz/Ocnx8XNexrDCizqG82uEYCEMVVnhCCGmFRIE5efCYbIfL7FZrtVAdxu0QcufloRyuLj0xYNQKSs8CYkSobL46PKbLdHKdmFCUVzRAcMAigg4J+/7EgLT7wAKGhv8TH3+ftk65liscu668sjO0cW9QxkpYNm6diFdVlEkfdOhff+SzWmhC+GFm/duvfV+pNM5LK/lYFfplzbwM6he9W5ru75D3wXmJDNXfRavNUJozHZs17oNyiZeiJOySULguD/bFK++W9HLxsY99TFtLP/3pT0esmNaL4LvCT5w4IVdddZU5igduf+DWXQjTrJccQghpNwkC86Q8qsdOhTsZO9ZxbPxUsoVRdTJ3QySCvS82vxszC3XH9f6EIdXJXR9YI9tNnJsyibRr0z5DIw+xBdGA/Ztuukmfh3UBnSDEiwWWijhLYV6KxMelTNw6Ga8s4lz0cZRJHwjNL++6R06f+KGOI4QmLJqwVLWLsvlYHeZlsLEZ78OgM4byzEU9M1y/RNr6bbZgzOWUTHTJTY4XGrzkWOHlgvJpZ5nnLZP2xSvvlmRFxdJDEKCoG9ggdFGOYH38zne+I//6X/9rec973mOuDsaTQnimTdbBPZ588km9j/vYDe72dtY5QgjJQ7zAPHrGG1vlUT8hj8ZO2gnQlhDtLnNQ31nSwfXwqgKdEkSUK5ryAhccZgVbN7SdIYz7AXesGIRFmWe0Qtm4dTJe6DDjwHmIvU4t74M4YywcRII7bnXmA8FZkz0YHpP2YtkjQOBhNv6+fft0GXGFHMoKFl9H+UR+dhqITPzuOMoQfkEIv8zzxS9+UU8OwiLq7vqXEIn2xS0JxAdi2o4ptdupU6cy3eqEENJuYgSmHV8VjJtqWjLMZoRjdEapx6LVcsD5nnZ9y3kZd4Rp3D3qzwRW0l7Biqas8V1pQIi5nQXuiU7Ovac910lajVsn4mXD6ANrUVYHXBWwks5f8BtaGEC8+GsP+mSlZ6dfJLIxs8ET17qcLytWqn/1izKBw8XzdBsQGn8Z2m6QTYtwYXdA+mOZIqQzyg/yDWIO+YaF1atawqgsEJKYPY7NX1TdAoHpDjWJA/HAskf+Bos7IYR0m6jANAurDwyvip8sY13gSUsW6dml0SVJVlyBwf5zZcVi9c9MGIIL3Z9ZrhdMry2U/jZ3UHldSOic0q7Ncx9YGdzr/HGKAOcwDg9WRUygwQbrCywv2E9yy+J6UMYl1mrcisQLFI1bFZRNH3wPk5cgLBEHrBMKgWLjkkWaqI77rJV8bJ1l0q/HPp+QJXEis1Ev54keJWjq7/ZBfyJQsDRRdKmw7rjMITSt6zru98h7FdQHWCG7UxYIIaQaIgIzsCAGSxMlEYyTtLNFPdasCtxp3vgsPTarIRzthCF31qrazBjPHbe3f8F2uJDg3s0a85Zlgct7HxcIOxdYyGxnAhcXRBrcsHg2Okc83/+OBefx/DIusarjlhYvUDRuVVA0fTCBCcIXi8sj3pjog3AWtfLCugoLrwuOYVWLE6mt5GMV1IbM5B49lMWpk4166a6RaeuvN0a7FixPFn05Da5r9zqYMwWUBdSTbpUFQgipgrDAPPuyPOQuTZSEEZHxs0WxPEkwZisEfgXI/YWQNeui4zSNW77or4WUBY04hE4aEBlZloSs+9xxxx1aXNmxYLgenQiseBBhsJBhMgmAyAAQXnb9O3yeBJ5rv1OUVuNWJF4gK25W3LkbPnePcd8i5E0fWBBxf6yBCeB+hLAs+8s6iJ8WjOqeAGmCtEmaVd9KPlZDMLknWFbIA7/u47u9Y+tv4DZ3lyPq27DSzEqfHmM4ewG8iNB6SQiZ7mT8VOTMBsIIM4OTxmRBdNx2223aipXmGs26D8C9ICLQcVjLBL4HseXfG6IE4s+ua/frV71LW8Qg4HyrBia6wCrmCrk8VBW3IvECaXEDvpjFGpoQshb3vngO1qrEuLMk8qYPBCCeDWFYpeUIYbTWybQwlM1HMvNAWcga50sIIb3OrBaYAAIHViVXDFnXLgQH3Llxvx3tE3efsuB3qSG4YEGDQMFsUUwuQVhwzgKLHyxuacLWZ7rEzYL1J3/8XPzakFkCs0z6dIPpEk5CCCEkL/HLFM0iYLHyf2kGogduKrhn885UjrtPWfBcWLPsPqx2uLcfFogy62rOy3SJWxYQynaMY5LrvEz6dIPpEk5CCCEkL7PeggkgUFwXJlxUdjxcnFUtCf8+ZcEC5q61EMcQYu54QFjvIEyKutKmQ9xc0iyYaZRNn04zXcJJCCGEFIEC04AlaeC6LTupw1LVfbKA4CsiEKugU3FzgWWyjKjtRvqUYbqEkxBCCCkCBSYhhBBCCKmUWT8GkxBCCCGEVAsFJiGEEEIIqRQKTEIIIYQQUikUmIQQQgghpFIoMAkhhBBCSKVQYBJCCCGEkEqhwCSEEEIIIZVCgUkIIYQQQiqFApMQQgghhFQKBSYhhBBCCKkUCkxCCCGEEFIpFJiEEEIIIaRSKDAJIYQQQkilUGASQgghhJBKocAkhBBCCCGV8qZLbxz/hdlv8MrIB+TQ58xBEh/4uAz88T+Vt5nD6UojrjMkPoQQQggh3YYWTEIIIYQQUikUmIQQQgghpFLSXeR53Man/r18a8VX5HXs3/+gfGR4lT7ddLO/Xa6aGJb1S/Vp+dm/G5GxD/44ODBc9s1H5bZ/9svm6BX5kzffK6fVHs6/W/7Auf5mueGN22WVc43Gea7//WtevdNx94fDAhLj6sZLY5/t8OePyx9e/6TeXfLMt+V3flPvEkIIIYTMalq3YC79p3LN/Wb/cwfk8Cn1XwkvK+ou++bvp4pL8PoH75Rv/bu/NkdNcD58/ZNy6HdH5FuuuASfuzfx+01xCX4sL634gPzJn5vDJCAcQ+ISqGe/eSSIHyGEEEIISSRdYH77KzL25g/IH8ZsrkhbNfygLNF7SsDd87j8ycOBVQ9WwXc7lskfGrEIa99H3sD2qFz1AX1KXv/uj+Rnwa4DLI7BtTdYEfvtH8vrsDbq79vnqu+/+n+ZvTDNZzWvPf3wv495luUV+RNjldSW0VA4Vfwee0V/RAghhBBC4qloDOYq+Z1nbg52v/2knP42dpQ4/JLrXlfXaLFmXMmwEr75TnlJX5vA/Rsb1s9V7zL3Vyz5pL3vKrnSCs+/OBkVjUogNt3Wbhh/KP+/JEvkn//QWEdV+O+wDvFflvWfNN/93A+VBDX85u1GgNI9TgghhBBiqW6SjxJbDSujwnWNN9Ci0lhBrZUwhcuu/Edmz+Xt8svLzG4Gke8vWyaX6Z0fy1+f1DsRfnbcfhC406PhPSk/pZucEEIIISSRdIHZcEVHt6jF7hV51RnvGHF5Y9KMIyoD13XTRU4IIYQQQmYGlVkwf/bvDoQn3nz7K/J9d+LNyZNm0gxmY3fGpRwZl9kIQ7IV9G1X2A+a4z/DW3gWOiGEEEIICVN6ks8fujOqT/17+b6ZwIOlgayr/PUP/kHMrOsn5VU7QejPn0gfg9kqn7vXmYzkTN75wDvl/5UkEn/znc0JS86EHixnpOP9u84EIcflnzkznRBCCCFkllCBBfOv5fA9dkmfm+Waf/bL3qxyI8gawk3k9PVGrOUYh9kqjWc5Sxs1JwnFsUre+c23B7tKoFoBaZc7Sv8uIYQQQghpWWD+7N/9QcMKueQZuxC5I9IarvJV8jsTHzeTbAJg7fxInpndJcH9B2w4NIHbO8s9/7Z/Niwf8cKa97uEEEIIIbOd2F/ymd6Ef8mn+QtBhBBCCCGkE1Q2yYcQQgghhBBAgUkIIYQQQiqFApMQQgghhFTKDByDSQghhBBCugktmIQQQgghpFIoMAkhhBBCSKVQYBJCCCGEkErhGMyK2T/2Q3n22WdlcnJSbrrpJvnwh95lPiGEEEIImR3Qglkxn/zkJ+XKK6+U6667Tu677z75xNYvmU8IIYQQQmYHFJht4OLFi/KJj79P+vr6tDWTEEIIIWQ2kSIw58u+rb8qc2rhbePB+ebzctRHzb22/iOZNOe6Ddza7715UN5+7fv0/69/4wfmk+KcPvFDuffTW/Q94SaHJbOTlInLl7/yXX0t/gPcA5bXez+zWx/3Er0WVjz/1k33NLZWyo7IBVXnnlb1w2yjJ835dhI8c+SoOVRMHjyknn9I9p01J2YSZ1+WjbXnpW4O83FSRtqYH/XRp1W7esEcKY4+r/PfzZP2Ysrd1peLt8ml0rNTlIiXSftgS4iXjnOx+hHUKXvfaJhQBhqfFShnwfc6lf62fcrxvMrLsF8H4+qk337+HxXX2xLtgC4rTphits7V83Ta0e7HC8yz/0glyj+ULTGlaGzkH6oEfps5mv48+IU9Mjo6Khs3bpRt27bJvHnz5K677mpJsEBo7Ny5U9auXStf3nWPOdt+ysYFFtennnpKu/fnvPkKue222+TIkSM6/L1GL4UV4hLpC0v1/n1f0i8TCBfyoQyTB4+E6tzAFa29zOXi7CkZ60zv1BNMPndOxsx+b3BSxvea3WlI76Vnu1Ei45YTheKMjnvJyJQ5MtRPyJKeFeZZnJf1aWGHuBw8bw46R7T9nGv2epvtg70jMqsmVmDW978lvQLtnTdjEgRi5Y477tCTcW4deKcWChArEIhlrVG4x4+f+668+uqrckP/FnO2/bQSF0xIeuCBB/T28MMPy6HxPfoevUivhPXAgQNaVNqXCAyLQPo/9thj+rgcc2XPEzfKpfqNcmBDBwQmycEyGVb5cWlomTmeacyXTbtU/Hatlj5zZrazYzfq4DqpmWONtka9KNvNYT5OyqNaXC6QwyhDZju8GZ+dl4eM5bo2hPNXyw591OPU5sqACvt4ggaoP3NeBtQ17SWpTrrt55U9U2+D8hSz7V6gP9/+eAnvwTQgRmDOl4ljZrf2N3K6/pcqIcz2xN+oghWw/ZmoFbPh/rZbDjd4ssv8bTJi7hMSs9q6ar6jtyUtvQVijCQm47hYaxhc3EWAiHMn9eA+nRyD2UpcYO2Eax8bhFIv0ythhcBEWFxgzcSLRTErZuDaCawcU7LllqfDLjTfzRJx+QWuG7hZm662bOuIdokYawzeouNciSHXXYKrMXSN2oq/fBrX1uhJ46bBfVxXjXFNNbakuKVd56YxLDCeWzoV3zXWPPZdn4Xirt2IgWAZG6l74Q0I3z8+3n4Y8sfLYtK/kb/Occhl7N47Kz2z8iw+z//tH2M/Lp5+Hii8sGErHvd86DCirtSWy+HhAuLp6Bmdvzt2h8VqbSgQk2PHqwpvOL1D5TDFXa3rbkK9TmahDCiBvP2ZOFcxLPJKgPYnpFFmWxYQKtOx17jlwS2LbvsZU2ZAZWGogDXrzMtGlHztqlfPVDjrOtzNOhTEI+r6Tjofxru/eUbetEif5FN/izzqRmrR/yUHrNgc+pk5CQIxuN539ajvL6ldnhqB2vV/G+zU3yzj7nVH/755U/xb6V+jd9S5JaqS+9bVv6cat/RnpAEBhlnfeYB4/PBHP6tdo3HHsCBCdFjgzoXg6BRF4tIKWekwG8iKK/K+ChodmznWJLnXxo806+DmxWHrSwkm9h8K12k8N9RYB42PX+8hVkt19MeOyZDuJBS1hdK/SP13RFgTCBqvYcx7XZXsfTHi+tw+WOHznnneu7+KT6hxdzvWJlqs+p1qGZDfnqsT984U0UXywsvz9/9TJV7UtRHrmBVq1wfWKF0vYtywCF97RKaxjO1aLSvMmVwoAQFL1bDtwzyqGQYzJQ9tDad3qA6uWazFbFQQBsMzBvqXFrZc91+/QJX/M9E2CPmEunu5OXbI25ZBWIXKtG53zpiD1uiFMIRQdSWim/K2q3EWdRXO9V57UJokiz3SIqfIjBGYF2TT7Ub0KbYPOtbChLGX9dF5JhCXVCW0Fs+Lxtw/R7bsTLFkrvmvjevGnrOVbb7se/zvBbub/6vpKJWIHbTnLppn/JXs0R+qZ+wvNy4Urmy4WF0wpg9YcQgxgYklEG84ByuhPca1cEEDjH2EyIPgwgZLFs51ijxxSQIWTjtRBW59/PdFVN50aDd5whoHrIpFtrR7Im/TyPo8TOCiPK0tI82OrE81NIF7ren2wRZcpzpsT0SM1aearpgcbqG+DTfIpSeWa6+E/l7IRTol21UD13yucd85ncrkwWNBvd98dSNsl+o1XSfHRl6Jdj5ZqPDLcC24jw6LElCPByIi5GLSbqUp1a7YRi7PdW4aB+7KKoYgDNjwqi2495Rqx3IKHC0+gnQN7hO2cm3fe96JT5CuUj/XfBE/+kow5qy2XE6bMGDTFpG9x6oRum7eWneeFipJ6ZmQF7qcqbzY74kcP88XLZUBFU/fZQi3K54TGBsuyPg46kXY7WzLcnVWwSZ9G9bJJrzwVERQd+bKwLXVCMwxccqATYdGHVwm/bpMeIJQi/aSYdCi1X8RCPI+XrDmbMuUqHlICys3b1UdUXUhInQaJLWfPvFhCMp1c7hCuTCkoz1ErhXQbuYlacftzfDmbVfr+wOhHG2DqsGOrw7V40Y7dFEm9FXpxFsw15xWAb1kDhz2zlOJooRmyJ39tsYg9YHhnzuV8GcyvDvBOhniZ0HhV4yNzw3ue3ZuY+LBjuuNpbRh0VQi9lZrPXXE8N6/X7xDiwGzkyGW7FhGAKskxv3BHfvg5we1eIDAsksR4TOAcYDfe3J3Q4D95KUfdHSSj09cXNLAmE1sEKlwt7vWWJA3HTpBVljjwDVFNivOu4ax2gwMrw11bn0b1gaV3O8wlNC4M8FSUoYdu29wnms6qQamk4e4CYlZ1dhvQweXPEYrmQVytyv67AQk1dCGLEDWrWTFVt7rqkbFfdQJb9+1sL5VBzqOZnzmS7/ndrSi67DXmQbu1wJCNxF1bzdvjSUsFZMX4bArFq2WUXR+EauXl+c2nqE8MxOhGlb5QFA0Bblx4/mWqV7laGCZ9ut1eZRg2uaUAZXWB4xosnWwdmu0TuryYz0FhQnag5BVVOd9gmDN25aduWhEjfuytUyGjWhuCWsFD7VrCtNOjI2fCvRHO8MQIRCxzbqSt101dcJvg2x6VoA2QDhhC1z29djJ30kkusj7Nrymbv6XSt03rZkN4Pq21syzf1deCPbkmsu9Bm3xfzMZMkcmUqzLtVvN2E4jRCefe7NpKJru8cnX/k6wA2vlLY5V1Vo15e/IRAWdCGZhY+KGK5Ywzs6O9bMzsu3nEJQQWy64FuMDs4CFLM5ylrQVJS4ucSCsvuUT34HIcicHFU0HS5XxzBvWOGDhLbIlxaezxDXYUbGhWXlZzFt7WebKisVm17BCz8qcMvXsgkygodHuJeeN3OnoX3itoMCpzYt1P1q3qEsNLjqPvNdVhp/eiy6Ta9S/qixo11wezve+y03667ZUpb8eKw/Xs5f+xq3Vcjgi+TFfVqDzOvZ6yLoYwnTO2k3vhStwOdryY4jJ80CoOwLZCgM3f0Pj6Dw3Xlr4ug2GD8BqpV6GKpvEFycSF8/TfWqjDkYsw+Xd4xZdt1yPBixeqYI1uy2bfC2wMPptj61brRDcO96aqN3RxirXjjCErYDGG6SeseeJsNcid7t69nWtu6L5l9A3lCIYghNKowZePU4gfQwmWHM6EJohl7SiIouhZpF6m9P3hZv8bUrBm2A13OOdAe5WWB8hYNxZyV9/5LNmL3A5ww1exaxl3AvCKO9WhKS45AXfBe7koLLp0M54griwEkKmKUYMWYtS2D0OToaWCmp23rbj7k0a40bh+uz4zGbPMtyKe9wScpMHlrdWBOvsATPgAy/DllvaOEa8ReqjjrXScdcnTUqKIyowMZHGWAeji6pfkBUrza61GC76fxqq/oXXvOvP/B3TCFyKvg2EuKAKf+CSHxv/JeMed13heHv/b2bPHefpbq+15G7AOD64eWGJA7C6xY3Bg4jxZw6XBRayOMtZ0paXvHGxYD3JosspFUmHKuNZJqyWOGtp2paWZlkWaojvaohzddoxaN3EWLOchsffqrLQxM1WDURHmLzXzQxU+qMtroXHX4a2josYhbGchS027ua5J2NxxZDvHlcY6419RsO9aM73HoElCBZcHeaq8yVmPJwdP+dawfs2rNSiBu1Ja+5xi3GTwyqqxwP7wx18stuysJXeoYK8De7tjb8MbYE1sZ1haKJEZmQsOcjZrlpviXXrN4j2DUnxmTie1ocYD4kNR6PMWs9JPqICszHpBm6Of9gQm///9s4/RI/rvPcn7m1uxVU2dIPVlSzrWsJUqC6sHJDoi2L/sQQSiqjDIkzQiirEoYiyhCKHIrLZUrrZIEosQlh6xSUOcdHqDyGWuIiSQNk/5Ji32FBLUFWoBEmVZWkrE5UrC7bXuVXu+Z4f855z5szMmXnn3X1X+X5gpHfed+bMmTPnx3ee5zln7ZaZSTsfm8rpxFDOf9pR486knOzYYsb2f2zc5E9oURqe40wGcif0tPGXgTAhByCmz4IZ4eFEDQgOa7mzQMwNE6n34gIxis3FHh8TketZDnXz6oI819nKygyUXa+VlxAT87Y0f8l7y80WFG5hpriltjvbioDFK7lZu8pS02myXFGAsWThGuGyK6ofsgNk6nEZae6dtaSJO1u5KNXs1kBYww0ry38ws6ljOOVpXbG52fTW3RZbgiiPdZPfOBdxjxv8Fwrfqjk84L5hCdLCxotLbY1gdYF7V83MfNfqC7QgXFq+pCaxtGFt1HXwoXgdgrWsP0rty8xxfv1p6dmqtGE1DOugieG1ZTjIPLhkMeK3nNV6UvtVExMvz512jgsXm3dx2wvS8l3eBQQx055VM4GIi9yZnFPC3NF/zypnZ9qZMZ7FR9qZ5b8Ub5/qHVtI5ibXTE6sBuf8QrxiJx7ZyUaO4HXzUwfEElq3LESS3SAw4HqFYBsZ/X0V34fJJBAOVuDYP1c4LFTdC8AxsALaGEoAoRj+SUuIUnxnYy6HpRxS8lqEnRiUulVZKRH7ibJwwT7yWJWXNLbLOq/fPtXabugE5aZj2eSA9XJ7lhAVM1djfTOgLSLmXJO3LH+dNiYcjYjDR3UMpRc3lZt5mXqcRZfn2gmwBOSAkiq+MsZ3mwkSODe87yprUpu45WmfhV9n7eSAyZndaS9FVqgu6nvxhJLzQtFLP7KcyjqgRYAjTOxM/1x5mK1mm4vSGZXt0InZM0IoXHsTaEG4qn4PY3wbocTYfbXiROwloEdqXxY7Tj7bKdxjv9i0w7hlXXd6/cQg8+CjJ1+h3+q1/dR+1Z7rHqfLM8AIZre9bJuX9zuFeyzCxnL6ZZUkSh3iMZgq7tKJt3Qxi6/7b2JSlMrvcr55deydRCuLuzzSIzG5P9/5q4lHzmLvGu0yb/pmiIkwcPe6MYDY8B3iC/E/hBSsWdisqIBAg7BZy2WIqqi6F2DXZ3TXacQ94K/PQETCNQwXNATk9PS0OUJ2nENSDil5XSuQF5QJRDxAWUDMt5kXNZPPLA+TITuZO0muxgS27BGv2nZbe7Y1YonMshUucKtElwlpwPi+bNmVHuHMS0nicbbzBnn30npgBzNQd+a9nk2d73dRP/LiYhBEyzP6LCB46oRN2AFOkrOM4b7DeEttIdQWoQGtGtCAtQnR2CxeCcoDZR0dE+1LSc662RS7ukR1eql9We44HDNdGmOXTDQPpu74/cTg8uBhV1eAkMs8EYn9KlYLCOOOZT7PhP0B0vPaI+73RfHKM2a3AJRB2LeoJZFUucTCHfJ84tHHN39lPpMCYLWDILNWKWuxa8dKNTxAtEFIFlkDh6kcqvK6lkDoQlhCbK7nslSEkD4xs7wLBVolcIlfEztPNRH4cNXCUiaFxMDiZ9fiGmQ9wXJCBxbxcr02L5llUGASQgghoF+BifPf2tpQvA1e/MGFD/coLFiteEDIOmFjewMhaeqvsnYOwQsEBSYhhBAC7ACtWDsrkLY6mZ0BiAMvfbh72wphIeuGflmIxFwaF/gwvEDEYzAJIYQQ8lig/0gCkKKZ4vKxADGS+T8NiZei4bFO04JJCCGEEEJahRZMQgghhBDSKhSYhBBCCCGkVSgwCSGEEEJIq1BgEkIIIYSQVqHAJIQQQgghrUKBSQghhBBCWoUCkxBCCCGEtAoFJiGEEEIIaRUKTEIIIYQQ0ioUmIQQQgghpFUoMAkhhBBCSKtQYBJCCCGEkFahwCSEEEIIIa1CgUkIIYQQQlqFApMQQgghhLQKBSYhhBBCCGkVCkxCCCGEENIqUYG5cuGieKLz05LtXdE1x6bxQJw9Ls87flWsmG+qaXLOgLh3VRzy7nmt8jZEZUAIIYQQkggtmAmsvPOhWDKfCSGEEEJIOSUCc1S83f2CeBTd9omOOWpwjIjDp+S1Tu0RY+YbQgghhBAy/LRjwbz8bs6NfujCA/NjEcb965wzf9n8pEhxD98W8/Zayo1t0nLO6S700n9i4bb51kWnkR0TcYVvm1+Vn++LA/L3/H3558fvu+waDl451g1DIIQQQggZDvoWmCpe89h9s9djab5bIjIh3LriSKCgZo+FIjORm9fEoZdu9dzY3VtimxSTEJcHFs13YPGKnycl6K6IWbOrgZC8KM7eM7ulPBSvH/fPx31795B4jXw5ymOOXxM3zB4hhBBCyEahRGBqi13PohazrD0Qy8uw7gXu9Dd3iEn57dLNAoF57wOxJBOZnOk4bvfnxJz8afatmJWxnKVFKcyytDriDPz3UkweWHTydXpUH5vlSYrcN7Sgmztt8yA3lfdVceQc8qHd9HdmNsnPOq3zB0fUOYrufSkcd4g7wTV691BwDXWcvMZJa2m9LV5XVtJN4syb9jh5H/IZzNKMSQghhJANRp8WTBMnmcVkGlewa00sAda+ntt6u5iBsJrebvZr0NkhFjLhNyImJiAIIeqcWNHx3Vp4Xv9IizpH5M6M4wvDlj1iAYJy8W6Ci1qKTjdGdHyrEskZ5hpi6jn/GuP7xNtT8v/uh2IZVsx7H4n35H+TM3vF4S04AKBstegmhBBCCNlINJjkE0zwcWMfQ1ewFXMhUsS9CoEFFq/0rKNNl+PZ9anIRKBNYudW8zHG3YdKBCuRm+VfbzrmclXcqHKTdzaLneajZkTsdEWsYe6FvGjuvKCtnQqTl+efdqyjCpMeIYQQQsgGok8L5m0x71gre27gastbZ1oeZ1zpGYid5OQWQgghhJANTX8C07h2rbDM3MDm+0q27BHnHeuochuL+2K5yUSfumzdrMStFxvpbS867ur+iMWVdt9yJvSYvLz3fhiz+kDcoNomhBBCyAajTwumxhdQvlUzilmOJ5xlvvMZxE5WuLbbYstTYrKDmevhjHGzPFLOkprgMg8x10AYQDizXM1u7zwpJiBizXH+DHTkI5x9TgghhBAy/PQnMB0B1YthTBBFZsJNGP+oYh+t6Bo4I+LwUTOb+6VeHp7o6OWTJmd2B4vJ6+OKl16KYa8BIetcwyxHNHfUThCKHSfzIUbFnJ+JTJw3Ws6JEEIIIWQN6NOCGZvprJfa8WZJ58B5Zjkhl6nn1vYv94zvy8eBSuA2d5cjGju4K7vHpeUP6k1Eil5DT6AKZ5b7x2GG+u5gEhEhhBBCyPDziUcf3/yV+UwIIYQQQkjftBKDSQghhBBCiIUCkxBCCCGEtAoFJiGEEEIIaRUKTEIIIYQQ0ioUmIQQQgghpFUoMAkhhBBCSKtQYBJCCCGEkFahwCSEEEIIIa1CgUnWjO//zY/FD//2H8xeGt/56zPm09pRN5/rkUdCCCFkmKHAJK0AQfby4W8Uii2ItvPnz4uv/vHnzTdpXLp0SXzzL06bvf6oyiNoks8280gIIYQ8DpQIzBFx9vj/FE90/O3Qhd7f6G5Cd8Gkdfx36v1Nb5fL22Qa20TX7IJW0h0QKxcuyrz91NsOXXhgfrU8kOUtfzt+dejyXwVE2be+9S3x7LPPipMnT+asf+eW/lH86Ec/EtPT0+YbH4izrx//rtnzOXTokBJ8dS2fIVV5BEX5xPd/+EfHxGf3f0n9H57bVh7Xi6r7s6QeN2iQD7wo2G2jlvswofuoi+LsPfPFOjO4/NwW8+iDF26bfcnld4N+N3JMTboLvb7+ieOXxf9qtW8Px4r1Gjv0decvm13JsNWjvsnVjf7x60Z/aQ97eccF5r3fEYc6vy2OuArOsDT/27LhfcbsrT0rF54WTxz7TbM37OgGuG1+1ez3WJrvrkOHMBh+8pOfiM997nNiZWVFbN682XzbA+Jr79694uXJPzDfaLcyxMHv/t7nleDDuTFwDgTcwsKC+aYZVXkERfnEtZGHEydOqHO/9rWveRbLtvK4Htj7Q9n80zs/VveP+/vqn/ylOUKTetyggbjEdcfGxsS5s99V+fmzP/uzUqs0IWV037pvPrWEFCUHFs1nsOt/iE+bj48V9z4QSxGN8Dgx+LrxKTFmPj6ORAVm99xviSXzOcriZu+tZRjoTP+beNSV26l/H54HdvmaFumdHeJO9wsyf3briDMd+X33lng9K8cRcfiU/O3Ung1X4SDeYBn84f/+S3Hn1j967mVYl5R1T/7mAoEAkfLtb3/bfFPMd/7qmBKG/ViqyvIIivKJ877yla+o4yEkIWqQ79AK2kYe1wPc389+9rNMdOM+8Bll4ZJ6XD/AylwFrgdR+f1T31D7X//TL6nnA8szIdVsFzPog6e3m/3BMXfa9PfTzw64b9+4Y8evK7260V89HDv4okznRXF4i/liyIgIzBFx47r52PlPKYyMcMP25n+KSfPT7Ft5K2bmprZbkrv6M2LeHO+73x0XvUpH72+bt1n+TXHAuUaZizwlX975yoLrHB+z2N67Ko+Jubp7rLwPy+UmceZE2PDRITwn5uSn2besG6bE7QEzvTWpF13TO6bIZG5cP9n2rhdm0ARYlIAVHiGIT4QgCIFg++afH/GshWUgjaZipiqPoCifEFVwrbtAYILQ6tpPHtcLCH2US1g2Dx8+NJ80qcc1AeERsGSniESUb5gH5O3nP/95YyumclnFvAmyjZ/NvUibdum4T8MQmLI+ISQ8d/6ybqO5NEx/kx1by/sRtvvy81NceN4xcosbHFKv6x+XZLxQ/V2sn5PP50Leta3LGf2duZZ6fvqzsijJl/1tsWsH5V6VN1Uux7TVa/YYzsE12+zbY312m+njmNu5Oh6iyvOlW8oQpe4z8lxT6lGztqOfG47tXcMpl9S2UnpcQt3I4dfj8FnF60YZQXoyf92sHmt0+Zl2YO4nlk9dTpH8OOmH5/XSzucjWp4RSmIwJd3fcixski3/Ls5bsTn9C/Ml0CLRM/0Cef62ztPrGB/QIF/47aXAgru4OS8y7z5Uxzz/dHFM6tjTm+S/q+LGXb3vk/gmjcptKqUF7nW3MqiK4B2zKo68FHS+qhO5ImbNrua+FOlFYrQaDOiwbFliAzyEGyyH/QJRUeRGLyMlj6AonxCTqflvmsf1BBbZB/f/ObPoQoxDNMLl75J6XB2ssETZI+4Vrvcy7ItCEU3FbueFUdnOPhTLQTvonrsljmQvgAblFpQvjS+j3eqBPAyBUeEvCfF76ODDc2ePhW3UH8wz1KBXNUBJ1KCTT1OdHxkobpy76PeXOM67F2fgdcCA6YmD1OtGjps9dlG8ftPsFDG+Vb6gr4qldwJBAq/R/N2gXB6I5eVVMTmzW8BxlM5dMR+UO/LW2njWqG+Xffbxa+KG2SulUfo45ko0PK4O1fWov7ajWL7Uu8bUVvVsU9tKX20qRtvja6z9yPwdiITbZWx5SkzKQugZrSy3xTLKyZRRchtWQEvk8+E/y2IiAvOBOHz0l+YzLlphyZN0FzabDDwSZ960Fs+HykKHSxw5mbcY1kfm69S/iTszj8z+L8XbuE6JS7xpviZn/iM4VrL43/2KN75P/v4FMTNu9mPIY96e0g9Oq/+GlW3qOXUttZ2Wg6HEtXyi81SW0jfdY9zOVzbmN3Qnkpnmsb25Q0yiAp1LbNABEAaw8MGChM/YQvB7GwITQi+WfhUpeQRF+YToubjsi1KbBtJ0qZNHCN06W5W4agO4qOH6hyW2TDimHhcD94G4zZHR31diHO5tlC9c3VXASllG1e+FjO8WZzqhWDGd8qIvVlbe+VAsdZ4UE3BJFYTAoM2LxevlbV0OIK+pDn5U9mP2XO3V8LktXleDitO+5XZnBi+vcgCr6OhVfuX/XrvPQnQeBkJlVczKPPWuY/LjlMHKheu6T3X7JJPe0vy13nGJ14WIx3GTM53suDszsn9bLBlIFdvFK7IMlpY/8PpwHTN3Xyy7hhHzUjC5PzQG6Jd89bzMM/T688X7Yta5T13mEVHr0JmWx5o+Wt/7vnJRW9q3x569LEN5f7PeYFRCk/RLM6xRrlk1fpj79Nzz1fWor7ZjWOqu9uqXMtSktpWU4yrqhkfB+GrG4SMn9QtVnboRbxfIXxkjYmJCHhOW3+W7qs3OvaCNWaltuEekjwr6xSLiFszxO/JmrJBzgCUPQtNzMX9Gd8SSyZn/48QC/ELMnDZCtfvJnHVg8DTN1y/FqwdtB/IL2YlFyqEGqlJlAwfeBnqm5pgpO498uK6VU725O5hA68mZvb17NOL3/EHToWbHdPxGsmWPWEClTawsIbBqwWoHoYHP2FxSYupSsQKkbppVeQR10sSxEJE2LtOlTh7h6q2zpQrXpmDCFUQ2KHshSD0uBLGpOBcTdGBp/N73vqeeBcIk1h/dMXtiBZ3y1A7Z6bpiRQ9Mc0f1YKrFjGyfQexbZxrtvVyI9ASYO8jIQc0MQBlmcPDat2Ts4F4tBCraro7R6g2O2i3WLbRQzZ1247m2iwkMsBnmZRYDrud5GRGHT0Bs9Moq7boPdDiWTG/B9lUSnKsG9grG9j8pJj3LM14KRsUZ2ae5Vhw1WE/t8sovieA+1fXM53ao6ts/Eu/J//xn3wuvqqYi/Wjdss+yP8rrUX9tJ0M+n1fc8Sy1rfTZpnLYyU5SsHnjqzEwxbwj5ZiX21y7MPkrQddRv/xsWU+ovKW3YUvYR4XPsoxCF/nYwfdlB/FvUnH3rJkZcCNba+a9/6YaAXj+6aBSbP0vU1GfKHATD5Cm+er8l9hpPraHcYdnm+4g4ibpgM7mID8jYiee9vWPvDf3Mle9decr94MRt3bTLopVcaPhC0CZW7Kpy7KMJmlWnVMnTTuT+otf/KL5Jk9KerCM1tkwqaYMWAZjls+iLcSKb8yUh6DFfcaspqnHWfAbhCVmegMrLENxvt6MHdwl5rq9SXfolOde2KOEZyZW1MDU66h1rDrcYH6bsq6ypZvFbfvGTbQ7m5ZDKAIUMeubsVZUYuLxTN58t1jY7jeJnVvNR8POZ3ANe5y8ZwykypXo3q/cjLvxvfftPadc16QXmUmrr1uBfEF+dcrxwOD5TG0VhzHIZiJBD9bWelOLMF9bPiWel/+VPddaVPXthWFY5rgqKtK3cwRydcu4WpuTUI/6aDsZ0RnYqW2lnzYVJ1bHVPhNXeyLxcRTwf0l5M88u97Lcuger9OGQdWzLKc8BhOM39FCU23/0VPQocuY1ACC05ikAxfPRgLiAW5JO+llGGkzjy9OHFFWO7h0UycnrRWwcELwpW5F2CWXYKUss5qmHoffcAzKH8cPm7Dsod/MtZhEp6w7VmURMGIForN+HN/60l1wrIaOSyzFQtgPa3VdNYC7z+cZKRrUIGssMRCdncDSRchjixGh1mpqrLWNXrBaIC8w1SLmOuYyv6j6A7Fzl/kofkMr2C3/T73VgffeD46/+xtKESMGMlTBA2fd82VmXhXOuJJvkyjLXBxUM/y3joCtm5XF1osP8bZmyxzYmLfhcHPGaSuPsMIh5vLv/06vfwnhWma5qyJmVSzbqq4FC2fM8lm0AaQJ0Rwucm9d37bsUo+LgXzBaomyg3u8nwXaq55hvy8RnZd3KDF5FjFKNs4yEytadPasHqb9SvHiL0HmbJ4LykdbAfLuKDsg+MRchjb2ugxjKbICL8uPtSDVxVjAvNgtf9NhOanX9S1qLtrCm4CKn5XleAExrfb56EEWLwtKdOYsQRsE02/n+3ZjheoTOwk1V7esy3dg9Nd2ykltK03bVDFuWIZFu6drYi3lOeNTWv5cN7m+vuspSW3D7ZAXmOP/N3PRqEXV7QQfs2Wujs7HugMWv8h88kvzn3aCSz8j5u2C6NmxMX6ZmfuX5jdnVtGVC58ujBNKo9989YuJVYApOiYyL5sFV3NujJpYk/j8JeceA3FrjsnPgLRurGYz52CdKovDqxOjV4UVWHXTrMojqPrdCiu4di2YmR4Kqzp5RL7qbGUirilIM2aBtC5+O4kp9bgi7PqhP/jBD9SxWPYJgrVJjG64RJFL2W9JGDF5ZH7VESVGrGB2dxDHp2efR2ZUmmVfysJfbDzf7DG37cl2G8zotS5zv32jf7yk+8fM9VVCEFPmWRdrYawji1dy96Zm5cp79uLKK69rrS1+GSKtcIZrMeb5zN/qTb6SaMvzFZnOqHg1ZcBs6UW/VbK+3Z35jT47mNXblGjdkumf1K7SVEqNGwX003YKSW0rddtUVd0wzwntwqv/2Rjfq5dp9LTDtFMOWf6qsPXm5rXAPQ5qtuE+ibjInUkwJcwd7c3e7kw7M7NfsmLUzuD+pXi7dPFz1ypq1raUW2+9S5+xp//LfPLXwYzRX76KUQHrhZbJHjpgWYKGBMHnbmog2RRZI7MuI+LwUcR5uBOIdAdkJyPEj8GmO/ymbj8Ij7JBHcICgqJOjGMREDdIq65ruiqPoCyf+Is91qUMK6bdkJ9QSNbJo41lTN0GYSVG/rFhwpKLvV9rEUw9rgqUCxayh0UT52Am+mf3f0mVcSqIfYXYdbEueHcmOtJ84pPP1Eq71078+CwrBnNuJmU9k//LzrrXpuSm2naFsFHxg/jgxqHFhIOeLR22XR07LfuPl8ssPWYwCWLd0sVbHhWrKv8P47lVfjrWFZ1+XZueW4bb5mVZT+H8NGwanqXSDvopAlyh89rm4No/tj7qeH1dPrLPlnVrrkmHnSNWt+q/fKi6kDAeevTTdgpJbSt121RV3Yg9J7mZl8XeOJyO8qbI/912pvOXghWR97UOCPqttDbcDnEVp+IunXhLF7P4uj9lX4pS+V0uvkYde6eygeOv8ITnzp0uuP74Q//77m+UvF30l684xs2T9Cee9OSe6PIC8kHeaWsF/vF92fIHFrjDwxltdlkJFxzX1CQOQRaKrBBMiIlZ3+ysYliyAEQC9kM3rAVpQLzVJSWPoCifmMSC5XQgptwN34VCsmke1wvk3/4VHCwdBFc8ngHuDX9hycZLph6XCtLDX+LBX1RCXCbSRT1AulXgeCXi5fUBBCSEPdbRdEHegLsGahKwboQWB4iVqVjHKweWU5G4QtW2K5ankWCFibBvmJvJt1E1IzucXZ7Yf8RmZKulT8wSKnk3YRW9+HEPuNycGcHp182nhxnIrzxjdpKAxSectIFBdrRCgGvsYA5ibs51JddvY+b17tYmosbq1qSsg0r0V5G9JElqz5Tur+0UkdpWUo9LrhvR8VU+Kzn++1opEVm257PVZwwyf2fC8irAvhT77nFLWhtug088+vjmr8xnQpKBO/jLX/6yskaVrWEI0QBLFRbp7gcIEFip7J8ITCE1j6CNfDbJ47AAYQ9RBvFWlv/U4+qC8ocYxASqFHC8tRiX5QNCFBbgDQMWWH7plhBSjLUZC0VIOgixQkiIFByNYyHJIID3FGEfb/chwtcSCkxSCwgMWARhrYMg+Nd/qZ6wgb/WAgtTlcgrAtZOLHOTKv6a5BH0k8+6eSSDB88ElvHw78sPBYg1O4ZZ6a6QRHwdXJRYALol7wYhRZiXmaVASGoRE/GCkTXC9gOBkDR9hrI0bhDhT4FJaoG4NrgpQaoVC25MCD07e7kusEIhjjJVKDTJI+gnn3XzSAYPngliNodzaSRjJTJ7HrQckTXBChmz6wJ3ccvuUpIOJtzEYy431stnPAaTkAIQq2hJFW5YqgYWxaL4yjLgCoVLto5wa5JH0DSfTfJIBgtmqOPlYpjX3ZwJY6wkKk6R4pKsCYiDXJtYPFIPxIjm527AormxPBu0YJI1AxNEIP7qDPrrEUNXN58bLs6PEEIIGTAUmIQQQgghpFXoIieEEEIIIa1CgUkIIYQQQlqFApMQQgghhLQKBSYhhBBCCGkVCkxCCCGEENIqFJiEEEIIIaRVKDAJIYQQQkirUGASQgghhJBWocAkhBBCCCGtQoFJCCGEEEJahQKTEEIIIYS0CgUmIYQQQghpFQpMQgghhBDSKhSYhBBCCCGkVSgwCSGEEEJIq1BgEkJ+rfnOX58RP/zbfzB7hBBC2qBQYHYXfiqe6Jjt+FWxYr5fU+5dFYc674qu2RXigTh7fB3zY69vy2XhtvlekstrFTqt+ctmN4GVCxfldS+Ks/fMF31zW8zbe5FbPC86n4cuPDD71eh8OuUUPC+vbrll2Aj/HvRW5znkQf7C+819d/ldda06z49ovvkXp8XXj3/X7K0fEJUvH/6G+Na3viUuXbpkvh0uzi39o/jDPzomPrv/S+r/4RbCpi2mtmnThvSW3q+F/WD7/WIxa3mtHEM3HuZZ1/JZA9br/vLXzeuHYSz7uMCUDf/AovkMdn1KjJmPa8nKOx+KJfN5GFi5cEkccZTL5DMj5pN82CdviedP7xMd8001I+Lw0VExe6w/MTRougtd756rQCXfNr9q9gzdW2Jbn6IvihqgrohZs9vjvjjQWPzdFstu3VfEviN1gJUQYu53f+/z4uTJk2JlZf2HxK/+8efF3r171Wf7/zCBMltYWBCHDh0SJ06cEJs3bxZf+9rXlEDf+Egxeuy++Qw2iZ1bzEcSZdjGQ7KO3PtALA2zcDCUusjnTn9BPOrKbXq7+Wa9kaLslMzPqT3rIng1m8SZN3W5nD+oBaYSnmKHeGVc7aYzvluc6dwXryVaB8cOviiv+6I43HZHPPWcup8ZL//6Dcl70ajktnhdictR8TbqjdnensJvvfvsTOP758Sc2muKzN8beoDK6qndTo+q72ffGOCb/fg+dS2/zEgRY2NjSsR9+9vfNt8MB1boQmwOGz/5yU/EV77yFZW3lyf/QJw7+11VhhDoj41L3/Q9j7p1Xs7Xj4H1wYSUsFHrXU5gKvelebOcPQbXBSxPRab48Htn33N/FLhYC10kOh1tCdPWKH1+UT5CN2loLauZrxxuflbFkZdMWuo3LaomJ57KRK82VYdpmzx4edNWzKX5a0nWvdAE3tsP7j9XPjVRrhhYLqWYPr1DTJqvK7l8V1kT5wJLbmdai8mlmyllncoDcQOFJgeonMiT4u/OzCZZmT8Uy4G7wD4bu+Xd3toiujTflZ/ls4p9lx3rWEmzffuc7RbWRRA5Rp0/XO6NNoFI+uafH1FCaZiAa/xzn/uc2Rsufvaznyn3vYu1tDaxAId1H5tv5e+5uMNjY94A75g6fY7TpsTilVz6XghN8FsditMx7S/myr98NdIGdbmgr+j1ufqX3n5KH5w/pqvOj/URLu74446HLn7a8XEtuH7ldUPCfqssDf/YeH4kaqxx0gvKTT3DWFma87x0K9KqJiyf1DTSn2tV3db1SZ7n3EtY79Tnl24pa7bSaJE8etcJfu+VqfuMnLHHjGV6q1tHfAYzyQcuUc/9oQdntzBVIXnHQLg1GGDdzioDjTCSVkK+aqNE1SYxud+6y/G2sVeckQrLFY7WvR6KLzG+VYqvdCtmHpRbcP+4zz5jG5+f6eg3pq3mixQqrHq9kII2GBE7UZDXP4p2APk3PreT7qFEY99xoD1mj4UhBbIueg0cnVHkmKBeNgFxjV/9k79UcXskDQhMiDa4nYet7JCvZ5991uz1BwaVXOiKBANUrv+Toi88dvaY35/m0lN9zl2z0xQ9UIdeE+SxUKBEqUpnRExMyBfQxbvB4Cn7iDfkwP1OcC3Vx4+KV43HKk9CH6wEQ/6YA5FnUp+H4vXjftq5ca3OOBkl1m8BpJEXIUsn/WNj/awrlDJQbk56nRdG5XcRQ4EKF+iNuylplRJ7PgBpRARcRvJzrVO3V8VrJ+29+NoihRvnLvrXwT3kxjjUGfcZoQ7LskI98caicPyqR05gKvelcTFq12ND10Xm+nBclm/Zm3wglpfxAHruZn3Mqmnc2hWurFDG3Wrd0T7oEHRheG5Sk9aRk5GCKc1XEW5+TJ6Nm777lrx+50kx4Zmu5fEnYPmTDwcPVlbCaVS4mLXNCKWl5Q8aP0TfJW1cz7nOswZb9oiZws60PisXrssGWL+hlGPKWHUi5m2rTChevqYbU2eHuJOVlXHfL17XnawSyLr8JpXAlnU/9p38XIxTp7sd9aLhdpC6LCSRetgUxOqNjP6+itH74he/KH70ox+JJz75jPq+KTi3zrYRRS3y/fDhQ2UpRNlB0CHGsan7OSyTqq2qzP7pnR+Li8v+M7STkRBykI6JIQ7qvq13772fF2+6ruvjdL9n+2aJ7M9eUwNY0O8s3s8P0DGcNmXbAfrFaNswxy3NX0o2PqSkM3Zwl9y/L5ZdEWbi2sK+WPXxU1sr2n15H9w9pwVDvlxTqBgPuyh359nmxrWCcfJNjFFynDxXNf5JjHfKzT82Hf60Km54z0bWlW6sPEw/q7DhVG5/ae/RjJtAGWDCPBr9kI278bR0OaQZb2x8qx9uZfvvh+KGOipP6nOtV7dl+WXPM+8WV8YT9exMfr2QwVUxK9tmrxzydVER1Jms3KW47JWBObfk/qsYjAUTjcCN21SVxME05MmZvb3CM9avuJAswAa6yofmCTeZlqr4uTefinzV5oG4cV3+F5sEJUXaAh4aXEDqzSq4doYUmLvkf308RN8qul1MqEY/JMg3Ilg6vGfdFrKMz2eNQ2LcbWoL3QIYJPAMgvhd7b53Bs8+8e/TWEoy7ItVWA9NfW3A9//mx8qNili97/zVMeWCtm7UeiLE5/z587W2YZ2FXQbczBCW09PTyn3/9T/9UiY4mxArl7KtbpnhWeMcG5eZznYxgwHD1n1ldZFtpMhqLoXogtMPj+1/0g+TufvQDMZ+vzNjBr1mFLQNpKuEQmobTU1H95OucQEiQ8zsEHPuuKHEtBQuL8f67h7lfXBP4Hvlajxd/RP0a4XjbccfJ7MxKsEYEYzP2mVbHKMfrxvOM8wEqz8uZGWS5cmUpZtHez82LC0LzQrEmOlXU4w32uPV875pF3PMYuuS+lzr1+25o/44VQe/HIr0gKzTJ3rXyNq4p6W2i1fU2Bq+QKQzGIHZ2Sx2mo+auDvz+adriMkS5l7IN35lWg9JzFc6Jg6wALeiTc7sLnwD3vlMPw9xk9gZuLH7S69FrLldVtpaLw41sZ2D3ZTg9Nwj5kUAb2hWgGabdm+0FR8a1umxp82zUN5DGzeat4ZE62sCmGUMkeTGEf785z9XrtVQhMCFjpncKRY6WM/qbBC3Gw2INZRbWE4QmZZhKjM8a+QXVuraKBepqfOBKzFX98MX5i2fEs/L/+xxK+9ra1HY79jj+iJmKWxiCEhIp/OyFD2ZVQ0iQPbT+/fIAbk34CvLVs5DFVLRB9/7SLwn/3Pj9DXhC2hDqsY180Kg3NRe39ebV5AyVrhxfX4Ihe3fLKNiwhWyIKhDmphXK18mum/sWZtz7nFVH7W72b03bEoAJxlv3HjEUDgXlE/d55pctyNtK5lUPSCPi9TpdsPYBmbBJJqeAG13gsvwk8XYwiUQtdwODiU4jXvEc4E9ZsDFCjEJweFOnoEFLpy48tn9X1L/Y8kbzEKGi/bXHesat1gRab8bpjJ7ceKIemmAy7z2RClYLDNrpeNG7Mvi+Biw5Skx2TFiUlnF9KALQaOtXtry1I816XEB/Xkmujqha3XAGBGmrc3GGlgp+uvhLcfnuLGbepaIJlFgFrlxyy14VcRif5oQi6HULtH1pbsA69gmMTclG+Hilf4mE20YepNpVCzHgMSlddEUlunWzWrw1HXM1F+nY8xtayKCjWUh4pJqUl8hLoErkgBcv+7kEAgnfPf9U99Q4gSCFC7aMtxYwZRto8Vg2vy6Qty6xlF2w1RmsKAi3OHv/06vf4nzapW3smBZYem4z4xlqy6+Vd7BWHT6IuauNS7QWiSlM6JX8ZBi8ixi6ayFCYIGbvLLEJ0Ra1xdrPUu56q1rtMBY/pCP77Q3fJxfiE3bkLUmf7Tccer73NELH7WJe5ZyPKu4XiZOG7y0D0u0fUxiL/0tqq4eePhssIyGwus56uAus+1rbq9gahpwXQtQhASkVlXKag3R5js3eBWPcsqP+W+wDwNTDo58XbZLBTf8ltOHiMYYpg8IMZkZlq7yosWVdeNNG6y3ligTuBNUDd2L96nZWzMSHQWLPJhZuFZl7WejRiZTWdch+FMvpjFuX8rtHWdOEHswNbXhrhi0i7CDUGCWdEQSnAFu/GY+Fy1zA3OqbNZsbtRsPePuEsL7gNliXhMfB6GMrN/8QhrYFqwPmb98g4Gc8+qWRNrUfJmlsv+O5zFW4uCtoF0VT5TJwnWTEeJyVviiGx/vVArCJpVceTYLSFKQpvSMQJJXmfa6WfCP9yRRsl4WIQZJ8OVAHR/DZdw4kzrYE6DZ9X0MDOSzV607E0dCie4ZGUSuJO1m3xVLJ/z3eMKlVZ4TVCkKQoIBGD1HxlJfa5t1e08bRnpBkWywLQxYr04B1n4YlTMNWp9+s1RV0SbnhareXeEPia+TIVNx82X3EzHOXjXhrGM5d5MTMWRb3w6+NfMeM5VMGDeknJxNMOPtiI6nZadqe09V2eraOi59MqwAeqSfOyN6RjcgGW1qL38350IhE3VlcgSJOq4oMOKfVcTPXtV4ubD1Ne6uAIIwKoFKxtEEuIKIYjs/yFVYgmCps4GUdYGEMiYAT/ov1ZjhaW1BELIQfRhwg8YhjJDGVirKayYdkM+3ZeKSrLB3InB60sM9oL/vf57So4H+oBGRNuGXQJmalellc1SLx17L76lUo93zQf+EBXvKf93n4Efx5hK2XhYRGy8xab7ybL5ARYr8Nzzi/Mv68GUHOuy6+iy9yf0xF9AuRcAAAwKSURBVOqQTXNTflKVEZGzi/L3nOHIpuVes3fdah3gCEDn/JSX/tTn2lbdDlHX7WMZofoY0Z7TMXHSLZjjZvFqixRPd07tbi6KZHrh8iww4btWr+yhSApngiGdXCzRqFoiYZAWNItteO5bpXWNu7O03FnlvsVNhxnkA4U3HmsdlqAn95ilFALy7nnZyZ6KxNSgHnsuFNtZAWuxj33XlO1ixi5/kTEqzrhtKxGIR7huYdGCGMEkEAgkTFKBYApd5+sJLKkQR4glBHBHY99a6CxWxOGeBg1iK7GkE/IAIYe/MuRaNNcbPE+UB/LmbviuXhymncXrgj7S1MOY666CXpyzAe1ouvHMBEOsbcTachX10lHekHACBgRNHwN/DrXiRdBXyTI7UyPGL2k8LCI6TuoySZqAGY7/AC5lk2YYpjYx7Zc/ZrCH18nVIaD645jLvjcbOjZWRtPCGJzoScP54diglh5SacZc+Ybk59pW3TbI675qr5FbLWd4+MSjj2/+ynwmjYCivyLeizSgJOCiPSZkZ18VJzIIdN5nG0/EgYvlmth5qkne+7324wWst9vmsX5ZdTxUiI0XtBYxWOWwb8USBBQEHWYuA8T/QbzcuTW8cZMQn7DyDZqw7CwbsczIxgMzsw8sQuyvR/9PBgWfq4azyPtGW7dS/9yjjxRob9xPclEMJXCJ74osvUAK0Ut9BGEA98xC/A1jhmHJdAUSrFuuJQ4TWeBWte5gfA7d68MERN9aWV/DsrNstDIjw0xBrKONvY4tX0M2AHyuVdCC2QqoaF1x42hNt/y6Wi+BsSKaPZjr1yKsQL/dmZ1fNwumeubxUIJBlj8sgrDUYRF2uJ9PnDihxNUwgrzC9b/e+dtIZUaGG+2hiMUswo1b32tBhgM+13JowWwFPYnnvYJZ4nG09TL3t8nJ400k9rhOrFBT4G7GX4CBFe5f/+UfhlYo4a/VII/DkL+NUmZk+EGMX37NSLhQKUI2Mnyu5dCCSQghhBBCWoUWTEIIIYQQ0ioUmIQQQgghpFUoMAkhhBBCSKtQYBJCCCGEkFahwCSEEEIIIa1CgUkIIYQQQlqFApMQQgghhLQKBSYhhBBCCGkVCkxCCCGEENIqFJiEEEIIIaRVKDAJIYQQQkirUGASQgghhJBWocAkhBBCCCGtQoFJCCGEEEJahQKTEEIIIYS0SlRgrly4KJ7o/LRke1d0zbHrxwNx9rjMy/GrYsV8I+5dFYeGIm+PC5EyjpJ6XCop6bV8zVzdafueCmhcZ2+LebTFhdtmv4h276O7INNqsY3pvuaiOHvPfEEIIeSxoKEF8744MIRCbuWdD8WS+UxIHdar7rDOEkIIeRwpEZij4u3uF8SjyPb2FH6/L1678EAdSR5XRsThU/KZn9ojxsw3w8Mw540QQgj59aaRBbMz/ZyYM599jNuu1JVuXHbOcfOXzU+KIpdematP/7ZtflV+hnX1p+JQJn6rrlfC5Xe987D10gUm7YXbTliB6+5LKY8QfY66jnf90I3Y37X1ObH8uK7XgjL38lV2T4n3n5yeS5g3Zz94bv4zC9HnxeuOxb+PeHqJ95pRcd3KuufQqPzq5jfEP7+oTWmXevVxIcXnmeccCw24fDXiatf51GVn8lwZVkAIIaRfGgnM7sIVMWs+Z6hBLvweA6crejA4dMWRYCSbPVZD9NWi+fWUADt23+z1WJrv5gf669fFtBIKks6TYmKL/D+pPEq4eU0c8q6/Ko68FDm34bXH9j8pJuV3y2E5XL6rzpt7YbveD8iXi0z3+DVxw+xlJN5/cnqpdG+JbcFzwzNrXr8eiteP+/eRS6/fZx1Qt+759SThun3nd1W8FpQJ2pSfNy3mDiyaXUP+uJCq80bExMQmIRbvBoJYtvU3bomld4K0VX0eFa8eHDFfEEIIWQtKBCYGHN+KYDfd+budNjp3PcjNnXbc6W/ukCJGCqNzxmJw7wOxJEeFyZmO43LX1tDZt/qxKmh36Z0ZOfAY1/555K3x9R6I5WWItiBMQN2PHOhvBoNYVx5rr6FctonlUcLS4n2xNPVcdq6+t8i5qdc+PSq/keefNBa/LU+JyY4shzd862T3LZw7KibG9b7PbfG6ErObxJk3bdodcUbWlVlvtE+9/9T0auKUm77vsuddUHcsXZkXsUPcKUyv6bMuum4fdU9uhfUko/+6ifSX3DKxeZu/lom+lQvXtQB1nwWeraxz7nEh8fN0m12av6QE8NjBXXI/eDkybX1p+YN8fZ7aKuRlJdvFDNKbjr88EUIIaY9mk3xU57/PdNoSR8jNuMJkyx6xgAEvsDbAEtNzUw2+069/PRPfl92jca29dKtgQkZgIalZHlE6cgB38jh28EUd+5o7N35tPCPv2uP79PndD8WyslIZS1C2D26LZbw8ZANywL2PxHvyv8mZveIwLKUKlFUQMpF6/6np1UIKM/fZjm/tIy0g03PjPMP02njWHjXrnqwnC87zL64nhlbyK18ITjhlIs89r4S3FX1GJAd1WN3bCYjRiOVc4Yhr7zzZZs0LkrZQbhcT8h7dlwZMlhIzO8ScW5/vXRWvLcq8vlzW1gkhhAyC9Ek+xnKTHzQkdx+qwU8JOcfSiU3HmK2KG+j05UD0qpogJFm80jsuGlfZAv1cTy0fY44P3YnXP/LP72wWO81HRWp5lLHrU7nJKzufkQIgPDe8tiHm4u68YJ6hQbvJ7aAtqXCP2/t6/mlH0CpGxE5Xkabef2p6dciVh0krfGapVKXXxrMOqVH3JieeSqsnljbya0MxXLZuVlbM995HXXogbkClIlwhuIYVyvq4AmIvOIGw77wsheridePShzCVZbF/jxSevfqsZujH8koIIWTgpFswx/dpkYlBow9B2JmWYtW41DLUQFR3kkEaza53W8w7FqOeK7Efy9oQYtzk1q1Y7h4na8OvSd3rF1V3jZhUVtlNYqcUkniJ0vVZW0PnjnKVAUIIWQ/qucgzN+stMe0G6hvrhRfT5W0vOi5QCVxqzu922SPtNhsRO3fJ/7oPg4kexirShNLrRTCuW3s/mSvRfF9J3fKIEbG43bgJC5MeSKuIxRxqAeniuskr3OPAs1K5BM8m9f5T0xtm2njWLjXrXi4m0wirwnrSRn5zbdNYC+X/2hptrLxeHKW/eXGuITE3vbGu9xgRh49qMXn2nBTktt7C0on6fBmiky9LhBCyXtSOwbRLFHmB+nbCyLFwFuoDvaSItRaq2av5WaTapScHxK16X+MKQKQTznotwnHx1bpeHl+k+ZalUlLLo4xAxGNmsZpcVSYAgbk2QgLCmc7q/MBlaN3kN85VuMeBtXjOu7OoI88m9f5T01szGriz23jWkesm1z35nN36vXLhkl41oaietJJfzPR3vBj3rpqVDKygszO9/bwBNUNetsn4rH5zHtL3lhKS969mym8Sk/sdYarE5C1xRNbrXr1FfOaqOHLslhAzu8vbCiGEkIHRYJLPdvEKJgN4g4C2JmCgPPISBim76SWCJm1HP77bzCL1479U7JcjfGysIJYmydKRg9dc0mih86AGtsTr5TCDsBe3mVvWpYzE8iijI8vYybeOjwsnP8Sw13bLT25mKZucy9AKjsUU93gs7dizSb3/1PTWCqfuJNPCs3avW7PuTU7Ja9eqJy3ktyOfj3DiK434nTvdm/inZ3oXtb0d4pWCembPi97/1K7Aumr7Ir/e6v4jEKMKKVSRHtfBJISQgdNAYGIQ2KuEGwaBzBKBGM0w1lECV1zPHSYHt1N6qRIPuNK8mbr7zHIrBkwsOrU7OpnFJRucJDoOK/F6OXBeGPOml9LxZ2KXkFQeJezaZWbmGlAG7sz9MqLX1pO2vJnDCms1klRZR0EubZlu7Nmk3n9qegMmX3dq0MezjtfZGnXvmd1+PVHPuaKe9JFfzWbxSpBHnOvXLazW0KTtxc9D+rGVH5QFPqy3sGzmxCghhJC15BOPPr75K/OZDAWwslwRsxiIK62VhBBCCCHDRyMLJiGEEEIIIUVQYBJCCCGEkFahwCSEEEIIIa3CGExCCCGEENIqtGASQgghhJBWocAkhBBCCCGtQoFJCCGEEEJahQKTEEIIIYS0iBD/HyLEZqnLLH22AAAAAElFTkSuQmCC</imagefile>
      <input>
        <e type="operand">#</e>
      </input>
    </image>
  </region>
  <region id="87" left="0" top="8151" width="671" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2">
      <input>
        <e type="operand">solution</e>
        <e type="operand">c_outer_XY#</e>
        <e type="operand">c_rebar_XY#</e>
        <e type="operand">P.z#</e>
        <e type="operand">M.x#</e>
        <e type="operand">M.y#</e>
        <e type="operand">α.rng#</e>
        <e type="operand">α.error#</e>
        <e type="operand">na.error#</e>
        <e type="function" args="8">solveBiaxial</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="88" left="0" top="8206" width="378" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2">
      <input>
        <e type="operand">solution</e>
        <e type="operand">PzMxMy</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" args="2">range</e>
        <e type="operand">1</e>
        <e type="operand">6</e>
        <e type="function" args="2">range</e>
        <e type="function" args="3">el</e>
        <e type="operand">solution</e>
        <e type="function" args="2">stack</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="89" left="0" top="8261" width="722" height="62" color="#000000" bgColor="#ffffff" fontSize="8">
    <math matrixOptions="0,0,6,3">
      <input>
        <e type="operand">solution</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">NA rotation</e>
        <e type="operand" style="string">% height in compr</e>
        <e type="operand" style="string">Pz</e>
        <e type="operand" style="string">Mx</e>
        <e type="operand" style="string">My</e>
        <e type="operand" style="string">angle Mrx / Mry</e>
        <e type="operand" style="string">degree</e>
        <e type="operand" style="string">%</e>
        <e type="operand" style="string">kN</e>
        <e type="operand" style="string">kN.m</e>
        <e type="operand" style="string">kN.m</e>
        <e type="operand" style="string">degree</e>
        <e type="operand">2.36</e>
        <e type="operand">34.64</e>
        <e type="operand">59851.66</e>
        <e type="operator" args="1">-</e>
        <e type="operand">63006</e>
        <e type="operand">64989.97</e>
        <e type="operand">45.89</e>
        <e type="operand">3</e>
        <e type="operand">6</e>
        <e type="function" args="20">mat</e>
      </result>
    </math>
  </region>
  <region id="90" left="0" top="8349" width="95" height="28" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">α.MxMy#</e>
      </input>
      <contract>
        <e type="operand" style="unit">°</e>
      </contract>
      <result action="numeric">
        <e type="operand">45</e>
      </result>
    </math>
  </region>
  <region id="91" left="2101" top="8371" width="602" height="791" color="#000000" bgColor="#ffffff" fontSize="8">
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