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            <p>CalloutArrow1 Function</p>
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            <p>Function Name: CalloutArrow1<br /><br />Function Purpose:  it is used to draw the graphical part of the callout <span style="font-weight: bold;">(style1)</span><br /><br />Some details about some of its  arguments:<br /><br /><span style="font-weight: bold;">pp</span> -  defines  <span style="text-decoration: underline;">(in this order only</span> and using the stack function  ) the coordinates of the extremes of the arrow part of the callout, STARTING with the position of the <span style="font-weight: bold;">Arrow Head</span> and <span style="text-decoration: underline;">then</span> with the position of the <span style="font-weight: bold;">Arrow End</span> that we refer as the "central" point of the callout.<br /><br /><span style="font-weight: bold;">H_Length</span> - is the length of the horizontal part of the callout ; it can be positive or negative,  if positive it is drawn on the right side with respect to the "central" point of the callout and viveversa if it is negative.<br /><br />The remaining  arguments have already been  covered in the collapsed area titled  "Shape Specs" (in another worksheet )so check there for further details</p>
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</raw>
        </picture>
      </region>
      <region left="495" top="288" width="542" height="68" border="true" color="#ff0000" bgColor="#80ffff" fontSize="10" isBreakable="false">
        <text lang="eng" width="527" fontFamily="Arial" fontSize="10">
          <content>
            <p>
              <span style="font-weight: bold; background-color: #80ffff; color: #ff0000;">L_arrow</span>
              <span style="background-color: #80ffff;"> is the length of the segment that defines the Arrow Head                                    </span>
              <br />
              <span style="font-weight: bold; background-color: #80ffff; color: #ff0000;">α_arrow</span>
              <span style="background-color: #80ffff;"> is the angle (acute ) that the L_arrow segment forms with the arrow central line </span>
              <br />
              <span style="background-color: #80ffff;">the values of the 2 above defined </span>
              <span style="background-color: #80ffff; font-weight: bold;">parameters</span>
              <span style="background-color: #80ffff;"> can be modified to address particular         graphical needs                                                                                                                    </span>
            </p>
          </content>
        </text>
      </region>
      <region left="0" top="405" width="49" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p style="font-weight: bold;">Fig. 1</p>
          </content>
        </text>
      </region>
      <region left="621" top="1125" width="222" height="53" color="#000000" fontSize="10">
        <text lang="eng" width="222" fontFamily="Arial" fontSize="10">
          <content>
            <p>\- <span style="font-weight: bold;">These are the coordinates to </span><br /><span style="font-weight: bold;">   complete the  drawing of the </span><br /><span style="font-weight: bold;">  horizontal part of the callout</span> --/</p>
          </content>
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      </region>
      <region top="1260" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="1287" color="#000000">
      <area collapsed="true">
        <title lang="eng">
          <content>
            <p>CalloutArrow2 Function</p>
          </content>
        </title>
      </area>
      <region left="0" top="1305" width="757" height="233" border="true" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="746" fontFamily="Arial" fontSize="10">
          <content>
            <p>Function Name: CalloutArrow2<br /><br />Function Purpose:  it is used to draw the graphical part of the callout <span style="font-weight: bold;">(style2)</span><br /><br />Some details about some of its  arguments:<br /><br /><span style="font-weight: bold;">pp</span> -  defines  <span style="text-decoration: underline;">(in this order only</span> and using the stack function  ) the coordinates of the extremes of the arrow part of the callout, STARTING with the position of the <span style="font-weight: bold;">Arrow Head</span> and <span style="text-decoration: underline;">then</span> with the position of the <span style="font-weight: bold;">Arrow End</span> that we refer as the "central" point of the callout.<br /><br /><span style="font-weight: bold;">H_Length</span> - is the length of the horizontal part of the callout ; it can be positive or negative,  if positive it is drawn on the right side with respect to the "central" point of the callout and viveversa if it is negative.<br /><br />The remaining  arguments have already been  covered in the collapsed area titled  "Shape Specs" (in another worksheet )so check there for further details</p>
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            <e type="bracket">(</e>
            <e type="operator" args="2">-</e>
            <e type="operand">H_Length</e>
            <e type="operand">pp</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">+</e>
            <e type="operand">pp</e>
            <e type="operand">2</e>
            <e type="operand">2</e>
            <e type="function" args="3">el</e>
            <e type="operand">r_TextR</e>
            <e type="operand">2</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operand">Char_h</e>
            <e type="operand">k_t</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="operand">1</e>
            <e type="operand">r_TextR</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</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">Row_offset</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="operand">6</e>
            <e type="operand">2</e>
            <e type="function" args="14">mat</e>
            <e type="function" args="3">stack</e>
            <e type="operator" args="2">:</e>
            <e type="operand">out</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="operand">pp_New</e>
            <e type="operator" args="2">:</e>
            <e type="operand">out</e>
            <e type="operand">3</e>
            <e type="function" args="2">el</e>
            <e type="operand">lc</e>
            <e type="operator" args="2">:</e>
            <e type="operand">out</e>
            <e type="operand">4</e>
            <e type="function" args="2">el</e>
            <e type="operand">ls</e>
            <e type="operator" args="2">:</e>
            <e type="operand">out</e>
            <e type="operand">5</e>
            <e type="function" args="2">el</e>
            <e type="operand">w</e>
            <e type="operator" args="2">:</e>
            <e type="operand">out</e>
            <e type="operand">12</e>
            <e type="operand">1</e>
            <e type="function" args="14">line</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="549" top="1566" width="542" height="68" border="true" color="#ff0000" bgColor="#80ffff" fontSize="10" isBreakable="false">
        <text lang="eng" width="527" fontFamily="Arial" fontSize="10">
          <content>
            <p>
              <span style="font-weight: bold; background-color: #80ffff; color: #ff0000;">L_arrow</span>
              <span style="background-color: #80ffff;"> is the length of the segment that defines the Arrow Head                                    </span>
              <br />
              <span style="font-weight: bold; background-color: #80ffff; color: #ff0000;">α_arrow</span>
              <span style="background-color: #80ffff;"> is the angle (acute ) that the L_arrow segment forms with the arrow central line </span>
              <br />
              <span style="background-color: #80ffff;">the values of the 2 above defined </span>
              <span style="background-color: #80ffff; font-weight: bold;">parameters</span>
              <span style="background-color: #80ffff;"> can be modified to address particular         graphical needs                                                                                                                    </span>
            </p>
          </content>
        </text>
      </region>
      <region left="0" top="1575" width="365" height="162" color="#000000">
        <picture>
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        </picture>
      </region>
      <region left="0" top="1701" width="49" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p style="font-weight: bold;">Fig. 1</p>
          </content>
        </text>
      </region>
      <region left="648" top="2610" width="998" height="23" color="#000000" fontSize="10">
        <text lang="eng" width="998" fontFamily="Arial" fontSize="10">
          <content>
            <p>\--------------------------    <span /><span style="color: #ff0000; font-weight: bold;">These are the coordinates for drawing the horizontal part of the callout + the rectangle to contain the lines of text</span><span /><span />  -------------------/</p>
          </content>
        </text>
      </region>
      <region top="2763" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="2790" color="#000000">
      <area collapsed="true">
        <title lang="spa">
          <content>
            <p> Monospaced Fonts as BMP matrices and other supporting data structures</p>
          </content>
        </title>
      </area>
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            <e type="operand">41</e>
            <e type="operand">60</e>
            <e type="operand">197</e>
            <e type="operand">210</e>
            <e type="operand">48</e>
            <e type="operand">41</e>
            <e type="operand">60</e>
            <e type="operand">211</e>
            <e type="operand">224</e>
            <e type="operand">49</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">1</e>
            <e type="operand">14</e>
            <e type="operand">50</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">15</e>
            <e type="operand">28</e>
            <e type="operand">51</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">29</e>
            <e type="operand">42</e>
            <e type="operand">52</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">43</e>
            <e type="operand">56</e>
            <e type="operand">53</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">57</e>
            <e type="operand">70</e>
            <e type="operand">54</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">71</e>
            <e type="operand">84</e>
            <e type="operand">55</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">85</e>
            <e type="operand">98</e>
            <e type="operand">56</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">99</e>
            <e type="operand">112</e>
            <e type="operand">57</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">113</e>
            <e type="operand">126</e>
            <e type="operand">58</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">127</e>
            <e type="operand">140</e>
            <e type="operand">59</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">141</e>
            <e type="operand">154</e>
            <e type="operand">60</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">155</e>
            <e type="operand">168</e>
            <e type="operand">61</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">169</e>
            <e type="operand">182</e>
            <e type="operand">62</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">183</e>
            <e type="operand">196</e>
            <e type="operand">63</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">197</e>
            <e type="operand">210</e>
            <e type="operand">64</e>
            <e type="operand">61</e>
            <e type="operand">80</e>
            <e type="operand">211</e>
            <e type="operand">224</e>
            <e type="operand">65</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">1</e>
            <e type="operand">14</e>
            <e type="operand">66</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">15</e>
            <e type="operand">28</e>
            <e type="operand">67</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">29</e>
            <e type="operand">42</e>
            <e type="operand">68</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">43</e>
            <e type="operand">56</e>
            <e type="operand">69</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">57</e>
            <e type="operand">70</e>
            <e type="operand">70</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">71</e>
            <e type="operand">84</e>
            <e type="operand">71</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">85</e>
            <e type="operand">98</e>
            <e type="operand">72</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">99</e>
            <e type="operand">112</e>
            <e type="operand">73</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">113</e>
            <e type="operand">126</e>
            <e type="operand">74</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">127</e>
            <e type="operand">140</e>
            <e type="operand">75</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">141</e>
            <e type="operand">154</e>
            <e type="operand">76</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">155</e>
            <e type="operand">168</e>
            <e type="operand">77</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">169</e>
            <e type="operand">182</e>
            <e type="operand">78</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">183</e>
            <e type="operand">196</e>
            <e type="operand">79</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">197</e>
            <e type="operand">210</e>
            <e type="operand">80</e>
            <e type="operand">81</e>
            <e type="operand">100</e>
            <e type="operand">211</e>
            <e type="operand">224</e>
            <e type="operand">81</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">1</e>
            <e type="operand">14</e>
            <e type="operand">82</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">15</e>
            <e type="operand">28</e>
            <e type="operand">83</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">29</e>
            <e type="operand">42</e>
            <e type="operand">84</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">43</e>
            <e type="operand">56</e>
            <e type="operand">85</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">57</e>
            <e type="operand">70</e>
            <e type="operand">86</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">71</e>
            <e type="operand">84</e>
            <e type="operand">87</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">85</e>
            <e type="operand">98</e>
            <e type="operand">88</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">99</e>
            <e type="operand">112</e>
            <e type="operand">89</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">113</e>
            <e type="operand">126</e>
            <e type="operand">90</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">127</e>
            <e type="operand">140</e>
            <e type="operand">91</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">141</e>
            <e type="operand">154</e>
            <e type="operand">92</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">155</e>
            <e type="operand">168</e>
            <e type="operand">93</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">169</e>
            <e type="operand">182</e>
            <e type="operand">94</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">183</e>
            <e type="operand">196</e>
            <e type="operand">95</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">197</e>
            <e type="operand">210</e>
            <e type="operand">96</e>
            <e type="operand">101</e>
            <e type="operand">120</e>
            <e type="operand">211</e>
            <e type="operand">224</e>
            <e type="operand">96</e>
            <e type="operand">5</e>
            <e type="function" args="482">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="45" top="3042" width="694" height="38" border="true" color="#000000" bgColor="#80ff80" fontSize="10">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p style="background-color: #80ff80;">Herewith there is just the matrix that stores the font sample for each of the available fonts. The complete dont  data <br />are in external .png files</p>
          </content>
        </text>
      </region>
      <region left="27" top="3078" width="702" height="334" color="#000000" fontSize="1">
        <math>
          <input>
            <e type="operand">FontSamples</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">229</e>
            <e type="operand">133</e>
            <e type="operand">227</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
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            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">95</e>
            <e type="operand">0</e>
            <e type="operand">0</e>
            <e type="operand">140</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">95</e>
            <e type="operand">0</e>
            <e type="operand">0</e>
            <e type="operand">95</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">180</e>
            <e type="operand">224</e>
            <e type="function" args="40322">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="261" top="3438" width="496" height="98" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="487" fontFamily="Arial" fontSize="10">
          <content>
            <p>in the Arial (or any other font ) array shown in the above collapsed Area there are:<br />- 6 rows of 20 pixel each + one row of 1 pixel I guess at the bottom  of the area <br />                                                                        /picture  <br />- 16 columns (Characters) of 14 pixel each + one row of 1 pixel I guess at the <br />                                                                        extreme right of the area/picture<br />   Character size is - 14 width x 20 height (in pixel)</p>
          </content>
        </text>
      </region>
      <region left="9" top="3465" width="252" height="68" color="#000000" bgColor="#80ff80" fontSize="10" isBreakable="false">
        <text lang="eng" width="252" fontFamily="Arial" fontSize="10">
          <content>
            <p style="background-color: #80ff80;">Attention!! some Character are not properly positioned in the Array so it is required a refinement of this aspect (for instance the Character "W"</p>
          </content>
        </text>
      </region>
      <region left="270" top="3546" width="223" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="223" fontFamily="Arial" fontSize="10">
          <content>
          <p>16 Columns x 6 Rows picture </p>
        </content>
        </text>
      </region>
      <region left="18" top="3573" width="285" height="172" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Font_List</e>
            <e type="operand" style="string">Arial</e>
            <e type="operand" style="string">Lucida</e>
            <e type="operand" style="string">Franklin</e>
            <e type="operand" style="string">Georgia</e>
            <e type="operand" style="string">Technic Bold</e>
            <e type="operand" style="string">Monospace821 BT</e>
            <e type="operand" style="string">Swis721 Lt BT</e>
            <e type="operand" style="string">Futura BK BT Bold</e>
            <e type="operand" style="string">Century Gothic Bold</e>
            <e type="operand">9</e>
            <e type="operand">1</e>
            <e type="function" args="11">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="333" top="3618" width="221" height="38" color="#000000" bgColor="#80ff80" fontSize="10">
        <text lang="eng" width="216" fontFamily="Arial" fontSize="10">
          <content>
            <p style="background-color: #80ff80;">This matrix is used as Input for the ComboBox List</p>
          </content>
        </text>
      </region>
      <region left="9" top="3771" width="822" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">C\0024\</e>
            <e type="operand" style="string"> !"#$%&amp;'()*+,-./0123456789:;&lt;=&gt;?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="837" top="3771" width="319" height="23" color="#000000" bgColor="#ffff00" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p style="background-color: #ffff00;">I have added at the beginning of C$ the space Char</p>
          </content>
        </text>
      </region>
      <region left="9" top="3798" width="344" height="24" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Consolas" fontSize="10">
          <content>
          <p style="font-weight: bold;">Scalable monospaced bitmapped fonts in XYPlot</p>
        </content>
        </text>
      </region>
      <region left="9" top="3825" width="744" height="83" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="744" fontFamily="Arial" fontSize="10">
          <content>
            <p>
              <span style="text-decoration: underline; font-weight: bold;">Conversion of a Text String in a bitmap string built with a monospaced (bitmap) font </span>
              <span />
              <span />. <br /><br />As a support for this conversion there is the matrix <span style="font-weight: bold;">SubmtrxRef</span> this is a matrix with in each row the information needed to extract from  one of  the Font matrix  shown above the character whose position in C$ is specified  in the 1st column using the Submatrix function  (see herewith for further details about its content)</p>
          </content>
        </text>
      </region>
      <region left="882" top="3861" width="251" height="26" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Font_List</e>
            <e type="operand">2</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="5">submatrix</e>
          </input>
        </math>
      </region>
      <region left="9" top="3906" width="754" height="188" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p>This matrix was originally loaded  from  an Excel file, each row is related to a Character in the string C$, indeed  the 5  columns have the following meaning:<br /><br />Column1:  is the position of a character in C$ ( for instance the number 4 corresponds  to the character  "#", space " " is the 1st character of the string )<br />Columns from 2 to 5 are the rows and columns index for  the extraction of a submatrix from the Arial (or another font )  matrix corresponding to the character whose position is specified to the first column of this matrix , in details they are:<br /> <br />Column2: is the index of the  row starting range<br />Column3: is the index of the  row ending range<br />Column4: is the index of the  column starting range<br />Column5: is the index of the  column ending range</p>
          </content>
        </text>
      </region>
      <region left="756" top="3969" width="93" height="47" color="#000000">
        <picture>
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        </picture>
      </region>
      <region left="9" top="4113" width="742" height="98" color="#000000" bgColor="#ffff80" fontSize="10" isBreakable="false">
        <text lang="eng" width="742" fontFamily="Arial" fontSize="10">
          <content>
            <p>
              <span style="background-color: #ffff80; font-weight: bold;">Note</span>
              <span style="background-color: #ffff80;"> -  when I have initially read these data from an external Excel file and placed its content in a variable with the same name it was possible to shrink the size of the matrix using the mouse and the 3 dots that indicate that the matrix has a bottom part hidden were  shown;  Doing the copy and paste trick of Alvaro/Oscar this is no more possible and if you have a huge matrix it is no more possible to collapse it as it was supposed to be. </span>
              <br />
              <span style="background-color: #ffff80;">Moreover it is not possible to copy the content of a collapsed matrix in a variable if the hidden part is not shown completely otherwise the copy and paste is just limited to the part initially shown.</span>
            </p>
          </content>
        </text>
      </region>
      <region top="4221" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="4248" color="#000000">
      <area collapsed="true">
        <title lang="eng">
          <content>
            <p>WordWrap Function</p>
          </content>
        </title>
      </area>
      <region left="0" top="4266" width="748" height="173" border="true" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="748" fontFamily="Arial" fontSize="10">
          <content>
            <p>Function Name: WordWrap<br /><br />Function Purpose:  split  an input  text string in rows of a defined length<br /><br />Some details about some of its  arguments: <br /><br />Inputs: <span style="font-weight: bold;">ts</span> -  string of text to wrap <br />            <span style="font-weight: bold;">tw</span> - <span style="text-decoration: underline;">maximum</span> length of each row of wrapped  text <br /><br />Output: an array of row(s) of text wrapped/split  at the maximum length <span style="font-weight: bold;">tw</span><br /></p>
          </content>
        </text>
      </region>
      <region left="0" top="4437" width="771" height="554" color="#000000" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">ts</e>
            <e type="operand">tw</e>
            <e type="function" args="2">WordWrap</e>
            <e type="operand">TextString</e>
            <e type="operand">ts</e>
            <e type="operator" args="2">:</e>
            <e type="operand">TextWidth</e>
            <e type="operand">tw</e>
            <e type="operator" args="2">:</e>
            <e type="operand">StrtPos</e>
            <e type="operand">1</e>
            <e type="operator" args="2">:</e>
            <e type="operand">EndPos</e>
            <e type="operand">StrtPos</e>
            <e type="operand">TextWidth</e>
            <e type="operator" args="2">+</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
            <e type="operand">TS_Length</e>
            <e type="operand">TextString</e>
            <e type="function" args="1">strlen</e>
            <e type="operator" args="2">:</e>
            <e type="operand">i_row</e>
            <e type="operand">1</e>
            <e type="operator" args="2">:</e>
            <e type="operand">EndPos</e>
            <e type="operand">TS_Length</e>
            <e type="operator" args="2">&lt;</e>
            <e type="operand">Letter_EndPos</e>
            <e type="operand">TextString</e>
            <e type="operand">EndPos</e>
            <e type="operand">1</e>
            <e type="function" args="3">substr</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Letter_EndPos</e>
            <e type="operand" style="string"> </e>
            <e type="operator" args="2">≠</e>
            <e type="operand">TextString</e>
            <e type="operand">EndPos</e>
            <e type="operand">1</e>
            <e type="operator" args="2">+</e>
            <e type="operand">1</e>
            <e type="function" args="3">substr</e>
            <e type="operand" style="string"> </e>
            <e type="operator" args="2">≠</e>
            <e type="operand">TextRow</e>
            <e type="operand">TextString</e>
            <e type="operand">StrtPos</e>
            <e type="operand">TextWidth</e>
            <e type="function" args="3">substr</e>
            <e type="operator" args="2">:</e>
            <e type="operand">LastSpacePosition</e>
            <e type="operand">TextRow</e>
            <e type="operand" style="string"> </e>
            <e type="function" args="2">findstr</e>
            <e type="function" args="1">Max</e>
            <e type="operator" args="2">:</e>
            <e type="operand">TextWrapped</e>
            <e type="operand">i_row</e>
            <e type="function" args="2">el</e>
            <e type="operand">TextString</e>
            <e type="operand">StrtPos</e>
            <e type="operand">LastSpacePosition</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="function" args="3">substr</e>
            <e type="operator" args="2">:</e>
            <e type="operand">StrtPos</e>
            <e type="operand">StrtPos</e>
            <e type="operand">LastSpacePosition</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
            <e type="operand">EndPos</e>
            <e type="operand">StrtPos</e>
            <e type="operand">TextWidth</e>
            <e type="operator" args="2">+</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
            <e type="operand">5</e>
            <e type="operand">1</e>
            <e type="function" args="7">line</e>
            <e type="operand">TextWrapped</e>
            <e type="operand">i_row</e>
            <e type="function" args="2">el</e>
            <e type="operand">TextString</e>
            <e type="operand">StrtPos</e>
            <e type="operand">TextWidth</e>
            <e type="function" args="3">substr</e>
            <e type="operator" args="2">:</e>
            <e type="operand">StrtPos</e>
            <e type="operand">EndPos</e>
            <e type="operand">2</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
            <e type="operand">EndPos</e>
            <e type="operand">StrtPos</e>
            <e type="operand">TextWidth</e>
            <e type="operator" args="2">+</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="function" args="3">if</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">line</e>
            <e type="operand">TextWrapped</e>
            <e type="operand">i_row</e>
            <e type="function" args="2">el</e>
            <e type="operand">TextString</e>
            <e type="operand">StrtPos</e>
            <e type="operand">TextWidth</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="function" args="3">substr</e>
            <e type="operator" args="2">:</e>
            <e type="operand">StrtPos</e>
            <e type="operand">EndPos</e>
            <e type="operand">1</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
            <e type="operand">EndPos</e>
            <e type="operand">StrtPos</e>
            <e type="operand">TextWidth</e>
            <e type="operator" args="2">+</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="function" args="3">if</e>
            <e type="operand">i_row</e>
            <e type="operand">i_row</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="function" args="2">while</e>
            <e type="operand">LastRowLength</e>
            <e type="operand">TS_Length</e>
            <e type="operand">StrtPos</e>
            <e type="operator" args="2">-</e>
            <e type="operand">1</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
            <e type="operand">TextWrapped</e>
            <e type="operand">i_row</e>
            <e type="function" args="2">el</e>
            <e type="operand">TextString</e>
            <e type="operand">StrtPos</e>
            <e type="operand">LastRowLength</e>
            <e type="function" args="3">substr</e>
            <e type="operator" args="2">:</e>
            <e type="operand">TextWrapped</e>
            <e type="operand">10</e>
            <e type="operand">1</e>
            <e type="function" args="12">line</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="774" top="4437" width="157" height="98" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>\<br />|  Variables Inizialization<br />|<br />|<br />|<br />/ </p>
        </content>
        </text>
      </region>
      <region left="792" top="4473" width="573" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="573" fontFamily="Arial" fontSize="10">
          <content>
            <p>
              <span style="font-weight: bold;">StrPos</span> is the starting  position of a character in the Input text string of the text row to wrap</p>
          </content>
        </text>
      </region>
      <region left="792" top="4491" width="566" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="566" fontFamily="Arial" fontSize="10">
          <content>
            <p>
              <span style="font-weight: bold;">EndPos</span> is the last  position of a character in the Input text string of the text row to wrap</p>
          </content>
        </text>
      </region>
      <region left="792" top="4509" width="278" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>this is the total length of the Input Text String</p>
        </content>
        </text>
      </region>
      <region left="792" top="4527" width="540" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="540" fontFamily="Arial" fontSize="10">
          <content>
            <p>
              <span style="font-weight: bold;">i_row</span> is the index of the Array that stores the wrapped rows of text </p>
          </content>
        </text>
      </region>
      <region left="774" top="4554" width="646" height="38" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="646" fontFamily="Arial" fontSize="10">
          <content>
            <p>While the position of the cursor/character EndPos is less then  the length of the Input Text String executes the line istructions</p>
          </content>
        </text>
      </region>
      <region left="801" top="4590" width="646" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="646" fontFamily="Arial" fontSize="10">
          <content>
          <p>check if the character at  EndPos (so at the end of a substring of tw characters) is <span /><span style="font-weight: bold; text-decoration: underline;">not</span><span /><span /> a space</p>
        </content>
        </text>
      </region>
      <region left="837" top="4608" width="428" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>if this is true check if at the  next character position there isn't a space </p>
        </content>
        </text>
      </region>
      <region left="873" top="4635" width="508" height="68" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>if this is true this means that we will split a word if we break the text string  at StrPos<br />so we need to find the position of the last word in the TextRow string and update accordingly the positions/values of the variables StrPos and EndPos and extracts a substring and store it in the array TextWrapped , is length is less then tw</p>
        </content>
        </text>
      </region>
      <region left="837" top="4734" width="78" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>otherwise  </p>
        </content>
        </text>
      </region>
      <region left="873" top="4752" width="451" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>extracts a substring of tw characters and store it in the array TextWrapped</p>
        </content>
        </text>
      </region>
      <region left="873" top="4770" width="547" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>and updates the starting and ending position to use on the next  substring in the while loop</p>
        </content>
        </text>
      </region>
      <region left="873" top="4788" width="479" height="38" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>to avoid that that this substring start with a space it is added a + 2 and not a +1<br />in the StrtPos expression </p>
        </content>
        </text>
      </region>
      <region left="801" top="4815" width="75" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>otherwise </p>
        </content>
        </text>
      </region>
      <region left="837" top="4842" width="987" height="38" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="987" fontFamily="Arial" fontSize="10">
          <content>
          <p>(extracts a substring of tw characters and store it in the array TextWrapped<br />(subtracting -1 from TextWidth avoids that the rows of wrapped text end with a space)</p>
        </content>
        </text>
      </region>
      <region left="837" top="4860" width="491" height="38" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p>
            <br />and update accordingly the positions/values of the variables StrPos and EndPos </p>
        </content>
        </text>
      </region>
      <region left="774" top="4905" width="228" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="228" fontFamily="Arial" fontSize="10">
          <content>
          <p>increment the i_row index</p>
        </content>
        </text>
      </region>
      <region left="774" top="4932" width="644" height="53" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="644" fontFamily="Arial" fontSize="10">
          <content>
          <p>when the while do loop ends we must manage the extraction of the last part of <br />TextString so assign to the variable LastRowLength the width of the last substring to extract starting at the position StrPos</p>
        </content>
        </text>
      </region>
      <region top="5004" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="5031" color="#000000">
      <area collapsed="true">
        <title lang="eng">
          <content>
            <p> Text2BMP Function </p>
          </content>
        </title>
      </area>
      <region left="0" top="5049" width="746" height="207" border="true" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="746" fontFamily="Arial" fontSize="10">
          <content>
            <p>Function Name: Text2BMP<br /><br />Function Purpose:  converts each character of a text string in a string of  BMP characters taken from  a <br />                                                               specified  \[REGION[c94c3ef81d3741409dd66f168c337141]]\  font family  stored in a matrix <br /><br />Some details about some of its  arguments:<br /><br />Input :   <span style="font-weight: bold;">TextMatrix</span>  = matrix with in each rows  a text string to convert in BMP, <br />             <span style="font-weight: bold;">FontFamily</span> = matrix that stores a BMP repesentation of each character in C$<br /><br />Output: <span style="font-weight: bold;">Text_BMP</span>  = matrix that strores in each row the result of the conversion of <br />                                   the corresponding  Input row (of the matrix TextMatrix) in a BMP array<br /></p>
          </content>
          <regions>
            <region id="c94c3ef81d3741409dd66f168c337141" left="295" top="45" width="104" height="26" color="#000000" fontSize="10">
              <math>
                <input>
                  <e type="operand">Monospaced</e>
                  <e type="bracket">(</e>
                </input>
              </math>
            </region>
          </regions>
        </text>
      </region>
      <region left="0" top="5256" width="1407" height="319" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">TextMatrix</e>
            <e type="operand">FontFamily</e>
            <e type="function" args="2">Text2BMP</e>
            <e type="operand">CharH</e>
            <e type="operand">20</e>
            <e type="operator" args="2">:</e>
            <e type="operand">N_Rows</e>
            <e type="operand">TextMatrix</e>
            <e type="function" args="1">rows</e>
            <e type="operator" args="2">:</e>
            <e type="operand">r</e>
            <e type="operand">1</e>
            <e type="operand">N_Rows</e>
            <e type="function" args="2">range</e>
            <e type="operand">TextString</e>
            <e type="operand">TextMatrix</e>
            <e type="operand">r</e>
            <e type="function" args="2">el</e>
            <e type="operator" args="2">:</e>
            <e type="operand">τ</e>
            <e type="operand">CharH</e>
            <e type="operand">0</e>
            <e type="function" args="2">matrix</e>
            <e type="operator" args="2">:</e>
            <e type="operand">c</e>
            <e type="operand">1</e>
            <e type="operand">TextString</e>
            <e type="function" args="1">strlen</e>
            <e type="function" args="2">range</e>
            <e type="operand">Char</e>
            <e type="operand">TextString</e>
            <e type="operand">c</e>
            <e type="operand">1</e>
            <e type="function" args="3">substr</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Char_Index</e>
            <e type="operand">C\0024\</e>
            <e type="operand">Char</e>
            <e type="function" args="2">findstr</e>
            <e type="operand">0</e>
            <e type="function" args="2">stack</e>
            <e type="function" args="1">max</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Char_Index</e>
            <e type="operand">0</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">τ</e>
            <e type="operand">τ</e>
            <e type="operand">FontFamily</e>
            <e type="operand">1</e>
            <e type="operand">20</e>
            <e type="operand">1</e>
            <e type="operand">14</e>
            <e type="function" args="5">submatrix</e>
            <e type="function" args="2">augment</e>
            <e type="operator" args="2">:</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">line</e>
            <e type="operand">τ</e>
            <e type="operand">τ</e>
            <e type="operand">FontFamily</e>
            <e type="operand">SubmtrxRef</e>
            <e type="operand">Char_Index</e>
            <e type="operand">2</e>
            <e type="function" args="3">el</e>
            <e type="operand">SubmtrxRef</e>
            <e type="operand">Char_Index</e>
            <e type="operand">3</e>
            <e type="function" args="3">el</e>
            <e type="operand">SubmtrxRef</e>
            <e type="operand">Char_Index</e>
            <e type="operand">4</e>
            <e type="function" args="3">el</e>
            <e type="operand">SubmtrxRef</e>
            <e type="operand">Char_Index</e>
            <e type="operand">5</e>
            <e type="function" args="3">el</e>
            <e type="function" args="5">submatrix</e>
            <e type="function" args="2">augment</e>
            <e type="operator" args="2">:</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">line</e>
            <e type="function" args="3">if</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">line</e>
            <e type="function" args="3">for</e>
            <e type="operand">Text_BMP</e>
            <e type="operand">r</e>
            <e type="function" args="2">el</e>
            <e type="operand">τ</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">for</e>
            <e type="operand">Text_BMP</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" args="6">line</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="747" top="5256" width="865" height="319" color="#000000" bgColor="#ffff80" fontSize="10" isBreakable="false">
        <text lang="eng" width="865" fontFamily="Arial" fontSize="10">
          <content>
            <p>
              <span style="font-size: 10px; background-color: #ffff80;">CharH is the Height of each Char in the matrix FontFamily</span>
              <br />
              <span style="font-size: 10px; background-color: #ffff80;">N_Rows is the number of rows in the Input matrix TextMatrix</span>
              <br />
              <span style="font-size: 9px;">
                <br />
              </span>
              <span style="font-size: 10px; background-color: #ffff80;">External Loop on each row of the Input matrix TextMatrix</span>
              <br />
              <span style="font-size: 9px;">
                <br />
                <br /> </span>
              <span style="font-size: 10px; background-color: #ffff80;">Define a storage matrix τ for  the resulting  converted text string in BMP</span>
              <br />
              <span style="font-size: 10px; background-color: #ffff80;">      Internal Loop on each character present in the previous selected row of TextMatrix</span>
              <br />
              <span style="font-size: 9px;">
                <br />
              </span>
              <span style="font-size: 9px; background-color: #ffff80;">           </span>
              <span style="font-size: 10px; background-color: #ffff80;">extracts a character and stores it in the var Char</span>
              <span />
              <br />
              <span style="font-size: 10px; background-color: #ffff80;">           find its position  (if exists ) in C$, if </span>
              <span style="font-size: 10px; font-weight: bold; background-color: #ffff80;">doesn't</span>
              <span style="font-size: 10px; background-color: #ffff80;">  exists place in Char_Index 0</span>
              <br />
              <span style="font-size: 10px; background-color: #ffff80;">           so if  CharIndex is 0 </span>
              <br />
              <span style="font-size: 10px; background-color: #ffff80;">                     replaces the searched character  with a space " " and place the extracted submatrix it in the matrix τ</span>
              <br />
              <span style="font-size: 10px; background-color: #ffff80;">           otherwise </span>
              <br />
              <span style="font-size: 10px; background-color: #ffff80;">                     extracts from the FontFamily matrix the corresponding  char in BMP and places it in the matrix τ </span>
              <br />
              <span style="font-size: 10px;">
                <br />
              </span>
              <span style="font-size: 10px; background-color: #ffff80;">
                <br />      </span>
              <span style="font-size: 10px; background-color: #ffff80;">at the End  of the Internal Loop strores the content of the matrix τ  , so a text string as BMP in the matrix Text_BMP</span>
              <br />
              <span style="font-size: 10px;">
                <br />
              </span>
              <span style="font-size: 10px; background-color: #ffff80;">that is devoted to the storage of each converted text string </span>
              <br />
            </p>
          </content>
        </text>
      </region>
      <region left="0" top="5580" width="404" height="45" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">X</e>
            <e type="operand">PX</e>
            <e type="operand">k</e>
            <e type="function" args="3">pos</e>
            <e type="operand">X</e>
            <e type="operand">1</e>
            <e type="function" args="2">el</e>
            <e type="operand">X</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="operand">PX</e>
            <e type="function" args="1">cols</e>
            <e type="operand">k</e>
            <e type="operand">20</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operand">PX</e>
            <e type="function" args="1">rows</e>
            <e type="operand">k</e>
            <e type="operand">14</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="4">stack</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="423" top="5580" width="322" height="53" color="#000000" bgColor="#ffff80" fontSize="10">
        <text lang="eng" width="311" fontFamily="Arial" fontSize="10">
          <content>
            <p style="text-align: justify;">
              <span style="background-color: #ffff80;">this is another function that is used to position a string of text in BMP form  at a certain point, scaling it by a factor </span>
              <span />
              <span style="font-weight: bold; background-color: #ffff80;"> k</span>
              <span />
            </p>
          </content>
        </text>
      </region>
      <region top="5634" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="5661" color="#000000">
      <area collapsed="true">
        <title lang="eng">
          <content>
            <p>Various Examples (r) </p>
          </content>
        </title>
      </area>
      <region left="9" top="5688" width="235" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
          <p style="font-weight: bold;">
            <span style="font-weight: normal;">Word Wrapping example(s) of usage</span> </p>
        </content>
        </text>
      </region>
      <region left="9" top="5715" width="2006" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Text2Wrap</e>
            <e type="operand" style="string">c'era una volta un testo parecchio lungo e ci si chiedeva se riusciva a stare in una variabile ora ci proviamo e vediamo cosa succede per fare un callout, non e' finita si riesce a scrivere un testo ancora piu' lungo ma fino a quando ??</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="9" top="5742" width="126" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Text_width</e>
            <e type="operand">45</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="9" top="5778" width="743" height="118" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">TextRows</e>
            <e type="operand">Text2Wrap</e>
            <e type="operand">Text_width</e>
            <e type="function" args="2">WordWrap</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand" style="string">c'era una volta un testo parecchio lungo e ci</e>
            <e type="operand" style="string">si chiedeva se riusciva a stare in una</e>
            <e type="operand" style="string">variabile ora ci proviamo e vediamo cosa</e>
            <e type="operand" style="string">succede per fare un callout, non e' finita si</e>
            <e type="operand" style="string">riesce a scrivere un testo ancora piu' lungo</e>
            <e type="operand" style="string">ma fino a quando ??</e>
            <e type="operand">6</e>
            <e type="operand">1</e>
            <e type="function" args="8">mat</e>
          </result>
        </math>
      </region>
      <region left="774" top="5778" width="283" height="118" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">TS_Lengths</e>
            <e type="operand">TextRows</e>
            <e type="function" args="1">strlen</e>
            <e type="function" args="1">vectorize</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">45</e>
            <e type="operand">38</e>
            <e type="operand">40</e>
            <e type="operand">45</e>
            <e type="operand">44</e>
            <e type="operand">19</e>
            <e type="operand">6</e>
            <e type="operand">1</e>
            <e type="function" args="8">mat</e>
          </result>
        </math>
      </region>
      <region left="0" top="5895" width="121" height="26" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">C\0024\</e>
            <e type="function" args="1">strlen</e>
          </input>
          <result action="numeric">
            <e type="operand">95</e>
          </result>
        </math>
      </region>
      <region left="0" top="5922" width="145" height="26" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">TextRows</e>
            <e type="function" args="1">rows</e>
          </input>
          <result action="numeric">
            <e type="operand">6</e>
          </result>
        </math>
      </region>
      <region left="189" top="5922" width="210" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p>rows of text in the Output matrix  </p>
          </content>
        </text>
      </region>
      <region left="0" top="5958" width="216" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p>Text to BMP example(s) of usage </p>
          </content>
        </text>
      </region>
      <region left="0" top="5994" width="379" height="30" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">Char_Index</e>
            <e type="operand">C\0024\</e>
            <e type="operand" style="string">C</e>
            <e type="function" args="2">findstr</e>
            <e type="operand">0</e>
            <e type="function" args="2">stack</e>
            <e type="function" args="1">max</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">36</e>
          </result>
        </math>
      </region>
      <region left="414" top="5994" width="505" height="23" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="505" fontFamily="Arial" fontSize="10">
          <content>
          <p>result of the search of a character in the string C$, if it is NOT found the result is 0</p>
        </content>
        </text>
      </region>
      <region left="0" top="6012" width="1157" height="100" color="#000000" fontSize="10">
        <math evaluate="false" matrixOptions="0,0,6,5">
          <input>
            <e type="operand">Char_1</e>
            <e type="operand">Arial</e>
            <e type="operand">SubmtrxRef</e>
            <e type="operand">Char_Index</e>
            <e type="operand">2</e>
            <e type="function" args="3">el</e>
            <e type="operand">SubmtrxRef</e>
            <e type="operand">Char_Index</e>
            <e type="operand">3</e>
            <e type="function" args="3">el</e>
            <e type="operand">SubmtrxRef</e>
            <e type="operand">Char_Index</e>
            <e type="operand">4</e>
            <e type="function" args="3">el</e>
            <e type="operand">SubmtrxRef</e>
            <e type="operand">Char_Index</e>
            <e type="operand">5</e>
            <e type="function" args="3">el</e>
            <e type="function" args="5">submatrix</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">198</e>
            <e type="operand">61</e>
            <e type="operand">5</e>
            <e type="operand">6</e>
            <e type="function" args="32">mat</e>
          </result>
        </math>
      </region>
      <region left="0" top="6111" width="126" height="66" color="#000000" fontSize="10">
        <image evaluate="false">
          <imagefile filename="wwbaj.png" lenght="417" width="116" height="58" option="border=true;" dataRenderXmlLength="0" renderExt=".png" OLDwidht="14" OLDheight="20" select_rotation="0°">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</imagefile>
          <input>
            <e type="operand">Char_1</e>
          </input>
        </image>
      </region>
      <region left="144" top="6129" width="351" height="26" color="#000000" fontSize="10">
        <math evaluate="false" optimize="2">
          <input>
            <e type="operand">TxtxCallout</e>
            <e type="operand">TextRows</e>
            <e type="operand">FontFamily</e>
            <e type="function" args="2">Text2BMP</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="522" top="6129" width="169" height="26" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">TxtxCallout</e>
            <e type="function" args="1">rows</e>
          </input>
          <result action="numeric">
            <e type="operand">6</e>
          </result>
        </math>
      </region>
      <region left="0" top="6210" width="510" height="262" color="#000000" fontSize="7">
        <math evaluate="false" matrixOptions="0,0,14,20">
          <input>
            <e type="operand">PA</e>
            <e type="operand" style="string">A(1,2)</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">Arial</e>
            <e type="function" args="2">Text2BMP</e>
            <e type="operand">1</e>
            <e type="function" args="2">el</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">230</e>
            <e type="operand">241</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">205</e>
            <e type="operand">9</e>
            <e type="operand">52</e>
            <e type="operand">249</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">109</e>
            <e type="operand">17</e>
            <e type="operand">3</e>
            <e type="operand">178</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">239</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">241</e>
            <e type="operand">19</e>
            <e type="operand">130</e>
            <e type="operand">70</e>
            <e type="operand">69</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">201</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">166</e>
            <e type="operand">0</e>
            <e type="operand">228</e>
            <e type="operand">159</e>
            <e type="operand">0</e>
            <e type="operand">217</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">194</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">65</e>
            <e type="operand">53</e>
            <e type="operand">255</e>
            <e type="operand">234</e>
            <e type="operand">5</e>
            <e type="operand">119</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">227</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">217</e>
            <e type="operand">0</e>
            <e type="operand">168</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">100</e>
            <e type="operand">21</e>
            <e type="operand">244</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">131</e>
            <e type="operand">0</e>
            <e type="operand">120</e>
            <e type="operand">140</e>
            <e type="operand">141</e>
            <e type="operand">85</e>
            <e type="operand">0</e>
            <e type="operand">170</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">251</e>
            <e type="operand">43</e>
            <e type="operand">22</e>
            <e type="operand">50</e>
            <e type="operand">43</e>
            <e type="operand">44</e>
            <e type="operand">51</e>
            <e type="operand">9</e>
            <e type="operand">69</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">185</e>
            <e type="operand">0</e>
            <e type="operand">168</e>
            <e type="operand">251</e>
            <e type="operand">250</e>
            <e type="operand">250</e>
            <e type="operand">251</e>
            <e type="operand">119</e>
            <e type="operand">0</e>
            <e type="operand">209</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">203</e>
            <e type="operand">255</e>
            <e type="operand">85</e>
            <e type="operand">16</e>
            <e type="operand">246</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">216</e>
            <e type="operand">0</e>
            <e type="operand">107</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">223</e>
            <e type="operand">233</e>
            <e type="operand">7</e>
            <e type="operand">109</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">69</e>
            <e type="operand">15</e>
            <e type="operand">235</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">234</e>
            <e type="operand">181</e>
            <e type="operand">232</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">223</e>
            <e type="operand">178</e>
            <e type="operand">238</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">20</e>
            <e type="operand">14</e>
            <e type="function" args="282">mat</e>
          </result>
        </math>
      </region>
      <region left="531" top="6210" width="226" height="262" color="#000000" fontSize="7">
        <math evaluate="false" matrixOptions="0,0,6,20">
          <input>
            <e type="operand">TxtxCallout</e>
            <e type="operand">6</e>
            <e type="function" args="2">el</e>
          </input>
          <result action="numeric">
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">242</e>
            <e type="operand">253</e>
            <e type="operand">255</e>
            <e type="operand">209</e>
            <e type="operand">212</e>
            <e type="operand">255</e>
            <e type="operand">80</e>
            <e type="operand">97</e>
            <e type="operand">87</e>
            <e type="operand">23</e>
            <e type="operand">9</e>
            <e type="operand">93</e>
            <e type="operand">70</e>
            <e type="operand">0</e>
            <e type="operand">118</e>
            <e type="operand">223</e>
            <e type="operand">157</e>
            <e type="operand">0</e>
            <e type="operand">66</e>
            <e type="operand">38</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">19</e>
            <e type="operand">61</e>
            <e type="operand">76</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">249</e>
            <e type="operand">25</e>
            <e type="operand">61</e>
            <e type="operand">79</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">248</e>
            <e type="operand">24</e>
            <e type="operand">61</e>
            <e type="operand">78</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">248</e>
            <e type="operand">24</e>
            <e type="operand">58</e>
            <e type="operand">75</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">248</e>
            <e type="operand">20</e>
            <e type="operand">63</e>
            <e type="operand">80</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">248</e>
            <e type="operand">27</e>
            <e type="operand">211</e>
            <e type="operand">215</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">253</e>
            <e type="operand">203</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">20</e>
            <e type="operand">6</e>
            <e type="function" args="122">mat</e>
          </result>
        </math>
      </region>
      <region left="0" top="6480" width="510" height="262" color="#000000" fontSize="7">
        <math evaluate="false" matrixOptions="0,0,14,20">
          <input>
            <e type="operand">PB</e>
            <e type="operand" style="string">B(8,6)</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">Arial</e>
            <e type="function" args="2">Text2BMP</e>
            <e type="operand">1</e>
            <e type="function" args="2">el</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">243</e>
            <e type="operand">230</e>
            <e type="operand">228</e>
            <e type="operand">227</e>
            <e type="operand">227</e>
            <e type="operand">234</e>
            <e type="operand">254</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">142</e>
            <e type="operand">15</e>
            <e type="operand">10</e>
            <e type="operand">10</e>
            <e type="operand">9</e>
            <e type="operand">6</e>
            <e type="operand">52</e>
            <e type="operand">187</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">128</e>
            <e type="operand">0</e>
            <e type="operand">150</e>
            <e type="operand">168</e>
            <e type="operand">166</e>
            <e type="operand">149</e>
            <e type="operand">49</e>
            <e type="operand">11</e>
            <e type="operand">208</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">129</e>
            <e type="operand">0</e>
            <e type="operand">245</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">229</e>
            <e type="operand">0</e>
            <e type="operand">125</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">129</e>
            <e type="operand">0</e>
            <e type="operand">245</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">229</e>
            <e type="operand">0</e>
            <e type="operand">147</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">131</e>
            <e type="operand">0</e>
            <e type="operand">150</e>
            <e type="operand">167</e>
            <e type="operand">167</e>
            <e type="operand">150</e>
            <e type="operand">58</e>
            <e type="operand">72</e>
            <e type="operand">242</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">135</e>
            <e type="operand">0</e>
            <e type="operand">8</e>
            <e type="operand">10</e>
            <e type="operand">10</e>
            <e type="operand">0</e>
            <e type="operand">0</e>
            <e type="operand">112</e>
            <e type="operand">249</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">130</e>
            <e type="operand">0</e>
            <e type="operand">207</e>
            <e type="operand">231</e>
            <e type="operand">230</e>
            <e type="operand">222</e>
            <e type="operand">155</e>
            <e type="operand">4</e>
            <e type="operand">98</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">129</e>
            <e type="operand">0</e>
            <e type="operand">238</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">102</e>
            <e type="operand">0</e>
            <e type="operand">236</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">129</e>
            <e type="operand">0</e>
            <e type="operand">240</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">100</e>
            <e type="operand">0</e>
            <e type="operand">238</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">128</e>
            <e type="operand">0</e>
            <e type="operand">193</e>
            <e type="operand">216</e>
            <e type="operand">215</e>
            <e type="operand">209</e>
            <e type="operand">143</e>
            <e type="operand">0</e>
            <e type="operand">90</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">134</e>
            <e type="operand">0</e>
            <e type="operand">8</e>
            <e type="operand">10</e>
            <e type="operand">10</e>
            <e type="operand">10</e>
            <e type="operand">3</e>
            <e type="operand">82</e>
            <e type="operand">232</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">223</e>
            <e type="operand">182</e>
            <e type="operand">181</e>
            <e type="operand">180</e>
            <e type="operand">180</e>
            <e type="operand">187</e>
            <e type="operand">220</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
            <e type="operand">255</e>
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        <text lang="eng" width="241" fontFamily="Arial" fontSize="10">
          <content>
            <p>I need to specify the index 1 because the output from the txt2BMP function is a (1 level) nested matrix and the pos function requires just the internal level </p>
          </content>
        </text>
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            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
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        <math evaluate="false">
          <input>
            <e type="operand">B</e>
            <e type="operand">8</e>
            <e type="operand">6</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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          <chartstyle usedefault="false" backcolor="White" bordercolor="Black" />
          <grid gridcolor="LightGray" gridpattern="Dash" gridthickness="1" isxgrid="true" isygrid="true" isy2grid="false" />
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          <yaxes ymin="-0.4577569" ymax="7.899844" ytick="4" visible="True" decimalplaces="3" numberformat="General" />
          <y2axes isy2axis="false" y2min="-1" y2max="1" y2tick="0.5" visible="True" decimalplaces="3" numberformat="General" />
          <title2d title="" titlefont="Arial, 10pt" titlefontcolor="Black" />
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          <legend isbordervisible="true" islegendvisible="false" legendbackcolor="White" legendbordercolor="Black" legendfont="Arial, 8pt" legendposition="NorthEast" textcolor="Black" />
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            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Shapes" lineantialias="true" linecolor="Blue" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 0, 0, 255" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Red" linethickness="2" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 255, 0, 0" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Green" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 0, 128, 0" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
          </traces>
          <description active="false" position="Top" lang="eng">
            <content>
            <p>XYLabel'XLabel:"", XYLabel'YLabel:""</p>
          </content>
          </description>
          <input>
            <e type="operand" style="string">image:{PA}</e>
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            <e type="function" args="3">pos</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string">trasparent</e>
            <e type="operand" style="string">line</e>
            <e type="operand">1</e>
            <e type="function" args="5">stack</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string">image:{PB}</e>
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            <e type="operand">PB</e>
            <e type="operand">2</e>
            <e type="function" args="3">pos</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string">transparent</e>
            <e type="operand" style="string">line</e>
            <e type="operand">1</e>
            <e type="function" args="5">stack</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
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            <e type="operand">1</e>
            <e type="function" args="4">mat</e>
            <e type="operand">A</e>
            <e type="operand">B</e>
            <e type="function" args="2">stack</e>
            <e type="operand">y</e>
            <e type="operand">x</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">sys</e>
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      <text lang="eng" width="337" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-weight: bold; background-color: #ffff80;">( </span>
            <span />
            <span style="font-weight: bold; background-color: #ffff80;">r</span>
            <span />
            <span style="font-weight: bold; background-color: #ffff80;"> )</span>
            <span />
            <span style="background-color: #ffff80;"> means that a collapsed area can be deleted</span>
          </p>
        </content>
      </text>
    </region>
    <region top="7191" color="#000000">
      <area collapsed="true">
        <title lang="eng">
          <content>
            <p>Size of a Character and other specs (r)</p>
          </content>
        </title>
      </area>
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        <text lang="eng" width="791" fontFamily="Arial" fontSize="10">
          <content>
            <p style="text-decoration: underline; font-weight: bold;">An attempt to define the size of a character of the selected Bitmap Monospaced font (Arial) in the XY Plugin Plotting Area</p>
          </content>
        </text>
      </region>
      <region left="0" top="7254" width="863" height="481" color="#000000" fontSize="10">
        <text lang="eng" width="863" fontFamily="Arial" fontSize="10">
          <content>
            <p>in the <span style="font-weight: bold;">pos</span> function there is a scale factor <span style="font-weight: bold;">k</span> that changes the size of the character drawn , have drawn a character with different  scale factor to understand the relationship of the character size with the scale factor <br />From the tests done have found  that :<br /><br /><span style="font-weight: bold;">Character height</span> = 1.43  ( 20 Pixel)  for  a scale factor  k of 1<br /><span style="font-weight: bold;">Character width</span>  =  0.70 ( 14 Pixel )                                                   <span style="text-decoration: underline; font-weight: bold;">both are rough evaluations</span><br /><br />reducing the scale factor of \[REGION[d58722133bde44708d6153e958289e52]]\ or \[REGION[002a1b3f6a8b471e8d9fb69f4d01af94]]\ reduces the dimensions of the character matrix of the same quantity in proportion<br /><br />So to <span style="font-weight: bold; text-decoration: underline;">position vertically</span> the rows of bitmap converted text we need to define a <span style="text-decoration: underline;">line spacing</span>  that is linked to the size (height) of a character <br /> ( based on the k factor) .<br /><br /><span style="font-weight: bold;">Assumptions: </span>We define for now that :<br />- the <span style="font-weight: bold;">line spacing</span> is \[REGION[c655f0ecbf614166b18926a965e70aa6]]\ of the character height (I have seen that 1/10  is too much because the font includes a lot of space at the bottom part )<br />-  the <span style="font-weight: bold;">maximum number of text rows</span> to display in a Callout will be<span style="font-weight: bold;"> 8 </span><span style="font-weight: normal;">( even if I guess that we will not exeed the 4 ones, the hypotesis is of a Callout not too verbose ) </span><span style="font-weight: normal;"> </span><br /><br />If the number of rows is 1  this row is positioned in 2nd position<br />                                       2 these rows are positioned in 2nd and 3rd position<br />                                       3 these rows are positioned in 1st,2nd and 3rd position   <span style="text-decoration: underline;">see picture on the right for row positioning</span><br />                                       4 these rows are positioned in 1st,2nd,3rd and 4th position<br /><br />the <span style="font-weight: bold; text-decoration: underline;">rule</span> is that if the number of rows is <span style="font-weight: bold;">even</span> they are split in equal parts above and belove the horizontal part of the callout.<br />if it is<span style="font-weight: bold;"> odd</span> the numbers of rows of text above the  horizontal part of the callout exeed of 1 rows the ones below it.<br /><br />Size in <span style="font-weight: bold;">pixel</span> of drawn Character = 66 x 99 k = 1 - <br />                                                        33 x 49 k = 2 -<br />                                                        22 x 34 k = 3 evaluated using a<span style="font-weight: bold;"> pixel ruler</span><br /> </p>
          </content>
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                <input>
                  <e type="operand">1</e>
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            <e type="operand">0</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="operand">1</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 left="198" top="7740" width="281" height="38" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">Char_test</e>
            <e type="operand" style="string">W</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">Arial</e>
            <e type="function" args="2">Text2BMP</e>
            <e type="operand">1</e>
            <e type="function" args="2">el</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="7776" width="153" height="45" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">Segment2</e>
            <e type="operand">0</e>
            <e type="operand">2.43</e>
            <e type="operand">3</e>
            <e type="operand">2.43</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 left="198" top="7776" width="153" height="45" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">Segment3</e>
            <e type="operand">0.70</e>
            <e type="operand">1</e>
            <e type="operand">0.70</e>
            <e type="operand">3</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 left="387" top="7776" width="161" height="45" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">Segment2s</e>
            <e type="operand">0</e>
            <e type="operand">1.72</e>
            <e type="operand">3</e>
            <e type="operand">1.72</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 left="558" top="7776" width="161" height="45" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">Segment3s</e>
            <e type="operand">1.35</e>
            <e type="operand">1</e>
            <e type="operand">1.35</e>
            <e type="operand">3</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 left="738" top="7776" width="169" height="45" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">Segment2ss</e>
            <e type="operand">0</e>
            <e type="operand">1.48</e>
            <e type="operand">3</e>
            <e type="operand">1.48</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 left="909" top="7776" width="169" height="45" color="#000000" fontSize="10">
        <math evaluate="false">
          <input>
            <e type="operand">Segment3ss</e>
            <e type="operand">2.23</e>
            <e type="operand">1</e>
            <e type="operand">2.23</e>
            <e type="operand">3</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 left="27" top="7830" width="419" height="23" color="#000000" bgColor="#ffff80" fontSize="10">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p style="background-color: #ffff80;">the coordinates of the segments have been found  by <span /><span style="font-weight: bold; text-decoration: underline;">trial and error</span><span /></p>
          </content>
        </text>
      </region>
      <region left="18" top="7866" width="613" height="333" color="#000000" fontSize="10">
        <xyplot evaluate="false" width="603" height="325" points="100" name="XYPlot">
          <chartstyle usedefault="false" backcolor="White" bordercolor="Black" />
          <grid gridcolor="LightGray" gridpattern="Dash" gridthickness="1" isxgrid="true" isygrid="true" isy2grid="false" />
          <xaxes xmin="-1" xmax="5" xtick="1" visible="True" decimalplaces="3" numberformat="General" />
          <yaxes ymin="0" ymax="4" ytick="1" visible="True" decimalplaces="3" numberformat="General" />
          <y2axes isy2axis="false" y2min="-1" y2max="1" y2tick="0.5" visible="True" decimalplaces="3" numberformat="General" />
          <title2d title="" titlefont="Arial, 10pt" titlefontcolor="Black" />
          <xylabel labelfont="Arial, 10pt" labelfontcolor="Black" tickfont="Arial, 8pt" tickfontcolor="Black" xlabel="x" ylabel="y" y2label="y2" />
          <legend isbordervisible="true" islegendvisible="false" legendbackcolor="White" legendbordercolor="Black" legendfont="Arial, 8pt" legendposition="NorthEast" textcolor="Black" />
          <traces>
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Shapes" lineantialias="true" linecolor="Blue" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 0, 0, 255" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Red" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 255, 0, 0" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Green" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 0, 128, 0" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Fuchsia" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 255, 0, 255" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="DarkOrange" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 255, 140, 0" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="SaddleBrown" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 139, 69, 19" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Blue" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 0, 0, 255" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
            <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Red" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 255, 0, 0" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
          </traces>
          <input>
            <e type="operand" style="string">image:{Char_test}</e>
            <e type="operand">0</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="operand">Char_test</e>
            <e type="operand">1</e>
            <e type="function" args="3">pos</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string">black</e>
            <e type="operand" style="string">line</e>
            <e type="operand">1</e>
            <e type="function" args="5">stack</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string">image:{Char_test}</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="operand">Char_test</e>
            <e type="operand">2</e>
            <e type="function" args="3">pos</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string">black</e>
            <e type="operand" style="string">line</e>
            <e type="operand">1</e>
            <e type="function" args="5">stack</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string">image:{Char_test}</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="operand">Char_test</e>
            <e type="operand">3</e>
            <e type="function" args="3">pos</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string">black</e>
            <e type="operand" style="string">line</e>
            <e type="operand">1</e>
            <e type="function" args="5">stack</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">mat</e>
            <e type="operand">Segment1</e>
            <e type="operand">Segment2</e>
            <e type="operand">Segment3</e>
            <e type="operand">Segment2s</e>
            <e type="operand">Segment3s</e>
            <e type="operand">Segment2ss</e>
            <e type="operand">Segment3ss</e>
            <e type="operand">8</e>
            <e type="operand">1</e>
            <e type="function" args="10">sys</e>
          </input>
        </xyplot>
      </region>
      <region left="639" top="7992" width="412" height="53" color="#000000" bgColor="#ffff80" fontSize="10">
        <text lang="eng" width="404" fontFamily="Arial" fontSize="10">
          <content>
          <p style="background-color: #ffff80;">we see that the "W"  is not printed correctly need to find with Oscar how he produced the Arial mono and try to correct this or other similar errors in the future</p>
        </content>
        </text>
      </region>
      <region top="8424" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="8451" color="#000000">
      <area collapsed="true">
        <title lang="eng">
          <content>
            <p>CreateCallout1 Function </p>
          </content>
        </title>
      </area>
      <region left="0" top="8469" width="730" height="38" color="#000000" bgColor="#ffff80" fontSize="10" isBreakable="false">
        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p style="background-color: #ffff80;">Herewith I have tried to develop a procedure (CreateCallout) that put together all the user functions developed previously trying to minimize the data necessary to obtain the final result </p>
          </content>
        </text>
      </region>
      <region left="747" top="8496" width="735" height="356" color="#000000">
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</raw>
        </picture>
      </region>
      <region left="0" top="8514" width="753" height="338" border="true" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="743" fontFamily="Arial" fontSize="10">
          <content>
            <p>Function Name: CreateCallout1<br /><br />Function Purpose:  draws in the XY plugin Plotting Area both the graphical and the textual part of a callout <br /><br />Some details about some of its  arguments:<br /><br />Input :   <span style="font-weight: bold;">Txt</span>     = String of text to wrap based on the Txt_w length and to position on the graphical part of the callout <br />             <span style="font-weight: bold;">Txt_w</span> = Maximum length of each row of wrapped  text<br />             <span style="font-weight: bold;"> FontFamily</span> = Matrix that stores a BMP repesentation of each character in C$ <br />              <span style="font-weight: bold;">k_t </span> = Text scale factor if it is greater than 1 the size of the text is smaller than the reference one (2 means that it is <br />                        half, 3 which is a third an so on) if instead we want the size of the text is higher than the reference one, this<br />                        factor must be less than 1 <br />              <span style="font-weight: bold;">k_h</span> = Horizontal part of the callout scale factor. We have that the length of the horizantal part of the callout is due to <br />                        two parts: <br />                              1-the text wrap length and this is a <span style="font-weight: bold; text-decoration: underline;">fixed</span> length part (b)<br />                              2-and the part from the callout "center" till the beginning of the textual part (b) and this <span style="font-weight: bold; text-decoration: underline;">can be changed</span> <br />                                 according to our graphical needs.   (see some remarks in the Fig .2 on the right side → ) <br />              <span style="font-weight: bold;">Txt_p </span><span style="font-weight: normal;">= Indicates the placement of the callout text, it can be on the left or right side of the callout "Center" point;  <br />                            values of this parameter can be </span><span style="font-weight: bold;">L=Left</span><span style="font-weight: normal;"> or </span><span style="font-weight: bold;">R=Right</span><span /><span style="font-weight: bold;"> </span><br /> <br />Output: a list that contains both the graphical and the textual part of a callout <br /></p>
          </content>
        </text>
      </region>
      <region left="774" top="8802" width="100" height="23" color="#000000" fontSize="10">
        <text lang="eng" width="92" fontFamily="Arial" fontSize="10">
          <content>
            <p style="font-weight: bold;">Fig. 2 - Style1</p>
          </content>
        </text>
      </region>
      <region left="0" top="8856" width="1071" height="26" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="operand">k_t</e>
            <e type="operand">k_h</e>
            <e type="function" args="7">CreateCallout1</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="operand">k_t</e>
            <e type="operand">k_h</e>
            <e type="operand" style="string">R</e>
            <e type="function" args="8">CreateCallout1</e>
            <e type="operator" args="2">:</e>
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        <math>
          <input>
            <e type="operand">ArrowH</e>
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            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="operand">k_t</e>
            <e type="function" args="6">CreateCallout1</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="operand">k_t</e>
            <e type="operand">2.5</e>
            <e type="operand" style="string">R</e>
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            <e type="operator" args="2">:</e>
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        </math>
      </region>
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        <math>
          <input>
            <e type="operand">ArrowH</e>
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            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="function" args="5">CreateCallout1</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="operand">1.8</e>
            <e type="operand">2.5</e>
            <e type="operand" style="string">R</e>
            <e type="function" args="8">CreateCallout1</e>
            <e type="operator" args="2">:</e>
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        </math>
      </region>
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        <math>
          <input>
            <e type="operand">ArrowH</e>
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            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="function" args="4">CreateCallout1</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="operand">Arial</e>
            <e type="operand">1.8</e>
            <e type="operand">2.5</e>
            <e type="operand" style="string">R</e>
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            <e type="operator" args="2">:</e>
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        </math>
      </region>
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        <math>
          <input>
            <e type="operand">ArrowH</e>
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            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="operand">k_t</e>
            <e type="operand">k_h</e>
            <e type="operand">Txt_p</e>
            <e type="function" args="8">CreateCallout1</e>
            <e type="operand">TextRows</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="function" args="2">WordWrap</e>
            <e type="operator" args="2">:</e>
            <e type="operand">TextCallout</e>
            <e type="operand">TextRows</e>
            <e type="operand">FontFamily</e>
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            <e type="operator" args="2">:</e>
            <e type="operand">Char_h</e>
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            <e type="operator" args="2">:</e>
            <e type="operand">Char_w</e>
            <e type="operand">0.7</e>
            <e type="operator" args="2">:</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="operand">Row_offset</e>
            <e type="operand">1</e>
            <e type="operand">20</e>
            <e type="operator" args="2">/</e>
            <e type="operand">Char_h</e>
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            <e type="operator" args="2">:</e>
            <e type="operand">Text_Length</e>
            <e type="operand">Char_w</e>
            <e type="operand">k_t</e>
            <e type="operator" args="2">/</e>
            <e type="operand">Txt_w</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">CalloutHL</e>
            <e type="operand">Text_Length</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">1.62</e>
            <e type="operand">k_h</e>
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            <e type="operator" args="2">/</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">r_TextR</e>
            <e type="operand">TextRows</e>
            <e type="function" args="1">rows</e>
            <e type="operator" args="2">:</e>
            <e type="operand">VertPos_x</e>
            <e type="operand">Callout_dwg</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="function" args="2">stack</e>
            <e type="operand" style="string">blue</e>
            <e type="operand">1</e>
            <e type="operand">CalloutHL</e>
            <e type="operand" style="string">solid</e>
            <e type="function" args="5">CalloutArrow1</e>
            <e type="operator" args="2">:</e>
            <e type="operand">ArrowE</e>
            <e type="operand">1</e>
            <e type="function" args="2">el</e>
            <e type="operand">Text_Length</e>
            <e type="operand">1.62</e>
            <e type="operand">k_h</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">line</e>
            <e type="operand">Txt_p</e>
            <e type="operand" style="string">R</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">Callout_dwg</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="function" args="2">stack</e>
            <e type="operand" style="string">blue</e>
            <e type="operand">1</e>
            <e type="operand">CalloutHL</e>
            <e type="operator" args="1">-</e>
            <e type="operand" style="string">solid</e>
            <e type="function" args="5">CalloutArrow1</e>
            <e type="operator" args="2">:</e>
            <e type="operand">ArrowE</e>
            <e type="operand">1</e>
            <e type="function" args="2">el</e>
            <e type="operand">Text_Length</e>
            <e type="operand">1.62</e>
            <e type="operand">k_h</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operand">Text_Length</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">-</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">line</e>
            <e type="function" args="3">cases</e>
            <e type="operator" args="2">:</e>
            <e type="operand">i_rows</e>
            <e type="operand">1</e>
            <e type="operand">r_TextR</e>
            <e type="function" args="2">range</e>
            <e type="operand">VertPos_y</e>
            <e type="operand">ArrowE</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="operand">1</e>
            <e type="operand">r_TextR</e>
            <e type="operand">2</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="1">round</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operand">2</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
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            <e type="operand">2</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operand">r_TextR</e>
            <e type="operand">2</e>
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            <e type="function" args="1">round</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operand">Char_h</e>
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            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operand">i_rows</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operand">Row_offset</e>
            <e type="operand">Char_h</e>
            <e type="operand">k_t</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
            <e type="operand">BMP.Name</e>
            <e type="operand" style="string">BMPxCallout</e>
            <e type="operand">i_rows</e>
            <e type="function" args="1">num2str</e>
            <e type="function" args="2">concat</e>
            <e type="operator" args="2">:</e>
            <e type="operand">dummy</e>
            <e type="operand">BMP.Name</e>
            <e type="operand" style="string">:</e>
            <e type="operand">TextCallout</e>
            <e type="operand">i_rows</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">num2str</e>
            <e type="function" args="3">concat</e>
            <e type="function" args="1">str2num</e>
            <e type="operator" args="2">:</e>
            <e type="operand">CalloutStr</e>
            <e type="operand">i_rows</e>
            <e type="function" args="2">el</e>
            <e type="operand" style="string">image:{</e>
            <e type="operand">BMP.Name</e>
            <e type="operand" style="string">}</e>
            <e type="function" args="3">concat</e>
            <e type="operand">VertPos_x</e>
            <e type="operand">VertPos_y</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="operand">TextCallout</e>
            <e type="operand">i_rows</e>
            <e type="function" args="2">el</e>
            <e type="operand">k_t</e>
            <e type="function" args="3">pos</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string"></e>
            <e type="operand" style="string">line</e>
            <e type="operand">1</e>
            <e type="function" args="5">stack</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</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">for</e>
            <e type="operand">Callout_dwg</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">CalloutStr</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">sys</e>
            <e type="operand">8</e>
            <e type="operand">1</e>
            <e type="function" args="10">line</e>
            <e type="operator" args="1">+</e>
            <e type="operator" args="2">:</e>
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      </region>
      <region top="9477" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="9495" color="#000000">
      <area collapsed="true">
        <title lang="eng">
          <content>
            <p>CreateCallout2 Function </p>
          </content>
        </title>
      </area>
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        <picture>
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        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p style="background-color: #ffff80;">Herewith I have tried to develop a procedure (CreateCallout) that put together all the user functions developed previously trying to minimize the data necessary to obtain the final result </p>
          </content>
        </text>
      </region>
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        <text lang="eng" width="743" fontFamily="Arial" fontSize="10">
          <content>
            <p>Function Name: CreateCallout2<br /><br />Function Purpose:  draws in the XY plugin Plotting Area both the graphical and the textual part of a callout <br /><br />Some details about some of its  arguments:<br /><br />Input :   <span style="font-weight: bold;">Txt</span>     = String of text to wrap based on the Txt_w length and to position on the graphical part of the callout <br />             <span style="font-weight: bold;">Txt_w</span> = Maximum length of each row of wrapped  text<br />             <span style="font-weight: bold;"> FontFamily</span> = Matrix that stores a BMP repesentation of each character in C$ <br />              <span style="font-weight: bold;">k_t </span> = Text scale factor if it is greater than 1 the size of the text is smaller than the reference one (2 means that it is <br />                        half, 3 which is a third an so on) if instead we want the size of the text is higher than the reference one, this<br />                        factor must be less than 1 <br />              <span style="font-weight: bold;">k_h</span> = Horizontal part of the callout scale factor. We have that the length of the horizantal part of the callout is due to <br />                        two parts: <br />                              1-the text wrap length and this is a <span style="font-weight: bold; text-decoration: underline;">fixed</span> length part (b)<br />                              2-and the part from the callout "center" till the beginning of the textual part (b) and this <span style="font-weight: bold; text-decoration: underline;">can be changed</span> <br />                                 according to our graphical needs.   (see some remarks in the Fig .2 on the right side → ) <br />             <span style="font-weight: bold;">Txt_p</span> = Indicates the placement of the callout text, it can be on the left or right side of the callout "Center" point;  <br />                           values of this parameter can be <span style="font-weight: bold;">L=Left</span> or <span style="font-weight: bold;">R=Right</span><br /> <br />Output: a list that contains both the graphical and the textual part of a callout <br /></p>
          </content>
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        <text lang="eng" width="96" fontFamily="Arial" fontSize="10">
          <content>
            <p style="font-weight: bold;">Fig. 2 - Style2</p>
          </content>
        </text>
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          <input>
            <e type="operand">ArrowH</e>
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            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="operand">k_t</e>
            <e type="operand">k_h</e>
            <e type="function" args="7">CreateCallout2</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="operand">k_t</e>
            <e type="operand">k_h</e>
            <e type="operand" style="string">R</e>
            <e type="function" args="8">CreateCallout2</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
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          <input>
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            <e type="operand">FontFamily</e>
            <e type="operand">k_t</e>
            <e type="function" args="6">CreateCallout2</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="operand">k_t</e>
            <e type="operand">2.5</e>
            <e type="operand" style="string">R</e>
            <e type="function" args="8">CreateCallout2</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <math>
          <input>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
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            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="function" args="5">CreateCallout2</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="operand">FontFamily</e>
            <e type="operand">1.8</e>
            <e type="operand">2.5</e>
            <e type="operand" style="string">R</e>
            <e type="function" args="8">CreateCallout2</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <math>
          <input>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="function" args="4">CreateCallout2</e>
            <e type="operand">ArrowH</e>
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            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="operand">Arial</e>
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            <e type="operand">2.5</e>
            <e type="operand" style="string">R</e>
            <e type="function" args="8">CreateCallout2</e>
            <e type="operator" args="2">:</e>
          </input>
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        <math>
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            <e type="operand">k_h</e>
            <e type="operand">Txt_p</e>
            <e type="function" args="8">CreateCallout2</e>
            <e type="operand">TextRows</e>
            <e type="operand">Txt</e>
            <e type="operand">Txt_w</e>
            <e type="function" args="2">WordWrap</e>
            <e type="operator" args="2">:</e>
            <e type="operand">TextCallout</e>
            <e type="operand">TextRows</e>
            <e type="operand">FontFamily</e>
            <e type="function" args="2">Text2BMP</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Char_h</e>
            <e type="operand">1.43</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Char_w</e>
            <e type="operand">0.7</e>
            <e type="operator" args="2">:</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="operand">Row_offset</e>
            <e type="operand">1</e>
            <e type="operand">20</e>
            <e type="operator" args="2">/</e>
            <e type="operand">Char_h</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Text_Length</e>
            <e type="operand">Char_w</e>
            <e type="operand">k_t</e>
            <e type="operator" args="2">/</e>
            <e type="operand">Txt_w</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">CalloutHL</e>
            <e type="operand">Text_Length</e>
            <e type="operand">0</e>
            <e type="operand">1</e>
            <e type="operand">1.62</e>
            <e type="operand">k_h</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">r_TextR</e>
            <e type="operand">TextRows</e>
            <e type="function" args="1">rows</e>
            <e type="operator" args="2">:</e>
            <e type="operand">VertPos_x</e>
            <e type="operand">Callout_dwg</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="function" args="2">stack</e>
            <e type="operand" style="string">blue</e>
            <e type="operand">1</e>
            <e type="operand">CalloutHL</e>
            <e type="operand" style="string">solid</e>
            <e type="function" args="5">CalloutArrow2</e>
            <e type="operator" args="2">:</e>
            <e type="operand">ArrowE</e>
            <e type="operand">1</e>
            <e type="function" args="2">el</e>
            <e type="operand">Text_Length</e>
            <e type="operand">1.62</e>
            <e type="operand">k_h</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operand">2</e>
            <e type="operand">Row_offset</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">line</e>
            <e type="operand">Txt_p</e>
            <e type="operand" style="string">R</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">Callout_dwg</e>
            <e type="operand">ArrowH</e>
            <e type="operand">ArrowE</e>
            <e type="function" args="2">stack</e>
            <e type="operand" style="string">blue</e>
            <e type="operand">1</e>
            <e type="operand">CalloutHL</e>
            <e type="operator" args="1">-</e>
            <e type="operand" style="string">solid</e>
            <e type="function" args="5">CalloutArrow2</e>
            <e type="operator" args="2">:</e>
            <e type="operand">ArrowE</e>
            <e type="operand">1</e>
            <e type="function" args="2">el</e>
            <e type="operand">Text_Length</e>
            <e type="operand">1.62</e>
            <e type="operand">k_h</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operand">2</e>
            <e type="operand">Row_offset</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="operand">Text_Length</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">-</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">line</e>
            <e type="function" args="3">cases</e>
            <e type="operator" args="2">:</e>
            <e type="operand">i_rows</e>
            <e type="operand">1</e>
            <e type="operand">r_TextR</e>
            <e type="function" args="2">range</e>
            <e type="operand">VertPos_y</e>
            <e type="operand">ArrowE</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="operand">r_TextR</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operand">Row_offset</e>
            <e type="operand">2</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="1">-</e>
            <e type="operand">r_TextR</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
            <e type="operand">Char_h</e>
            <e type="operand">k_t</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">+</e>
            <e type="operand">i_rows</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operand">Row_offset</e>
            <e type="operand">Char_h</e>
            <e type="operand">k_t</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
            <e type="operand">BMP.Name</e>
            <e type="operand" style="string">BMPxCallout</e>
            <e type="operand">i_rows</e>
            <e type="function" args="1">num2str</e>
            <e type="function" args="2">concat</e>
            <e type="operator" args="2">:</e>
            <e type="operand">dummy</e>
            <e type="operand">BMP.Name</e>
            <e type="operand" style="string">:</e>
            <e type="operand">TextCallout</e>
            <e type="operand">i_rows</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">num2str</e>
            <e type="function" args="3">concat</e>
            <e type="function" args="1">str2num</e>
            <e type="operator" args="2">:</e>
            <e type="operand">CalloutStr</e>
            <e type="operand">i_rows</e>
            <e type="function" args="2">el</e>
            <e type="operand" style="string">image:{</e>
            <e type="operand">BMP.Name</e>
            <e type="operand" style="string">}</e>
            <e type="function" args="3">concat</e>
            <e type="operand">VertPos_x</e>
            <e type="operand">VertPos_y</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="operand">TextCallout</e>
            <e type="operand">i_rows</e>
            <e type="function" args="2">el</e>
            <e type="operand">k_t</e>
            <e type="function" args="3">pos</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand" style="string"></e>
            <e type="operand" style="string">line</e>
            <e type="operand">1</e>
            <e type="function" args="5">stack</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</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">for</e>
            <e type="operand">Callout_dwg</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">CalloutStr</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">mat</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">sys</e>
            <e type="operand">8</e>
            <e type="operand">1</e>
            <e type="function" args="10">line</e>
            <e type="operator" args="1">+</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region top="10494" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="0" top="10521" width="564" height="23" color="#000000" bgColor="#ffff80" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="background-color: #ffff80;">Tests for the positioning of the bitmaped text over the callout , changing the input Text length </p>
        </content>
      </text>
    </region>
    <region left="747" top="10521" width="100" height="31" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">t.0</e>
          <e type="operand">1</e>
          <e type="function" args="1">time</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="10548" width="2172" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
      <math evaluate="false">
        <input>
          <e type="operand">Text_</e>
          <e type="operand" style="string">c'era una volta un testo parecchio lungo e ci si chiedeva se riusciva a stare in una variabile ora ci proviamo e vediamo cosa succede, allunghiamo la stringa e vediamo cosa accade, andiamo avanti ancora e ancora fino a 8 o 9 righi, piripi e piripa con zorry kid</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="10575" width="1972" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
      <math evaluate="false">
        <input>
          <e type="operand">Text_</e>
          <e type="operand" style="string">c'era una volta un testo parecchio lungo e ci si chiedeva se riusciva a stare in una variabile ora ci proviamo e vediamo cosa succede per fare un callout, non e' finita si riesce a scrivere un testo ancora piu' lungo ma fino a quando ??</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="10593" width="1484" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
      <math evaluate="false">
        <input>
          <e type="operand">Text_</e>
          <e type="operand" style="string">c'era una volta un testo parecchio lungo e ci si chiedeva se riusciva a stare in una variabile ora ci proviamo e vediamo cosa succede per fare un callout e a scrivere un testo</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="10620" width="980" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
      <math evaluate="false">
        <input>
          <e type="operand">Text_</e>
          <e type="operand" style="string">c'era una volta un testo parecchio lungo e ci si chiedeva se riusciva a stare in una variabile ora ci proviamo  </e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="10638" width="732" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
      <math evaluate="false">
        <input>
          <e type="operand">Text_</e>
          <e type="operand" style="string">c'era una volta un testo parecchio lungo e ci si chiedeva se riusciva a stare in </e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="10674" width="406" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
      <math>
        <input>
          <e type="operand">Text_</e>
          <e type="operand" style="string">c'era una volta un testo parecchio lungo</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="603" top="10674" width="147" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Text_</e>
          <e type="function" args="1">strlen</e>
        </input>
        <result action="numeric">
          <e type="operand">40</e>
        </result>
      </math>
    </region>
    <region left="0" top="10719" width="139" height="27" color="#000000" bgColor="#80ffff" fontSize="10">
      <math>
        <input>
          <e type="operand">ArrowHead</e>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="function" args="4">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="117" top="10719" width="131" height="27" color="#000000" bgColor="#80ffff" fontSize="10">
      <math>
        <input>
          <e type="operand">ArrowEnd</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="function" args="4">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="261" top="10719" width="489" height="38" color="#000000" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p>Coordinates of the Callout arrowhead and arrow end ( or "center" , don't change these names)  </p>
        </content>
      </text>
    </region>
    <region left="0" top="10764" width="228" height="38" color="#000000" fontSize="10" showInputData="false">
      <comboboxlist input="Font_List" inputColumn="1" selected="5" output="Default" outputColumn="2" layout="DropDownList" items="5" firstItem="4" font="Courier New, 10pt" optimization="numeric" decimalPlaces="15" exponentialThreshold="15" significantFigures="0" fractions="decimal" trailingZeros="false" overrideDP="true">
        <ul>
          <li>"Arial"</li>
          <li>"Lucida"</li>
          <li>"Franklin"</li>
          <li>"Georgia"</li>
          <li>"Technic\0020\Bold"</li>
          <li>"Monospace821\0020\BT"</li>
          <li>"Swis721\0020\Lt\0020\BT"</li>
          <li>"Futura\0020\BK\0020\BT\0020\Bold"</li>
          <li>"Century\0020\Gothic\0020\Bold"</li>
        </ul>
        <description active="true" position="Top" lang="eng">
          <content>
            <p>Font Selection</p>
          </content>
        </description>
        <input>
          <e type="operand">I_Font</e>
        </input>
      </comboboxlist>
    </region>
    <region left="234" top="10764" width="280" height="35" color="#000000" fontSize="10" showInputData="false">
      <image>
        <imagefile filename="yxecz.png" lenght="1102" width="270" height="27" option="border=false;" dataRenderXmlLength="0" renderExt=".png" OLDwidht="224" OLDheight="20" select_rotation="0°">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</imagefile>
        <description active="true" position="Top" lang="eng">
          <content>
            <p>Sample of the selected font</p>
          </content>
        </description>
        <input>
          <e type="operand">FontSamples</e>
          <e type="operand">20</e>
          <e type="operand">I_Font</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">20</e>
          <e type="operand">I_Font</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operand">224</e>
          <e type="function" args="5">submatrix</e>
        </input>
      </image>
    </region>
    <region left="747" top="10809" width="288" height="53" border="true" color="#000000" bgColor="#80ff80" fontSize="10">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="background-color: #80ff80;">read the matrix with the complete and specific <br />font data from an external file whose name is the same of the font selected</p>
        </content>
      </text>
    </region>
    <region left="0" top="10836" width="504" height="36" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Path</e>
          <e type="operand" style="string"></e>
          <e type="function" args="1">DocumentDirectory</e>
          <e type="operand">Font_List</e>
          <e type="operand">I_Font</e>
          <e type="operand">1</e>
          <e type="function" args="3">el</e>
          <e type="operand" style="string">.png</e>
          <e type="function" args="3">concat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="513" top="10836" width="223" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Font_Matrix</e>
          <e type="operand">Path</e>
          <e type="function" args="1">READBMP</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="10908" width="615" height="26" color="#000000" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">CalloutComplete</e>
          <e type="operand">ArrowHead</e>
          <e type="operand">ArrowEnd</e>
          <e type="operand">Text_</e>
          <e type="operand">40</e>
          <e type="operand">Font_Matrix</e>
          <e type="function" args="5">CreateCallout2</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="10935" width="753" height="323" color="#000000" fontSize="10">
      <xyplot width="743" height="315" points="100" name="XYPlot">
        <chartstyle usedefault="false" backcolor="White" bordercolor="Black" />
        <grid gridcolor="LightGray" gridpattern="Dash" gridthickness="1" isxgrid="true" isygrid="true" isy2grid="false" />
        <xaxes xmin="-4.117682" xmax="23.26551" xtick="4" visible="True" decimalplaces="3" numberformat="General" />
        <yaxes ymin="-3.939271" ymax="7.744323" ytick="4" visible="True" decimalplaces="3" numberformat="General" />
        <y2axes isy2axis="false" y2min="-1" y2max="1" y2tick="0.5" visible="True" decimalplaces="3" numberformat="General" />
        <title2d title="" titlefont="Arial, 10pt" titlefontcolor="Black" />
        <xylabel labelfont="Arial, 10pt" labelfontcolor="Black" tickfont="Arial, 8pt" tickfontcolor="Black" xlabel="x" ylabel="y" y2label="y2" />
        <legend isbordervisible="true" islegendvisible="false" legendbackcolor="White" legendbordercolor="Black" legendfont="Arial, 8pt" legendposition="NorthEast" textcolor="Black" />
        <traces>
          <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Labels" lineantialias="true" linecolor="Blue" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 0, 0, 255" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
          <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Red" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 255, 0, 0" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
          <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Shapes" lineantialias="true" linecolor="Green" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 0, 128, 0" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
          <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Shapes" lineantialias="true" linecolor="Fuchsia" linethickness="1" linepattern="Solid" filled="false" hatched="false" fillcolor="64, 255, 0, 255" hatchstyle="Percent20" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        </traces>
        <description active="false" position="Top" lang="eng">
          <content></content>
        </description>
        <input>
          <e type="operand">0</e>
          <e type="operand">0</e>
          <e type="operand" style="string">+</e>
          <e type="operand">2000</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="function" args="6">mat</e>
          <e type="operand">x</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operand">2</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="operand">CalloutComplete</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">sys</e>
        </input>
      </xyplot>
    </region>
    <region left="747" top="11331" width="165" height="31" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">1</e>
          <e type="function" args="1">time</e>
          <e type="operand">t.0</e>
          <e type="operator" args="2">-</e>
        </input>
        <result action="numeric">
          <e type="operand">4.558</e>
          <e type="operand" style="unit">s</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region top="11367" color="#ff0000" bgColor="#ffff80">
      <area collapsed="true">
        <title lang="eng">
          <content>
            <p> Results of various tests changing the Input variables (r)</p>
          </content>
        </title>
      </area>
      <region left="0" top="11385" width="651" height="68" color="#000000" fontSize="10" isBreakable="false">
        <text lang="eng" width="651" fontFamily="Arial" fontSize="10">
          <content>
            <p>Time  for drawing  rows  of 40 char is 4.5 sec/row<br />                                           50 char is 6 sec/row<br />                                           60 char is 7.6 sec/row <br />the trend looks linear and an increment of 10 character increase the execution time of 1.5 sec in average</p>
          </content>
        </text>
      </region>
      <region left="0" top="11457" width="750" height="53" border="true" color="#000000" bgColor="#80ff80" fontSize="10" isBreakable="false">
        <text lang="eng" width="746" fontFamily="Arial" fontSize="10">
          <content>
            <p>
              <span style="background-color: #80ff80;">Effects of variations in  </span>
              <span style="font-weight: bold; background-color: #80ff80;">k_t </span>
              <span style="font-weight: normal; background-color: #80ff80;">values (keeping </span>
              <span style="font-weight: bold; background-color: #80ff80;">k_h </span>
              <span style="font-weight: normal; background-color: #80ff80;">costant =2) herewith there  are simple screenshoots of the final drawing to    skip calculation time , with </span>
              <span style="font-weight: bold; background-color: #80ff80;">k_t =1  </span>
              <span style="font-weight: normal; background-color: #80ff80;">we have what I have called  </span>
              <span style="font-weight: bold; background-color: #80ff80;">"the reference</span>
              <span />
              <span style="font-weight: bold; background-color: #80ff80;"> </span>
              <span style="font-weight: bold; background-color: #80ff80;">"</span>
              <span style="font-weight: normal; background-color: #80ff80;"> situation in the CreateCallout function          documentation above                                                                                                                                                                    </span>
            </p>
          </content>
        </text>
      </region>
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</raw>
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</raw>
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        <text lang="eng" width="362" fontFamily="Arial" fontSize="10">
          <content>
            <p>
              <span style="background-color: #80ff80;">Effect of variations in  </span>
              <span style="font-weight: bold; background-color: #80ff80;">k_h </span>
              <span />
              <span style="font-weight: normal; background-color: #80ff80;">values (keeping </span>
              <span />
              <span style="font-weight: bold; background-color: #80ff80;">k_t</span>
              <span />
              <span style="font-weight: normal; background-color: #80ff80;"> costant =2) </span>
            </p>
          </content>
        </text>
      </region>
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2228ql6cGFHeqFHVzY6eKC8NIRKp0dXNjBhZ0UFw888EC49tpry6UhuLBDvUhjWV1oqJh1on4FLuxQL+zgwk4XF4SXjlDp7ODCDi7s4CINXNjBhR1c2MGFHVyk0bcLwktHqHR2cGEHF3ZwkQYu7ODCDi7s4MIOLtLo2wXhpSNUOju4sIMLO7hIAxd2cGEHF3ZwYQcXafTtgvDSESqdHVzYwYUdXKSBCzu4sIMLO7iwg4s0+nZBeOkIlc4OLuzgwg4u0sCFHVzYwYUdXNjBRRp9uyC8dIRKZwcXdnBhBxdp4MIOLuzgwg4u7OAijb5drOgDWMqpU6eKH4+KPWYpJ06cKDY29pil6LVm+XrHjx8vPnPsMUuR6Nh6S8FFWsGFveDCXnBhL7iwF1ykFVzYCy7sBRfNsqLkZSn6ATd9+NhjlrK1tRXOnDkTfcxSzp49W5TYY5Zy8uTJIknHHrMUiY6ttxRcpBVc2Asu7AUX9oILe8FFWsGFveDCXnDRLAwb64iSnnbYrJDoWYGLNHBhBxd2cGEHF3ZwkQYu7ODCDi6aEF46QqWzgws7uLCDizRwYQcXdnBhBxd2cJFG3y4ILx2h0tnBhR1c2MFFGriwgws7uLCDCzu4SKNvF4SXjlDp7ODCDi7s4CINXNjBhR1c2MGFHVyk0bcLwktHqHR2cGEHF3ZwkQYu7ODCDi7s4MIOLtLo2wXhpSNUOju4sIMLO7hIAxd2cGEHF3ZwYQcXafTtgvDSESqdHVzYwYUdXKSBCzu4sIMLO7iwg4s0+nZBeOkIlc4OLuzgwg4u0sCFHVzYwYUdXNjBRRp9uyC8dIRKZwcXdnBhBxdp4MIOLuzgwg4u7OAijb5dEF46QqWzgws7uLCDizRwYQcXdnBhBxd2cJFG3y4ILx2h0tnBhR1c2MFFGriwgws7uLCDCzu4SKNvF67Cy8rKCoVCoVAoFAqFQlngMg434WXSB4G8kK+NjY1yaYG4664Qrr22XFhcqG++wZ9v8Ocb/PkFd/kwzoXZEuEFxiFfCxleFFwUYBYc6ptv8Ocb/PkGf37BXT6Mc2G2RHiBccjXQoaXSy4J4bHHyoXFhfrmG/z5Bn++wZ9fcJcP41yYLRFeYBzytXDh5dy5EJ71rOH/Fxzqm2/w5xv8+QZ/fsFdPoxzYbZEeIFxyNfChRf1uKjnZQmgvvkGf77Bn2/w5xfc5cM4F2ZLhBcYh3wtXHhZksn6gvrmG/z5Bn++efzxx8u/wBu4y4dx58EV3Zs5h3L06NGwubkZfUyFk7kvPv7jP37xwsuSTNYXnMB9gz/f4M83+PML7vJB7f5YHlAxJwJ6XmAc+/btW7zwsiST9QEAwA4NYL/gLh/G9ryU/58awguMY+HCyxJN1hecwH2DPwAA8AzhBXpn4YaNLdFkfUHj1zf48w3+fIM/v+AuHwgv0DsLF16WaLK+4ATuG/z5Bn++wZ9fcJcPhBfonYULL0s0WV9wAvcN/nyDP9/gzy+4y4fFCS+HDpVLkDsLN+eFyfoAAAAAvbA44WX//nIJcmehel6WbLK+4OqTb/DnG/z5Bn9+wV0+LE54WaIJ095ZqPCyZJP1BSdw3+DPN/jzDf78grt8WJzwcsEFS3X12zMLFV6WbLK+4ATuG/z5Bn++wZ9fcJcPixNe9u0LgxZxuQZyZqHmvCzZZH0AAACAvWRxwsvNN4dw8GC5BnJmoXpelnCyPleffIM/3+DPN/jzC+7yYXHCy913h3DNNeUayJmFCS9LOFlfcAL3Df58gz/f4M8vuMuHxQkvTz4ZwsUXl2sgZxYmvCzhZH3BCdw3+PMN/nyDP7/gLh8WJ7wIXQU/e3b4N2TLwoSXJZysDwB7Cw0o3+DPL7jLh8UKL6urITzwwPBvyJaFmbDPZH0AAACAXlms8HLbbSHcfvvwb8iWhel5WdJf1ufqk2/w5xv8+QZ/fsFdPixWeDl8OISrrx7+DdmyEOFlSSfrC07gvsGfb/DnG/z5BXf5sFjh5amnQrjoouHfkC0LEV6WdLK+4ATuG/z5Bn++wZ9fcJcPixVexIUXhrC5WS5AjizEnBcm6wMAAAD0ztjwcuzYsZBDOXr06CCPbEYfU2l8CA0b0/AxyJaF6HlZ4sn6XH3yDf58gz/f4M8vuMsHtftjeUDFZ8/LgQPDAtmyEOFlSSfrC07gvsGfb/DnG/z5BXf5MLbnpfz/1OxpeNGtknXLZMgW9+FliSfrC07gvsGfb/DnG/z5BXf5sHjhRT9SqYYlZIv7OS9LPFkfAADs0AD2C+7yYfHCi9Adx3TnMcgS9+FlySfrcwL3Df4AAMAzixlemLSfNe6HjS35L+vT+PUN/nyDP9/gzy+4y4fFDC8HD4Zw883lAuSG+/CyxJP1BSdw3+DPN/jzDf78grt8WMzwoobxvn3lAuSG6/Cy5JP1BSdw3+DPN/jzDf78grt8WMzwwqT9rHE954XJ+gAAAAB7xmKGF3HxxSE8+WS5ADnhuueFX9bn6pNz8Ocb/PkGf37BXT4sbnjZvz+EQ4fKBcgJ1+FlySfrC07gvsGfb/DnG/z5BXf5sLjhhUn72eI6vCz5ZH3BCdw3+PMN/nyDP7/gLh8WN7w8+mgIl15aLkBOuJ3zwmR9AAAAgD1lccOLGpgXXFAuQE647XkhEBdw9ck3+PMN/nyDP7/gLh8WN7wIhvhkidvwwlDEAk7gvsGfb/DnG/z5BXf5sNjhhcnVWeI2vFx9dQiHD5cLywsncN/gzzf48w3+/IK7fFjs8MJtbbPEbXi56KIQnnqqXAAA6B8aUL7Bn19wlw+LHV74QcEscTlhX6FF4QUAAAAA9ozFDi9Ck/a5O1RWuOx50XAxDRsDrj45B3++wZ9v8OcX3OXD2PBy/vz5YCnnBmHh+PHj0ccsZWtrK5w5cyb6mMrY8KK7Q+kuUZANLsOLJuprwj5wAncO/nyDP9/gzy+4ywe1+2N5QGXl9OnTwVJOnToVNjc3o49ZyokTJ4qenNhjKmPDC43O7HAZXgjB23AC9w3+fIM/3+DPL7jLB7X7Y3lAZTGGjR06FML+/eUC5IC7OS/8OCUAAABAFoxr9y9GeHnyyRAuvrhcgBxw1/PCj1M24OqTb/DnG/z5Bn9+wV0+LH54EbpqfvZsuQB7jbvwwo9TNuAE7hv8+QZ/vsGfX3CXD8sRXvbtC4PWcrkAe4278MKPUzbgBO4b/PkGf77Bn19wlw/LEV4OHBgWyAJ3c174cUoAAJgBNID9grt8WI7wooayel8gC1yFF36cchecwH2DPwAA8MxyhBfNd9G8F8gCV8PG+HHKXdD49Q3+fIM/3+DPL7jLh+UIL+KSS0J47LFyAfYSV+GF3wnaBSdw3+DPN/jzDf78grt8WJ7wQiM0G1yFF36cchecwH2DP9/gzzf48wvu8mF5wgs/VpkNbua88OOUAAAAAFmxPOGFidfZ4KbnRcMMNdwQGnD1yTf48w3+fIM/v+AuH5YnvAhueZsFbsILP04ZhRO4b/DnG/z5Bn9+wV0+LFd44ccGs8BNeLnmmhDuvrtcgApO4L7Bn2/w5xv8+QV3+bBc4YUr6VngZs4LPXUAAAAAWbFc4YU5DFngoudlczOECy8sF6AOV598gz/f4M83+PML7vJhucKLuOAC7h61x7gIL/w45Ug4gfsGf77Bn2/w5xfc5cPyhZd9+8Kg5VwuwF7gIrzwu0Aj4QTuG/z5Bn++wZ9fcJcPyxdeDhwYFtgzXIQXQi4AZAgNKN/gzy+4y4ex4eXpp58OlrK1tRU2Nzejj1nK6dOnw8mTJ6OPqUwVXhgOtOdkP2GfH6cEAAAAyBK1+2N5QGUxw8vZs8OGKewZ2fe8cGOHsXD1yTf48w3+fIM/v+AuH8aGl/I5U5P1sDGhhqkaqLAnZB9euKX2WDiB+wZ/vsGfb/DnF9zlw7h2/+KGl2uvDeGuu8oF6Jvswws/TjkWTuC+wZ9v8Ocb/PkFd/mwnOHl0KEQ9u8vF6Bvsp/zwo9TAgAAAGTJcoYXNUzVQIU9IeueF36cciJcffIN/nyDP9/gzy+4y4flDC9Ck/Y1eR96J+vwwt3oJsIJ3Df48w3+fIM/v+AuH5Y3vKiBqoYq9E7W4YUfp5wIJ3Df4M83+PMN/vyCu3xY3vDCHaX2jKznvPDjlAAAMCdoAPsFd/mwvOHl0UdDuPTScgH6JNvwwo9TdoITuG/wBwAAnlne8EJDdc/IdtiYtkk9LzAWGr++wZ9v8Ocb/PkFd/mwvOFFMERoT8g2vBw4MCwwFk7gvsGfb/DnG/z5BXf5sNzh5bbbQrj99nIB+iLb8EKY7QQncN/gzzf48w3+/IK7fFju8MJtcfeELOe8MIwQAAAAIHuWO7zod17UYIVeybLnRdvDfJdOcPXJN/jzDf58gz+/4C4flju8iIsvDuHJJ8sF6IMswwvzXTrDCdw3+PMN/nyDP7/gLh8IL/v3h3DoULkAfZBleGG+S2c4gfsGf77Bn2/w5xfc5QPhRcFFAQZ6I7s5L8x3AQAAAHAB4eWpp0K46KJyAfogu54XbQvzXTrD1Sff4M83+PMN/vyCu3wgvAiFF4UY6IXswgvzXaaCE7hv8Ocb/PkGf37BXT6MDS+nT58OlnLq1KmwubkZfcxSTpw4UYSh2GMqyeGFeS+9kl14Yb7LVHAC9w3+fIM/3+DPL7jLB7X7Y3lAZeX8+fPBUs6dOxeOHz8efcxStra2wpkzZ6KPqSSHF+a99EpW4YX5LgDgCBpQvsGfX3CXD2r3x/KASibDxjbCi1ZeFO6b57Ax5r30SlYT9rUdzHcBAAAAcMG4dn8W4WVjbWWwkXMOL4J5L72RVc8L812mhqtPvsGfb/DnG/z5BXf5kHd42VgLK2tr8+95Ecx76Y2swgvzXaaGE7hv8Ocb/PkGf37BXT5kHF42wtrK2uC/PQwbE8x76Y1swgvzXUxwAvcN/nyDP9/gzy+4y4dsw8uR9dWwun5k8Fe38DKqVAeb/l+V9nKx7qmnwvnnPGdnOfac1rpJy7F17eXYuknLsXXt5di6Scuxde3l2LpJy+11VXipP65Sf06X5di69nJsXbX8z7/wC+E/BttSLceeM2o5tm7Scmxdezm2btJybF17ObZu0nJsXXs5tm7Scmxdezm2btJybF17ObZu0nJsXXs5tm7Scmxdezm2btJybF17ObZu0nJsXXs5tm7Scmxdezm2btJybF17ObZu0nJsXXs5tm7Scmxdezm2btJybF17ObZu0nJsXXs5tm7Scmxdezm2btJybF17ObZu0nJsXXs5tm7Scmxdezm2btJybF17ObZu0nJsXXs5tm7Scmxdezm2btJybF17ObZu0nJsXXs5tm7Scmxdezm2btJybF17ObZu0nJsXXs5tq69HGvXV2UUexdejqyH1dX1oOjSNbzMBOa99EI2PS/MdzFRnWDAJ/jzDf58gz+/4C4fsgwv6nWpp6thuTwUHTERxn2Iqbj55hAOHiwXYF5kE16Y72KCE7hv8Ocb/PkGf37BXT6Ma/fvWXhp0mPPy+HDIVx9dbkA8yKL8MJ8FzOcwH2DP9/gzzf48wvu8oHwUufs2WGDFuZKFr/zovfn910AAKBHaAD7BXf54CC8hPDMM8+Ef+sjvIhLLgnhscfKBZgHWYQX5ruY4QTuG/wBAIBnCC9tmPcyd7IYNsZ8FzM0fn2DP9/gzzf48wvu8oHw0oZ5L3Nnz8ML812S4ATuG/z5Bn++wZ9fcJcPhJc2zHuZO3seXvTezHcxwwncN/jzDf58gz+/4C4fCC8xmPcyV/Z8zgvzXQAAAABcQniJwbyXubLnPS/Md0mCq0++wZ9v8Ocb/PkFd/lAeInBsKK5sqfhhfkuyXAC9w3+fIM/3+DPL7jLB8JLDBq4c2VPwwvBNBlO4L7Bn2/w5xv8+QV3+UB4GQVDi+bGns55Yb4LAAAAgFvGhpdjx46FHMrRo0fD5uZm9DGVuYQXGrlzY097XgilyXD1yTf48w3+fIM/v+AuH9Tuj+UBleXueWF40dzYs/DCbbBnAidw3+DPN/jzDf78grt8GNvzUv5/ahYivDDvZW7sWXi5++4QrrmmXAArnMB9gz/f4M83+PML7vKB8DIOhhjNhT0LL/v3h3DoULkAAOAPGlC+wZ9fcJcPhJdxMO9lLuzZhP2LLgrhqafKBQAAAADwBuFlHGpgM+9l5uxJz8tjj4VwySXlAqTA1Sff4M83+PMN/vyCu3wgvIxD810uvHA40Rtmxp6El4MHQ7j55nIBUuAE7hv8+QZ/vsGfX3CXD4SXSVx9dQiHD5cLMAv2JLwwf2lmcAL3Df58gz/f4M8vuMsHwsskuGI/c3qf88Kd4wAAAAAWAsLLJJ58MoSLLy4XYBb03vOinjP1oMFM4OqTb/DnG/z5Bn9+wV0+EF66wF2qZkrv4UU9Z+pBg5nACdw3+PMN/nyDP7/gLh8IL12g8TtTeg8vhM+ZwgncN/jzDf58gz+/4C4fCC9dUEObWybPjF7nvCi0KLwAAADsMTSA/YK7fCC8dIFbJs+UXsMLN1yYOZzAfYM/AADwDOGlK9wyeWb0OmwMbzOHxq9v8Ocb/PkGf37BXT4QXrpy6FAI+/eXC5BCb+GFWyTPBU7gvsGfb/DnG/z5BXf5QHjpyubmcOgYJNNbeNF7MFdp5nAC9w3+fIM/3+DPL7jLB8LLNFx6aQiPPlougJXe5rxwlzgAAACAhYLwMg0HDgwLJNFbz8sll4Tw2GPlAswKrj75Bn8AAOAZwss0qCGsBjEk0Ut44RbJc4PGr2/wB9A///u//xve8IY3hBMnTpRr4hw5ciT8y7/8S7m0uPzP//xP+Pu///uwtbVVrumHt7/97eGtb31ruQSz4ty5c+H1r399ePrpp8s14/mbv/mb8A//8A/l0vSMDS/Hjh0LOZSjR4+Gzc3N6GMqvYUXwQ8eJtNLeOEGC3ODxq9v8AfQP//1X/8VXvCCF4R77rmnXBPnG7/xG8Nv//Zvl0uLiwLE53/+5/ceJG666abwi7/4i+USzAqF7k//9E8vAkwXdJz/yI/8SLk0PWr3x/KACj0vMdQgVsMYzPQy54VbJAOAY/7v//6v/CsdXfWfxPnz58N//ud/huPHj4d//ud/Hvv+s9g2XXHXVfDqtdToOHnyZPF3Cmp/zIJTp04VgaNCV5Rj7RD1IGjbJ6Er05/xGZ8Rfu3Xfq1csxvt+4/7uI8LP/RDP1S0e/pAn7O+/XIyrr01Kx588MHwwR/8weEP//APJx6fXY7f//7v/w5/8id/Ev7gD/5g5Pbrs37Kp3xKuO222yb2EMjFrByot+306dPhT//0T8NrXvOasfVHn2MSOpZU3va2txW+ckDnjE/4hE8Ib3rTm8o141GvW5fgqmMztk/G9ryU/5+ahQ4vahCrYQxmeul50S2S+VHRucCVe9/gL280ZOh7vud7wtd93deFBx54oFxr4z/+4z/CwYMHw1d/9VeH9fX1sY1AHRe33HJL+MzP/MzwRV/0RUWYafMXf/EX4cYbbwxf+7VfO/gqTLs4dN999xWvVYWNl770peGuu+4q/q74u7/7u2If/ORP/mSxP9TQHcUb3/jG8K3f+q3FZ9WV9dj2d0WNy+/93u8Nv/qrv1quCeH7v//7w2/8xm+US0P+6Z/+KXzLt3xLWF1dDd/3fd83trGrxuZnfdZn7XqNOr/1W78V3uVd3qUIMG95y1vKtbvRPvmmb/qmoqjBnsLP/dzPFcdbxQ033BB+53d+p1wa8pd/+ZfFe/7gD/5g+OZv/ubw13/91+Ujdr7t274tvNM7vVPYv3//SFc6Ng4dOlQ4veOOO4rjOYYC5I//+I+H5z//+UX7Qs+PtUEfeuih8O7v/u7hwz7sw8Lf/u3flmub6LV+5md+JrzwhS8MX/EVX9G5J2Ec6mG4etBuvOqqq8LHfuzHhle+8pXlIzuoIX/gwIHwlV/5lcXxPi5cPfLII0Xd0ed90YteVK5tojaWejdUJxQsRqGhjOqN0nGsv0ehUPj1X//14Tu+4zuiwxq1/Zdddln4iZ/4iWKb5GPcZ/jzP//zon6P4t///d/DD//wD4fP/uzPLo7zf/zHfywfGUJ4mZbBCYjfDklj7uFFr80tkucGjV/f4C9f9F33VV/1VeHyyy8vGhMXXXRR0eAaha4Ov/zlLx/Z0P3u7/7u4mqoGhw67yrAjEKN4P/3//5f+JIv+ZLwK7/yK7t6MF73uteFD/mQDwnf8A3fUDRgddVcDRArv/ALv1A0dtRYFF/+5V9eXBGv89M//dPhvd/7vcPXfM3XFEOM9P6xcfJPPfVU0eD/0i/90rC2thbe//3fP/zmb/5m+aiNl7zkJeFzP/dzi791xf6jP/qjw+///u8Xy0KuvviLvzh8zud8ThEQP+ZjPmbsMJgu4UUNtOc973nh27/920e2eRQsPuADPqAImvq8et92w24aFFy+7Mu+rFwKhRM13uvIy3Of+9xw3XXXFcfmpZdeWuyTFBTUPuiDPij8+q//+q5jrUJhVvtd7//Jn/zJRaCMoav4CiQK1OrZUAD/4z/+4/LRHdRLoQa/6tao7X/1q19dHGdqfCtIqLdMUxdS0Os85znPKbZNx/1HfMRHFNtccebMmWKbFYJVZ7VfXvayl5WP7uaXf/mXi+CncPK7v/u75dodFC51XMjXF3zBFxQXI9Tz00Y9Nxrqpbp3zTXXhI/6qI+KHkuq53pMwVbHh4JdO5joXPSRH/mR4ZM+6ZPCi1/84uIYVeAchbbpu77ru8ql3fzoj/5o8Z7aDxpuqfNS/T0JLxYGB1hIvCK2zMw9vHBXuLlC49c3+MsXNbg+9EM/dLsBoaumP//zP1/8HUOTXtUois2RqBrCGqoi1OBRo/PsiB7pP/qjPyoaVRq7HkMN9/oVejXq1MCz8qpXvapo+FcNV/WstBunCgVqlKo9oavuapDp37VRsLr11lu3r+DrirkaWin81V/9VRGI1PZQgPy0T/u0RuNJ32EXX3zx9v5So/eSSy4Z2SjuEl7E533e542d86LGr/aL0GvqPSfNoxmHelPUk1YhJ+rtqKMr8/r8cqCgqOD6Z3/2Z+WjNhRC9Zqjbk6gxraGeClIC/U2qDGr3q42OtZVbxTS1QOghvQoD2qktz9fhYYJXnnlldvHofbvpNDfBYVvhZIK1R31eFXoGNI+rtrN3/md31kcB6PQ9uuihLYvhi4uqLdCyJmee/fddxfLddRL8qmf+qnF6+h52s6YV/WOqX4KDQtT/WoPV9Pwrg/8wA8MP/uzP1ssax/qeB+FApN6W2PInc5dVV3XMSe/Dz/8cLEsCC8W1LV97bXlAkzL3MMLv8cDAA75qZ/6qeIqY4UaU+OGXiiIqnfm937v98o1O2iYz/u+7/sWjXiFIDU4LrzwwmjjT2hYiBpVo8KN5sPoarG2UUNW9L7qGbHSDi/q0Wk3Zn7sx36suOJaoavI7V4BodCiBqCCnq76KlSo9yIFDVtRL4PCn4avtMOQtkNXyivU+6XG9aihMF3Ci/aFXrNqsMdQe+ixxx4r9o2uvKtHJHb1vSsKL1XDVOiqertxL9/q6RE6HnX1XXNWUtB+UpgedccpPa7GsBrOOn7Vi/Cu7/qu22G8joZDqnGu56vXQs8fdRczHUOjjlvNuVJDv94+UYNewTgFhcP6PlWP2e23314uDee56KZUCsAaTqehZaqvo1BA0OeIzZ3RcXbFFVcUdVl1QOW93uu9or1WqnPaVxUKMKrndbRtmqesbavQvm3PQ1H9k89qOJ4ultTrRxv1MGsoZgy5V3ipLuLoc6pnqu6N8GJBdxvjNrxm5jphX1+8GtYHAOAMXQlVo6TOuHkqGs6iYRqai9JGV+/f7/3eL9x8881FUSNFQzA0RCWGwosa67HhJeK1r31t8V66Mq3hHvr7zjvvLB+dnl/6pV9qBDU1EtvhRT071ZAmtSs0byB2FVyBTMFAV+p19V2Nt/YQNAt6LTVc1djUMKc6Ci8KXxUKLxriNGouxTThRUOpRqGgqt4WzZ/QFXo18u69997y0elRA1JzGSq0jbGel6oBr6vi+g4fN/+oC5pf8fznP39kT596vhRG1IOg4KThgGrwa6hTG+1btRH1mAKshg1q2FEMDT+segfaaGK9GuD19omChwJxCjq263VFx70uAlRon6pHSBd2VU91DlDjfhTqtdFzquBfR6FbPVo6NhWEtO9UX2PnCAXD9tCt9vlG+1av1+7daz9PHlX/1Bss1EOo+SqjmBReFOCq4bAKLzou6/uQ8GKFH0A0M9eeF510dUc4mBsMO/IN/vJFVzcVCqrhT2oAaE7LKNQzo7kdsbt0aZiNGrZV41DDaXSnq/aV1Qr11KiRMuqOX7rKr6vB2ja9r67sKmxZUW+BGvsaEqLwoeFh6gWoo/Ci4CDUrlCDPRZefuAHfqDoDdCVYz1PQ1LU4E5Fw8XUw6RGdnuYjMKeelqq+RCab6FlXUGPoUagrh5PCi/ar3Iea5hqflDVKNXfciXHKbdWVoNQQ4fUgFZgeJ/3eZ/GjQqE9mXV86Ln6ThJDS9qoGqOxKjJ/+qR0TDBR8tRFHpf1Q/9v40azGoo60q9jgH1Hqm3KIYe0/FSzbWqI0fa/+rVEjrWNdcmpYdRKABp+3ThQEMcNTyzPl9MvRT6rNWxpOD9hV/4hcXfMRScVRdGHSMKR1V403N0bGp/t1FQUl2p0MWDdi+ugoNer5rPpf2rCfm6QUYdnWd07tLnEwqR1p4XDfvTcV1dMNDQQu2z+++/v1gWhBcrzKswM9fwosrCfKS5QuPXN/jLFwUMXfnVFWYNj1Hjztpw0vemekk0NES9Jmos6OqlGmgxFF50RX1UeFHvjRpgGrKkhsk7v/M7N4a+TIsaKGrsqCGs3hXNo2gHNYWZatK82hXqUYntD00M1veKGrHqhdDwuGrMfwoaHqPwUgWoOho+pf2hbdd7VrfgHYX2uxrC7WDQRkO4NNk51oOjhqkatbpirp4LDWe74IILxt5+eRKaw6DgqGNDV/Plod3LpOB6bTlUXseHrorXG5IW5F89SPKr3oIYOmb1uI5fBTY1aPXv2mioo3pUNPlcQeETP/ETo8PLhI5jBbRRN5tQr4zmV1RDuFQfRw217Mr1118f3u3d3q1wq2O+Hax1AeLDP/zDiwsOKvKhhn9sWJjQNqoXMhbAhO5mpsa+wreGIKoHVnPa2ugmHQrcen/19qmnK7bfdOME7VPNh1Gd10WHdpjXHc30WgrAQv9GoXgUOo7VczgKzRHSnDMFLx3vVfirILxYUeObO1qZmFt40ZCxwZfW4FuiXAHzgMavb/CXN+qRUCNXY+/VeNL3nxVd1VYjSOdcNU7H3eJWDTTNQxnVM6MrrXoNhQ1d1dZQmtj8k2lQA12voyFk2rYnnniifGSI5jFUQ8k0TEV3ANMtltvoirXmxqhhqIa2QoR+K2VU428a1Igd1RBWXVKwkS8Nqxo1JE/oKr6eE7sLVh2FCW3/qNvWqnGrRqGCnIZS6c5ZqT9qqddUg1qhRbdFbt9aV7furYY5KdDJ/7hjqSu6CYRuDzxqv2nYkO5Kpbqg427cPBtdnVePio6nUb6EjnMNB6x6dNpoLoca6NrH6qWZRVtFx6R6rtR7od7KdljTPtWcHn1O3eZZDXcdA7HfNxEK6Qoco45vBWXNddHrqe6P6yHVUFI9R3XnFa94Rbm2iV5PvS0KrbrAoQsdbdTjqM/w5je/uVhWuNXxOQq5GvdjoWrzq2dIdUt1rB3mCS8p8FsiJuY254UhYwCwAGgIhhqH4+a7dEUNQ11lHjURfxo0J0CvVQWqcY31WaAgVZ94rb9H9RypQahtq4YVae7OLMLLJOSoS3tH26Ltr//wpRXN7VDjW++t9ta49tEs0L7VcCGhz6H3G9WwnjU61jRfY9RwvHmhHqZRx9q0qPGtXrJxaH/KaXX3NdWtUT0rXVEvaZcfjdSFifYwsDY61nROGjVHSY/ruKi2Wftu3HGpnssuF2ZUt2L7gfCSghrKrYltMJm59bwwZKwXuHLvG/wBAPSHhqqNm7sG00N4SUH3zb7mmnIBujKX8MKQsd6g8esb/AEA9IeGqqX+0CU0IbykQIPZxFzCC0PGeoPGr2/wBwAAniG8pKJJ+/MYArXAzGXOC0PGAAAgc2Yxjwn2BtzlA+ElFX5tf2pmHl7oAesVrtz7Bn8AAOCZmYWXjbWV4sVW148sV3ih4Tw1Mx82tsRDxtTZdNFFqgMUCoVCoVAoy1AG/xnB6EdGsbFWvOCwXBYGOWYmZB1eBEOWpmLm4WUJ9/9TTw0/tor+7hOu3PsGf77Bn2/w5xfc5cNsw0uJel4OX1+FmEFZXQ8pOSb78MJk8amYaXhRj5d+b2dJer70MQ8cCOHii/cur3EC9w3+fIM/3+DPL7jLh7HhRb8Iayn6cZrjx48Xfz90Sy3EDMotD8X/zbiiH3bSD/bEHlPZ8/CyZA3oVGY652WJbld9+PAwtCi8cKgBAADAMqJ2fywPqKzoF2ot5dRjLwv7tgPLDeHe6rF7bxgsXxZe9obm8ycV/aqv5tDEHlPZ8/Ai1IBWQxomMtOelyXY708+ORwedvXV/Q8Ri8HVJ9/gzzf48w3+/IK7fFC7P5YHVKZOBEfWV8vAMijXHy7X1tkIa4PH1qZst2Y/bEzosrhalzCRmYWXBe/x0se67bYQLrkkryk9nMB9gz/f4M83+PML7vJhXLt/qkRQ3W1MwWSp7jZWoZam7jqmu4/BWGYWXhZ4yJg+mu4idvvt+WUzTuC+wZ9v8Ocb/PkFd/kws/BSZynDi9CkfU3eh7HMbM7LAg4Z0xAx/e6pPtrmZrkSAAAAAAoIL7NEY3s0OQHGMpOelwUbMqYOOw0R04T8WU0HmhdcffIN/nyDP9/gzy+4ywfCy6zR0DEumY9lJuFlgYaM6aMotGiImAc4gfsGf77Bn2/w5xfc5QPhZdZce20Id91VLkCMmYSXBRgy9thjIVx6qb8hYpzAfYM/3+DPN/jzC+7ygfAyax59dNgihZEkhxfnQ8Y0ROzmm4d3EdPhAgDQFRpQvsGfX3CXD4SXeaDbROXwgxyZkjxh3/GQMd3PQUPEDh4sVwAAAABAZwgv80Azr71MYNgDknteHA4ZqzrkdEM671OiuPrkG/z5Bn++wZ9fcJcPhJd5oPvd6vI6REkKL86GjGmImKZBKbgsyhAxTuC+wZ9v8Ocb/PkFd/lAeJkXCi8KMbCLpPCimyEoDThAm6oRhIt2/wZO4L7Bn2/w5xv8+QV3+UB4mRcHDgwL7CJpzouDLgxtnibjK2Op5wUAAAAAZgPhZV5owr4uu8MuzD0vurewUkGmaC6L5rQoX2lTFxWuPvkGf77Bn2/w5xfc5QPhZZ4s0kSHGWIOL7q/cKa36dJmaaSg7ia26HAC9w3+fIM/3+DPL7jLB8LLPFGLVg1uaGAKL5qgf+GF2Y3D0sdQZ5A0L8sQMU7gvsGfb/DnG/z5BXf5QHiZJxpHpAY3NDDNecnst12kVpsz+CgLPUQMAABmBw1gv+AuHwgv8+bqq0M4fLhcAGEKL0oJlqFmc0A/4aMhYs5+amZmcAL3Df4AAMAzhJd5o+CiAAPbTD1sLJPfzXnggeFm6DdIl/kuYjR+fYM/3+DPN/jzC+7yYWx4efrpp4OlbG1thc3NzehjlnL69Olw8uTJ6GMqWYcXwW++NJg6vOzxRH0NEVP+XF1Fo+AE7hv8+QZ/vsGfX3CXD2r3x/KACuFlVjBxv8FU4UUT9XXLaSWIntFba4iY3p6RfztwAvcN/nyDP9/gzy+4y4ex4aV8ztQwbKyFxhhp4r5awzDdnJc9GnanIWK6i5iGiKENAAAAIA/GtfsJL7NEP7d+113lwnIzVc+LxmopSfSEfltUb8kQsdFw9ck3+PMN/nyDP7/gLh8IL32R+a/D90nn8KIkoTFbPaDelQMHhtOTesxKLuEE7hv8+QZ/vsGfX3CXD4SXPuEX9ws6hxelCZU5U91FTG/FELHJcAL3Df58gz/f4M8vuMsHwkufZPZDi3tF5zkvmic0x4n6GhZWDRFTJw8AAAAA5A3hpU90WX+P7pyVE516XuY4UV8aNBFfo/gYIjY9XH3yDf58gz/f4M8vuMsHwkvfqNWs++8uMZ3Ci4LLhPsTq+dk2nsg6CWVH6WAIWI2OIH7Bn++wZ9v8OcX3OUD4aVv1Oui1vMSt5wnhpcO+0jDvPbt6z7cS0FHz1cmWvKOr2Q4gfsGf77Bn2/w5xfc5QPhZS/o0KuwyEwML+oWUQ/VCKYJLvqJHb2UJuR3mWYDAJAzNKB8gz+/4C4fCC97gVrRan0vKWMn7E+YFzRNcNH9ERRalnyUHgAAAMDCQHjZKzRbXL/9soSM7Xk5eDCEm28uF5p0DS7arXqebuzGELHZw9Un3+DPN/jzDf78grt8ILzsFWMa6YvOyPAyptelS3DREDHtUuVChojND07gvsGfb/DnG/z5BXf5QHjZK9RQf9azlnLi/sjwcuhQCPv3lws7dAku+qcaIqZMCPOFE7hv8Ocb/PkGf37BXT4QXvYSdRMsYWt75JyXyFC6ScFFT7/00mHmYYgYAAAAwGJDeNlL1PJWg33JiPa8RH6UUsPAFEx0m+M2euzaa4e779FHy5XQC1x98g3+fIM/3+DPL7jLB8LLXqNZ5bot1hIRDS+tXheFE/W4tDpiCvTDlJoaM+0PVMJs4ATuG/z5Bn++wZ9fcJcPhJe9RmOdluxHK3eFl1avy6jgoh4W9cSox0XPgb2BE7hv8Ocb/PkGf37BXT4QXnJgyea+7JrzUut1iQUX5TvNaVFwYYgYAAB4hQawX3CXD2PDy+nTp4OlnDp1atDg3Iw+ZiknTpwowlDsMRX34WXJel8a4aXW6xILLsp0uouY7iYGecAJ3Df4AwAAz6jdH8sDKivnz58PlnJu0Ag/fvx49DFL2draCmfOnIk+puI+vIgl6n1pDBtTWhn83Q4u6mFRh4x2C0PE8oLGr2/w5xv8+QZ/fsFdPqjdH8sDKns8bGwjrA02Thu4svKicN8iDxsT6n1Ra13/X3C2w4uSyuAz14OLPr7uYaAhYvUeGMgHTuC+wZ9v8Ocb/PkFd/kwrt2/p+FlY20lrK4fKf5+8hVXhJUb7yv+jrEQ4UWo50VdDQvOdni5+upw7jd+dzuo3H77cIjYkt18zR2cwH2DP9/gzzf48wvu8iHT8KJel7XBf4c88+QrwuUrN24vt1mY8KI5L5r7suC9L5rz8tc/93Ph3Ed9QjHd5bbbhqFF/2eIGAAAAACMIs/wcmQ9rNbDyzMPhhtXLg9lR8wuFia8iCXofVHPy788/zPC6sccD8961nDIWOyHKCFPuPrkG/z5Bn++wZ9fcJcP+YaX1fVQZZWlCi9L0PtyzYc9L1z5/z0SLrxweLMx8AUncN/gzzf48w3+/IK7fFiYnpdFKvsH5VBr3SKVW1auDc9duX3w9wW7HqNQKBQKhUKhUMaVUexdeFnWOS91aj/cuFDcdVe49znP2blVMgAAAABARzINL0t6t7E6tR9vXBg0FO7ii8NnPO95hBfH0HXuG/z5Bn++wZ9fcJcP2YaXpfudlxiL1vuiMDYIZY0fqQR3cAL3Df58gz/f4M8vuMuHjMPLDs8880z4t2UML/qZed2KS5P4vaMfb9GvTw4gvPiGE7hv8Ocb/PkGf37BXT4QXnLnwIFh8Yx+vEU/5FLeQY3wAgBggwaUb/DnF9zlA+HFA+p98dzY378/hEOHyoXhj1QSXgAAAABgWggvHnjqqeH8F48/P6+QovBVg54X33D1yTf48w3+fIM/v+AuHwgvXqjNGXGD5upouJjCVw3Ci284gfsGf77Bn2/w5xfc5QPhxROt4VfZc9ttIdx+e7mwA+HFN5zAfYM/3+DPN/jzC+7ygfDiiRE9GVmiWzxrqFsE5rwAAAAAgAXCizc83D5Z23bppSN/o4aeF99w9ck3+PMN/nyDP7/gLh8ILx7J/fbJE4a3EV58wwncN/jzDf58gz+/4C4fxoaXY8eOhRzK0aNHw+bmZvQxlaULLyLX2yd3mJdDePENJ3Df4M83+PMN/vyCu3xQuz+WB1ToecmZHG+f3LFHiDkvAACwjNAA9gvu8mFsz0v5/6khvPSEAoB6YHKYwD/FUDbCi284gfsGfwAA4BnCi3c0KV4B5sknyxV7gIaJabhYRxg25hsav77Bn2/w5xv8+QV3+UB4WQTU8zLm7l5zZcrgIggvvuEE7hv8+QZ/vsGfX3CXD4SXRUFzXxRgHnigXNEDeq+rr576ts2EF99wAvcN/nyDP9/gzy+4ywfCyyKhELG62s+v8B8+bAougjkvAAAAAGCB8LKIaBjX7beXCzNGQ9QUWozBRdDz4huuPvkGf77Bn2/w5xfc5QPhZVG57bZhiJnVRH4NS9NrXnzxsNclAcKLbziB+wZ/vsGfb/DnF9zlA+FlkdHwMYUNDSW7++5ypYG77hq+jnpzjL0tdQgvvuEE7hv8+QZ/vsGfX3CXD4SXZUAT66+5JoQLLxz2nmxulg9MQAFDP4R57bXd/00HmPMCAAAAABYIL8uEAoh6TxRiFGaqH5ZUUUDR78VU5YILhv+fw+2X6XnxDVeffIM/3+DPN/jzC+7ygfCyrGgYWT28aGiYAkVVZjA8bBSEF99wAvcN/nyDP9/gzy+4ywfCC/QO4cU3nMB9gz/f4M83+PML7vKB8AK9Q3gBALBBA8o3+PML7vKB8AK9w4R9AAAAALBAeIHeoefFN1x98g3+fIM/3+DPL7jLB8IL9A7hxTecwH2DP9/gzzf48wvu8oHwAr1DePENJ3Df4M83+PMN/vyCu3wgvEDvMOcFAAAAACyMDS/Hjh0LOZSjR4+Gzc3N6GMqhBdf0PPiG64++QZ/vsGfb/DnF9zlg9r9sTygQs8LzAXCi284gfsGf77Bn2/w5xfc5cPYnpfy/1NDeIFxEF58wwncN/jzDf58gz+/4C4fCC/QO8x5AQCAZYQGsF9wlw+EF+gdwotvOIH7Bn8AAOAZwgv0DsPGfEPj1zf48w3+fIM/v+AuHwgv0DuEF99wAvcN/nyDP9/gzy+4ywfCC/QO4cU3nMB9gz/f4M83+PML7vKB8AK9w5wXAAAAALBAeIHeoefFN1x98g3+fIM/3+DPL7jLB8IL9A7hxTecwH2DP9/gzzf48wvu8oHwAr1DePENJ3Df4M83+PMN/vyCu3wgvEDvMOcFAAAAACwQXqB36HnxDVeffIM/3+DPN/jzC+7ygfACvUN48Q0ncN/gzzf48w3+/IK7fCC8QO8QXnzDCdw3+PMN/nyDP7/gLh8IL9A7hBcAABs0oHyDP7/gLh8IL9A7TNgHAAAAAAuEF+gdel58w9Un3+DPN/jzDf78grt8GBtezp8/Hyzl3Llz4fjx49HHLGVrayucOXMm+pgK4cUXhBffcAL3Df58gz/f4M8vuMsHtftjeUBl5fTp08FSTp06FTY3N6OPWcqJEyeKnpzYYyqEF18QXnzDCdw3+PMN/nyDP7/gLh/U7o/lARWGjcFcYM4LAAAAAFgY1+4nvMBcoOfFN1x98g3+fIM/3+DPL7jLB8IL9A7hxTecwH2DP9/gzzf48wvu8oHwAr1DePENJ3Df4M83+PMN/vyCu3wgvEDvMOcFAACWERrAfsFdPhBeoHcIL77hBO4b/AEAgGcIL9A7DBvzDY1f3+DPN/jzDf78grt8ILxA7xBefMMJ3Df48w3+fIM/v+AuHwgv0DuEF99wAvcN/nyDP9/gzy+4ywfCC/QOc14AAAAAwALhBXqHnhffcPXJN/jzDf58gz+/4C4fCC/QO4QX33AC9w3+fIM/3+DPL7jLB8IL9A7hxTecwH2DP9/gzzf48wvu8oHwAr3DnBcAAAAAsEB4gd6h58U3XH3yDf58gz/f4M8vuMsHwgv0DuHFN5zAfYM/3+DPN/jzC+7ygfACvUN48Q0ncN/gzzf48w3+/IK7fCC8QO8QXgAAbNCA8g3+/IK7fBgbXp5++ulgKVtbW2FzczP6mKWcPn06nDx5MvqYCuHFF0zYBwAAAAALavfH8oAK4QXmAj0vvuHqk2/w5xv8+QZ/fsFdPowNL+VzpoZhYzAOwotvOIH7Bn++wZ9v8OcX3OXDuHY/4QXmAuHFN5zAfYM/3+DPN/jzC+7ygfACvcOcFwAAAACwQHiB3qHnxTdcffIN/nyDP9/gzy+4ywfCC/QO4cU3nMB9gz/f4M83+PML7vKB8AK9Q3jxDSdw3+DPN/jzDf78grt8ILxA7zDnBQAAlhEawH7BXT4QXqB3CC++4QTuG/wBAIBnCC/QOwwb8w2NX9/gzzf48w3+/IK7fCC8QO8QXnzDCdw3+PMN/nyDP7/gLh8IL9A7hBffcAL3Df58gz/f4M8vuMsHwgv0DnNeAAAAAMAC4QV6h54X33D1yTf48w3+fIM/v+AuHwgv0DuEF99wAvcN/nyDP9/gzy+4ywfCC/QO4cU3nMB9gz/f4M83+PML7vKB8AK9w5wXAAAAALBAeIHeoefFN1x98g3+fIM/3+DPL7jLB8IL9A7hxTecwH2DP9/gzzf48wvu8mFseDl9+nSwlFOnToXNzc3oY5Zy4sSJIgzFHlMhvPiC8OIbTuC+wZ9v8Ocb/PkFd/mgdn8sD6isnD9/PljKuXPnwvHjx6OPWcrW1lY4c+ZM9DEVwosvCC8AADZoQPkGf37BXT6o3R/LAyoMG4O5wIR9AAAAALAwrt2fSXjZCC9aeVG4j/CyMMgX4cUv1Dff4M83+PMN/vyCu3wY58JsaZbhZWNtZbCRhJdFQr4IL36hvvkGf77Bn2/w5xfc5cM4F2ZLMwsvG2thZW2NnpcFQ74IL36hvvkGf77Bn2/w5xfc5cM4F2ZLswkvG2FtZW3wX4aNLRryRXjxC/XNN/jzDf58gz+/4C4fxrkwW5pFeDmyvhpW148M/iK8LBryRXjxC/XNN/jzDf58gz+/4C4fxrkwW5o2vAzntZRlbdCoPbIeVlfXg6JL1/BCoVAoFAqFQqFQFr+Morfw0ka9Lrs39PJQdMTMgKeffroos0I/iqN7S8+KY8eOlX+lM7P5RyWTbls9Lbiwgws7uEgDF3ZwYQcXdnBhBxdp9O1iz8JLk8k9L9OCaDtUOju4SAMXdnBhBxd2cGEHF2ngwo53F4SXjlDp7ODCDi7s4CINXNjBhR1c2MGFHVyk0beLTMILolPARRq4sIMLO7iwgws7uEgDF3ZwYQcXTQgvHaHS2cGFHVzYwUUauLCDCzu4sIMLO7hIo28XhJeOUOns4MIOLuzgIg1c2MGFHVzYwYUdXKTRtwvCS0eodHZwYQcXdnCRBi7s4MIOLuzgwg4u0ujbBeGlI1Q6O7iwgws7uEgDF3ZwYQcXdnBhBxdp9O2C8NIRKp0dXNjBhR1cpIELO7iwgws7uLCDizT6dkF46QiVzg4u7ODCDi7SwIUdXNjBhR1c2MFFGn27ILx0hEpnBxd2cGEHF2ngwg4u7ODCDi7s4CKNvl2s6A1zKEePHg2bm5vRx3IoOW/brEuai3vCdSsrYaUo14V7os9JK7joo8jjZH+4yKcU2/baO8K+Ode/HMrCfV8U3lq+7rmu9Ji3S767ByXmr/FduC/c8dr6Y/MpuJiyjK1jaW0ZXMy30PPSEa4YdGNjbSWsrh8p/j6yvhpW1jZwkcBe1Qt5XFlZCxvl8ihwYWf29eLecMvKlaGsfsP6t7oeysWpwYWdqerFxlrZQKrVtyPrYXVlddtl0chKcFkHF2nsqhcxfwPq34XFcyL+cJFG0jmqVcfe8fCtYeWyg9uOYm2ZacCFnS71gvDSERppXdgIa7u+gNfC/bgwsyf1Ql+0a2tNlyPAhZ2Zn6Pe8LJw5ZWvrDWQWvVxSnBhp2u9GF4kGDSgNobnym1XRR3cMaerwCku6+AijXq9GOmv/O6b5AsXaSSdo1p17B3veDhcv3J96Szelpnksw4u7HSpF4SXjtBI68CuCq4TwGq48wlcWOm/XlQn7W4NX1zYmf05ip4XK7N3MWW9mNA4oufFTi/nqLa/sqdlvQg3ZcCJyMNFGjM9R9V7Xka0ZWIOR4ELO13qBeGlIzTSOqAK3/iCJbyk0ne9UIN32FVOeGnj4xz10MBb2WBKbOziws7U9WJseNkoxt5POWplJLhII1ovYuGl7qwMM+36iIs0ZneO2gi3Dnxdf7h0MaItQ3gZTd/fF4SXjngXPQ1mFyOuVhBe7PRaLxonbMJLm+zPURo2Vut5GTagJjscBS7sTF0vRoWXYv1KuO4eXFjp5RzV9rer7sUbv7hIYybnqLKO3fpwzcWu+kh4mUTf3xeEl47QSOtCq8FbngCY82Knz3pRDDManMSbZfwJGxd2Zn6OuveGsLJrzst0X7h1cGFn6nqxq7E0oGgAD/3hwk4v56i2v46NX1ykkVwvanWs6SLelmnUzwngwk6XekF46QiNtG7E7tCBCzt7Vy9aJ+8R4MLOzOsFPS9mZu5i2noRbfzuNHZxYaeXc9Suxu2RsL7a+i5k2Fhe3xetOtZ2wd3GpqPvcxThpSM00rqiRm911X54MseFnb2rF4SXNi7OUQ/dUta9yb1mk8CFnanrRavxG+8FnVwfu4CLNKL1Yld4Ebu/C9vgIo2Uc1S8jlV3GxOT/Y0DF3a61AvCS0e8i54GXNjBRRq4sIMLO7iwgws7uEgDF3a8uyC8dIRKZwcXdnBhBxdp4MIOLuzgwg4u7OAijb5dEF46QqWzgws7uLCDizRwYQcXdnBhBxd2cJFG3y4ILx2h0tnBhR1c2MFFGriwgws7uLCDCzu4SKNvF4SXjlDp7ODCDi7s4CINXNjBhR1c2MGFHVyk0bcLwktHqHR2cGEHF3ZwkQYu7ODCDi7s4MIOLtLo2wXhpSNUOju4sIMLO7hIAxd2cGEHF3ZwYQcXafTtgvDSESqdHVzYwYUdXKSBCzu4sIMLO7iwg4s0+nZBeOkIlc4OLuzgwg4u0tgzF8UP/q00f9F6Y634sbhqFS7sUC/SwIUdXNjBRRPCS0eodHZwYQcXdnCRxp66aISV4S9dr64fKR4SuLBDvUgDF3ZwYQcXTQgvHaHS2cGFHVzYwUUae+1iY21lEGDWwpr+v7oedqILLlKgXqSBCzu4sIOLJit6wxzK0aNHw+bmZvSxHErO2zbrgot8Ci7yKbjou7w23LFPAea6cE/rMVzkU3CRT8FFPgUX8y30vHSEKwZ2cGEHF3Zwkcaeu6jmvtTmulTgwg71Ig1c2MGFHVw0Ibx0hEpnBxd2cGEHF2nsrYsjYX11OGn/yPpqMXysnl9wYYd6kQYu7ODCDi6aEF46QqWzgws7uLCDizT20kUzsOwEmQpc2KFepIELO7iwg4smhJeOUOns4MIOLuzgIo09c9G6LXJB6/bJuLBDvUgDF3ZwYQcXTQgvHaHS2cGFHVzYwUUauLCDCzu4sIMLO7hIo28XhJeOUOns4MIOLuzgIg1c2MGFHVzYwYUdXKTRtwvCS0eodHZwYQcXdnCRBi7s4MIOLuzgwg4u0ujbBeGlI1Q6O7iwgws7uEgDF3ZwYQcXdnBhBxdp9O2C8NIRKp0dXNjBhR1cpIELO7iwgws7uLCDizT6dkF46QiVzg4u7ODCDi7SwIUdXNjBhR1c2MFFGn27ILx0hEpnBxd2cGEHF2ngwg4u7ODCDi7s4CKNvl0QXjpCpbODCzu4sIOLNHBhBxd2cGEHF3ZwkUbfLggvHaHS2cGFHVzYwUUauLCDCzu4sIMLO7hIo28XhJeOUOns4MIOLuzgIg1c2MGFHVzYwYUdXKTRtwvCS0eodHZwYQcXdnCRBi7s4MIOLuzgwg4u0ujbBeGlI1Q6O7iwgws7uEgDF3ZwYQcXdnBhBxdp9O2C8NIRKp0dXNjBhR1cpIELO7iwgws7uLCDizT6dkF46QiVzg4u7ODCDi7SwIUdXNjBhR1c2MFFGn27WNHGW8q5c+fC8ePHo49ZytbWVjhz5kz0MUs5e/ZsUWKPWcrJkyeLgzH2mKVIdGy9peAireDCXnBhL7iwF1zYCy7SCi7sBRf2gotmWVH6ipWVlZXo+qqcOnUqbG5uRh+zlBMnThRJK/aYpei1Zvl62pH6zLHHLEWiY+stBRdpBRf2ggt7wYW94MJecJFWcGEvuLAXXDRLdNiYgssk6GJLQ6JnBS7SwIUdXNjBhR1c2MFFGriwgws7uGiyK6WMCi5aXxWB6DT6FN12Nwlc2KFepIELO7iwgws7uLCDizRwYce7i6nCSx1Ep7EXlY7wEocToB1c2MGFHVzYwUUauLCDCzu4aEJ46cgiVDrCSxxOgHZwYQcXdnBhBxdp4MIOLuzgoslcwsv66s4wpdX1I+Xa8VSij6yvbv/bldX18tEOvPVQuO/Zzw6vevZV4fFHDoV7i79fEB5/a/l4R7YOXRVe9R7vEV511aHG311FN7Z/ZTVEP/7GWu05a2GjXF2ny37YWKteY1CuP1yuHY2e1wUqnR1OgGngwg4u7ODCDi7s4CINXNjx7mLm4aVoUK9VzfGNsDb4d9uLYyhE33fj4H12GvPN15rAdnh5SXhbeCRsFH/fOvg7wiMvKQJJjO3A8pJHhs8r/+4kuggltcDSXhZH1sPqYN0drx2KLkJKO5wU/278fqj/O7k4eNnkoEh4icMJ0A4u7ODCDi7s4CINXNjBhR1cNJlteFHDPNYQ79CDItEvv/zyVk+Fws+I3otdPBJeo8BShpLXvWDw9wvuKv7exZjwUgWW+w69dTsQ6e8uotXj1M5a7XUKIlqui24/Z321/Znb+0HLO+GmcPH6g4NQFO/FqSC8xOEEaAcXdnBhBxd2cJEGLuzgwg4umsw2vMSCStHTML5RLZ555sFw40o7vMQDwSgev2oQWNRjMuDNtw7+vvXB4u9djAsvZWB5TfEyw0Ckv02iy16W+meqPk9dtALNTq9JPLA19kNrnw5dHJ4Y9AgvcTgB2sGFHVzYwYUdXKSBCzu4sIOLJgsVXuq0RW8PB4uVYqjZeKYXHR8yR3hJhxOgHVzYwYUdXKSBCzu4sIMLO7iw08XF0oSXBuN6XkYwlejiM8fnoBBe0uEEaAcXdnBhBxdp4MIOLuzgwg4u7HRxMdvwEgsqU815aQeVeEO+C2NFzzG8VHcJGxW4qqBSF90OaLsDW3s/NJcLF8x5McMJ0A4u7ODCDi7s4CINXNjBhR1cNJlteBlQTUiv6NpzUojW3cZqTy6CQJd/HGGs6DmFF33W9q2Pd31+BbxBmNsWHQt3WjdhP2hd1VsjF4evj/f01CG8xOEEaAcXdnBhBxd2cJEGLuzgwg4umsw8vBSN88Fz9fyidAwflehhAKjK5OFmo+hddPtz10p7Fyjg7Twe71mavB/U+1J7zmUHy/Wj0fO6QKWzwwkwDVzYwYUdXNjBhR1cpIELO95dzD68GEG0na4uCC9xOAHawYUdXNjBhR1cpIELO7iwg4smhJeOLEKlI7zE4QRoBxd2cGEHF3ZwkQYu7ODCDi6aEF46sgiVjvAShxOgHVzYwYUdXNjBRRq4sIMLO7hoQnjpyCJUOsJLHE6AdnBhBxd2cGEHF2ngwg4u7OCiyVThpSoC0Wn0KbrtbhK4sEO9SAMXdnBhBxd2cGEHF2ngwo53FyvVDqmKGrjtdbGytbUVNjc3o49ZinbkyZMno49ZyqlTp4oSe8xSTpw4Ec6ePRt9zFIkOrbeUnCRVnBhL7iwF1zYCy7sBRdpBRf2ggt7wUWzEF46FiqdveDCXnBhL7hIK7iwF1zYCy7sBRf2gou00reLzsPG2tDFloZEzwpcpIELO7iwgws7uLCDizRwYQcXdnDRJJpUugQYRKdBpbODCzu4sIMLO7hIAxd2cGEHF3ZwYaeLC8JLR6h0dnBhBxd2cJEGLuzgwg4u7ODCDi7S6NsF4aUjVDo7uLCDCzu4SAMXdnBhBxd2cGEHF2n07YLw0hEqnR1c2MGFHVykgQs7uLCDCzu4sIOLNPp2QXjpCJXODi7s4MIOLtLAhR1c2MGFHVzYwUUafbuYY3jZCGuD19FrFWVto1wfB9F2qHRp4MIOLuzgwg4u7OAiDVzYwYUdXDSZW3hZX20GlvZyG0TbodKlgQs7uLCDCzu4sIOLNHBhBxd2cNFkPuFlYy2srK6XCyWxdTUQbYdKlwYu7ODCDi7s4MIOLtLAhR1c2MFFk7n1vLTZWKPnpQ6Vzg4u7ODCDi7s4CINXNjBhR1c2MGFnS4uegkvR9ZXx/a6CETbodKlgQs7uLCDCzu4sIOLNHBhBxd2cNFk7uGl6HFZWQvjp+sjOgUqXRq4sIMLO7iwgws7uEgDF3ZwYQcXTeYYXsq7jU3ocalAtB0qXRq4sIMLO7iwgws7uEgDF3ZwYQcXTRopRaGlS3ARY19ck/MHr7O6fqRcMYAJ+w2odHZwYQcXdnBhBxdp4MIOLuzgwg4u7HRxsZ1UuoaWinEvPhwqFimEl22odHZwYQcXdnBhBxdp4MIOLuzgwg4u7HRx0QgvKl1BdBpUOju4sIMLO7iwg4s0cGEHF3ZwYQcXdrq42JVWugaY+YreCGsTfpG/wZH1sFr17gyKhqsh2g6Vzg4u0sCFHVzYwYUdXNjBRRq4sOPdRTSpdAkw8xU9TXgZ3hhgZ37NcPmKO59AtBEqnR1cpIELO7iwgws7uLCDizRwYce7ixV9gHZReImtr5dTp06Fzc3N6GOWcuLEiWJjh8v3hhtuuLfx+KjyhpddFlZazy3WXX+49nrp5fjx48Vnjj1mKRIdW28p83WRXvRauLAVXNgLLtIKLuwFF/aCC3vBhb3gIq307WJFyatdFF7a6155ZTUs68rwyrecD+f+4OZyeVBueWjX86ctW1tb4cyZM+XyQ+GWhNfUtl7+8r8LZ8+ejT4eKw/dUn2+lXDLQ4N1b3lluLL6fFe+Mpw8ebJI0rF/aykSHVtvKefOnSsOxN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</raw>
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        <text lang="eng" fontFamily="Arial" fontSize="10">
          <content>
            <p style="background-color: #80ff80;">if I want to remove completely  the part from the callout "center" till the beginning of the textual part (b) I need to use a very high value of <span style="font-weight: bold;">k_h</span>  ( 100 is more then enough ) </p>
          </content>
        </text>
      </region>
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</raw>
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S1OPXUU8NJJ52UL00OWtihXNhBCzujtMC0NITCZgct7KCFnRQtLr744nDEEUfkS33Qwg7lIo151UJDwqwT8AvQwg7lwg5a2BmlBaalIRQ2O2hhBy3soEUaaGEHLeyghR20sIMWabSlBaalIRQ2O2hhBy3soEUaaGEHLeyghR20sIMWabSlBaalIRQ2O2hhBy3soEUaaGEHLeyghR20sIMWabSlBaalIRQ2O2hhBy3soEUaaGEHLeyghR20sIMWabSlBaalIRQ2O2hhBy3soEUaaGEHLeyghR20sIMWabSlBaalIRQ2O2hhBy3soEUaaGEHLeyghR20sIMWabSlxYIO3JJ27tyZvfQpts2Stm/fnh1kbJslaV/T3N+2bduyc45tsyQJHFtvSWiRltDCntDCntDCntDCntAiLaGFPaGFPaFFPy3IaVmSXrymk45ts6Tdu3eHG264IbrNkm688cYsxbZZ0o4dOzLnHNtmSRI4tt6S0CItoYU9oYU9oYU9oYU9oUVaQgt7Qgt7Qot+YnhYQ+TwdMGmhQSeFmiRBlrYQQs7aGEHLeygRRpoYQct7KBFH0xLQyhsdtDCDlrYQYs00MIOWthBCztoYQct0mhLC0xLQyhsdtDCDlrYQYs00MIOWthBCztoYQct0mhLC0xLQyhsdtDCDlrYQYs00MIOWthBCztoYQct0mhLC0xLQyhsdtDCDlrYQYs00MIOWthBCztoYQct0mhLC0xLQyhsdtDCDlrYQYs00MIOWthBCztoYQct0mhLC0xLQyhsdtDCDlrYQYs00MIOWthBCztoYQct0mhLC0xLQyhsdtDCDlrYQYs00MIOWthBCztoYQct0mhLC0xLQyhsdtDCDlrYQYs00MIOWthBCztoYQct0mhLC0xLQyhsdtDCDlrYQYs00MIOWthBCztoYQct0mhLC0xLQyhsdtDCDlrYQYs00MIOWthBCztoYQct0mhLC1emZWFhgUQikUgkEolEIs1wiuHGtNSdAHQT6bVly5Z8aYY4++wQjjgiX5hdKG++QT/foJ9v0M8vaNcdYlqY1cG0wCik10yaFhkWGZcZh/LmG/TzDfr5Bv38gnbdIaaFWR1MC4xCes2kadlnnxCuuipfmF0ob75BP9+gn2/Qzy9o1x1iWpjVwbTAKKTXzJmWPXtCuM1t+v/POJQ336Cfb9DPN+jnF7TrDjEtzOpgWmAU0mvmTIt6WNTTMgdQ3nyDfr5BP9+gn1/QrjvEtDCrg2mBUUivmTMtczIJX1DefIN+vkE/3/zwhz/MP4E30K47xOrBBT1buQvpuuuuC8vLy9FtSlTivvg//+f/zJ5pmZNJ+IKK2zfo5xv08w36+QXtuoPi/iEvkG+bGHpaYBT77bff7JmWOZmEDwAAdgh8/YJ23SHa05L/PzGYFhjFzJmWOZqEL6i4fYN+AADgGUwLtMbMDQ+bo0n4gqDXN+jnG/TzDfr5Be26A6YFWmPmTMscTcIXVNy+QT/foJ9v0M8vaNcdMC3QGjNnWuZoEr6g4vYN+vkG/XyDfn5Bu+7g37Rs2pQvQdeZuTktTMIHAAAAaAX/puXww/Ml6Doz1dMyZ5PwBa1NvkE/36Cfb9DPL2jXHfybljmaCO2dmTItczYJX1Bx+wb9fIN+vkE/v6Bdd/BvWm51q7lq7fbMTJmWOZuEL6i4fYN+vkE/36CfX9CuO/g3LfvtF3qRcL4GusxMzWmZs0n4AAAAAOuJf9Ny/PEhbNiQr4EuM1M9LXM4CZ/WJt+gn2/Qzzfo5xe06w7+Tct554Vw2GH5GugyM2Na5nASvqDi9g36+Qb9fIN+fkG77uDftFxzTQh7752vgS4zM6ZlDifhCypu36Cfb9DPN+jnF7TrDv5Ni1Cr94039j9DZ5kZ0zKHk/ABYH0hcPIN+vkF7brDbJiWxcUQLr64/xk6y8xMxGcSPgAAAECrzIZpOemkEE49tf8ZOsvM9LTM6ZvwaW3yDfr5Bv18g35+QbvuMBumZfPmEA49tP8ZOstMmJY5nYQvqLh9g36+QT/foJ9f0K47zIZpufbaEO561/5n6CwzYVrmdBK+oOL2Dfr5Bv18g35+QbvuMBumRey1VwjLy/kCdJGZmNPCJHwAAACA1omaluuvvz50IV133XU9H7Ic3aY0cPAaHqZhYtBZZqKnZY4n4dPa5Bv08w36+Qb9/IJ23UFx/5AXyLdNzLr2tJxySj9BZ5kJ0zKnk/AFFbdv0M836Ocb9PML2nWHaE9L/v/ErKtp0SOP9ehj6CzuTcscT8IXVNy+QT/foJ9v0M8vaNcdZse06OWSCiihs7if0zLHk/ABAMAOga9f0K47zI5pEXqCmJ4kBp3EvWmZ80n4VNy+QT8AAPDMbJkWJuN3GvfDw+b8TfgEvb5BP9+gn2/Qzy9o1x1my7Rs2BDC8cfnC9A13JuWOZ6EL6i4fYN+vkE/36CfX9CuO8yWaVFAvN9++QJ0DdemZc4n4Qsqbt+gn2/Qzzfo5xe06w6zZVqYjN9pXM9pYRI+AAAAwLoxW6ZF7L13CNdcky9Al3Dd08Kb8Gltcg76+Qb9fIN+fkG77jB7puXww0PYtClfgC7h2rTM+SR8QcXtG/TzDfr5Bv38gnbdYfZMC5PxO4tr0zLnk/AFFbdv0M836Ocb9PML2nWH2TMtV1wRwr775gvQJdzOaWESPgAAAMC6MnumRYHlrW6VL0CXcNvTghHOoLXJN+jnG/TzDfr5Be26w+yZFsFQnk7i1rQw5DCDits36Ocb9PMN+vkF7brDbJoWJk13Erem5dBDQ9i8OV+YX6i4fYN+vkE/36CfX9CuO8ymaeHxtJ3ErWm5611DuPbafAEAoH0InHyDfn5Bu+4wm6aFFwF2EpcT8WVWZFoAAAAAYN2YTdMiNBmfpz11Cpc9LRoWpuFhQGuTc9DPN+jnG/TzC9p1h6hpueWWW4Il7emZhG3btkW3WdLu3bvDDTfcEN2mNNK06GlPeuoTdAaXpkUT8DURH6i4nYN+vkE/36CfX9CuOyjuH/ICu3btCpa0c+fOsLy8HN1mSdu3b896bmLblEaaFoLNzuHStGB+V6Di9g36+Qb9fIN+fkG77qC4f8gL5NsmplPDwzZtCuHww/MF6ALu5rTwUkkAAACAThCL+2fDtFxzTQh7750vQBdw19PCSyUHoLXJN+jnG/TzDfr5Be26w+yaFqFW8htvzBdgvXFnWnip5ABU3L5BP9+gn2/Qzy9o1x1m27Tst1/oRcn5Aqw37kwLL5UcgIrbN+jnG/TzDfr5Be26w2ybllNO6SfoBO7mtPBSSQAAmAIEvn5Bu+4w26ZFAbJ6W6ATuDItvFRyCCpu36AfAAB4ZrZNi+azaF4LdAJXw8N4qeQQBL2+QT/foJ9v0M8vaNcdZtu0iH32CeGqq/IFWE9cmRbe8zMEFbdv0M836Ocb9PML2nWH2TctBJ+dwZVp4aWSQ1Bx+wb9fIN+vkE/v6Bdd5h908JLJjuDmzktvFQSAAAAoFPMvmlhQnVncNPTouGEGlYIA9Da5Bv08w36+Qb9/IJ23WH2TYvg0bWdwI1p4aWSUai4fYN+vkE/36CfX9CuO8yHaeElgZ3AjWk57LAQzjsvX4ACKm7foJ9v0M836OcXtOsO82FaaDnvBG7mtNAzBwAAANAp5sO0MEehE7joaVleDmGvvfIFKENrk2/Qzzfo5xv08wvadYf5MC3iVrfiaVDrjAvTwksla6Hi9g36+Qb9fIN+fkG77jA/pmW//UIvYs4XYD1wYVp4r08tVNy+QT/foJ9v0M8vaNcd5se0nHJKP8G64cK0YG4BoIMQOPkG/fyCdt0halpuuummYEm7d+8Oy8vL0W2WtGvXrrBjx47oNqWJTAvDftadzk/E56WSAAAAAJ1Ecf+QF6iuaJo6bVpuvLEfkMK60fmeFh7YMBJam3yDfr5BP9+gn1/QrjtETUu+bWI6PTxMKCBVYArrQudNC4/GHgkVt2/Qzzfo5xv08wvadYdY3D+7puWII0I4++x8Adqm86aFl0qOhIrbN+jnG/TzDfr5Be26w3yZlk2bQjj88HwB2qbzc1p4qSQAAABAJ5kv06KAVIEprAud7mnhpZJjobXJN+jnG/TzDfr5Be26w3yZFqHJ+JqUD63TadPC0+XGQsXtG/TzDfr5Bv38gnbdYf5MiwJTBajQOp02LbxUcixU3L5BP9+gn2/Qzy9o1x3mz7TwhKh1o9NzWnipJAAArBEEvn5Bu+4wf6bliitC2HfffAHapLOmhZdKNoKK2zfoBwAAnpk/00KAum50dniYjkk9LTASgl7foJ9v0M836OcXtOsO82daBEOB1oXOmpZTTuknGAkVt2/Qzzfo5xv08wvadYf5NC0nnRTCqafmC9AWnTUtmNhGUHH7Bv18g36+QT+/oF13mE/TwuNt14VOzmlhuCAAAABA55lP06L3tChQhVbpZE+Ljof5LI2gtck36Ocb9PMN+vkF7brDfJoWsffeIVxzTb4AbdBJ08J8lsZQcfsG/XyDfr5BP7+gXXeYX9Ny+OEhbNqUL0AbdNK0MJ+lMVTcvkE/36Cfb9DPL2jXHebXtMiwyLhAa3RuTgvzWQAAAABcML+m5dprQ7jrXfMFaIPO9bToWJjP0hham3yDfr5BP9+gn1/QrjvMr2kRMi0yL9AKnTMtzGeZCCpu36Cfb9DPN+jnF7TrDlHTsmvXrmBJO3fuDMvLy9FtlrR9+/bMBMW2KSWbFua1tErnTAvzWSaCits36Ocb9PMN+vkF7bqD4v4hL3DLLbcES9qzZ0/Ytm1bdJsl7d69O9xwww3RbUrJpoV5La3SKdPCfBYAcASBk2/Qzy9o1x0U9w95gXzbxEx3eNiWcNzCceHCtRwexryWVunURHwdB/NZAAAAAFwQi/s7YVq2LC30Dm6NTYtgXktrdKqnhfksE0Nrk2/Qzzfo5xv08wvadYdumpYtS2FhaWnte1oE81pao1OmhfksE0PF7Rv08w36+Qb9/IJ23aGDpmVLWFpY6v3bwvAwwbyW1uiMaWE+iwkqbt+gn2/Qzzfo5xe06w6dMy1bNy6GxY1be5+amZa6VGQy/V+k6nK27tprwy13uMPqcuw7lXXjlmPrqsuxdeOWY+uqy7F145Zj66rLsXXjlqvrCtNS3q5U/k6T5di66nJsXbH8iw9/OPy2dyzFcuw7dcuxdeOWY+uqy7F145Zj66rLsXXjlmPrqsuxdeOWY+uqy7F145Zj66rLsXXjlmPrqsuxdeOWY+uqy7F145Zj66rLsXXjlmPrqsuxdeOWY+uqy7F145Zj66rLsXXjlmPrqsuxdeOWY+uqy7F145Zj66rLsXXjlmPrqsuxdeOWY+uqy7F145Zj66rLsXXjlmPrqsuxdeOWY+uqy7F145Zj66rLsXXjlmPrqsuxdeOWY+uqy7F145Zj66rLsXXjlmPrqsuxdeOWY+uqy7F145Zj66rLsXXjlmPrqsuxddXlWFxfpCrrZ1q2bgyLixuDLEtT0zIVmNfSCp3paWE+i4miYgGfoJ9v0M836OcXtOsOnTIt6mUpu6l+OiBkHS8RYgdv4vjjQ9iwIV+AtaIzpoX5LCaouH2Dfr5BP9+gn1/QrjvE4v51My2DtNjTsnlzCIcemi/AWtEJ08J8FjNU3L5BP9+gn2/Qzy9o1x0wLeLGG/uBLKwpnXhPi36f97MAAECLEPj6Be26Q4dNSwg333xz+Lc2TIvYZ58QrroqX4C1oBOmhfksZqi4fYN+AADgGUxLAfNa1pxODA9jPosZgl7foJ9v0M836OcXtOsOmJYC5rWsOetuWpjPkgQVt2/Qzzfo5xv08wvadQdMSwHzWtacdTct+m3ms5ih4vYN+vkG/XyDfn5Bu+6AaSnDvJY1Zd3ntDCfBQAAAMAlmJYyzGtZU9a9p4X5LEnQ2uQb9PMN+vkG/fyCdt0B01KG4UNryrqaFuazJEPF7Rv08w36+Qb9/IJ23QHTUobAdk1ZV9OCIU2GihsAAADWC0xLFYYQrRnrOqeF+SwA0DH+3//7f+Hf//3fs/9HoXvrf/7nf+ZLs80tt9ySnW+b6Prrd2G6SEfl7//+7//O19Sj7+i7//Vf/5WvaYfid8eVQegGUdNy/fXXhy6k6667LiwvL0e3Ka2JaSG4XTPWtacFM5oMPS0A00X3uKOPPjr87Gc/y9cMc9NNN4U3v/nN4cc//nG+ZnZRHfOWt7wl/Pa3v83XrD3/8R//Ef7qr/4q/NM//VO+BqaFrulxxx03svG5QI3Uf/EXfxG+9KUv5WvaYdeuXeHYY4/l/uYExf1DXiDfNjEz0dPCMKI1Y91MC4+zngpU6vOLWiPbaInU75RbZavLXSTl+H7605+G+9///iMD5q1bt4YHPehB4R/+4R/yNWtP9bq31Qr9iU98Ijz60Y/uVdm9OntKKI7YM2LI944dO7J70yWXXLIueU0GbZq9C1Xt1hNd0wc/+MHhhhtuyNfUI/N42mmntW4eFfQ+8IEPDF/96lfzNcOUr2eXru88Eu1pyf+fmJkwLcxrWTPWzbScd14Ihx2WL4AVTMv6oaDrK1/5ShYEaChDCgpAv/Wtb4ULLrgg68kexY9+9KPw2c9+Nrz+9a8PmzZtytcOsn379vC5z30ufPGLX8x6BVK48MILwyc/+cnss47z/e9/f/jud7+bLRfs3Lkzax294oorslZZ3Sfq0PHomn3+85/PgtMUdN0/+tGPhl/+8pfZso5PQfY111yTLRfoN88999zwnve8J/zzP/9zvjaOelge/vCHh+9973v5mmE+8IEPhD/4gz8IRxxxRPjNb36Trx1Gx/X3f//3WfA1Kkhvwsc+9rFMT6Hz2bBhQ7j22muzZaFzl+7SQXX65Zdfnjx8TYG7Wtr/1//6X+Hss8/O18b5/ve/n51r+Ziq6Bg//elPhyc/+cnhGc94RpYPtK6KNLz1rW8dXvCCF2TnU4fy21//9V9neSnVZEifv/3bvw1nnnlmeOYzn5lp++tf/zrfuorynK6vzjW2vYzKtL53wgknZOUoxr/+67+GzZs3jzUGKmM6z29+85sjh+rJUOs36+4Nl156aTjggAPCVVddFS6++OKxem3btm1kedaxqMy/4x3vyK7LNMyD6sBHPepR4etf/3q+ZhDl/zPOOGOlN/QHP/hBpptMVoE+qzyo51TXfty9UvWC6kzpoZg5NjRx9+7dK/XIT37yk3wtYFpiMJRoTVg303L44aEXceULAL7QDfHVr3511hr4gAc8IAvsdEOrQ63UMhvlm2qBbvK64Wo/D3vYw8Khhx6a3Wjr+NCHPhT+5//8n+G+971vNoSmim7OCkoe+chHhnvf+97ZsaWYqte+9rXhJS95SfZZgeFjHvOYLIAu89a3vjUsLi6GJzzhCeEud7lLOP7446NBpM7raU97WnaeOt8nPelJWVBkRYHmgQceGN773vdmy7/4xS+yHpArr7wyWxa65gpAH/rQh4aDDjooPOIRjxgZcCgQ0ndGmZYPf/jDWSCvYTZ1pkWGdt999816Ke5xj3uEk08+OclEPO95z8uGpAkFdaq7y0Gd9q3jOfjgg7PzlA7vete78q02pKGu3e1vf/vsnOuQEVFZkNl77GMfm+X1GAri1covw6UheLo+ChKrnH/++eG2t71teOlLX1rbI6AAXj1iOl/lcwWxKQGzYps///M/D3/6p3+a7evxj398ePGLXzygmcq4jukhD3lIdv0VWI8ywW9605uysqq8HmtgkLlWWVV50HU5T415EWTuZaT0m/e5z33C2972tmheUp5V+dR11bWR+asi06N9qLzqN5XXqya/QHlbv1tnuIQM/P3ud7/wxCc+MdNB2qWi/C0t6kyLemKU11TGhEyavl+OTVWOVdc85SlPycr+ve51r/DlL3853zqIekwLPVWHSfuiIaRA9cgrXvGK7HsqX6pfMS59MC0xmNeyJqzbRPy73jWEES08AF1GLXK6QX/nO9/JAjTdtEeN+1YPioLp2E1OrYT77LNPdgNW0PXc5z43LC0t5VuHUYv3n/3Zn2UtqjFkZA477LAs4JSBuec97zlymMU41KPz8pe/PPus+4lMQjUY0s1cQcHVV1+dBRB3vvOdo8GcekUe97jHZa3GSgrm1HKZwqmnnhqe/vSnZ5+1Lx1fuZVUWukaaP6Jru+zn/3slfOJ0cS0KGhSkFTtcSqjYF8t7EIt2nvvvXc29MzK4YcfnplDIaOnwLQ8PE2t4gq4VKcr4JKRU3A66n7dBPXqab91xrc4FmkrlHdlsGKmVT12ug7Kl9JC2uhaVtEx77///llvUQwdi4JzmQKhQFkm/l/+5V+yZQuKbWQwi4YA6a99llvoVUYVrEpHmQYdY6FJDBl+GZLY0DqVJZkilR2hc9B1/NWvfpUtl5FJUUCtYP4zn/lMVl9Uv6frrXKv3ikNb9O1kTHR75RR75QMt3pMde213ze+8Y351kHUo6GyEDM/QoZT5ugjH/lItqweCJ3DqN6xJowzLcpz0qqIXdRTJbOs4y1QOVY9JA30fRkY5csq0vGQQw4Jr3zlKzNTqu/r+lTrV9XhyrtFPSIzV2g372BaYihzMq9l6qjVoHXTctVVoVfr5guQwrgub1gbTjzxxJXeB/Htb3975DCLT33qU1nLd6wF+pxzzslaqdWaqeEyuhEqEKgGGwUKRnUDrkPHoRvuP/7jP2aBpMyV9mvlDW94w8rNWYGxWhmL4WIF6s151atelX2WGVFg97WvfS1bLqNAS8enYF/BsIIvtdSmoMBdgZICWfU0qEejjIKQF77whflSX4vi+zGamBYNC1JLr3Sv4+c//3lmHhR4FQYipbwqwFXwKnRP1zUumxYFrWohVjAqlNd0njqOFBQkywjWTcT/whe+kOUx9RLInGnS/p3udKdoD5qCXPWM3PWud82CxLprrN4VBdNFS3oVGX0ZXmklFJfoXKWtFQWs6i0o7oc6Bl1jnV+Bzkm/KXOunh4FziofdcjAqUcphvalHhtdL103GQP1LikAL6MAWabxfe97X7aseuEb3/jGUA+UDIgaRopAX3GavlftkdE11e8WxkI9xnXBt0yAzEBd78lFF12UxRBFb6PyuxpwZIxSaGJaZFqLxhgZCvVYlU2LGk2UR4o6V4096nWpIj11PTRcTkhb1cfVRpfXvOY1WcNBgfRSHZA67HMWwLTEUMbYa6/+BG6YGutiWjZsCOH44/MFSAHTsj5oiMhJJ52UL41HcxHUExHrHdGY/L16dZvG+Sto0s1XAV3d415PP/30rLegDrUCP//5z89u6gpiNdylLvhrwute97pw5JFH5ksh6ymptry+7GUvW2mtVcChYC5mWnQv0rkpGFTwere73S2bR5CCgmntSz08Glp32WWX5Vv66ClEGq5WoB4x1Xt1E8ubmBaZr3GmRb1wasFVwK/AT6albhhOExQwqVdJFMawbFqKFmMNHxSaY6LvpJoWBawyqnXD4GRWNHxMgbV0UP5Qb2HdfCWtl/nSNVaAq+OsovMbZVpkyGVSiqFlKis6xo0bN2bLFmRaNFxRgb6ImRZdA5kUHbuutcpWbIhmgUxL0dtWRb1CarlXPtLv6vopr5Q1FdJV+adu6FiByr3ydex6llH5UA9RYVoUjKtXMMY40yKTqO1F4K45JDqG1KeNjTMtRR1TbFeDj46jbFrUI6JrW5iPs846K9rYo7ykYy56rlRHqw6uNjAdc8wxA1qqIUh/l9qTOQtgWuro3ZBCpRUC0lCha920MD9pamBa1gfdwMqBvIKrUQGsAgoF/7F5L+985zuzQE83VwXKmpCrORlqYY2hVvtnPetZ+dIgCnDUIq8gSEZJ+UOBl1pyrciMyAQJBSXqHVHrexmZFg0jE8XQqVjAoYBPx6OWUQXTGr6inqZUNNdD+1VLanVoin5Tw2YKzj333CyYic0vEk1MiwIbDftRi38M3SN1bjIaGuIkA6fW3LrvN0G6Kg8JtQpr6FJ57k5hWj74wQ9my/qOronm+aSgwFT5s9piX6BeN80ZULCspN9V4B27vionxdwOmcZiLkoVGRtpUBiIKjJ/6o0sHjktM6H5GTKuVmR+Ffj+zd/8TbYsrXSNy8Gr8qryv66JTId68ApNYsi0lA1zGfU4qkVf84H0WyqrKjMqY2XUu6nrX/RIql5Q+an27Kr3Tz0tRS+H8qDKabXOkWlRg0ZhKnWMVtMic6LfLHp9VKZlzkfVhU0YZ1p07MrbhTlSnahzKhvrwrQUeUQ9kDHTorq53NOi72u52tOi+u05z3lOvtQf6qpj4F1CmJZ6aKGfOq3PaVGLDE+CA+co8JXh181VrcK6cVcnp5fR0B0FaTEjooBWwVtx01QArt6BOvQIUvUoxFD9rGBPE/uFWgP/8A//cOWpUxY0jOuOd7xjePe7350Ztf/xP/5HFjSVUUBd9DzJtKgVPDYf4alPfWo2tE4oGPyjP/qjlSAxBV1D3XtiAaICZbWIaxKugh21yBdD2WIULdaFHjG0HwVnGvqja15FAaS2F8PydI7qjdDQEysK7v/kT/4k+19zeG53u9sNBIcyFWqtL0yghuDJTKT2tCjvqCewmLdQRddLwX3RI6HeDvW0xII5BcwaJqm8pJZv9bTE5lvJQChwlOmLxRsyROqV1LAmXX8FpBoKVJ08PQnap+6Hmv+k3ir1Gr3oRS8aOA/prbkMQmVfPSXV4YhlVI6POuqofGkQ/Z56V4tyI5OsntFYb5yGcBUBtx5moF7bao+K9FdjRXE8Mq8K2qs9ZAr0tb4wLSoz6jmOIdOiHq/qcNAC1X0qK+ptUm+LzkW9OHW9ck3Rta2rQ4TqUz19ToZK+Uj5Tyan3NOisiYjW5Q5Da+Tqa9SmH01RCnfqZFG+b2al1SPaC5hUY+oV6yoy+YdTEsdKsy9SgKmR+s9Leopqwm4YHLoaVkfVA9qUqcMgm7SCmSqY8ybohuwWjsVdClQUiCkCcp1qGX2L//yL/OlQdQqq54bmSAdn3pk1CKdMtZfwYhu5AqA1aqs/VcfzyozUxyTAg4FE3pKUZW/+7u/y85Pw9vUaqlWaz1JKhW1JiuIiZkzXV9NStZ1UO+IemNiT6wqUJCvVttRw2x0nRV4K8iNzWVSIKT5NTo/Bb4KONWqnjLWX/lL11l5TsOr9GSwYk6H0G/qd8rDw3QeqT0t6rnS5G4FtoonYshIK88paL773e+eGaeYQdcxqsdA+UPmUUZI+lTR32oOglqy64yerqUCW31HjQYf//jH8y02FLDKRChv6n8Z8eojjRWwyozqOquXRWVCZbcOmalYT1KB7r3Klyr3Crz1gIiYCVYek5bqcdFvakhXzBQqsFae0/70f9HrVkbf0fAnGQ4ho1E370bmQ79Z7Vkto0YN5W3poPKl/aeiOSuqV2N1SIFMuc5TeU75T+alfO3UUyIjU5hA5ae6YbXal/KSrrGujeriarkp1yP67rh6ZJ7AtIyCp05NldZNi1pCpxCkQB9My/qh1jbdCBWYVId0TIqMgYyF5iyMe1+DWmgVYNWh7Qrg9CQfDWHRcIdycGtBN2z1oGjyugL2avCqfFg8uUm/r9bg2JwR7UcTmPVOBwUKMgjVseNWFGDVBdUKljXURAHWOK10j9M499hQvjLap/al/2PoPqkAXcGUxsurJT01yFE+kQ76TZ2rtChQoK+8U4zN1/HrPOoeODAJym8KcmNGREhXTcpWi7t6Tuq+V6CYZFxcovPT9R01/EbBvALqUUP5mqJWerWeayK8ji1WxnReOr+3v/3tWX6SqVE+rkPXftz119+rPGjOSjE3JIbKl4yyenRHfU9D81SPyMCX80eBdFT5LPKtgvu6Mihd9V01RIxCxlJDyKb1CGBprrxbN++sQGVMWuk8dazlfCf9ZGwLHdVzEus91d9puKfMja6d3mOjnqi6xgjprp7m1Dp/lsC0jIKgd6q0blownVMF0wJ1jAsc15MuHxvMJ2XTMg7y7+ygRhYND1NvjXpX1JusYXqjGoZgEEzLKBRg8+jjqdHqnBaZFZkWAACADqHWfQ1fTHnCG/hETzDUkDANJ9Pwy+oTCGE0mJZRqFuURx9PjVZNCw9SmDr0tAAAAKShYXoyrcUwV2gOpmUcPPp4arQ6PAzdpg6mBQAAANYLTMs49Jz30ptJwU5rpkU9ZDzqeOpgWnxz3XXX5Z/AI+jnG/TzC9p1B0zLOPQkCw0Rg2RaMy36DeYiTR1Mi2/Qzzfo5xv08wvadQdMSxP23VcPas8XwEprc1p46hsAAADATIFpacIpp/QTJNFaT8s++4Qw4g3TYIPWJgAAAFgvMC1NUACsQBiSaMW08KjjNQPTMn/oBWl6IVyb6IWGevFa7GV1a4Fe7Nb0HPWm+K997WtTeYligV7MqBc16h0OMF2ka+wlf11ALyDUSw2hj168KL1GxXxdR4+y/sY3vpG9DBjWhqhp0U2jC0mTn/R21Ng2pdZMi+BFhcm0Ylp4cMKagWmZP4466qjwlre8JV9qB70B+uCDD24tiH/b294WXv7yl+dLo/nOd74T9t9//+zt5NPi29/+dnjUox6V/AZ7GEZvzT/iiCPypW7x0Y9+NDz96U/Pl0Dx3tOe9rTw85//PF/jD5mVgw46KHzlK1/J18C0Udw/5AXybRMzsz0tQoGwAmIw08qcFh51DDPKtN+M3aQn4yc/+UnWEzEt1KPw+c9/PvzqV7/K1wyjG//3v//9qfa0jNrXG97whvCyl70sXxqN3mSulvsmhqqpXmoMeMhDHjLymoxDv7Vz586spbdAPTh190+1ak+Lbdu2hQsvvDB861vfytesPTp+xQe7du3K3nVRdz5bt24d2YummEU9HtqX+M1vfpMt1+WXq6++OjPV03i/hhpkxzUEKb+VNdR5qnzouNea//zP/8w/pdMkj+gli/e4xz3CF77whbFlv0n+bZpHpomumeoH9cjC2hDtacn/n5iZNi0KhBUQg5lWelr0qGNeBrom0NOyfnzyk58ML3rRi7JegdQbogKCc889N7zwhS8M7373u7NArY4rrrgifO9738uX0lCw95jHPCY88pGPzFojZUxiKHi/9NJLpxKYKZA/9dRTw+GHHx7OP//8fO0g2v7sZz87nH766eGlL31p+PrXv55vGUb7u/jii1eC3Bj6zlvf+tZMr0996lP52kEU3JxxxhnhmGOOyTTQdal7rKqGo6kn6MQTTww//elP87WDSFOZr82lBps3vvGN2TUvo7xz2mmnhRe84AXhTW96U9ZKmYL+XuepnqIHPvCB2TWMBZxf+tKXsmt70kknJZmzAv3u6173uqxl/tGPfnQWFMdQHtNQwzpkAF7ykpdkPWhC9ycd529/+9tsuYz287jHPW7lTeZf/vKX8y2DKP+84hWvyPT62c9+lq8dRtvGtcirHGg/RcCtwP61r33tgDkVur76TZnv1FZ+5RHlyec///mt5hHp+Xu/93tZ3qxrFNizZ0/44Ac/mO3v1a9+9UjzqPJ08sknZ3lE5SsWm6pBRtdTmutap6Lj/uIXv1h7zX7xi1+Eiy66KHz4wx/OzuG8884ba9BgEExLU3j3RzJrblq0bx51vGZgWtYHBb73v//9w9LSUnjsYx8bTjjhhKRWUL2J+T73uU94zWteEx7wgAeEY489Nt8yzHOf+9wsOEhFc0DU06pgXvnosMMOy4L2GDJoD3vYw7IAJQUFejo3mSRds7vc5S7hE5/4RL51lfe85z3hf//v/x1e/OIXh0MPPTQ86EEPqg2sZeLue9/7Zq3xMaSLgkcFSbq+D37wg4eMgzjzzDOz/Shg0rne8573zMxOFbXa6nhkWp75zGeGpz71qbXj5XWuuq5CQ820/69+9avZstD9Weeo33vzm9+caX/cccclBU3ve9/7wsMf/vCsB+Lss8/Ojq96z1YQv88++4RXvvKV4ZBDDsny1Kj7ehMU8N/+9rfPyoN+Vz0SMXR9ZUjrUHCp+1JhQGRsdX1ix/esZz0rG2p2zTXXZMMmFRBXe9N+9KMfZZrLPGiIowzV9u3b862D6LhVJkahnknljR//+MfZsn5fJqv8uwqC/+zP/iwcf/zx4TnPeU6mq3pILajMKI/su+++reYRoXJy97vfPXz84x+vbbCQMVe+PuWUU7JyrTJR14CgPHLb2942HHDAAeGcc84ZyiM33nhjVt6f9KQnZWVHul955ZX5VhuKf5XX1bARQ1rd6U53yoyUTMsd73hHhpJNCKZlEhYXQy835gswKWtuWnjK25qCaVkfHv/4x2eBtVBQpJu25kFYUAuyAqV3vetd2bKGYijAqrbcFujGquAsFe1f56HAT4GYWnPr5nAocFSwl2pa1EO09957rwxJkWFSL0MVzXtQC7CGkSiQud/97hc+85nP5FsH0cTpUaZGrfEK9IoW4He84x2928bigMlUz5bqQgVS4v3vf3+4293uFr13KtBXECnUiqvgb1PNMGXVrQq8ZBA/+9nPZgF9ucVa2r/qVa9a6TmTeX3oQx86sqdtHBs3bsyCarUY616t4Vjl31RwrZZzBb5C11hBfblHyIJ6nKTTuPuJglz9fh3qoVF5KMxdcd1iJkhlQdsuv/zybOhdzLiqYUGBsFD+lkErDEcV9Rio52YUMgsKqj/wgQ9k11LlomqCNTemyNcyHcqfMXPeBOUFGfyiF3RaeUTDvurySIF6IWT2tT2GroV6D9WTITTh/d73vnft8FWVQTXOlI17GTWOyJxJSyFD+Bd/8RfZZysyqCqDxTFW0dDYP/7jP14pg094whOyc4LmYFom4eyzlbPzBZiUNTctvE8HZgwFC7rxqrVYPR5qTb31rW9dO9RpHAoIFNR897vfzdf0WxzrWlJ1E1fgNw1ktHRDv/Od75y1kNYNdZJh0GT3VNOioERBXmHIZByKAKWMhsCo9Voo6FMgqUAwhgyQgrg60yJDofNT8Cq9nvKUp2Stx+X7mOZYSIMimJUR1XFWJ/fruGV4FFRrWJWSWmY1jCaGjKD2o+v8l3/5l0M9ZNJY3/nc5z4XXv/612ct0AoSY0OhmqL8KSN0u9vdLjN+H/vYx/ItfbRdw6lkWNXrod4ntX6/853vzL9hQ70dGm5UZwgK1CKvoYF1yLToGsiICF0b5b2YadEEcenxR3/0R9nwxmJIWRnp/d73vjdf6s9JiQXo4kMf+lB44hOfmC/VowdhqGdHvSe6ltWhR4qTFARrSJd6+dSjaDWFa5VHZITq8kiBtJSJGKWp9qUhciqzMocyrnVlUXlEvTH6P4b2ITOlRhnlS31XeSoFmRbtR8P1Yvz93/99dj2LnjL18KhcQHMwLZMgR8/jdM3o5rtmpkXzWDR8D2CG0FAg9RaotVhj25UUxFiHf8goqKW7Op+kOsylYFqmRfcG1eXFhFwFJ8VQpirTMi0yHgceeOBQy38VDYMpJuLrNxWQqoU5xjjTol4TDdVREKTeBf3/N3/zNwOPSNa1VwNO0RsjLRXUV/ep+5+ugwJlBTYyrAokNcelDn1H39VTqapDVGTIFDxqqKF6cKStzrVuaFUTFERKV52TzMtde/fHsiFWACytFWDKROn31bKcOgxHgagCeBm+UYwzLZoMr/1885vfzJYV7Os+Vb0myjcyvCqPGs4js6Hv6fzLqFdEQ6DK1DUINDUt6lHQsDoZ0dhT7qSzzIB+W2VV5VvBsQUZe+Uh9Ra2lUcKpKXmCtXNA9J1VM+leprV+1gM6arrmSmMrYalxVDZlOlRY4DKqv6XoaqrC5vQxLTICBYNKbrGdY0QEAfTMim8uNDMmva08KjjNYfhYe2jYFflRsMKhAIADbOwPnJXQZeeVCXjIGRidMOOzacQ0zItCvgUuGpMtwIjtXIqoIgFdDItCghTTYsCBwVzxRwQ7fftb3979rmMTIvOU+g3ZXRGmRbpUWdaNCxHgVcR5KnVWL1iujcW6B4p41AMIVGdqCCxOhFff6OWew1fE7pWGho06r0jaiFXb4yuX/VerMD8Xve618pwOU0G1nCzauA9CRq2eOSRR2bGUMHhn/zJnwwEbMX11BweIeMkHcb1kIyjaJX/wQ9+kK+JI9OiYV11KF8qyDzrrLMyg6UhQtKvek107fXgCg3p0jmoR01DkzTcrYwaF9TLJvQ3Mmp1DwKQadHwoHGoJ1SmRT0VKvtl9BvaJjOo49I5qHzXPQBiHDJIaiQpTOW08oiua10eKZCmKheaNxZDPV0yLDKWMhbqcZHpqDMt2p9MTd19SwZI164wEBr6qfopBZkW5Z9RpkVls2hIKeZGQXMwLZPCvAkza2pamG+05mBa1gcFJBpSoGBTT7pS4DnqqTnjUG+NWngVxKqHQS35xY27iib2FkFYCgoydHNWcK4ARnWBxunHUOCv7ammRWZFrZrqedC5KoCRQami49J5Cv3mqHkjCkAVrNYFShq6o6BR+1Tgp+scm1Oha6CWcR2XfvsP//APV8xVGQW20vuSSy7JrosCvrpJvkLmc6+99sqehlRFw8a0Lw2bk/GRmdBybMhcU3T8mnisc9D5POMZzxgK5BW06juaW6AgWOegv0tBregKDsfVSdJe86hGod4r9Y7paVnSTuY61rOgCeXSXr0d+m3lpWqrvMyCjLKCVvW4yADUGTRt13C+Jqg1/vd///eHGitkWjR0VMeuIWKaq3arW92q1nSPQ3lEx6zzmFYekRFSuR+VR4Tyv3qJVGZiv6c5RMpHGn6nc33e856XGbm6nhldd5Xlujyi9TpX7U+GRXWO8kIKin91rporGENlT79TmBb1GKl+h+ZgWiZFQXfPKcPkrJlp0dCw3o26F3HkK2AtwLSsDwqENcRF5Uc3YWsraoFa9DU0S/t78pOfvDIpNIZMklqXp4F6jRSo6TG/unnXofkF6v2pM1KToEBZLZsa0qVWTbVEV5FBUaur0G8qiKhrKVUgpHkDo+5z+lv9pgJgPSkpZjAVgGkIl3oLZGo01EUt6lUU3Chg1fFrf5oLMm74iobFxd60rgBXgbYCQwXy6u06+uijax8X3BQFpTLCehx3rAdQrfS6pspvShpCl4rM2Uc+8pHaJ3MVyPTFetfKKECWsdLwKxlNGaoiqCyj66fhQ7pmKhOx7ygGKoZoqSdxVD5Xq3513lEdGlqlc9ExVNH1l/mRQZcOOr5Pf/rT+dbJKPKI8to084ieIDcqjxTInEuHmKkReniFjk09kPqezH/d8K8meUR6qqdN+1Rva2r8qjKseqbuQSnVuk0PUNDwUWgOpsUC7wIxoRv5mpgWhobBjKMhVQpE6x61OymqWzUMI9a6X0YtzimTcC0oGFS9nzK2vIxMmnqpyk/wKqNrUQx/0W/qt2MBqdAQnFEPLijQXAn1ypTnslTRbyq4Ue+OjkH3zzpkLOuCs0nR09sKIzXqXKeNftc6F8uKrmvKfAwr6qUY1xsq3UfFN5OgJ5WpPCsPFXk4hfXKI01Q41kxLFB1kzROQU8fU/0wrkw3QftQ/VBX18is6HoWdZvqgLbrV+9gWiwoQK4ZPgD1rFlPC0PDWoGeFgAAAFgvMC0WNBmu5sk3UM+amBb1eDE0rBUwLQAAALBeYFosECibWBPTwtCw1sC0AAAAwHqBabGiyfhrMdRphlmTOS0MDQMAgI4zjTkTsD6gXXfAtFjh7fgTM3XTQo9Xq9DT4hv0AwAAzySbli1LC9lOFjdunS/TQsA8MVMfHjbHQ8PUuXTXu6oMkEgkEolEmrd07bV5QDBHTKenZctStqN+2j/0/MtU6LRpEQxNmoipm5Y5vP6qpHTaSm1XWLTUAwDAvMG9rztMx7TkqKdl81GFeemlxY0hxb903rQwCXwipmpa1MOl9+XMSU+XTvOUU0LYe+/182lU3AAAMG9w7+sOUdOiF+BYkl6WpDen6vOlJ5TMSy+dcGn8b0YlvalWbzCObVNad9MyZ4FzKlOd0zJHj53evLlvVmRayGoAfc4///zwgQ98IF+yoxfp6a3UTSbb/uxnPxv5xu4CNeDprenaNzRHL0l84xvfmL0QdNb56le/Gt75znfmSwDQBMX9Q15AFbIl7bzq9LDfilE5OlxQbLvg6N7y/uH07w1+f1zavn17Nkcmtk1p3U2LUOCsABrGMtWeljm47tdc0x8Gduih3Ri7SmsTdImzzz47MxCpfOhDHwqPeMQj8qXRqAy84AUvyN54Pwq9EfvRj3502MRLiCfi5z//eXj+858ffvGLX+RrZpfPfvaz4eijj86XoMtw7+sOivuHvEC+rTFbNy7mRqWXjtqcry2zJSz1ti1NGK92fniYUDO4okoYy9RMy4z3cOm0TjophH326daUHSru9eHXv/51uOiii7IWJfGP//iP4R/+4R+yzwVq2ReqMxX4Fct1qKK/pueK/+M//iNfY+e73/1u9psFP/nJT8IPfvCDfGmV//qv/wr//M//nDVGjeK3v/1tuPrqq8PXvva18NGPfjRbjqFzvemmm/Klen75y18OHF8V/cbBBx8cfvOb32TfHYXO4cYbbxx7fWVaHv/4x4e/+7u/y9fEkfnZunU6k0DVS3HhhReGa8e0cGhEhK6v8pBMVd09dpp5ROzYsWOkDkLXVddX1zkV5Y2vfOUrvTr04nDccceFv/3bvw3//d//nW8dRLrrmnzsYx8L3/zmN/O1g2gUicrhv/zLv+RrhtG1+sY3vpGdQ8GVV16ZleEq0mFUfFOgPKIyVe0JLPKgzvNXv/pV9lnI8P37v/97vjRI0zwCg3Dv6w6xuH8iJ1A8PUyGRIVobp4eVqAIU08RK1VSEGdqpmWGh4bp1PRUsFNP7Z4no+JeHxR0KQAu6sLXvva14dhjj80+Fyg4O/7448Phhx8e7nWve4VXvvKVWRBeRUGbArM///M/Dw960IPCIYccMjIIa8LrXve6cNRRR+VLIbz0pS8N73rXu/KlPgoIn/nMZ2Z1gNInPvGJfMswCuIf+9jHhnve857hYQ97WG2vhgzBe97znnxpGAVuGmqkfeyzzz7hVa96VXZPqaJhZtp+WK9OeeADHxhe//rXZ6YjhoLHE044IQvAR6G/f8ITnpBd6zrOPffc7Nge8pCH9Mp7r8AnoED7MY95THjoQx+a7XNUPat7tI5t7733Dve///2HejXWIo+oV0H70/U9+eSTs4A9hoJv5eNyEG7l+uuvz66HksqDzlW9ajHOOeeccJ/73Cfc8Y53DG9+85vztatcddVV4cADD8z2Jb0U+MdQ/pIBLnSX0dHfychU+eIXvxhO0ZjfGhRPvfe97816AZU/X/SiFw0Y/s997nNZXlTPlLbrHP76r/863Pe+9w3Pe97zBoyTmCSPwCDc+7pDsmkpM5emRWgyPsMAxjK1OS0zODRMQ8H0vlKd2piRJzBnqHVXAV8RhCioO6LyjqiPf/zj4da3vnU2Rv4zn/lMuNOd7pQF41U0J0NBzVlnnZX1esgcnHjiiflWG5s3b86MiEyS6n8FddVyrsDqWc96Vvb7MhIKnOoCf7XG3+EOd8jMg1qo61rdZd6e/exn50vDfPKTn8wCURm6Sy+9NNzjHvcIF1xwQb51FQXUt7nNbcLb3va2cMkll2TBvK5nDPVOaJ/jemTGmZbvfOc74QEPeEBmvNSjtO+++4ZPf/rT+dbJkAFYXFzMAnMZvpNOOinsv//+2XzQGAqk//RP/zQcc8wx2XkUPXgF1TyientpaSnfOjnSU+ZHefNLX/pS9tt11/dHP/pRuPe97539n4p6FWR83/GOd2SxhIYTPvKRj4zGFG9/+9uzPKd5JuphKqO45hnPeEZ44QtfmF3fv/qrvwoPf/jDM1NURYZPvToyGEJ5S6Yj9ps6HpmIOmR0dPwqx8ovMibve9/78q0hnHnmmeEP/uAPMiN2xhlnhN///d/PfltmRnm0fI1l4CfJIwBdBdMyDTSGR5MPYCRT6WlRC90MDQ1THKqhYJpo3/WGL1qb1gf1tMhcFHWhAsjqWHgNfVH5KgJQBVkKxKpogrMCcwUrCupe8YpXhOc+97n5Vhuq8xV0a5iYgj4FuXqISoGGtahVWcGrWoo/9alPhfvd73618xbUm6Fz0f5GofksRXAYQ38vk6FzVSCuQFOBYhUZCwWWRS+MzJLMUGwo0be+9a3s2Mb1BIwzLW9961uz3jNdA+1LGqgnyoIm++t6FkOvtD8tX3755dlyFeUB6VVXF1fzyMtf/vKs5d7Kxo0bs+C8uJ4K5OuO7cc//nF2ffV/KhoCpcBcvXxCQ91knorlMm95y1uynrYYyo+6nuptETI16jH6/Oc/ny1XUXl91KMeleV7mYO6eSu6Lsojdah368tf/nLWWCGj8eQnPznbX4F6YTRvShRGVAZYqFyUe3FkeibJIzAI977ugGmZFhoiRhP5SKZiWmZoaJhORWYlcWRIa1Bxrw9f+MIXwgEHHLAyf0M9DGoxLfORj3wkG5ZSoGFiahGOoV4HBaEa9nO3u91tqNfGwkte8pLw/ve/PxvmpJ6gKmrRf/WrXx0OPfTQrJdFvQyxcf5CrfvqWYoFl2UUlOk869D9Q08Fe9rTnhYe97jHZS3pmr9SRevKPTa6lrresbkcMi06/lTTol6OP/7jP86ux5Oe9KRs6JLMgQXpKdNV9MSpx0s9CnU9N7ruCnY1N6qOaeYRGYKmxlhmRdd3GqZFhlC9C0WvmAJ23YMK81FGQ8I0rDGGrpOGU8nACWmrIV8yHTHUg6jtGo719Kc/Pev5jKEekic+8Yn50jDqYVRvocysyraGrpXL9IYNG8JznvOc7LPOUUa0qKNVHt/0pjdln4UaDSbJIzAI977ugGmZFqrUI614sMpUTMsMDA3TPbN3f3E3FIyKe31Qy62CzKIX5WUve9nQnJaqadETrmI9LZoUrBZW9bBoqJSGk4wK/Jty7rnnZsG3AvXqECwFSAq8ZAT0iGJ9V70edT0tMi1qqR6X38aZFvWqaKiRvnfZZZdlPRsyMVVkWhRcFugY9d3YsLRpmRaZgKc+9anZ0D/1PGmOhPXxyGpdf/CDHxx27tyZLeueqR4F7TuGTIt6Pq644op8zSDVPKK89uIXvzjfOjkKtMu9SBpW9dOf/jRfGmSapkWBvAJznY/Q+WqIVcwsy1gp0I/x/e9/P/s79XYIlUPl37ohbkJzTWSEVSbqzPk406Jrr/lpr3nNa7KeLxkUDa0sKJsWHZuu2/e+971sWXqV5+aoR0V5omkegUG493UHTMu00A1AkSjUkmxanA8NUyOXGqF7978suwA0QcNaNPRDcwwU3N7+9rcf6s3QU6DUqlygVvJYT4vmFRRDSoSCySLwSUEB4l3ucpdsPkh1roqO/+53v3sW/AkF8jqfusBfAavqiuL7dWh4mOYZ1KFeAj0kQKiFWfMDYu91Oe+887I5AMW9S3NvqqawQKZFc3aamJZRTw87/fTTMxNXDJnSXAVNpLagIXcarlScm1rnFezWPSFKx66eg7qnZFXziAxdyhBCzXnS8RWt/AqoNTwuhnrXZMDG9bI1QQ9wkOYyDzrXYl5KzIzKDMjox1AMol6M4p0qMhCaHzVq3o0Mh+IT9Z4pLoqhnppyma1y5JFHrlx3DTVTT0mRn4UeQqG8KqS18mVhWjQ8rNzTorwt49U0j8AgmJbugGmZJnrsE5VALckT8R0PDdNzGjQUbMOGfAVAQxSwKEBXoKThRAq8qnMz9CJDjd8vkBkpBy0FKn8yFhqqpbkb2qda/KeBgsPYEBvV4QrOnvKUp2RG6qCDDsoMTl1gqlZ4fVdmZxR6ClXdPAShJylp2JWug47rtre9bTjttNPyratoorMm4su86SloCrDrDJNa6zVJvRhyVIdMi/TQXKMYCqgVhGromgyoHpygHhcrCkYVhCpY1dC7UU9V05wVaa55DjGqeUSGU8dpRfrr79UTqJ499eLUGSYFhzKQ0wgSNZxLZkM66N6j39f8lBi6XqMeSKFeFV0TlT3lD/XM1JkRoTkmynt1PW1CvX7lMltFhlem6w1veEPWc6PhYWUzrfytciLUa6l8WcwDU16WdmUmySMAXQXTMk00Sc7LBIV1ILmnxeHQsKIDTqNYvE95orVp/dD8Cg3xUDCt4VbVJxzpvSjloFeThGPDf1RHK5BSC66CFu1T49qn8V4MBfLFuP8qmkeg4UZ67LDqAPVuFMNtquhpWDIsde+aKPj6179e++hZoYnkatFXkKagU3OD9CSxKgpkdTzvfve7s+Fmmvxch4Y2yYiMez+MjKb0GNVjoJZ6BaF6spqe+JSCdFWPhuY76VyqTwQro226vnXvv6nmEQ0/S80jehCCAu9x11fDlzTUsRjGlIJ6EfQACz2xTLrXDdMS0nVUr4N6xJR/NBFe+is2GYW+r2tcfiBFFZXlUUZV+V89cMofMhwa4lie/P/tb387e6iBUJyk4yriLw37qj5meZI8AoNw7+sOmJZpopZBNadDlCTT4mxomEZCaJqTDMusDAWj4p4dNFRH9bVQgFUMU1pLFITJcBUosG+D8mNdR/2mrkH5+NpAgWOTF2SuB9POI+p9avNc1fugeR6xifeeaJp/Ye3g3tcdMC3TRqZlzLCGeSXJtGg4zBSectQGOlSNFJy15zJQcQOAFzTXR3NV6ib9AzSFe193wLRMGz0bvfR8dFglaU6Lgy4LHZ4m2ctb5XNOAQBgHVDPkHp32uhFBIB2wLRMG42LVTM7DGHuaVH3vtxAR9FcFc1Zka9yPhJhJLQ2AQDAvMG9rztgWtaCWZrIMEXMpkWPd+3oY7d0WBoRqKeDzTpU3L4ZVZdC90E/36CfX7j3dQdMy1qgSDbyVuh5x2RaNPF+r706N95Kp6HOH8k8L0PBqLh9g36+QT/foJ9f0K47YFrWAo0XUqANA5jmtOgRxx16N4uk1eH0TmWmh4IBAMD0IPD1C9p1B0zLWnHooXoVcL4AwmRa5A4sQ8rWAL2CR0PB5KPmESpu36AfAAB4BtOyVsiwyLjAChMPD+vIe28uvrh/GHp36Dw/FYyg1zfo5xv08w36+QXtukPUtOgFUJakt78uLy9Ht1mS3vq8Y8eO6DalTpsWwTtbBpjYtKzzBHwNBZPvXFxERkHF7Rv08w36+Qb9/IJ23UFx/5AXqK5omjAtFZiQP8BEpkUT8PXoaDmHltFPayiYfp4RfqtQcfsG/XyDfr5BP7+gXXeImpZ828QwPKyCxhJpQr6iYJhsTss6Da/TUDA9FUxDwZANAAAAoBvE4n5MyzTR69HPPjtfmG8m6mnRmCw5iJbQO0H1kwwFq4fWJt+gn2/Qzzfo5xe06w6YlrWm429zb5PGpkUOQmOzWkC9Kaec0p9+1KJHcgkVt2/Qzzfo5xv08wvadQdMSxvwhvyMxqZFLkJpjSmeCqafYijYeKi4fYN+vkE/36CfX9CuO2Ba2qBjL0hcLxrPadE8oDWcgK/hX8VQMHXqAAAAAEC3wbS0gZrx1+lJWF2iUU/LGk7AlwyaYK/RegwFmxxam3yDfr5BP9+gn1/QrjtgWtpC0bKeozvHNDItMixjnjOsnpJJn22gXco3SgKGgtmg4vYN+vkG/XyDfn5Bu+6AaWkL9bIoap7jiHmsaWlwjTSca7/9mg/rksHR9+WF5ryjKxkqbt+gn2/Qzzfo5xe06w6YljZp0Iswy4w1LeoGUY9UDZMYFr0iR7vSRPsm02gAALoMgZNv0M8vaNcdMC1touhZUfecMnIi/ph5P5MYFj33QGZlzkfjAQAAAMwMmJa20SxwvbtlDhnZ07JhQwjHH58vDNLUsOiy6nt6UBtDwaYPrU2+QT/foJ9v0M8vaNcdMC1tMyI4n3VqTcuIXpYmhkVDwXRJ5QcZCrZ2UHH7Bv18g36+QT+/oF13wLS0jQL029xmLifk15qWTZtCOPzwfGGVJoZFf6qhYPKCsLZQcfsG/XyDfr5BP7+gXXfAtKwH6haYwyi7dk5LZMjcOMOir++7b9/rMBQMAAAAYLbBtKwHirgVqM8Z0Z6WyMskNdxLhkSPK66ibUcc0b98V1yRr4RWoLXJN+jnG/TzDfr5Be26A6ZlvdBscT3mao6ImpZKL4tMiXpYKh0vGXqhpKa+TPpiSZgOVNy+QT/foJ9v0M8vaNcdMC3rhcY0zdnLJodMS6WXpc6wqEdFPS/qYdF3YH2g4vYN+vkG/XyDfn5Bu+6AaVlP5mxuy9CcllIvS8ywyNdpzooMC0PBAADAKwS+fkG77hA1Lbt27QqWtHPnzl6guRzdZknbt2/PTFBsm5J70zJnvS0DpqXUyxIzLPJyeiqYng4G3YCK2zfoBwAAnlHcP+QFbrnllmBJe3rB97Zt26LbLGn37t3hhhtuiG5Tcm9axBz1tgwMD5NL6X2uGhb1qKgDRpeFoWDdgqDXN+jnG/TzDfr5Be26g+L+IS+Qb5uY6QwP2xKWegelA1tYOC5cOMvDw4R6WxSl6/8ZZ8W0yKH0zrlsWHT6ejaBhoKVe1ygO1Bx+wb9fIN+vkE/v6Bdd4jF/etqWrYsLYTFjVuzz9ecdWBYOObC7HOMmTAtQj0t6lqYcVZMy6GHhj2f+tyKQTn11P5QsDl7mJo7qLh9g36+QT/foJ9f0K47dMy0qJdlqfdvn5uvOSscsHDMynKVmTEtmtOiuS0z3tuiOS3f/uAHw577PzSbznLSSX2zov8ZCgYAAAAAdXTLtGzdGBbLpuXmS8IxCweEvONliJkxLWIOelvU0/Kvj3hsWHzgtnCb2/SHhsVeIAndhNYm36Cfb9DPN+jnF7TrDt0zLYsbQ+FR5sq0zEFvy2H3flA46P+7POy1V//hYeALKm7foJ9v0M836OcXtOsO7ntaZikd3kubKutmKZ2wcES488Kpvc+3GtpGIpFIJBKJRCKNSlXWz7TM65yWMqUXLs4UZ58dLrjDHVYfeQwAAAAA0JCOmZY5fXpYmdJLF2cGDXnbe+/w2Ac9CNPiGLrIfYN+vkE/36CfX9CuO3TOtMzde1pizFpvi0xYz4wNvFwS3EHF7Rv08w36+Qb9/IJ23aGDpmWVm2++OfzbPJoWvRZej9bS5Hzv6OUremtkD0yLb6i4fYN+vkE/36CfX9CuO2Bausopp/STZ/TyFb2IJX8iGqYFAMAGgZNv0M8vaNcdMC1dRr0tnoP8ww8PYdOmfKH/cklMCwAAAABMCqaly1x7bX9+i8fXxcucyHSVoKfFN7Q2+Qb9fIN+vkE/v6Bdd8C0dJ3SnBA3aC6OhoXJdJXAtPiGits36Ocb9PMN+vkF7boDpsUDlWFWneekk0I49dR8YRVMi2+ouH2Dfr5BP9+gn1/QrjtgWjxQ03PRSfSoZg1pi8CcFgAAAACwgGnxgofHIOvY9t239h0z9LT4htYm36Cfb9DPN+jnF7TrDpgWT3T9MchjhrFhWnxDxe0b9PMN+vkG/fyCdt0halquv/760IV03XXXheXl5eg2pbkzLaKrj0FuMO8G0+IbKm7foJ9v0M836OcXtOsOivuHvEC+bWLoaWmBLj4GuWEPEHNaAABgHiHw9QvadYdoT0v+/8RgWlpCgb96XLowMX+CIWuYFt9QcfsG/QAAwDOYFq9osruMyzXX5CvWAQ0H07CwhjA8zDcEvb5BP9+gn2/Qzy9o1x0wLZ5RT8uIp3WtKRMaFoFp8Q0Vt2/Qzzfo5xv08wvadQdMi3c0t0XG5eKL8xUtoN869NCJH7+MafENFbdv0M836Ocb9PML2nUHTMssIPOwuNjOW/M3bzYZFsGcFgAAAACwgGmZJTRc69RT84Upo6FoMitGwyLoafENrU2+QT/foJ9v0M8vaNcdMC2zxkkn9c3LtCboa/iZ9rn33v1elgQwLb6h4vYN+vkG/XyDfn5Bu+6AaZlFNExMJkNDxs47L19p4Oyz+/tR742xd6UMpsU3VNy+QT/foJ9v0M8vaNcdMC2zjCbMH3ZYCHvt1e8tWV7ON4xBxkIvsDziiOZ/0wDmtAAAAACABUzLPCDjod4SmReZmOKFkEoyJnrfS5Fudav+/2vwGGV6WnxDa5Nv0M836Ocb9PML2nUHTMu8oeFiZdOiIWAyEkWawjCwOjAtvqHi9g36+Qb9fIN+fkG77oBpgdbAtPiGits36Ocb9PMN+vkF7boDpgVaA9MCAGCDwMk36OcXtOsOmBZoDSbiAwAAAIAFTAu0Bj0tvqG1yTfo5xv08w36+QXtugOmBVoD0+IbKm7foJ9v0M836OcXtOsOmBZoDUyLb6i4fYN+vkE/36CfX9CuO2BaoDWY0wIAAAAAFqKm5frrrw9dSNddd11YXl6OblPCtPiCnhbf0NrkG/TzDfr5Bv38gnbdQXH/kBfIt00MPS0wCkyLb6i4fYN+vkE/36CfX9CuO0R7WvL/JwbTAqPAtPiGits36Ocb9PMN+vkF7boDpgVagzktAAAwjxD4+gXtugOmBVoD0+IbKm7foB8AAHgG0wKtwfAw3xD0+gb9fIN+vkE/v6Bdd8C0QGtgWnxDxe0b9PMN+vkG/fyCdt0B0wKtgWnxDRW3b9DPN+jnG/TzC9p1B0wLtAZzWgAAAADAAqYFWoOeFt/Q2uQb9PMN+vkG/fyCdt0B0wKtgWnxDRW3b9DPN+jnG/TzC9p1B0wLtAamxTdU3L5BP9+gn2/Qzy9o1x0wLdAazGkBAAAAAAuYFmgNelp8Q2uTb9DPN+jnG/TzC9p1B0wLtAamxTdU3L5BP9+gn2/Qzy9o1x0wLdAamBbfUHH7Bv18g36+QT+/oF13wLRAa2BaAABsEDj5Bv38gnbdAdMCrcFEfAAAAACwgGmB1qCnxTe0NvkG/XyDfr5BP7+gXXeImpZbbrklWNKePXvCtm3botssaffu3eGGG26IblPCtPgC0+IbKm7foJ9v0M836OcXtOsOivuHvMCuXbuCJe3cuTMsLy9Ht1nS9u3bs56b2DYlTIsvMC2+oeL2Dfr5Bv18g35+QbvuoLh/yAvk2yaG4WEwCua0AAAAAICFWNyPaYE1gZ4W39Da5Bv08w36+Qb9/IJ23QHTAq2BafENFbdv0M836Ocb9PML2nUHTAu0BqbFN1TcvkE/36Cfb9DPL2jXHTAt0BrMaQEAgHmEwNcvaNcdMC3QGpgW31Bx+wb9AADAM5gWaA2Gh/mGoNc36Ocb9PMN+vkF7boDpgVaA9PiGypu36Cfb9DPN+jnF7TrDpgWaA1Mi2+ouH2Dfr5BP9+gn1/QrjtgWqA1mNMCAAAAABYwLdAa9LT4htYm36Cfb9DPN+jnF7TrDpgWaA1Mi2+ouH2Dfr5BP9+gn1/QrjtgWqA1MC2+oeL2Dfr5Bv18g35+QbvugGmB1mBOCwAAAABYwLRAa9DT4htam3yDfr5BP9+gn1/QrjtgWqA1MC2+oeL2Dfr5Bv18g35+QbvugGmB1sC0+IaK2zfo5xv08w36+QXtugOmBVoD0wIAYIPAyTfo5xe06w5R03LTTTcFS9q9e3dYXl6ObrOkXbt2hR07dkS3KWFafMFEfAAAAACwoLh/yAtUVzRNmBYYBT0tvqG1yTfo5xv08w36+QXtukPUtOTbJobhYTAKTItvqLh9g36+QT/foJ9f0K47xOJ+TAusCZgW31Bx+wb9fIN+vkE/v6Bdd8C0QGswpwUAAAAALGBaoDXoafENrU2+QT/foJ9v0M8vaNcdMC3QGpgW31Bx+wb9fIN+vkE/v6Bdd8C0QGtgWnxDxe0b9PMN+vkG/fyCdt0B0wKtwZwWAACYRwh8/YJ23QHTAq2BafENFbdv0A8AADyDaYHWYHiYbwh6fYN+vkE/36CfX9CuO2BaoDUwLb6h4vYN+vkG/XyDfn5Bu+6AaYHWwLT4horbN+jnG/TzDfr5Be26A6YFWoM5LQAAAABgAdMCrUFPi29obfIN+vkG/XyDfn5Bu+6AaYHWwLT4horbN+jnG/TzDfr5Be26A6YFWgPT4hsqbt+gn2/Qzzfo5xe06w6YFmgN5rQAAAAAgAVMC7QGPS2+obXJN+jnG/TzDfr5Be26A6YFWgPT4hsqbt+gn2/Qzzfo5xe06w5R07Jr165gSTt37gzLy8vRbZa0ffv2zATFtilhWnyBafENFbdv0M836Ocb9PML2nUHxf1DXuCWW24JlrRnz56wbdu26DZL2r17d7jhhhui25QwLb7AtAAA2CBw8g36+QXtuoPi/iEvkG+bGIaHwSiYiA8AAAAAFmJxf0dMy5Zw3MJx4UJMy8wgvTAtfqG8+Qb9fIN+vkE/v6Bdd4hpYVZnmqZly9JC7+AwLbOE9MK0+IXy5hv08w36+Qb9/IJ23SGmhVmdqZmWLUthYWmJnpYZQ3phWvxCefMN+vkG/XyDfn5Bu+4Q08KsznRMy5awtLDU+5fhYbOG9MK0+IXy5hv08w36+Qb9/IJ23SGmhVmdaZiWrRsXw+LGrb1PmJZZQ3phWvxCefMN+vkG/XyDfn5Bu+4Q08KszqSmpT9vJU9LvWB268awuLgxyLI0NS0kEolEIpFIJBJp9lOV1kxLFfWyDB/gASHreJkCN910U5amhV5qo2dET4vrr78+/5TO1OYX5Yx7/PSkoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYW62ZaBhnf0zIpCGyHwmYHLdJACztoYQct7KCFHbRIAy3seNUC09IQCpsdtLCDFnbQIg20sIMWdtDCDlrYQYs02tKiI6YFgVNAizTQwg5a2EELO2hhBy3SQAs7aGEHLfpgWhpCYbODFnbQwg5apIEWdtDCDlrYQQs7aJFGW1pgWhpCYbODFnbQwg5apIEWdtDCDlrYQQs7aJFGW1pgWhpCYbODFnbQwg5apIEWdtDCDlrYQQs7aJFGW1pgWhpCYbODFnbQwg5apIEWdtDCDlrYQQs7aJFGW1pgWhpCYbODFnbQwg5apIEWdtDCDlrYQQs7aJFGW1pgWhpCYbODFnbQwg5apIEWdtDCDlrYQQs7aJFGW1pgWhpCYbODFnbQwg5apIEWdtDCDlrYQQs7aJFGW1os6Ie6kK677rqwvLwc3daF1OVjm3ZK0+L8cOTCQljI0pHh/Oh30hJatJGk43j90KI7KTu2K08L+61x+etCmrn7RaZbRa/zj8x17LaW3Lt7KabfwL1wv3DaleVta5PQYsI0soylxTJosTaJnpaG0ELQjC1LC2Fx49bs89aNi2FhaQtaJLBe5UI6LiwshS35ch1oYWf65eKCcMLCQSEvfv3yt7gx5IsTgxZ2JioXW5bywKhU3rZuDIsLiytaZsFVgpZl0CKNoXIR069H+V6YfSeiH1qkkVRHVcrY7y47MSzsv2FFo1gsMwloYWdUucC0NITgrAlbwtLQjXcpXIQWZtalXOgGu7Q0qGUNaGFn6nXU904PBx10TikwqpTHCUELO03LRb9xoBc4benXlStaZWVwVTm1+qZoWQYt0iiXi1r98nvfOL3QIo2kOqpSxn73u8vCUQtH5ZrFY5lxepZBCzujygWmpSEEZw0YKtgq+IvhzKvRwkr75aKorJsFvGhhZ/p1FD0tVqavxYTlYkxQRE+LnVbqqKp+ec/KxszU5MYmIh5apDHVOqrc01ITy8Q0rAMt7IwqF5iWhhCcNUAFfeDGimlJpe1yoUC33yWOaanio466tKdbHiglBrloYWficjHStGzJxtZPODqlFrRII1ouYqalrFluYqrlES3SmF4dtSWc2NPrqM25FjWxDKalnrbuF5iWhngV2IJZi5rWCUyLnVbLxUBFjWmp0vk6SsPDSj0t/cBpvIZ1oIWdictFnWnJ1i+EI89HCyut1FFV/YbKXjzoRYs0plJH5WXsxMtKWgyVR0zLONq6X2BaGkJw1oRKoJsXfOa02GmzXGTDiXqV92AaXVGjhZ2p11EXHB0Whua0THajLYMWdiYuF0NBUo8s8O3rhxZ2Wqmjqvo1DHrRIo3kclEqY4NaxGOZgfI5BrSwM6pcYFoaQnDWjNgTN9DCzvqVi0qlXQNa2Jl6uaCnxczUtZi0XESD3tUgFy3stFJHDQW1W8PGxcq9kOFh3bpfVMpYVQueHjYZbdVRmJaGEJw1RcFu0Urfr8TRws76lQtMSxUXddSlJ+Rlb3wv2TjQws7E5aIS9MZ7PceXxyagRRrRcjFkWsTwvbAKWqSRUkfFy1jx9DAxXr9RoIWdUeUC09IQrwJbQAs7aJEGWthBCztoYQct7KBFGmhhx6sWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmsmxbZi/oWBt9Anb3dfyEUq9DCDuUiDbSwgxZ20KIPpqUhFDY7aGEHLeygRRrrqsWASem/mXqx9Hp/tLBDuUgDLeyghR206INpaQiFzQ5a2EELO2iRxnprsWVpoWdclsKS/l/cGFYtC1qkQLlIAy3soIUdtOizoB/qQrruuuvC8vJydFsXUpePbdoJLbqT0KI7CS3aTleG0/aTcTkynF/ZhhbdSWjRnYQW3UlosTaJnpaG0EJgBy3soIUdtEhj3bUo5raU5rIUoIUdykUaaGEHLeygRR9MS0MobHbQwg5a2EGLNNZXi61h42J/Mv7WjYvZMLGyb0ELO5SLNNDCDlrYQYs+mJaGUNjsoIUdtLCDFmmspxaDRmXVwBSghR3KRRpoYQct7KBFH0xLQyhsdtDCDlrYQYs01k2LyuONMyqPQUYLO5SLNNDCDlrYQYs+mJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWmJaGUNjsoIUdtLCDFmmghR20sIMWdtDCDlqk0ZYWCzpoS9qzZ0/Ytm1bdJsl7d69O9xwww3RbZZ04403Zim2zZJ27NiRZcLYNkuSwLH1loQWaQkt7Akt7Akt7Akt7Akt0hJa2BNa2BNa9NOC3FYsLSwsRNcXaefOnWF5eTm6zZK2b9+eOavYNkvSvqa5P11AnXNsmyVJ4Nh6S0KLtIQW9oQW9oQW9oQW9oQWaQkt7Akt7Akt+ik6PEyGZRx0paUhgacFWqSBFnbQwg5a2EELO2iRBlrYQQs7aNFnyJ3UGRatL5JA4DTaLGxV7caBFnYoF2mghR20sIMWdtDCDlqkgRZ2vGoxkWkpg8BprEdhw7TEoeKzgxZ20MIOWthBizTQwg5a2EGLPpiWhsxCYcO0xKHis4MWdtDCDlrYQYs00MIOWthBiz5rYlo2Lq4OR1rcuDVfO5pC4K0bF1f+dmFxY761Ab/cFC683e3Cubc7JPzw8k3hguzzweGHv8y3N2T3pkPCube9bTj3kE0Dn5sKPHD8C4shevpblkrfWQpb8tVlmlyHLUvFPnrpqM352nr0vSZQ2OxQ8aWBFnbQwg5a2EELO2iRBlrY8arF1E1LFkgvFWH4lrDU+7uVxRFkAl94TO93VoP4wX2NYcW0nBx+FS4PW7LPJ/Y+R7j85MyIxFgxKidf3v9e/rmRwJkZKRmV6rLYujEs9taddmVf4MycVE1J9nejr0P576TFhv3HG0RMSxwqPjtoYQct7KCFHbRIAy3soIUdtOgzXdOigDwWgDfoMZHAZxxwQKVnQqanprdiiMvDN2RUcjPynYN7nw8+O/s8xAjTUhiVCzf9csUI6XMTgdXDVPVY1XUyIFouC1z9zsbF6jlXr4OWV01NpsU/beiZoXivTQGmJQ4Vnx20sIMWdtDCDlqkgRZ20MIOWvSZrmmJGZSsZ2F0MC1uvvmScMxC1bTEjUAdPzykZ1TUQ9LjJyf2Pp94SfZ5iFGmJTcq38h20zdC+mwSOO9VKZ9TcT5lgWVkVntJ4kZt4DpUrmlfi81jDR6mJQ4Vnx20sIMWdtDCDlqkgRZ20MIOWvSZKdNSpirwyrCvWMqGlI1mcoHjQ+MwLelQ8dlBCztoYQct0kALO2hhBy3soIWdUVrMjWkZYFRPSw0TCZydc3yOCaYlHSo+O2hhBy3soEUaaGEHLeyghR20sDNKi+malphBmWhOS9WgxAP4JowUeA1NS/HUrzqjVRiUssBVYzZs1KrXYXA504I5LWao+OyghR20sIMWdtAiDbSwgxZ20KLPdE1Lj2KieUHTnpJMYD09rPTlzAA0+eMIIwVeI9Oic60+wnjo/GXseiZuReCYqdO6MddB64reGWmx+ah4z04ZTEscKj47aGEHLeyghR20SAMt7KCFHbToM3XTkgXlve/q+1lqaDoKgfuBf5HGDyuro3WBq+ddStVLIGO3uj3ekzT+Oqi3pfSd/Tfk6+vR95pAYbNDxZcGWthBCztoYQct7KBFGmhhx6sW0zctRhDYTlMtMC1xqPjsoIUdtLCDFnbQIg20sIMWdtCiD6alIbNQ2DAtcaj47KCFHbSwgxZ20CINtLCDFnbQog+mpSGzUNgwLXGo+OyghR20sIMWdtAiDbSwgxZ20KIPpqUhs1DYMC1xqPjsoIUdtLCDFnbQIg20sIMWdtCiz0SmpUgCgdNos7BVtRsHWtihXKSBFnbQwg5a2EELO2iRBlrY8arFQnEhiqTAtroulnbv3h2Wl5ej2yxJF3DHjh3RbZa0c+fOLMW2WdL27dvDjTfeGN1mSRI4tt6S0CItoYU9oYU9oYU9oYU9oUVaQgt7Qgt7Qot+wrQ0TBQ2e0ILe0ILe0KLtIQW9oQW9oQW9oQW9oQWaaktLRoPD6tCV1oaEnhaoEUaaGEHLeyghR20sIMWaaCFHbSwgxZ9og6liXFB4DQobHbQwg5a2EELO2iRBlrYQQs7aGEHLeyM0gLT0hAKmx20sIMWdtAiDbSwgxZ20MIOWthBizTa0gLT0hAKmx20sIMWdtAiDbSwgxZ20MIOWthBizTa0gLT0hAKmx20sIMWdtAiDbSwgxZ20MIOWthBizTa0gLT0hAKmx20sIMWdtAiDbSwgxZ20MIOWthBizTa0mINTcuWsNTbj/aVpaUt+fo4CGyHwpYGWthBCztoYQct7KBFGmhhBy3soEWfNTMtGxcHjUp1uQoC26GwpYEWdtDCDlrYQQs7aJEGWthBCzto0WdtTMuWpbCwuDFfyImtK4HAdihsaaCFHbSwgxZ20MIOWqSBFnbQwg5a9FmznpYqW5boaSlDYbODFnbQwg5a2EGLNNDCDlrYQQs7aGFnlBatmJatGxdH9rIIBLZDYUsDLeyghR20sIMWdtAiDbSwgxZ20KLPmpuWrIdlYSmMnoaPwClQ2NJACztoYQct7KCFHbRIAy3soIUdtOizhqYlf3rYmB6WAgS2Q2FLAy3soIUdtLCDFnbQIg20sIMWdtCiz4A7kVlpYljESIE16b63n8WNW/MVPZiIPwCFzQ5a2EELO2hhBy3SQAs7aGEHLeyghZ1RWqw4lKZmpWDUTvtDwiIJ07IChc0OWthBCztoYQct0kALO2hhBy3soIWdUVoMmBalpiBwGhQ2O2hhBy3soIUdtEgDLeyghR20sIMWdkZpMeRSmhqXtRV4S1ga8wb9AbZuDItFb04vaVgaAtuhsNlBizTQwg5a2EELO2hhBy3SQAs7XrWIOpQmxmVtBZ7EtPQn/K/On+kvH3jm1QhshMJmBy3SQAs7aGEHLeyghR20SAMt7HjVYkEHXk0yLbH15bRz586wvLwc3WZJ27dvzw6yv3xBOProCwa216Xvnb5/WKh8N1t31ObS/tLTtm3bsnOObbMkCRxbb0lrq0V60r7QwpbQwp7QIi2hhT2hhT2hhT2hhT2hRVpqS4sFOa1qkmmprjvnoGL41UHhnJ/eEvZ88fh8uZdOuHTo+5Om3bt3hxtuuCFfvjSckLBPHesBZ/wg3HjjjdHtsXTpCcX5LYQTLu2t++k54aDi/A46J+zYsSNzzrG/tSQJHFtvSXv27MkyYGybJQ1qkZ6kwyRajEtoYU9oYU9oYU9okZbQwp7Qwp7Qwp7Qwp5GaTHR8LD+U8EWg0Zi/e6yE7PvDTzW2Ejt08YGUv93x5Hta2lLTVfa1rBxsbd9cWPv0zDZm/t7v5WNTCvmyeTD1OTwdMGmhQSeFnRrpoEWdtDCDlrYQQs7aJEGWthBCzto0WfyOS35O1iUjto8DYG3hC09XzAocGxOy9be90a7lsKQiLjA/fkuhRGJUprUXzZkFDY7FDY7aGEHLdJACztoYQct7KCFHbRIoy0tJjYt5V6R/Tf8U742nUGBJ5mI36PSKyKsAhe9LVkq7Y/CZofCZgct7KBFGmhhBy3soIUdtLCDFmm0pcUEpiXvpch7Mn73u8vCUaXlVAYFbm5aBoZ05WTrjr1oYoGznpqFpd6vDy9T2OxQ2OyghR20SAMt7KCFHbSwgxZ20C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</raw>
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