<snapdata remixID="14483635"><project name="U1L3.2 Modern Art With Polygons" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3.2 Modern Art With Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$brush set pen to crayon %&apos;which&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations></translations><inputs><input type="%n"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doSetVar"><l>✐ last crayon</l><block var="which"/></block><block s="doSetVar"><l>✐ last set as</l><l>crayon</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><l>✐ crayon colors</l></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ crayon colors</l></list></custom-block><block s="doSetVar"><l>✐ crayon colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>18</l><l>18</l><l>18</l></list></block><block s="reportNewList"><list><l>36</l><l>36</l><l>36</l></list></block><block s="reportNewList"><list><l>54</l><l>54</l><l>54</l></list></block><block s="reportNewList"><list><l>72</l><l>72</l><l>72</l></list></block><block s="reportNewList"><list><l>92</l><l>92</l><l>92</l></list></block><block s="reportNewList"><list><l>109</l><l>109</l><l>109</l></list></block><block s="reportNewList"><list><l>127</l><l>127</l><l>127</l></list></block><block s="reportNewList"><list><l>145</l><l>145</l><l>145</l></list></block><block s="reportNewList"><list><l>163</l><l>163</l><l>163</l></list></block><block s="reportNewList"><list><l>181</l><l>181</l><l>181</l></list></block><block s="reportNewList"><list><l>200</l><l>200</l><l>200</l></list></block><block s="reportNewList"><list><l>218</l><l>218</l><l>218</l></list></block><block s="reportNewList"><list><l>236</l><l>236</l><l>236</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>20</l><l>147</l></list></block><block s="reportNewList"><list><l>255</l><l>105</l><l>180</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>127</l></list></block><block s="reportNewList"><list><l>227</l><l>11</l><l>93</l></list></block><block s="reportNewList"><list><l>229</l><l>43</l><l>80</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>144</l><l>0</l><l>32</l></list></block><block s="reportNewList"><list><l>153</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>164</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>192</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>201</l><l>0</l><l>22</l></list></block><block s="reportNewList"><list><l>217</l><l>77</l><l>17</l></list></block><block s="reportNewList"><list><l>255</l><l>8</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>56</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>123</l><l>63</l><l>0</l></list></block><block s="reportNewList"><list><l>107</l><l>68</l><l>35</l></list></block><block s="reportNewList"><list><l>112</l><l>66</l><l>20</l></list></block><block s="reportNewList"><list><l>149</l><l>69</l><l>53</l></list></block><block s="reportNewList"><list><l>101</l><l>67</l><l>33</l></list></block><block s="reportNewList"><list><l>150</l><l>75</l><l>0</l></list></block><block s="reportNewList"><list><l>153</l><l>101</l><l>21</l></list></block><block s="reportNewList"><list><l>184</l><l>115</l><l>51</l></list></block><block s="reportNewList"><list><l>210</l><l>105</l><l>30</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>88</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>117</l><l>24</l></list></block><block s="reportNewList"><list><l>243</l><l>118</l><l>29</l></list></block><block s="reportNewList"><list><l>232</l><l>97</l><l>0</l></list></block><block s="reportNewList"><list><l>204</l><l>85</l><l>0</l></list></block><block s="reportNewList"><list><l>203</l><l>65</l><l>11</l></list></block><block s="reportNewList"><list><l>204</l><l>119</l><l>34</l></list></block><block s="reportNewList"><list><l>237</l><l>145</l><l>33</l></list></block><block s="reportNewList"><list><l>242</l><l>133</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>230</l><l>168</l><l>34</l></list></block><block s="reportNewList"><list><l>184</l><l>134</l><l>11</l></list></block><block s="reportNewList"><list><l>218</l><l>165</l><l>32</l></list></block><block s="reportNewList"><list><l>244</l><l>196</l><l>48</l></list></block><block s="reportNewList"><list><l>236</l><l>213</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>219</l><l>88</l></list></block><block s="reportNewList"><list><l>255</l><l>215</l><l>0</l></list></block><block s="reportNewList"><list><l>254</l><l>227</l><l>62</l></list></block><block s="reportNewList"><list><l>251</l><l>225</l><l>8</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>141</l><l>182</l><l>0</l></list></block><block s="reportNewList"><list><l>98</l><l>194</l><l>19</l></list></block><block s="reportNewList"><list><l>34</l><l>139</l><l>34</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>100</l><l>0</l></list></block><block s="reportNewList"><list><l>3</l><l>192</l><l>60</l></list></block><block s="reportNewList"><list><l>80</l><l>200</l><l>120</l></list></block><block s="reportNewList"><list><l>62</l><l>180</l><l>137</l></list></block><block s="reportNewList"><list><l>0</l><l>161</l><l>120</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>139</l><l>139</l></list></block><block s="reportNewList"><list><l>0</l><l>123</l><l>167</l></list></block><block s="reportNewList"><list><l>113</l><l>166</l><l>210</l></list></block><block s="reportNewList"><list><l>4</l><l>148</l><l>220</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>250</l></list></block><block s="reportNewList"><list><l>0</l><l>191</l><l>255</l></list></block><block s="reportNewList"><list><l>30</l><l>144</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>25</l><l>25</l><l>112</l></list></block><block s="reportNewList"><list><l>0</l><l>51</l><l>153</l></list></block><block s="reportNewList"><list><l>0</l><l>71</l><l>171</l></list></block><block s="reportNewList"><list><l>21</l><l>96</l><l>189</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l></list></block><block s="reportNewList"><list><l>70</l><l>130</l><l>180</l></list></block><block s="reportNewList"><list><l>74</l><l>108</l><l>212</l></list></block><block s="reportNewList"><list><l>100</l><l>149</l><l>237</l></list></block><block s="reportNewList"><list><l>106</l><l>90</l><l>205</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>143</l><l>86</l><l>227</l></list></block><block s="reportNewList"><list><l>111</l><l>45</l><l>168</l></list></block><block s="reportNewList"><list><l>75</l><l>0</l><l>130</l></list></block><block s="reportNewList"><list><l>160</l><l>32</l><l>240</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>153</l><l>50</l><l>204</l></list></block><block s="reportNewList"><list><l>207</l><l>74</l><l>217</l></list></block><block s="reportNewList"><list><l>127</l><l>0</l><l>127</l></list></block><block s="reportNewList"><list><l>139</l><l>0</l><l>139</l></list></block></list></block></block></script><list></list></block><block s="doDeclareVariables"><list><l>color</l></list></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition><block-definition s="set pen color to h: %&apos;h&apos; s: %&apos;s&apos; v: %&apos;v&apos;" type="command" category="pen"><comment x="0" y="0" w="283.3333333333333" collapsed="false">Takes three inputs for hue, saturation, and value (&quot;brightness&quot;)&#xD;values, each between 0 and 1.  0,0,0 is black; 0,0,1 is white.  0.15,1,1 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual hue, saturation, or value without changing the others, lets you provide a list of three HSV color components, and lets you&#xD;use the very much superior HSL (hue, saturation, lightness)&#xD;color space.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)&#xD;</translations><inputs><input type="%n">0.3</input><input type="%n">0.7</input><input type="%n">0.6</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>h</l><l>s</l><l>v</l></list><l>var col = new Color();&#xD;col.set_hsv(h, s, v);&#xD;this.setColor(col);</l></block><list><block var="h"/><block var="s"/><block var="v"/></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><comment x="0" y="0" w="266" collapsed="false">Reports the current pen color as a list of three RGB values in the range 0-255.  The PEN block in this library provides a large set of ways to examine the color.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="HSV color" type="reporter" category="pen"><comment x="0" y="0" w="312" collapsed="false">Reports the current pen color as a list of three HSV values&#xD;in the range 0-1.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List(this.color.hsv());</l></block><list></list></block></block></script></block-definition><block-definition s="$brush set pen %&apos;dimension&apos; to %&apos;value&apos;" type="command" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block allows you to set the pen&apos;s color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels).  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;color&#xD;fair hue&#xD;transparency&#xD;X11/W3C name&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>colors</l><l>brights</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>color</l><l>pivots</l></list></block><block s="doSetVar"><l>colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>192</l><l>192</l><l>192</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>85</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>70</l><l>5</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></list></block></block><block s="doSetVar"><l>brights</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>170</l><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>170</l><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>160</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>190</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>240</l><l>200</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block></list></block></block><block s="doSetVar"><l>pivots</l><block s="reportNewList"><list><l>0</l><l>5.8</l><l>12.5</l><l>18</l><l>25</l><l>30.5</l><l>37.5</l><l>44.5</l><l>50</l><l>59</l><l>62.5</l><l>69</l><l>75</l><l>79.25</l><l>87.5</l><l>93.75</l><l>97</l><l>100</l></list></block></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>color</l><l>hue</l><l>fair hue</l></list></block><block var="dimension"/></block><script><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>red</l><l>green</l><l>blue</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="value"/><l>0</l></list></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="value"/><l>255</l></list></block><script><block s="doSetVar"><l>value</l><l>255</l></block></script><list></list></block></script><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>saturation (HSV)</l><l>saturation (HSL)</l><l>value (brightness)</l><l>lightness</l><l>fair saturation (HSV)</l><l>fair saturation (HSL)</l><l>fair value (brightness)</l><l>fair lightness</l><l>transparency</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="value"/><l>0</l></list></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="value"/><l>100</l></list></block><script><block s="doSetVar"><l>value</l><l>100</l></block></script><list></list></block></script><list></list><comment w="164.66666666666666" collapsed="false">We have to do this last test to rule out the vector options, which aren&apos;t numbers; their code makes three recursive calls and we catch range issues then.</comment></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>size</l></list></block><script><block s="setSize"><block var="value"/></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>hue</l></list></block><script><block s="setPenColorDimension"><l><option>hue</option></l><block var="value"/></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doReplaceInList"><l>1</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script><list></list></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSV)</l></list></block><script><block s="setPenColorDimension"><l><option>saturation</option></l><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>value (brightness)</l></list></block><script><block s="setPenColorDimension"><l><option>brightness</option></l><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>transparency</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block var="value"/></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>red</l></list></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><custom-block s="min %s %s"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></custom-block><l></l><l></l></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>green</l></list></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><custom-block s="min %s %s"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></custom-block><l></l></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>blue</l></list></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><custom-block s="min %s %s"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></custom-block></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair hue</l></list></block><script><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>oldHSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script><list></list></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3.6</l></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="index"/><block var="pivots"/></block><block var="value"/></list></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="pivots"/></block><block s="reportListItem"><block var="index"/><block var="pivots"/></block></block></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="min %s %s"><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block var="scale"/></list></block></list></block></block><l>255</l></custom-block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block var="index"/><block var="brights"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="brights"/></block></list></custom-block></block><block s="doSetVar"><l>newHSV</l><custom-block s="HSV color"></custom-block></block><block s="doIfElse"><block var="✐ fair?"/><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block></block></script><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="oldHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list><comment w="90" collapsed="true">fair hue</comment></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>color</l></list><comment w="53.333333333333336" collapsed="true">Color</comment></block><script><block s="doSetVar"><l>✐ color scale</l><block var="value"/></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="color"/><l>42</l></list></block></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="color"/><l>60</l></list><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script><list></list></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="min %s %s"><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></custom-block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="colors"/></block></list></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>color</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSL)</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>lightness</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSV)</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair value (brightness)</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSL)</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSV</l></list></block><script><custom-block s="✐ update HSL"></custom-block></script><script><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><l>100</l></block></script><list></list></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair lightness</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSV</l></list></block><script><custom-block s="✐ update HSL"></custom-block></script><script><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><l>50</l></block></script><list></list></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSL vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>fair saturation (HSL)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair lightness</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSV vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>fair saturation (HSV)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair value (brightness)</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSL vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>saturation (HSL)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>lightness</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSV vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>saturation (HSV)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>value (brightness)</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB hex</l></list></block><script><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>a</l></list></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="value"/><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><l></l><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><l></l><l>15</l></list></block></list></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></list></block><script><custom-block s="error %txt"><l>More than six hex digits.</l></custom-block></script><list></list></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>X11/W3C name</l></list><comment w="90" collapsed="true">X11/W3C name</comment></block><script><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><l>✐ X11</l></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ X11</l></list></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ X11"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ X11</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>250</l><l>250</l><l>snow</l></list></block><block s="reportNewList"><list><l>248</l><l>248</l><l>255</l><l>ghostwhite</l></list></block><block s="reportNewList"><list><l>245</l><l>245</l><l>245</l><l>whitesmoke</l></list></block><block s="reportNewList"><list><l>220</l><l>220</l><l>220</l><l>gainsboro</l></list></block><block s="reportNewList"><list><l>255</l><l>250</l><l>240</l><l>floralwhite</l></list></block><block s="reportNewList"><list><l>253</l><l>245</l><l>230</l><l>oldlace</l></list></block><block s="reportNewList"><list><l>250</l><l>240</l><l>230</l><l>linen</l></list></block><block s="reportNewList"><list><l>250</l><l>235</l><l>215</l><l>antiquewhite</l></list></block><block s="reportNewList"><list><l>255</l><l>239</l><l>213</l><l>papayawhip</l></list></block><block s="reportNewList"><list><l>255</l><l>235</l><l>205</l><l>blanchedalmond</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>196</l><l>bisque</l></list></block><block s="reportNewList"><list><l>255</l><l>218</l><l>185</l><l>peachpuff</l></list></block><block s="reportNewList"><list><l>255</l><l>222</l><l>173</l><l>navajowhite</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>181</l><l>moccasin</l></list></block><block s="reportNewList"><list><l>255</l><l>248</l><l>220</l><l>cornsilk</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>240</l><l>ivory</l></list></block><block s="reportNewList"><list><l>255</l><l>250</l><l>205</l><l>lemonchiffon</l></list></block><block s="reportNewList"><list><l>255</l><l>245</l><l>238</l><l>seashell</l></list></block><block s="reportNewList"><list><l>240</l><l>255</l><l>240</l><l>honeydew</l></list></block><block s="reportNewList"><list><l>245</l><l>255</l><l>250</l><l>mintcream</l></list></block><block s="reportNewList"><list><l>240</l><l>255</l><l>255</l><l>azure</l></list></block><block s="reportNewList"><list><l>240</l><l>248</l><l>255</l><l>aliceblue</l></list></block><block s="reportNewList"><list><l>230</l><l>230</l><l>250</l><l>lavender</l></list></block><block s="reportNewList"><list><l>255</l><l>240</l><l>245</l><l>lavenderblush</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>225</l><l>mistyrose</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l><l>white</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>black</l></list></block><block s="reportNewList"><list><l>47</l><l>79</l><l>79</l><l>darkslategray</l></list></block><block s="reportNewList"><list><l>47</l><l>79</l><l>79</l><l>darkslategrey</l></list></block><block s="reportNewList"><list><l>105</l><l>105</l><l>105</l><l>dimgray</l></list></block><block s="reportNewList"><list><l>105</l><l>105</l><l>105</l><l>dimgrey</l></list></block><block s="reportNewList"><list><l>112</l><l>128</l><l>144</l><l>slategray</l></list></block><block s="reportNewList"><list><l>112</l><l>128</l><l>144</l><l>slategrey</l></list></block><block s="reportNewList"><list><l>119</l><l>136</l><l>153</l><l>lightslategray</l></list></block><block s="reportNewList"><list><l>119</l><l>136</l><l>153</l><l>lightslategrey</l></list></block><block s="reportNewList"><list><l>190</l><l>190</l><l>190</l><l>gray(X11)</l></list></block><block s="reportNewList"><list><l>190</l><l>190</l><l>190</l><l>grey(X11)</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l><l>gray(W3C)</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l><l>grey(W3C)</l></list></block><block s="reportNewList"><list><l>211</l><l>211</l><l>211</l><l>lightgrey</l></list></block><block s="reportNewList"><list><l>211</l><l>211</l><l>211</l><l>lightgray</l></list></block><block s="reportNewList"><list><l>25</l><l>25</l><l>112</l><l>midnightblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l><l>navy</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l><l>navyblue</l></list></block><block s="reportNewList"><list><l>100</l><l>149</l><l>237</l><l>cornflowerblue</l></list></block><block s="reportNewList"><list><l>72</l><l>61</l><l>139</l><l>darkslateblue</l></list></block><block s="reportNewList"><list><l>106</l><l>90</l><l>205</l><l>slateblue</l></list></block><block s="reportNewList"><list><l>123</l><l>104</l><l>238</l><l>mediumslateblue</l></list></block><block s="reportNewList"><list><l>132</l><l>112</l><l>255</l><l>lightslateblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>205</l><l>mediumblue</l></list></block><block s="reportNewList"><list><l>65</l><l>105</l><l>225</l><l>royalblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>blue</l></list></block><block s="reportNewList"><list><l>30</l><l>144</l><l>255</l><l>dodgerblue</l></list></block><block s="reportNewList"><list><l>0</l><l>191</l><l>255</l><l>deepskyblue</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>235</l><l>skyblue</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>250</l><l>lightskyblue</l></list></block><block s="reportNewList"><list><l>70</l><l>130</l><l>180</l><l>steelblue</l></list></block><block s="reportNewList"><list><l>176</l><l>196</l><l>222</l><l>lightsteelblue</l></list></block><block s="reportNewList"><list><l>173</l><l>216</l><l>230</l><l>lightblue</l></list></block><block s="reportNewList"><list><l>176</l><l>224</l><l>230</l><l>powderblue</l></list></block><block s="reportNewList"><list><l>175</l><l>238</l><l>238</l><l>paleturquoise</l></list></block><block s="reportNewList"><list><l>0</l><l>206</l><l>209</l><l>darkturquoise</l></list></block><block s="reportNewList"><list><l>72</l><l>209</l><l>204</l><l>mediumturquoise</l></list></block><block s="reportNewList"><list><l>64</l><l>224</l><l>208</l><l>turquoise</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>cyan</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>aqua</l></list></block><block s="reportNewList"><list><l>224</l><l>255</l><l>255</l><l>lightcyan</l></list></block><block s="reportNewList"><list><l>95</l><l>158</l><l>160</l><l>cadetblue</l></list></block><block s="reportNewList"><list><l>102</l><l>205</l><l>170</l><l>mediumaquamarine</l></list></block><block s="reportNewList"><list><l>127</l><l>255</l><l>212</l><l>aquamarine</l></list></block><block s="reportNewList"><list><l>0</l><l>100</l><l>0</l><l>darkgreen</l></list></block><block s="reportNewList"><list><l>85</l><l>107</l><l>47</l><l>darkolivegreen</l></list></block><block s="reportNewList"><list><l>143</l><l>188</l><l>143</l><l>darkseagreen</l></list></block><block s="reportNewList"><list><l>46</l><l>139</l><l>87</l><l>seagreen</l></list></block><block s="reportNewList"><list><l>60</l><l>179</l><l>113</l><l>mediumseagreen</l></list></block><block s="reportNewList"><list><l>32</l><l>178</l><l>170</l><l>lightseagreen</l></list></block><block s="reportNewList"><list><l>152</l><l>251</l><l>152</l><l>palegreen</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>127</l><l>springgreen</l></list></block><block s="reportNewList"><list><l>124</l><l>252</l><l>0</l><l>lawngreen</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>green(X11)</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>0</l><l>green(W3C)</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>lime</l></list></block><block s="reportNewList"><list><l>127</l><l>255</l><l>0</l><l>chartreuse</l></list></block><block s="reportNewList"><list><l>0</l><l>250</l><l>154</l><l>mediumspringgreen</l></list></block><block s="reportNewList"><list><l>173</l><l>255</l><l>47</l><l>greenyellow</l></list></block><block s="reportNewList"><list><l>50</l><l>205</l><l>50</l><l>limegreen</l></list></block><block s="reportNewList"><list><l>154</l><l>205</l><l>50</l><l>yellowgreen</l></list></block><block s="reportNewList"><list><l>34</l><l>139</l><l>34</l><l>forestgreen</l></list></block><block s="reportNewList"><list><l>107</l><l>142</l><l>35</l><l>olivedrab</l></list></block><block s="reportNewList"><list><l>189</l><l>183</l><l>107</l><l>darkkhaki</l></list></block><block s="reportNewList"><list><l>240</l><l>230</l><l>140</l><l>khaki</l></list></block><block s="reportNewList"><list><l>238</l><l>232</l><l>170</l><l>palegoldenrod</l></list></block><block s="reportNewList"><list><l>250</l><l>250</l><l>210</l><l>lightgoldenrodyellow</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>224</l><l>lightyellow</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>yellow</l></list></block><block s="reportNewList"><list><l>255</l><l>215</l><l>0</l><l>gold</l></list></block><block s="reportNewList"><list><l>238</l><l>221</l><l>130</l><l>lightgoldenrod</l></list></block><block s="reportNewList"><list><l>218</l><l>165</l><l>32</l><l>goldenrod</l></list></block><block s="reportNewList"><list><l>184</l><l>134</l><l>11</l><l>darkgoldenrod</l></list></block><block s="reportNewList"><list><l>188</l><l>143</l><l>143</l><l>rosybrown</l></list></block></list></block></block></script><list></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ no spaces %s"><block var="value"/></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="value"/><block s="reportListItem"><l>4</l><l/></block></list></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="value"/></list></block></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="value"/></custom-block></list></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="value"/><l> not found.</l></list></block></custom-block></script><list></list></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="value"/></custom-block><l></l></list></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block></script><list></list></block><custom-block s="✐ initialize variables"></custom-block></script></block-definition><block-definition s="mmap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block></block><custom-block s="mmap %repRing over %mult%l"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="✐ update HSL" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>L</l></list></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doSetVar"><l>✐ HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="L"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="L"/><l>1</l></list></block></list></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><custom-block s="HSV color"></custom-block></block></block></block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ raw HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="L"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="L"/><l>1</l></list></block></list></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSV"/></block></block></block></block></script><list></list></block></script><list></list></block></script></block-definition><block-definition s="min %&apos;a&apos; %&apos;b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="a"/><block var="b"/></list></block><block var="a"/><block var="b"/></block></block></script></block-definition><block-definition s="✐ update HSV" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>V</l><l>L</l><l>HSL 0-1</l><l>raw HSL 0-1</l></list></block><block s="doSetVar"><l>HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="HSL 0-1"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></list></block></list></block></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="HSL 0-1"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="V"/><l>0</l></list></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>raw HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="raw HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="raw HSL 0-1"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></list></block></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="raw HSL 0-1"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="V"/><l>0</l></list></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></list></block></block></block></script><list></list></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="pen"><comment x="0" y="0" w="226" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="$brush pen %&apos;dimension&apos;" type="reporter" category="pen"><comment x="0" y="0" w="380.6666666666667" collapsed="false">This block reports the pen size, color, or transparency, in all the same ways that the SET PEN block allows you to set those pen properties. (It will also report the current crayon number, if the pen color was most recently set with SET PEN TO CRAYON.)&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details. </comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;crayon&#xD;color&#xD;fair hue&#xD;transparency&#xD;X11/W3C name&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>size</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>hue</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>hue</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSV)</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>saturation</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>value (brightness)</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>brightness</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>transparency</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>transparency</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB vector</l></list></block><script><block s="doReport"><custom-block s="RGB color"></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>red</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>green</l></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>blue</l></list></block><script><block s="doReport"><block s="reportListItem"><l>3</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB hex</l></list></block><script><block s="doReport"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><custom-block s="✐ hexchar %s"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><l></l><l>16</l></block></block></custom-block><custom-block s="✐ hexchar %s"><block s="reportModulus"><l></l><l>16</l></block></custom-block></list></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSV vector</l></list></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSL vector</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ HSL"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSL)</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>lightness</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>color</l></list></block><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>color</l></list></block><block var="✐ color scale"/><l>not set</l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair hue</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSL"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSV"/></block></block></script></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSL)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair lightness</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSL vector</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ raw HSL"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSV)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair value (brightness)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSV vector</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block var="✐ raw HSV"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>crayon</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>crayon</l></list></block><script><block s="doReport"><block var="✐ last crayon"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>X11/W3C name</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>X11</l></list></block><script><block s="doReport"><block var="✐ last x11"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block></script></block-definition><block-definition s="✐ hexchar %&apos;nybble&apos;" type="reporter" category="pen"><comment x="0" y="0" w="245.33333333333334" collapsed="false">Takes a value from 0 to 15 and reports&#xD;the corresponding hexadecimal digit.&#xD;&#xD;For internal use of the color library.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="nybble"/><l>10</l></list></block><block var="nybble"/><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportUnicode"><l>a</l></block><block s="reportDifference"><block var="nybble"/><l>10</l></block></list></block></block></block></block></script></block-definition><block-definition s="$brush change pen %&apos;dimension&apos; by %&apos;amount&apos;" type="command" category="pen"><comment x="0" y="0" w="334" collapsed="false">Changes any pen property by the specified amount.  Some color scales can&apos;t be adjusted this way unless the color was first SET using that scale.&#xD;Vectors (e.g., RGB color as a list of three numbers) can be incremented&#xD;by a vector as the amount. X11/W3C names can&apos;t be incremented.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;crayon&#xD;color&#xD;fair hue&#xD;transparency&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>old</l></list></block><block s="doSetVar"><l>old</l><custom-block s="$brush pen %s"><block var="dimension"/></custom-block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="old"/><l>not set</l></list></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Dimension </l><block var="dimension"/><l> not set.</l></list></block></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>crayon</l></list></block><script><custom-block s="$brush set pen to crayon %n"><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB hex</l></list></block><script><custom-block s="error %txt"><l>Sorry, I don&apos;t know how to add in hexadecimal.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>number</option></l></block><script><custom-block s="$brush set pen %s to %s"><block var="dimension"/><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>list</option></l></block><script><custom-block s="$brush set pen %s to %s"><block var="dimension"/><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><list><block var="old"/><block var="amount"/></list></custom-block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="error %txt"><block s="reportJoinWords"><list><l>I don&apos;t know how to handle </l><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg);</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="✐ make integer RGB" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>string</l><l>marker</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;if (!("stringLibCaseIndependentComparison" in world)) {&#xD;    world["stringLibCaseIndependentComparison"] = true;&#xD;};&#xD;if (world["stringLibCaseIndependentComparison"]) {&#xD;    var index=string.toLocaleLowerCase().indexOf(marker.toLocaleLowerCase());&#xD;    if (index&lt;0) {return string};&#xD;    return string.slice(0,index);&#xD;} else {&#xD;    var index=string.indexOf(marker);&#xD;    if (index&lt;0) {return string};&#xD;    return string.slice(0,index);&#xD;}</l></block><list><block var="string"/><block var="marker"/></list></block></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="operators"><comment x="0" y="0" w="225.33333333333334" collapsed="false">If input is TRUE, comparisons made by functions in the string library will be case-independent (so &quot;FOO&quot; = &quot;foo&quot;).  This is the default.&#xD;If input is FALSE, comparisons will be exact.</comment><header></header><code></code><translations>pt:altera comparações ignorando distinção minúsculas/maiúsculas para _&#xD;</translations><inputs><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>flag</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;world[&apos;stringLibCaseIndependentComparison&apos;] = flag;</l></block><list><block var="tf"/></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="✐ subset %&apos;pred&apos; %&apos;data&apos; %&apos;catchtag&apos; %&apos;result&apos;" type="predicate" category="pen"><comment x="0" y="0" w="228" collapsed="false">Don&apos;t ask.&#xD;Only for internal use by the SET PEN block.</comment><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input><input type="%cmdRing"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>best match</l></list></block><block s="doSetVar"><l>result</l><block s="reportKeep"><block var="pred"/><block var="data"/></block></block><block s="doIf"><block s="reportListIsEmpty"><block var="result"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="result"/></block></block><script><block s="doSetVar"><l>best match</l><block s="reportListItem"><l>1</l><block var="result"/></block></block><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportListItem"><l>1</l><block var="best match"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportListItem"><l>2</l><block var="best match"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportListItem"><l>3</l><block var="best match"/></block></custom-block><block s="doSetVar"><l>✐ last X11</l><block s="reportListItem"><l>4</l><block var="best match"/></block></block><block s="doSetVar"><l>✐ last set as</l><l>X11</l></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script><list></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="✐ no spaces %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportTextSplit"><block var="text"/><l> </l></block></block></block></script></block-definition><block-definition s="create %&apos;scope&apos; var %&apos;names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="scope"/><l>script</l></list></block><script><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (!proc.homeContext.variables.vars[varName]) proc.homeContext.variables.addVar(varName);</l></block><list><block var="each item"/></list></block></script></block></script><script><block s="doDeclareVariables"><list><l>global</l></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="scope"/><l>sprite</l></list></block><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>global</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (global &amp;&amp; !proc.homeContext.variables.parentFrame.parentFrame.vars[varName]) this.addVariable(varName, true);&#xD;if (!global &amp;&amp; !proc.homeContext.variables.parentFrame.vars[varName]) this.addVariable(varName, false);</l></block><list><block var="each item"/><block var="global"/></list></block></script></block><block s="doRun"><block s="reportJSFunction"><list></list><l>var ide = this.parentThatIsA(IDE_Morph);&#xD;ide.flushBlocksCache(&apos;variables&apos;); // b/c of inheritance&#xD;ide.refreshPalette();</l></block><list></list></block></script></block></script></block-definition><block-definition s="does var %&apos;name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;return proc.homeContext.variables.silentFind(varName)? true:false;</l></block><list><block var="name"/></list></block></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last set as</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last set as</l><l>✐ fair?</l><l>✐ color scale</l><l>✐ HSL</l><l>✐ last crayon</l><l>✐ last X11</l><l>✐ raw HSL</l><l>✐ raw HSV</l></list></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block-definition><block-definition s="asterisk [branches] %&apos;branches&apos; [length] %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><custom-block s="pinwheel [branches] %s [size] %s [backup] %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="pinwheel [branches] %&apos;branches&apos; [size] %&apos;size&apos; [backup] %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup"/></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="polygon [sides] %&apos;sides&apos; [length] %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><custom-block s="pinwheel [branches] %s [size] %s [backup] %s"><block var="sides"/><block var="length"/><l>0</l></custom-block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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id="5515"><item><ref mediaID="U1L3.2 Modern Art With Polygons_Stage_cst_Untitled"></ref></item><item><ref mediaID="U1L3.2 Modern Art With Polygons_Stage_cst_Brick Wall 1"></ref></item><item><ref mediaID="U1L3.2 Modern Art With Polygons_Stage_cst_Desert"></ref></item><item><ref mediaID="U1L3.2 Modern Art With Polygons_Stage_cst_Night City with Street(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="5516"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Pinwheel" idx="2" x="0" y="0" heading="19.320000002413963" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="127,255,42,1" pen="tip" id="5521"><costumes><list struct="atomic" id="5522"></list></costumes><sounds><list struct="atomic" id="5523"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="231.33333333333337" y="197.99999999999991" w="242.66666666666666" collapsed="false">This is the skeleton for the pinwheel.</comment><script x="20.333333333333343" y="136.8333333333334"><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><l>5</l></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="up"></block></script><script x="345" y="323.66666666666663"><block s="receiveKey"><l><option>2</option></l><list></list><comment w="90" collapsed="true">Press the 2 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>127,255,42,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="pinwheel [branches] %s [size] %s [backup] %s"><l>10</l><l>100</l><l>50</l></custom-block></script><script x="209" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="hide"></block></script><script x="112" y="429.66666666666663"><block s="receiveGo"></block><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>Type 2 to make a pinwheel. Type 3 to make an asterisk. Type 4 to make a polygon. Type 7 to see a super cool circle fit perfectly inside of a square!!!</l><l>8</l></block><block s="hide"></block></script></scripts></sprite><sprite name="Polygon" idx="4" x="0" y="1.1368683772161603e-13" heading="121.68000000008715" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="236,41,0,1" pen="tip" id="5576"><costumes><list struct="atomic" id="5577"></list></costumes><sounds><list struct="atomic" id="5578"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>4</option></l><list></list><comment w="90" collapsed="false">Press the 4 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>236,41,0,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon [sides] %s [length] %s"><l>8</l><l>50</l></custom-block><block s="hide"></block></script><script x="385" y="23.83333333333337"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block></script><script x="170" y="440.33333333333314"><custom-block s="pinwheel [branches] %s [size] %s [backup] %s"><l>4</l><l>100</l><l>0</l></custom-block></script><script x="445" y="107.66666666666671"><block s="clear"></block></script></scripts></sprite><sprite name="Asterisk" idx="3" x="0" y="2.2737367544323206e-13" heading="198.0000000001088" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,144,57,1" pen="tip" id="5605"><costumes><list struct="atomic" id="5606"></list></costumes><sounds><list struct="atomic" id="5607"></list></sounds><blocks></blocks><variables></variables><scripts><script x="391" y="467"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block></script><script x="75" y="333"><block s="receiveKey"><l><option>3</option></l><list></list><comment w="90" collapsed="false">Press the 3 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>255,144,57,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="asterisk [branches] %s [length] %s"><l>100</l><l>50</l></custom-block><block s="hide"></block></script><script x="405" y="544.8333333333334"><block s="clear"></block></script></scripts></sprite><sprite name="Epic #1" idx="5" x="0" y="0" heading="235.79999999999632" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="37,241,255,1" pen="tip" id="5630"><costumes><list struct="atomic" id="5631"></list></costumes><sounds><list struct="atomic" id="5632"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>5</option></l><list></list><comment w="90" collapsed="false">Press the 5 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>37,241,255,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="134" y="174.66666666666663" w="88" collapsed="false">You only need to complete ONE challenge to earn EPIC credit.</comment><script x="427" y="20.83333333333337"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block><block s="hide"></block><block s="clear"></block></script></scripts></sprite><sprite name="Epic #2" idx="6" x="0" y="0" heading="6.252776074688882e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="238,255,27,1" pen="tip" id="5652"><costumes><list struct="atomic" id="5653"></list></costumes><sounds><list struct="atomic" id="5654"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>6</option></l><list></list><comment w="90" collapsed="false">Press the 6 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>238,255,27,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="162" y="164.66666666666663" w="90" collapsed="false">You only need to complete ONE challenge to earn EPIC credit.</comment><script x="379" y="22.83333333333337"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block><block s="hide"></block><block s="clear"></block></script></scripts></sprite><sprite name="Epic #3" idx="7" x="-6.139089236967266e-12" y="1.1368683772161603e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="219,0,63,1" pen="tip" id="5674"><costumes><list struct="atomic" id="5675"></list></costumes><sounds><list struct="atomic" id="5676"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="122" y="256.66666666666663" w="90" collapsed="false">You only need to complete ONE challenge to earn EPIC credit.</comment><comment x="550.328125" y="61.83333333333337" w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment><script x="407" y="62"><block s="receiveGo"></block><block s="hide"></block><block s="clear"></block><block s="setHeading"><l>90</l></block></script><script x="31" y="152"><block s="show"></block><block s="setColor"><color>255,32,244,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="428" y="331"><block s="receiveKey"><l><option>7</option></l><list></list><comment w="90" collapsed="false">Press the 7 key to bring this sprite to the center of the stage.</comment></block><block s="setSize"><l>5</l></block><block s="setColor"><color>0,18,214,1</color></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-50</l><l>0</l></block><custom-block s="polygon [sides] %s [length] %s"><l>4</l><l>100</l></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>219,0,63,1</color></block><custom-block s="polygon [sides] %s [length] %s"><l>400</l><l>0.78</l></custom-block></script></scripts></sprite><sprite name="Explore" idx="1" x="0" y="2.8421709430404007e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="106,53,255,1" pen="tip" id="5715"><costumes><list struct="atomic" id="5716"></list></costumes><sounds><list struct="atomic" id="5717"></list></sounds><blocks></blocks><variables></variables><scripts><script x="12" y="11.000000000000028"><block s="receiveKey"><l><option>1</option></l><list></list><comment w="90" collapsed="false">Press the 1 key to bring this sprite to the center of the stage.</comment></block></script><script x="79" y="242.83333333333337"><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><l>70</l></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="up"></block></script><comment x="256" y="182.66666666666663" w="242.66666666666666" collapsed="false">You will need 5 copies of this script. or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="306" y="30.333333333333343"><block s="receiveGo"></block></script><comment x="421.328125" y="23" w="119" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment><script x="350" y="356.33333333333337"><block s="hide"></block></script><script x="10" y="94.83333333333337"><block s="setColor"><color>106,53,255,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="319" y="101.33333333333337"><block s="clear"></block><block s="show"></block><block s="setHeading"><l>90</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3.2 Modern Art With Polygons" app="Snap! 11.0.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="U1L3.2 Modern Art With Polygons_Stage_cst_Untitled"/><costume name="Brick Wall 1" center-x="240" center-y="180" 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J5isvb2oFxgOguH08ndgmQoBFZJA0hMjEpxjJriJQBNZnmBCOE8euITAswHFDmyHhTNrBxeUZ0HZIW2FP6w1kkDzH6tI2OmIPTKi25Gu4pSoubW+r1kQNt4ak3BEGRrYmPH5JTHjQRrOeQbD8OKYJjNO3NIwPAZJof+Ud3X3MvuLqBEGzsA28RxUU03M0TaLWl+ChXKwU6z8mM9dJaJ+ZneVie0cCtu9odw/b2/0uYIBgy2GYYOPWZ10ITCNY/MR/LCUQfxxq/def/wq++IXPalXn5ufwzIXzuHHtDmq1DcVBptJz508jly6oFry7u+PhgXSSd5Af9QMLS6dAXkR8+IHw5mAmEDGB4yWBcL+E4+HaSpen03lQ2z25vKy7XMMkRxbnw/EQmFtNiTZcakpBDbfbaR1CCQ+Jhcpj77JIFrTzag7pR/UfuSMDjhUcox605xLMrvI1/ephZXsTT+WZ2GPI62kniT9yAfCNlTCkIpurd/CZv/qvJXUD3HD14vnnce9mGzF3VqHr7OLZF3OSDty8vKPacMydZBMm4AAAEABJREFUknfkLgqzMWSyCU0LO9SCX36hiIQYmr77znsAbzBCmPCgcbaJEM7PMggWTxqCjY/rMw9hXPrHjc6VChPEG3VR0+VzOuvZdrlL9tViYUDb9bWoUcw0jdwIGtm/s58+4ThgUQLUnKpOWrUl7oYNa0rUdK041IY7rGbCS95HZTwLAcPiHenFShFsoSyTIHcgCJSHgtSCdEwTkEv/ZYr9xj67KH3Gb2tzsDuSPXrxjvZiTQhDSmGdFej0aNhfrpPR/uKucvbZpfUyLu+ITVeAqxNqexe7LvuL0Mv9ACGVZX9dHoDbJOsjlkD8EZe/Z/G00TbrdZkoITbflwNar8lKzbfaKKtGbDB0zQ01vzglkeGD9ezpGUkHShsr6k+cYygB05VDKxaLJ2E1J9p2uUt2KDEnvKGJjyCBD1Mpdnu3jqCm2xxqxxXi43Dt0ScDVbT01pfJ2trjB1YoPJkM8DhmCGq53F3OlQlqt/xf7sgnjQscs6pPqnOMJBA/RnXpVUVuVNp9+a3ulStfltu1hudOX0B9tyla75TEY+g6W6LhtlEpdTyNmJOtZeFipriLqamGIISZuODbuIJGxHGRyXYxW6AIqmJL/gISnZrgj/jiA4ZwxMU8Mewjnmrs0axovH2ak/99Z7u/6SQmEBuWe3BCJg1Bx0hEocwfCZKpj4/EI+kM0mpO1HapOb0nWpOvLXn23KGlD00wvNUlTRAUecgO+QdYssU8ScxAC/y22gfpJ4a585y2+Benc3i1mDErFKmEt7NZ+oxMFOiEmIdQgdRDCLIxhD1YSR3Yd+w3arvUdDe7SbW/U7slKAcdY8JP6DU+yhmHZlT+SdpjLwHOPsevETJ+d6td/MWf/4HWbU7svsVscII1IzeTymNldVdpuOlBA56Tmyl6oWEeeTjIZ7rDCCb4YygBznVW4y1M5R+shvqwfDAWmlvGq/p0gjxZWeICYDUn2nV50pTO94F0P8jh6UdMIAJlEh6lK5WiNsuTqQi0u1ugdmuBu5nZX/6OZtY5KCt5rSZKP8NhIEJ2RD9KoF2X/TZ0hcJWjuOBYOPD/HFohuV9bPCTio6SwPGbgOWG5r34xc/+Y7TbtyToYGFuSZ5TdqIkgaua8PpqWdJjCmzkdm0XBE7GhXQLTt83wcxHICXgoKtgYkfo8kFCOMIingjWlBFhSGNo66UW5dsKReONtOtaHuxqwhB+A2hXMATx9ncxkwDLIgQzywRjtSZqu3YXrNoGRduVXIY6nI9YP5ERAxEok/CQXFaTKw/sB64+6HnJRWNvp/2WwJ3LFrjb3AL7ykJfdcmUCJGV3OQMGWCcITaawPBDB7MLnbuYad/lSgW/pXZ1jEmlbB0fer0mBT4pEogfx4bUKyV89Wt/qVVbWlpAKpGSyTKmcfTdpR5KvGa7iTs3PkYqRdqknoQl6Mn1hEiAu5pp492zOXwo6gNyT8ojJHCUN//X2WpNtBO2hp2pLM9yzXCMHYrUrjxYbRZyV+6rymRCCGcy4gpjj0Wc/Uc7L4dVX4Uegz7rq+8k8kgksFeh8b0IjjydN58FKSzZ3cFX3/xNNOtbyKY6WJxdktvcTr5C4F3UcgmQVKI+vncTiakksukmCrNtojxwPd96Ju4iJlN5zCIRqy7Bt+P42EMI8M4lHAKrJ5IFH8gElZEr3cnBYFpKrZca14tzObUZUpsyKeIyj3iRF3kJK+lg877GcCShIFkcQYLjXSQmhKilDBcJ75vdtp7ra3cy10TbPZKxxSpQDgSGg8AqEoK4qLClIQ9CiIbyp7YbXnmgNmuEG8owKqr9IoIK0jBKCOKGhcP1C8eH5dsHnisW3N3MFYtL69tQrVf6z2dh28CyCX7CEx5gW4PwoM3luFOgI7e98ONYs6srvOdHAcckgfTMZ8FwE2b2snW28WPmx49ZfbQ6n/urP1d/bvaE+qMdF1x25rnQM/lpJaVtWAORTn8X3d80k/DyC0uR1BPkQ5SAfRDLTcNeminM6D/Z9NkNbXX4ILTh/fjCez/k+6GltkQbITWmoSdS7YfhUdFSuJa3lbmNB9MkTHsubbc2+ZH64T4Pxx+ocg7sisXNlXvgikVYNA/E/nHNLGPgyKsu9+T0dE7vda6uFKcK4D1PSMVTUEjFZXUz7uM5Jgmkf3Z5QfNyrJKPsDNVfhh1NyUd2H30EzBHOYFNEIF97rO/L7bfFfCb35OzZ0S/jTHFB2q9bqureIdarNPG+sZ9ZLtJLC4uKt3yGS+Pxhx1w47j2YB50wE5ZNIzYZJJ/KgkEOwSPkQJgpML3El7Jg1cXCjgVC7e2yVr60Iigo3v12dZwTyuMCMEcaPCjgxWAWpK3BFL+yB3xdrdzNR2CaNYHGoa20MIM5VqhlF+PCqNPBQMFTUL7limPddouwY/6Ir85G4cih+W7GfYk8CnDAYof367T201COyTMLCPooBaLoH992Gp3He62J4rFiqrKEEGa/kEhG0TbXutP6xpnP0INp3da8MBP9Fpyb3ewlyshRenU+D+gZzd1yFlcMwRzCqLVEIurmgRFwXMy7FKPlyt4fhlGZpf+GnRQ+qiaY/IefQTcKjhlz/8hmLy+bzIu6XhoENbr5OM+ajybhXl8i7SUxkfxz9l8CMjAi7amprKdNSfOA9JAryZWFTwhhAcd9PyLZZvtkyWAaDeI3GCD5FQBXhKVVDb3XNXbCj/kUetXEWmBykrl02B9nZqIJzkDsLjqPNwN3mzyfOwt1HeNcDvcu0Zy1yJsMAViSjgP0NxJzr7b6h9/qgb8hjzt8NsZBMixiDP+barW9RgdZyNZLL/RI5fltH3DImoy/45H26ORz8BsxcF+LZSuncD9rvfxcKSvFf3Jlrb7NLOlsi0K1HJJBQ75S0JAwvzJ+C4CRQKXXTju4ob5dS7Dko7ZgJ+5sxrEFajyB/HtIdbZ9Md0WUyLSpFbghr56U953w+B77F8g3XJw9PhJJHBoCfPFYgyMMPs1KEIQy9t2ZqWtSwqFVRi/pwo96nKVHbJYex6hEkYj0IQdxhhG2T9smLNjRqDbS78cxsahTaD54c+tj11ZutJ/RRQG5GAyG03meso49nXoIgAnzDcu9pqnVwtYH2dQJttBa4u5zAPhkXWDJBSn86L/YF4QCtD8rN3sdcwVLg998CHFME3t8cW9w5/9JMpk/j1XE2rHyOCcKw9CF4jl9qw3yZVBK2kaCR4+PEj09VgC/91ZtIiJCWlpYR1HJtHWnrzWbyNqr+7u42kmIfKGTNXxKeONGfrkRDnA5meynB0dTDTkKHIYGgbKV/fZYSninM4Nnlkyh6/YfwL2oCsDTj3phBHsGwYxlF+zRPUNOlZkVtanVzF8daU2J7grION4vpIRy1ET6kuPJArUG1kSi5BnGUYTAe4nngKPlqZke02gqs3Km91nZK2FNTDbcvHFfeE+ewJcAxxK8UOIYIJ5eX1SZLn2OKWi5XtWjL3XfZHBOEcTOGxmVmyH8BjMvuqOmOxwQsD40uVvH+zT9CW+xxM9OzA+12PVuvnWhdebvarm2h1uxgaqp36Ab/fMGJGc12gEkI8fHH72l5559/JZQyie5bAtKHY2mmQkdtS9+Ip3P6Juy4dSlOEsZiIKT2GnVjWpqhvpTHyzE7l6nhEqymZbUsaldWqxLyfm6jHvB8EBD6c/RirDuhh3nwUKiCrJ6vmcj9MhfrgnInBLURarxceaDW4KhZJsSINQvXNRwnTRDIIgg2zeJsnL7IiRov5U97rN19bOVutVlmJflQCBOE4+GMFBAhjH+a4pQRYa82U04WhNa/h+dyeGnefAvOMUTgOPIBDVn0aMuCCJ/JEQVJ3wu7w7s4LqN4smhCoA2HV+jBOT36CZhCkfpfvXJdz2SmfFJpuoIMXGtraxpzkJQOTWq4Vq+oP12wE7aDzJA/X0DEr1o2tl8nYbTnCJIJ6pAlkBP7It+S+Uas2tYh8x+LnTe87H/qBu2GpbJoWq3mWGz2+74wHtMDUnltCuamTZ0rDNRECCfmF0G5E1LxMW79qAdZsIBDCm/vlkXb3QZXGYaeqXxIZfWx8Z498kDpQ08ioyVAjZfjieNI72FOeuEsduxYGQfTbRpxNm8QR/yDgOUpPHaqVXGP7zXGXfhwKv/+t/6F3AclzM1PA+5gtba3SuDGLEmUCkmvOh1UKhXkU1lYrbj/+18h00toA77d/UzU6vqOeDM4++yL4k+uQ5FAxERAlH1jttoW7T6E/ZdJbgIDN6zgZAQN8BM0tStrx1UNt9SEPZXqdgOwZ/rW5OWOu18D9+8Au7ERZEIYO8MDEsowl6bCkzNoa6OsdSc5Gt5u8rpqIiPl7ko9COL5x0IyHIYB+YcJIuLMw0qKT22XfcF+uN1wodqukzyab/EjquKj2FaCj5gEIiVAGQnwXO/nplLeeLKabUQOO/bZ3+Fkm0a8jAV6I8eaEuzP4T3PPRvBopSDtOE4vTgPznRay4fvXL52ReUy7WuzvTrQ9tto1hC0/zblpi2Xa8hPZX3CTCrK/mtHgPV9cmxvGw34wvPP9ZCT0INJgAM8xIHf5tk35lDSeFF7kwapB+6sYGIvbHcsW3viWLbEXvbjHwoM6weW835aO6b8laXtP+aR8UGNl9ouVxtaXUHIpXQT53hLQMYaV69U6z2smnJMBHnZsRLE2fCoNEsT8Ll3IBA9lsFHPgHTRlVauyFLUJuizSZRzE6JHsNTqroqMGv7TXaTKEzlFEeHnyC4MmVPy4TtIIaEU0Z+Jo6VFbMrGkN+rti4XKFfX12X3MDS8g8iEROtewj9BH0wCbBfqY3R1qi7Ee03fkF2jhOMRYdJ03eTukJHEC94OS5cpwtqVnzztdqV7pSlltuK6T/XUMvty03ehCCvxyksjaEUadc9lUr5monfBEnXge4jHnJAKuei1y+q8VZc7QuuNvTVjXU9jOpNeByOBKTvLCPey/w3K9p4R66g2AzWZ58SbNz65E2wceuPuhf70piZYDMan5ovnwFXNyo6xgz2+LqPfAKmaN5+73P0UJydUZ+OI5MkfavpBr/zJd7af+3yM3HT+RS9PcDR9NV1M1G//PI4p21plomzDwlwVyS13qFvywMT6xDmfTfdEBpBW02XmhXffFW74tnLLEfSn+SLmm9hKn8smxjul4Fd5LwdCcey9k95pezEKf1Dzfe4jjEE7nF+tcA9HQPj7Jh25SOfgLtYxbe//ZYvHr4tQ3RgCyX97tdV+6/jJjw6R+2/hUJPI+b3vyubm176aI9a8nfeI+08Xnr50+h0e8vYmPweSAL6ppx3cH4m52ljMeEnd7C4fddeEyuzEPoy9SJ806Vdl5oud85aTbfmZEFQ7YrkLIfA8MMAPgwID6MsKYPyXhA5Ga3EPjEl4cCXMNP7b58MmE3ysV+ogfj9stME7ezsE0IfV+ZhlQl9CccgwroRjkFV9lmFQyNn8/kN73gnou2zWPY5YZ/ZLMwfZ4oAABAASURBVDlXu/ivVDrekADHm11d4X4CS3fc/fhxqODqyjtajajPj7jRiolB+y9k3arRrGAm31s6zs0Usb56A8WZHo759oK5qbN7kUzS9yEB/0152KR30MkplI9vurTrWptuXxWDZfMp0pf45EWGrjIcqKl8KhL2l5ma7natt5s5sl/CLPdfTJjDJH5YEgjdJ7zdluamwG94h44vEh1a+aEK7MG302yBJ6Dd39jW3fP+itce+Y5b8iOfgPn5EVAV+28W9m8HXbRETrw7XezWdyUM8G8GIW/YjPAs6Fazg+CknEsXUC13Ap8hmfykD8Py8iwunuO3w1Vs7t4KJ/fHOcgI/VipigyYKHyY7imJUxOjHdK3EYl4THeF+oGT4zhyC2cTO6LVeO1/s/JNt8+mS94EytyWTz6MPyxg+YSHVF4LSTSNoA9YohEUNYlRQK2WYO3r1DgIXH3wv5luuGY3s9TJ7xfKIgi2lhwDBBs/bj7HDeG41euo6iNt5Uiw9zHPU7b3slldiSiY/eqjmZvgI/YIOOB445hSEC1WfScNjjGCHV8cYwRquBxrBF3xqvTGm7/iZUvl2CLYuPWJI9j4I/bjj7h8fPjBZ7UKwd3Mjmf/rbYbmkYnl0iLJ6NE3LJbFhcoBDZlEVEul+j1Qb3GD8D7UBoxnyABEw1YxXFwxzFZs9Mz0h9j2iH7blyTf6jr3SxW4y1JH5tRMDTHU5ewXa0duM38FppAjYJAOQeBGgaBtnXCyvYm2Ac8Q5nQ969Pk445cD8ch4ypbAr+CtYRVognzHG1hOOM9loCx5YF7uEgcJw1a009AY3j7HGx6+5HdI98Ar5/m8vP8r7spOQ9nvZCU31XNB7af9tyUwdtvcRzA1Y6lZWV6F71pwc2YDnCyMF2aUf83uV2E/joyia2RFteWv4xzCyeG/3tIScLQo+FCRFHMLEn3+VESAi3VPqHqJ4dkjEB4gnSq1AQ3D4uvh2rxltt6je79kQqfdNl15KX9RkOA8smhPFPWJxN3Nyp6vnI1Az2C9QkgkA5B4GrDAS5Q3VXKeVPYLmEA4uT9w7hwAwmGQ9DAryFqPXya4VnZrK9s9iZQBi7EBkNI+h5L1OrpRbL8WbHGMcWwY6voP9A44xjixCuP3GEMP4RxeOHW24EtxGdwufy9z/6QDNF2X9bblPTcumM+tahXTioMWemUhhvA5YMEmFy48Z1cGJ/5iS1akFMrgeWQDyVfGAeQQZ8O6aNl2/BA2++phvlBSyYYxKeSGAigbElwOeywPR0DidPnsWh3L8jJjbey9RqB+7lsSv8ZBIe/QRsH5Yh+fE70euX31RsNhWHWWLWqHF40tWuWVpLinZMzVcTBE+fOPoJpwzHaeH+nRIKhRmiPIgqWEYcUrizwm+Ms1g89ZpHO/EGJOCIrAg2gTcXwcZD/q7Y5Km1htASZT8IBHkJ1r+kGOlA3x5Euw/fkvmGzDdjvgX7tJPARAITCTywBLJogeeCv1osQL/Rb8kz1G3rKWk+c7llQfAR+wzwvhYNy2q9vJep3e6TyxNPfvQTsIhQ+0L88HXr5mVFBf9MQRGe02hyMxb6NlsxqVyu9eEyqTzq9Q3kCsHmOCQdgPXVuz7u7CEfQekzfgoDfLulDbGv6cFJd8TkzUNVrJ0xUuO1TKO71KZO/IkEJhLYQwI8x5l2Xp4LDpkg9yDfX3LwfpectPPyudDl9/gSn1yDEogPog4fE/Ui1cUq1u6+q4VRm/U1XMUA5d2qhFwdIjxsw/E2ZvFgDtd7NbO4/Ewc3FTVce2fMsjqpNh6+b2vMAHtvvQJPIDDcM3hxRdeJ2oCURLghEmISovA8e32stgiqcHa3YzVwM5G2oAIfpqT1m/3uKOZNiH7hjxU43UiCo3CRZBNUBMJPO0S4Iojv+nlf/Ga3c1RT+UHlJI8L7gKxnuc/5vNVSx++83vdR+Q8xOb/aFMwFHS4/GP33nnQ03i50SON8EqIuDwCMpAFNSWGOekTJ/ADVjb2x2cOB1cgmbKINxfMSdgPT/5C8JB4TwQRjLLPU0N1u5m5O5GC7QBERi36dxFK/esZPQux/PH9aS8cUkndBMJPM0SSKfzMFovon8h7RWq+kSTjsJy7wbv74mtd5SUemnxXvDhhtZXNtFu70g3OwhOprYW3OnM5+uwIygt3fATsFKiFZvJ1omFP0VKIuM883SdgMXJjWAFd1CfNyphSH5qsDXvO1BqtVFQc5IguOH6sMPJN4wnjmkEhoPAugQhmDYJTyQwkQCo+fKfsRy3DnngBiBwQ/FNmPeRL69Amo8bDFiNlytfXM1SrVfuf5+SfAkWEXVv27Sn0I8/lDZHCN0egFEoZCOrwJ3OTDB/QcjQ3sDDOMJU4ZOxbq93leSZCyfVnziPQALBeztibHgWhr0rFpV371xHQjFhOpHAcZVAcX4homrBm9BLDk6UHmovz2q8XPmK4DiYfSyiwWxPKubhTMBhocuD80M9gKOqZzxHCdeF0VrDy9OcmLlr2uaxR1AyzqVo+ha43JzJJmwUwUM5Xn/150Z//+vnekIC7ANCsDnSD8FoZJhvxQQv8XRlBRc338XFnQ8i4XRjHYRkYge0O3nZep4t0xWUBQmOvGyeKCI+NIIQRTPBTSTwlEpg4B7kspOCCIT3n68SS3zUJfeg1Xa5s9nXeBuurmZx5UuzC52y1EiEs1d6RJYnGfVwJuCwBKXjb9+6p1hOsBoIOeUyN2EB5ghKk8iNWpyYE6n+74Kr5Y4h2MMNHsoxt3R6D+onPJk3wgGauHt/DV/9/LvYXlsfgLslgOn36g7am0P6RPp+38UOyzMMv+8CJhkeTAKT3MdZAo2mOU+Bn/vtu57eyzfP+rbaLnc2lyYn0u1blFEZHs0ELDXZ2XpPXpRqOsE6oQ1YPOtZSPTKJXrHG5KuVjcTMxM5IXPZmUdQnl6OoRvvHV0Z66S9731JCd0JvVvuggdwPP/8Dz9d2q8RQb/LyYvQjx2IJTo1ZN2aarWnvvGHSH7xL3Fh+228svttvLr7FfxY93t4rfYVhR/Z+GMsvf0FzP/Jr+PCm7+LNz7/2/hb7/2P+Mlr/wavr3xJNWZqxlmYz8sGCpsgJhKYSOBQJUDNtOa2UXXSMF8lJCRMkDhxDsMEGze+1XKvlaq4tF0Gv1Sw9l3u8SBfrSifIQSNiMMwQYKRF9MIkYlPH/KRTcD3N/h3gBg8gEP6wD/rWf9usL+3OIE6SAiVubjsXKnHTMR3+/NYdLW+rcEzZyf2XxXEmM7td1bw7v/6eVy/sYFmo4uFwP82k0VXXqWm8/xzC4dRuO0S1tfvYGXlFnZKu9ipNlDf3AK15nZ3B81HNuq0ehNnIoFDlcBxZ8avDbgzeT9ALZf/aNVoVEALz3Fv4+Nav6N/FJpnMuQZrTKiTeL6tTc1nNEJVoO+Q62WO6CJCE60jG/Xdun5dmPH05x5rrMm+I4DHk2ZTMUF40rRXfGh/5YEZPHSy5/W+FPhOENayaUlQiiZ2iltuITlq28i/ye/h2e/+T/j/PrHWNrdwLNnd/DMsyk/V7Ndl15wEYsJOC7QLqPrFhQq5RTmF2p4LlPBy6lbqiX/3Du/g59555+oVvwTN/7E14xZHrVjjg+feVSA7SGE06JwpGEbCQxPYCKBp1ACclfqOd41JNVeqz7DBO+LhD4c8R74mu5TKLeH0WTOUEdbDnufJVhfwvdvlcWFTIw9TVYRnmPPgB61A9pBDDwDeqfShDz7cWK5dwiHxwYn5rp9ZZTFbsG0p+ofkAJyZ9v3gq1GFVfevaUa7823PkBlSwy7XqbF5RksLA7uqMwXCv7G5emZXnoinQP/xQROTMxPMcwIHWkLhX4bPjVj2o6t3XjkfDmsPcPwXt0n3kQCT60EnEDLw/cJ44QAyf6CE+oHkUD8QTIfJG88VkOlZY6gjJxgnY4sc7bAMZPN5P0iXHRhNWMiu47RhqsNM5kTBzSNJy7PhhZPJoaYAsNcqp6ZP4+F5TnIjGCACU8CcNYiDGlLULOltqk7mTffBbVc2nbnf/ufoPAbv4rl3/4XOPm9z3ka7w6mGnXti3yhglNLWSBeRVskSuDaQqvV1nT2F4t2klXEnLJCOmlegCrlsuRgKkUuuURTXkqtYdm5hhfc7+In0t/GC1e/hgtf/HX85Hf+CX76rX8otuN/iJ/+3t/HC//+nyv80Bf/Fagx0578k5d7NmW2hW0z3CfuRAITCQxIYD8TrL2RB5gMQTiSgTAkue/hMIzmKcbHH0Xb794wk2dwgg3Wo7Fb12gqlVLfOlYztvkKuRRqO12bvKe/vd3B4uz8nnRPIkGjVPE1W9pzuZOZQC139fI91DqjW12tNw1BxM1sUclkAplU76Xp5PK05mm5bWxvl1Bt1FCttCJtSjuldaW1DjXl+Zl55M5lsL1VxqWb93Ht69dAezLB2pS543piU7ZSm/gTCTygBOzNTDYyt9KbwHAJPGjKQ5+AuQmn7n4cqDd72RENqavAs55bMbNLNpXon4CbDaMZBzJjd3dHo0sLswieeLW+fk3xEK4GDK/zz79iTsByZaQRPCqYatjYeD7zjEd59FRsCyFUEr/XTfz2P8P07/+Gr9nSnvuM2HTpL4n8qOWmWmHZsg8IhiHtuuVKFwl5201QWCI+pnTFL5fNCxPjsUQNuUxKbcA7gndJi7QkpdGsxdBsxVAh3qtrVSbkWllwtRTW1tqoVTKy1pGRVZAaaFem/XjpRB3JloNq2cWCu4NF977alLkD+6eu/wZ+/Pu/AdqPIzVhlkOQGkyuiQQmEtiHBOTe3pOa9xZhGCF5EIalHzVenle62nnU5RyQ/0OfgFnPK1fep4fCVE79oOOf9VyYCqI13Gr29yT/hEEThjiFwN8TVnbNDughpPtD24m3vzr74/GQqK++b152wlW1TdhPNailVio1kyXIQG7AkiwzmwQgl5WlaolUyk1xzUVy1kFIkXKycHhjmCQ06h5Pia+s3hEXMllzkRvYLjc0HnbK5YqiikVjT7b2Y0VOnIkEJhKYSOAxkMAjmYCNXOSR7MZFP20pOIiJrhRTOy8f1Kl0UuOGVlyng0bTPKj9pWlB8+o6dPvhzkoXmcy8IJnooFatSjmAkygILuJioYSIpAHUuHQDGR8egtpgvLSN/Pvv+nbc0aW3JJkgXsSVTCdQrRn5B5Nd6SUCNeGmaLiIVzG/0EYrGUNDtN0grZ1zK/UWymIOoOabTU1Jv7R9sp0dGROtGcUlpGMz8iLWqHOSbSEhYyKGOtIZTvAOyjo5u5jPNPBa7W08u3Ml+vQtcmfhBIYnMJHARAJPhwT4xk84pq2NP+x6Xb1yXYvMp5LqOzLxaiDkJB2zZGzRXJq24VTa0SC/Ab51b0vD2dygNq0JT6NjxIOt5uFp/cXZIS8uvny9QiXehVm9qHeCE3bvrYWULuSFSjTfSqUqOYB8odff9WZFcXTS8sK07u0He/e4AAAQAElEQVTEbjf4EtVGW2zKTINM01FmCZM2cScSmEhgIoHjLYGHPgEbcVSRTPExbGJOYBLmRitH0GajFUMSkcsuTUM0Loki7piJl2HCzHSanoL9H2CNeM7qOukdnH32RQ9zQI9aFGGv7Kw6IUzHvIQwfv/x6BwsU+a6uUYJC1c+FJqWB+LJJUkybUlAT6NiGsOEpDgE8fRimKARdbgRa2M9gXYnpb3gKNY4jhPXAHGFvKs222Sri7rYeGkzdiWHfRFlHRwYetdtIoG85uXuaQbcVk6oE6ANuFohNbFJcZLCL45WPSF2YpYEcBd2t5vBM+6HeGHnTSzXSqD2v+f3xMJtck0kMJHARAKPUgLmKfgQa3DrpvkEaViR1UZdJ4jwMrP9BCnZjWnWXIYnL2lw4gQlYOcrwa2ulsQ9vIubq5ptvsgM8uRESo3UAJArmAmyXG75xMVC2g8behNty8w8XciYSMhtBrZns2lBfiTlDut2zEVCJnLGJzCRwEQCEwk8LhI4+gmY2p6CiESeydWq2RQU+Q2wkLSbdXEBswOaj1yNqsOY/j+w2I4V4TnmeMquaE1dPfPZaLvAidMzHkWEJ3WRDBEJo1E8G5nAXbcE5UFe4WysLGEAL0iZcMLoQ4uzLgJTjTUs7t4XtkkPxJNLkrTKQD9ekiIvqa3iN7daqJTzKG1O4/LlJnYrGbidnGivjoJquMKZflteofKypEyNVu23bkxTyMiRNNYBgmGc9AxOTZt+J67ZKtNDrd7G5vau7qgmwuRjCIDnsXS40veOizSq+OTa/4JP3/7XePXuV2G/ETb52BKCl3HiTSQwkcCTLwGde8wT4Dg2Nv6wK7W5cXNkkbVmB4kIeXFpOiojz5QuFozN0UVbSapj/juSEu/TqdSq+OoXPovPffb3sb5izrPeJ4uHQs5/JjqMgmxX0P4qC77Kslqu4fJH97C+to6K3RWtKaOder2nDdsl62AOatiM1xumVO6O3tzYImokkG/UOw1P12qUKr28k/m3J4tJaCKBiQQeuQSOfgLmk1HBtNUVG52D3oPYYLlw2RXdqKvRbCYnSpFZalaEOFyaFk9oZJJ1OpgqxGD//SiVTgqe9Hxwp1AuDy698r+BoVofuQCJjtRh3AeysI3Hb+PPP/P38Kv/4Gfw7/70/44/+8z/F//gv/07+K3//j/Gn//x39O00toN/R51qP1R+JjSj9Blmwhvv4V0R2R14KJEPhH9RK2WQLZ37jVw6YMkvv2Wi3ffTeLO7Zz5jrc1j0q5qZprOlNHIhuX/pFel5ULarysXt3tKI58CLs7GdDGzHAm7WoaabuIWMVwuvKqZWhIz+Xs8nYd/KY4LVowgSds/e3YX+A/2PoNfPrKr+H1219SjZj0CuwLgkYeO2dS4YkEJhJ4AiQQf6htkCfv+uaqFpkNHDOpCHHKNbP0qMuKEg9edmk6l84E0ZHh+5sxxefSgzt3D3IOdL1Swj/6lb+PL4rmWy6bXbtagDjf/+gjxTPtV371P8e//rV/iopoyZI0eEn7B5GHiDniCUXPgl44jYUA2NpTQ15bKalmvLF5C61WU5MKhaT6MqPqpGkikBcsGxr0U8nBfrNUPj+LEN9xUigU8mK2yCD8c5BBMmPGAzViTH4TCUwkMJHAMZFA/MjrEViDp2bIJWPwaSwFOzAPRgn2XbQPuzDasE3g0jTDSXnYQjQp89lRc2C5mv8D3JJlbNLyMyX6QZhZPAf+wwchiB8Ie/Wm5vuZP/h7WF35upS1oRPHQjGOV54v4j/89AX88BvTWChuCX4D7fZ1vHfpd/A7v/6fgvnY3gG+DwkRX1kFT7c6eHGcOAk9DnOzHZw+U1V49lwVz0r4jTeAiy+39OxnasY8Mev2rSRajbj0chIbWzPYWMuj250HxGZsudl3EWMTdlHIx2CXoBm2dGE/k0/KqLG5TWrCScBx2gq62CLO+rqLnVICia6D6noVz9W/i59t/4X++xJtw1I5OwwNk4n7+EhgUtOJBKwEvOe0jQ748iwAYSDheCDiD7MaQc2w4AxqObV6z17nyGPW1q3abtig+jatslvVuE7KGoL+DaEXfHBPOo7fLX/ru99SXsvzy/jFX/gp/Ec//7P44R99DQtLp/DKK6/g7/zc63j91QtKQ+fKzZuqMTN85OAESuiflwIJRxAU2egMJuVnsjP4wVeex/lzF5ArZMF/QWKJkgRqxdduXMU771/B9Ru3wM+SmBYFXIK2k3BUusWFm9kQ2zJxJR5xKTOrw5tSiJutBjY2yqp5m++FHaxWHuqQl1pMrokEJhI4cgnwYXPkhRx+AUf/NOKDWiARb+HenXf8FjjJmB8OB4LL09SEe98AG0riGOLpVjF58i4v5hntg2IxDmsjZsLt9a54OYHANarTpM5MfvOv/rFqt9lUAz/+o4uYmuoikdiGE9v1oIZMNoFPvDGrGnHW+w/i1ZUv4DN/+stguwMlHnmQ5fEErPELagkpQbw9Lrcl8hMtNuEmZX0io5CASKlTRSy5gdniJl58MYW5ab4wtWQydkQ7BqanO8qZp1xd+gB4/92OaMUpdMVW3HWzYivOolxh/wBOqo5YIniAh2YVp6X8JBBxuSiLDZgJ9W2xDddZKxes59vvbWF3e06WxNtMxlLtI3CHuEYmzkQCj58EJjUOSkCe06rhyjwQRD8u4fhxquiwnc5BzdhOzvmIc6SDbclnzAM9iBsI79FpG2s38P2Pbmi2H/nkOeSnilhfvYvSDicYRfc5y8uz+OmfeQNmEgbe/PI3h9uD+3I+QGSPNjwA54GsV6+s6s7n1Y0SKoHdzwlP47RVsUdW5gspeTmZwXPnzvoaMu3IZHz7zqpqxVc+XhENtYUd0V6Jn8rzmEmGwKndBKJcW5ik8WjKYrGAfMGsqmyXdwQLVBpV9SMdeW+IxE+QEwlMJDCRwEOSQPwhldNXTKaQ07jVZDUijlkmBMyfNBzsCWn/B1jYRV9htkPi/Mb322//sfBogfXNpk/he9/ewcrtKVy/nEC9FpO0cGbg9GIcP/dTz+nk0W7fwje/+ge6M1qIoUgNHJ2T6oj8du7to4Ck0BLEG3mRJgnadwl29/M77zbx8e0UaN9VjbadVS60B3M3sxOXSVAgmVzF4sI2XrnYxg//SAyvv5HD6ZNpUCumlrq2UhVNeBaxeFFWDZoiKs6wBGWnDid0WWHWsBAYXwI8W3pdNODt9boks0/ScDvT2FhPKE1B7MsM9HHrizB1AhMJTCRw3CTAu5nAlb0sWsgOAaZr3UlM0Mjxd+IPs4rhU7CcgJ2X9ej/t6MjekKG2QbjDmvRg7s3djXyzMlnsbJqwooQZ7tktCwJelePETXhT7wxp/hvf/st9Y/MCdX5yMrxGFODTabNxEZUq9HG+vodvP3OHT00gzjaculzN3NPKpCVoiYqYudPJTKYn5nHwuKCasbcVU16Qr1aB0/GYjgMnNBlvu1DK391BB2ShT1DWlLM5XaNP3EnEphI4LGQQCqbAmGmMIPs9Azm5uYiIZ3OPxbtCVfyoUzAfC7GYz27Hj8lCmu/cDpoNGso8FANd3i1eESl403cu+XhD9QTshwMNLW9vSVj0cYUM8Thg5wgyfzf4rXtOxICnjk1L8/9mIIixGHZ7XZRQvZybED9ly48K0vRHd09ffmjtxUH4QAu1xI8zAN7Xn0tH9ezn4bQNnmETzswYRhJS22wz57ZweuvdcS228LM3Aao6XLnM+HWzQo+uloSTbagYDVPcnSl7YSW62C73MB2qQ7+cxJtx8+cMf1EOk6a1Ihv3oyL3XaJKAWWk8vFNew7rhcKiJ6bvAhd0cSjNnTV4+bFyMs58SYSeDQS4JglPJrSxy/1COpIltRYgxrtXLKLM3lH4cW5HAivLhRwPp9SOJWK41Quhdl4tw+mBE/wG8RnAsEiWBjBxo+ZH3qi7VW7w0lPOil5HMf6mAX/7cgkOMYTN2gb5hGVmamUYIFqffDffur1DU0LOtysFYyPG14XGzBpr9y4R68PyuX++vclSsTJpHBizrwgfPjBZwXz+F/z873hwp3P586+CO58plbM3c+EVqs3md69uzZ013NbFoutRIL2ZO6mPnN6CZyIuXO6Wu7dTZnU8LdcO1oy+STy6Rz4oyZuN4AxPoGJBJ5aCdgbZL8C6N1++80ZSZ/L9jRaarMnl5dBKM4voDCVV4inkkjFe88anxE3XPkRE+g0W7i/sY1qzXvuHLSdht1DdyNaefh1YB92usY2SO7BCZVxgt3pnEonGRVgLvHkom1YPHOJpmwCKeOF3LWtOLoRnRBTdubBHMoyNNpuc5nZBbVuF11s13rL0DF3Cvfu1nHpwzjeequFO2sduNpGFiS6XqyNgiybJJwavvvOe2LXbEHWYKUsSY8YSJLwYBfbTPC4pFWOUqYX39uj3AlhSvJoqaZrlpQdkURG2tOEkyzpzmd+D/ziRRcE/m0htdV8wdwQH35UxkeXKrrreWMtpadl8cQshtVmzJ3QmJJCW6phUyOeX2zik28s4qUXuKmqJWlQjfrtt1fwPZE1T926fMnBnZWc7nDe1V3O86AdOiGvdnC6uLta0zzc1EWeysRpqzdxJhJ4YAnwXiMclJE8BgLvoAfl0svHuhB6mP4Qy+vHHCwWUQZRB9Foqc3m3AYIKU8YjtsGQSvHlUIC72lFiOPFq04aW50Yru82sRn833FXaIIX44Qg7hiFH8oEbNt71vsrwL4JNShcIaR2LN4DX+F/S+Kk/Pzzr4zNd2u112upNIcYENyNTUbrq2WUdxsMgpu/3Lo5yUsR4jx3TiYF8UsbK9hcvSMhuXpsJXJ0V1qWdA6LOzXbrsvJEKrRUmMljOKfy2Zx6tSi2njn5mdB2y7Pda6W10Cbsd0FfePWZWyuG9NAvpDqY0lNlmUbZNL/vpinblXLNf8b42s3ruLK1Y91hzbrReD3x8yXL8zRU3D05tXgxJlIYCIB5wAiCD6/JH9ONNrp6RxmRNnYU6Pd7/3nSmFy9U8RLpqdJrY31rG5uSlmKhIcoB3HJEv8UdSjXN6V952ugqiF6nNys6J0PBuv1s3XeIGEI4AqHMdoRZre51gOwFQhpiluN6H+no7wDtJs7t6SqJQlrl5Sj0qld1CI4sRptpviAm23IBMLl0jJiAAUZ6Y1DVLnr33zXx/tbmg2XcAR2ycLNUu3URotU/cHDX3DTOLqlU3wO14DST0Deku0T/4rUphjOlOHE9vB1OIGXnq5g9d/KIW/8RMzCj/36UX8b356FnYX9NpaTzO1WrHbmpEVhWkE29FusN/ZJkJ/iVxuNmdTA1evmT5PphPgfxM7MsKUWuST6WxqcOJMJPBAEpCxZIeV8uHkQtDIGA5pCWOQjkUyUB/JZR5DEhhyMQ/rQAiQMNteGi3ts68WjY1W7bNii51NJVSbzXlarSPPcWqzBGXvskANGSdQLmkImhDAu7KaVUUC4rlmOQAAEABJREFU1HjvNjv4cKOOyztV1XprSCr54+w81Ak4eA5zuVYGO4jCsz7D9jtfhsOQzZgl5FG2wHCeseOhsWHz6aYwL1IWrcsL+t7de7f9MDViPyKBTDaB2YIR8Qcf3BeMXI7AEV+rq/VDLCEJTnwuDEtqpJzYTAyg9lmvlWx0wLfNDd97GSeDl148oTZkm2l7qwxqxBao1dq0KJ91oc34/LkLyoe7qYmztFwOt+GJP5HAUyUBPs8I+2x0ztNol4tz/m5j2mhPzBcRtNGKFjTIOXyTh+PhHEwPTLZ+MvESaXY6KO9WVNu9t7KCHZl4Wy1plFyS/ERcZnZ4CE3h2cs8h/mHP/F35MUxi9zMovhdv+Qo7dJPHDtgH/f9GXaDu6VJQiCJ9RkeC1zQDuyC9WZmB9TmIdqxzU6Nm2DjSwvUgmu6G1r/vpCDh8DslugwfPITmGuUMN3yJnvlS62RoJGhDqtEAEhLsKQMt5B0tnDmbFXtvK+8Fvd3QZPq1q0mPQX9VEhDQDueFButA36fW+ZmKlcq6KVBej+WrOPMs2nkPXsxP2nid8EWKuWUULN88SKuvCxZ8wStuYUEzp6r4pVXO/iRH3PwymstcGMYs7Q7KfCb4I6bwY532la6GpQPqSYwkcA+JcChTLDZOGkQbHwvn7QES0deBBu3PieoIFj8MD/AwwbpD9Vo08CL0ymoRuvtOqZGS/ushZxotA7aojAJWBttsO7D6jIG3pVnqSsv49Rwq8mC2nVV0y2JprtZxe2KC9p4qe3q88mXhTBnw8SLvEalRWZ4NMj4wy72k3/jl7TId955G3b5lghXOph+FERpnlF0w3DV+uBuaaXVHtXQnk7ZO3c6ijCYVhE6gv306ZkL5/0s5mAPL7qPsr0cY3urq6WxafcmTOpkRk2T3+0qvdTd7oLmjuXl5bOKppOSm4h+o56hNxJ4DzfaZXD5mIQXnl8CtVlqsoSgps10KZaeD2srJays3MLly5ewvd1rM9/iK+UmaGu+c6ustuHV1R3sbJf9vPsNTOgnEnicJMD5J5Z0wHshaKO1dtri/IJotEWBvG4yPZK2cbLcg3FZNNz7G2u4JxruvXu3sLK92dN0h+Xlg2NYmsWHHxYWf8z8hzcBszME3v/WvxARtJDtukiJdiKRvos7jvsQGomW5v2VLU0NO+1o8jDZA8ZZiCt6HED7tWXWwSzW1hxcu1YFvxNeWsiD/57koIYvfvH3UBcNlW+jlv7QfFMdtG9/gMXdoIZHOwlh75J40wKkJRj6xcUOnlluQXcSx6tUXCGvwuA3vNwFffqki+XlXW9FqoFmy0xy/Izo8uUmPrgE3Lw9jZs3ciKXPErbs1i/n4Ir2nC93EFtK6UFced0IR/DVHFT/23p1FIWbrsE4nMFR7XvV19u4VOfchV+7MfS4idx9mwK3Om8vtrGl754D9/9zh3c+jiNhtituXGsUktJeAG0D3NHdvVGHZPfRAIPLAHvfvP58OYh+IgxAkH6MD+bXSYbRyDr1qAgK1RZAX43GwVn0g5enMvhomizL81kcH4mB2q0BF+jFWUnR63WrcutHAOEvwTMfW3LDfvD6heic50EfAhqt07a126vVZp4T16G31sv92m41HK5UsqiQmx7UdaVMRIRGB4FlDHB0jBMsPFH7McfdvnffPcjLfL0uWegz3qNAeWyPNwlzO98xYu8HDHGRyYEkGdPzupmrQDqwYOBg0GCky0ZZ1NxlCr8XIkxoFLqYHfXxPmZErE/9qnn6KFZr+Ptr39Vw0flbNw3ctwv/7HGJAe8EMql7Nvy+uG6TSSdOGbyBRQL05grToEHYCzMzsjSckrp1kRTpTbK73rfeusy1tfWUSmX5b5vanrYcQRRb1bENdfJ5Wk9NSuv50Q7SGeyqLsdKR0g7sKLF0D41KdexPTUSXC3NXdKM3dV7PYsn5o6teq7Gzu4/tbHTJrA2BKYEB6JBHg/jWLsAFaDtZor7bGEE/OLIFCTtcA47bTxVLLH1U5YPYyZcG08nO5IoTbtAL6DGPhtLjVbwn2r3YqGy13LtZ0Smvxmd6+2H6DsxzFL/GFVOtGp4frlL8gktCUvWweTfj6f1+rGMv2TzNQU7ayapI755leDgw6LJgymDMf4Nl5ngCaRyogGXJU2yZukl9p2C+B3wuurdTixmmiIszi9zPQa3v3g3yF4KpiX5YE91oxvxtNXLmGqURd+LQ/Ee4BrfqENOF3DgYV0cmJTzYGnTXEGpA22XG6Itt8SLTiG2dmyQEy03bZMsk21GX/qU0n9ppe7nnkwBrXRt97aBU+7Yn7DvOe6Etzk99wiRwmiIJoxNe62FMg0nv3sSJgQd+pIJrcUZoq7uuOau60XFxNIps1uaPLgKV30f/i1afzouQ6DE5hIYP8S4D0QlYsDkxCVNgwX4MVgVjRbAk+Eohb7arHonwJF7TXnaa6+9ioaLMMWHIk71kY7rMwQvqetiuYqCo7dcaw2WScNa5flN7dBoJ3WAjVawiVqtSvbuOzZboP225poWxb2K6ZQlfcXZWEEm4thgo0/Yj/+MMu/L/a4YHmOvC0F4wyHcYMnZAG5dIGkPmSnY374wAEnOuc451Nzydv+Z3G52gwwcmFtwT/w+idUM79y5X3wmMsA0aEFV9buoNHgxHtoLJHRAz16/Ljj+fqNW3raFP8FiRooZDLkPxBVGzUkEkmcOjOLZGDy43jnN720IfP0LNqTqZFuy0IBd1Fb7kGttyI2XOKpTdMPg+OkkBZNOC3L0zatWqmJVs3SgOmZBXBTF9Ps/xNTE2bdWwHtmukTeIolMOS+D0qkL2yGVx/qwBGPV1JstbTTUrMlDGixtgDXy2Dj4/hWo7V+IA93Gfdrq9vg97WEe6KxKohdlpprGLgj2QI1Wp5E1e3Is2e/8gzU52kMHv0EzA4hiHQbnbvi7u/iCVmjhl3SU87CXFfXaR/mEigB4CQZpumLBwvx6gvk0GjW+sjCp3jN5I32XdpheUB9twkn8GLBYzB5QhZtweaTpBKuXrnex/MwIkuNdSxc+VDKlptA3qQhb5wGxuVu8/V82l6Fobx3u/SUEY96fO78PNpOS/FXrq2i62YlPSFLS6L1VqpIJjq4cL6NH7joyhJaF8Wig9nlLhZONLF4sqTAb4Pf+EQHnGC7bkF4FHDlWht6wtXtnP/9bxczoJZsvw+2fq02i/LutEy4U+i2HIVcWurhPWioNdN+TPjkJ4piQ25hZm4HOztxcGNWVmTkaIsmzlMtAfchtZ6DjSDF0eP4ow2X2u5zUyk957inybZBTRbyYivk+7vIXO5GaraqxYpWS831rigG1FI/LNVBeG+7jss7zQFtlTuOCTV5fowCii0IrCTttwepMvM+rRB/9A3XERNZDRddHz+cyicZGeAhHiMJgokysi48/5yPaTYE4cX6T/EySNYtPDEzhfUPfgL13Lki0bh+7TvqH7Zjdj8nD41tvmBeXtg+KwG79EwcC3r+mWV6AgZDm7BEwIm6Kw+CeFpWJ0wS0X2QLxRkef4s7I92W2uztbhafU2/Nab9OAj2W+Ht1U3cubuFnco2SmJXLsmDxeYN+rQRv/GJV/FTf/MHFN0oVdSfOBMJPLAEhozvKL5W26VN135bqzZb195hUbkicN6LZjil2exgu1bW85GtJkvttVQuyepYBZ12be/To/raEy5hj/iD5N2D9ZOYfAwm4PDAYw8SII9veXj7UneQzeQR/rWCJOFEL14td1QDnp3KCVPhHRy8DBM8WilUaGzEvINSCzcYycuA2oQZdrRObEFV7K6ccJnZLkdDfuVyDLFOGo7YgpcWZmUZ2sU1WYaWpEO9phprgd3PyQPwZp4eUHO03/SyfUGG9UbLf9FVTVi0YT4/enoykHRcWQeoY/1OC1c/iOPt76Vw/cq03PyLoq1mlJ0jNLMLm6qZKkLeuvOFpu58hmioBkxK1y2olmx9arIE7mwm3Lgax+b6Cej3vqUEqDWbnBDNXPo/dg+0FcdiWzh3oYPE978hpbUsycR/iiXAO5kaKcFqpdRMhwFpSOuD2wJ5EPiFA8FPk3FMet2dPJ0DdybbHcnUci344g8+i3xkIMBCpDTea9RsCdRsCe+tl32NllosoSajnEDt1IJyc115uAloJOQMQSsV60fQiDisD0GCeo3KqwSeQx4EL/q0evHHpeHmg5+D1bZcLmnG2aWeVquIPZyl5R9UCu58LnDyllirGT3Cyt4ubhnVyCXy4CTsyBQkWfyL/xOcisdx/fotH3dYgavvH/7OXu5oDtdvuljQncdhvDwTfFTbbSPlZDVeXJpTf339jmqy3/vueyiVtmXp2MgxW5zGiy9e9M955jfF589d0Dy03TLM3cs8WCNXMDzpv/jCSdVmqdHSpswMtCevru6g3Wpjp1wnyodOo6th3vMz0oYLrzyj8YnzdEvA7jKm7ZVgtdKC9888hamifivbi+d19zFpCdRk+T+10zK5EmYKM/65yEwjTeTuZAz5cWIMJnHABuMSNhrump6FTO2WNthGoyIp3uV4Pr1gmPEw7JUeph83bvlaf9x8x4zuqKtz+BPwgMCJIJim2KXgYnZWED28RLyLD2aCSePk5yVEevyTBZPAPAQTG+ZyN7Y8/QPJkic86AWViE1jqtAO0JlgzyYsRKIHFmRiZk0JvYNFXNAm7Dom/06laTKLy78obLdvoeT91aGgzEUGBBPbl8ts3P2cFS18XxlHEHO3Ms9yJm+SJWSGJcS7LXmt6E1u3ImcceKSCv25EuInQtlCAsWFAjKiHfPfjThh8tMkaq1vvdXFvTsZlLZnEW/lkcjU8dprLbzxKYC2Wx6uEXPKmJtNYmq6jgvn6njl1SZ+/CccfPrTU/iRHwMW5tuItTdFqxXNX+zKPGv6U5+awm6lhu98b03rYrVl/jPSRx/lRfueVSjXk9heWwdPDVPCoONIiwlB3CR8cAlQloRhHJhGGJY+DC/d1JfEOKEP2YsEtVJqtrrLWMbn+XwK1EhzbgMEq5E6bkzssIS6+O0eyOh33LrQthW4O5n5wzCb6oJgePZ4QO4PA726DYT65CGqh5MAT4uitsuzkMO7i11hQO1WPHMRYULUB2wo2g/SRlP0Y/msJFgs8xNs3PoWZ32LZ9sI8uzsfw5bgkPyWQbhQdmRB2EYnxFjbliWID4ejBxKOCzwENM9N0P59HswErpKPYaRnxwJzZ5XuJhA/Lz370mlwHe+/fxE+m4c6VRW0b2laqBSqWBtzUwE1UZZ0+kU5A2Z/ubuLXqHAuVGCbXOobDymSwvndZwQBwm7jbVDzq0+4bpuCO5tF1GpVzWT5Yuf3RPdyZTo6UGW6129ASr1bsf44N3bvjsNrd3/ZOxLPL2HfKpa1QeRyiLnbdSL6NcrsgkXpf72JROmzLtvNSI7S5qzSQONXBq34S6lCGoyfU4S8B0+XgtkNt0Ru47q5EWRLvlSkv8o3EAABAASURBVNR4mUNUwcknlLRndNSDPJg5UEZTbLr2e1pqu3oWcpD2cQpLPzxO1R2rrvsZhxEM956AA4OGb5FB6ONHOkIfclSENSeMoOlLclDIFnwM7arb28FZh71LMCS0+5pQv9v3ptif1BfrdLNwEqa8brMrb5JxFGQJlDXuHT3JGJBMOXyfQ1BbT6WT2N4qoY0cuvWczzvn/TnDrZuXQVn6CWRF8BF7BxwhOd1Yx9R3vo5Uq6Xv1oLyr32y8/K1kEx3kM3Xdaezh5R2uAqulEKweIYJNq6+V3BebPZdCfNTpdffmBVtdRXrmx/JknMKJxY7eOH8DObnc+pTggk3iY2Njtp6yWdutiMyamJpaRot18H6eh0rd2oy4bLlaZG5I7SQiRg6ETcbNcRiohEvVvA3fjSDM2dFW3fKOH0KeP1VrrhAd0F/73stxNfvswhIcwyYmLhSYeEsgRBeMRNnvxLgZEII52MXEphGCKePE2d+S+d1G++prNhdCWp7zTvg97TUUKmt5kTTpZZrsw33PYZDCbx01oEQpvOS+9DazqiEHhV3L7tOBtzBzO9sr+82EdR4e5THLOSIEAijqsWm670lAblGkT5wGmVNeFBG5EHYg4+0HhxzYRh4vlBGBI9f3PNHe16Gq+9chwX//21H54xMzRQ4IbHKkcmHgrR23z2ZjajG2Wdf1Oy9ZWeNDjj2gJDgTuikk9JPmDhZ1we+O3Xhtnta8QDDfSLM7ufBTCOaNkgcwIz6F6GxeHpEjhMTrl5EQpyInzt3VkLRV6VRBXdB29RMKq+TPu26xJETd1cnHKdvXBcyaXCyj3VTaDZa4PfI9UYDZy4sgUvfzIt4Di+9dArUji88v4TrNzYUPXEeYwlEPMTT6Txokw3aXg+thTLuQDg0hoOM+F2uPT2K39k+1hrvYPMeT4wzutpJ7ztuu8LCsUdgPBkbnTk+krXkLd27gj//4/83fvm/+iT+h9/8BfyL3zHwD/7bv4Mvf+FfiobSgj4N+ZZACDMkjhDA59IZickkFPjMqKCTsqAP4erZhcdgZm9i3lgELws1Zfv3iSTh3yd6SQOe3Z1td0JzN7TF7ZS34IpmZzNxJzTD3Akdj9UYHAZ74kUp9M9+Zh33zBBBEM5nbK8d7dIguQwFxblBZDAcSmjW2vquy0xeSCdTxLeQz7U0TM2ZG7bIhv9YtLGekKDdiQ3EEjUkhAE1YH7+tLJa1Tjkx+IIEkS53BANuYNsJoFcPqmQzHSBegVTosnzFK1kagfT+RgWT1Ywt3AfP3WmiefufRWv3/4SLm5+gIs7H4CrCQkeJuDC+0mrOSYIHmbiHZIEKGPCA7KzGq+16wZturTVGm1XCpKulKF08NI4BvgcIwS5CGsd6GH+pA/S2bBH56pdN6GartV2+X0uT5Ha7MZQQ1LZ2mzqM68GHqLDMgnDimQagXIhMEwYRm/lNSz9GOPZLKvhcrwR+C9SwZ3tXGGxwBUXfuOddWWOZLvIgL1KOTEuEBcYetUrJfzKr/7n+OIX/kQeck2cXlrG/MycAjP92Wf+lWrEDO8HOFGR3kGM3liQD55vGpmDPWsSYr2gQRzQnfPsoDZ7Pp/XYHCpWRGe027WvRBg/1Ric2MH5VrNxx9qQNp50LOfbT0cGwj41DyFdQAzRjDIyMvcqrchbx99mZPy4Ek6vWGXkLgr0zGJqgE58YAO4izw35d4klalEiVLF7QJU/N1vcHtyNPW8DYcuBTO74SZPlMsgDbpNbFD1ze3wA1ZhN37xmZvckzcx0EC1HipbRi7bmqPKgcH6R6k4WRvXIXRQ+PD6L17g5oubbt62tTKCnhGsq/tejQDvIfhBwgniLElYIeE9aMyitztbnlqtXa8FbPGRBmVxeL0G29GLH/hxaiF3pPQYjw/Hr+N3/n1/xTt9nU8u1zH/+n/+NP4W59+Ab/w8+cV/u4vvIaEs4H/6U//S8Q7t71cEZ4tWJLskq4E933RzjoskzmaMlDQMMIovM3GG4YQoKEW/PzzPyUYp8++Kwi5mNGRx3wMxeyUxIFas6NxR14sUmkHyW5S3ndc6DK0aIQk2i2LZsbAIQDfxrj7mWc/Oz4/vm0RfMS+AtPT0obYjrQDAq6flyGCj/ACGZlMHWmlFzWeV5mGvPlRy/WiJk1cJyMTs/i8OBk7otfWah2Y//8lFshls6A2Su2Z4MSlTgI8GpNxQyXzu9bSETeBmC5Bd7U2rltH0mkJnjUwNU85WbFr57C+UgfbuVzZwtnmJbxW+4rCj5b+GD/+9j/GT177N6oNZ12Z7DkmCLbAif/oJOANJI572ne5k5kaLzWOPTVdDgG/Hz1GB2iJ1VxppyVQe1VAWsZdBkwPsmWcdATScSfztVLT/16Xmq6FYL7jEuY9mJX7mKtDBK4U9QFXjwiygqR4hgk27vnss4NLfYQ0HOFKGEGyZ5KwkM6TZwV0RZd1JXCMGS23CI6zwX0EMqiYlzC0kCSacUkUUpYhob6LSdCS+9DAr//z/xpXbt7Fifk5/OzP/JyX2hSfnID8VBEXzxVR2ljB177wruCHXIa8L3EmP90Xj4q43vL08B3IvVzT+VQv4oXub8a80B5eRP2COc6cPalR2nftsnJUnbKpuNLx+18NcHf0VEaDdBotU1C1vs3owcHpZd0Sm2lDbJ49zIOHpqdMezm1jcONO6CVzjRPg9ZxYGQSTEomE5rMiZuBltuhB+6K1oDnpDN1DQWaC0fs6qPutYY8KOJpr98jCDPptPK8/vEGUolZDUMGf75QwIwHxVmDn2jDnniOkycDKZdNgVoI/wHI1y6i6hjR/z0yYdSL7CtkNVfaaQnbG+uwwDjTgwwZ3202wDRqu9zJzO92gzR94eCA70uIiOyHNiL7uCieGnev7oD3xN0SQOCK0X6APMYt71HRpWRspdN5HV/Ucu332/uqT2jcse9H5Y9rYmA80qZy/dqbuHLlq/JoquFHPjGLRGJbwYlZzcWFI/bLH/iBs6oFv/vOPwPzKS/rsCIEL05t8uRpc7AFJzMPPdRzRIu0k/BQohEJLdFGuVN6gMQZwBgE60owMcjT3obU5+YeDfgOhUYwiETKTLb8FMnWO5VOaqJdsuaZ0IoY5bB+CuIE62PzeEXyDe3E/bsQKpvi+SyT4EX36c3PNsHTraSH5YVtkHuYnaULV5V7D+rUIEMZUt4E2UbTFzF51Bv9ZRUK0gbHaLNkoTQyWXvNJ0qBuaiBM50KTqfRVZmwPk6GKQZYn5jYJu5ecXQnNP/lyUmWhIcLXSqX1vKlI40qllJreK70NTy7c0XSH8l1fAqlgFkb6zNMUAEHkAwSJI2eBY7TgwI1EAvURKzGS9uar/WyHlKmf3GAKNDxsfsPSAOovVqtlTuSo06a2mzFEATacElngfE7m7tKYzXdyJpJeTpwIxOHVH8/tENYKJplawCwWu7rK1/CT9z4E7zx+d/GK9/8LfzU1d/FD6/+JT658Rl8cvUzuLj7DYVXd7+CH+t+oweJb+ON2rdA/Cu738YP1r+Hc9VvIzab1zvMK+bwPN70hH1wZHMJHJdzsS70lLK5nGi5hBR646uu33/zuWDZc0wQbFwb5fcDnzXdPrs++55zn08fCsRDcY1+5fNfUv8Tb8whm8uB/+hDCFaE4ZnpNM4sxHDl5jbG2RWdSc+AGnVlV5b2tARHXev0xyDj0dNmhCDv2V8lOPIqFLoj01VgpAgXRlwY5OaubJd8rLXr1upVH2cDVqu3ky3x3AlNny8c/FMGhi3Yb4xtfE8/or6123uffuWPjT0LAHL8Z6GIcsbIasQqhdns3JUclc8RmRJPm6wjGnLbbTMqy89N9a2TT3OnvI2N8qXQQLKd4InifWnrYzXvndAJWaRryotCVVYSLCfmm86lka7eZ/LTB05Ek61wbBKFZMPW92hS2ZQs8ecUqK1aoFaxH6CWS7CnU8Wj9oFE1cPWh7433vy3PeLGAH5/e39jG1ZrLXmn6Y2RdXySKDmPn/vwKL1+I0NquTxV7/pbH+O7X/q+nih3+84q+C9ibbT42CeZD3yxpWx5XzuZjDyzZRLyzgpIyGpXeiaNYjbr0z/qQNLbsTw9ncPJk2dhtdyUrmAGBLHPivKfpXhCWXm3Aq6IcNxwF/tebOI+gQPVYj/zp7+MS5d+B6eXFjA/8wO4fjmh8NHlOC59mILbnZIsQiyilgDOnePxjhv49tt/jGRihygDvDEIJua7C3NLqOg/DJFHf4P7Y36WkYHwvyHlZooj6Ycmsq4ES8CwQNrZ1JZSm00lUpq652EiTkfpzJK1o5/GEBHUyJ1EAZ1uxMCkEBTEkfKZT0Gi6nsOT3Eqf3zTiw33KOXhqcGUFubne8MhmLJX2C9DAy7vR5TrDZFbws8qtyW47MxmGGgjk0nCFa2W2aplYpNC31KgFt4207rEh19SmiSSg3hyNUUDhpRMbuKhUOCyc0NSzLW51ULXnUW5zHIMLiW24VarLS8BdVQrLfBhguYOpuq9ly9D+ZS4KjyvrcGwh1JPRW4SGaSdkFoqd4Vae5m1mVGjIFBrHQvcBoJ0tO9a0LL349h7yPqhvNRmXCejWovaZytNvOedqUzN1mqto7SYEEsTpVAIJhbtugE0wwSi9spHmkMG2m9PfeMPEf+LzyD//ruIr9xGstUFv6HnfonS5jQuy+oR4jkkkBRw5PZy5V4CWvUYbzmpkYsaN15qqA15h8WWu4wbJ34K7TjvbUl40MsJMAiHGScICT0CtVwCxyZXUOyO5VO5FHKtsmi4dQFRAqzsJe+oi+OQ6Rw3XB3hyojdvc7vtQl23IzDMk5mCkJNLZY7niGiXVxcxNrGPS/JaJXl3QauX72jOOucOJHX4De+9WX193K+/9EHHokU6IcMfy86lreyual0sgKkfpRjaaLSxni2Uwy4/rHRMpNif4zk4yHNZCuD0Xv789Dq2V2+jFTLHXpIx0+pf5ycXC7eq06ve3q4IaEwqSOarZUvb4JwNu5EJi6RSIoXzg3RxCNeTIRy2DXIoUdpyvDiUhn+45L0Ehp1YzLwUkCNnXZgTsQWF+vs2uDT44uMRjY2lG41Cmq5hSnzLBiZP5xoNdQw/iHFqbFY++zK9ib6zlQepw4heYyTZU+aUQN6z8wHI6A9d/Wyed5bDrmCuQ/57T7PYm+1mj1N2BKJn3TMc4P3daNuXmyTTkJeZGOS6l3D2rRf+QX5BMNeMfTI0q7C2BUXjk27gkkaefNX7yAO7fp2daQkKyMtb3/PQXgZyUlO7nr+/T/8byRUE61BBO/GEXOp7UKm45gP5XIM7Ta1TLbeBZehn12OobTxPj732d+X/HtfFFCQyhF7bzAeDtvzo8P4/cWd8cgdoVMw5GbDlQs7wdq6+JutRDKGknIC9BMrkZ0jbSo43KZOOQF293O5XFLyE2eZpsEDOVwqyjWbB8jbkjwE8QJXzCkjm40j4SYNOI6+5SaXFII6AAAQAElEQVSkfYQAaWSQGi6BiS7MS4YreU3riQUSvCkFRzttLptCvdGQedrBbiU0GWabQhXObXhY15EAQTy9EpKDoBHlKiHRetqxQA00mJQEgnhuTCm7MSmPO7MdsQe7bfD/hVuthhA8hZfKyLSb8uXeDmoQFmgvU21ClvBeLRbw0nwGp+TFjRqu1Q5MbuuSC0HiMqbE7b+kj/oRRxuj1kKg5kJNN6ixUMsl9NWAdSb0ISXiNUkGkIw8ICwnrgjQvkgbNuVFoAY2Ckgzl+zqiUrkJ6Uc+cV+pd03/q1vY6rR/8KZL6TQbWexu5PB3GwHy8sZUBN+/4MO2h1Jg7lv6zLpuq4jq0qsrhlA1uTzTuIF3Jx+ngnRYMij0/bAsgsoJ7aB8taxmXZwcaEIuwpjV1J0bI4x1qjZEvyibd9LYcRz3NCub7XcgfHiZxwvELdkW6surnh/kxdtb5UaeMQ7skzjBdU7sWx2jl7+8BsaP2yHS77ZzAHerkMVcWTZN4TaM2rtvXx7cmRSzWZymoebrTTAO9AEBlwnGVNc2f+nJI0eipNrro/FJzy+E2JbJYQz848SLG51o4To720tRb/v9EcxTCRJ70251WprjrZMdgzEsNuf5QD9RD6HAcUil6wPg9NjyCPUkTGxl80UZkDtlprEs8snQU2CcKCzlMd4AB661Jxeo9ROt7Gudt1x7HMj6+LdWGRPe6KVk5UV5UX7Im3YlBeBNuxRQBrau5mX/EaWf4iJfJkPnkBnWW9vlfHO+1dw7cZV3L61gXq1Dp4ix3TahBPJBNKZLPhiXS835ekoL826UuiA97jrdjF1YhFH9aOWSzlZmRemijo+D7W8wJil1kuNV/n3hpVGB5y90r0McX19A9SGK/ob8qksFmeXBMOLXCyYeElekjbWxNGMTAN4uhM1wytXvgXuoOZbCamjoFDIycPW5HPRlXBv+ZnY7Rofxj1ckIcjXRyMjxduwr4g+N8h867xQbg4Av7FO8vVb1CvX34TnPyZlEtEPZj7MpJMpJJQ/6gdHsCR7rT3LCZcw7QYzc0ybH9W7grmiVExp4blpRQKM0m0pXdiqIvU6xj1MxJzhNpC/xzMOnCzhuPEVLvkBqxUIiP8m8pWblORmwbVMf9DzFyO4OWmFs6aEHBMmUBCKAisK8GQSF4hoD04EToWjedcg5tJDOGA6zgO2rE6Cu06UpvrqtkMED1BCN6rWZGHgtuC1dhoy7X2Mmq31CTsyVKqTVgZiJwhfQCRm0X1+yQg9GN7Mekr5u8hHizksaO2Qk23KiOEWou101nNZVSNbAXIit+CK4iMKBsCNVVqspTRRVkFoK2bMJtK+DtorbyM31Y7I+U2DjDPiVxS+0LrQtlaUMThOdxLYjZzJoUpAX132+mTabz0QgEXL87gmWdTKBZ28corBf2SIJubQ7aQUCgUUpgpFEDfkRft3W4G686zyJ98BmfnZkB5ESg7go43kSllHASg9yM+OD7Dsrdabnh8Pshwsv3j10IqwbHEb7c5dnyNd5wB5DMZHohbaa/c/a5S5adk+VlD0c76xn1s7/aXviwasH0j5p8M9OWUBgTjy/P2O1PetjGRVSyYfKjhamlb+eUyRfWvX/uO+uM6737d/EtPRl4aovP05BDc/RxN28PyZaUXO0AoJNNxONiaRr3pJtJJZPLm5mOv8GHq0I47DmPSWOYMexCuIiddJrXbLRly8kDiZOzlq5SNPZ/phFSyIDQMPRikErEBBslkagAXhXCx98tNVL7HDcfvHrPTM6DWRaAGVtivLZdaAsE2npOFDR+lH1WOjCnuYC6HdqN292Onk8FLEwk1W6tdGdkswsrHPu/6mheUQV/C8Y6EN3NK87XCz5xdAE+fs18kcFWM57XXayVwxez779xBabtsoCy+AE+jS4ipiQzyM/MIa/wcW9RUKU/KljKmJmuBck8mHdBn2kxgBYYrCsxPnuQfCRwTh9wP1HyrNaMsRJYZhZRxGIUO4+JghQVW7lyWybCG6cKs+EmBGOA/BsnNgqDlcrsJcXvX+WemkRDticvQ8VhNn+PCpMfCI02lwg9AdjehR+ogKdQG58gbrEQOdJXLbEMK5vAL1t9jww7yQXCBJG2yxNmG+ztvSiKQ07OrNTjSkWyR6eEJ12rVkcRRSCMKTWGQ9o6svAgpYkyH+QxpUrykNlMCconWM90Q31xuJ4fdUgatekIk7widAeO6iktoxxp6dYW5XH3YrsQsHeVCDZi0Ld31nEbX00wtDdMItEU7ySqDUjbHhCmZ/BWhKT2HWi/BYrj0ZcMc25zw/fgYAVfaXS93tPbcib1cK6lNbiCr3DPkPzZ+gNBDaMO88EG8YfUI8aImQaDmYTWJV5eLkbYyagGh7PuL8t4aO4crlAL7koOMCXnIu9JL1E6o6VLLvSamsfe267i800TQtivc+4YOi7KyCMqDGhrh4sIMzs/koFptvOvvyI5cAZDa7+ti4QSbif3HsIdjWwgfl2r67TCTsC95ao69HZYrMNVYA/eSUEYmU0s8AnDj1i4+uryGS1e29T+2b91q4t7qDsreFwQ8OrblmZF4v/Mlm/dfo17DVuIctp/5hGj+MQ/kpVtoObak91Sm1FwpY2qyQeDKC+NMI5COqwJjyf8wZCVy4bji7nir+YpQehf7ykIPu7+QlMHnR9zmur+xCQBI6QRpu4OluOCysKWjfZhHK1Z2zUPS4hcW5nS5dm1rw6L6fbLqx4yIsXxXbpouWN4IwrGS7q9sjUUXJrp+/ZaikmrX0OBQx2zWQl993VZX6Wk3nirENHwgh+IIyK9RqozNhlktcTAcYIdMLmNJ1Oc5yXzT1UiEwzfhMJq8CWE84ywrKfYihvnNrSNLVAwHYVjeIA3HbDB+kHBelsr2yucGdrLTPrYXvaazkRroOX2ovkiPRgZ5IDJGcBifYVlJLzAjmsRycU41XatJ7LvsYWUcBj5qALDDCRH8uRO1vLsNaif85pJnKY88YcrjQc2K2hblQQ2MmhjlUcwWkIqnVGNT0sN4kCujKEc6xKK9cqi1b9fqsN+Q7lvjsvyi/EBxUcnERZHQVJUrLGJ5+az+i9jzF54Bd0RTK56eWWA2ZJwspvNFpJ2kxB0TFrtwZm4WxW5TcBGX1+aIlKNHcTwRBkoKSEDqxxcF7o6P3BUfNVYH+I2HkCVo4SYFWvKwrdN12uCys023frmRhNtN2Cj4ORKbwKMp290dqi4GfApJjWy4lA8XM/lpn9IGHLE+2nDQr5Q6frRYjKMb72lwSwt5P60/kMWn//Yv9aOiYo5BXv7obbTbKxrJZno8g3+4oImeE8a7Yt8uu2Uv1XjBehrM+C61Xu5WvPD9P0Lmj/5HxFdW9T+A9+LgiJ0FChB9oUdtpM4uSuLuStfXbBPxptp8+M9EbmsGEI04ITldD+DG+phQXIQe0oTacGURl6WwDCCVlvEiOL4lJ0R7CWumQR78MwjDpeeSE6GHMSGbj2/VhKRO9EKpCa7+S5IjrTPUkBWeDKhlpzN1/TZRyWxiyE9Im7nZzU3Iik4ozbRKyrH4QDASxfRRhY1Kswzpkw99AvPw3iVInFFqdARfyxUbJXcrR2kSpg2S8Vhe0hppqyv3kdVG7He6H5bKRsuV237T++egmq6aAYlODUGbLe2NBGq2ry4UcT7P045yfdotNSsjCxnlnpY2IBI+uxQkRaombv8NRYSm20QiBsGVscg2Uctle6zmzp21qrWzPU4yIiOFITCYMhrD6kRl45ghSO787IzcmRLQi2UHoF1GIR9DLLmhwH0ihGarLMvEWcSTbcFLi2JNpDNJeWa2UKm3sD77Cu5kzghHFk6QoL1UThKhL96hX6P4ss2EgUJNHV15NrFvuJrSZ/MN05OcEMbvFWd/EFgHgfgwehGpJLn6RwIS6LuoJVv7qhm4QH4qB06GfYQjIkGtegSZnzTMxprn3875VKMDV69cH0mgiZ5Qb928rFE6BWkbfQL/cIF+EPhJUhTe1nncJewgTz/MzvIiV969hSvfvu3FDs/jm25bBoPlmM9nQa2YOyDX1wZ3W+fTOUMaqJtBDHcdmczscZ7JCA14eM4RKdJXcg0lcJy9KxjO74hteijDB0nYuyoQEe2vhFDlqdn1tLoiCr4td5zC91f0w6I2mm4FN1fugecoUyNpBe25VgbSRLZ/RjR9arUEaraUAWGk3TDcGEeYEYJ43h8EixMSDQbpmE7QhGinLLZpArV2tmdczT2a2xhYK58RpIVF736OoFnfKqHerAykcEc0nxE2gX8/yrPWy/WGvGI4WD590iYN+nvIaDDDCExQ/pbsoPylTzne2DeHugJh6xXhx/Wml4Lh/czEy8dlUjAmwegyXXlL6oLaID/BoX011pnyaSQAMxlWMTDRkQ2FInDizA8KKXmLN8bF8iyZqZuNje+bXdAt6KTKDiPY7Kwbw/QtSHztLv9gooViQdroxgUTfbFOpZ3eEjfr64Q09+TAErbTz4z18UGSvGR61HzjpW0k//3vYfF7nwP/+SjVagnReJermkG0vMnfcEmi1sjot338vo8wP+/g9R88rZsw2tLzpCN9zKmBwHjwZCvGg0DapCOlC+SyZim+1SKntk/m6uDzo0MD5MWyqOH2ETHBQ5AXIZ6OKYbPnbqMt7ZoNIoY4pBnrJuSVEdPwZKAtA/SYqmnaPszjQ1c2LqDgaq6QkkQL3hZDSwRb6nt2NdG0w70O8W8+B5QS2U6gf86I4UGWUWG2WQC8zA/wWh3BdHuUv4uXC6hEbTe0gfKjGNMA8fXoQZC29vdZhPUdK9tVrFScdGM9+qsbY+1RJ6AbTu1fGs3zHknaVGzpQwssFd70OM3EJJxM2B3tbJjn/cBI8KBnSJg6p8AfWpSQS1XvztuuLgtUJP70oLHQZgELuEViB1ZkN/oxt74m0jrChWL4bOFwDDQdQu4ck3uBa6Eub3nCO2/uVwcnVYCbr2r90wsKQpb18H68ifQQNowGOay0S6dYQRj4sM8bD+FsrM/gsC+CQL76Zr3L1Xsl1D2/UdZD0I4J5tM8PCBYe1hIrzw8qrV7IZ9D6wTXZBPoMAgOhhuBexuFu/K8pMNR/nS11FoH3frXm9iJNJt9y8JEzfsoXfz429qckoGpgbEGVafYN2L2VmhNFelUtEAJ2UNHNCpfHQdrmej3y+LYfexxVt/c72KddF2w8Adj/WKuSHD3Vh3OyOq4yLlZDEjS6A50ahHEEYm2XoxkeW6I8silYFgPkduANc7FMSkRrttTtJSCF8QSJHUZWyGAiDpgdjQYCyeBHcVD9PEqI1Z4I5aamoE0tM+OZQxE6Rx1PKmp3P6bS41PPIYqd0F6x1+WJHnMQNqILS98Ttd7lxmewmUD7X7Z08se3Zso+Gn4ubl6cibMUx2Msb8skXWrD81XGubppbLtoxjn/b5MCC86B0lJJOOjlVqq+fOiqKB6B9XyPjdPMQPngAAEABJREFUbzA1l82C/2DG/RKVegXpggxOj2BhiUvPXuRhe8P6Seph+4b9s+19D05tl8B+GugjNokgeY/qEhuwsA50tqPamyvzEh+6JiG8vGo3HAVtsU6s7X0PXMPtW28Ofj/JgSqQSs9JgeZyAxNsckBLhLy8xwyhuMFJTqJ6xUz1NBx0ODGHkxKiBWytyhI0O4jADA4dD5hBgJpIae0GuCmN2tF0YbZXD4rEIy9mvQHrdFDx/lzC/iUhaw7Bt5qu5HXAJXuTrWm8sMv6+CCJUg+IrFwBfqcXv/ottfcGqytUfRezEPqQfZEWzDewFsnGEIxOsLYWl37LBSAp4SQ+/Kis8L23Wnj/3Q6+fymDm7ensbs9p9BtzYOgtmJ5Q05IiwlseUVsQbVyW9LFEt2dRS5/FsXCtNplbS2G+V3yEiBfBSU0EqDLvsmLzUlEJCWyNFdsUl2lomNo+AZPSsaI7YeE2LtNzo6/KxsyTlKqRafRlsk00zGbE6UQ7VZyIDdqYQRqoD0bYwEX5YWD58zS5poboolZjYy+pSE9NTjuTCY/8iV/AuMEa8M8lUqppqstk5cH8mG9OGbUDztRA4ONIIRpH3E8FY/j1MwULi6ILAUoEwLlY3fDUmZsM8GM3qgGjmgIB82I5FFJrtgILVCD2mq2oXZc0Z4ubYttWjR2teW2Yqh5Wi7vY5eyJrCqhGGFMI0wLD2MZ1sIYXwongisyHAsceXgpZmC2sIbSAP/+/8LPl54xsvV03QhbSDwBKyPVwQvmjDvRy4/cxm6i4xoyRDXkUUDF7XYNJypeZyu346EfOM+0qIfa0Fj1FvpxnEcEkkdpH+0Xzox0y+VJmjPvbRSgtrZGy7C/aP95CRlziOPAGg/COOD1NM+zwPsooLxKCRxjk7EDA2C1YiNbUBrqUT8HpiBd975CJValcFDA2s/fBCGW8Gd245w6lVdIubiQ/fS9+151fAmTxID4U1VJgfQaLY0mE71Nms1paOJT6eSSMnyYzaXU5r9OmPvwh2DcXG2EEllWjeYxPNfz5+7gIWF02A4mUyB3xGvyWDm6TgE2olv3Lqs2nPUzulKvYySLKGXNu7he999DyurZfAzhXK5MlhgCEN+fPOmVm6TWFfbbXrurEYcFAp55NJZS+b5jr8RzEP4XqEgDxMbc10wuFvq6kPEkRuOWn+t1iG6D6g1UCOjNkbN1Zx0VAQnDp+QN58f2W/ARTFbAPmSP6EgtlyC/4RwhKfUUSorAe8Kxz30aI+MRlMci1S2bVRF9koP5z1g//AkrbLYcKndEu6trKhdmhoubYaRbIN107EaqMxDEj/HbDqd11UTM544XlOBipjg3/3FH0IizeeUeZ4ZbM9dk/ue9yMxc8Up0D7MsP3E0D6jV668jbfffjcSSncCfyATKTBy3D80mx3w34jC/UKtluBzDPeBTRiGt+lH5MfDfLmhKIxjvFwrixKQRErevqkRt92C3P98iPWPotkCWZbw1Td/c89/R3JGTPIsk1CYykm5DlqiTVKrZLnlapNJoKargZAT1IydWE01c5L0fSLlEjMIye4OKq3eBiyzK9yVZ19PuyoUOEhNXn6SxVTG8nlOwGTsgnZy4pMpR17SKROAqwSkGwm8YQUc1wV3cya/+JeY393xs5C7jQTDUoracaA7ngdvoFwhqzuAe3nYdwTDbXGxA0K+UFGfWB5Ft7JyS8+BffZMFT9w0cUPfSqLiy8Dp0+mFfhPKTs7cdy51wB3Tt8XTfrjm82AdnwKbmcaiOf0E4a83OBdNyvsWWPxxM4qrl69uonIutNIp5axvHQa83Nn0RJN2wLfwMmT3yx3YfjYCd0R2VlmtE1peIST8PJzV3YhH8PKnZZo7Bkpt4BsvoSsjIeFzY/wc62r+NFsFfYbxX5trD6ihH0mqRBEm3cb+q1kpLYnY0Nuvn7GxPVjRsdcSd5vHsnySC7W05GSCeINXEwfQO4X4ajdltotNSgC7YKq3YoWZU/SstrTZlDD9Ypi9YKa5unGOi5uvuvBB+A/DvXB5gf6jOQqhwXmJ5AXwWM93JO281nBPJYHfa6g9DTdDLiKYMcsbeNhhg3RS1cXX8fiL/5trIoGa9M5TEw4Kc/ApDkL+v0yYokaeO/zk8SWqPeum0BTZLLo3sfJ9W/jk+7XI4F/8ek0SoZl2LX3LvEaHiYBB+wfAvvH9s1Kw0W4X1h/AlkeCES+ffcaq0TYD7Moeg8Xt3z4P70Mc+KgT3BliZgTLsMWbDon5PpuU9D9zVtakIetYMf9dyQh7busfZlla4JugHJ9LVNx4uTSBXCivb8Zk5i9+utisdbnJ1I2PMq/e2NXkzOBiZYIWzcHCUYVLI6RoK3X4s2kzNQxwOsUS7mydgeNRv9kGiQJhpmnLbTUVBkOQ62+ho9vrXvTTTgV4Hd93FjBlFOnFkE+1HgZ31yv0lPgDZdJJ8FvAQnnzr6IH3zleVBTzuQy4LIU+QS1Y741r3v2ZWq1ZBTVU7Y9V65+DAK1a36TzDC1bAuWF+3Tbd4g8mhQnm5X7hWPs9zAzXbdb6+175IuCnigPPGZfEc/pYATA5fLsVPDbnkdtz94F7cDciDt4YFt+eFx3B+nx5ha+llrb32N7N9pdpqwNsJtzz5Iu2CpXAK121bLG1dB1l63JcWWSpgW27y1Vc/ns+Dq1dX3P4aFbbkHwrCUmVPNlCsqBOYnpLIpxIRvsLjIsNSBtNRwufeAGi6BewMKU0Xo/oBRsgmlPXvqJH7kb77kFyXsB8J2Je35Z5bBLyZIwBfgtCzjFgp5weV0NSonK1I5kYMCwwKk9b8PDpUtNy+TDUSI2yQA1HRtH3H1oev1jT4KLNFx8qPa4uHitp4Lc0vyGDPiNpOfA0c01JQsnzLECcUV7UrMM4K3uYB6LTgBAjnVgF2UNq6B39L2KE3oufOflEBOYPjF8lk2WJLYUtUXcmqb4uk1nU+p35Klh1gnrWHjNHF62dRJ/5nIID23Omib9lKsx2+Y17bvaDQXOgHL2qHzqukqCexGK9axkC0YpLjWTs5JmW1JJx1pTRfmhSEpFN7FQUhglJ3CUSSw1FjH2W+8KXnIuX8SJqkFzSIR+uKBy0ScPCF9RSCe0HVn0WrESeID8YzQLxZ3cPZsSl65ZvDR1RIq5SbyhRTOnJ3HM6fTMjagwJNwuGM6EW9K35fASbHRXMHUdB3cOX36bAEvvLiI19+YBc+QnZIbMJWYVQ2ZWjJtyjxZ587NDu7czmG7PIWG99eAiXQSXO6em5/VujA/gfU6uTQNC6zzbqWmp/K8/d4WPrjUwM2bcdy6ncf2Zg5uXV6QRIakc+lEQJmn+bhmnHTFgsUNZfQXFvJwMm0xp7rqzy04mHXv4WTzfbz8wW8gH7Rheb0D9SMKGYZynFDKsFqGyIJRsiAEcU9qmPKiiAjhNnr93PfwDtBQo7VAjYlgNVtqT7QPWg3K2AiBzW4SNbF9Etodc69S1ISs3FdWuzwjz0a1pc5nzL9CpeJ4LtXCq81bWPrMryP+F3+E9Pvv6v/rnrj5dby0eQUXd79hYMv4z3/lH+K1b/4qqJ0SaOsmUGPlagv5h8FqtjyL+tViQbVb0jMfV0wIju4NkBdQ8aNlQ2EKWPl5MuO3u+03fhGZn/lR7MrzTygkpaXAPSRc/XrmTBOIV8GT4mL6VJA7wEmBnyEJIXiWOhzJSdB0LyzxqXqJJAZCZRukdSUP87LvRfC2394TO7tdhWD/eFQ2E/RWFPoe4pBCWg8ytjDIlyn+2Mg7CPebjbP/SMexFB9kYzDukE9d2jCTJydkUm6XesujjC8snaOnMLAbWrGjnd6ERjqKF0ineBOIgb9eIdKHpAx4Rnr/+0sREGMg6l+I+J/HJjXkBrKurryjiUknpb51aOMgGSdVi9suG225KEu8Fkc/+C9KjBeyRtS0IzG+F/DteU0mGU6ie9HadCMt6CScC9WHNDadYQLbEvQZ5qRLOy+Bkzk1UOIt8CScrNcWvv0yXlya0+TrN26BoBFxeL50oZBU7ZoaMuHM6SV5SVtEpZbC+vodUFMWUrla4G5Llnn7ziryslSdyc6oz3AQqHmzXGrf5MkJu1qrKS9qx+V6Q/gBKZnQNTCOI8Jpyw1f9XZ82yzkQU2YILMy+mxYlmi//sgHz36ZPUH0/kPOaxPjDFJeNsz4OODRW63W2gbveXbbkmi2BGq3kdptqAxqmUtzU6CWWpxfQGEqj+JUASnvGRQk//xffQOXbt4PolCty6QVxDjQuWJ+poBWuSZaXT2Y6oepwYaBZfftOfCpDykg8n799dew9OJJ8PMky5WaL+95G6cvtw09meObutdju7wDPicVGeGsVTsR2BDK6zuL3d6tw/ab3KIW/Wh8kc1AwexLAa6ABMdGsN84TgjEsf+KCyd1LMUHmHkIx/srPUYL8jBX7U+00UI2S5SCK/rSbrkLt9vD8SQqqYuk11Ctfix+9MUJnPnDqY1m/yTL9GTKUblrHYgQ4KlSJ+a6EgKqpW31hznFmWk/aXP3VrQW7I0k8w2zWXINTrS0PzdkIJBRSuzgrLs9TIRnPVutmHja0dvCj/8slUqkpO4iI1lNcAWYvw/YoQQPybci2o56tl++fCSFh0cQ8hx5Iyf00Ia+WnYFlcRMoYKkYz7HMv0i6L6rJROipIg2WBat8LTYet94I4kzZ1sKtPXCMXJmNmq+hLbUiMA34TpfQuSN+Lnz8yCgU9WHC+nJc36xgsUzLaxvfoSlxSZoTz571gG/M3791VnoPzGJxgEPqK3f34oxu75ltx2ZnAPAMp34DpLJVcwW7wvPKl6+mFaNm5rxB+9VsLY2I1r8LBJuUurigmfWdgObBhqidbfjSbANBCHS8nigAP/bVJonDxXInOtANWLRilPJLrq3P8SCLOcrMYl8MJhh7tLa2yi+9btoffl3FGa/+Ws4/dFfgHjuGB2Wbyie3UsYSvCYJgTuBa8DTEOCeGI4ZJ2E2m2tdkTNlhot4cONMvjdrWq1FRebYp+syfiy0I5nQSCrfqBQCQDvRWoq1Fx4NnTw346oYWr9SOpBGg1k3/pDpC5/F8mWI2x5L0JHyPR0B05sR4xXMp4EwydaOpOUZWYX6WwLhXvvgvklU9/FcqKgj+hBIg7r2WPAFR6Oycp7X0Z+5aq8FFP7TSpBRVbFeK8QFCEO26EcPD4J5NGoGXpJ7l2uyEGAiO1Yip4Ac1qQqL2kr7lqwX69VqrqrmXbb5ZkqO+VMTR9rwS2gxCmkzppf7O60n9MZpBjhCsh+vWDvIzl3IYo/21tbLDfNIvUzeJyrbKuesTJKAicGBm3kwvDKdEkgm81SSnIaqo8kIM0PWiiWDRsb9+610OPGeIGr2GkWgd5CQinr69vBlC2c3uoTDbRi+wjVJjK+dTNhjzEY12JO0jJ0pMEYGXFyTY4WduDOfjiQDpHbnz6QZibOhuM9oXf/V8/j5CLCesAABAASURBVIbYc4NIdnYw3gtzsBN6mGBoefms/nMJcS6dCMjLUjPRS7LMSx9SGLVMC4rzHNqACRodxlDy2yTybDYSqO+0dRNWoZCWsdjAyqpZ5k94srH0yleczQ3z0iDByMtxUjI5plAo5NVPZ7KYn8/hxRcvYm5+Vv/H9K23LsPanCG/dqxXSrPdz9+RdHs1GzUTlJvOFTARIOf9Y5S7u2FRY/t3dpv42psf4/a3Lilc++YVVEobalu+eXf/98nYBT9OhAFZ+9WOwkliU0xPdkey1Y5os+VJWdz1Oo5WK2yGXrlsClbbpdaiD98hdbFMVmtdXPv6NRvt86enTmrc7FnQIJKHdSKcYXcw1+3dE5bB+9fu4sM3L8Hucrb4Yb4j7ZjJFzTZti9432iCOHx+84xoCe55sW/Zr+zPPYnDBINNClMcSpwaL+3tBVkNOShDM1NK7hOhE6qK2SlQk4Mbl4GSQou7kAHUahuYEuO+xr3JMGiD5U7fpYVpUCu8cuVb4MPcB8k/1uXxVVopX31xVMsMxE8sz8rDHFjbikuqvUJLPRYd5Tvy2LXgpX/4wWc1RO2VbdeIOKWdLSnLlQd+Vt5upDyp4/ZWSVLMRXk51HAFT03dEbTWV+KZKaGXeO/KYebkOXkDTyqKtNR6uUMy99v/HM+sfzyGyFqS19Ne0Yqgt2kinzV5IxNqliPewFUtr2ldVld3wM9vEuQmGi01TYK+8cqgvn5tA7ThVqp5kQHkbT4p4CiIcAb4EsEbkpulqLESXKchL2h5X1OOOTUU8jHV1CHtYB4Cl+y67axqsAnRYrnzmeWvr1YV15JxQNguN0D7bdOtIZtJYKa4hQsvNPHJNxZBrYP1bbWWJE8B1QpfoICuW4DbzLAYBb7Fs0E8uYufVLRaIi8HcDKOWU5zJSKUIgKciB9ssny2vYlMp4xYy1HtaHY2hqXuXbycu40zH38mUvuRNwsp9em8qAFZoCZEsDbbkZqt2Gy97uoJznRfL86QK71JYFiAJNRm5uQl+8XpHFTjjXd1Jzq1Fu0LEglt3+UIUi5qjvNXP4eqrDwZ7ddQSRLvJqSSBXx8p4HrH29gt2ImK1J0ZTzwNCmGR4PlNJpKU1knDYxyQvy8PNwgFV+/D+4X4UpUkIO+qHdy4L3Ybc2DwHurVpvFTkWkJ/cZ4pKuq2mSM9gRUlxKFLlG7gTc9Iwk8pI+0AcHfcYB9jNXMmjnpdZrbfAmdR+ulLcP6gAp60IIoCRIdtJC8GRCary0v58SRdTXeIVmz4syJiOCRxz3fNHq5mww0m80+cA3SdOFWVQC8Z1KUxJ6lX7u3LzEzVWvlEzAcy88/5yGKpWK+tYJapAWZ32dyLxIb/e1hxCPb1biRV6lnUYkPhIpgtncuKlJ+SmZaDVkHFtfW5dmw4WVSaEgg86Qqbu7vqv+zPSs+tZZWenXuiy+G2+B5zx/9fPvIuLTUyXrSVej4iRl6TgLvSkQ/aMd9+qVVT+Rm5z8iBfghq1cYVFjS/MzCNt4NIGO3Fi0u3LH81xxSl6wHNUufW1YZEeyYTAzUwS11IY8oFy4+lAKOKCmzrzBdvI787ZMyqsbZgyxfNaRdGHgErPhB3lWOijOZPDSS6egS+ge8d3bWwjKw0Orx4l3Ol+UCbygoEhxUvLQYH0l6F/O9oofHjdAbTdIWygkNZrgsrhMBNSeFBF0BB+MPvFhPqACjaQWFLTdcscrbbYBkuhgcBCRIhwnjhAYsynReKnNcPewarwyRknig/ZFIEMvwQ+t3Vz3w+GAHXfUhLPZuCZz53CptC3KNZ+fijJOSA4GuQ9X67oPepKOkYefJXKPxfUbt8DNl/w6gaBfK1y+pDimkZ00CvxvYA17jiPtOj2V8mLRXqPZ1G+ro1MD2KiuCCSHuy+YFAyPG+b4yE7PgGOkcFCNN0LGZiQEamEnGlfsu/zkyBGtLpvJKwUnHQ2o44p24KLtFmQprSMYR8Bc2cChE/fuvAOeLgU+HaUDDEW0Sw4Ek9oLmbhxezuNm1haMBPcNm2QJhnUwAuFGS8G1KpVsVEncGYhJriWOQ9aQnq5cmdaIEKiG6s3JFQDXzIcabtE9LK2aU6qxFM2rtfLM/mejZkyasWoaTmg/ReiqRVyKa2DMvKc05V1EJavvon8n/weTn7vczgvmi/PeXaUhi88LcScLczMbSCbpoxNfHGxg5dezoB21M2tllLnCxVceH4Oi8s5iRucBLzLPOz5mRLzEUhP3s3mLZw+BbGLN9EWO2sMdWl1XfLxxaUH1F5p26Xd1UmW9NzocrkFAuSNl6dSFWV5mT7PbS4WM7JyIgKVxnAz1p27W9jYqIr2CdS3jeQSotnyW16+RTvJKhYXExByKRtCJ1pqK6dhnaziVTgCrKMCXLXfKoE4jujhwe9+Y8m6LBk3sLyUkhelFdU+trbYL0mhTsJq2Hybp823VXdQb7C9rqQTxOPlJsSWTHnoCCYmGlhxQnSqYlNd82KmEXH47TGBLTktNm1BPbqLdSc87BqwTAFqu7K2AWo/tOFeWi+BWlDw3460V4RWq8hnCUEjox1mSchLrmow8kJHf07s+dRkuCP11YUCuItYtRkZ/arxamEhvnxWBFEsn3QCxY+/i9blq36qoDTMe4z32xufSuL0s3HMLzZ1HLsy0gkcVV23/2Wfk5dm7nPIkdCHfIAIeRHGZZFUrfj2rST43T/BSdUxOxsD93Fw74cF3p9sW7UWQ60cgxjqpUmOWMhTuDX/mvj5wULZSSKTOzu7qIH36CBJH8ZWnfkIfYmUqgGLJsko4PggUMMl6PjIO+D40D0A+RT6NF72PZlbpgwPA0vLdK4KEBgWiAvo5SQK6gcda+Pk8irxnHTonzllJhwbp6ZCvIWZ6TRm9XMk4P6tskXv07cS3jsbl7uDVDmv7CBu3PCd1RUZBg4KDuVB6UKX4mtic+JRk7lEWlntlHva7Iyn6breSwtrXiiEbirNZZznny3i+ztl0NZ7860PUAksZRsK41I7pcbJ3b7PnF1Q5MLsDE6dMhordyhz5zC8ActDM/iWqoTiML852UYi3mVtr/xvT+4gnsr315O2VWqr8zPzIHD3bz5DWQgDIw4JmIs2YquRcgm4Uq+Ap1NtlxrY3i4hn8kbQnHzUg5BgqAmLPMnaJ/lGzPfoG/f2mBSH/AvzxIyeG0+yrWPQCKhKgmmd/GNm+3hbuq5hRx4fm0vFf6/vHBZcF1eDir1FsK7oOHEkEwmgtkOJcw2tdwOCIfC8LFl4qAp9xa1Xdr8aMdt1kQjZGezc+kH2xaOB9NsmPlsWHxqL+l0HtRgaNelFlPUncxFDGgz4UlW8g+9ArQ37q2h2un4pMEqZFK9+4AE2gR1GDtGIPcaa7P4rHnWMByGZFqUmdNLsM8lPgN4j2LIr1Ivg5qw3VeRiseFMrrx/BabzwUh2PfFqtNub4HfULPfk0lH7l8HDFtg2rSYGYIwI0rbcnEOOj5OnkVwfKTiqcH6BPp+MDGEGUFLaSj12WdfVL/VNMJx5E3Qar6Ao2l2QtaIODZe3go+oJjflYcvtY0WeKpUPFaTtyDBByqi5QgPw9vwFwqVP7/3dWUy0+SAU6rs+DFqujbCTVBc3nW7CV/TDE7KPdrhb1Z8+ymtUfsF0qkknKS8uUltWA/af1kWbd+MEzZKm0SBtmI7KTsiMzMxS/u9b4UTThn5mbjQprC6voWUp5w++8d/oBrv0u4O+A9HQqAX35ipndrv7WKJGggFsZNyZzK/s2V8U+zeXZcTo2lTpZwXTS2vb6mQCTkm5ZLhqxenVYvmW/iMaNIbm/P48IM63n57BfdWdqDaZaeKK9dWUatkkJGXF37H146JXtaWynICEttqcSGDQpEcIa2sg7ZhAt92CdQgW/Jmtys8aHetV+LY3kmIXuqI/TWpGnO7k5JezcBJL2C3PKf25J2dOF584ST4QhDe9FFvOKrltqUfMOTHMWOTeJiGfeO2OLaH2vtUvg6z29qkdEV2fIF5+507ag9utKRO23Oo7Cxg/X4K5EPN2HFc0aST0CpIYWm3Iis+gy8LNt1wH3T5+UUzNtWXUK930XBbcnclenjHgSB68cMOCXvlb33LX9qmbbDxsf0wo/EyqsbrpHGtVIXdqUzNh8CqKBc/oDHf4b2a6NTAk+KozVrwtZa0A2otBKvdUsOlBsNvbanpEngilGq7Puf9B/KN+7qTffedG0i2+MyzPOTeEW3bxoK+SkzGlaMCl/vMKQeTh4Q1lxkbDA6heiC066K3QxmRv1SyhjkxQcWSGyDoM0DaYdrSkJfcbgjM5HVHbMbV0z8H9jshkrkg2bdsngXGw2D7m9opv4MmcBcy+9gCv6Fm+KX5gn96HeMEptnz2jkmLHBsELhDuX98uFKzIReTCLbCQ8h6aBITDCZuvJ5bCdh2e1jIgzoLuzxt3+h6E2KPoc1TkDcKhu/e2KU3AMPKsYSOPOZtmJuabDjoLy/PBqN9YU7KQYStTxAXDtszoIfZf6fF9s08tENb/kXRSF2ZVognVOwfMwS0P+KDUPT+MSkstUQ6CR5EwckoI2FuYLI2l43NW8qCcS4FBzVdTYhwMmkXm9tG/rbPnABdq9XUWEImbB75SNuUI0/nSrmOSrmM7fKO+mb2ATKOI5NwAarBas6A45gwyzl9Mo1ymQ8goFKpqabLjVjUdjnRN9plnfw5CVKjZ57wKorhZlyPtYlYNyw8wSecBKiJl6TuEt3z4ls8VwFyhUVwIxq/SaY2znpyuby8XQY1Yu7o7MGebCMJOtfuIviAplzakEbIQ68/g+D6EU9GTMZOsCHl3YqMgRX02XQjO7qXKynaDDUcarMz8nyhtkKgRkswWkse1Gppx43UXHrsokOhekYT9WO//PUr4H6LfiwQXn0KpztOCoViQe64wAsY5HeAOkiuI7uCI5Kmm6h7lc8ErpblZKVLIZ1FjuDFx6kc+2tG+jWsmRJnYVm0VPY1gSd9jeRLOQ7cX16OKDzpveSH5cWl98Gf+SwmJ0ERt9MR31z8HMn13uRc0UfayIFnMfPoSnvYBCl7m514FzngRixHHjC31r4Lni5FmmiQ8oSOaSYnkEqlGDUgdRm1yYrLwoaw302QmaB2y13VihcWuMnMTAqC7r+Ellr67dt/ofhpb6JlpNluYltszNR0rf3ZaLlMBbj87MjLgiuTsCtvwJVmTRNISzwj02I/oF8td5AV0f7Y4glGPdGzTi218772cgv8DpdvlhwL9UZLT5CilsgMC/M55AtzuHOnI5pumyhQYyZQuyUk01KA9Be1rbsrXVy/2RR76qwe7Wh2/pryYk4ZxWmAO5rd7jSyoiFmUnXU6m2hhyyNOsI/reHytuDVlgM48uaeLXRRLDK9IW1whU7w0ocJifFULCIWlnLg2zHPhyawHLaDsL26CZ4rTbvYs2IXc5Il9DR65jZQKTc1YErQYM9h8RKj50gcrrzGAAAQAElEQVTZroxN7oLOFwoio4KkeJfYcF2pV/h+Y/tJMTVdx+lTwAvP5/W7ZJ68xWV5nvj17e/t4u3vVnH1oxS2d3IKtBnHOualhvnHAWpJti2sr82TcJMyajIoJzLwd4aysQRLdNg+eQdBZMPeG78YtoAwfg6l9DqAu1wvyYvN7Yqrtj6r3ahWI6sB6sv49bVZscOpJrtcBLUZajAEai3B73JzbgMEarQKck9CxoWWPcpxAm0JhkflkTR+u83vZTf/p99E/v3vCEZWSeRFVgJ6cXzNTTfgJGZQrnRx52YH3MHPRJeOQEJeGFlkKptA3xnJQuBKGgH+T5Bsj+ftu9t8PkMCrIgkcRw2cieQ078XbAlmvNGRzXThOG2h9yoozwkIuFJndn3jmb+B7cWLUu22ghD2X8wmtOzXSMjFcUpgNp6QfpZZSPqbKxj9TEIxFhxCDUS9dit+HHoljHBYf0JE0gAqUGZc2qzps0u9gRhcArbLzHlZUi2Xq0pL5+zJWcSkQGqDjHOzE3076BeW5KkmiKjzlxMJefJL2rhXKs3BHaR2YCf8qSlvXTSQvLQwC6uhVuvbmkK/10JF9RxpByPfeedDen0vAHb5mZquJopTsVout6En0oLhII3B/ltSoZBTHJ2CTFb0CeVyid4A0FZLO28icAOTKJ/Oqa2FWiInX8QNX576lBMb84Xnl0ANjsD8BJ5WwzTmb8gETp/AXcYEvpUTuOw7t5ADT526e3dNu42f8zTqNZL3QTqTRTfWtENF0xy5jfjGq5GAQ3sr7UIWxTIYnpNlKz144wdPY2rmlPJif3iixzgaPfkwD31CMEzNiDc7bU2VgAbcEjsraaW66kU51HhpA2YaZU67NndcU0Oem58Fz7cmDbV40nTjU/TGBp4hHaUhWQbFbBaRu6AtwRPkN3dLSCVTskxpYBxtNhVPyfiUkRJ+QDIeeJj1iYlpRAxLZxrB0tlwME5cBGzX6mLCeRd/9m8/h7WVwXtaaooFWRnL5DL6osyVFYb58hxkx/0SdbeuqPpmb0+JIh62M0a7R1WJbVaI4MMumDn97KjsR5vGCrAE6zNsIaK+NunI/ECZ8c2PuyBsrbrgxGg1R0ffIHtVsPZgTs7l3QampswkygnaRVdsetQ0s5LBEeDVFC0pLoES9HQpNl4gEZvGc8+dFbwLapcS0KswxcnF0Qez3dylCW5cdyRr2HfY1SaSlGUcv86xNnr2XpNuXLmBJcAHtHj9F6srwHOr2+0dnF5aNruXPSouu0syFmeXFMMXDqvlzs1Sk2Uq692F1Yxn8kY2zDBViKEbbzCISj2GQj2OE07S11xp1+XZqtR62zBvnCTuwhGdrgVHtMNnnpX6s5h4VTXVFy7m8eJFF1PFTUyJBkeIJWrgpwHr63dEi11DqruLpLMlXMizJXWrY6e0jhfOV0FNmxpvNl3XHYy0jSakbxyVPsAJl7uZGXeFg25O2o2hJfWHxOsygFzU4WTaKBQzUo4rOR2pr1BLHblbmW0gsJzTouWyfcQTUs42HMnBNpKmXHHQasQlmBSIvhyhJ8DzHY+MI0FKlT7LSFJCljSlnmKLlioKhaWSoFxc1hev/5L6cvfmwlIO1NjjmRoItBvnp9dx9pkGXrgYw8mlabVZ8y8K8zPzEDEY6Oc2EKOmVLj614Jn2wgSlIsrAu14UmXGk8S6mytIoyEp3sWqE7zo8fGMxHv18eKsK6GX0B9ymOigmM2AGqwPMylPs+lC7W+i2VCTJagmy7OMpc/7mQVipqMDiFBwr/QQ+UBU6y33hPQN+5Knl2X/53+K+he+Ae7fgL409/oVcg9ndRUK4Mst729zLnoc0zM9Wy/3F1ByZdEPGrUkMp1NFHbuQceVtLfX9oEaGQQzE0zsUN3d9KKsIqXkGVWO5MvVqsuXHBB4nvvu9hy21mawvZkaoN9oLmLr9M+jkj4hEkzLPSokB6k38xBENoaJ8Bn3smPA+sF8jkQI4h3J5Y2fMO+qkwZ3/Me3N++L4O5ja7WJhcVzqjlyUrUZOAHZcNCfX5zS6LB0Ji4tmInoww8+i81rLdQrG9itdpmk0DfRCqYgWp14+7qWF/Na570yLSz1zqiOor1187KiZ7wdzYxwSbksy89LMikzTrCTLMNBWsZ9zTiTZ1QhG/gka3u7g3nvNCUuTZ0/dwH64FdKcUIDgUvQFbGhSsrQi1oZtTNODLTjkqcFanDUrpPpBOwSKHffcrJVhixPtGpqrRr3nIYsBbb1wWcQJOM44ht7VeqTYcQk6fMiL8u+CQ15yCGe3j+SZrRscpWIXJXyprijL74UjKboT62IHZsYtoU+wW83IyHo1QaYzhdRFNtcLp1FLm9g6dQz+NSnXvRP8AplHxrlf6MW7g+2jw9n9pnNeEZWI2z4ifRt5z9ujfMe2k6jBJ7x/Nd/8ibubuyMbMUzZxeARMGsXi0ugOc9d/m9dzCX04u0vTJ6mEcbGjUW+dzKpF1w/0i1XANf+K/duKonz/FZ5ASeDWzFXIzuUwy2b0Ny4b85ccd/vIM8FNyZSCnp+cdih6WG6shDNjg5F4txbMsEBUkvl2OIddI+D2qiC2J3TYgd4LvvvIfNzQpuf5DAyker2C0nfDo/IJpuPp/3o1GBoM3Zpp84PSO1gvDsTezBSc/S0Q+MeUYV+I0y4a2v/0vhUxJNKiV+Ut6zulgrrwqN49t5HVkV2N3dBjXuYmEKuQTbyyeLq9q81YxTng2bKwPppEgtVsPqekV4meuTTh6vvBbHlGiwUpBqQfBOmDEU0F3J3E1s4wmpFW1IPA3K0jJOGtpVuaM3mzU8yddqxafFEvDKKwW8+GJK6rglLagrWL7U+ghJ6UPIIKE2yTHjytJtFxkp1bxvmlYCPCuZO4QdSQM1TaFIyMNlqgj5NWQtxFFwJOZI4yxA3n8JrviutrihLtvCc5mFfORlJlLDjWqCrU8vE7XHhu665mlePJiD7YA6hqot9TGhlti2C6BtznB0eynSplKpjB2x292+s4tL72+iVm4jFtvCdL6GF16cR+n2t3Dmr/8RLnzt10CNiEB7oGpI9dugzzjPfp69+z4ajdumWM91AS2fmkQu25Xl2C4G/uRhsIFebs+jgL3gg3leQeRHCDMjjhDGh+MemzC6Fx9CMATdyxcKsS6EEPqoorTfsy/dP/09FD78MpItR2FYeTNzOygWdmFWte4imdpBLOnK+HGlz83IZfVtv9N35Bk5626icfN9c7MNY/4Q8A1Zh7nTmZZVx4xXWkv9ttznhFSyhm5nG0sn6qB2zw2XhOnpDrhv4lvfXIVbT8htJ8+BVgZvnfrfYnXxdeXB1vfAQz1qz5UKEMQ71EuepWwr7fiuk0FVnkzUenmaG09ys2eTx4OFLhZPa9RqtQWngFasqwduaII4Nq3aKMNquFyWliR5aDXp+XDihJlQy9tVHzdOIKhlBumtXTeIW56b0yhtvBoQh98hi6fX/ZUt9Uc5/Iek+/JWOzc/jcIUJ1VDvbmyAWrlqTRvGYAb0mrNjmrc4ZcFq83nU1mdxMnBkeWpTDbBIKqlbfUvvPwqEqfPaFgdsvYGwPUbZqcz8bTnUoOlxso4gecqU8tlmFAoJLGwcNqA2JyCGhXD5EcgLeG5c2fpRYLrSt9JPVgdEnDeism0JChGDXiRhtiJXUnjbuPt7RJqzV25PR0Ui6a/DTFkPk8pUHulvXhelm7pW8hnkvKAyoM2bZtnmM/6eMVLycOoDJ4yYxkm1u/mdHOJwe3IkrwJSV1tQHxbzvJSAS+9eAJtuYGufGi02GxxGsVsFhW3g83GDlbufKhw+4N3ceObX/SB8d3yunCTl0NZNbA8iXDoCNDunUpkZLxkdBOOoMa79OYWUstIgpPr6CTAvuQne+OUELw/SZ9MmvvfdbuMKjhO3OwQ5gqLQKGQV/x+N/dppiNwlrKxSK6pdExeFrOYnzsL7vMIAp8tfGZ96hPPys0Ukzmjps+FM0/6yg6G/LwbvtNs4f7GGu6trCiUyqW+DHETM9TTORGeIFzRTcSDzB/ysBPtrsmHc1wno7IsO1Dj5YSyuGiOldwpm0muUupoNutwIuSH1+32CuqbNxFHTwu0NEHfTu7ThVkptzdggzQ2XNMTrrI2imq5Azfwr0x+ghfgvzQlgyz5EBOIi3b62b/8/yHbdeWtbxb1XWmrlL62tSovHy2cOnkGju6k7WJ9475yowZsbcKKEMfKID+VlcnIDODCbFtSzHXnHqcz4JdmnwHfdg3Wcx3xPVukhPRKJjdAaHdSoI2UwHA2Xwc1VgJPmHr2zA4UxM7KtISUTijkXZwUuyUhEZc2CX/mcSWdoIUEHOI4CgiKljoxTA2RJ1vRz8uEX5CHBcdHedtFyskiI9BsxcDJmPmmii5mZQWuWHRQKMRRkFWSbKELJ9MWTaCuPsME4meKW2JjdXDmbBV2Fzd3dZPXOMBJnHWri2295SZl5ErtZLYu1xto1dvCwhHov1wkpYeTWFtrw+1Mi8aeEXA8ybDVDTiOyFm0db5cFMQu/My5LPhtdFpeVOLtHcw7LpakTS8Ud0B4bfoGXs5dwQsCz3Qu4WzzkunneFX7wUGrvxJSB9q9V1bL6CbmgPWrKK5dMjRxGdcetJwZyTnrw9puATfuxPDupa6BK118+Tu7Cu9KOApurEpbJV8Lhg/I25TUc9lsgkgBCl6SK/IjeFFNEpSNGto+RC9pWIh4ZiEwvB9gHQn7yfMAtDwbeXe3Lc8XVzRYPpdGK6lhcwonLX7CZqvgigC52VEnZBlDroxE3gtJCac2zQubpX2ovtPrjIZowYV8rK940WnBk/TmF9rgvhQ+U7hPIpevYOFEE8W5JhYXSzrpQl42rrZfwMan/q+oiO23x8h2nPV7KU9KiFoubbt3Zc78UFbS+I271XZrcs+3O8m+psZNzAh/6bQ8OQVR9nY7OzCdYJedU2mTmRovl5ytHZjLspLNP1mIYQv2LwOvrXzHonzf8pWh7eNswJHK2vA4fniH8bDPk7bvpUCNty72aML6yiYGdz874B8tzM3PIafLzJDl2ybKfPmQykxlpsS1l6OBTdGgGUg6KXoK/L5VA+LcuXddXOjDWAP7cLi8bE+wGpbNDumKaFuWhpogwcbDPifWMC4q7oq2R3xb7MItCScdvtW7oE04IeG0k0S+kJEnkzxeHCMPPnSqjZYsRZmayZyIYb9icQYXXryANz7xKp45u4BsZhG5QlZ49mQ5LC+1caZRg7dhecZpXRg3pZMCiq6WpY4mqq5+V60h4zjSf8XCNDjWHWkLfabwDxokyqCm8RxfnvDDdipSHNITZooFefnIa3mC1vO12R6Gw8Blu06ygulcGuurtzW56VZwd+s+vv/RR/jow/fxzQ/exFc//1X8xRc/h69942288+4lXL9xzQe7jyOIC4ZJ/41vf1nzk892ZUvLOZATFOiBGDxtmRxw3NTrVzfplAAAEABJREFUvRcw3iHNNl/wZEwyIiJJepqyBB/NFbpB24vzkfXIeHOASXSQy5s5gc3g/c77JJFI4tzJRfDlxdB5LgUhLxxe7Inzmp0OtjfWxdy6KQpJSezke98scXlSqSA68taTbz+j4aBDwbbkrZ+4pDyc+MZmJ87pfAoLxbi89XRQa6TkYWs6g7QW+I9FDmrYqd5E3Ckp+sKpH1ffOo430ds4fVfe+SGPMEcm4mJ2lqhI4A7jZCoO7jAO2qCnpooD9PnZuCwH/B4WrnyI89/7rMKbn///IOVex5TYq1OJlAyPLu5t3Uaj2cLC3JLPg58jse1ELMyfoKe0rCf/Ncqm2Y1ZPAFr+UxMXgYT4CldaHTAHdbUWjVz0An2kxemR+Bb5g+9MQXu1IVoU8zmiEOQCshF/c8RC4MD2j4lSa+23FBtSbWgSDpkKj41R1es/8pH4vZyBEGONm58tk74ux2Rc0u/EeY05rFCMpNAWSY2aqDc3UnbsJPJ6M3pOBmxocbQqoss1DYkHIMalUQdeftPJtdE41/Dc8/vyETcwg9crKtmD9FCWVepFlgvC5JNL9ajiwyoyfJMaYgtvVaRONpIZ7ga4fr5WF+jXbe8vEms3hfa1oxQmza60ka+ZCS6gpeVDxKKKDFTlBcMkacshxAlIUeWzmMSFjzb44E0RW4pKdNpi/bPWtM2DczPx2HKliyBi99m17fTmI9vYXblr/GtP38TX/jCDXzzWyVcvu4IAGt3FrDVEe3LPSU95u3ZgPXTgiPYeLTvSl4C+XzxK9v4zOfugtoyNeoW5P5SrZj1FSnRs3XUsOBsnH5flBECE0YA+RAsiScvG923T16EfWd8sAwOWjKeWqOZOF0dT46ThhDLWIHcM3HxtcLie9k9sXF8KUbyqT/SIQ/CSKLxE8mKEJEjKy/Crjx/TVILyXRH29OWFhBY/W1ZCXPlviZNSibnTHEOV7Iv4/qFv4U7maCpTQrRhopPoTADHzb0nwCg5nttswqr7QY1XbY4K+MmCMQR4rDCECHk5owGzCVW2jsFhUwhh2rDvK1lM3miYE/Aune3juKMWYbmBMXPk5Qg4PCbXEbXtu/Q6wM7sVskO9CG9+OfmOtie1sGR0Smijz4LTqf6aLgFDB/IoepqQTKa1V8/+vf1OTgZGu032mk0hSRJmNTNBKGqFkXsgUGfWDbGaHcOIkzPOV9psXw9Rsb9PDaxefVH3B6xQS7Y4DMIjjwGQ6PX2q7BKYFulWj6khGm4faobwxya2kKeqwGg7iGh7pCB+bzrNe6+WmTjrkWd4uy3ipCWsXdbnhShInnkCtsVKu++mWR9jP5bMoihaZ1gk0gYbrPfCk8o6TEo2C0MtFrZ+aLE8L49GSXHkoiladSadVE5UMcqXAifz8uQvgznDmTssDw22XsLm9y6gHrmj2NWyUNmDr2xRN3ksc8CrlMrj8boFaAIkoIkcCjrwaiafH93EHKcNB4MlCrWZFUVzOX1rKaLjnkEsvdlihVrejGjQ1Y2rY1LibHelHFiD9Rk8hGFbE0+W4uxtYvXzvQI127L0kMmwH7rRwj8qwPhD/o8yUnxnUgHnGwECZ0jbeJ3a8t+pdLCydAU2PfbRC1xdnJApH/GMI1HyHVTuVTYEntgVhejqHWNIfIczqyJt0HqnMLNp8OxWUi664kAdRVZ7nMdg/ZeBu5LZbAE/EeuHijKQBar91OrAHZGhGceyBHKsr76CbWxVM77ITu8VQw2aYGraDmATZreIFBi+/w7X1Cmq8pArC4mxH67UtE3OQLnb1EkqlL+Hd61/D51f/HDsJYEq035wsNbNM2n6p/Z4qnhVlJyEly+Re21Utn/z57S/pLNAerm2XxPkZseWJz6uQ3xGviVhnCqvrO1isxvHzp0d/CiUZBi5XWkHwE1wTokcwMegbd1tqa0HxQQIiHAgFA/QdCQvCRNUludqnpExFiGPK7qcLJAtFWibajoyUjALp+S8oZb4Zl+NiN3N08hNC9VNOFvz/U6Zvr9flxclFWfqIb9HdVoZkOnlTH82KZl2g5ukyJnWWCrJ+hC7HaCcHfod46QOA/9JCeP2NHGYXK6Jxt/Xfjbj0x2GeySSRdOKiYVfx+hsdfOpTDRTyK1oePwmy0mD9CUBa0hywvvwcSSKRV0vqYaAtE3weqURG6p/Qykp1AceRkVyXm20DF863hUdL5C6ed3XdArhhji8xrOMnNz6D/yDx773UcTxHiAji7ety9H6nVkwN+5vfquDPPn8fNwL2Yu7e5C5OaYRwZhkECR7kciUTQTxzMUIwsX27zErYd8b9ZeAGrHSH/WbzJSVAEE8uVsGCROWFz6RxPCXEPEOJMZ1pFhjnUi1kbFgc/XYnRU/EzVwmOOgyN2Ew5UAYZRVdXr7g1UcYx5wy+PmRBPVi+wiuPHkKco+2nRxWO4t49+wvYXXUrmcd/Vqo8nnkDptOeMCK1J10H4esp/HyvOrz+Zx+487v3O3pbTzti2dSx3u5jFAWZwwjToJMc7w3eH4Ty3hBNGL6nAi5YWl5bg7FYlwm6RqaDRf371eY3AeFwpTGb3nf2mpEnHazLu5el6mXLddS75a7Nqh+UqIrm5sappPJDL7BcTl8o9JC6Z7ReK5+8B5JdfOVBsShpjs3Pw0nyRcA0zM75Z7NbMb7TtiV6UbItc1lzzY8XZglSsCRt8AF8YFr16+BLwHzYitZLE4rLsoxJUWlhHBjE0q+IbREE4Si/zKi7sdJbAhaUrwrksCViagpBMan5ko7LTVmQSIt2i1BiORqYru8g53KtoRl+vMqRxsraQtygyf6Z32iRYO71XcSUSKdQ1Hst+WA1s0yCXxLZxlVtZG7mJc3fNqc+W3vmdNLwo+F9jeEMdaX2m3Q1jtMI04kkrJEL5O/LGPDcWRstJB2ksLbXHmpX5QtuFrtyEtMTYkycq/QHqyRsRzWcizCIUT9+a29+Ktic7784RWUdytD8j35aNr0rnz79oEbmpQXPmbuNOThxEAYRPR2XOmEzHRHxqErCQw/DBizvK5b0FUcrVKgesViXu5MR154u8jNnsPy6ZNKMtSR5g1Ne4wTMkkH1HRzou0SqO2eXF5GYcqsGvtNcwPCE2T8k7f/HX6q8Rd4ufYNnHY/wmJhSQQKtNwmqN3l84YBj1nkpLM8fxI8gpKTEuM7lSaWFqblvcYV7XdLJuIY2u2i8OgqUPu8cO6EhDewdvddvLB7HT+RS0vR8LVKKUjjdolby1ZMvxPuO9p/gSY4sbZiwm+nN9CDR0AaLtIeE8A7K7fxv3x8A5e6DXCjVSFbkPp3xfa7glYzHrD9urr56v6GmdhPzM+JhpNSLo7oNQysb65KXlf/FYl8iOPuZ8c7lcvufv5PfvCTOL/TqwPpgtDfLcGUww+zLMIAZ2cAMx5C8rVFCgSbQaZRwTg+UGslDqJZMtyot9B225iZKaJQyOtuan67WxbNmd8Zk08qndVJjOEpMennshxT5CK1d2Pg989MI/AN/dRyDNvlhl+moXT8OMu23zHHknXQ7jxT3MKFFzooCP9UNiHj1FUgTwNpuRccqQfHljRUUol3hCupGTaQxnapLho/tF2kJD7pPYRJz/j8fBxJp/dCB/nVGw4SbkEn74JTw3x8Te/H2Xg/nZBGXLakiKSxUP35O8jLS9AptTnTBv3lr9zBlz7/Lr7ywfdwdX0N1mbcgtlR7YqNnwCxIRtteaxCHx2R09/eYRU5Xb+Nld/6NfCfyvgf3cPoHLRkRBCGUHCFpNU2iTJsTWDQ7QqXdnFGEoRoVBXHrL8wGu9ypbz/P3t/GiRZlt13Ysfdn3t4RHhsuW9VuVRmVVZ3VldVdwPdQC/o5gKS2DQNiIAAEeRIGBNpA42kkQ3NRouZZKYP4gd9kEyaDzIDaSNQAkUYMVxsQEyTaBIApwE22EAvVd2dXZWVlZVVuW+xeER4uD93n/M791335x6+RrhHeES+iPd/d9/Ou+/d+7/nvucdYoaLp2T9OBNTF8j7zUGKVT11R/VjAl015rtkzPfOlb8iW3p/M/nUWHqQt4c6OXBiTgqoD9hlfWC0ja+7zeaM8c6EW7qKWtWcuxeQfqSMoHbshEyfe1EjimTnT0u2ntIHTsXc/uQZcWFuRqZy07K+5mbsWxt35MWXLlk02CMWBmVMj+M6aGN/9vRdoZwLn3oNp8Hpmlsr2L40bRH11BpLPdqOtbWog6j/zII+UdXk8MzY66Pxu/3OdzAagy2fxeS935Mnj0luKuphGsPrd9XaiIsdsCrwZMUNzvFvRR+1r4SFUtqsyo0P3iOqfOGll81MTk4CXMtQmeLKyrKwTJzR5TrYaxDkTAe7rrpi0UEuN5UVZxeZUftipBsmF5ir1+fiPrI4h9ECfyW9SWBVB35MD55pgZ5mpqZlQfsND5aWwVUr22AoPlEHsxo9zEJtF8FW99K60CbcgDrO5N0kDjdYR4euFiYgK9ZusftEvfb92Hj6WG48e1v4pbA/+MPfF3TGX/2DrwkMGd0xLBmws7o4Sras12MsjY+uUa+8Yb589Wr92UqvaAOFadfRCRwPYY0eKKLD3howe8zT3H1OA9S/Tw4DB8/NZRpxT50827B7C5Poiup8B2K+PlFitkggfXLtiVT/+E/kY7f/mfxM8Ifys4tTMl2rKJNds4iwUrrI+rouRamOV8K0MNislzXOZlHuqRqNZehjugy9Wa7JiiaLvw88lXkm514oSl0zufHBB1L9N//coE6d8ylr1QdUGC3nskGKQlma9n64ewGmGR9YfdyZqYK3mkk8LLdna/K7731LnmakRfd7+94HUs5WhCXmwO9+rdTl/hNtoCaE/c5kprTOWXXp0BBU7UtZ1VAko43hveBAUrKwuCZzc3UJ63Pyw/c+kCN67/2PX/2UFGZTmjZUWPLkpBLgWYJESqWasr+KLC9v6VJsTYfdwJik6HXgOTxbCGwQDtUtGjqdr+u1q8up0xuCXgr2y6CWm05rru7IqKSBXh7zaJqBDvg10ztvFlP21R7N0uLodFV1tSWZLtSFd5kbjDsIrT6bxaqyQxEGY+qtLi0FWwSN5zISKWmmDOrZbMa8bBAO6pr/E1laSqkfE1wgsqXLN/ymsih7qChjYhXg9NoP5dT69zVeqOh04A86he3eLwjuyu3Hf1/evv1/lvff/wfy9NH/U26///+S24/+nWXObmp0x7BkwM5q8M9+/74Adln795P7mW91en/5esV2afswmDeoiGPelWBBYN1WmY6nQH3jUOcAh2e+s997y9hv/yQ8D0BrTHpEUVdjlp9qn6wttQaqy6kxNJZWkau4FcxKPc0EMvLQOCM9NFvtrF2zpN188csjWL6v/e+ZnD41I+zeT8maSFBvpNea61M7kPW0e84ee/cPml+Fu/dnQj7k2UjgLdzQnexWOSrpA/fIDETbtUdldSgmjV82m9MHmetEC6fpBPiKsuBQYMEhPnQAABAASURBVLy4ttZKGAa/TO0/TLGqy9CL0W5o/O4/WdHHj448FltUtBlZKqTNtZz6oZks/WLxy82BpCQwvavElqaJ0RlFfXi2h3x471nDa16XARZ1UtDwUMupU0t6bubvdz7DwovFDTl19FRjiZmIfIqyyt2hDh9XtGXqNNnAmLEfjW2+euGsPhjwVLx/a1nPIi9/rLkdP8rO/J+7U4fGBwjBTiLxexNvmDEmA9lsoaCD9LrAEMmGJAvqF2eUlWg3MWm2gUTeUxOjF2Zn9rLqntm57HVxPgrmzOy0Lk0XtF45nMrMdcAM65LVQXU2nxUwFemy3QCrGQt/oWwVXYG5TF4H7bKBEHDy6IKgr8YOqlsbGA24lA3nvlgePHlP7t5ak8L0tJzS+h47cU4uXDort9+7J8WHKoc+tWKX9dOnK9IPy08fqi7/Zl/w/nOcffN+9PJu3mfuUP9yrSb/6P/7r2Q3zNe/hUBP4DryfWR25ltxeKiFMFZHtGOpyx2VypbMLhzVx0voPPb4DOPn153+w+/+sYC3vvof5N333AoAv+w0OzXTsUarG1v2Jbj70RfhMNm4Br7znbeEX45qScis23vE7d7vOTPTfM/z1avu4ad8QI4vzkuhlLZhxj6vqIx3Kjctm6mK8AGOIBoo2ai0XFyz938f3CvJ66+f1YFWBD82Y915lJaS0t5Q4wP0xIHm+p1KWZ4deybZIKdL3QzyrTfzdC5tl6BcLZvZfvJL4fijXxbN89SpOT3j00QmsyyUic/DO64jYYepY/JOLoyWd3jv3bsr0/WsY79aX8JDZbi8joR9sTAnxMXuEMjdex+ZTAJttR+cC8ps8tMZCVKbcutmUZaXa/LjZxflJwuntX60ntjMHUOXzfN+Drh6TSEgFSelUAeswNgwLFVCJzeW7epqLy6XdIWmJvx28fHT6/Jjnz8qb7yxKEG6OZDBToHPPaOju14Z72xcj3wwLal6TisyJZRV1GvGjmzK1EgaP5Sq6ACqZ42k5a5LWRlrNkgLrzll8xkBhUJOCoW8LB7LS2ExL1kdpIkf5KvCH1ed+miTBbaLvhrmLvaeZZaokhFCiS3Cr+McTxfVESg6HfiDTmG791uvvCOLc+9IRnXWswtpmc6u6crOlhxb+p48Tf37HgVwFQmmbv1Rk1npjymLE4YntF809dMwbpg2LNmz4zDIa+GUSz1iCPDToC4HbK34e/9QXnx8uw/zrWgOQI3Y4UtaXp6XH1wX+eCDmth32zUOvzGthnB56d9cbFY56pWoTiS2CBqiqpiKRCxfTdrFznTa2G0lgTDikM4KoaAGfMZqUg5FKpy+Xi3qzTF/47r9ulP6/gMBGzqBBI/ur8gjfZaH9XkJKwtSrxw18L496S4WVoUvwcXhvwr36cw3pHDvLZlSzbBVhwRdQeVA1whtAdQdtHn3dZIGRBEpEkTOvTbSJ0/OS7VtJvKJl+atHn6w4/OKeHg39vnCEoawCcm//3v2VMr80JturDj2Zx56ejHSE/udx7Bo9ZZitIMYO8jkuIF0YC43B+BQ6rIw6+pEnG5o1x0fO3akJeq7N57K4+Wa9oVAWDImkPpvlTflyKmjEft1F+fRo0eCP3H4HCWmx/LmM2Gigdt0xpkcVnG6X7PK2z9wOuYfffUnnIeeXc5qeV6PYQQQxYWlhjoShiozlu2m8jpY6RX0DPbx4xVxO5s1gsbjPCgowufDLulqpBteV7UIO5/9LuwFHViPLS5IoTArU/lpLT1tA7G9K7xc1OXxojLzoq6KbOoAoY9AzXhmlnq6mpDG2fQBG1lg7kFmIXKJ8MtXDccEWJ49eF8KM65fU52tCldArI9vbNzGqwu08Rbi4pt11yefpzebGcK03791074Qhk6a7+42Q2M2/4zrMhDfv/EdWb7+USzBzqzv3XigE8NHlvjCCy8LvzTmWbF5Nk6hsP9hRSeT9G/vjR793ffesq+ffVV17TD/70ZfPuu2mkD7iUO65U0mbT63wcy7qjfc2to+qXCps5KZysqtD99pAe/d8/59vO4uvjsHKue84uxcsw+Jul1ocvYSSFd5aAXuwcAtc2a9JuePumVovzw8Hw226+iBo5Ts+OWHB/gEI2z1yaM1uXDBfZSDzVgsEa+tud3OJDl5bFayym6frFfkYViRQJebp2uEhMIrTdhAoDwAk8E+1IEXeyBuYMe+HYF5FQoz+lBsMiBaxHLwm28ckdOnRJ6tzsif/vktfXiKMGiSiKVndjhTr9NLpzSMNYCKwIppA/I4cfRIC/uFGd+59z7JJa77zeY/VIZQV93vtPDlq9qTmrymc7+fPHtc8lVysiQq7cCgJy3P+SVnHbQiIYQqFRA5VUyB6mtDWdP53MZaSpeBN6VQaPYr+guMdKvU7QHicqpqTsC5RHtZoL3LXQvKA+zOBuhha2Fe+J3Woj4gi3xnXJeefVre1y0oy52Zdg+Xul5ewA7rksat8z6zMnUt0pKgU15cFGnolNU3yK4IvyijVjvqMieuflu2tH06X5EXwnsWNtgp1GhAjZYDP9Di2ddR2bwnm9OhzNTLsbg56+Nrj74paVmX1r/2Mtx92RpnHK7A2HFNmTQ6ab4g9taNinhG2GTEUdl+II6cs1sPTV+58c3vSa6yob0vCuhqZDUEqKGHbzW7oRcK68KK4uvXluTs+bSksk+Er9e566qROxz0mxI7/1Pz8m+uFwVWj06dtvCOdk3b5SFWO+TaCh9Ouj/4+mPVnVekIvoMT0f1JLovmworAptshvqE2pLw5nXL2UdxZkWNihw/XpPC7H3hi22rq2l78wDzzr0t4ZfYvvXv16VSOa5xW48Nfc6vrmTkh4VXlP/OCitK3GOVYEHrttQTds3S0yo7RWu2MZc2wt9gMd/tVhoPfMig6Xz8YU3KAoOlS3eKdipzzrxhHFgYbBlsKmUqj48Dm7GwwXjZgYyeiCVkvxmLQZlwj0svzpv1/uMHciGVEf/HYOvts9FrT97dy1xV3bNeWY0SyMxUXs34EejsMyOvX7skfAzk9u23pVKuyVRuWjvVcWHScOfWbeHv7Gk3ccAOaA9toM3HYp+jJAxmTD7Y0RljgmMnmx/ZeOvtm3jJX/uFv2qmP8Wl5yaDPuQ5MeMCaGtyjyC7zeIPMdhqnFUGOhwEuiTssxy8+/sUavaoACyZMsFWaVMneuvKdiva56Z1MqAPF3t8uVKJC7OBPcf1yjCCmVkXn7pWdSBIpXVU1qI51otuNz32/NSUZPMpSc33qBQRR4rWsmp6n/js2VTo7ah9CoW6sDva+znTtd/Zx3lurWenkt67dUdghH/8b/5YPrh/Txpf+OoUWf2+d/Ou8MtUah36oNW+RpdfelH4hSDUHT4j+zysj+A99eYv6GqKh/celQkjpu3u62Y194jskfnmR+45GI/CHgXeMMjP5AUmT9v4dTaPSxdeknP2/rzI/bvP4kkb9mqlKv6XlZaVmXMt/vStrxu7Z7WiE2Dx7Kqn7qPW8TcqNkGWtD3dYhWCrV0unDIflocDyerjJStz+TlZ16VaURcIlJWyY5glCHYKb27lZH2lJgyygaZmM9byWmiv4oT1jASpTWFJ+NFMTb69oXRG43hd83rErEPlJOpth2ff5oidtvtTWixCB2tYKsrb31+2pp4+fUY7ZLqhw0W/67/wRVIG5gcP3K+SMMDOZKbw1rT60KluCW3lfiKdX8YmwtnjaWsjut+PHtfF636lyx95gC7Bh9O7/6Xa1u6WJOoIxbFW+zylPshwkyhvS9PY9PI6o+eZAbCqV7URSfNu2NVCGCD/Tihv6mqJsuIgqKrON5BU4K6mfQtb6whb19VpXR6vaG6BVYqlcgbxSpgWjSJHl2CXhFeU2eclE2Y17pS4X13akCO5iry6+XXZ/j6wK0sjxw4tg0xjPs7q/UkDnO/2M/GavunyZsOxtpaS4hZ1a3jJeua2TntgweSpEgruCjunPZox220ufrvv4O7Wem5PR3hgrJid2m99e0v4whf607du1MUz44o4FrZ4+1sy94O3pLJV1axa26geXQ/fCkxKnC1wLUXq1WkJVVf65FFO3r2+biwxnolKyvqCaL8JgpSwRyA3nZFSulVdFk8znL3Zdr5u9q//7X1lxPXm+9vKQCXGLo+VHknx9gfbijgyvyVSLbb4pzKbAli94Zvtr7xakx/7/IIcPbbZiMekE/bLmwLVWk7+9Z+X5Xe/dtuYPdcCZu+waN84d/ZjDTssHlB3VgPQ8ftrxzULA4gWEm8U2cfCFQJ9orUEa/5eRu1mSzx1BBpXjeZBWaDp02IjOog8053u2dNXTgp/ZLNR5SYTmY2YKfpPwsBMZkoYiFhhhTXef7DWeCeYwZtNW8srq0Q1XLmsnWwqLXduuXdjzVNPa6U1PfNMSsl0HkYh0q7PtQh68qxcrR0Pln/bA3gdCEYLO4fN87lJdLgw3DOnHdsnTagTAHTCoT6YC4UZY8oS+/vgg1tCW9vT5WN6DnS/xPnRmO43lkVijUlgEGvYIZL1X2WQpnDV8FoqK5Xo3Vt1il4+M3qeLJOeMfoEhsJgSv3IaqFQ0A4c6CAUJcNTrTyI1LAjp7o0jWR2TjAlmAb2OMpb7oFGfL5bHg9z9ihz5xjBmVb0z4aBmFhzhZQ8uOMmqbjTusj43e9+QzwePGm9v4mz30B/CjOEGX9VdaswRNjWrXuPZKfsN94mvuldKq8LutLvfu+GfHTngcwUjguMUdIz8aiCtIuq2uA5Q8BMbL8A7lECHfl7uiLADnJr8w+/J3F2uZzKdSwuP8NAJ/L0yTO58d5taxd6X4Dut8T9F6WM19+v9PBOO8HInTpgb8VgfZi0y9FOeeoPi+65orFtQGwt1Vy94mgYbB323QnlWs2yaJyQg6ZpuIe0pDvFhwWfP6WDoSoo2Akd6oo9bDfQ0ZrlYtw+HQMzooQ1lqtl2VytC68Y0bnuP7ln7wmnaqqPsG4XGkOupERgwbBh8mHAQu/KAIib/KprMANcnVENC8a4O4XCuMP6tPBFrus/TMv3v7+pNQ/kyNIJ0zffeXBf3SIXz77U0O9SNgPz0ydPhYH68skrEoQZrXXdcOujm9EKgEuXy+Q0j5TqgYsyd0Rbq+V9R5ee0f3+zKlFadf9SvSX0VQgcibGDiTAAyxUOYoCPpzN1KSeKut1gsVohoFCI2EAdWlMUqgnjh4gP9AjigW53ALTT2PXziKLi4Hkpusa3ixHbyHZLGq9tCLcpwWNk5KS1UfClExl68qei7KxuSlV1dnRN9Alk4MmkTfq35fXNt0PhmjGsYMYMWdfK7mBThG3+/sl6I22B3Q97SbL5JIOViQz/5auLv0rSWf+tSwc/z05e+5fuHeGH/99nYzcJVobKAu0eY/MiVzA9gxrMmvMGN3qirKzRx+sSeHhU+EHOURX+ran6O5DCxwqGqkidX0e8bOh6hB2PfNN8o9frUphblUsQs6SAAAQAElEQVT4RTP8AX0LYF8vloQd9wD3avYExojhakmbWRGIs0ve1/7zf/XvZCa24VWkouVX5MjinKrpnsnSUkpeeCEnp0/OS6GQ1TCRew9W5et/8Ey+9vuPDM8ei3z0waYsqy4bBiwSSjbISKZGXq58/BwsiyFOgV2zmsza19ne+va6/HuFGwjJu1NW3fyjuOH2/hFqfVkZePQsr2z9sWK5Dc6P1RRYOasplWgVpRLOCWkBDL0nJK9kYclWJcgnHVVpm3Hx4hvmxycnsTDgFArT4peL8QPHj6OAp8GhrKw+E3TBH3v5PEFSLG7IyprI+7eemJvT8eMXMSIW7C4oHgz0mLlcDkMqqbqZDIxmGeIUlsry/nt35LtvvS/3Hz5p7GZemF+SO9EGqpMnTwlsWPRRSNZsBPPv9Z49fVGCbApvAwPzclEboi42Zbl06oiOmamC3khFfRAtm88nPtfc+WweyWksEvC3UTZI66RpTuxLWr4k7ZKEA7V636HN/mlDHYSL4h48YnrhuH6aAtkgxj0PyK+g+r9UQIjIbCHnLG1nv9KDLngu9kWiZjRyarq625BA99BuIVOZRUmt6DKkRtjYai5Fcm9Nz8yob/NY3fhAgqBiHrNzi3LxpbP2DrFM1F9ned27v9q1loNKjlUM9KWXVC+KvnQ2emc2k8nqQJRuyz8Q+gd9IBdM6zNy3dAWac+cDx6sbCuL9uDJZiveWac9gB3d6LhpI8we8C31rI4Ls7PTUshPCQyYe8EzYPLZDiQLtocM4gOr/vBpVO+g7bruPFt57+Fd+fM//W6XKjTLqdTTOqbdlK/qSgpAl/39d98VgP66H1h5uf3BPanWNyXNbAy0lKqN+Av5F4VdymtrOqjwBSyNMKvL0MXips6MyuqiQgrVZ7GrWJOYfhRdcPFZRmdL7iaFBTtdcErC+pxcuFSQxcW0qApN4W5azUxg1pi5qUANaqQPNlXcB+IGQpamAw2xD4JE9WHJx82qKF0D9fjo/oy8/b2arC/PS0pnJuRLaDZXkw90CZmlaN4BPt226/nevbtWHwbmpk44aDBmzVpYbn/x+Is6ZGcVrl7489GPH/xwVZiV9dP9VnV2CEiXQFSOoWFQWdAHiEsPAYXFvKBHS2VLZi4eC2K7jbnyohIHxPapyaEzXG2a8SwHO7n4Lpemh49f1Nn/ZlH7uJbGrzgt6op0NgjVpexXz4RXSoRrPqr/07My3005slTDKkGuZIyBvhGqRIwF6wrMlGzIqzM35Kdzv2/6YIs81KnZltZkzTZ08w9NJy3iWXB8IGbQjf+6WX1Ba6pseZ3nhWZ4bOl7ja9mqXMPD9oLehd5Orwrp9a/L7zrWg+XGpGRCsCjfy7Eykp1qyJnz23I3OJTYedzVZrPNWKEUtUrylUNbYVkulC3vopJ/yWceE34GjR9RmfzeWOGcm7lnkxvlbSHuhJSQVF4R/3p8prM5HOS0okV4N11dnQD2ugxm1+Vgsbhy3FBvmqZlLfq2t6M2ZsnpAnwwQTY+4F6xuOQLpC3lAU/WstrvesaiJ8aQx2aRvW77MrmXes//tNly3OzPqO5aJieex01mdVJ9xkDemxWFvpDxMep6CBOHun2Qii6pB3K+7Pjt7zlhACDxB+mi+mB/3QuLVWN5nSoFVmI3tstKgtGF/xh7GMYFy8s+qQN03/0Ao+pXBajIzwzbg+sVZfNi7LMEp0q/KiE2hl42UTG4BvfPKVB9i4zYbDbeBj67/fvOH0Wr1w19cUhyRqAaX//Hfdq0l/+Cz/T8E8so5eAl3wQ5AQWEWiHhVkCif5mVKdW0BGQOJHXdsNntD2kxUezF32atPh1c8B0Ya7sgBat2ILqhWHl2CluvVSx3dOkn83PCkwon5sVvjR06uRZvFtQLG7pDa4Pbs3r+Ezafse6JcKuHNayDjl083dR/fvAzrX9vLmxYZ60K6wWzd7pNAl+008ejqcakQir1Urf/ImaZfmzJSa+LR4jdLTmna5sr2MuW5DSRklmpqc7lpuJ3RC8M09/Z+MVkRv3YdBaDmE7Q/d8YKsPn7jn/rB5o0dGx8sX1dCPw6qHzWP4+O1tCSWtt7fOIjSgNiNry0fkg49mdH06JUuPl2wnLw8OBtxAmSibrrLKJFfWV7VsQkidEvzndOlJPYX3alnOZVBm0MKPZd+V4qzc/6gu7IZ+5aXzumSYJkgygRlumThittmc84S9iji7i8WZcvFNSfFZXT76sCDf/GZdSmGeQEOgdTWLnvxmrkDzuXz+JTm9dE5tzQGeulJn2O2Z4y9oCthS3d4FhjEzqaCO589f0HbOWnj8VJUZ+fDeM5nerMlXrnxKPpPOCzr0eBzsgZ6AGskRkwA9CMS8OlqbstvScAamsupSanqxohBli2EYqCogY9DlFsnndaVCg9VX07Qd6t/m09Fpvc1OGqwmZdRVj6OulgP/UMPZdJXL5AW2u7xctOXFqSAreV0mF9lSXW/ZDcJBSmDKx4+vy8dfz9lO0nSezVdb2j9Duyc1OykV0zoIB3KyfleurX1dfiH4bWFn9HSKgY4YLdXo4SBuE0FwV/W332oBfipQzSOU2cUFNZsHapbCVMU8ZudmZHr6sTz8sCipjZMyP3Neqk/0WmhoNbOgaqiUzC6kJb35lvq0H74O7f7jclNePO/Qdm9/vvgtrfOdeIDZAz0DNXZ1BJLpmD43lWrzD1R/7Eqcr4xpQtBWIs7pVFnOhu9rX+NZ6oA/CLIb8vjZiuRn8toPXY/A36Nqvs5V0XtuQ5czWbFZfky/DWWGCXBB2xTUhR38rq+6+KM7BwJb5b3vP/rzZ8LudpgsrNihYDu/nV/BwtHbsqMa3Su6XHZZw0jRj7dKYHS17J1ToH0xisHutpu33hM+PRZ5SX7pJbPyUQqz6OkIG5mU1bJpSp2NY77QXMZhwEVnvLjkbmLYJ+/P8o1oLmd+OiMfe9npghngfCbt7NXpm9tvoEAfYE2/+w/WfPKOZjX6zeGXr1yRdt0tH+KA4RYKM9Jkty4bBt+t8qZNFJqbtZrlulgi1JmNW7i/8OarGA1oF2zYE8vOJOBliOQZxGCUYCo/LbyTu1Isan+oCDPxog54y8VV8WCXckofFjBh0u6sBprKV0LNTLeZvYbxNEP3RfmaSgqq6wXYM8pyZvMFWdSBLTc1rXXetK9n+frPqN9CxJhpW4bMNCHvFa9rG0tbW7ocKPa6Sued0Rp5wCOtEwF2LH/93/yhxIFf6akblNaXIx3bgHm2R0Mt0+63P+4gViy9SCSTmpbVYinmP2KrK6ZHps0grn/Ttbe291Zz2wpkNWZjw02mYMLbInT1CHRFJ6sTzbi8u0YeaQDsld3tfDWsGwh//9ZNWX76UNhZ3bkCe113JoNRTT76MKszsYK6spKtBJJSfKn+ptimzq2aMFiFUo++lxyILTVHuixNZIMbLBK7DbjPHthrPA0W/OC+PnRCufFeStid/Oor83JMdcHEB/RZY7yqU87Z6xqij86qBgWK+BGK37AV9+1mpy6EzWSm9JGW0jwrym7X5cZH79lPBfJ+MzuefTg7ud+9+Y6wJF3Xos+eviiL00wuAs2mCWQBbn3wgeYp8sufeEFe16UbjdQ4aJN3YAfenZgDSEAFpodFRPIMYoEyR5BVRsnAWtOVD75YxUw81CscSEaCYEofBNPCQMZSb6GQk4wOgIFeKQ/LNDqRd2Tta1Q1D9A94pQGTemEoCLLuoQMSqW6VKppqYZVZbRl4RUU3hOmzrlgWnKZvNgynr1+tCXZfEaWFgMdrAPJTWc0P9H8inp/irxQvi5X174hP5X5b+WLW19TfNUY8dnwXenNNGilSmf+LfnW9/6vkpv6l/LC+e/Lqy9/x3Dh3J/oKtT/X759858qK35LZnWisBUesbI7nZ6twcBdyMmzx2R1K+0ceva64uJGWV3+CqrVDlcPs7aciAdaPGMOwkDMayAraQCRA4H1Xd74EyUaG8JzDt/eqGgwUGPQgyZqXP9qnEpdXYGtZEg4pQ82Zy8u14QJ25Su1JyvfyifrPlr6OurycZyhHKkckeuPPr6ttyPHJuxV4/qYcEmKXc+qAnvNGPyXnMnEF7Q/jqdr0u9kjesLYtqvkPbwU9Z2wpqeNBW0PDoYiEOaA9G2EFjp3RNdbP9IPqcaM9lf9xBkwGzi08ku60eR06dMr/Hkb4kNxUIP8Tw9MlTG1AtMDodO3oisomwoxh2ePr0GckgIw25e+8jXZ5aFX6fN1A28OUvflx9m4djvFqLwM3MNkvc5K1C965QJwPNlIPbGGBht8vFNWHCcOHCBQmiHc+wesIYfMkR5tvOmvH3YHd0qA9k9N+f+4mf9d5mRk02e3LagQS40C1CDI3xLivLhTUsK9MN4+/+ahG57JQE2ncC7dYZHXCrOuAVi+tCGtjylLLmgrJSCVoy1iuoicd4VLWEcmVL+MwloGn+GUC9qCPF5zJ5oW68BxyGJb2/KjpQTsuC6rM96yecuB7x3/L2fr3Mt/79LWHwrC/oQBBFZOfy8eMXZW5uPvIRLbfz4DuVbZVdI0FkYak6su6RYdJsK6uTX1uUMTq9hLbCig6wNSsp1CrR7crVkg7EdVVNYJb1GTQv0zrhmtLrUVqYsbjjP/kabi8J3T3vNBOyXiyrymTT9MG40QnPFI7b+81mn54WTMK0UXqEsrxSkh++89AGX/zpn5hxJPamBNLe+uK5siwceaLOioFLBL7y8ifl+EZalnXAYvCSMC18nlH7k9y+B/tzu9AC1buye5hNToHmsJmqiC1F53LCF6XUy/K4/2hd7t2pqJ6uKNz4P/HZS45la4T2T13Gl6cLqncS/9TSuIGWp4b6pAzYeyFUtg6L/+H7PxAG2BNHj8iFc5eE9oQ6mBMeH3zRF9MeVw6t9XClMPjeUVb/pkzJP/j0/0gurZYlH6+wi5acdyIBRB24hHlluouFKZnSwdMPPrxbGyjT1YunvaAk2WjvQE0HubyyCZDVdKEO0JZOe4jLTc/KoHldQm1xX5zbEGzzGZ2HzzvUWoCy6tGKypj5ljQDcZAPVJc2rQWW7MEm2n+z+bo+sANZVLZxNvtEPjb7vrLhP5JPPvld+dngq/I3678lfyPzG4Ke+ItbX20wY/RwaVnXacm6bJT/hZxaKmm+Yrub+cIVO5fr6TVdsULwFtTxRNy8MvIgVZWZmbJs1e4KO6H5KMeR2a1taQozOfXzLVVrz4N4oFskwkB7eLtfpza4ONlUTV6q3pTsO9ctk04xLaDllFUXUKPlcM/JFq/I4fLVMtXCxjv2BwSBOiQUdKVMuFiLK0Q7+EXDpmRD+GWhX0j/ll63b9hqBvWNshyhEVreR7/3R3JMVzGolYhrywx626ikzNSMbFVSsl7MyfKqSLn6zKH8oa5AKiL30WNVOXG8ps92MVS1jadOzogaltOFjT+Tz+a/pXZXUiNAfZxd5aT3gDl7vmYThQAAEABJREFUngaN1zOTiQtMx2t08cIL4phw0/dEkJWjqlTHh2VnzFwmJ7DHYnFDGIicIAkRvYmPy1T0HVmWf0nDzmIGZmIwaMGM+ToVbr4ffeJ0CqsNjFh45QgTMGhi7hSFwowlvXvvjrBcjIO6+A1XuMGtW7ca5RO+OD2HdwzNDhBWKsKHRwj8ypf/qvgvh+H28N3NuxNzCAkgahWgGWFZb+xVY786EgmDcCFisbBdBlj0pOSuSSwuLMP9lrBjzb5/skt5WXWby8qefXzMBsgARB4xa+QzAoNMFXp0zIy2UD+3q1SH5iDQJiui2D5dLpOXhdmCLOpS8axOOlQwFiNfyZnJu8PtumL//WY3MFo0O/VjtRap7cR7wnixEcteSVIGh9svP2OfDASNaqD7e/8WJMN5NUOce2znbQUFMqv6/rg3784GOhBlZ4+PeLf79lZt1SFN2/0rlbIU15th5S1nX1wqCO/+dsLsLJPEWF7aQfXw3TEW4K3xVsftPvywm63tS3sRMCOT2oa9z/bpT2fljU+LgS86/fwnPqldQ5eVn6zqLKhsOZw5fU6m61kdiO5LfJAMwoycji07s8OYncYMwgzaJGbj0/r6SbnxzpawWePEKXSshIgQ19ncGb1wqAzVuZrndj+/2aoZo9VGPaZyWXnl4qtyeumUtidizsqeKHNZGT4pYL6E+x5EOcA9xEMJgy1598N3hF+N+vWPvyA/dXZJCrqsRFqAPOPAD3g/7AmaEkAuuDJ6RUCgU2f88vk03oYg0OVSHYhSGrBYyIsoG9RownIug6poGG4iB8qMYRmEwTxCzRdYHCLoioUYzNF60vw1esMPZ8MxKguZgrb8eGgBvGkDem2+MGTvFqsOWRttVaOphnxVqqmiRi/JdEGZ8bFAlhQzs+tyQh7K6fL3bNc0zPgXav9YvhL8riyu/X2NL8KvHJkldgqU1cacA1n5WcJH9/+RpHM3WuLPTKn+cL0s6cKPtfiP3xFqEQgXOKZ3NnxXGeXX5ZMf/VN585v/tZxcW5WcTqA1YttRUTdQo+NBmK7caRiliGTVBiqSnaqpvXm40t0Tw/uGevVASgMXYb4WoA4zlWHqYKdPFzmZeySfzXxDYMI//+yfWN1pQxRtB4arrU+IDnzx1h+aDDJ607ga0A4RBtq5+ZJ9yevN1zblL34pI/y6U1lZ75OnH0oqs9kAA/WN927r81/psWbu713R5yMrNFll9SBfXZdj4aqwX2F37dBCDuGR9pfHTHc19LK0tvQLb74ui7ZhKpSV1WcWCAvmN3RJd+/eXQkrdfPnBHtEf4odMOCyfM2SL/pSVmrvqj64uLYlN9+/KcdOXiCaEJbTJWtz9DgxKLcHw7bb/eJuWO2VSy/LTEYf5rEA2PidW7cFPTWDLzrf0AZ8WhaLGFlv3XJM+Uc//abE9b6R6KJYiTGoBLZLORA2pWRUh9t4hKkCbSrISi6Yts1K68VSrI9qDhreUh4jFB7xixLFiXsRBeAHsMehOcedY7e316GqdUZHvKyMHb33xpYOAOrnKxJoOwFuGBTITWVlNj+r9+uCTOWVnWgcif5OqAwL0+oXuTEYLDF3guK994R7eL5tACKv9ZUaxh6jVYLPnjySzY/e1UFiRdafrYytLtlsriXvbv0GdcqsTiD9hju7putcU5EZvW7+WmIu6nUKj4mx4Y2cWlpKGMbRKpNuKbNTGV1uLktpc0Xys1mLxirSSy+/JG+8eU1mC0dkc7MmvC0Dbt56z/S/fBnLIutpYWFRjh2bFbrcwmJBFmD5wZSGiCS6YBPDtlM67tNyqaJeBCOB4f2v3vxZZX1p4deAGEwD1b7BFBk00aneenBTH4rNQZiBjEGP/Blw3//gh8aez56+aMx5WRnn3UcfysrynKw9DYgmc3OLNkAygJuHnvzGLAnTMpVzHUO9dT6ZwjC4AdOsbSeXr/cMJOWtVlc2Xd3TyQMf94AZU26g7QI+InaAjvj2o9uSXlkTvvX8X3zqTdP7hloTB5cCscXhfN1Qgr93J2arBKp6RQAyQm8GnFzpgYHgBrBbdMCtqdUViF4JERt0YoOUhtjh8sLqbC5XShMtWdOqzpgHZNyf2HsFrb4V5WuHLGgQbm2VVMJANjZTsrwsYu9blpS/KLTmmi7Qhx5QFxkFW+pXEnTGKW0dbZquO6aiAdsOPq4R1qcFHe/8zPlt4d6jMAULdDKbCp4Kq0GFuSnJHE1blJl6WYgzN7clHz24IC8e/4L5j/cUSlrWBT03DIt3pGG7b3zzN+SzN39PLj2+bZjbKunaSNioStPmvXi2AO9uNwnLckkM7aGDuGuprKzp9WN1w++Cpz8Xl0MpFmsSlvT5ScUU+WBTlsJ7puP/xdrvSCfdvtv1rpEHKJy4yOj4t79m8mgm4ZrqJKC6IpulR85bs6TfsYq0tf5A27smp8+KIpRCQduwvilnT0/Ji+dzMjtTkbnFwHbtp1Ka0OWgZ7UrCy4URNJBSa5s/LF8aevrpn92d5xGGejQfLQPDxT1AEZyd05UcZoaWUWl3rBiufzqWfnES/PCYHpX2St+gAEV0w+o2D1YdmaAxs0XtUhXmJuRsxdexEtYFkaHzCwaD//RDOwe8Y1Z2RxPFx/SNAMdNJuupi2UiurJ5pseaoszdeqzVa7IhfPnZSYzpaHdj7uqQ2bn9+lXFuVXfv5XukdMQkYqgaBvbsQA7rbeKm12TOFiuKAgyMnCwqIwWJt/qGlV14z+1cWYzLPVVaum1dUH9rosw4yXi7oUXxLYrwbZESgFAdzEsOFCYVZgVAQGAQ9cbE0w8OLK6EMYE5S3nspWVUcLHDGUdBLgnbBpP/h6Pz7Swfeij53eXo6PMw7z3uNV4b3WBw9W5JEOEJQRcOqCXmFdknT1PhpNQLpGiALKm1uRTa9MSwV08Vn7H5uzWOUgEsHsfOfdcdy9dPuEDwJk1CkeG674jjXfdkanm9H+4+NxT6yu0w90SFb/k2deNEZ85tySRVkvFaWofXBja1OHSXqmeTdO9EP03YtLS5I7mmn4JxYngbQzup9V7CrYwNje33ntp+RIVWRrbU3Q+4a6VAvTZUcxOTCg8n4t/oEOiuDi+VeM8XJplpX13tIlXNLAjgMd5WHU6GBJz6YuUT/gB27YtQQ1ghvg85KU0fDoaCH3VCMEJg2LlemawHxv6NLUVnldXr5yRWC+5AcaCSKLi/uehA+fymuqO/yvXnM7ngMNB2ocnONA1jTUHkHvcZV3rrjk1UfZ62w+q/FcHM76rFB3PB2+IunsrA5WNVlZWZaspltYKEhe9c2ai/VzF4seKDLblqcPG4dJTUGvvOPh1Fe0P9aVGRf1+QiePRZ9GNbE6Y0zUilVlTnXtDEpZcMpyzr++hEe7Zum3tz6TfkJ+ZYcu39D5mNLy2l5Jn6zVljPKONuHWDnwkdy8lhWs8zJ48ezcm76F1XOJ9S90yNsYbZnQ6fLheGyw9vjr330W/LJb/5DY7ufjxgvet5AJ99i2F5+XI4+NBU8k05YOPJEzr2wYfjUG1m5+mqlJR7p796vyzvXA8PjBxuSib6hTVgLtNtWtZcBX4fQemmgvg7shl9WRhyGyDhl+v2lYyKLR8pyMf/UvguOjviXF78mvz77m/JfFP6h/M/y/1B+Ifht1bN+1YCMkBdYSj+z1YELG9+S1+/8W3sqIxfaSruuviryxmt1ZbFPJZV6ItQN+HpTP1Zfissl7VdVjfNIstlnMr9Q1TShZE1VJNHqTCjU3fqf9kvteJZNEITaUzfkZGFLfm32n2odv2Z1SuvKhUV4jk/pYdp+7OSMfPkrX7Qk7ChmKRoHryUVot3GDLIsLeMPcpmcXHz5sqBjxU04rBd2fPLkMWPU6IgJA+wwxszk8hiG8pbvruZUPWDJWXqeXZpp1YcRraiDP/mg833/nRtSL9eFyUEv5gtb5tUk6nzx9Zfk7/6nv9bQj5BngsmQALN0lqftigf6lPPV8nYLUE81y5UtfdipXcNgHAzEpXBTH4Pq13KEtvNak7T4TprD6qcnPezhiSxYBaBtmDCUZXZ+P3smC6fnJBX9wpFvBz+0gB54bU0f9jMz8sGTNQsqnpg2s/3EcrX382z6WC4nx/Rexj+EEW2UZeaIjhp4tIBatnh0cDTj8MUqH+HkyebzoPhoQ8Dy9Y/k7pNVjVLpcP3Uu8sR6yGNGMeOnVX9ZROeEbLzFz3nyaMLFpdfBIIpEg5EslLd2pCN4qbMTpcllV60eDs5+XohAa7fSrGokxgxBNpfO0GClCwWMjJXOCbHzzu89PEXBXnFdcesDFCnuvb+7FRGaAPtgvHib/AVMIc7xb22SpuqJy7ZiguhQZA3PS8rSbgNqv4hHn1uBWYc6bgtTE/ZfMrqqdbkUAmkFUMd/9nSx+QvnqaThfbrQkwyGWRfPH1e/FevYMLoS0OpW94McmzK8hfzzoP79voSgzBMOGWzJYsqxVA7HZk6p539l69yU1lzcwokhdEVvmzYNvWiU9/VpfMbH7wn6alA3Ias2UZ68gOkAzD8tz74jhx9tiXsdv5/v/EFeXl1oxGf/EDDo48l0HCgRnIMIYFQAn1kdJdce7je/xYfUy1iLNYlF81Kn2aiukDNUy9eM+2U1Yho3s/voLYAPRGmxtiOjFYO7KiAWOXqkte7rgkR2jYlmWpGXt/M6MO8eQ9RFnpbTJhwTZawDoBcIw6DL2lZdhbJSen7afnrV16WrwS/K79W+afyNzK/If9J7Tflb4d/X/H/UWA64P9Ly78tf+2j35QvXv+NCP91w/yxH/wDee37vyMv3fhDKXz9qzL7vbcM6fsPJH3/I8lVNiRbofGtbWpULmbRyx25KmpWBAYIPMM9e2rD3gA5f25VwFz0y0ap7BMJ0htSDSoGUTt+i4urwjeTySOrA9obyo5fPDslR5fKLp6WMtShFdRD6sqeMwr6YSUMZFnZsOFxSYqmJ9ZrqLp/wuv1vOi4rFe4LHwr/PLmD+Ri6S25+vRr8pPVr8nfzP038gu1fyy/WP5v5KXl78h89Z4cVUb/0qWq0AbaUtWbBPi6BuoG3k2dsPv7gToVl8X2IdSRvbLb6UJdFguiPdjFpm6itSIu+xaK2gZYsWh7pmRDLobfkv/4yO/J57f++wF0wlxfQC3a4cpr9z1I7vROKosO9MjRI8K3ktl8RR4MwvxggV86ZhC+9dFN8WMpA+HJk6eIauA9Wpaejx8/LuhgzVNPfodzoI9JdbYcWdXdtXjEHP4VJ+8VSMpbxX+TGiYLU6eeLrD1AsJ4qRP1ZqCuavDP/dW/2rLb2aVLzgdFAszGbdSNKpzhiRXZ44Zean30xHyCmF2thKtxoI98tLu1WyPm5uqSX3pJ/vitW/L4QXFbNL5eF/e0ryZtFeWoPoAJe/zgrpw6dlJezF+zaCVV8cjqpu2sXd/akHb43bR8fx4G2Q+W6Q5P8cuZmZoxtguD9RMS21gAABAASURBVAy3W78Q/et27deLTzVU5MUXjunTKmt2HYWc2S2RC91+poI904Q6eSrLsur9Dcsr8mTliTx+vGLADpbVHzxWk9UPXxBtBRcvvCCweO/f2ukbvtst1K/FNxRWjzYihhvofVXQUTiIPaNJAmgW9+GKMXpcLqNLJyOZOecOzuS+g2QTlGToAbigoxJfffp/vPIT8prOcpZ1adcvOTMIs6zrB0PCfvjhWwKbDHRAZNe0Dwv1yrP0zJIwG7PaZTI722SnflD2cdwnKp0r1Pk+tlCqsb5fx6uB44WT9ooTHsXihr1KVdwsWr2o271n9+3b0N9+7zty55Yy5Gin83/7l39F/sb5M0J7mdUB8tgJ6lo74NMGagFqJEcHCWRUXqBDUEcvZAnigdzqXDPg/VNS0p5Y8s6JMdmtDHZbId++qt5fVVsGiHKMjDfyxyS+DM0SNEGYDx6vS+GTM/JW5bqSlaq0f7BDpCybGxtEb+DksVnJ5o5K8c83JH9nUf7W2fOy9OwH8vjtD+Wdd+/J9R9IC374blE87tzbsnxSQVEGwzON5+HTOPeCMrtWrKretqLYML0tulvwxqez8tprFWW5G6rDfCpxJkhlPNPD3g+FQlZeuVKQRWXDDYbsEwXe0t/0UQO1kE9K2bZPpV5mrYtb1YBZ9kVtSeqVM/Lk0Zzw7eaHz1LW1jll9aIM3mC56skXoFYO7hWAvReIAxoMt5TSO1aksJiWmWmedKH2wPjUN1B2HwhsOFPJy1RYllNyW3594bflf1n4x/ILwW+rbth9vQ29Nbu2pS2HXvU5qGFDD8Bh1NLTV07Kf/wrf90GNthufBA+c/qcwDSJyvu56IsZ6HBfuHChEYb7zq3bwiCMfVDoHKARNdDHacMRs4TRwIwXy9rs1vbsnCVw6nRLl6NhuriZLBB3diktv/Kln7KdzoUz83glOAASoF+CoaraJ0EwVGYTGLlDA378tQv2PfZ4bR+Xy8JSsvebWUDF5F3OZAMWy8zTqid2PiIwXFgv7/Lj9/Nf/gyGoFc8deoFY5l8WS8OdK0wsXbgPwjOnT0pPi16TA+YbBwXlemh4wQwvlllvcAqqKeul76DzDR644gH007QCPSWKPN4XB/UyYyi23BDuHe323F7WN7xiD5ATVYW+EjGR3ceqEskl9X1YbNFpy7potDeRoe0eHmGW9JJX05VhYXCrA3IVs+2HI05b23KZqlqIeiFvQ57+tyL5tc8dcqhGXrQbUMPwL7BfPeY377lO8hvKhPmFR02VwWSFZjw5XNXxO+OZi7EQAfTlDAtXl+c0iu3maoITNjnW9GZkbd7E79AB1q/ocr7YzLQAlixZoeXgfjOUpPH0Q9JvHLpNUHnXCjMaJCLfUT7wIvraaEN/5dP/Jj8ky//aoP10kaN2PGAnYGOgR08q3p7AR9E6cC7E7NVAsgKtPr2cfUQKNcKiD4WmLlbToGdu556ZNc1zU4DKAu0p6eKoN2/m5u2gW7hfMHtP0qfkJWP1mV6s5kzgzBpYMGw2muvBLK5dVeVfQ+FHc5BPidswGIghgmHqqfk97jP3yvL30m/Lv/lZ96UV5Qdp4JNSUlJlhYfytlzGx0xp0ysHe1xz3dJe/R4ucHmYK/dYCwvvSFm1jZMLwu7pI27RcC9rAMN/dOjJc9IrBqlxXsYB2UAn8aXk1G5S21GKpWjUq8fFeygrm5+leg7334mrCwEuZKx8ytXZ01ePh8ztX4ZvQ8AZQDzH+SkaePRvJM+h863uCzGcithTQqFKdVRp7UkRgDPZwOVXiAwZzZOloplyZS2BDZ8pfQt+cnUV+VvH/kdZca/Jf+J/EaDFZ8N/S9FyaH6S++qNaHYd5BhwtlcWh48uC8/uPk9++AG+Z45/kJjEMZNOIM0AzR62KncNN4SZ7TlrYr5xQfbbJAzv/iJ14Pi7ngecX/sOZ2R+UH4uOqcP/3aK/Krv/yX5HOfvSSnX1mUv/d3/47tcOaLX/30ZOSXYMIkoP1QgH8aTFj1Jq069HPq5H4uEFsrGITR6V586ayAYyfPaITt9+Bnj5+x/REvfuxFfdjmbUfsouoBC8p+2BnrPmyiSbk2agxz9ErScpmJCHzmcbv3a0ngPXdqRgWQZ2S1nOJ289ATcdQY5YEeHYZ768N3BPDlKtzf/d4NefrkmbBCwKoAKwBxxr/TOvRrgjXbTs0ScMKI2ckdSq0Z0MHGrv1l1WuvtOmHRQKZOzZvO6bbv2nezIaSmq6DaEvvqtKBCCzRM+HXlAnz3u47774r6FgDnQszCMM6KQdxsdx766ObxpIZhGHJgQqb8AYCd9Hi/mFsSZl4fmc0ZQD8PFrcyrjxL6qumjqdO7Uhl1/KSD29Jo8fP5W176wSLOh5aYs5BjhV9YkPBoiaRBm3BAItAKjR7eBaAebhzMG7xZs0f+4ZMGi9YDWANjq0pqSPg58/fklOFatSfeLuNWKhBwbYGYTX15bFg9eLYL/56YzkU6EyGzdR5r7JlNaV9RSlqGyGZcVMJivT+YwOyjnVj+Zl8Vgg7EZnQM4GoaAj9MBNPSX6ww4iZ0ejRR5cdwVpQPujpGMGu/DUluudrwWSR2RgHarclgZYajtlyETZLYy2UjmpLPekrC0fkTsfzdg7xt/+ppg+nd9uX111j24/yKKLvnp1QVghYFUA5t9g/JZ766mqrQAt7WmNYq4uVbWwxikuh8jT58sqAPbIe5vhwqakUgpkeVlk+XEom8WU3qZ1Y8YXi9+Vz9a/LV/J/1v5m5V/JOyq5x1w967z+9LUF2/LekCPgVrYIy/Sgx5RegS5q9gjwqBBcZ0wCw737t0V9L6BLknzuhHfWZ5Wlkx+yzoYvnvzHaxy5vRZYRe0DzPPLid2UncJ6untWfXCnMipU81XLYrFla7pOvSprnGTgEQCkyqBbo+GHzn/iu1YLm5utgzCvh2FqYrwc6EOM8ISNIOvD4+b/l4JddmRnbfo+GA0Hv7+y+ezMlsoCCtSYGZq2lgzXyU7ulCwQRrmLAxEcoj/vMB8E6OLVNXRCjYLbinDhdXevPWeEoU79p6xRK+UsIsbpovOu5rOCu8od9RF+/wPgolMgE4MPHuGQS8XVwXAlCWoW0v8L33xrrN5DHWKhN1IY4VGLh/mzch7jEZ6VHnndQ0YJvx7P/2rwreSa6pkv6Od58ZHPxSYJ4MnO6QLhRkrEqbMb/OyAYtd0PEPb4iy1lwup5fCogpfsQqUTQPnI8LO6FBZsUcm8CHbzWJx0zwLBS4gwgU58yvma3LjB3d0xmXOxknvhYY9sey9BAK9+qBfyVx2h1Af20DU7J6KGKB7jIMdUlW5AdoInGy2t2kpfCrs8P+FdKHBhL1OGBb8sDwr7z+pGB48rggbsPgClkR/x5bTciLIqmtLSwRVtSP7jJnoAz28vm+5uCXLyyVFKPzuMWwZVFOh8B1hWPO03qMw5sXFwJhyVhkz/QCQcUavLsAeB20Fcb+JsIettchEOlx0trBb9LZ37kcM99sVgd2CladHpR4uKQqWQSooysKRVeHXidjF7ZluJl1WodeFaw4s8gSeuH6gX9W4hnGIrqqCMAysjYwzp8s35OraN4TfweY95/9p/TcFZvwLQXMntWPI78KQo3eNfcncEd7ebvowb7aH4w715KFW7Y96AbDsCOkdpWpL1FLd+WnbQfyx116yWCz9suPYdL+1nFy+8JJthCJQx2wh7NatW9qMDF4NoCf2jlBF7+3dmPJ03g3sDMw+LiaDvx9dZxa27+4kjqGlEerT7lav5EgkcNAk0G8i+elPfkFe/tg5gQnff7Ii8SXpeFuXV5yqxvu9n1mWhdNzwveKAd8snlKG694D7X/zwGhgOjDm4nJRB+WiwJj5pjUQrXguk1dWPKtL2bO65J3zRR8sE1HwvI5q/UBl/P6tD8WzW3Yqr+vSPcEzhWlhx3h2KoPTANtldzg7v2G8sF0LiJ1gzjFnw0rRDcdBt7Q3JpJpu7dnx9PnXpSdMeRBBdVe8qDpWuONZACOZ5nXURW90H/1xpflf//6j9kvKGXroaD75Z1gUXbbWJKuZ3X2HMqyLkkD8okPtp2aGGfKgaR04M4qUiTtCAbk6FoJy2qisR2a0UtHmvbENhkS8LPgfrXh2joE2peAn271TklMkNH+AHrHPrihQRDVHSGpFSdQqx0w4Z+bPi7/9yufFNjwoi59rt8q2S7plY/WzdxcrctacFzju0Fwakut0WGsVpmt/S6z+mWCjDAQS5+/5vWdiq5bIDDm5WWR5WURHZMVWw7LW8Iv85AlLA9gj7cD9ygRRLXqlyd9B/SMpxUlDigUsnL65LztUEZv+/obS/Ly1bABdoN//LW0+N9j53d5z59btZ3M6Hb9O8KapfZcERt8cbRXQK+3Hg1fygYNjxFZusmJsoAvpnm9vU9vM6MrBYBYjebFGxR5ei/GnSVd1XmhdsN0xj9Z/Zp9DexvH/nn8r8+yrvG/z/hm9lefwxDBrjjwK83viFnw/cV7xp2q4NO08Ddwgshnk81UxV2W/6Nv/mzcuTUKQvineAf/uA74t8Z5hvR/sMcFqHtlK2nWnxCXXIOJGN+vJpkFr1RnOnO09G3n52r9Tw75xlwpxq3xk1ciQQOlQSiB1bXNunKFWyYr9z95MfdTxLya0enji5IfWHKkrExyyzR6fjivDRvv9C+nQ2rBVEUM/oVbZF6ncigwy3bwatXLhMRxlsWs9E7yZgdK9WjYT5IFwhcUmTjbK3nbv6tsQ6Ey7fZZhz9aqyCQXf8eHlFlnUWt7G+KYBkR6bmbVf1xy7mhe9lA//9bG/i1w52YcOoPWDWgDy3o1Hb7UEdfHY9AGdUKqA970w1I8xKmF3/zl/+GeEdW961na6JrD1+KrwX/PjpA+GjHW9cc+/nosf1Ayz5Tc3lMRoIlPHOzs6am40dDMjm0JNP9zh651e97FhZd0tnZ0+l1K36Ej13OgL1BGokxz5IoNtMelxVCbXfgqqOIGBc5ex1vu1y5HEAmvXABZyP7/PcqzAIVq9+LgvbFSnM5GRzuhmXFF4PfPrxE1naUP1klAGyjIO4Hq05eF/RK9C097VF5XSL197ubvHa/ckWtPv7trT7t7vpO6Ddv91NHEBZ7E4GsFnc7XHjgulaD00Yl2tGE4FteUUelA0ip8Z2OXv3qE3KAjvNF/mAQdKrKBrRXKvUJ5zSO9u9b8wehJKusq6s3JPj9/+DnH78Z/LS3X8lVx/+vrDLmm9oXym9JeDCwz+Sqdt/0sDxu38gVypvy49v/ZH8ROrf2XvKvKsMfvXUH8qvzf9j+fWF35Kfzv2+OOb8DTPPho4hx03YcjvSjZrv1hLvDeTV5oYN82tCX/7KFyU9NU0M4Qta77z7A0EHzEYrXb02f06BDraYHqGwgcq7tpt+YM5NZVsCg4gxFwoLMf/A7N4v/9SczVNb3ZsBw9qS+IkEJlsCnbq6/y5glrCNAAAQAElEQVRy++DrW/KkVhO+GY3b3UnY2hBl3DVco0dR1BY7OnrGwrEOEod4Ewirup3c4kFk7VjTbbLrFLmTn+a2La36Haoj1u6YtdnEHgLw+w9gysvFVfumNmx5pViU9bAm8zNT9utSfJ1LcvPCr01l8ynJdPhIVGA6nkCOz6Tli5+9bPjkT35BLr/2ggGm7CEd/nY9AFd1ngGoR7zNQbR70ZfJDJvZ9d+df1l+96d/0X5h6MX1tMxXRbbW1mRZZyjE9TrgsG3ADaIBmSXmQCNWyh3Fbj9VGE/LgAyzvnjhqAQpLUzTuqMsMwXX/O/e/0hb4W4IC9MC9DBrctobCTRmrgMWF+gVA2oMmCKKRrdRdL2+GmYxvWmO6IQfiJyTaPSXIy0Hzdq3ukTvtFAuV3Mt34yWtr+T6YcyXV/tLv4oUy8urhVoy2a7M0q3PSDmM0AcygKxVF2s1BC0BpMWtPo2XRkJdGo/QEWaSZq2WLKWfNqq0eYULdI9pDSgkUVkqeqVAL4QjeKtHc3+/aRjsm2edcnrk7p1pdIi9auARWo9RU1xnv3SR5Fb5OdStpzbw8nWtx1TlCmLOLbMHoRMaV0yq/ckWH7HgH3t8aqu2q4KX+0qLtcE8K6yh4R1ORZ+IHPv/UvD6bf+gXz27j8x/AXVRYOfTH1N/vb8Pxd00ob531H370i6pbZjcERyaskZPcjP/Mgv2xeoYMQy1bkantW2JFbHVG5atsqbahvfwYUaX+7PR87jbWXUsyJj4LKIr+h7fTWO5RmPiB+wgMFOQ0YfLNN4nTqkGLbM9uxwF09MSxhmO+Quwo7okyc+2THMe1odyMh77NTskYeVMUy+HfMaLpehYmt5Q8UfJDJxFJp1z5ZrlJ7hYw/cQQVoUyNZwzK+mloRdhqsDDYCwp4B+xw8YNIey8qol1X/zC9TgaLqodeVWa+oubG1afpodNIbWxUli5XdD8DMEgHCA74pzC4cvE+r6fVNMOJ/+4v/84aOuFTcEIm+hNWawrl4nzibi6QWiwczdjHGc6ZEMJ7ck1yHkoB2ND10zt96RXD5Ga83h8pXtrTvKcx8rHZFXhEMhpljz8Tj5KUNARde35KrPxLKG18K2pBXN2j6X/tcWi5r/F648nogJ192eZM/8GV6Mxerh/fzJmHAu+OmxNpZeLgpQVDZJr5Ubc78rmylZbZq1o6nkAvEBYlC3bMgMNbItYm8ldS5EO/GjCXTOuATA/nGnN7qcmmmNHfYdPt4ZsbywErc9pihpsXf4sdOxMcJ2wTYO4KImilGx/DIkzwATo2u8sAWR9Qf6ZMDwF/PbtfYhw9rThfuu/sh1kfoL9XgvgDsupapFd9eX8YHDeh40BeAD2yXF2mBD4+byAvZgbh/3E4Y8H7kBXBTFnagDxO8+qIeMX7XN0jZikDZNIBVA+LBrAG66Hak+5a4RxFe+vybcvaU0w2XtxBNs2B+aEFiXdMzYz7iEeoCSDOmSJEBvOHBJRKJ65YbQT0sLlW8xB6Rk6C9l4C/QLGS8WrtNVz3Vh/ixJK0WHPZKeF91sLilLz08lm5evVVeenSVTOxg3b3pz/7psTxsauf0PikuSpnz5yRs2fOSOHIccnPFlrKco7WuuEXZHNSWFpoweLSonNrPuQ1N1ewfMnb4+pVV+ZuTd+WT7zxCfnCm69K/O9YLtdwrhXr9g34hkcnSy9ht8TfHjEumbjdksWibwvTCI1gAiNHZDQHc++h8bseg8TxiSnL271JevXH8F79TI3eOg6oB33S49ixBTl79lhP7LYPdEv/6huvt/R1+gr9hHvi7MmLYojq5uvrzan8dL+mDxXuZari6Z2uX4R4uM80nmMUThCIB2GPgrE2Rif8gHkOcEoPEKdnFEZ40DNSn0Aax6+0nD86Zx3Qf+d5OnqlyA2gnZsVmMaqbiUEeg5UFOVqWW0i+bm0ZIOcoAN+8PiZLtVnxP+hDz55bEk2VQJ8VMD7Y/qSvOn94m78EuyNBIJYMRm9viDuR3A98q9qD/JQLw2KZuQ6cw8VzNSZ/cMy3/hSPmKhefnY56py4dNVufxGIHNnliV/7FnDxA68P3YQBvekHbXgiTgU1SyK1HVFR+ukFWk72ltAMD2sFaF9flD9yEdRC1y+raYvc3emb0u68JDKtMD/WtLqelmuTefls18QufIjpQZjP381bYwf2QLk3Amwpaqsa97RdVHZ9Ht+tEuq3a2ZNZi1SgqnuGvvrN7Pm8639dweFmi9QDdWZ/7BYy1HkVd4e9xUf89EWaloBzKjH3psWyn5S4HQJz3OXQvl+JVKhE01t8P1vd31g255+P7hTfoJ98TxK6318PX15pXP1vU+CyLkG32G1Zxjl1YFeNnQdzzoP2GwrPfYspNzJFu7j7uuBsSuaxCzR1b6GjCnhmMH5taTejW7jjpcHwi1N2igHo1ni9rjh+8/xAc+TLNw+fkIBMTsadx7hljBvkwq2O7NxzN8eCfTD8w+LNBB2Nsx/QCO/fhx90oF9m4olZ44IXWLkPjvqwTa+weV6eSHvyEKZKBmFg5rYKZ+9eqrNou/qowRpmlxk1NXCaytuVf44hE2toqycOSKeeVn84IcwdFj8wIjR7YAhhQHbOmqyp/rwPWAzXFt3JezLLuuJy5nEAvFHXN2tMbjNyLEElp4zN2IgwX/IJBCYVaoYydQf9pCmwDti7fX269qXwPIph3IDNkBW+mYdcv7VOEwg/aCuW2rORcbK0jIDBl+8rMft3sW+V7V/uNBHwKLi81rlA+mW8XGdWz12T+XdbioeG/X+qUjr5EZjP5gW4ZaWHyU4+EIfDx2SX9+4dPm5CMbgQ6q6HvNI3bCP6fLYWTnB+pQl6ELc3yKkpIJaSbIyIakWr2agTGbRbFTzDOx7rsEuKLAVySlc9GqwhgIs+BoVgyzmjr2yFjY+WtpQZ/6mupdmYUzQ2em7lkrM3yxPLjgHr6EvTL3q9ydtc8vQWe+c1P+6ufdAOxycu2oBZ6ZO/blWZI3YUvIn+vA9Th3TYRrc/XzaWNGsD/PBDFhRJ4JYRrria41zKgdXH/g/X18dJekN5x6Zjp68j6Kjl516ZTlQZ8xXb0yz2ufD4T6dQNslLbQJkD7fFvjJn3Nwcun1fT9kJUO4GTa6+zk3SvGZIf5+oe2QtTsN8jF9R0nryfKfO9pHGciX+TsQR8CF95w/Yjr5PsS15FreuVTgZyPVma45sD6wbFnQr/wfSVu0m9CnisRwthnkIMBBAubBj6qb613t5ia4cgH4JYC4g4tLO70dipoz0L14BNtLBfzkQ116nidwjCEFbfMjGMmM6thYj/SgDvQwRrTww/M3o358P4zjN4IegcnofsvAd9fmPkyA4aFMDtmtnxV2QYsA2aBPnX/a7sPNQhG14ndj5e4NvglaLl2VM4eX3Seuz4364qeHB03zAiT68j19OD6gqsxFtRuj/cF4gJ0l1e1XzRx0Zg6+QPKMqjufXR9ZteCSTLYhQS4jvQjGPbS6ULsejcZ9sff+BFj1vQRnh9Xo35FH+K54sHqh9dh27NngHo1e3Uzcic/Qkc+ADP6g0BHVUAhnVDVcGBhUe3ys1lZKqRla61k3qEyW//jC8VQ9Wnqi59o2nxhRpajd4fVu+sxNzcfC8vF7KGcOjUnmymRm7e3L7URMaoW1gOHjE5RQHvFA5UdaPf3btIA7/YywA94/2FNygT900W6wYjthMGy5I6tOWars1n0Rm/8lRPCzJcZMCyE2TGsw82cmUnTV7hdQP8S9yZGoMXEoc5xHLb9eIcZ9xm8+Sb0L116VU6W7u+wgHgyrg3wfmpXHTf3NnrzWsB1bDIiri/IK3vphnhfIC5wfaKZj8uXvB0oy6D3hZXtq6P3jxgaHhNi8X1oQqozkdXQvqTXk2vNtcV0aPYD+oYHzw/fp+hDPFe8rh1mjQ6bFRoYdJwtmz1iyo0VOXXHGbT3b/hFzzXvn540+Z0/d1GrVBHPeDO51pe8g4jt8kKDRpSNKg/sAKu0fzsaz+n5FEZP8I3qThG4jJ38nye/vZQBV5EZZ1y/xgz1qjIY2ArMdvaIqhpqpefpEuxdW7sM3n75uV5fkR97/dLe1Scp6UBK4DBWmhUankHuefSq6qrdWxIwZZ5Xi4sLwrNrEZ00KMyLudtMY9jsGo92jI9tAIYFg0EvBg9f4l6sLsp0TcQzXj/Qti8rz87OEl3YcGW6kzAt/tvR6JBhynzL1iLp6c79uqRqU2rzByUC73YmPsC5mueMzoZB02eybVWdAYL2WobaDtDu792kAd6t2ZgVP2COHZzQpQCb+UWzQPQxzCrPK7NFZ3PtS3nTu8X1a8xSHYtpZyw7qMS+JmEqE8eglaE3dkBKJyJAr6cA7AB7CzqV0yM/zSMdFuRIYVmOryzJ9CZxRa59eEf+T5+/Juemypo77eiU7zB+5AuGSbOXcWkj2Msye5WFrAB1Ar3iJmG7lwAyBj6nUGDRPI/a2TLPqwtvhPbsYmXO8Omqc7eZTYa9KTDttM9+X01tpx56Y4vw26TUxQ+4fqBlUMVfLJazcfbxsHtsbJW8VWamCg17J4v/NabSeqURHFKZhqu/hduiEYu0oOFxMCwtbYhXuWtA+5WIJ9pun80XhNkiuKr6FjeTvCrMKmG26Gy2p3q+fcJKTVeCylJaL7ag+GxFik8fOWAHbW7ShJVyRwHi70G8lvw0nyePV+X8q1fl1LGTlv7JozX53E/8rLz6xifMnZwSCSQS6CaB4fzTw0UfPHZGB0owUIroIc+4dXJqTgqltNiAG9RkOnoXeG1tWclYPcouMP8omXT6y6gOCf/52RyGgXcYsQSqW/bITWXtPeF7D5wemDpo1YnWgqqWDrxnoG6A29LYSV1BBDUO0uGrP0ydSeNkoGqA4LGYTkTN6cJ9aWG2n0sLehRmfIAZJDPJFmar8mzVwQ1Tk4MYVzuKss1AspIOC1LeyMn6MzE8u18TsPZEBGyu5SSOyta09APxSUs+7cDfg3jxvJBkdmpTPpF+LH/vV87JP/vVa/Lf/dpn5Oc/WZOlkl5jIowE9B4wksyeg0yQFXgOmvocNTE9aW09zm+MaqX8Tmi16ngYCHra4iaba/ARca8d6QNrnZf6nZ9ny861/cw7jNt9R+QTjCifA5YNOwRhteg2YLbsKHz1jdclzmyDbO6AtWq81YXZGvNUtrn8bFlW1x7I+mpJyls1w3hLb+aem0rL7HzeMHcqJ6xEzM+dFJCfLUhy3ZqySmyJBMYhgbENwFVlNKBfpWHJwMfji1ifeGleisU1JURpib8L7JabmQUq0PnmpsV+FUmZcpTejGLsc5T19JYsLrY2M5SU1s7BEjROyuREEehMvw/CQBm5wrM+M0mrCDT3RpZtlkDdcahzQg+Vg7bF2hXJAp0tgN2azjbGbNFtwGzZUfh8M9vBLme1nNdeONtgsoOl2nksBtvpubLMHRVZ0sF2MUmuyQAAEABJREFU6ZQOvksiuZmygT5b01UjD735tLBQ0X743tvu7939wn28w2x6GQxiToocfF0npT6TWo9ucurm37sdrSNT77h7HuoZb6EwbWWvrLtlYnPoKZsLZKvc1N1OR8vVGtRyzObd0vXDOyst/jheOK1PIbWE1yoCkzOwS00BoxsGpD12bEGH36rmeICO6DlLF9LKW8Vn8wWhLZ7Zep3t1WhHcuHI8YQhmaR2dspO5SwhA6NZBjgRN45OSeLh2D3DpbyE1XaS2Ij9AruLRFJ6fYFEf9hB5EyMRAJIIA3DgdXsBuj8SA8zGhZ8BxT4dKculuT8q2dsHHCMV2fpU1nhL85scaO/xeRHGQLlE9g9qjIjxY2yd/Y0+VLWgzs3ZelKWtBResDohgHp2BH3xpdmxb6o8yX//dOmeU394ugWb1B//9UXGOnlHr+kw05jL+Nt5ssbprPl60CXP7Wldc+bzpa2eGYbBo+kFqwoeJdOVQH+nc2ekp2kwEArA9QY29Epf/wCiet40b92W3IulYuCDtYPniwNM4jirsu6LVGzVI2deDBaD89qZ3VO6ZGLGC5mk9VGM66xyIG8wVgyHzJTeD2Y1eeJQyV1ROIop89IA5kLzo6pKAVXpRRcawN+oN0/cgthiswlKQHLo4Pb+0dmObgsZS3T14U6hkKdXf8ZsuE7iM41AztI+lwlQUagvdH4gXb/3u4039qE1ewG6PxIj95v13jhjFyccZW2jVhqnS/oE0VNjuVNXZrGosgGOb2x1BIduZzOOiN7/BeVTpxy6fnmcxR8aIwgm5PC0oLASA3YwZHjzg+7Av3eINeGvCT5G5kETNf7bKWrjpeBFTDIco1Onz9l1w3GSiW2noW6TF3WQTknuakl09MunS64a67XlevvMNGLWTRlXxBErDNI1SXITElWxZTN5MXDKqVxUnxvIKWDndrFTLVb4B6erFz3DKN+1HkPS0+K2gcJpJ2+DlYzChSVIe0GJUnVV+WTr142UfA6UaDMdnF6znYq4wkrDm0Xc8p2QjOrx4+wGb3BMAHvB2OKOBbM3OTRM737nOchOtMyBYwU2JRku9vr9vqZyNOhXUSap+Xd7j8udyCSmtESYQGqK21jLjCENghuxxpmZfvfXtSfMlzJgWRtR/PmWk4H0GkdQDcN6GEBrBVd7KzODQEMlWvDl3sAbkAYwA4acVQy7jpRJnDljv9MWWD8JbkStB8IcC4xu2O1XG8Pzxxhkk3mCvN8UcLgBcdGU2ekBOSIlCLU0keklipINZyRmuQFu5lqd2X5cr1JXYB379Ykr0B8mVa+1snqZwxamXHgmDltpX93rtdu65GkdxII1ABq7MGR3oMyhioi0La/fvKMpSkWy2ZymsvPYTS+/4yjEBQwWvzMo+3Ezw62eanTPUROnF1Qe3JMqgRgAcZcYqwFdtANxCXNfrenVNmyKsBsga1O6KoEelgAa7UIyWl4CcBSNZWxWX2C0RdymZyY3lUO158+Dq1BtI92TkLftgolp5FIQLvvSPKJZUKXATGvga06KIahMOM/f0oZbj0UlpxhvLOzszb3LRY3RYKazv/roiTDct4qr6vpyvTfjlYPO/jdX7PoCUatRnS4+HyoI6tZvX9rTdaDqSgsMcYtAb7GpVdar6Njt2V0caoDK0Y6MWMxMADQxlqMHUQMZpuduJqG/Mh/3O3oln+gowP9GNYKYLUGbfFYmGu3ihw4f+7LOMOdl3L6hKAftT5B/9DrGwYXxdhsSlktfaFeEGOPktcWk4caJmvsAPdBRCA1bVNJ22d9XdteUhnsd/8+iJIcrM46Blm/6RabvgS6hQ/nnx4u+t7FvnCBb0I3y1uY17U6c4YS1+8WCjP2jrB7qIlk0OVoPJalS2tltTWPYuz1JO/r3w3+4ElTt+zDEnN8EkA3x2wexsrMPkdPVB2Y69ruvJPSw+jmgTHsJH2SZgIkoAyXvqFzGNPVGrPVviE2BR+mfjvvR8OUsh9x6d/cO/tRdlLm6CSQHl1WPqd+Mwgfr7f5xgtL9k3o1eIzi0iHm8pNmx39bqC6YYeM+XmmbI7oBHPGeuqUH7xxbUcl5fxqwRjE4bJ+js+Btj0w/Sw6rAaTYSYPPINRFlPTmb40HrI760dBlL5cV+aQfv7UC7B+gKw9YEstyFwQWBRAZwpKckUAdoAdYAfYAdevAVYtFJRDmQ7ueutFH/hgNYQ8yLcUXHb62ljfaDLbrlkekgD6vG8KduDdrSb9u1yH7bf6O1dzBcGuu15vrmEcXEuAzImD/Ll+Ln1y7i4BrgnoHmOYkPQwkfcy7meOf8aKi38RK5ujY4nAbi1QTyxNq9Hwm5nq1imJJXL/vhvQnSs574kElNF4NpPCMlSho+vsQxV7QCPDHAHVZ2UBsLrABNYxyZzYLl9p+wsyIsB7Ywft7pQOsBHIk7wpAzZGuYEG+ySDmYGwGmJxydcsz+tpaOF1FRTXg+vC9el0vQO9tsDCovuza2ZJwNgkkB5bzrvM+Ec/Htg3oe2LWFFefrBdj31+sv3jG9kgZ7F9nLCuDxb1OXH0iJ6TY+QS2PbEZZI0K8yqmWE3GE3K6erYbSoyyIOGOB7D1zonG5KurXRIuPM8O2S2x15OtjAVGAtAzrAY2Ky9swpzVFQzJ5TRziuiHb+qQzQmmVJdqTBJdXJg1QG4axKYvnEQN3FKmmdJVy4MXF8ttyTKYOWirXhQzyrFdJSSBqRmpBhofE1XzZyxsl09OiY4oJ5MIMEw1Se+ykdAa7qGiiXevzUKsrb+gDxBqnn9uVZNcI3pRw7mr30CfXqoenX6Evm467C9fC0qOUYogfQI8xppVqmFE3J0Nmt5+i9imUNPoVT17I5c9O6vH3Cdb/O8vrbRdCS20Usg5GHRmi2zb2beNsNuDdozV7m2Z0XteUHIF3YDHKvlQQn2vCodC0wHddPdwog7Roh5Tk6tY5Xad2t3qQTRoNypf1t/2FHdY/ewrkLsPJ8dFf5cJ5rYAbgQbsiPf/xEtKVGtNulovd+RarlUuOi5abokqpjLGsnCmqNOI0IaoEFH1+qaR4iDx4nS9AqkhEdPCiYSTvGi47JGG/Ksd3QJE6cERU3QDZpKSnzfSq52l0tnd3x7YlC9QBqTOyBzJxcYSOw3FJw1fS2obIU2IqxTmWfxmoFRtveGJdHu+/43TCsvFj9lNnWw1m9h6lLa8l2BdLUe3tYa8xJd9ES0K2etA+0h5MGtPt7N2Gh0J/zqaIY6tqnw/clH15v9G/uMfqI9Qs5EltFoEzg8/MmfsC7MZvumt41XLtycEHYfc6T14F4E4kDXan0JNf+4gX37q/X+cJ2ec2IX0aK13sql235JjRhRV5XUsvmhmPA+fxRdSXHqCUQaoYwnVwmp7a9P0J9vLeXupluTtDaww6aGzbSW7ZcgcluVdClepVal4DnyrvP9auHUq6WDd3kRR8ZnchiVyu1P/f06Noy+TlN7AA8GzZ/eMH9CEMgM5nZ6JUjkY3qlpNumBa3OSsUvgkt+ue6kHZsZcTq1MN1pLoLEBixeg54kAgMGP25iQZDm5IQfZMyHfSBNRkHo9Hr2GGQ9WIOdMaOPRNsSKZ6V3LhDVkIn+J1gIAsZ01vig6uhEwVntUgW4naub1R7X2zt7y2px+FD2W6fBqMTZ5KvnpTa80qRDPcxaI1oWTrq5JXVpeuF4V00vE6kxb4lNiBd4/LDLXujoGmpWR2rhL2VhAHlKwNxlQ9Y42byMND25yvP9S2K6q3TU7ICmabD98Wh+tqXpdc9ZaxXVZ0svWnWo91bXCz/Xb1q8tWtnSUn0bfwVET91Wwcuac9sv5HeSQJBlEAulBIvWKM84w/0nKerneKIb3fnHwKhIm8JuzYMqFuRm8DPH3hU+cXZCU9tuHyS5ok80oTugiR5HPKPKox9QSo8hvr/NAlsZkUvZI3evid1lea51hbJXqYKsQxurq5V2WP+rk+qAIqxIqfM7YgXeLMtNOKEdstd2sqDwaqOlQqQQiBPWUEoKUyG5ksJu0jQYllv2QwGQNwEHzRma2+ckX3M7l9XJFwgo/OxjKwqybjTHYhuIG5vad0KLzRITJIL1WrEuq1v6FqxzBA0JvxhHOLAcsdOKjIRV7eEaybq0woa0+TRdhwPtgB97dbtIngPcPtcTQZvx5GIWyLJiDZwg+1uSb2qYMO5SviDHelNOb15R5uP6r4daIdtmw6I6fh0WKnUgHvFe3eD58WDOSv7JWk7+xubviGRwrEI1rUd/ok3moLNjp60nHdXTsz7NATMcEm/7tbuKMGlqGvKtX4l2hXiDf5jZmWlV22o6arsIYHipzBc4Ne40jkHXtx02IPWO4Vn1Eti2YNKHVM6+rP6wocF1YVeAZui36wB6h3WM5WZWUrlQMnCyJOJQE0kPFHnfkkM7ULCQ/6771jE8xLGL0/O6zW6oWQSdMZAZpTHDqSDSYl3S2iUcEPkUZWXdgJEk6SyA+AHSOsRtf6yXKQGAU4QGf/bNjuLcststyu0/vHEYdakxQ5c5OXCZhnsmNupwkv+ElwLXgvoBR23UaPouWFFzfFo/EMVIJTNYAvK1pofzIG0dkWh+2DKYw3mNHT1gs/9pRICkpTLuB2u+OdjphEX7OsFhsDrjZusjyck3ijHh+1rHh7763Khs657XMD8Qp0FoCNfbhYHbNjD4IlS3AQpWNppUVpcXpwsRm9J0qRp2BD8MOvJvh1c2+yc90apq3zewph/IUMBAr38ohjU9/MMxKal7Kqfiu1UHrjazi6JfOx+0cLx1dL2/mkTWoK6sFyByEnmXq9VY2CMsF7ho4Jid2LTqXs/++Xg7ODJV/hsIO7dFCNF8H+iQYd8tde1wptGq9sapgrN2um14zruEwCG8oq75leXGvu/yT86glkB51hqPObya/aFkymJolOoWxd4EDHYRnc9O2QSuu92398QWRE6ebg3GUTWLsQgI+aah6LD/rNr2YD9iNqZMuZvFl1alV0J/VdpNZkrarBEzOOlBEprHaSN6wKa4t16Fr+oMSwI5eENUXbRe79wFemKOAvZdNhhMKrmcn+Oq6sLJ3JuaYJTDxA7D/JrR9kjKoSS768Eb8pwqREawXE73v7Ows1gZW18tST2813PefPm3YD65FH5oTwDiYHQeqz4IJwYhgpjmdPXfW53kW1cvU2XrEcC0/1aeRN5B6P53iwbmatCcX3nK6U5hJ/a7kO4Cd3aBTGH6EAewdQd5xiJOv16nmqh+JQ6TPjMmb6wpkz/pZoBdQkZrREt2u8FBZKu+5evBOdAMZ3lU9I7ZzXFSXDqL3pUvBNWlB5pKUgA+Xq86tfrbbXE0LH4WpZfCrXtSL+ofGirVpYzlCzRWo0fXQ8LreO4pA1rU22yEaBly4xtcrIIaumSYBI5DAxA/Al7KvtjSTD294j7KyI2/3gy5L1d5vs6SdzjvULBQW9CyysbJsZnJKJLBzCc8AImMAABAASURBVIwmJTpsWAe6tk7wpbSHGTutbvlg8eHev2Hq6gT5G4tVve1Beqby2XDbHa5PKXaIA76wxnvRwH/H2MwgIwIaEtlfi04jhHpRf0n+Egl0kUC6i//EeL92ZtXqwjeh/fIyy83MzmC7ovM5Ivid0CxVe3uViZwGrq/U9CwyU0hLXe+MuF7YApLTDiSggoxkv4PESRKTQKgSBOuma4MVD4ogYjLt8b1/uyk28nJDeFgF9NTuVq9RHinHZsNOTDajDFZREmWvxliVlSp7hIkaK02dEfvqF6awYzxCvSC8G10T964qpnsO+D6JOcpG7CSvQKhXmDohtcy5WAbUDcS8JsJKnUC3yhAGuoUn/juRQHonifYyTXD25UZxK6vuM5J+udmxXR4gjSiyvrbZdKhtZU2kVObldXVEx/1Hre7IOzESCSQSGFACw0Qz3WpmSmC0sFhgutKUPtDBBDHXYdo1SFx7OtHGQSIncZ47CUz8AHzleF7O681rHZnLE6YlN5XFZruczaInPsARKJ9YL2+K1xOrtx1hSPyynDy2JLBiWLIF6And8OJiWor5mnzjj++qjz/04aD5eddem6mtUB7deSB3bt7uiOKzdclU9vPycUVAu2T2V27ttUncY5ZA4K63Z7imn4XVwmRhtV6nqkywBCImW0sVjCHCEqXlPqNPgTHXe9+yp22gXwWcXPvFGl04dQLdciQMdAtP/HcigfROEu11mrOnpq1I/56v/8nB9l3OUzkGWhG3NG1J7HeCS2tl54jOD5+0bsKazdejkP03QlXmMeh+6xvfljvvfSiPPnrYETfe+oH82Z/8qTBI73+tkxo8txLgmZzKCbpOmC06WnSfh1seQ7aujpCGTJNEfy4kMMQADL/M2lw1UNEEgh1I5IfdDYAavO1oj78tQhePudKmnD/qfpTBR2noeOOfH1RmPDvnBmrioSemnrDdMKhKkKriPQS4acAQSXYZlfre+uE7wqCbm5qV6ZlTPUEcBunSemmXJY8yOTIDtAaMMu/nMS9kCNrbjh9o9x+Xm7LY8+52J8N0ne5W9baw3Jietqa6WfdUiNfFpY/7ODt9BTiXS0dc796tSd5gt/kMlj4tJYm/u54V9z3nwVLHY4XqAGokx6GVQHrQlpXWi3Lvzkdy/e3rEd5SEzTdy8867y5mufSDm++Jw201b8swg4b/VaRi0e1qzkWvIm3y0qI2gA90qCGeGaMbTuVSeIm9vqSD88rqlpw6tWR+nO5P4DehizqQFp8WqZ5kMq2TDvNsOxGHQfij9281Q2xJsOlMbAddAr0ewr3CxtDuVK7JdDM56f8VrzHU4QBkydsZlWpJ2Il+AKo7dBWTBKOTQGwADjRXoEbswIfB8vqfvW1LouX1unQDy6IMtqTxWZAWf1hdHDfffn8gHWYQbAk/ypDxmVZEZjJTPntZ3lyTQFKGhXk3wK6vr6s7Y/s+K+XmQyqsNxkyGcR/FWlTJfH2gzt47xvWlles7JyyX7Ps4BSETnd8QydK3cASNzpmViV2UMSASZA7GDB632iBxgBqHMiDug+CTo3rJMdOfp3S9vOL1ykeN8Z2MxfEvlcdZ7p1p8ONp9iZ3Ze/s9T9Uw2bP3KNw5fg/GC4277QVr/r3ufm/fXwhvD+OrvTA1mXDMl8FomZSKBNAjrstPm0OatboTD44s3AAOvqBuIw2JIGO4gPKn5JlXzKW+uyXnaMlnjdEGoHLsw3f+HIfxOa3wUmDWwXE/iBeau8Lv694PWyjtga6H8X+MRR903oB4+fqa87CoUFma45+36e5xYXrHjka5Y+p82N+8rw1+XU2RcaMZE9y9Iw6U4TJfyZCKFjLq6vNdIllj2WgLJJ2wm8x8X2Lo7BqhmD3cvZTF6cTrc1TJ7Xv7o+kOpl9/u8ynIr+txImO7z1BlG29bYAKwdyzhjawFrG1stHtXq9oc2fsBHbE+DPwMuAwbAjt/0AMulzMM/cWbRfkqQRwADLkvOU7lZsrAfZ8BtDj0VCjP2SUpYsDr1CKW4WZT4ryI12LTkNLxs7werZd+P/GxemJwgo0FAhQtH3HewWXlI6WSpPhXI5dfcx0u8nBnQPfwkiLRPHjzEOCDo3D/3tvL0RvftYP9lJsxy2n2NiS8feXvJdgFflXJwOULEItVtYbBJEMUzP7PzBSfVq8oVIS/yD2V2jM30csUUoTzKtfpQP/Hfqx5jFXpmTb1Az0i7CCTvUNJSEsdsS5KXVcnXHxqC8H1xX3VzXxCzL73V7jZYrme6fEVKOjw/d1GxJOlzIIHYANy5tYtLs3L83AkL5IEO2gcH/ACDBw9/0lgCPZ0+e07OvvSCMFDEQZ7pNAOgRhrgeOXyYkssz3Bhu/GAmSmdsauHf1VJrS3HC6eXzD2pvwv82ic/3lFecdlhR6bIEEbLqgOA1bIrurA0a4Mw14PrwuQI0HBMgH1h6ShGgiEkACu0Hb9658AOQWPnb0qniDDbnvlpnJ7hBAamX81lcvbuLGXiuxfgXd3JY+bjbXkoZbFvmNcTZjteSSe5t0tAHyPtXq3uUJ1nL70oVz91TfxDnwd/Owj/2GdeFR7+pNFkdoRSkeNnT8rla1dbQJ7VrK7fWKz+py+9cEbmqyIPHtyXwtyUTOdnVc8rxnbLsU9S+o1Y8VeUYM3tX79aL6WiX0Vyk4BNlcQPK81l6f41GlWMQDMCauiBTDrJq11+5a0t2y3tGS2DrSaXlWeuDVwHrgfXiUEYMHHCBMQlDubeAybpIHYVab/H3temtURXj1Cau31htsYIYaiwwlT0hSaJvsykZk15k4H3WxW+XeYXhTm/1tKaLu4a4HxIx9ee7EtQWiZ1gJ260NGfybucOSeUV7P6j76M3eSYlpJjqPJU8nGgf42B72KDfPz719g1zkwp+va2wGb998ivSyG8Kd2YbSDrWu3mdVFHciQSGJkE0oPmlJ8t6EB6Vs7rYOzwktpfEgZSwPLpoHntJN7nXv1SI9nT5TXxO6Hx9F/Iwu43YmFvx+p6WU6cXbDl7OXl7YP/rZt32pNMpJvlZvS4VA42C/ygurDkGD5hgGv1qR/7UZtAsTrh8eZn3iB4/8F4Ry1gjiDwHnjuE7QexnJV/9lgt/tUFV+s1cM7xmXC4MeV9w7zZegL4wxVb9sKulcP3Ar0sMAXE0bfwPZmeqvsgpTlJivFThTJef8lMPAALNZrw+iMq6J2t8FpL5rxF390sfFFrMdPHwjLc1O5aSt6fZ1Zqntw4x8oq+KVJa/rXVl335O2yLETv4oUpDbtC1kx7z22hloeUKPfEQv3jJeBFxCE31y0kQs3IGdYNRMkGG9haUFXKRYEXTHh44NjuMas0k5H6lik03GGyiZBSVTfqXa+/2uI3J7xhXotxTBoTekHlN2qqy1TB4+M6mPlipQU5eCyeLj6XXa/kgPLVWZbUtQEtQb5DlqHncQjf9A5LWy4mjmj9xxxQOd4O/VN1bckV3+qLX1qTDMtJc2K3uOhzl0dLh/y3YZ6UeLvzuaVrZruVZlrIezOUNG/egTCmw/rjW9qe7c3a0FRgKgEHXbVmCRxIoGRSCA9klz2KJMf//JLVtLa2rKZs9GHN9ZKa+pmclBXU6RQmDaTz05i8b+KxI8ynDridkHjf1DBQIqu2LNZb+LHQDsp7QpSOTEdaSYnbietDPgXCPFJKzv8Q2/qWSz5wCCZnJl+E6bH94fBtvy17G1+k+OBTMdVG3b0wi4FljiuQny+tptYB2UzE92rF0tiPl8SODAD8Gy4Kr/6woxdnc1yzV4DQN8Ly2Wg5X1gC9TTbNvvARNeDd1uYb79nNWncV2fsw/vrGjsg3nAahmI48Cvf2v0oWcsoH/M4WOoUGGrqRkpyUVlki+qOS+wt5oMxyKJX4J9BheknLZNgFF1AjWBGnaoPTUjxrSV2RYDZbCeUadUV6t5kI+hXhD0m+Qt1FOB3cP5WaYTdHLXy/SeygwlU47qpu3W+keOXRuBbCl7XFU8Fd5jzYU3Wnb/5kOvM92ped3yI19D9ZbTu2J22FUcKKOV+sau29XMYLTyaubbzbbX5XWrR+I/yRJIT3Ll2ut27Ys/oezWDcLofdH3MrgSj41WmAB/zDh4Fam44R5eJ444phwPx14qPcFIMAIJ7OlXktJ5Y9rpVH6EQ9IIhDCiLBiCdc5pv/kb4hhRvkk2iQQSCeyvBPZhAN7ZzBCtHrPiv/UjF+RIVWT52YqwpMg3nxEhbsxAUsIHOfyHOmDI+IPi2haGIaUPMn6qEMfiwrxspkS+d2MZ5wFFoPUGauzbEQpstZw5I7UG491dncinlj4iXifsm2aM17PdlGO6w+uLfW6TZGrH1BUKz3jzckMK4Q3JKUtE38l9IOLiOHNUdfd5jiq/Sctnr9vXXh73QRyTJp+kPvshgX0YgHfXzF/6uZ+yDLbKFfvAhtcDr5c3bVnaAvU0FX2oo50hh6WinIi+Cb1afKYxRfLTGTOT0+RKQLUGzcqlcsZ4mx6Hz5Yw3sN3TZMWJRJol8AeDsCBlg3aZ4bqPfARyCtLOfnxs4vKAUJhAJ0vLDWWHVmWJqtQ6vYpSkrDDdxOaZGtSigzedLje5iwG7lOvhzCel6q9aPivkmMbnnUX2gaVH6DxhtOpmkpibHe6m2nK93GeIfL75DFPsDN4SkEQm1DHOpMjudeAns4AI9O1r/0c58XlpYfPnkqvA881fI6kuiAnJJOemBqwDeh5wq63owjBvKLORPrhEmAR5d03LXcqaIWu1PAhPppfeuhsAM5tB3IPLAntKpJtRIJJBIYmQTSI8upb0b6kFHe2jdazwihLIRP5a//6Dk5dywl03URWO/i0oKlin+WEv2wH5gJLBY3Meyb0FMzZ80eP/ml6rjf4bTrwz01o1ditgH0qR7l9BmJw/uHwveINW0foaRrD4X3SftEi4LpE5G1r0HZoG9EjTBoPI3aOEgDGh5dLMQBXYIH9g7tfdt8/a4y3hu2I7hVxztwRknEiZYAfRzsopJJ0kMrgT0cgEcrw7/w5b9oGT69/8Q+S4mD15M2qltYDV4/jINboBx9snJ+NoeXwKDNoqfnjQH792TtXVntBbwrC5i4GNQPvSt+Kh4hPuYg4H1S0eG9f9xRDGT9S5nYGMp20/4LTRNbyaRiiQQSCYxLAvqYHVfWo86XhzVw+f4fPv8xuZqaks1URXgFabEwJ4H+l8tlixBIStAPm8NOoRDmvwlNfPOOTrmKyMfbfvAhCtonI9BygRqxg52+obJR4Nlpu9lgsJkLwu7hklxR3SlfnHJfobIvTmUuCd/9bcC/L1sv2Hu79t5s5McXmEoZ1bsGl3VY7c2E2aULk8ujy5Snkha+qBRrQF8rU6VQTB+q6fmuL2gmQyag6bM7mytvd3kMktqVY+0y1ntdeN+2+XWmQfJI4iQSeO4kcKgbfIAG4NbrMDdbkB//svsy1oMHj+XYUfexhsdPHjYUFlb8AAAQAElEQVQiLk7PNeztlvivJa2sbllwPn/UzEk+BTr2xNkov14DS40D5tr44lOKBBltkpp63u0BYx40j0q1JFJn4OmWgjDQGq5TJbFdwKRvDTrwLmtX7cA3I2lAIoFEAiOQwIgG4P4Pd2JkKmkB9mMCdx7InZu35cbb1xv4/jd+IN/+o2823Py0HulcO3lQA+dCF/xffukVQQ+c1Yc8LPjkyWOyXFyTe8/uu0h6jjNd4qiXrK6XhZ8lJO+wPi0PH67LtD4UP3t8SqrqqYfVk7piB9gBdkA+DTAqNhxxCzEDZY1gVmCqDXaKrjXjGCostR0luSiGAOYag6hd2WsYXBRjpqkzUpIj2+C/+FSTvFaIeqixq4M8Aimnjgjv+nbPysWT+ob7qlL1luo435b4r9PYd37rqvusP1T/22Lu6k3xv7tqv04T7QKGTWfrq+KYdPP6dy9/2JCovsMmGzh+KJlgQ/K0NfY+78DJk4iJBBIJHFoJ9B2A+7ecB1jvWAy4H+hg+9aff0/+7E/+VG689QO5896HsvJoXcrr9QbIhR8UwK/4tGhxvquDMukJa8fxs2flf/Irf8m80QWz85kPcNx/cl/CSt3845+lrIRl81tfqcnc3LzZOd269T6G+F9cKq6X5PaHt6yu39QJAaDe4LpOGKpbbQNB2Oa23Jonvt8Lc4Slwk5Nx5rJCd877gb7ktTAu35l4v/Y3et/mYbK8ss1hrrbkU4Y/l2hkywX1lvWLs5knevlktDWyapVUptEAokE9lsCIxiAeSCC7U1haDaWqwMugy0x/O/XYmYyc9INhAN+6ef2O7d1QFWKSgaq5xUDjlDiuuDb9z6Qi+dfsZ8bfFR8oMyzbq8jUQ9i8xvB1bCAVY4fD+XsqZSsraXko8d1KZTS8qMfD+T9b1+X63/2tv3WLpOBdjAx+N6337U8Op8oLXBsN7igutfLYjrXVIyp1p2etabstBdcOwMtJg517uNh9U03Jy/bq0JfAK0hrAEEsq5XrjtEr1hrKu8KJVf9SNArpy3O9vx9zEkx0/WioLuG1aPrDbTtYnWflBom9UgkkEhgvyWQHlcFYK2wV363lkHMD7TDlkdaBuFnDx91TIou+H/7v/jLFlYsbgg/VXjk6BH7VCWeualACgWnC66X6yJBTfgm9Ozcorx27ZL8u6+/bQP2J16al9vv3xIGWNIx+Gcyc9smCPhTH5bHidcKBko3OGQzLP22hh4eF+3c+9bAkmuhY8x7X3pSYiKBRAKJBEYrgfTosuOhDHSeX6nZMjMDFQMWg+9OyyEtgzBL1ilb+mWAC5VJieCeWrkrP/vxY/LrH3/BvhH99MlTe72IT1N++/p35NtvvyXohUX/8Ltx6z359g/eln/5331PvvZH78va46cyXxX5z370lMw8vCuURZ01esejWl0z//LWlpquvWpRboOOd16KXmcr/ktNzTjEO/gIJS2lETQDuQCfFXbQ6g4FuTq9cxi8IBJMaYR4PHVOxOH6ZV6emk47V71lOvCJqFpSiUQCiQQmUgLpcdSqFH30gsFst/n7AW9luSjvvnvDNm6xrI0uFvdHylrBZz/3uvz4X3lJTp481bNIWDLgHeAKW1I19pe/8kVZWCzY4MuAr15dDyYVBC4sbd8xDesNbGpAjIOPri2oM9h0DR1dQConDd15Jtch3z2qR4eSu3nZzu9ugYl/IoFEAokEYhIY4QDMwxDEch/CykC7uXFfPO7fvSHg0YMHAsjqzk3CNzTO9t8JfXOmKH/v2gvy1V++Km//b74kX/25q/J/++mPGTOGHXvg5/H3NPw//Odfkr+7uD0/yovD1w+/4+dOSGGJ92HDiPkeEXYll+QIwRF2LosogwkzXHvYzYs+dveVIz/QzCmUKbGd4pkOuvN6QSMGivjR7o6H7ZU9FFYEkEs+vGGsNzB9b7fyqTPoFp74JxJIJPC8SGCEA3BTZAxOvdgvgxmID7YMsrBcj2ZurTavo2313e46e+mU/OSVV+Vv/dLn5D//T79i+D/+7/6W/Opf/49acOHaNSkc4eEuArulXu2gnoTRpsuvvSrnL73UUiDMt8XjUDoYNHTCEfvS2EibGWO7tjN820pC62A90rI7ZjacZ7LLeTh5JbETCSQSEJ28j0gKPJ6Bz+7StYs2oMFi28FgC/oNtj6vuEmauDtun56ZkYWlJTl19gW58MrL8vK14/KJM4tybqpsWCo9Ft4fjiNQDktcWC0DLANtOyiD8I+/ccWYbygVvAy19IKUZcbsrae4NFpDnIsBBThX9zNxQPcYrSHEBa2+w7vIo4k87+0qwwuM3eHfLUfaDbqF44/UI91u5oKU0Jtnoi9zybzUWgbfUBOAfnlqtJEclAX6ZabMt160ndm58JbWeF0ThIpuB/UHxAHd4iX+iQQSCTwvEkiPoqGl9ZIsP1uXe7GPa6CXhVmiWx1FGT4PmK23+8H23MULcvnaVTl76UU5fvakDZIBn4jyEfuYxIXVvvbJj8unfuxHW/DpL37a3Oc178wUD9A+mR2aYNoKRKcoihEzX77mxcpBaojrNHGirZeF95snrl4jqFCSRSKBRALjl8BQA3BYqQmvF/EKDhuh/FesGGzv3/lQVp4926afZRBm0GQgBjtp0vGTJ3VwPSUf+9SrDXbLgOsH2/zs7l/5gdVWszVpB1wFP0zQXv8cv/5TvWu/bKPDVHtwDzeDG+gRxYKIA8wxwIm4YICoPaKkpST5lGN4haGYb6i5AjX8kZoR0+3y9a/gsjJeBYxXjkg1ZPWgV30JAz6zcZuUBXw5tAU4N3JJ155K8/1ewoAL734mDugeIwlJJJBI4PmSQNcBGFbLQAv8YHvrh+9It4G2n9gYiAGDcT9cvnbJBttPfeFHBLz48os28E7POF0tjLVfeXsZzvupomxIwqoWe5Afsq11L1fLyvBS2qbRHLlMTtK6WCstf61ltgQljkQC+yKBpNBEAnsjARuAGWxBfLCF1cJoweZG/13Cu6luXHd75cplyU1NGZvmk5WdwIRgN+WNNi3vJK/bL9vk5V1jRrAj+/YxelMgypgUfB0JBiW2qDuqWjCAgUHz6xbX+ee1ntQ9p6w3V7urw2U/3aYvl/RA2WOM8Xr9rn23ul7o0HKN77MwEzcwxwhP1A30y5I4wMejLoGtBvBlKy8XSf4OqQTc9T6kjUuaNWESSLOMzGAL9mKwpf3tAy76VZaT84Vp4TOPfHSj125nvq41WYMwrWoFrJidsbpqL5VqyX7dB5ZcllprxLG74oMJhfGAwewAZfDUlbp3CB3KC/0ujHeoRPsSuV0+nStR1tWAziGJbyKBwyWBpDV7JwFjwOMuzg+4nTZL1afYESv2VSuWuNmBzG5kvkbVCwzC6KNlIv9CY46BrNt7ofyiD2wS8Es/xpDDt5Utg+sC40wLX5cabDBobTIDKmj1bboI65VvKI713lbzfatvoPVupu9jC7h+8R3N6HdfFN6JLinjFZVEaw7UB7T6jt9FmaC9pHY/3ACZOdnwa01cO65je+r9c1NHsNc1oEyw1+V2K4+6gG7hw/q76z5sqiR+IoGdSCC9k0T90nQbcHttlnr4+InAehl8M5m5fkXoMvWs6aP7RjxwEXgAjLrS3R9Q/LhBRRn6jkvU6vodzc33d7uXt+Ny9inhrmSzT3VOik0kkEhgpxLY23QjHYAZeHmntrGk3LI7mYcy6NxAlr8JGWTw5UMZMGXKI83BRSDl9AkpZV7UhWl2cnv5wKDH26q8qF5a9dM51fUas6tvaIE6muq510HNGt9njr/DK/7b171SH4SwUNLK3/P1hzLYl632q01cK7DX5VMmGEW5bvWE/gTYKe9RZsd8HNrXyiDuZ/YTdg/5+D49JnkC2bYKM4q6J3kkEti9BNK7z6KZA5u1Hnz4kfBOcNN3MBuDKey3X2w/+BL33Nkz/aIf2PBRPeI6CyA0nTQ66s7hvX3995kd4+0d90CG1sf4xa8DKZDxVZrVE0NmSnglnL0DwP9utqRy4qCT0xRwbgvXp1cukxMDdgVpyUf0j35K3mpNjkQCEykB7bKjrReDMK8qsbmLjVJNPS1DChCbjwaSVRM499GTOpPdWhcG2E7gc5AA5svrTC9/8hWpT8EaR1v/vclNHyTaeh4stfQRLRK3GnZgB+bocEKGcXSI0sML5huEH9qu7UDY4dwjsgVRl0BgFDCQkK9Wpc4oR5wUxutlYZUd4tSajh3q7mtf14VfMnKyIc4QWXaIyn3wh//iDzqETJqXu86jqVWT2dJvQBm2CoMNLovtjA+uOZP3wQF9CsgR61t+D0EtVRCD5KUGIreFE7deEPYaNNz4aT62617NEnnTZxXF4JJQD1gxKznuyTOaFh+8XEZ5vQ9e6yelxulxVsQPxrze5MvhdSe+mPXBzffE4bYU10tS0OVqPvfIANsJualZIfzNz7whV6+9JkE257NMzD2QAMzi0DJeXo6ql4Ud66MWJR+M+Ymf+9Kos534/GCeMFD6DYCl7nf/CUTZsj7xqFeQSp4fE9+JnoMKanccfyvdb+eK8CWtm2+/L7xmtPJoXQC7mfGDa/Apyaufuib84EEc+H3sM68K4W7XNN9iJgUYf/1HU0J8xkm9Fap35d1S2JeVMdDJ5+PNQRJpWbFouTAVc3W2whJgLkVlLACGAQPpHHs/fYeRQ7OebD7Lp0riWO8NWxEwXXgzyoC2nZU/YOZ7GC3UsoAaAx+O6dJPYJYluaKsNsZsU26lhL4DS6X/AGH1Z+AyRhXRXSerC/XKvKh1vSzUm74+qlImJx/X3u714VqD7jGSkPFLID3+IkRYXqacsFy2H2jADjKZOYHZ5mabAwI7pfk1pcLSgjjMCn7EP7RQ9jXetnEzuhLKNWf2O8NgYC6kDFoemPGbNm7vl+PkhZerZdmpHnzyWrPPNYJRBpl9rsTwxecyOYERD58ySZFIYPcSGOsAvLC0ZL9K5AdQTPS3VJtlZq/T5deL8GsFD3fQ6ntwXbQFtLYA1sU7prwLDBvTdQKNQDyg1hEfOWV9taDUNddQB1sYjenOVJ8m6t4e2dct2B60c59dpqROoFs20e5meSrImt3fyD0Q9OC90nXLj7YD0oJu8Q6Xv+8fZV0ZKSnC4KKgb0VP27mv7Hf7uTagvR5cu0Bg5qXUGWF/A/2+PdbBddNmcHBb8DzUPD2ORrKjmY9unD57UnW1rUXwqcmzL71g+lx0uiwvLy7NjqMaBytPZcHoIEMpR/XmARFZR2hQRq/sKNXvIu0V70CG1UP7KlnyC0Y7v3qBMt3O/SN52O9cqknK51UCraPjCKQAm0VXC9vtdEuiw+Wzk8QB3eL1rwpDBegfc7JiUGfQXqtQsvVV5Zs5DegUrt67OhwDpAyXDWUA52qe9apVnwq6aX4NSdig1AxUG2mAWifqaK1TWkpC/VlVgPHy9TF2N7PigOZy91UPNQugRseD+lCSBmHkYQAAEABJREFUx6xKsgf0yksLOma6b57oSWGItjKSOiO1Rl19lWivt3cyQ/UEauzpQb1A70Jh8DB5dMK0sx347yXay+/m5rqA1r7Tv71NaRAXNH0S295JID2KomC8DLxXr11VvW3CZkch0/HmMdiDEB1p93oMlkf39OMIiT1IlO1Sfxj/KL5tvdPaBlolWCM69d5g4rXTUvYmHXsCmiVpw5qOQ2Wrp/JCW+Po9t4xOmSDPkktjuqUd+RuSxcv2+yaf3zlATvwfapxAQ7vZWk08TBZ9LLuvDkLquPlNQuYLBunRvNIpgeBfvWiNNAv3l6FU2fQrzzqDFrjMcMtBxfUM1Ds5iBv0JpHurYq6fCeevowTKBeHQ6YIjpSvgZlDLJ+V3iH2O3YJp2vJ3bQIZM98XLMvhPbpf60IzA976gqQ7thtY7Nct1Agx1lLojTj16VUqAQBe+iDgLiGy5LUU30kuRL/uE2xjmq9gyWTy04rQx+frDIHWM5uXUMEpkY71p6Xmrp2LvI0mav51VvrPD+9bb3kHfqbk/n8/emrjqgq4alA+wGdnPTt7S/NPqb2umD9t5zcNn6o+9L5fQZe6cf1gz4FoETPtfH2ZLz3klg6AHYs10GXpaSx1PV/Xygj6dF/XJlltsvzr6FR/rpCt+MVvu+1aNbwfVQytWyvce7J2xX9aBUhd2zsBCuHazHHmapUTzIAhtueW8WVmVlRWVi3y8Mf1cOn2K/2tYsdxTXr5nb+G2d61vTHsR7z5hWB+2X9FFAf62npsw7Oe2vBAYegGG7bKzybHd81Q7Hl/VYc6beYLhCYDbMSnk/sSZ82Wv4PHqVmJaSwFphg8GOmCD1CVU//dRAPuhTg/C68CtB9s3k+kOBHQPKSgu7rF26XnXrHeaYLXmRpzFceSoNnW71plAPgG6XejXZLmX3zr1zaG9mawxD2QV60DB4QYyBwExgKfXWLzZ1zn8Y30DoD/QLYzzKdIrBi8pCUfF0fugOk3v3uOQNWmNQF9GHeqtvP1c8H64J6Jdm0sNpExhhPceSFXV04NoB2/Gt/dT3qTC4KPTlEn1ambKZckU8W3YrL26lJ5RW0/UF8h9L5Z+bTNO9WuoHXXS7sF02TPWKn4SNQgJj6NT18igq1jEP3qNFz1pRdmzvGFNWPdSBYjdlugd1LUyJaF6ieZZhuFoGZcFyx7WT2XRqmSnpz2zHcJ06SrjpGUhOqF/TZy9t7prsZYlJWXsvgXRQF7/yAlNmlceQqlvfo/8BSf5GIoGWAZjlZT/o+iVmBt3n+9YLVNBAjTEc5JyrPRxhzuQIQoE95qp3ZbT5u6rCFQNZFwDzBLBQQ/WWbP/dY377eFBcd+xW3rXvMluetbvGwCmHMilfdJh3tRnkTArgfruY2T0rDwbV25bi3yZOnXHsVlT/V28yW9HWDlLSeOJwTQPh17Mqqd3oYvvVjrsdtMbLy6qkhZWNVv/BXa7+g8dPYu6tBNz1qYn75jYs2ZCK7gX0zHEYa74q7r7h62ftIOyq7WVgPwMoibJrZdpxhl1JHdG72LHr/b2/xiVtJ9duuacZcNnBzIDL8nLCdLuJatz+2x96uy6xrkxU2eOu8zkkGQSqR2U232C3aW2Y+jHjV1ty9JBARVcfegQnQYkEOkrADz9mRl9KY1+D10VzL3JPPq+sOs2Ayw7mjtJLPFUCDIxArUMd1uV6pPDh5B0q47shtttYnu6Qabh8TF/KjuXwhrLHj5SzOX9Rm0OPKh3YIJgtcOzWWG36jDDTZieo6bZ05m36rlQ0oxdltwre/2TWf1CazsNrP+rKykMuvKX8SPtnvbgHVQi1DKBGchxACfjnW9MM9RnEvRbXRTf2UcCuI1bNfcs9zCoVuueD/dyiD4POlzDd2Tvx3S8JmB51N4Ur40VPupssDmLaOLtlkGKGDbNFb9q9Pd1vjO5pnu8QY8Lax55vKSStH6sEUjpo68oUOuixljMBmacnoA4jroJePJ1pDZ7psPEHzZmHO+gWnzDgw9Ve31B9repslb3mQ/Slqgut33U7fyOTL1QB2w0c+dluZEujrDfSlYpqVhxi+Zufdx8UU69PakZr7tgts2Jmx8yS0Sl1Zbd11d0qXxPrC5qHme1txt/7qfy1FO/qbg4ar3sOOw2B40v4UHXhqzvNokM6ZAA6BG3zCrXsp9ZH2X1uKzbaB9M1x4rTUtqWYuce1AnsPIck5cGUQE3vVVam0EGH7NRWZsx7zdz33P+OFR/MtrXXOt3u8Xy5J7+1jV3GNbH3XH2N8ffwfofZRE+EvohZsWe3tmNTb1Yx7Lb1POzBbvMZX/owrAo7wMdXwvA50wdTdR14E1Y8vPCSFANIIGzE4b7nGXCY9MXpRusOjYULBro1iIcs8OHEBd49SWaoQ8u6sQ50cHEEsm5h3hRjb/vZDmQKhpEfnM7tgGRmC5jlwmyZ8ZZ05lsy3e2L0tAVqd4WHRK6JDBMaaOJSxvB7nMbLJdQ0lJyqyDyvl1zsWu9+/JdDqEaQI2hDk1T37D60C9z6YeSs1WYaOWG97QVtjpT11UceSr5TkgVxd7xbjd9XO+PW+2ZYMPkMVoZDNXwJPJYJcBdAXwhzs69zn1vzwHVF7OrmlUwnhkHkxHz7Au0L/t2JuZzJ4FJaDCz2XZ2G0S7JSehfhNRh3ooMM2JqEu3SoQ6IMfCeE/bs3X2JKA7joO9DoZq2b5iVm43ayIt4bg1Tp3MVB6xohLrcygBG5ZTgbAixjPkIIqAfSuHkAF3vhTMkhymhPcomTkNCpeOSw565+/z7BxrJ76UCbqlJQx0C98rfx7AgPKoT6A8ram3RS6wW2atjt3y3uBV9yWeVGxncr2g6dxXoET5VRPke7jgpdWpVWkpCYwxK9eFL30FuuIhKplOcUfj567ZzuXt01ObUK8cWFdzveMKTq5213TJznwo6dqKgeVsD3Kyz3umZ8R/oxndIHD1DC1KcnoeJeCeEeiJebuBZwrPF57Vrm9MskwCG4Mks/j8MGBmSTAtf1mYOfVE2scUIW3T1d1G/ugousd4vkK83Lyc2Z2cmhgBTfK10IGlHkrlOXr3lr7i759Gf8nkhJ3sYn8M8GaJnTr5xYIT63MlAXTE9KOD1Oj0QarsMHVlJgTrKskVMV2i6g3QH4TBRbFv68q8lAzufVCbSUnMrqyMeNXMCWVpL0po+khlbME1tSt703yNzaXPiM28Yt8GJh1lS2pmiCrzMAHtSfRh3JP5+HDSgvb0fdzBDtKIY7dexrQVGSCPUkNOKiuVObKIy7YaKpsRvnndp15jD/ZyG1VBO83PpUtLSWC8trM4vGGsF91qJuxWP64b6BY+rD8FxbHT9PF0XfoJ90zmgrh7U+8l+oz2Fe5Pg78P624nO/q/eK6JPZFAuwRq+kwq1fP6rL5kz3ueRzyXRP0d2lPspztsFJ5u2A6hhZm02yk7+saZnlJ1EMy6QHsJlN3uN5HusNkZhq2fMZZM3vQwtlSo8hg2jyR+JIG6Y7xhPRV5jNfYy9xhJSx8cE+wCmL3i/YVu4f2siJJWc+PBFK6enIAWnvoBmA0TzbzUaYL83Kz505MAT/Q7yoRBzTjMWRRDnnbzrx6QQNb48Cu+W6vBgx4uFwHjNwh2qDpqSfokEVjtuiYC3IEzCZht+Xgss0uYbkh8k2p7jZiK+jlkIdYHp3ynjQ/ZAD2ul7RruZUURzjvS35sMl4A1nXCnEt1Wg5qCvwnsQB3r3XptYlNaNrM009f+d+8oJjJalmX+Geoa9wDzVrTVtA0yexJRIYXALaH2PPHp5HrL6FMjV4FvsQM70PZY69SGbanQtJbvDOctnu285aeuvitqdPfHpLoFwtm46X3cK9Y05+aIPdZpR1pHgQUud2E79JQVKPRAKTIYFDNwDX0iekLMzM2wU86OBLPNCevt1NHNDu792BMAtDTyqxmZkP3T+TOgPHcqmfMRfTy51ThhuxXK+TE6crh7GA/at3t5JpC+gWvlf+DDigtby0lMSYLu/CVm8q270uvC/L7l90vFwFUR7ZmqqTK1RPoMaeHNqWFPdRZ4ZbZDVE+0jLSoiuBNFHwPBV1PIm6j4ZvgVJikEkQB8Gg8QdJg55ApeGd8v5YmCwbUVp0H42aDxXnnvGk8a7BzB1mTw9QLQkyiGVADpcgF4u0eGO6SLXnW6X11cPon6X/sGKEqCPpKC7KqogGSxVCgfzeB5qzQrTQWjnczQAMzsB/S4LccBO4zVnYeTAUi7m4KBs4FNgB949rKlplck0dLkwF3adgpTq5YDqcWHrjrlo/JYicIMWzwlyUDewX1Xiekd6XXnqvlgF05Xrju1WbzXeg3WzceoK9qu+8XLh39sZbom+AZThxncl00cmZxd7vB2J/eBIgL4Pdltjd9/Fc0nrSpKtNun951eY4uHOvj2d828/DxrPpxsufj2Vl7BekEM5AKf3dXbuO9dwF0TG+ZeO7VQeZznPc9710L7c5JluyOU/APLwE0TPcJu6/gNQ+aSKiQTaJFCplnRg6/UmQVuCfXYeugE4XXsoQf3hPotVJC+rEoQfitTLWpdhnsbEBZrMDuzAHD1OgfDeMTpdz3YbTKYvy5Xkr68EQklLSdL1ouSV6aJf4p3dILyhTNftYvaz7kDWdQrINQPtGeMH2v3H5dZ+YbWZFd8v2NHe6BvKctktam8MpNx7t6Lxu9eGuoPuMZKQRAJ7IQEYb7r2VOxe1PswF7rVJu6/vSi/dxnuvusdR/SZ0i/GAQx3380N97XmfMd2PyrgdXbo67qXv7+y6V6vAxCiEypm2dT0wOh0Uznx/cK/g0v9RZfsnJmcEwkkEtgPCaT3uNCxF4dWK5AtZZ/KTOp3dYZR0jL3YsDhrcbQ2BHMKFe7qzyi2zudWqVdH4HmwDdFj4hjNJeFb6J6nR36OtEaaKQOB2k7eD8XXvQF0K2xynQjlpvX/mO/5hNG+lxm2Xpd2b0MAmO6Ph9kCrx7VCZ5gkHyo/c3mW6c5fp+4d/BdX1j0HzjZZMGxP0S+8GVAPcCGHcLKAMMWw5p9J6UkrDy5O7J7fej2GQyHDZzjU9fBmodyUFe3IdTWiMwq6a7J1mB8vAEKT2SMic0E2PCqpvbq+rxe62eHe1VmU53x0XfqxIPeTlhVVAbcB2t/xyw5nqm62/wA1b9pLqJBDpLQJ/jB+Ke5FHMilOqLuyvMGSmhJcHeFZ7sNeiJqrS6tzag+7r2GigDIVfksnDYKo3bYdqWnUG6PHS2njmKcO3lFlWE/59s3z1tuTlfdvxKvWNztmOwjc1Y7q8kt/NLEekpiWLcOVHUcBhycNfo/b2ICcQCn0gL0+tX7BqYf1E3rVf6Wky3K32DNrcvhxvtgXbdaG8dv9B3Z3zDcXNqu0dbr6rHETfVE6dkaLMS+8VEMrunC8hCZ4nCdA3wW7b3K8/UQboVo5Lz7PZ7knR+5Jntq46tX8pbmfP7d7lbg+lrgADYloAABAASURBVJTk7jPPXO1+s28mXBC+DFgMLkmRNwYMeg+K+wa+rUZmLjVXJfW+ZJ+FB89skN5e8OH1YYdqql4SUT1eLUwJjHW3rS1Xy5bFXn7RiFmUCB3Eik5OO5QAfQBdPf3iwOhzo7Yys6YftOp0XWDyjq6TQ3I+gBLQZ7Pdk5Owm1mZLBKMs1e+mRC/53I6jXdPYncm/jBIDxP5QMdVVgqrATnV4+XlXTGEb0tega7PI1+/61iRmuywA02/hxqmsJnZ9RhbcjO48cioOROzmZUc2UEx46zfQNXZ40jcEMjNtZuVirzOqrnGxnRZFdE+QF+gTwS6WiKqrdleSZd+u/+gPjtN7+ovNtEKhBk4s29m3KbbZXat/aCp0x20Pj6ez9+7EzORwG4k0N6f2vu9c6el1HiTgPvRnqvGdCO9rj6bt9+TpN1N3Tql5dng7it/b7m9NMpg/WqS3mNh2zfvjcHW3dsCNckLcPdopzL6+6X7R3n+YsCIPHzrvRu9IHD+dDpn24szjGcvyjlMZXCFQikLKxUVnVUfyLZpI5iFM/MOJNfWhHE8nNqKSJyJBEYlgbr2V2W53Iug+SwdVQGD5xMow+W+4rnKvYVedvDUo4mZDMCRHANlQB4wom7wccTYknamKP14jVBq6QUdRmZ2UYw+xY1N7SKLlqS0HbR47quDFnqmG59ZF8KbsZWKce5M79H8oYKYmc8Lv6Zlun65LKXUCSnV85oLrQRqtSNuN4/klEhgHyTAsyDaV5HiXflVycuq2IpTnOFWP9J78aHtleEZG+hzV+obPepL/wY9ovQNIj2Md1bvqTOmuy2hs1WG2/ntgE4ZuvZ1CtmNXzIA70Z6SdoJkkCoUyLluqqT3++Z9SiEwsw82ck8CkkmeeypBJThlvUe9HrcPS27T2G8IYAOt0+0PQ1OBuCxidvNukaVfapeklzKzTBFh5pmvjudme00nS95tO1zbaJOPn9v4geabuaynumin7dZNjpdRYv+qOfM2uc3GWYos4Iuyul4YbxnpLmT2csaczLqO2QtkugHXgLu2ePvu3w92icTY7fsreCtE+5B0Mpw6buAexkMKhDigkHjd4oXSjF4UWwVSfxbI53i9fKj7qBXHMKoK8DeH8kA3F9GExPDZpZSm5j67FdFajoBQRaVg6rT7SA4v6t5u463Q+TEK5HAHkvAhpSI3XLfsScG/W1YT+1xTXZWXE4mc6ibzFrtTMYTloouC0ZTLWaTzCrRZzLTZOe2oXpbMtWHYjsK5antMExLaYBCmc2BAaIOFYU2g6ESaWTqAtRqh8647YtUq5Kva/tiM+347+kilwA9kqU5CCfaCFxdYb22+xJ9lLC7nTDgwpPzbiVAXwSD5kPcOLql83G6hcf8R2odVbkun0ywIcZqTW/7VO+1GLON3XMFVpeqt1R/e7dFf+vuPfLq10jigH7xRh3OfgrPevfivqIMMFg7kgF4MDlNbCw/A2VWit5F6mURnamKssSJrfSgFdO20CabbR+QmfagTUviJRKYBAnU9eYqV5tvCahTGsxW779JqONu62D7KXabyZjSJwPwmAS7V9kGyv5ggQCGbNCZqmPJ18W+8IS+Rtmxn+ky65WxDdDM/kA3CYSSlpLB6kO9FOhyqWugM21fd2tLzc24A22njK3O3eo6Dn9YQGj6Xt7r5ZeInK531GW5ckad68HLj74IBq05cePols7H6RY+Lv9u5brrnY7urZYvSnH/AxgtiN9jVcdqudd4hoBA7zUgdr+5fHfRmjElbZdDu9sVG8qUSIq3B2Qi/5IBeCIvy+gqxRe6mNFWVF9ajma6zHpHV8IOc1KWbvVRlXZF60Yuns1jfx5g7x4+Dw1N2ri3EtB7i5UwWz3Se8uzWqvEIWG11pZtJyYL2zwn2iMZgCf68uy2cqGwYzjQGS0zW2a5Bp31epZpps6KbScxs2Rlo/k40A11QjxOFzusFsBsDdHMOxfekJzWweoSMVzqRz2pr9jMe7dtn9T0tHBWYL58xWp8tezMCMZX3qTlzMMYjLtelAFGXQ55hrZSlIbV2n4I1dFyr+l92um+4l7udW9JfUMr6fJVywE5uvXj9nbg3t6kempql99P2J7nUD59IicDcB8BPU/BzJRho4DZsyFizeV2syZi4W1mhRl3BGSXqm8JzBYmjjuBCO8jJnJIJDCIBMqiN1gHRkta7ivMBAdXAumDW/Wk5ruXALNGhc6Mg4glw0SBZ6fDmqSNg3wdtJxDzWwHuxqTrpMarBUHIVY35jTqug9aTsRm40xWngpM1sNWiXQ1CibrwVsPnVaLuMe4r5qsdtTt2u/8vFzbnxvev1/9An3asNJ0QmqS6ID7SWtM4Um2iQQmXQI8YHwd43bvl5iHSgKqg2XlyK8UxdsGowVxv8S+cwkchJWmhAHv/PomKRMJDC2BQLZE6ryn7QdbZvQ+m7jd+yXmziSAfEG/1MQB3eJFzFVK9o59fOd+XiKdbMyEzbYyWfdrazBa08/W7ra8SwuT9YDRAlHu1q02z48/1wS0txg/0O7v3KG4935LclH4zrOo24VM5jk9mdVKajUKCSR5TKYE2JUuYXUyK/fc16rLw93rYdkLURPxDLbdRHyw2GTPA5LYe/hfOJIgs/eF76DEZADegdCSJEgAtgaw7wSkBTtJe5DThDonX5e8vCuwonz9rtodk0qLsiyFtDAgBgSw2zaTB9htPgclPX0LdKtv6HYY62oEv9qTrjl9bL7+0H7BJ7Ad+7DX65Jr27WfUxZrrDWz2vgqlLnrT80dyLpeY2QNupU/Ln/aDLrlTxjoFr7X/tQF7KRcTZeaEfuaXPqM3jlXpJS5JAeB+frWJgOwl0RiHjIJHIzmwIZhUegF3RfMDka9D00t62VjsykdiGkT1wNzIIT7McAOVLMDFGn3MuRLV/ZOfYP17j7PvRJgMgDvlaQPXTl0ctCtYTo7VR7QLVSM5fVK3z3l4QlxbBj2BKuy3a7hDWXGIPqKWfW25AFM2QOdY6oo6CP54lED4hh0Wk2J5Mte0LS5+12PwyBV+lPEbLXNyKehp0V21ZuSFVgtiJitZ7Mt7NUz2IMoEyeD7jXvF9495fhCqFOX3AP6rWhvdr8Wxtfj7Nvp/J4viBive6fexRXxZpc8J8g7PUF1SaqSSCCRQEwC6BGdPjGlKuMtsfe0a07/WEYXqRBlcE3ogwxdpYhoAn1qVYVfjnJZapizHOJzoMvK2k5koDAZRfKC2SLLQ9z4w9m0UK+nDsLsaM5m8pJjxEodnAG230WhOf3iJOEHSgJ0TrDfldYbR+et+12Lg1m+kx3sNRDYmANM2cMYs7K3FrN6SxosWlTHrDD9ZRgx6hDmB66L6Z9NzxmzK0Ns7OCN7PaFtMhOmLlhk13ALmBgum2Ngx2Myu3rQD0AbtcW2vW2WHu9HCL5IDMvxwyinchOwT0LJrJyY64UPX1WnxZtLFdUpxtc07WMq4JetyRHBLj3eg+HrJIBeMxdK8k+kcBBlABsEVB3TA/cDSYOu2wD4cDHwQ526zYGW92yr6qRXwOsADQc3pKYB1ECxnIZkVI5SaHYbeh0D2JrBqszzR0sZhJrjyXADA8MWyxTfDBsuiT+8yMB+kcH1DdEInjG2MmEUe41OtUDP1He5HDQr56/HsO2g2cEGDbdXsZ3DJfdysD0uH7XMgxXdblh4N7bheny62DVcEYrOOnt0iru8kgG4F0KMEmeSCCRQCKBSZLAZNVFB1FltNQJUtvU4+YkeA4YLu3uhWQA7iWdfQ0bdEYcaC2BGslxACXAtQMHsOotVaYNoMUzcYxdAoM+J8ZTkVBa2W2D4QaXpaTM1pC5JKFnuF6Pmyro2kXSX5IBeDz9Msk1kUAigUQCh14CgY6hQaount3CcCVivPvT+INVajIAN66X9iSdzTWcB8ayvzPgvRfTQb1O3STV7/rttL390vUL71bfbv792tEtXeI/uRJw7DYUtzvZs9uSsDv5qjLcaIeyMlx0t+xQBuhwD9NO5XFen2QAHqd0k7wTCSQSSCRwgCUAu/W7kz27TQf1A9yiyar6qAfgyWqd1cbP9PuZB3sGH5+lMlMFfrchX44pB5clDpvF6kzW+43NnbkgVr4302fE6tXujvypdxy0y0NSM5Isb8mAf/36c3t4v/tj0PABq3doonm5HLQGuXpzb/n7rXFf6rOiFNPfGrtN8a3lI5Kw29Fe58M/ANPP0El4ePm1u73/ATZND6NXlJkqcF+NyYl0+nIMOxCBRH/YQeQU7GC37pRegBZQH+D8+YarQetNfal3HMy+PXxVkkG4IYnxWdrvD+9uN8dXgyTnPZKAPTcO4Vem9kh8uypGH3u7Sj9AYn3QDqVb7Ra/m39UhZT7VQxmczaTU0blWJ3qKtBReMRndvh5t5rGBmFmmpZ8ADNEGbT+UVXGYVAPXx9Ma6PW1c1UrzV3GabcTBVdDPAzVnQycbg2BeL9xu325Vh9UoVGuXzD1RDtjqTOLaA9Hlwvj+h6IQtk4+s/Dtnvb57tTNXXRu+H1IzQdoAc4rD+of24xdT+YqsRMBxd/XD3xxUxEz+VqetPsXvG+3m5Z16UkuGSmgof3jBVL6j2osLuJ60D9aKO7hr5+ifmeCTQ7BfI3YN+wHXmujSusV6jsH13suTt3ux/rbr1y/G06rDmmj5MDWvM5DIwrNzO3jNTtgYjMxY2KdIJAkEXQ/tgg9SNOnZktofpgg7QFmSBTAaIeriiwESjFtF++gay8GA1waD3gusrObH+ov1b+GN1Iw4J8B0RgmZuWk/qRB15ZI+ogCSbPhJA3tYn9BmG/Fk1QnfrrrI798kiCd4DCejlGVcpXGTAbQcGLYe4IB6ffNStNzMzaWZ1zOiYzZd0Fmdghp6K2F9dGZayLN5R01QDHk022GBkml/IDDEqIz6jpw6DgPp6dIpv7VCWYCYMBbuazFZLVq4yCokYidbH9DGwRdooeW1bJBu17fOxx8W762VsWeVSDi5IJTU/RB0CjQvUmOCDvkO/8f2j0Sfo74qQ/qntb/QL+kYc2k/oz7byoP3Fr0SIDZG032NQIQwa310fyvXXKNT+XAwu6XU6MmhhByAezyow7qqq3FNuxYP+AKxPRM+LctD63q31h5Q+D4H2B64D195d91HUVetjfWgUeT2/eaQPTNN18KWuNrPbpq+gMxC6B9B6MKNkdhkvDTfwftgB9fXAbdD6Wx5qGkvRq+BYirZD8zemAjtJOrgX53Nr+pWPRv84BJKg7x+CZuxtE3guRCX6ZwjPDpitPS+isMQ4WBLQR/+4KsysEAyTv3vvjNkdgOE6nYXO7nS2XwKpE1KSecURGe2Mrl89t8/oq5kz4uFnnO1u799i6ozUWEHcVKZCe0Y/U+3XroMWTp8CrfWu6WSlnmJFoNW/uyvUIKDGKI4R52H9H1ZjfV6ZTNQ/RNs54qJGkF1cjqHqpdUdbmm+aupNA8j9AAANC0lEQVQ5fgSSk7LMxL2eczuT7g7MVlfBYLWgpCsH9uzTvhD6FY/o2eGfFzw7JrNvPOeXt0/z033C9zyYGT+FMktO6VRPu6c63VktyZFIoLsEUrnuYUnIGCXQen+ay1ZwxljkIcxaH3fCc290qx3bJ0CHUGwHukl7NADbLWmCqqoV3Wwosa+r6GyvxCwP6CwPFglD7PyLGJrBRLIAa15yakiAmx80PNoshIE2777Oztc/L6uSrj7qm/qgROAecKzmQNQ4Vkl/fbzpg0JJ67pVvv5QcuEt73loTZ5vgJUMD9PZ6rOuwWqjXwKC3YZxZhutdnD9gez4ecc16CbiUAOAGsmxbxJI71fJ6EWZ7YF2HQaLWPtVr6TcgymBcu1g1vt5qnVZlUZhdeu5aDIrecCzWp5zrcy21+D4XIgoaaRKYMwDsNfpzouf/VWEd1aviulE5YjAdNtnecGOZ3zaouSYEAnwgAHdqkMY6Bbe29/YVKoo+fpdyVdvSq52V3vNeu9EByiUNuXlqdBOkVEyFfIC7cLAD7T778yd1js7z/XRNgTh+5IPr0shvBldI8rh2oOd5T+6VNQhjl45u3hhbPUOdlvethP5msBqDSnV34t7ztludPHv2fYqZy/CXFv2oqSkjO4SGPMALMIskOLdjj0uOq4EiQR2KYF6KOVqWSqHlPmGdW1btSSi7dylpPYtuV0f2rBvNRhtwYGkhF3H/pkGqwXJs02Svx1KIL3DdB2SebZ7RGC7JfS5oKHTnZeaBB3SJV7PtwTCLs0Ptbeo3rCuLFeeKm9QRGwXNpWr3jLWm60/1UFqo0seB9ebu4m20U7a6xkxrBJ2ufOWcQ+C9hzwA+3+3dxct1DS3a5PeKNxfQLptDLh0nfLXfTqO3SPMZqQZj1CmdK1Brc3hWeYQXW2Jbliv/xTDF5pMFt09KzeebCKB/amzqNp+YhySbLZhQTSu0jbmjSVE6/XZZbYGpi4Egl0k0DQLUDCsKqDa1nQ71aUScF2YYZdExzigLCeEmRQVtY/UaxYmbq/Pgdav8vzK1V3zzB9KsJqvc42SHZ0H+I7a3+bpl1tZxXwehCbJcbfV1R9B++mic1g43nzoAVxv0mwN2fAo6nNqPPbba3GWR9Y6rD1CyUtJUMm2BAYXR6GC7sFqs81xqc6w7y8aywK/S5sEMAMRXmK61+T2J+Glcdg8QNZF9qPLFpYMTIDyDBVNLk2ZTRY3q2xXH9Ji7tGHRmuXaMbqtd1LJc6UbdA6yh1ViPIg2sDWnMf3EUeYPAULiZlAufy/SQUx2wbOttIb+tW6tp0tqlIb1svCKx2J73cl56Yh1wCu2xeejfp2eFns8QBM0l2Nw8oqAMTjUf9Th6S2sB6KPVyyelxPbutbglMT0OTY0AJwDpZGaioDMsRO7aVgwHTt0aLriUrDwToNdKL1LYCoXpQZb0EHxgou6WuPK+aOtuctL99IclfIoE9lsAQA3AgNntEJ6K63dC/t1Z3s8RB6h1sY8WDpBp3HGbLYFTlkBcYVX6D5sPDMw6fjroA7x6F6cpJw5LqJTEGK0+dWb8rmepdtztZ7bYD1hjTdWVMDjn0g9WPlN0+VNw1ZucZVACLMobbrZ60BYQaAWAH6nyuDm17fUPvKMeMkR9M1NixvBvJ+m01h4G7PrbyYNfI6dnJl/xB8/po+T2vU7/wQS8W1xb0iZ/yX5Oal3L6hPAVvZI+pwyZS81fCxO3I5lVOtitqAT75JwEJxIYmwTSw+TMDHKyZo3D1D6JuzMJ8CDdnjKUspguUtmQ1wFWlIXBxoiNCbAnSCSwFxLwe1BsVS7FoA32ouSkjEQCO5NA3wEY3Ql6XptJps5ITXmOJLPGnUl7rKl42MTBwNnUt6alJMB0rqmiNEyJmKs36032mjf7Q7EduA0WC6Ny73TCtmBHAHbUCQGMtu71gtTJCwE78O5BTdIAHx878O7EPFwS4NqCZqvQyYbidLr2bJIrtjs51OeT7UoeYlWumetObdQNDJueNGDYdEn8wySBdL/GMKvsF+f5CuemAfvf6qFqUNc6K8qqJ2xBTZo6vojBwlzRLTZQP4B6v6GEk0Q+SBIIdJ7Jcwl9Lm9c+F3K2sMPUjOSuiYSUFLUVQhO58sXq2rpw/T7nV0bPGCA3v2NFYBBbvmIhba/L1m/Kw39KOxSYW5RPRxQd2M38P/A3tnsNm5DUfhKFjLuNMgiiy6CohgMpkAXff9nKdAuZpVFF10USeHYtN3zXZqOJMuOYsf/DHRMSqbIy0NKzPGlKGYEt8H3gLQgoEzrUD46x/2tyZ83ffXpoVrraKtXlGsd5v6+PvXtSWNOtiUD9f63ZRZndRoT/WpqF7+upZX07gxfblhej/WK0VdB/dg+4tu2x7bn7aMOOc9jMbBRAbvPt9OyQ3TszoJP7CAX0WaT6r7SCQoTzDScTV/8RGb9JnAgiFrA7FP210K+V0+j9D42rk2Yv8gMnD8DSe02a/L29ddMn/cyA6fFwMYB2GYjWcsdXkFj26bjkw9oZHTGO9Ql6CeEkWNo8qVK1Tb9pU1faV1lVvas/9u7EHQ85m0+svaNnzGVm00/6LeR/R/FfFRdzPwHY54bTRh8MWbZfghSnj3DSXFnEfcKVxEs2k5oxWdxx7UKFD2DDbuXfItn5p4Enriwe0PtxipwTcTY+k/qDNanyN9kBo7NwOYBWNb16epKdt2bfKuubmcaMrO/9Kz7QlXcGGv9uo9RVwfKC7yujHRj/iRAUX1IyIxdh8pKZWzax5ZO6HzT37z4pM/z3eAe6+HAeWYnIzNwoQwsLtuu2mnonf9nt+GvOAvWtn0zi/KRnjDTDcvRVdYpH4v2lzYynzk8f4x8wEvysU6/N55lNa9vUKWAgrwdnQGUVQIKC7iqlcpqvJ918NVn1DL3wSHl5TNrCee3Nit4m01lPA3wERjNh+Ygf6AyeGvOssz2Pmm6UDwY6xMDFCPwt/HgM63hqfpqrtwXihseANwcQzFTLuXTFiPsFP/UAQ7gd7XjrLuPcK2B1TPykczAqTJQvmmY+nuQqkPh8dznNXZx/Lhj3XLH07G/fQc+Im8iJ0by54kzgLJyDD4ZcxtQkdeosipLCv7GUNzwAB8o/mM0IW2CDcxmPkb5uczMwDEZ0ADMIALaZnBMCEG69dkVHs99/mB/2NAEZuAKvuqRyf9ZR/FkqEXWkS3nIyulCEtL/mSGcNAu79j7QXaODLsb/lypXN5jCpg1jB+3kv/WVKeIY9udyzf10CDfJ0oKoKYc1Td/i82o2rzWb1Ra6uu9qCQd6JW4RyLyAj2S7pSEMiKoL/7UpcouHuyp+MlGg1/EF5x9s6SS4RNudyq6djJ5kSftExaKFzuwh3asJSX6DsS6veOEnDQzcHQGym0s0Jjsa/YmJThhZm8NYylF4Hn7bN1gNhfCVINc8MMn+SEbsXtCXWYnaWE2qs1AxY3XzJVUaa5uUXZZUbWJ2rwfWaylKaSVS3M+4bb2zU5R8kLx+q8PO+WUT84MnD8DZVRxXYMix0CzkgMd4sm8SioQoAjbQCnezP62G1/v91Hhd8fQ/jSeS43Pt7aeWZWaXs4gJo6vdR3qarseL6LyRsVG9R3fDlPaSAN/hL+Bh3NS3pQllYtNKHxsT/WxOSs4Neuf9w7BAMNB7GXB4qxeVBNAOTnkux3Zr2pZFNtvUm/y3RYPlvy2KCqU3iGsvYwyIudmMZwpHNld5FN+2SfUqvimPWKavrVWfsVno82SjxfFi483qIy+uVxlulzpi2egPJkaopRlDKraMX2x5UpMizgrNDlQqB0YL5Q3oT8jS55Sta6+FyFv4Jlw7sw8fxWZtxNloD4jGROXyqmIfsy0AhLfZeyXAQ2jBt/uK4b/9xRXDi0r3vcQltNeCwN7HICDOAQK3txIJ0hxVvas/4vBi0JAPCIq03/ljwb/KGwC9bqCaVTfrm6Jzx6X51FWVLkq+00bUwK/FaWdCwr71GtVlaKIGsp0MbvWfYhSqZ1hJdVqqNeIcdpHZeGv9XChaqW+ULU+M9buDeWU1G1QDzHHBTXDyVSl3R9i29MW+IpRtLR9t7lxFT3a3lVvoV8m5rdKSp4K8pYZeJuBC0/BmBOsvPBa5up9MAN1VZpmzxLid0XlJPgznIVuuF3ApmpgJpTVnD2P6yPG8+cJMcCN4tWc4JMPo3/Y1fDrVzFWqc0V49cK7wOK5y0zkBnoZqDsPtznKBca6JN2mzRc+KB9LsdA+/ih9ikbUHdwqHL3Uw4qEiUT7JNNfJWle0PdOAZfzBWMq9LfYxxFCgqpmjrwF855pvU2qlQbGj7YdTBXrq/P08b9/dQx57oLA80+Xnm7mbkfV+1P34ltR7rKxvOf1U/4hePe23+XkvO5mYHLY4CxA+WbsKaG+fB1MNBWtCgX1KzPIi64qV4HD7mW2zGwooJzn9mOyHzW1THA2hL/AwAA//+IO3kQAAAABklEQVQDAKz5qWuubzr8AAAAAElFTkSuQmCC" mediaID="U1L3.2 Modern Art With Polygons_Stage_cst_Desert"/><costume name="Night City with Street(2)" center-x="240" center-y="180" 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" 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