<snapdata remixID="14480686"><project name="U1L3.2 Modern Art With Polygons" app="Snap! 11.0.0, https://snap.berkeley.edu" 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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="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="size"/><script><block s="forward"><block var="branches"/></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="size"/></block></block></script></block><block s="up"></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="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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" 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