<snapdata remixID="14472854"><project name="U1L3.2 Modern Art With Polygons" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3.2 Modern Art With Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$brush set pen to crayon %&apos;which&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations></translations><inputs><input type="%n"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doSetVar"><l>✐ last crayon</l><block var="which"/></block><block s="doSetVar"><l>✐ last set as</l><l>crayon</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><l>✐ crayon colors</l></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ crayon colors</l></list></custom-block><block s="doSetVar"><l>✐ crayon colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>18</l><l>18</l><l>18</l></list></block><block s="reportNewList"><list><l>36</l><l>36</l><l>36</l></list></block><block s="reportNewList"><list><l>54</l><l>54</l><l>54</l></list></block><block s="reportNewList"><list><l>72</l><l>72</l><l>72</l></list></block><block s="reportNewList"><list><l>92</l><l>92</l><l>92</l></list></block><block s="reportNewList"><list><l>109</l><l>109</l><l>109</l></list></block><block s="reportNewList"><list><l>127</l><l>127</l><l>127</l></list></block><block s="reportNewList"><list><l>145</l><l>145</l><l>145</l></list></block><block s="reportNewList"><list><l>163</l><l>163</l><l>163</l></list></block><block s="reportNewList"><list><l>181</l><l>181</l><l>181</l></list></block><block s="reportNewList"><list><l>200</l><l>200</l><l>200</l></list></block><block s="reportNewList"><list><l>218</l><l>218</l><l>218</l></list></block><block s="reportNewList"><list><l>236</l><l>236</l><l>236</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>20</l><l>147</l></list></block><block s="reportNewList"><list><l>255</l><l>105</l><l>180</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>127</l></list></block><block s="reportNewList"><list><l>227</l><l>11</l><l>93</l></list></block><block s="reportNewList"><list><l>229</l><l>43</l><l>80</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>144</l><l>0</l><l>32</l></list></block><block s="reportNewList"><list><l>153</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>164</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>192</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>201</l><l>0</l><l>22</l></list></block><block s="reportNewList"><list><l>217</l><l>77</l><l>17</l></list></block><block s="reportNewList"><list><l>255</l><l>8</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>56</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>123</l><l>63</l><l>0</l></list></block><block s="reportNewList"><list><l>107</l><l>68</l><l>35</l></list></block><block s="reportNewList"><list><l>112</l><l>66</l><l>20</l></list></block><block s="reportNewList"><list><l>149</l><l>69</l><l>53</l></list></block><block s="reportNewList"><list><l>101</l><l>67</l><l>33</l></list></block><block s="reportNewList"><list><l>150</l><l>75</l><l>0</l></list></block><block s="reportNewList"><list><l>153</l><l>101</l><l>21</l></list></block><block s="reportNewList"><list><l>184</l><l>115</l><l>51</l></list></block><block s="reportNewList"><list><l>210</l><l>105</l><l>30</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>88</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>117</l><l>24</l></list></block><block s="reportNewList"><list><l>243</l><l>118</l><l>29</l></list></block><block s="reportNewList"><list><l>232</l><l>97</l><l>0</l></list></block><block s="reportNewList"><list><l>204</l><l>85</l><l>0</l></list></block><block s="reportNewList"><list><l>203</l><l>65</l><l>11</l></list></block><block s="reportNewList"><list><l>204</l><l>119</l><l>34</l></list></block><block s="reportNewList"><list><l>237</l><l>145</l><l>33</l></list></block><block s="reportNewList"><list><l>242</l><l>133</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>230</l><l>168</l><l>34</l></list></block><block s="reportNewList"><list><l>184</l><l>134</l><l>11</l></list></block><block s="reportNewList"><list><l>218</l><l>165</l><l>32</l></list></block><block s="reportNewList"><list><l>244</l><l>196</l><l>48</l></list></block><block s="reportNewList"><list><l>236</l><l>213</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>219</l><l>88</l></list></block><block s="reportNewList"><list><l>255</l><l>215</l><l>0</l></list></block><block s="reportNewList"><list><l>254</l><l>227</l><l>62</l></list></block><block s="reportNewList"><list><l>251</l><l>225</l><l>8</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>141</l><l>182</l><l>0</l></list></block><block s="reportNewList"><list><l>98</l><l>194</l><l>19</l></list></block><block s="reportNewList"><list><l>34</l><l>139</l><l>34</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>100</l><l>0</l></list></block><block s="reportNewList"><list><l>3</l><l>192</l><l>60</l></list></block><block s="reportNewList"><list><l>80</l><l>200</l><l>120</l></list></block><block s="reportNewList"><list><l>62</l><l>180</l><l>137</l></list></block><block s="reportNewList"><list><l>0</l><l>161</l><l>120</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>139</l><l>139</l></list></block><block s="reportNewList"><list><l>0</l><l>123</l><l>167</l></list></block><block s="reportNewList"><list><l>113</l><l>166</l><l>210</l></list></block><block s="reportNewList"><list><l>4</l><l>148</l><l>220</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>250</l></list></block><block s="reportNewList"><list><l>0</l><l>191</l><l>255</l></list></block><block s="reportNewList"><list><l>30</l><l>144</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>25</l><l>25</l><l>112</l></list></block><block s="reportNewList"><list><l>0</l><l>51</l><l>153</l></list></block><block s="reportNewList"><list><l>0</l><l>71</l><l>171</l></list></block><block s="reportNewList"><list><l>21</l><l>96</l><l>189</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l></list></block><block s="reportNewList"><list><l>70</l><l>130</l><l>180</l></list></block><block s="reportNewList"><list><l>74</l><l>108</l><l>212</l></list></block><block s="reportNewList"><list><l>100</l><l>149</l><l>237</l></list></block><block s="reportNewList"><list><l>106</l><l>90</l><l>205</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>143</l><l>86</l><l>227</l></list></block><block s="reportNewList"><list><l>111</l><l>45</l><l>168</l></list></block><block s="reportNewList"><list><l>75</l><l>0</l><l>130</l></list></block><block s="reportNewList"><list><l>160</l><l>32</l><l>240</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>153</l><l>50</l><l>204</l></list></block><block s="reportNewList"><list><l>207</l><l>74</l><l>217</l></list></block><block s="reportNewList"><list><l>127</l><l>0</l><l>127</l></list></block><block s="reportNewList"><list><l>139</l><l>0</l><l>139</l></list></block></list></block></block></script><list></list></block><block s="doDeclareVariables"><list><l>color</l></list></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition><block-definition s="set pen color to h: %&apos;h&apos; s: %&apos;s&apos; v: %&apos;v&apos;" type="command" category="pen"><comment x="0" y="0" w="283.3333333333333" collapsed="false">Takes three inputs for hue, saturation, and value (&quot;brightness&quot;)&#xD;values, each between 0 and 1.  0,0,0 is black; 0,0,1 is white.  0.15,1,1 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual hue, saturation, or value without changing the others, lets you provide a list of three HSV color components, and lets you&#xD;use the very much superior HSL (hue, saturation, lightness)&#xD;color space.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)&#xD;</translations><inputs><input type="%n">0.3</input><input type="%n">0.7</input><input type="%n">0.6</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>h</l><l>s</l><l>v</l></list><l>var col = new Color();&#xD;col.set_hsv(h, s, v);&#xD;this.setColor(col);</l></block><list><block var="h"/><block var="s"/><block var="v"/></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><comment x="0" y="0" w="266" collapsed="false">Reports the current pen color as a list of three RGB values in the range 0-255.  The PEN block in this library provides a large set of ways to examine the color.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="HSV color" type="reporter" category="pen"><comment x="0" y="0" w="312" collapsed="false">Reports the current pen color as a list of three HSV values&#xD;in the range 0-1.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List(this.color.hsv());</l></block><list></list></block></block></script></block-definition><block-definition s="$brush set pen %&apos;dimension&apos; to %&apos;value&apos;" type="command" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block allows you to set the pen&apos;s color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels).  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;color&#xD;fair hue&#xD;transparency&#xD;X11/W3C name&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>colors</l><l>brights</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>color</l><l>pivots</l></list></block><block s="doSetVar"><l>colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>192</l><l>192</l><l>192</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>85</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>70</l><l>5</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></list></block></block><block s="doSetVar"><l>brights</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>170</l><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>170</l><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>160</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>190</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>240</l><l>200</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block></list></block></block><block s="doSetVar"><l>pivots</l><block s="reportNewList"><list><l>0</l><l>5.8</l><l>12.5</l><l>18</l><l>25</l><l>30.5</l><l>37.5</l><l>44.5</l><l>50</l><l>59</l><l>62.5</l><l>69</l><l>75</l><l>79.25</l><l>87.5</l><l>93.75</l><l>97</l><l>100</l></list></block></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>color</l><l>hue</l><l>fair hue</l></list></block><block var="dimension"/></block><script><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>red</l><l>green</l><l>blue</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="value"/><l>0</l></list></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="value"/><l>255</l></list></block><script><block s="doSetVar"><l>value</l><l>255</l></block></script><list></list></block></script><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>saturation (HSV)</l><l>saturation (HSL)</l><l>value (brightness)</l><l>lightness</l><l>fair saturation (HSV)</l><l>fair saturation (HSL)</l><l>fair value (brightness)</l><l>fair lightness</l><l>transparency</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="value"/><l>0</l></list></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="value"/><l>100</l></list></block><script><block s="doSetVar"><l>value</l><l>100</l></block></script><list></list></block></script><list></list><comment w="164.66666666666666" collapsed="false">We have to do this last test to rule out the vector options, which aren&apos;t numbers; their code makes three recursive calls and we catch range issues then.</comment></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>size</l></list></block><script><block s="setSize"><block var="value"/></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>hue</l></list></block><script><block s="setPenColorDimension"><l><option>hue</option></l><block var="value"/></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doReplaceInList"><l>1</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script><list></list></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSV)</l></list></block><script><block s="setPenColorDimension"><l><option>saturation</option></l><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>value (brightness)</l></list></block><script><block s="setPenColorDimension"><l><option>brightness</option></l><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>transparency</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block var="value"/></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>red</l></list></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><custom-block s="min %s %s"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></custom-block><l></l><l></l></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>green</l></list></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><custom-block s="min %s %s"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></custom-block><l></l></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>blue</l></list></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><custom-block s="min %s %s"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></custom-block></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair hue</l></list></block><script><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>oldHSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script><list></list></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3.6</l></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="index"/><block var="pivots"/></block><block var="value"/></list></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="pivots"/></block><block s="reportListItem"><block var="index"/><block var="pivots"/></block></block></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="min %s %s"><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block var="scale"/></list></block></list></block></block><l>255</l></custom-block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block var="index"/><block var="brights"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="brights"/></block></list></custom-block></block><block s="doSetVar"><l>newHSV</l><custom-block s="HSV color"></custom-block></block><block s="doIfElse"><block var="✐ fair?"/><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block></block></script><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="oldHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list><comment w="90" collapsed="true">fair hue</comment></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>color</l></list><comment w="53.333333333333336" collapsed="true">Color</comment></block><script><block s="doSetVar"><l>✐ color scale</l><block var="value"/></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="color"/><l>42</l></list></block></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="color"/><l>60</l></list><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script><list></list></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="min %s %s"><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></custom-block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="colors"/></block></list></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>color</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSL)</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>lightness</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSV)</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair value (brightness)</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSL)</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSV</l></list></block><script><custom-block s="✐ update HSL"></custom-block></script><script><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><l>100</l></block></script><list></list></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair lightness</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSV</l></list></block><script><custom-block s="✐ update HSL"></custom-block></script><script><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><l>50</l></block></script><list></list></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSL vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>fair saturation (HSL)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair lightness</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSV vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>fair saturation (HSV)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair value (brightness)</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSL vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>saturation (HSL)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>lightness</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSV vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>saturation (HSV)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>value (brightness)</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB hex</l></list></block><script><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>a</l></list></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="value"/><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><l></l><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><l></l><l>15</l></list></block></list></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></list></block><script><custom-block s="error %txt"><l>More than six hex digits.</l></custom-block></script><list></list></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>X11/W3C name</l></list><comment w="90" collapsed="true">X11/W3C name</comment></block><script><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><l>✐ X11</l></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ X11</l></list></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ X11"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ X11</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>250</l><l>250</l><l>snow</l></list></block><block s="reportNewList"><list><l>248</l><l>248</l><l>255</l><l>ghostwhite</l></list></block><block s="reportNewList"><list><l>245</l><l>245</l><l>245</l><l>whitesmoke</l></list></block><block s="reportNewList"><list><l>220</l><l>220</l><l>220</l><l>gainsboro</l></list></block><block s="reportNewList"><list><l>255</l><l>250</l><l>240</l><l>floralwhite</l></list></block><block s="reportNewList"><list><l>253</l><l>245</l><l>230</l><l>oldlace</l></list></block><block s="reportNewList"><list><l>250</l><l>240</l><l>230</l><l>linen</l></list></block><block s="reportNewList"><list><l>250</l><l>235</l><l>215</l><l>antiquewhite</l></list></block><block s="reportNewList"><list><l>255</l><l>239</l><l>213</l><l>papayawhip</l></list></block><block s="reportNewList"><list><l>255</l><l>235</l><l>205</l><l>blanchedalmond</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>196</l><l>bisque</l></list></block><block s="reportNewList"><list><l>255</l><l>218</l><l>185</l><l>peachpuff</l></list></block><block s="reportNewList"><list><l>255</l><l>222</l><l>173</l><l>navajowhite</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>181</l><l>moccasin</l></list></block><block s="reportNewList"><list><l>255</l><l>248</l><l>220</l><l>cornsilk</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>240</l><l>ivory</l></list></block><block s="reportNewList"><list><l>255</l><l>250</l><l>205</l><l>lemonchiffon</l></list></block><block s="reportNewList"><list><l>255</l><l>245</l><l>238</l><l>seashell</l></list></block><block s="reportNewList"><list><l>240</l><l>255</l><l>240</l><l>honeydew</l></list></block><block s="reportNewList"><list><l>245</l><l>255</l><l>250</l><l>mintcream</l></list></block><block s="reportNewList"><list><l>240</l><l>255</l><l>255</l><l>azure</l></list></block><block s="reportNewList"><list><l>240</l><l>248</l><l>255</l><l>aliceblue</l></list></block><block s="reportNewList"><list><l>230</l><l>230</l><l>250</l><l>lavender</l></list></block><block s="reportNewList"><list><l>255</l><l>240</l><l>245</l><l>lavenderblush</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>225</l><l>mistyrose</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l><l>white</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>black</l></list></block><block s="reportNewList"><list><l>47</l><l>79</l><l>79</l><l>darkslategray</l></list></block><block s="reportNewList"><list><l>47</l><l>79</l><l>79</l><l>darkslategrey</l></list></block><block s="reportNewList"><list><l>105</l><l>105</l><l>105</l><l>dimgray</l></list></block><block s="reportNewList"><list><l>105</l><l>105</l><l>105</l><l>dimgrey</l></list></block><block s="reportNewList"><list><l>112</l><l>128</l><l>144</l><l>slategray</l></list></block><block s="reportNewList"><list><l>112</l><l>128</l><l>144</l><l>slategrey</l></list></block><block s="reportNewList"><list><l>119</l><l>136</l><l>153</l><l>lightslategray</l></list></block><block s="reportNewList"><list><l>119</l><l>136</l><l>153</l><l>lightslategrey</l></list></block><block s="reportNewList"><list><l>190</l><l>190</l><l>190</l><l>gray(X11)</l></list></block><block s="reportNewList"><list><l>190</l><l>190</l><l>190</l><l>grey(X11)</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l><l>gray(W3C)</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l><l>grey(W3C)</l></list></block><block s="reportNewList"><list><l>211</l><l>211</l><l>211</l><l>lightgrey</l></list></block><block s="reportNewList"><list><l>211</l><l>211</l><l>211</l><l>lightgray</l></list></block><block s="reportNewList"><list><l>25</l><l>25</l><l>112</l><l>midnightblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l><l>navy</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l><l>navyblue</l></list></block><block s="reportNewList"><list><l>100</l><l>149</l><l>237</l><l>cornflowerblue</l></list></block><block s="reportNewList"><list><l>72</l><l>61</l><l>139</l><l>darkslateblue</l></list></block><block s="reportNewList"><list><l>106</l><l>90</l><l>205</l><l>slateblue</l></list></block><block s="reportNewList"><list><l>123</l><l>104</l><l>238</l><l>mediumslateblue</l></list></block><block s="reportNewList"><list><l>132</l><l>112</l><l>255</l><l>lightslateblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>205</l><l>mediumblue</l></list></block><block s="reportNewList"><list><l>65</l><l>105</l><l>225</l><l>royalblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>blue</l></list></block><block s="reportNewList"><list><l>30</l><l>144</l><l>255</l><l>dodgerblue</l></list></block><block s="reportNewList"><list><l>0</l><l>191</l><l>255</l><l>deepskyblue</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>235</l><l>skyblue</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>250</l><l>lightskyblue</l></list></block><block s="reportNewList"><list><l>70</l><l>130</l><l>180</l><l>steelblue</l></list></block><block s="reportNewList"><list><l>176</l><l>196</l><l>222</l><l>lightsteelblue</l></list></block><block s="reportNewList"><list><l>173</l><l>216</l><l>230</l><l>lightblue</l></list></block><block s="reportNewList"><list><l>176</l><l>224</l><l>230</l><l>powderblue</l></list></block><block s="reportNewList"><list><l>175</l><l>238</l><l>238</l><l>paleturquoise</l></list></block><block s="reportNewList"><list><l>0</l><l>206</l><l>209</l><l>darkturquoise</l></list></block><block s="reportNewList"><list><l>72</l><l>209</l><l>204</l><l>mediumturquoise</l></list></block><block s="reportNewList"><list><l>64</l><l>224</l><l>208</l><l>turquoise</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>cyan</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>aqua</l></list></block><block s="reportNewList"><list><l>224</l><l>255</l><l>255</l><l>lightcyan</l></list></block><block s="reportNewList"><list><l>95</l><l>158</l><l>160</l><l>cadetblue</l></list></block><block s="reportNewList"><list><l>102</l><l>205</l><l>170</l><l>mediumaquamarine</l></list></block><block s="reportNewList"><list><l>127</l><l>255</l><l>212</l><l>aquamarine</l></list></block><block s="reportNewList"><list><l>0</l><l>100</l><l>0</l><l>darkgreen</l></list></block><block s="reportNewList"><list><l>85</l><l>107</l><l>47</l><l>darkolivegreen</l></list></block><block s="reportNewList"><list><l>143</l><l>188</l><l>143</l><l>darkseagreen</l></list></block><block s="reportNewList"><list><l>46</l><l>139</l><l>87</l><l>seagreen</l></list></block><block s="reportNewList"><list><l>60</l><l>179</l><l>113</l><l>mediumseagreen</l></list></block><block s="reportNewList"><list><l>32</l><l>178</l><l>170</l><l>lightseagreen</l></list></block><block s="reportNewList"><list><l>152</l><l>251</l><l>152</l><l>palegreen</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>127</l><l>springgreen</l></list></block><block s="reportNewList"><list><l>124</l><l>252</l><l>0</l><l>lawngreen</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>green(X11)</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>0</l><l>green(W3C)</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>lime</l></list></block><block s="reportNewList"><list><l>127</l><l>255</l><l>0</l><l>chartreuse</l></list></block><block s="reportNewList"><list><l>0</l><l>250</l><l>154</l><l>mediumspringgreen</l></list></block><block s="reportNewList"><list><l>173</l><l>255</l><l>47</l><l>greenyellow</l></list></block><block s="reportNewList"><list><l>50</l><l>205</l><l>50</l><l>limegreen</l></list></block><block s="reportNewList"><list><l>154</l><l>205</l><l>50</l><l>yellowgreen</l></list></block><block s="reportNewList"><list><l>34</l><l>139</l><l>34</l><l>forestgreen</l></list></block><block s="reportNewList"><list><l>107</l><l>142</l><l>35</l><l>olivedrab</l></list></block><block s="reportNewList"><list><l>189</l><l>183</l><l>107</l><l>darkkhaki</l></list></block><block s="reportNewList"><list><l>240</l><l>230</l><l>140</l><l>khaki</l></list></block><block s="reportNewList"><list><l>238</l><l>232</l><l>170</l><l>palegoldenrod</l></list></block><block s="reportNewList"><list><l>250</l><l>250</l><l>210</l><l>lightgoldenrodyellow</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>224</l><l>lightyellow</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>yellow</l></list></block><block s="reportNewList"><list><l>255</l><l>215</l><l>0</l><l>gold</l></list></block><block s="reportNewList"><list><l>238</l><l>221</l><l>130</l><l>lightgoldenrod</l></list></block><block s="reportNewList"><list><l>218</l><l>165</l><l>32</l><l>goldenrod</l></list></block><block s="reportNewList"><list><l>184</l><l>134</l><l>11</l><l>darkgoldenrod</l></list></block><block s="reportNewList"><list><l>188</l><l>143</l><l>143</l><l>rosybrown</l></list></block></list></block></block></script><list></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ no spaces %s"><block var="value"/></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="value"/><block s="reportListItem"><l>4</l><l/></block></list></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="value"/></list></block></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="value"/></custom-block></list></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="value"/><l> not found.</l></list></block></custom-block></script><list></list></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="value"/></custom-block><l></l></list></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block></script><list></list></block><custom-block s="✐ initialize variables"></custom-block></script></block-definition><block-definition s="mmap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block></block><custom-block s="mmap %repRing over %mult%l"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="✐ update HSL" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>L</l></list></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doSetVar"><l>✐ HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="L"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="L"/><l>1</l></list></block></list></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><custom-block s="HSV color"></custom-block></block></block></block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ raw HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="L"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="L"/><l>1</l></list></block></list></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSV"/></block></block></block></block></script><list></list></block></script><list></list></block></script></block-definition><block-definition s="min %&apos;a&apos; %&apos;b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="a"/><block var="b"/></list></block><block var="a"/><block var="b"/></block></block></script></block-definition><block-definition s="✐ update HSV" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>V</l><l>L</l><l>HSL 0-1</l><l>raw HSL 0-1</l></list></block><block s="doSetVar"><l>HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="HSL 0-1"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></list></block></list></block></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="HSL 0-1"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="V"/><l>0</l></list></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>raw HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="raw HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="raw HSL 0-1"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></list></block></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="raw HSL 0-1"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="V"/><l>0</l></list></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></list></block></block></block></script><list></list></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="pen"><comment x="0" y="0" w="226" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="$brush pen %&apos;dimension&apos;" type="reporter" category="pen"><comment x="0" y="0" w="380.6666666666667" collapsed="false">This block reports the pen size, color, or transparency, in all the same ways that the SET PEN block allows you to set those pen properties. (It will also report the current crayon number, if the pen color was most recently set with SET PEN TO CRAYON.)&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details. </comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;crayon&#xD;color&#xD;fair hue&#xD;transparency&#xD;X11/W3C name&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>size</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>hue</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>hue</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSV)</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>saturation</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>value (brightness)</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>brightness</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>transparency</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>transparency</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB vector</l></list></block><script><block s="doReport"><custom-block s="RGB color"></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>red</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>green</l></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>blue</l></list></block><script><block s="doReport"><block s="reportListItem"><l>3</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB hex</l></list></block><script><block s="doReport"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><custom-block s="✐ hexchar %s"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><l></l><l>16</l></block></block></custom-block><custom-block s="✐ hexchar %s"><block s="reportModulus"><l></l><l>16</l></block></custom-block></list></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSV vector</l></list></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSL vector</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ HSL"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSL)</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>lightness</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>color</l></list></block><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>color</l></list></block><block var="✐ color scale"/><l>not set</l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair hue</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSL"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSV"/></block></block></script></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSL)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair lightness</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSL vector</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ raw HSL"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSV)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair value (brightness)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSV vector</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block var="✐ raw HSV"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>crayon</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>crayon</l></list></block><script><block s="doReport"><block var="✐ last crayon"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>X11/W3C name</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>X11</l></list></block><script><block s="doReport"><block var="✐ last x11"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block></script></block-definition><block-definition s="✐ hexchar %&apos;nybble&apos;" type="reporter" category="pen"><comment x="0" y="0" w="245.33333333333334" collapsed="false">Takes a value from 0 to 15 and reports&#xD;the corresponding hexadecimal digit.&#xD;&#xD;For internal use of the color library.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="nybble"/><l>10</l></list></block><block var="nybble"/><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportUnicode"><l>a</l></block><block s="reportDifference"><block var="nybble"/><l>10</l></block></list></block></block></block></block></script></block-definition><block-definition s="$brush change pen %&apos;dimension&apos; by %&apos;amount&apos;" type="command" category="pen"><comment x="0" y="0" w="334" collapsed="false">Changes any pen property by the specified amount.  Some color scales can&apos;t be adjusted this way unless the color was first SET using that scale.&#xD;Vectors (e.g., RGB color as a list of three numbers) can be incremented&#xD;by a vector as the amount. X11/W3C names can&apos;t be incremented.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;crayon&#xD;color&#xD;fair hue&#xD;transparency&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>old</l></list></block><block s="doSetVar"><l>old</l><custom-block s="$brush pen %s"><block var="dimension"/></custom-block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="old"/><l>not set</l></list></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Dimension </l><block var="dimension"/><l> not set.</l></list></block></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>crayon</l></list></block><script><custom-block s="$brush set pen to crayon %n"><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB hex</l></list></block><script><custom-block s="error %txt"><l>Sorry, I don&apos;t know how to add in hexadecimal.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>number</option></l></block><script><custom-block s="$brush set pen %s to %s"><block var="dimension"/><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>list</option></l></block><script><custom-block s="$brush set pen %s to %s"><block var="dimension"/><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><list><block var="old"/><block var="amount"/></list></custom-block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="error %txt"><block s="reportJoinWords"><list><l>I don&apos;t know how to handle </l><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg);</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="✐ make integer RGB" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>string</l><l>marker</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;if (!("stringLibCaseIndependentComparison" in world)) {&#xD;    world["stringLibCaseIndependentComparison"] = true;&#xD;};&#xD;if (world["stringLibCaseIndependentComparison"]) {&#xD;    var index=string.toLocaleLowerCase().indexOf(marker.toLocaleLowerCase());&#xD;    if (index&lt;0) {return string};&#xD;    return string.slice(0,index);&#xD;} else {&#xD;    var index=string.indexOf(marker);&#xD;    if (index&lt;0) {return string};&#xD;    return string.slice(0,index);&#xD;}</l></block><list><block var="string"/><block var="marker"/></list></block></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="operators"><comment x="0" y="0" w="225.33333333333334" collapsed="false">If input is TRUE, comparisons made by functions in the string library will be case-independent (so &quot;FOO&quot; = &quot;foo&quot;).  This is the default.&#xD;If input is FALSE, comparisons will be exact.</comment><header></header><code></code><translations>pt:altera comparações ignorando distinção minúsculas/maiúsculas para _&#xD;</translations><inputs><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>flag</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;world[&apos;stringLibCaseIndependentComparison&apos;] = flag;</l></block><list><block var="tf"/></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="✐ subset %&apos;pred&apos; %&apos;data&apos; %&apos;catchtag&apos; %&apos;result&apos;" type="predicate" category="pen"><comment x="0" y="0" w="228" collapsed="false">Don&apos;t ask.&#xD;Only for internal use by the SET PEN block.</comment><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input><input type="%cmdRing"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>best match</l></list></block><block s="doSetVar"><l>result</l><block s="reportKeep"><block var="pred"/><block var="data"/></block></block><block s="doIf"><block s="reportListIsEmpty"><block var="result"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="result"/></block></block><script><block s="doSetVar"><l>best match</l><block s="reportListItem"><l>1</l><block var="result"/></block></block><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportListItem"><l>1</l><block var="best match"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportListItem"><l>2</l><block var="best match"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportListItem"><l>3</l><block var="best match"/></block></custom-block><block s="doSetVar"><l>✐ last X11</l><block s="reportListItem"><l>4</l><block var="best match"/></block></block><block s="doSetVar"><l>✐ last set as</l><l>X11</l></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script><list></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="✐ no spaces %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportTextSplit"><block var="text"/><l> </l></block></block></block></script></block-definition><block-definition s="create %&apos;scope&apos; var %&apos;names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="scope"/><l>script</l></list></block><script><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (!proc.homeContext.variables.vars[varName]) proc.homeContext.variables.addVar(varName);</l></block><list><block var="each item"/></list></block></script></block></script><script><block s="doDeclareVariables"><list><l>global</l></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="scope"/><l>sprite</l></list></block><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>global</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (global &amp;&amp; !proc.homeContext.variables.parentFrame.parentFrame.vars[varName]) this.addVariable(varName, true);&#xD;if (!global &amp;&amp; !proc.homeContext.variables.parentFrame.vars[varName]) this.addVariable(varName, false);</l></block><list><block var="each item"/><block var="global"/></list></block></script></block><block s="doRun"><block s="reportJSFunction"><list></list><l>var ide = this.parentThatIsA(IDE_Morph);&#xD;ide.flushBlocksCache(&apos;variables&apos;); // b/c of inheritance&#xD;ide.refreshPalette();</l></block><list></list></block></script></block></script></block-definition><block-definition s="does var %&apos;name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;return proc.homeContext.variables.silentFind(varName)? true:false;</l></block><list><block var="name"/></list></block></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last set as</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last set as</l><l>✐ fair?</l><l>✐ color scale</l><l>✐ HSL</l><l>✐ last crayon</l><l>✐ last X11</l><l>✐ raw HSL</l><l>✐ raw HSV</l></list></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block-definition><block-definition s="+pinwheeel+[branches]+%branches+[size]+%size+[backup]+%backup" type="hat" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="pinwheeel [branches] %&apos;branches&apos; [size] %&apos;size&apos; [backup] %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="backup"/></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="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="pinwheeel [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="pinwheeel [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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