<snapdata remixID="12588109"><project name="U1L3.2 Modern Art With Polygons" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U1L3.2 Modern Art With Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$brush set pen to crayon %&apos;which&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations></translations><inputs><input type="%n"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doSetVar"><l>✐ last crayon</l><block var="which"/></block><block s="doSetVar"><l>✐ last set as</l><l>crayon</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><l>✐ crayon colors</l></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ crayon colors</l></list></custom-block><block s="doSetVar"><l>✐ crayon colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>18</l><l>18</l><l>18</l></list></block><block s="reportNewList"><list><l>36</l><l>36</l><l>36</l></list></block><block s="reportNewList"><list><l>54</l><l>54</l><l>54</l></list></block><block s="reportNewList"><list><l>72</l><l>72</l><l>72</l></list></block><block s="reportNewList"><list><l>92</l><l>92</l><l>92</l></list></block><block s="reportNewList"><list><l>109</l><l>109</l><l>109</l></list></block><block s="reportNewList"><list><l>127</l><l>127</l><l>127</l></list></block><block s="reportNewList"><list><l>145</l><l>145</l><l>145</l></list></block><block s="reportNewList"><list><l>163</l><l>163</l><l>163</l></list></block><block s="reportNewList"><list><l>181</l><l>181</l><l>181</l></list></block><block s="reportNewList"><list><l>200</l><l>200</l><l>200</l></list></block><block s="reportNewList"><list><l>218</l><l>218</l><l>218</l></list></block><block s="reportNewList"><list><l>236</l><l>236</l><l>236</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>20</l><l>147</l></list></block><block s="reportNewList"><list><l>255</l><l>105</l><l>180</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>127</l></list></block><block s="reportNewList"><list><l>227</l><l>11</l><l>93</l></list></block><block s="reportNewList"><list><l>229</l><l>43</l><l>80</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>144</l><l>0</l><l>32</l></list></block><block s="reportNewList"><list><l>153</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>164</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>192</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>201</l><l>0</l><l>22</l></list></block><block s="reportNewList"><list><l>217</l><l>77</l><l>17</l></list></block><block s="reportNewList"><list><l>255</l><l>8</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>56</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>123</l><l>63</l><l>0</l></list></block><block s="reportNewList"><list><l>107</l><l>68</l><l>35</l></list></block><block s="reportNewList"><list><l>112</l><l>66</l><l>20</l></list></block><block s="reportNewList"><list><l>149</l><l>69</l><l>53</l></list></block><block s="reportNewList"><list><l>101</l><l>67</l><l>33</l></list></block><block s="reportNewList"><list><l>150</l><l>75</l><l>0</l></list></block><block s="reportNewList"><list><l>153</l><l>101</l><l>21</l></list></block><block s="reportNewList"><list><l>184</l><l>115</l><l>51</l></list></block><block s="reportNewList"><list><l>210</l><l>105</l><l>30</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>88</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>117</l><l>24</l></list></block><block s="reportNewList"><list><l>243</l><l>118</l><l>29</l></list></block><block s="reportNewList"><list><l>232</l><l>97</l><l>0</l></list></block><block s="reportNewList"><list><l>204</l><l>85</l><l>0</l></list></block><block s="reportNewList"><list><l>203</l><l>65</l><l>11</l></list></block><block s="reportNewList"><list><l>204</l><l>119</l><l>34</l></list></block><block s="reportNewList"><list><l>237</l><l>145</l><l>33</l></list></block><block s="reportNewList"><list><l>242</l><l>133</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>230</l><l>168</l><l>34</l></list></block><block s="reportNewList"><list><l>184</l><l>134</l><l>11</l></list></block><block s="reportNewList"><list><l>218</l><l>165</l><l>32</l></list></block><block s="reportNewList"><list><l>244</l><l>196</l><l>48</l></list></block><block s="reportNewList"><list><l>236</l><l>213</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>219</l><l>88</l></list></block><block s="reportNewList"><list><l>255</l><l>215</l><l>0</l></list></block><block s="reportNewList"><list><l>254</l><l>227</l><l>62</l></list></block><block s="reportNewList"><list><l>251</l><l>225</l><l>8</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>141</l><l>182</l><l>0</l></list></block><block s="reportNewList"><list><l>98</l><l>194</l><l>19</l></list></block><block s="reportNewList"><list><l>34</l><l>139</l><l>34</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>100</l><l>0</l></list></block><block s="reportNewList"><list><l>3</l><l>192</l><l>60</l></list></block><block s="reportNewList"><list><l>80</l><l>200</l><l>120</l></list></block><block s="reportNewList"><list><l>62</l><l>180</l><l>137</l></list></block><block s="reportNewList"><list><l>0</l><l>161</l><l>120</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>139</l><l>139</l></list></block><block s="reportNewList"><list><l>0</l><l>123</l><l>167</l></list></block><block s="reportNewList"><list><l>113</l><l>166</l><l>210</l></list></block><block s="reportNewList"><list><l>4</l><l>148</l><l>220</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>250</l></list></block><block s="reportNewList"><list><l>0</l><l>191</l><l>255</l></list></block><block s="reportNewList"><list><l>30</l><l>144</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>25</l><l>25</l><l>112</l></list></block><block s="reportNewList"><list><l>0</l><l>51</l><l>153</l></list></block><block s="reportNewList"><list><l>0</l><l>71</l><l>171</l></list></block><block s="reportNewList"><list><l>21</l><l>96</l><l>189</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l></list></block><block s="reportNewList"><list><l>70</l><l>130</l><l>180</l></list></block><block s="reportNewList"><list><l>74</l><l>108</l><l>212</l></list></block><block s="reportNewList"><list><l>100</l><l>149</l><l>237</l></list></block><block s="reportNewList"><list><l>106</l><l>90</l><l>205</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>143</l><l>86</l><l>227</l></list></block><block s="reportNewList"><list><l>111</l><l>45</l><l>168</l></list></block><block s="reportNewList"><list><l>75</l><l>0</l><l>130</l></list></block><block s="reportNewList"><list><l>160</l><l>32</l><l>240</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>153</l><l>50</l><l>204</l></list></block><block s="reportNewList"><list><l>207</l><l>74</l><l>217</l></list></block><block s="reportNewList"><list><l>127</l><l>0</l><l>127</l></list></block><block s="reportNewList"><list><l>139</l><l>0</l><l>139</l></list></block></list></block></block></script><list></list></block><block s="doDeclareVariables"><list><l>color</l></list></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition><block-definition s="set pen color to h: %&apos;h&apos; s: %&apos;s&apos; v: %&apos;v&apos;" type="command" category="pen"><comment x="0" y="0" w="283.3333333333333" collapsed="false">Takes three inputs for hue, saturation, and value (&quot;brightness&quot;)&#xD;values, each between 0 and 1.  0,0,0 is black; 0,0,1 is white.  0.15,1,1 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual hue, saturation, or value without changing the others, lets you provide a list of three HSV color components, and lets you&#xD;use the very much superior HSL (hue, saturation, lightness)&#xD;color space.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)&#xD;</translations><inputs><input type="%n">0.3</input><input type="%n">0.7</input><input type="%n">0.6</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>h</l><l>s</l><l>v</l></list><l>var col = new Color();&#xD;col.set_hsv(h, s, v);&#xD;this.setColor(col);</l></block><list><block var="h"/><block var="s"/><block var="v"/></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><comment x="0" y="0" w="266" collapsed="false">Reports the current pen color as a list of three RGB values in the range 0-255.  The PEN block in this library provides a large set of ways to examine the color.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="HSV color" type="reporter" category="pen"><comment x="0" y="0" w="312" collapsed="false">Reports the current pen color as a list of three HSV values&#xD;in the range 0-1.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List(this.color.hsv());</l></block><list></list></block></block></script></block-definition><block-definition s="$brush set pen %&apos;dimension&apos; to %&apos;value&apos;" type="command" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block allows you to set the pen&apos;s color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels).  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;color&#xD;fair hue&#xD;transparency&#xD;X11/W3C name&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>colors</l><l>brights</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>color</l><l>pivots</l></list></block><block s="doSetVar"><l>colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>192</l><l>192</l><l>192</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>85</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>70</l><l>5</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></list></block></block><block s="doSetVar"><l>brights</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>170</l><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>170</l><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>160</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>190</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>240</l><l>200</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block></list></block></block><block s="doSetVar"><l>pivots</l><block s="reportNewList"><list><l>0</l><l>5.8</l><l>12.5</l><l>18</l><l>25</l><l>30.5</l><l>37.5</l><l>44.5</l><l>50</l><l>59</l><l>62.5</l><l>69</l><l>75</l><l>79.25</l><l>87.5</l><l>93.75</l><l>97</l><l>100</l></list></block></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>color</l><l>hue</l><l>fair hue</l></list></block><block var="dimension"/></block><script><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>red</l><l>green</l><l>blue</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="value"/><l>0</l></list></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="value"/><l>255</l></list></block><script><block s="doSetVar"><l>value</l><l>255</l></block></script><list></list></block></script><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>saturation (HSV)</l><l>saturation (HSL)</l><l>value (brightness)</l><l>lightness</l><l>fair saturation (HSV)</l><l>fair saturation (HSL)</l><l>fair value (brightness)</l><l>fair lightness</l><l>transparency</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="value"/><l>0</l></list></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="value"/><l>100</l></list></block><script><block s="doSetVar"><l>value</l><l>100</l></block></script><list></list></block></script><list></list><comment w="164.66666666666666" collapsed="false">We have to do this last test to rule out the vector options, which aren&apos;t numbers; their code makes three recursive calls and we catch range issues then.</comment></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>size</l></list></block><script><block s="setSize"><block var="value"/></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>hue</l></list></block><script><block s="setPenColorDimension"><l><option>hue</option></l><block var="value"/></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doReplaceInList"><l>1</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script><list></list></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSV)</l></list></block><script><block s="setPenColorDimension"><l><option>saturation</option></l><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>value (brightness)</l></list></block><script><block s="setPenColorDimension"><l><option>brightness</option></l><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>transparency</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block var="value"/></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>red</l></list></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><custom-block s="min %s %s"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></custom-block><l></l><l></l></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>green</l></list></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><custom-block s="min %s %s"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></custom-block><l></l></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>blue</l></list></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><custom-block s="min %s %s"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></custom-block></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair hue</l></list></block><script><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>oldHSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script><list></list></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3.6</l></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="index"/><block var="pivots"/></block><block var="value"/></list></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="pivots"/></block><block s="reportListItem"><block var="index"/><block var="pivots"/></block></block></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="min %s %s"><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block var="scale"/></list></block></list></block></block><l>255</l></custom-block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block var="index"/><block var="brights"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="brights"/></block></list></custom-block></block><block s="doSetVar"><l>newHSV</l><custom-block s="HSV color"></custom-block></block><block s="doIfElse"><block var="✐ fair?"/><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block></block></script><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="oldHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list><comment w="90" collapsed="true">fair hue</comment></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>color</l></list><comment w="53.333333333333336" collapsed="true">Color</comment></block><script><block s="doSetVar"><l>✐ color scale</l><block var="value"/></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="color"/><l>42</l></list></block></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="color"/><l>60</l></list><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script><list></list></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="min %s %s"><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></custom-block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="colors"/></block></list></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>color</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSL)</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>lightness</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSV)</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair value (brightness)</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSL)</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSV</l></list></block><script><custom-block s="✐ update HSL"></custom-block></script><script><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><l>100</l></block></script><list></list></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair lightness</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSV</l></list></block><script><custom-block s="✐ update HSL"></custom-block></script><script><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><l>50</l></block></script><list></list></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSL vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>fair saturation (HSL)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair lightness</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSV vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>fair saturation (HSV)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair value (brightness)</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSL vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>saturation (HSL)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>lightness</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSV vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>saturation (HSV)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>value (brightness)</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB vector</l></list></block><script><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB hex</l></list></block><script><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>a</l></list></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="value"/><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><l></l><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><l></l><l>15</l></list></block></list></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></list></block><script><custom-block s="error %txt"><l>More than six hex digits.</l></custom-block></script><list></list></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>X11/W3C name</l></list><comment w="90" collapsed="true">X11/W3C name</comment></block><script><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><l>✐ X11</l></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ X11</l></list></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ X11"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ X11</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>250</l><l>250</l><l>snow</l></list></block><block s="reportNewList"><list><l>248</l><l>248</l><l>255</l><l>ghostwhite</l></list></block><block s="reportNewList"><list><l>245</l><l>245</l><l>245</l><l>whitesmoke</l></list></block><block s="reportNewList"><list><l>220</l><l>220</l><l>220</l><l>gainsboro</l></list></block><block s="reportNewList"><list><l>255</l><l>250</l><l>240</l><l>floralwhite</l></list></block><block s="reportNewList"><list><l>253</l><l>245</l><l>230</l><l>oldlace</l></list></block><block s="reportNewList"><list><l>250</l><l>240</l><l>230</l><l>linen</l></list></block><block s="reportNewList"><list><l>250</l><l>235</l><l>215</l><l>antiquewhite</l></list></block><block s="reportNewList"><list><l>255</l><l>239</l><l>213</l><l>papayawhip</l></list></block><block s="reportNewList"><list><l>255</l><l>235</l><l>205</l><l>blanchedalmond</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>196</l><l>bisque</l></list></block><block s="reportNewList"><list><l>255</l><l>218</l><l>185</l><l>peachpuff</l></list></block><block s="reportNewList"><list><l>255</l><l>222</l><l>173</l><l>navajowhite</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>181</l><l>moccasin</l></list></block><block s="reportNewList"><list><l>255</l><l>248</l><l>220</l><l>cornsilk</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>240</l><l>ivory</l></list></block><block s="reportNewList"><list><l>255</l><l>250</l><l>205</l><l>lemonchiffon</l></list></block><block s="reportNewList"><list><l>255</l><l>245</l><l>238</l><l>seashell</l></list></block><block s="reportNewList"><list><l>240</l><l>255</l><l>240</l><l>honeydew</l></list></block><block s="reportNewList"><list><l>245</l><l>255</l><l>250</l><l>mintcream</l></list></block><block s="reportNewList"><list><l>240</l><l>255</l><l>255</l><l>azure</l></list></block><block s="reportNewList"><list><l>240</l><l>248</l><l>255</l><l>aliceblue</l></list></block><block s="reportNewList"><list><l>230</l><l>230</l><l>250</l><l>lavender</l></list></block><block s="reportNewList"><list><l>255</l><l>240</l><l>245</l><l>lavenderblush</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>225</l><l>mistyrose</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l><l>white</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>black</l></list></block><block s="reportNewList"><list><l>47</l><l>79</l><l>79</l><l>darkslategray</l></list></block><block s="reportNewList"><list><l>47</l><l>79</l><l>79</l><l>darkslategrey</l></list></block><block s="reportNewList"><list><l>105</l><l>105</l><l>105</l><l>dimgray</l></list></block><block s="reportNewList"><list><l>105</l><l>105</l><l>105</l><l>dimgrey</l></list></block><block s="reportNewList"><list><l>112</l><l>128</l><l>144</l><l>slategray</l></list></block><block s="reportNewList"><list><l>112</l><l>128</l><l>144</l><l>slategrey</l></list></block><block s="reportNewList"><list><l>119</l><l>136</l><l>153</l><l>lightslategray</l></list></block><block s="reportNewList"><list><l>119</l><l>136</l><l>153</l><l>lightslategrey</l></list></block><block s="reportNewList"><list><l>190</l><l>190</l><l>190</l><l>gray(X11)</l></list></block><block s="reportNewList"><list><l>190</l><l>190</l><l>190</l><l>grey(X11)</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l><l>gray(W3C)</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l><l>grey(W3C)</l></list></block><block s="reportNewList"><list><l>211</l><l>211</l><l>211</l><l>lightgrey</l></list></block><block s="reportNewList"><list><l>211</l><l>211</l><l>211</l><l>lightgray</l></list></block><block s="reportNewList"><list><l>25</l><l>25</l><l>112</l><l>midnightblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l><l>navy</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l><l>navyblue</l></list></block><block s="reportNewList"><list><l>100</l><l>149</l><l>237</l><l>cornflowerblue</l></list></block><block s="reportNewList"><list><l>72</l><l>61</l><l>139</l><l>darkslateblue</l></list></block><block s="reportNewList"><list><l>106</l><l>90</l><l>205</l><l>slateblue</l></list></block><block s="reportNewList"><list><l>123</l><l>104</l><l>238</l><l>mediumslateblue</l></list></block><block s="reportNewList"><list><l>132</l><l>112</l><l>255</l><l>lightslateblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>205</l><l>mediumblue</l></list></block><block s="reportNewList"><list><l>65</l><l>105</l><l>225</l><l>royalblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>blue</l></list></block><block s="reportNewList"><list><l>30</l><l>144</l><l>255</l><l>dodgerblue</l></list></block><block s="reportNewList"><list><l>0</l><l>191</l><l>255</l><l>deepskyblue</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>235</l><l>skyblue</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>250</l><l>lightskyblue</l></list></block><block s="reportNewList"><list><l>70</l><l>130</l><l>180</l><l>steelblue</l></list></block><block s="reportNewList"><list><l>176</l><l>196</l><l>222</l><l>lightsteelblue</l></list></block><block s="reportNewList"><list><l>173</l><l>216</l><l>230</l><l>lightblue</l></list></block><block s="reportNewList"><list><l>176</l><l>224</l><l>230</l><l>powderblue</l></list></block><block s="reportNewList"><list><l>175</l><l>238</l><l>238</l><l>paleturquoise</l></list></block><block s="reportNewList"><list><l>0</l><l>206</l><l>209</l><l>darkturquoise</l></list></block><block s="reportNewList"><list><l>72</l><l>209</l><l>204</l><l>mediumturquoise</l></list></block><block s="reportNewList"><list><l>64</l><l>224</l><l>208</l><l>turquoise</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>cyan</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>aqua</l></list></block><block s="reportNewList"><list><l>224</l><l>255</l><l>255</l><l>lightcyan</l></list></block><block s="reportNewList"><list><l>95</l><l>158</l><l>160</l><l>cadetblue</l></list></block><block s="reportNewList"><list><l>102</l><l>205</l><l>170</l><l>mediumaquamarine</l></list></block><block s="reportNewList"><list><l>127</l><l>255</l><l>212</l><l>aquamarine</l></list></block><block s="reportNewList"><list><l>0</l><l>100</l><l>0</l><l>darkgreen</l></list></block><block s="reportNewList"><list><l>85</l><l>107</l><l>47</l><l>darkolivegreen</l></list></block><block s="reportNewList"><list><l>143</l><l>188</l><l>143</l><l>darkseagreen</l></list></block><block s="reportNewList"><list><l>46</l><l>139</l><l>87</l><l>seagreen</l></list></block><block s="reportNewList"><list><l>60</l><l>179</l><l>113</l><l>mediumseagreen</l></list></block><block s="reportNewList"><list><l>32</l><l>178</l><l>170</l><l>lightseagreen</l></list></block><block s="reportNewList"><list><l>152</l><l>251</l><l>152</l><l>palegreen</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>127</l><l>springgreen</l></list></block><block s="reportNewList"><list><l>124</l><l>252</l><l>0</l><l>lawngreen</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>green(X11)</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>0</l><l>green(W3C)</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>lime</l></list></block><block s="reportNewList"><list><l>127</l><l>255</l><l>0</l><l>chartreuse</l></list></block><block s="reportNewList"><list><l>0</l><l>250</l><l>154</l><l>mediumspringgreen</l></list></block><block s="reportNewList"><list><l>173</l><l>255</l><l>47</l><l>greenyellow</l></list></block><block s="reportNewList"><list><l>50</l><l>205</l><l>50</l><l>limegreen</l></list></block><block s="reportNewList"><list><l>154</l><l>205</l><l>50</l><l>yellowgreen</l></list></block><block s="reportNewList"><list><l>34</l><l>139</l><l>34</l><l>forestgreen</l></list></block><block s="reportNewList"><list><l>107</l><l>142</l><l>35</l><l>olivedrab</l></list></block><block s="reportNewList"><list><l>189</l><l>183</l><l>107</l><l>darkkhaki</l></list></block><block s="reportNewList"><list><l>240</l><l>230</l><l>140</l><l>khaki</l></list></block><block s="reportNewList"><list><l>238</l><l>232</l><l>170</l><l>palegoldenrod</l></list></block><block s="reportNewList"><list><l>250</l><l>250</l><l>210</l><l>lightgoldenrodyellow</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>224</l><l>lightyellow</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>yellow</l></list></block><block s="reportNewList"><list><l>255</l><l>215</l><l>0</l><l>gold</l></list></block><block s="reportNewList"><list><l>238</l><l>221</l><l>130</l><l>lightgoldenrod</l></list></block><block s="reportNewList"><list><l>218</l><l>165</l><l>32</l><l>goldenrod</l></list></block><block s="reportNewList"><list><l>184</l><l>134</l><l>11</l><l>darkgoldenrod</l></list></block><block s="reportNewList"><list><l>188</l><l>143</l><l>143</l><l>rosybrown</l></list></block></list></block></block></script><list></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ no spaces %s"><block var="value"/></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="value"/><block s="reportListItem"><l>4</l><l/></block></list></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="value"/></list></block></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="value"/></custom-block></list></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="value"/><l> not found.</l></list></block></custom-block></script><list></list></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="value"/></custom-block><l></l></list></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block></script><list></list></block><custom-block s="✐ initialize variables"></custom-block></script></block-definition><block-definition s="mmap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block></block><custom-block s="mmap %repRing over %mult%l"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="✐ update HSL" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>L</l></list></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doSetVar"><l>✐ HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="L"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="L"/><l>1</l></list></block></list></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><custom-block s="HSV color"></custom-block></block></block></block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ raw HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="L"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="L"/><l>1</l></list></block></list></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSV"/></block></block></block></block></script><list></list></block></script><list></list></block></script></block-definition><block-definition s="min %&apos;a&apos; %&apos;b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="a"/><block var="b"/></list></block><block var="a"/><block var="b"/></block></block></script></block-definition><block-definition s="✐ update HSV" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>V</l><l>L</l><l>HSL 0-1</l><l>raw HSL 0-1</l></list></block><block s="doSetVar"><l>HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="HSL 0-1"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></list></block></list></block></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="HSL 0-1"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="V"/><l>0</l></list></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>raw HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="raw HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="raw HSL 0-1"/></block><custom-block s="min %s %s"><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></custom-block></list></block></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="raw HSL 0-1"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="V"/><l>0</l></list></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></list></block></block></block></script><list></list></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="pen"><comment x="0" y="0" w="226" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="$brush pen %&apos;dimension&apos;" type="reporter" category="pen"><comment x="0" y="0" w="380.6666666666667" collapsed="false">This block reports the pen size, color, or transparency, in all the same ways that the SET PEN block allows you to set those pen properties. (It will also report the current crayon number, if the pen color was most recently set with SET PEN TO CRAYON.)&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details. </comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;crayon&#xD;color&#xD;fair hue&#xD;transparency&#xD;X11/W3C name&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>size</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>hue</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>hue</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSV)</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>saturation</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>value (brightness)</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>brightness</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>transparency</l></list></block><script><block s="doReport"><block s="getPenAttribute"><l><option>transparency</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB vector</l></list></block><script><block s="doReport"><custom-block s="RGB color"></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>red</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>green</l></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>blue</l></list></block><script><block s="doReport"><block s="reportListItem"><l>3</l><custom-block s="RGB color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB hex</l></list></block><script><block s="doReport"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><custom-block s="✐ hexchar %s"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><l></l><l>16</l></block></block></custom-block><custom-block s="✐ hexchar %s"><block s="reportModulus"><l></l><l>16</l></block></custom-block></list></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSV vector</l></list></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>HSL vector</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ HSL"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>saturation (HSL)</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>lightness</l></list></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>color</l></list></block><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>color</l></list></block><block var="✐ color scale"/><l>not set</l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair hue</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSL"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSV"/></block></block></script></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSL)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair lightness</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSL vector</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ raw HSL"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair saturation (HSV)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair value (brightness)</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>fair HSV vector</l></list></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="doReport"><block var="✐ raw HSV"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>crayon</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>crayon</l></list></block><script><block s="doReport"><block var="✐ last crayon"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>X11/W3C name</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>X11</l></list></block><script><block s="doReport"><block var="✐ last x11"/></block></script><list></list></block><block s="doReport"><l>not set</l></block></script><list></list></block></script></block-definition><block-definition s="✐ hexchar %&apos;nybble&apos;" type="reporter" category="pen"><comment x="0" y="0" w="245.33333333333334" collapsed="false">Takes a value from 0 to 15 and reports&#xD;the corresponding hexadecimal digit.&#xD;&#xD;For internal use of the color library.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="nybble"/><l>10</l></list></block><block var="nybble"/><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportUnicode"><l>a</l></block><block s="reportDifference"><block var="nybble"/><l>10</l></block></list></block></block></block></block></script></block-definition><block-definition s="$brush change pen %&apos;dimension&apos; by %&apos;amount&apos;" type="command" category="pen"><comment x="0" y="0" w="334" collapsed="false">Changes any pen property by the specified amount.  Some color scales can&apos;t be adjusted this way unless the color was first SET using that scale.&#xD;Vectors (e.g., RGB color as a list of three numbers) can be incremented&#xD;by a vector as the amount. X11/W3C names can&apos;t be incremented.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;crayon&#xD;color&#xD;fair hue&#xD;transparency&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>old</l></list></block><block s="doSetVar"><l>old</l><custom-block s="$brush pen %s"><block var="dimension"/></custom-block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="old"/><l>not set</l></list></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Dimension </l><block var="dimension"/><l> not set.</l></list></block></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>crayon</l></list></block><script><custom-block s="$brush set pen to crayon %n"><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="dimension"/><l>RGB hex</l></list></block><script><custom-block s="error %txt"><l>Sorry, I don&apos;t know how to add in hexadecimal.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>number</option></l></block><script><custom-block s="$brush set pen %s to %s"><block var="dimension"/><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>list</option></l></block><script><custom-block s="$brush set pen %s to %s"><block var="dimension"/><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><list><block var="old"/><block var="amount"/></list></custom-block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="error %txt"><block s="reportJoinWords"><list><l>I don&apos;t know how to handle </l><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg);</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="✐ make integer RGB" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>string</l><l>marker</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;if (!("stringLibCaseIndependentComparison" in world)) {&#xD;    world["stringLibCaseIndependentComparison"] = true;&#xD;};&#xD;if (world["stringLibCaseIndependentComparison"]) {&#xD;    var index=string.toLocaleLowerCase().indexOf(marker.toLocaleLowerCase());&#xD;    if (index&lt;0) {return string};&#xD;    return string.slice(0,index);&#xD;} else {&#xD;    var index=string.indexOf(marker);&#xD;    if (index&lt;0) {return string};&#xD;    return string.slice(0,index);&#xD;}</l></block><list><block var="string"/><block var="marker"/></list></block></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="operators"><comment x="0" y="0" w="225.33333333333334" collapsed="false">If input is TRUE, comparisons made by functions in the string library will be case-independent (so &quot;FOO&quot; = &quot;foo&quot;).  This is the default.&#xD;If input is FALSE, comparisons will be exact.</comment><header></header><code></code><translations>pt:altera comparações ignorando distinção minúsculas/maiúsculas para _&#xD;</translations><inputs><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>flag</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;world[&apos;stringLibCaseIndependentComparison&apos;] = flag;</l></block><list><block var="tf"/></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="✐ subset %&apos;pred&apos; %&apos;data&apos; %&apos;catchtag&apos; %&apos;result&apos;" type="predicate" category="pen"><comment x="0" y="0" w="228" collapsed="false">Don&apos;t ask.&#xD;Only for internal use by the SET PEN block.</comment><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input><input type="%cmdRing"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>best match</l></list></block><block s="doSetVar"><l>result</l><block s="reportKeep"><block var="pred"/><block var="data"/></block></block><block s="doIf"><block s="reportListIsEmpty"><block var="result"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="result"/></block></block><script><block s="doSetVar"><l>best match</l><block s="reportListItem"><l>1</l><block var="result"/></block></block><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportListItem"><l>1</l><block var="best match"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportListItem"><l>2</l><block var="best match"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportListItem"><l>3</l><block var="best match"/></block></custom-block><block s="doSetVar"><l>✐ last X11</l><block s="reportListItem"><l>4</l><block var="best match"/></block></block><block s="doSetVar"><l>✐ last set as</l><l>X11</l></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script><list></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="✐ no spaces %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportTextSplit"><block var="text"/><l> </l></block></block></block></script></block-definition><block-definition s="create %&apos;scope&apos; var %&apos;names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="scope"/><l>script</l></list></block><script><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (!proc.homeContext.variables.vars[varName]) proc.homeContext.variables.addVar(varName);</l></block><list><block var="each item"/></list></block></script></block></script><script><block s="doDeclareVariables"><list><l>global</l></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="scope"/><l>sprite</l></list></block><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>global</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (global &amp;&amp; !proc.homeContext.variables.parentFrame.parentFrame.vars[varName]) this.addVariable(varName, true);&#xD;if (!global &amp;&amp; !proc.homeContext.variables.parentFrame.vars[varName]) this.addVariable(varName, false);</l></block><list><block var="each item"/><block var="global"/></list></block></script></block><block s="doRun"><block s="reportJSFunction"><list></list><l>var ide = this.parentThatIsA(IDE_Morph);&#xD;ide.flushBlocksCache(&apos;variables&apos;); // b/c of inheritance&#xD;ide.refreshPalette();</l></block><list></list></block></script></block></script></block-definition><block-definition s="does var %&apos;name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;return proc.homeContext.variables.silentFind(varName)? true:false;</l></block><list><block var="name"/></list></block></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last set as</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last set as</l><l>✐ fair?</l><l>✐ color scale</l><l>✐ HSL</l><l>✐ last crayon</l><l>✐ last X11</l><l>✐ raw HSL</l><l>✐ raw HSV</l></list></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block-definition><block-definition s="Pinwheel branches %&apos;branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></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="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="Pinwheel branches %s size %s backup %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="Polygon sides %&apos;sides&apos; length %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="Pinwheel branches %s size %s backup %s"><block var="sides"/><block var="length"/><l>0</l></custom-block></script></block-definition></blocks><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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</pentrails><costumes><list id="5514"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="5515"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="5"><sprite name="Explore" idx="1" x="6.821210263296962e-13" y="-1.2505552149377763e-12" heading="359.9999999999968" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="106,53,255,1" pen="tip" id="5520"><costumes><list struct="atomic" id="5521"></list></costumes><sounds><list struct="atomic" id="5522"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="264" y="182.66666666666663" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="20" y="11.000000000000028"><block s="receiveKey"><l><option>1</option></l><list></list><comment w="90" collapsed="false">Press the 1 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>106,53,255,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="19" y="145.83333333333337"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><l>70</l></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="up"></block></script><script x="371" y="15"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="119" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block><block s="hide"></block><block s="clear"></block></script><script x="41" y="307"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><l>70</l></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="up"></block></script><script x="266" y="307"><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><l>70</l></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="up"></block></script><script x="486" y="316"><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><l>70</l></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="up"></block></script><script x="371" y="461"><block s="down"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><l>70</l></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block><block s="up"></block></script></scripts></sprite><sprite name="Pinwheel" idx="2" x="-6.821210263296962e-13" y="4.831690603168681e-13" heading="6.821210263296962e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="127,255,42,1" pen="tip" id="5642"><costumes><list struct="atomic" id="5643"></list></costumes><sounds><list struct="atomic" id="5644"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="231.33333333333337" y="218.33333333333326" w="242.66666666666666" collapsed="false">This is the skeleton for the pinwheel.</comment><script x="20.333333333333343" y="157.16666666666674"><block s="down"></block><block s="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><l></l></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l></l></block></block></script></block><block s="up"></block></script><script x="20" y="20"><block s="receiveKey"><l><option>2</option></l><list></list><comment w="90" collapsed="false">Press the 2 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>127,255,42,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="378" y="25"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block><block s="hide"></block><block s="clear"></block></script></scripts></sprite><sprite name="Polygon" idx="4" x="0" y="0" heading="6.252776074688882e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="236,41,0,1" pen="tip" id="5684"><costumes><list struct="atomic" id="5685"></list></costumes><sounds><list struct="atomic" id="5686"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>4</option></l><list></list><comment w="90" collapsed="false">Press the 4 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>236,41,0,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="385" y="23.83333333333337"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block><block s="hide"></block><block s="clear"></block></script></scripts></sprite><sprite name="Asterisk" idx="3" x="0" y="0" heading="6.252776074688882e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,202,52,1" pen="tip" id="5706"><costumes><list struct="atomic" id="5707"></list></costumes><sounds><list struct="atomic" id="5708"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>3</option></l><list></list><comment w="90" collapsed="false">Press the 3 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>255,144,57,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="387" y="24"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block><block s="hide"></block><block s="clear"></block></script></scripts></sprite><sprite name="Epic #1" idx="5" x="-6.821210263296962e-12" y="3.836930773104541e-12" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,37.00000000000001,153.79999999999998,1" pen="tip" id="5728"><costumes><list struct="atomic" id="5729"></list></costumes><sounds><list struct="atomic" id="5730"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>5</option></l><list></list><comment w="90" collapsed="false">Press the 5 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>37,241,255,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block></script><comment x="123.99999999999994" y="164.66666666666674" w="88" collapsed="false">You only need to complete ONE challenge to earn EPIC credit.</comment><script x="417.0000000000002" y="10.833333333333371"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block><block s="hide"></block><block s="clear"></block></script><script x="14.999999999999943" y="252.0000000000001"><block s="receiveGo"></block><block s="show"></block><block s="doSayFor"><l>Click a to draw a pinwheel pattern.  Click b to draw a polygon spiral.  Click c to draw an asterisk pattern.</l><l>15</l></block><block s="hide"></block></script><script x="281.9999999999999" y="29.333333333333428"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="hide"></block><block s="clear"></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><l>6</l><script><block s="doFor"><l>i</l><l>1</l><l>7</l><script><block s="doGotoObject"><l><option>random position</option></l></block><custom-block s="Asterisk branches %s length %s"><block s="reportVariadicProduct"><list><block var="i"/><l>3</l></list></block><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block></custom-block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="turn"><l>15</l></block></script></block></script></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="show"></block><block s="setColor"><color>252,255,249,1</color></block><block s="write"><l>Happy Fourth of July!</l><l>30</l></block><block s="hide"></block></script><script x="512.0000000000002" y="393.33333333333354"><block s="receiveKey"><l><option>b</option></l><list></list></block><block s="hide"></block><block s="clear"></block><block s="setColor"><color>37,241,255,1</color></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>How many sides should this polygon have?</l></block><block s="doWarp"><script><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doFor"><l>i</l><l>50</l><l>300</l><script><custom-block s="Polygon sides %s length %s"><block s="getLastAnswer"></block><block var="i"/></custom-block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l>i</l><l>5</l></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block s="getLastAnswer"></block></block></block></script></block></script></block></script><script x="121.99999999999989" y="438.3333333333334"><block s="receiveKey"><l><option>a</option></l><list></list></block><block s="hide"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>37,241,255,1</color></block><block s="doFor"><l>i</l><l>1</l><l>50</l><script><custom-block s="Pinwheel branches %s size %s backup %s"><block var="i"/><l>100</l><l>70</l></custom-block><block s="turn"><l>15</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script></scripts></sprite><sprite name="Epic #2" idx="6" x="0" y="0" heading="6.252776074688882e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="246,255,16,1" pen="tip" id="5882"><costumes><list struct="atomic" id="5883"></list></costumes><sounds><list struct="atomic" id="5884"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>6</option></l><list></list><comment w="90" collapsed="false">Press the 6 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>238,255,27,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="162" y="164.66666666666663" w="90" collapsed="false">You only need to complete ONE challenge to earn EPIC credit.</comment><script x="379" y="22.83333333333337"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block><block s="hide"></block><block s="clear"></block></script></scripts></sprite><sprite name="Epic #3" idx="7" x="0" y="0" heading="6.252776074688882e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,32,244,1" pen="tip" id="5904"><costumes><list struct="atomic" id="5905"></list></costumes><sounds><list struct="atomic" id="5906"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>7</option></l><list></list><comment w="90" collapsed="false">Press the 7 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>255,32,244,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="122" y="167.66666666666663" w="90" collapsed="false">You only need to complete ONE challenge to earn EPIC credit.</comment><script x="348" y="23.83333333333337"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block><block s="hide"></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3.2 Modern Art With Polygons" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="Stage_cst_Untitled"/></media></snapdata>