<snapdata remixID="10701990"><project name="U1L3.2 Modern Art With Polygons" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Explore" idx="1" x="2.2737367544323206e-13" y="1.7053025658242404e-13" heading="359.99999999999545" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="106,53,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveKey"><l><option>1</option></l><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="144.83333333333337"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportProduct"><l>-1</l><l>70</l></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="342" y="21.99999999999997"><block s="receiveKey"><l><option>space</option></l><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="35" y="303.66666666666663"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportProduct"><l>-1</l><l>70</l></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="52" y="456.66666666666663"><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportProduct"><l>-1</l><l>70</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="up"></block></script><comment x="264" y="181.66666666666666" w="242.66666666666666" collapsed="true">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="309" y="213.66666666666666"><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportProduct"><l>-1</l><l>70</l></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="305" y="398.66666666666663"><block s="down"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><block s="reportProduct"><l>-1</l><l>70</l></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="0" y="0" 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="117"><costumes><list struct="atomic" id="118"></list></costumes><sounds><list struct="atomic" id="119"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="231.33333333333337" y="218.3333333333333" w="242.66666666666666" collapsed="false">This is the skeleton for the pinwheel.</comment><script x="20" y="20"><block s="receiveKey"><l><option>2</option></l><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><custom-block s="pinwheel (branches) %s (size) %s (backup) %s"><l>3</l><l>100</l><l>70</l></custom-block></script><script x="354" y="25"><block s="receiveKey"><l><option>space</option></l><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="-50.00000000000023" y="2.842170943040401e-14" heading="6.821210263296962e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="236,41,0,1" pen="tip" id="139"><costumes><list struct="atomic" id="140"></list></costumes><sounds><list struct="atomic" id="141"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>4</option></l><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>-50</l><l>0</l></block><custom-block s="polygon (sides) %s (length) %s"><l></l><l></l></custom-block></script><script x="336" y="22.83333333333337"><block s="receiveKey"><l><option>space</option></l><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="2.842170943040401e-14" heading="6.821210263296962e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,144,57,1" pen="tip" id="160"><costumes><list struct="atomic" id="161"></list></costumes><sounds><list struct="atomic" id="162"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>3</option></l><comment w="90" collapsed="false">Press the 3 key to bring this sprite to the center of the stage.</comment></block><block s="show"></block><block s="setColor"><color>255,144,57,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="asterisk (branches) %s (length) %s"><l></l><l></l></custom-block></script><script x="387" y="24"><block s="receiveKey"><l><option>space</option></l><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="77.13451316238343" y="-91.92533317427831" heading="150.00000000000068" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,106,255,1" pen="tip" id="181"><costumes><list struct="atomic" id="182"></list></costumes><sounds><list struct="atomic" id="183"></list></sounds><blocks></blocks><variables></variables><scripts><script x="17" y="16"><block s="receiveKey"><l><option>5</option></l><comment w="90" collapsed="false">Press the 5 key to bring this sprite to the center of the stage.</comment></block><block s="doRepeat"><l>40</l><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><custom-block s="$brush change pen %s by %s"><l>fair hue</l><l>10</l></custom-block><block s="forward"><l>120</l></block><block s="turn"><l>10</l></block><custom-block s="pinwheel (branches) %s (size) %s (backup) %s"><l>12</l><l>100</l><l>70</l></custom-block></script></block></script><comment x="131" y="170.66666666666666" w="88" collapsed="false">You only need to complete ONE challenge to earn EPIC credit.</comment><script x="295" y="27.83333333333337"><block s="receiveKey"><l><option>space</option></l><comment w="90" collapsed="false">Press the SPACE key to hide the individual sprites and clear the stage.</comment></block><block s="hide"></block><block s="clear"></block></script></scripts></sprite><sprite name="Epic #2" idx="6" x="0" y="0" heading="6.252776074688882e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="246,255,16,1" pen="tip" id="212"><costumes><list struct="atomic" id="213"></list></costumes><sounds><list struct="atomic" id="214"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>6</option></l><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="164.66666666666666" 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><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="230"><costumes><list struct="atomic" id="231"></list></costumes><sounds><list struct="atomic" id="232"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>7</option></l><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="167.66666666666666" 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><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><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></block><block s="doDeclareVariables"><list><l>color</l></list></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportSum"><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></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="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>255</l></block><script><block s="doSetVar"><l>value</l><l>255</l></block></script></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="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>100</l></block><script><block s="doSetVar"><l>value</l><l>100</l></block></script></block></script><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="reportEquals"><block var="dimension"/><l>size</l></block><script><block s="setSize"><block var="value"/></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="setPenHSVA"><l><option>hue</option></l><block var="value"/></block><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doReplaceInList"><l>1</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block></script></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></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="setPenHSVA"><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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="setPenHSVA"><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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block var="value"/></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportProduct"><l>100</l><l></l></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></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="reportProduct"><block var="value"/><l>3.6</l></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="pivots"/></block><block var="value"/></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="reportSum"><block var="index"/><l>1</l></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="reportSum"><block var="from"/><block s="reportProduct"><block s="reportDifference"><block var="to"/><block var="from"/></block><block var="scale"/></block></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="reportSum"><block var="index"/><l>1</l></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="reportProduct"><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block><l>100</l></block><block s="reportQuotient"><block s="reportProduct"><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></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="reportProduct"><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></block><l>100</l></block><block s="reportQuotient"><block s="reportProduct"><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></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="reportEquals"><block var="✐ last set as"/><l>HSL</l></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><comment w="90" collapsed="true">fair hue</comment></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>color</l><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="reportProduct"><block var="value"/><l>3</l></block></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="color"/><l>42</l></block></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportProduct"><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></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="reportProduct"><block var="index"/><l>15</l></block></block></block></script><script><block s="doIf"><block s="reportLessThan"><block var="color"/><l>60</l><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportSum"><l>45</l><block s="reportProduct"><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></block></block></block></script></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="reportProduct"><block var="index"/><l>15</l></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="reportSum"><block var="from"/><block s="reportProduct"><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></block></block></block><l>255</l></custom-block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="colors"/></block><block s="reportListItem"><block s="reportSum"><block var="index"/><l>2</l></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="setPenHSVA"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportProduct"><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></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="setPenHSVA"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportProduct"><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></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></block><script><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSV</l></block><script><custom-block s="✐ update HSL"></custom-block></script><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><l>100</l></block></script></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="reportProduct"><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></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></block><script><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSV</l></block><script><custom-block s="✐ update HSL"></custom-block></script><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><l>50</l></block></script></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="reportProduct"><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></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSL vector</l></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="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSV vector</l></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="$brush set pen %s to %s"><l>fair hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSL vector</l></block><script><custom-block s="$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="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSV vector</l></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="$brush set pen %s to %s"><l>hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB vector</l></block><script><custom-block s="$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="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB hex</l></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="reportSum"><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportLessThan"><l></l><l>a</l></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></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="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></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></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportLessThan"><l></l><l>0</l></block><block s="reportGreaterThan"><l></l><l>15</l></block></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></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></block><script><custom-block s="error %txt"><l>More than six hex digits.</l></custom-block></script></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="$brush set pen %s to %s"><l>red</l><block s="reportSum"><block s="reportProduct"><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></block><block s="reportListItem"><l>2</l><block var="value"/></block></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportSum"><block s="reportProduct"><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></block><block s="reportListItem"><l>4</l><block var="value"/></block></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportSum"><block s="reportProduct"><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></block><block s="reportListItem"><l>6</l><block var="value"/></block></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>X11/W3C name</l><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></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></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="reportEquals"><block var="value"/><block s="reportListItem"><l>4</l><l/></block></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></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><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></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></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportEquals"><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></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></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></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="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><block s="doSetVar"><l>✐ HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><l>100</l></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="reportProduct"><block var="V"/><block var="S"/></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportOr"><block s="reportEquals"><block var="L"/><l>0</l></block><block s="reportEquals"><block var="L"/><l>1</l></block></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="reportProduct"><l></l><l>100</l></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="reportProduct"><block var="V"/><block var="S"/></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportOr"><block s="reportEquals"><block var="L"/><l>0</l></block><block s="reportEquals"><block var="L"/><l>1</l></block></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></block></script></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="reportLessThan"><block var="a"/><block var="b"/></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="reportSum"><block var="L"/><block s="reportProduct"><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></block></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="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportProduct"><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></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="reportSum"><block var="L"/><block s="reportProduct"><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></block></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><l>100</l></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="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportProduct"><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></block></block></block><block var="V"/></list></block></block></block></script></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="reportEquals"><block var="dimension"/><l>size</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>hue</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>saturation</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>brightness</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>transparency</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB vector</l></block><script><block s="doReport"><custom-block s="RGB color"></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB hex</l></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSV vector</l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportProduct"><l>100</l><l></l></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSL vector</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ HSL"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>color</l></block><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>color</l></block><block var="✐ color scale"/><l>not set</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></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></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></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></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></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></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSL vector</l></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></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSV vector</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block var="✐ raw HSV"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>crayon</l></block><script><block s="doReport"><block var="✐ last crayon"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>X11/W3C name</l></block><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>X11</l></block><script><block s="doReport"><block var="✐ last x11"/></block></script></block><block s="doReport"><l>not set</l></block></script></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="reportLessThan"><block var="nybble"/><l>10</l></block><block var="nybble"/><block s="reportUnicodeAsLetter"><block s="reportSum"><block s="reportUnicode"><l>a</l></block><block s="reportDifference"><block var="nybble"/><l>10</l></block></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="reportEquals"><block var="old"/><l>not set</l></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></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><custom-block s="$brush set pen to crayon %n"><block s="reportSum"><block var="old"/><block var="amount"/></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB hex</l></block><script><custom-block s="error %txt"><l>Sorry, I don&apos;t know how to add in hexadecimal.</l></custom-block></script></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>number</option></l></block><script><custom-block s="$brush set pen %s to %s"><block var="dimension"/><block s="reportSum"><block var="old"/><block var="amount"/></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></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="reportSum"><l></l><l></l></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></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></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></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="reportEquals"><block var="scope"/><l>script</l></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="reportEquals"><block var="scope"/><l>sprite</l></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></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last set as</l><l>✐ fair?</l><l>✐ color scale</l><l>✐ HSL</l><l>✐ last crayon</l><l>✐ last X11</l><l>✐ raw HSL</l><l>✐ raw HSV</l></list></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block-definition><block-definition s="pinwheel (branches) %&apos;branches&apos; (size) %&apos;size&apos; (backup) %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></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="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="asterisk (branches) %&apos;branches&apos; (length) %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel (branches) %s (size) %s (backup) %s"><l>20</l><l>100</l><l>100</l></custom-block></script></block-definition><block-definition s="polygon (sides) %&apos;sides&apos; (length) %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel (branches) %s (size) %s (backup) %s"><l>8</l><l>50</l><l>0</l></custom-block></script></block-definition></blocks><variables><variable name="✐ last set as"><l>HSV</l></variable><variable name="✐ fair?"><bool>true</bool></variable><variable name="✐ color scale"><l>0</l></variable><variable name="✐ HSL"><l>0</l></variable><variable name="✐ last crayon"><l>0</l></variable><variable name="✐ last X11"><l>0</l></variable><variable name="✐ raw HSL"><l>0</l></variable><variable name="✐ raw HSV"><list struct="atomic" id="5268">70,100,100</list></variable></variables></project><media name="U1L3.2 Modern Art With Polygons" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>