<snapdata remixID="11457840"><project name="personalKandinsky" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="personalKandinsky"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="paint circles %&apos;X&apos; %&apos;Y&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>angle</l></list></block><block s="doSetVar"><l>angle</l><l>0</l></block><block s="doRepeat"><l>9</l><script><block s="setSize"><l>10</l></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportRandom"><l>50</l><l>255</l></block><block s="reportRandom"><l>50</l><l>255</l></block><block s="reportRandom"><l>50</l><l>255</l></block></custom-block><block s="gotoXY"><block var="X"/><block var="Y"/></block><block s="doRepeat"><l>37</l><script><block s="changeSize"><block s="reportDifference"><l>2</l><block s="reportRandom"><l>1</l><l>3</l></block></block></block><block s="gotoXY"><block s="reportVariadicSum"><list><block var="myX"/><block s="reportVariadicProduct"><list><block var="size"/><block s="reportMonadic"><l><option>sin</option></l><block var="angle"/></block></list></block></list></block><block s="reportVariadicSum"><list><block var="myY"/><block s="reportVariadicProduct"><list><block var="size"/><block s="reportMonadic"><l><option>cos</option></l><block var="angle"/></block></list></block></list></block></block><block s="down"></block><block s="doChangeVar"><l>angle</l><l>10</l></block></script></block><block s="up"></block><block s="doChangeVar"><l>size</l><block s="reportVariadicProduct"><list><l>-1</l><block s="reportRandom"><l>4</l><l>8</l></block></list></block></block></script></block></script></block-definition><block-definition s="$brush set pen %&apos;dimension&apos; to %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block allows you to set the pen&apos;s color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels).  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>ca:$brush fixa el _ del llapis a _ _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#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(A) vector&#xD;RGB(A) hex&#xD;}&#xD;}</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doRun"><block s="reportAttributeOf"><block s="reportListItem"><block s="reportListIndex"><block var="dimension"/><block var="✐ dimension names"/></block><block var="✐ dimension dispatch"/></block><block s="reportGet"><l><option>self</option></l></block></block><list><block var="value"/><block var="more value"/></list></block></script><scripts><comment x="460.0888671875" y="4175.599999999967" w="251.33333333333334" collapsed="false">Note to myself:  When the user sets a fair dimension, say fair HSL, variable HSL contains the corresponding &quot;unfair&quot; values, and &quot;raw HSL&quot; contains the numbers the user actually gave.  It has to be this way because in the case of HSV, there is no &quot;HSV&quot; variable; rather, we use the pen&apos;s actual remembered-by-Javascript color&apos;s HSV coordinates.  So our HSL variable has to be analogous to that.  In both cases &quot;raw&quot; means the numbers the user gave us.</comment></scripts></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="reportAtomicMap"><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="reportAtomicMap"><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="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="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><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></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="doSetVar"><l>✐ raw HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="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><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><block s="reportIfElse"><block var="✐ fair?"/><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><custom-block s="HSV color"></custom-block></block></block></block></block></script></block></script></block-definition><block-definition s="✐ update HSV" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>V</l><l>L</l><l>HSL 0-1</l><l>raw HSL 0-1</l></list></block><block s="doSetVar"><l>HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="HSL 0-1"/></block><block s="reportIfElse"><block s="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></custom-block><block s="doIfElse"><block var="✐ fair?"/><script><block s="doSetVar"><l>raw HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="raw HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="raw HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="raw HSL 0-1"/></block><block s="reportIfElse"><block s="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></list></block></block></block></script><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-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="$brush pen %&apos;dimension&apos;" type="reporter" category="pen"><comment x="0" y="0" w="380.6666666666667" collapsed="false">This block reports the pen size, color, or transparency, in all the same ways that the SET PEN block allows you to set those pen properties. (It will also report the current crayon number, if the pen color was most recently set with SET PEN TO CRAYON.)&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details. </comment><header></header><code></code><translations>ca:$brush _ del llapis&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#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;RGBA vector&#xD;RGB(A) 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>RGBA vector</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><custom-block s="RGB color"></custom-block><block s="reportNewList"><list><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><l>255</l></list></block><l>100</l></block></list></block></list></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(A) hex</l></block><script><block s="doDeclareVariables"><list><l>rgb</l></list></block><block s="doSetVar"><l>rgb</l><custom-block s="RGB color"></custom-block></block><block s="doIf"><block s="reportGreaterThan"><block s="getPenAttribute"><l><option>transparency</option></l></block><l>0</l></block><script><block s="doAddToList"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><l>255</l></list></block><l>100</l></block><block var="rgb"/></block></script></block><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><block var="rgb"/></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="reportVariadicProduct"><list><l>100</l><l></l></list></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 number</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>color</l></block><script><block s="doReport"><custom-block s="✐ current pen color"></custom-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="doReport"><custom-block s="✐ crayon number of color %s"><custom-block s="✐ current pen color"></custom-block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ X11 name of color %s"><custom-block s="✐ current pen color"></custom-block></custom-block></block></script></block></script></block-definition><block-definition s="$brush change pen %&apos;dimension&apos; by %&apos;amount&apos;" type="command" category="pen"><comment x="0" y="0" w="334" collapsed="false">Changes any pen property by the specified amount.  Some color scales can&apos;t be adjusted this way unless the color was first SET using that scale.&#xD;Vectors (e.g., RGB color as a list of three numbers) can be incremented&#xD;by a vector as the amount. X11/W3C names can&apos;t be incremented.</comment><header></header><code></code><translations>ca:$brush augmenta _ del llapis en _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;&#126;2&#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;RGBA vector&#xD;}&#xD;}</options></input><input type="%n"></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="$brush pen %s"><block var="dimension"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="old"/><l>not set</l></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Dimension </l><block var="dimension"/><l> not set.</l></list></block></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><custom-block s="✐ set pen to crayon %s %l"><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block><l/></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB hex</l></block><script><custom-block s="error %txt"><l>Sorry, I don&apos;t know how to add in hexadecimal.</l></custom-block></script></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>number</option></l></block><script><custom-block s="$brush set pen %s to %s %mult%s"><block var="dimension"/><block s="reportVariadicSum"><list><block var="old"/><block var="amount"/></list></block><list><l></l></list></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 %mult%s"><block var="dimension"/><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><list><block var="old"/><block var="amount"/></list></custom-block><list><l></l></list></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="dimension"/></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="doApplyExtension"><l>err_error(msg)</l><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="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="✐ 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="$brush color %&apos;newcolor&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%clr"></input></inputs><script><block s="doReport"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><block s="reportTextSplit"><custom-block s="substring of %txt before %txt"><custom-block s="substring of %txt after %txt"><block s="reportJoinWords"><list><block var="newcolor"/></list></block><l>(</l></custom-block><l>)</l></custom-block><l><option>csv</option></l></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></list></block></list></block><l>1</l><l>1</l></block></block></script></block-definition><block-definition s="$brush mix colors %&apos;weighted colors&apos; using %&apos;flavor&apos; rules" type="reporter" category="pen"><comment x="0" y="0" w="304" collapsed="false">combines any number of colors, reporting the result of mixing them, either additively (like colored light beams) or subtractively (like paints).  If the result is too bright (additive) or too dark (subtractive), try the &quot;averaged&quot; versions, which will make the brightness more like the brightnesses of the input colors.</comment><header></header><code></code><translations>ca:$brush barreja colors _ amb criteri _&#xD;</translations><inputs><input type="%mult%obj"></input><input type="%s" readonly="true"><options>additive (light)&#xD;additive (averaged)&#xD;subtractive (ideal)&#xD;subtractive (averaged)&#xD;simulated paint&#xD;paint (sRGB corrected)</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>new</l><l>max</l><l>colors</l><l>weights</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportListItem"><l>1</l><l/></block><l></l></block></autolambda><list></list></block><block var="weighted colors"/></block></block><block s="doSetVar"><l>weights</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportListItem"><l>2</l><l/></block><l>1</l></block></autolambda><list></list></block><block var="weighted colors"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>paint</l></custom-block><script><block s="doDeclareVariables"><list><l>rho-r</l><l>rho-g</l><l>rho-b</l><l>waveforms</l></list><comment w="152.66666666666666" collapsed="true">convert RGB to waveform</comment></block><block s="doSetVar"><l>rho-r</l><block s="reportTextSplit"><l>0.021592459, 0.020293111, 0.021807906, 0.023803297, 0.025208132, 0.025414957, 0.024621282, 0.020973705, 0.015752802, 0.01116804, 0.008578277, 0.006581877, 0.005171723, 0.004545205, 0.00414512, 0.004343112, 0.005238155, 0.007251939, 0.012543656, 0.028067132, 0.091342277, 0.484081092, 0.870378324, 0.939513128, 0.960926994, 0.968623763, 0.971263883, 0.972285819, 0.971898742, 0.972691859, 0.971734812, 0.97234454, 0.97150339, 0.970857997, 0.970553866, 0.969671404</l><l>, </l></block></block><block s="doSetVar"><l>rho-g</l><block s="reportTextSplit"><l>0.010542406, 0.010878976, 0.011063512, 0.010736566, 0.011681813, 0.012434719, 0.014986907, 0.020100392, 0.030356263, 0.063388962, 0.173423837, 0.568321142, 0.827791998, 0.916560468, 0.952002841, 0.964096452, 0.970590861, 0.972502542, 0.969148203, 0.955344651, 0.892637233, 0.5003641, 0.116236717, 0.047951391, 0.027873526, 0.020057963, 0.017382174, 0.015429109, 0.01543808, 0.014546826, 0.015197773, 0.014285896, 0.015069123, 0.015506263, 0.015545797, 0.016302839</l><l>, </l></block></block><block s="doSetVar"><l>rho-b</l><block s="reportTextSplit"><l>0.967865135, 0.968827912, 0.967128582, 0.965460137, 0.963110055, 0.962150324, 0.960391811, 0.958925903, 0.953890935, 0.925442998, 0.817997886, 0.42509696, 0.167036273, 0.078894327, 0.043852038, 0.031560435, 0.024170984, 0.020245519, 0.01830814, 0.016588218, 0.01602049, 0.015554808, 0.013384959, 0.012535491, 0.011199484, 0.011318274, 0.011353953, 0.012285073, 0.012663188, 0.012761325, 0.013067426, 0.013369566, 0.013427487, 0.01363574, 0.013893597, 0.014025757</l><l>, </l></block></block><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><custom-block s="✐ RGB from color %s"><l></l></custom-block><l>255</l></block></autolambda><list></list></block><block var="colors"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>sRGB</l></custom-block><script><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>0.04045</l></block><block s="reportQuotient"><l></l><l>12.92</l></block><block s="reportPower"><block s="reportQuotient"><block s="reportVariadicSum"><list><l></l><l>0.055</l></list></block><l>1.055</l></block><l>2.4</l></block></block></autolambda><list></list></block><l/></block></autolambda><list></list></block><block var="waveforms"/></block></block></script></block><block s="doSetVar"><l>waveforms</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block><list><l/><block s="reportNewList"><list><block var="rho-r"/><block var="rho-g"/><block var="rho-b"/></list></block></list></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block var="waveforms"/></block></block><block s="doDeclareVariables"><list><l>sum of weights</l><l>combined waveform</l></list><comment w="214" collapsed="true">weighted geometric mean of waveforms</comment></block><block s="doSetVar"><l>sum of weights</l><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>combined waveform</l><block s="reportCombine"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportPower"><l></l><block s="reportQuotient"><l></l><block var="sum of weights"/></block></block></autolambda><list></list></block><list><block var="waveforms"/><block var="weights"/></list></custom-block><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doDeclareVariables"><list><l>T</l></list><comment w="90" collapsed="true">back to RGB</comment></block><block s="doSetVar"><l>T</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l><option>word</option></l></block></autolambda><list></list></block><block s="reportNewList"><list><l>5.47813E-05	0.000184722	0.000935514	0.003096265	0.009507714	0.017351596	0.022073595	0.016353161	0.002002407	-0.016177731	-0.033929391	-0.046158952	-0.06381706	-0.083911194	-0.091832385	-0.08258148	-0.052950086	-0.012727224	0.037413037	0.091701812	0.147964686	0.181542886	0.210684154	0.210058081	0.181312094	0.132064724	0.093723787	0.057159281	0.033469657	0.018235464	0.009298756	0.004023687	0.002068643	0.00109484	0.000454231	0.000255925</l><l>-4.65552E-05	-0.000157894	-0.000806935	-0.002707449	-0.008477628	-0.016058258	-0.02200529	-0.020027434	-0.011137726	0.003784809	0.022138944	0.038965605	0.063361718	0.095981626	0.126280277	0.148575844	0.149044804	0.14239936	0.122084916	0.09544734	0.067421931	0.035691251	0.01313278	-0.002384996	-0.009409573	-0.009888983	-0.008379513	-0.005606153	-0.003444663	-0.001921041	-0.000995333	-0.000435322	-0.000224537	-0.000118838	-4.93038E-05	-2.77789E-05</l><l>0.00032594	0.001107914	0.005677477	0.01918448	0.060978641	0.121348231	0.184875618	0.208804428	0.197318551	0.147233899	0.091819086	0.046485543	0.022982618	0.00665036	-0.005816014	-0.012450334	-0.015524259	-0.016712927	-0.01570093	-0.013647887	-0.011317812	-0.008077223	-0.005863171	-0.003943485	-0.002490472	-0.001440876	-0.000852895	-0.000458929	-0.000248389	-0.000129773	-6.41985E-05	-2.71982E-05	-1.38913E-05	-7.35203E-06	-3.05024E-06	-1.71858E-06</l></list></block></block></block><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><block s="reportVariadicProduct"><list><block var="combined waveform"/><l></l></list></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block var="T"/></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>sRGB</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>0.0031308</l></block><block s="reportVariadicProduct"><list><l>12.92</l><l></l></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>1.055</l><block s="reportPower"><l></l><block s="reportQuotient"><l>1</l><l>2.4</l></block></block></list></block><l>0.055</l></block></block></autolambda><list></list></block><block var="new"/></block></block></script></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><l>255</l><block var="new"/></list></block><list><l></l></list></custom-block></block></script></block><block s="doIfElse"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>add</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><l/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><custom-block s="✐ RGB from color %s"><l></l></custom-block><l></l></list></block></autolambda><list></list></block><list><block var="colors"/><block var="weights"/></list></custom-block></block></block></block><block s="doIf"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>aver</l></custom-block><script><block s="doSetVar"><l>new</l><block s="reportQuotient"><block var="new"/><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></block></script></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="new"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doIf"><block s="reportGreaterThan"><block var="max"/><l>255</l></block><script><block s="doSetVar"><l>new</l><block s="reportVariadicProduct"><list><block var="new"/><block s="reportQuotient"><l>255</l><block var="max"/></block></list></block></block></script></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block var="new"/><list><l></l></list></custom-block></block></script><script><block s="doSetVar"><l>new</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCombine"><l/><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><custom-block s="✐ RGB from color %s"><l></l></custom-block><block s="reportQuotient"><l></l><l>255</l></block></list></block></autolambda><list></list></block><list><block var="colors"/><block var="weights"/></list></custom-block></block></block></block><block s="doIfElse"><custom-block s="text %txt contains %txt"><block var="flavor"/><l>aver</l></custom-block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><block s="reportPower"><block var="new"/><block s="reportQuotient"><l>1</l><block s="reportCombine"><block var="weights"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></block><l>255</l></list></block><list><l></l></list></custom-block></block></script><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicProduct"><list><block var="new"/><l>255</l></list></block><list><l></l></list></custom-block></block></script></block></script></block></script><scripts><script x="512" y="1525.7777777777785"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><block s="reportQuotient"><custom-block s="✐ RGB from color %s"><l></l></custom-block><l>255</l></block><block s="reportQuotient"><block s="reportDifference"><l>100</l><custom-block s="$brush %s from color %obj"><l>transparency</l><l/></custom-block></block><l>100</l></block></list></block></autolambda><list></list></block><block var="colors"/></block></script></scripts></block-definition><block-definition s="$brush color from %&apos;kind&apos; %&apos;value&apos; %&apos;more value&apos;" type="reporter" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block reports a color.  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), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>ca:$brush color amb _ _ _&#xD;</translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;X11/W3C name&#xD;&#126;&#xD;fair HSL=fair HSL vector&#xD;fair HSV=fair HSV vector&#xD;HSL=HSL vector&#xD;HSV=HSV vector&#xD;RGB (0-255)=RGB vector&#xD;RGB hex</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more value"/></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l><l>50</l><block s="reportListItem"><l>2</l><block var="value"/></block></list></block></block><block s="doSetVar"><l>kind</l><l>fair HSL vector</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>color number</l></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="value"/></block><l>3</l></list></block><l>300</l></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="color"/><l>42</l><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="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="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="✐ colors"/></block></list></custom-block><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>crayon</l></block><script><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block s="reportListItem"><l>1</l><block var="value"/></block></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIf"><block s="reportEquals"><block var="color"/><l></l></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="color"/></block><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ color from X11 name %s"><block var="value"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB hex</l></block><script><block s="doReport"><custom-block s="✐ color from RGB hex %s"><block var="value"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>color</l></block><script><block s="doReplaceInList"><l>1</l><block var="value"/><custom-block s="✐ RGB from color %s"><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block></block><block s="doSetVar"><l>kind</l><l>RGB vector</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB vector</l></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block><l>0</l></list></block><l>255</l></list></block></block><block s="doIf"><block s="reportOr"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>number</option></l></block><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="value"/></block></block><l>3</l></block></block><script><block s="doIf"><block s="reportIsA"><block var="transparency"/><l><option>number</option></l></block><script><block s="doSetVar"><l>transparency</l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="transparency"/><l>100</l></list></block><l>255</l></block></block></block></script></block></script></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSV vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSV %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSL vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSL %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ limits %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block var="color"/></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="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block s="reportListItem"><block var="index"/><block var="✐ HSV brights"/></block><block s="reportVariadicProduct"><list><block var="scale"/><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ HSV brights"/></block><block s="reportListItem"><block var="index"/><block var="✐ HSV brights"/></block></block></list></block></list></block></block><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSV %l"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>100</l><block s="reportCDR"><block var="color"/></block></block><block var="index"/></list></block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doSetVar"><l>color</l><custom-block s="✐ limits %l"><custom-block s="✐ extract rgba values %l %upvar"><block var="value"/><l>transparency</l></custom-block></custom-block></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</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="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doSetVar"><l>index</l><block s="reportVariadicSum"><list><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block><block s="reportVariadicProduct"><list><block var="scale"/><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ HSL brights"/></block><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block></list></block></list></block></block><block s="doSetVar"><l>color</l><custom-block s="✐ RGB from HSL %l"><block s="reportVariadicProduct"><list><block s="reportCONS"><l>1</l><block s="reportQuotient"><block s="reportCDR"><block var="color"/></block><block s="reportNewList"><list><l>100</l><l>50</l></list></block></block></block><block var="index"/></list></block></custom-block></block><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="color"/><block var="transparency"/></custom-block></block></script></block></script></block-definition><block-definition s="$brush %&apos;kind&apos; from color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations>ca:$brush _ del color _&#xD;</translations><inputs><input type="%s" readonly="true"><options>nearest color number&#xD;crayon number&#xD;fair hue&#xD;&#126;1&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#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;RGBA vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%obj"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>crayon number</l></block><script><block s="doReport"><custom-block s="✐ crayon number of color %s"><block var="color"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>X11/W3C name</l></block><script><block s="doReport"><custom-block s="✐ X11 name of color %s"><block var="color"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>nearest color number</l></block><script><block s="doReport"><custom-block s="✐ color number near color %s"><block var="color"/></custom-block></block></script></block><block s="doDeclareVariables"><list><l>rgb</l><l>hsl</l><l>hsv</l></list></block><block s="doSetVar"><l>rgb</l><custom-block s="✐ extract rgba values %l %upvar"><block var="color"/><l>transparency</l></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>transparency</l></block><script><block s="doReport"><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="transparency"/><l>100</l></list></block><l>255</l></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB vector</l></block><script><block s="doReport"><block var="rgb"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGBA vector</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block var="rgb"/><block s="reportNewList"><list><block var="transparency"/></list></block></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>RGB hex</l></block><script><block s="doReport"><block s="reportJoinWords"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ byte to hex %n"><l></l></custom-block></autolambda><list></list></block><block var="rgb"/></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>red</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="rgb"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>green</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="rgb"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>blue</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="rgb"/></block></block></script></block><block s="doSetVar"><l>hsv</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>false</bool></l><block var="rgb"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSV vector</l></block><script><block s="doReport"><block var="hsv"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>hue</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>saturation (HSV)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>value (brightness)</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsv"/></block></block></script></block><block s="doSetVar"><l>hsl</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>true</bool></l><block var="rgb"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>HSL vector</l></block><script><block s="doReport"><block var="hsl"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>saturation (HSL)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>lightness</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsl"/></block></block></script></block><block s="doIfElse"><block s="reportOr"><custom-block s="text %txt contains %txt"><block var="kind"/><l>HSL</l></custom-block><custom-block s="text %txt contains %txt"><block var="kind"/><l>lightness</l></custom-block></block><script><block s="doDeclareVariables"><list><l>fair hue</l><l>fair lightness</l><l>fair saturation (HSL)</l></list><comment w="53.333333333333336" collapsed="true">HSL</comment></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="reportListItem"><l>3</l><block var="hsl"/></block><l>34</l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>1.96</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>8.82353</l></block></block></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>6.94444445</l></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair lightness</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>30.98</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>33.3333333</l><l>30.98</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block var="fair lightness"/></block></script></block><block s="doSetVar"><l>fair saturation (HSL)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>75.94936</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>75.94936</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block var="fair saturation (HSL)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSL)"/><block var="fair lightness"/></list></block></block></script></block></script><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>18</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair lightness</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>30.98</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>33.3333333</l><l>30.98</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block var="fair lightness"/></block></script></block><block s="doSetVar"><l>fair saturation (HSL)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>75.94936</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>75.94936</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block var="fair saturation (HSL)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSL)"/><block var="fair lightness"/></list></block></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>5.5</l><comment w="53.333333333333336" collapsed="true">reds</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>0</l></block><block s="reportQuotient"><block s="reportDifference"><l>5.5</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="reportDifference"><l>5.5</l><l>0</l></block></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>8.3</l><comment w="90" collapsed="true">early orange</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>25</l><l>18</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsl"/></block><l>5.5</l></block><block s="reportDifference"><l>8.3</l><l>5.5</l></block></block></list></block></list></block></block></script><script><block s="doDeclareVariables"><list><l>index</l></list><comment w="144.66666666666666" collapsed="true">center orange and up</comment></block><block s="doSetVar"><l>index</l><l>6</l></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsl"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsl"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ HSL brights"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="✐ HSL brights"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ HSL brights"/></block></block></block></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSL)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair lightness</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsl"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSL vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block s="reportListItem"><l>2</l><block var="hsl"/></block><block s="reportListItem"><l>3</l><block var="hsl"/></block></list></block></block></script></block></script><comment w="53.333333333333336" collapsed="true">brown</comment></block></script><script><block s="doDeclareVariables"><list><l>fair hue</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>scaled HSV brights</l></list><comment w="53.333333333333336" collapsed="true">HSV</comment></block><block s="doSetVar"><l>scaled HSV brights</l><block s="reportVariadicProduct"><list><l>100</l><block var="✐ HSV brights"/></list></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="reportListItem"><l>3</l><block var="hsv"/></block><l>67</l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>1.96</l></block><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>8.82353</l></block></block></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>6.94444445</l><comment w="90" collapsed="true">early brown</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair value (brightness)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>54.51</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>66.666666667</l><l>54.51</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block var="fair value (brightness)"/></block></script></block><block s="doSetVar"><l>fair saturation (HSV)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>86.33</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>86.33</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block var="fair saturation (HSV)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSV)"/><block var="fair value (brightness)"/></list></block></block></script></block></script><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>12.5</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>18</l><l>12.5</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>8.823529</l></block></block></list></block></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doSetVar"><l>fair value (brightness)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>54.51</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>66.666666667</l><l>54.51</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block var="fair value (brightness)"/></block></script></block><block s="doSetVar"><l>fair saturation (HSV)</l><block s="reportVariadicMin"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportQuotient"><l>100</l><block s="reportVariadicSum"><list><l>86.33</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><l>86.33</l></block><block s="reportQuotient"><block s="reportDifference"><l>6.94444445</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>6.94444445</l><l>1.96</l></block></block></list></block></list></block></block></list></block><l>100</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block var="fair saturation (HSV)"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block var="fair saturation (HSV)"/><block var="fair value (brightness)"/></list></block></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>5.5</l><comment w="53.333333333333336" collapsed="true">reds</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>0</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>5.8</l><l>0</l></block><block s="reportQuotient"><block s="reportDifference"><l>5.5</l><block s="reportListItem"><l>1</l><block var="hsv"/></block></block><block s="reportDifference"><l>5.5</l><l>0</l></block></block></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>8.3</l><comment w="53.333333333333336" collapsed="true">orange</comment></block><script><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>25</l><l>18</l></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsv"/></block><l>5.5</l></block><block s="reportDifference"><l>8.3</l><l>5.5</l></block></block></list></block></list></block></block></script><script><block s="doDeclareVariables"><list><l>index</l></list><comment w="144.66666666666666" collapsed="true">center orange and up</comment></block><block s="doSetVar"><l>index</l><l>6</l></block><block s="doUntil"><block s="reportLessThanOrEquals"><block s="reportListItem"><l>1</l><block var="hsv"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="scaled HSV brights"/></block></block></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>fair hue</l><block s="reportVariadicSum"><list><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="✐ pivots"/></block></block><block s="reportQuotient"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="hsv"/></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="scaled HSV brights"/></block></block></block><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="index"/><block var="scaled HSV brights"/></block></block><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportDifference"><block var="index"/><l>1</l></block><block var="scaled HSV brights"/></block></block></block></block></list></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair hue</l></block><script><block s="doReport"><block var="fair hue"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair saturation (HSV)</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair value (brightness)</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="hsv"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="kind"/><l>fair HSV vector</l></block><script><block s="doReport"><block s="reportNewList"><list><block var="fair hue"/><block s="reportListItem"><l>2</l><block var="hsv"/></block><block s="reportListItem"><l>3</l><block var="hsv"/></block></list></block></block></script></block></script><comment w="53.333333333333336" collapsed="true">brown</comment></block></script><comment w="98.66666666666667" collapsed="true">fair something</comment></block><custom-block s="error %txt"><l>Can&apos;t get here -- please post project and screenshot to forum.</l></custom-block></script></block-definition><block-definition s="✐ current pen color" type="reporter" category="pen"><comment x="0" y="0" w="172.66666666666666" collapsed="false">This block reports the pen color&#xD;(as a color, not as a list of numbers).</comment><header></header><code></code><translations>ca:✐ color de llapis actual&#xD;</translations><inputs></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><custom-block s="RGB color"></custom-block><list><l></l></list></custom-block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" 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="%repRing"></input></inputs><script><block s="doReport"><block s="reportCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&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><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="✐ set pen to crayon %&apos;which&apos; %&apos;more&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to 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>ca:✐ fixa el llapis de color _ _&#xD;</translations><inputs><input type="%s"><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><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block var="which"/></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportNotEquals"><block var="color"/><l></l></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block var="which"/></block></script></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><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><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></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;ca:fixa el llapis al color r: _ g: _ b: _&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></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;ca:fixa el llapis al color h: _ s: _ v: _&#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="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_hsv(h, s, v)</l><list><block var="h"/><block var="s"/><block var="v"/></list></block></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="reportMap"><block s="reifyReporter"><autolambda><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l></l></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>r</l><l>g</l><l>b</l></list></block></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="reportApplyExtension"><l>clr_hsv(clr)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block></list></block></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="reportVariadicSum"><list><block s="reportUnicode"><l>a</l></block><block s="reportDifference"><block var="nybble"/><l>10</l></block></list></block></block></block></block></script></block-definition><block-definition s="✐ subset %&apos;pred&apos; %&apos;data&apos; %&apos;catchtag&apos; %&apos;result&apos; %&apos;set pen?&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><input type="%b">true</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><block s="doIfElse"><block var="set pen?"/><script><custom-block s="$brush set pen %s to %s %mult%s"><l>red</l><block s="reportListItem"><l>1</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>green</l><block s="reportListItem"><l>2</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>blue</l><block s="reportListItem"><l>3</l><block var="best match"/></block><list><l></l></list></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><script><block s="doSetVar"><l>✐ X11 catch</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="best match"/></block></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></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>✐ dimension names</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><l>✐ X11</l><l>✐ crayon colors</l><l>✐ fair hue table</l><l>✐ colors</l><l>✐ brights</l><l>✐ pivots</l><l>✐ HSV brights</l><l>✐ HSL brights</l><l>✐ HSV colors</l><l>✐ HSL colors</l><l>✐ X11 catch</l><l>✐ dimension names</l><l>✐ dimension dispatch</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><block s="doSetVar"><l>✐ HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></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="reportTextSplit"><custom-block s="multiline %mlt"><l>255,250,250,snow&#xD;248,248,255,ghostwhite&#xD;245,245,245,whitesmoke&#xD;220,220,220,gainsboro&#xD;255,250,240,floralwhite&#xD;253,245,230,oldlace&#xD;250,240,230,linen&#xD;250,235,215,antiquewhite&#xD;255,239,213,papayawhip&#xD;255,235,205,blanchedalmond&#xD;255,228,196,bisque&#xD;255,218,185,peachpuff&#xD;255,222,173,navajowhite&#xD;255,228,181,moccasin&#xD;255,248,220,cornsilk&#xD;255,255,240,ivory&#xD;255,250,205,lemonchiffon&#xD;255,245,238,seashell&#xD;240,255,240,honeydew&#xD;245,255,250,mintcream&#xD;240,255,255,azure&#xD;240,248,255,aliceblue&#xD;230,230,250,lavender&#xD;255,240,245,lavenderblush&#xD;255,228,225,mistyrose&#xD;255,255,255,white&#xD;0,0,0,black&#xD;47,79,79,darkslategray&#xD;47,79,79,darkslategrey&#xD;105,105,105,dimgray&#xD;105,105,105,dimgrey&#xD;112,128,144,slategray&#xD;112,128,144,slategrey&#xD;119,136,153,lightslategray&#xD;119,136,153,lightslategrey&#xD;190,190,190,gray(X11)&#xD;190,190,190,grey(X11)&#xD;128,128,128,gray(W3C)&#xD;128,128,128,grey(W3C)&#xD;211,211,211,lightgrey&#xD;211,211,211,lightgray&#xD;25,25,112,midnightblue&#xD;0,0,128,navy&#xD;0,0,128,navyblue&#xD;100,149,237,cornflowerblue&#xD;72,61,139,darkslateblue&#xD;106,90,205,slateblue&#xD;123,104,238,mediumslateblue&#xD;132,112,255,lightslateblue&#xD;0,0,205,mediumblue&#xD;65,105,225,royalblue&#xD;0,0,255,blue&#xD;30,144,255,dodgerblue&#xD;0,191,255,deepskyblue&#xD;135,206,235,skyblue&#xD;135,206,250,lightskyblue&#xD;70,130,180,steelblue&#xD;176,196,222,lightsteelblue&#xD;173,216,230,lightblue&#xD;176,224,230,powderblue&#xD;175,238,238,paleturquoise&#xD;0,206,209,darkturquoise&#xD;72,209,204,mediumturquoise&#xD;64,224,208,turquoise&#xD;0,255,255,cyan&#xD;0,255,255,aqua&#xD;224,255,255,lightcyan&#xD;95,158,160,cadetblue&#xD;102,205,170,mediumaquamarine&#xD;127,255,212,aquamarine&#xD;0,100,0,darkgreen&#xD;85,107,47,darkolivegreen&#xD;143,188,143,darkseagreen&#xD;46,139,87,seagreen&#xD;60,179,113,mediumseagreen&#xD;32,178,170,lightseagreen&#xD;152,251,152,palegreen&#xD;0,255,127,springgreen&#xD;124,252,0,lawngreen&#xD;0,255,0,green(X11)&#xD;0,128,0,green(W3C)&#xD;0,255,0,lime&#xD;127,255,0,chartreuse&#xD;0,250,154,mediumspringgreen&#xD;173,255,47,greenyellow&#xD;50,205,50,limegreen&#xD;154,205,50,yellowgreen&#xD;34,139,34,forestgreen&#xD;107,142,35,olivedrab&#xD;189,183,107,darkkhaki&#xD;240,230,140,khaki&#xD;238,232,170,palegoldenrod&#xD;250,250,210,lightgoldenrodyellow&#xD;255,255,224,lightyellow&#xD;255,255,0,yellow&#xD;255,215,0,gold&#xD;238,221,130,lightgoldenrod&#xD;218,165,32,goldenrod&#xD;184,134,11,darkgoldenrod&#xD;188,143,143,rosybrown&#xD;205,92,92,indianred&#xD;139,69,19,saddlebrown&#xD;160,82,45,sienna&#xD;205,133,63,peru&#xD;222,184,135,burlywood&#xD;245,245,220,beige&#xD;245,222,179,wheat&#xD;244,164,96,sandybrown&#xD;210,180,140,tan&#xD;210,105,30,chocolate&#xD;178,34,34,firebrick&#xD;165,42,42,brown&#xD;233,150,122,darksalmon&#xD;250,128,114,salmon&#xD;255,160,122,lightsalmon&#xD;255,165,0,orange&#xD;255,140,0,darkorange&#xD;255,127,80,coral&#xD;240,128,128,lightcoral&#xD;255,99,71,tomato&#xD;255,69,0,orangered&#xD;255,0,0,red&#xD;255,105,180,hotpink&#xD;255,20,147,deeppink&#xD;255,192,203,pink&#xD;255,182,193,lightpink&#xD;219,112,147,palevioletred&#xD;176,48,96,maroon(X11)&#xD;128,0,0,maroon(W3C)&#xD;199,21,133,mediumvioletred&#xD;208,32,144,violetred&#xD;255,0,255,magenta&#xD;255,0,255,fuchsia&#xD;238,130,238,violet&#xD;221,160,221,plum&#xD;218,112,214,orchid&#xD;186,85,211,mediumorchid&#xD;153,50,204,darkorchid&#xD;148,0,211,darkviolet&#xD;138,43,226,blueviolet&#xD;160,32,240,purple(X11)&#xD;128,0,128,purple(W3C)&#xD;147,112,219,mediumpurple&#xD;216,191,216,thistle&#xD;255,250,250,snow1&#xD;238,233,233,snow2&#xD;205,201,201,snow3&#xD;139,137,137,snow4&#xD;255,245,238,seashell1&#xD;238,229,222,seashell2&#xD;205,197,191,seashell3&#xD;139,134,130,seashell4&#xD;255,239,219,AntiqueWhite1&#xD;238,223,204,AntiqueWhite2&#xD;205,192,176,AntiqueWhite3&#xD;139,131,120,AntiqueWhite4&#xD;255,228,196,bisque1&#xD;238,213,183,bisque2&#xD;205,183,158,bisque3&#xD;139,125,107,bisque4&#xD;255,218,185,PeachPuff1&#xD;238,203,173,PeachPuff2&#xD;205,175,149,PeachPuff3&#xD;139,119,101,PeachPuff4&#xD;255,222,173,NavajoWhite1&#xD;238,207,161,NavajoWhite2&#xD;205,179,139,NavajoWhite3&#xD;139,121,94,NavajoWhite4&#xD;255,250,205,LemonChiffon1&#xD;238,233,191,LemonChiffon2&#xD;205,201,165,LemonChiffon3&#xD;139,137,112,LemonChiffon4&#xD;255,248,220,cornsilk1&#xD;238,232,205,cornsilk2&#xD;205,200,177,cornsilk3&#xD;139,136,120,cornsilk4&#xD;255,255,240,ivory1&#xD;238,238,224,ivory2&#xD;205,205,193,ivory3&#xD;139,139,131,ivory4&#xD;240,255,240,honeydew1&#xD;224,238,224,honeydew2&#xD;193,205,193,honeydew3&#xD;131,139,131,honeydew4&#xD;255,240,245,LavenderBlush1&#xD;238,224,229,LavenderBlush2&#xD;205,193,197,LavenderBlush3&#xD;139,131,134,LavenderBlush4&#xD;255,228,225,MistyRose1&#xD;238,213,210,MistyRose2&#xD;205,183,181,MistyRose3&#xD;139,125,123,MistyRose4&#xD;240,255,255,azure1&#xD;224,238,238,azure2&#xD;193,205,205,azure3&#xD;131,139,139,azure4&#xD;131,111,255,SlateBlue1&#xD;122,103,238,SlateBlue2&#xD;105,89,205,SlateBlue3&#xD;71,60,139,SlateBlue4&#xD;72,118,255,RoyalBlue1&#xD;67,110,238,RoyalBlue2&#xD;58,95,205,RoyalBlue3&#xD;39,64,139,RoyalBlue4&#xD;0,0,255,blue1&#xD;0,0,238,blue2&#xD;0,0,205,blue3&#xD;0,0,139,blue4&#xD;30,144,255,DodgerBlue1&#xD;28,134,238,DodgerBlue2&#xD;24,116,205,DodgerBlue3&#xD;16,78,139,DodgerBlue4&#xD;99,184,255,SteelBlue1&#xD;92,172,238,SteelBlue2&#xD;79,148,205,SteelBlue3&#xD;54,100,139,SteelBlue4&#xD;0,191,255,DeepSkyBlue1&#xD;0,178,238,DeepSkyBlue2&#xD;0,154,205,DeepSkyBlue3&#xD;0,104,139,DeepSkyBlue4&#xD;135,206,255,SkyBlue1&#xD;126,192,238,SkyBlue2&#xD;108,166,205,SkyBlue3&#xD;74,112,139,SkyBlue4&#xD;176,226,255,LightSkyBlue1&#xD;164,211,238,LightSkyBlue2&#xD;141,182,205,LightSkyBlue3&#xD;96,123,139,LightSkyBlue4&#xD;198,226,255,SlateGray1&#xD;185,211,238,SlateGray2&#xD;159,182,205,SlateGray3&#xD;108,123,139,SlateGray4&#xD;202,225,255,LightSteelBlue1&#xD;188,210,238,LightSteelBlue2&#xD;162,181,205,LightSteelBlue3&#xD;110,123,139,LightSteelBlue4&#xD;191,239,255,LightBlue1&#xD;178,223,238,LightBlue2&#xD;154,192,205,LightBlue3&#xD;104,131,139,LightBlue4&#xD;224,255,255,LightCyan1&#xD;209,238,238,LightCyan2&#xD;180,205,205,LightCyan3&#xD;122,139,139,LightCyan4&#xD;187,255,255,PaleTurquoise1&#xD;174,238,238,PaleTurquoise2&#xD;150,205,205,PaleTurquoise3&#xD;102,139,139,PaleTurquoise4&#xD;152,245,255,CadetBlue1&#xD;142,229,238,CadetBlue2&#xD;122,197,205,CadetBlue3&#xD;83,134,139,CadetBlue4&#xD;0,245,255,turquoise1&#xD;0,229,238,turquoise2&#xD;0,197,205,turquoise3&#xD;0,134,139,turquoise4&#xD;0,255,255,cyan1&#xD;0,238,238,cyan2&#xD;0,205,205,cyan3&#xD;0,139,139,cyan4&#xD;151,255,255,DarkSlateGray1&#xD;141,238,238,DarkSlateGray2&#xD;121,205,205,DarkSlateGray3&#xD;82,139,139,DarkSlateGray4&#xD;127,255,212,aquamarine1&#xD;118,238,198,aquamarine2&#xD;102,205,170,aquamarine3&#xD;69,139,116,aquamarine4&#xD;193,255,193,DarkSeaGreen1&#xD;180,238,180,DarkSeaGreen2&#xD;155,205,155,DarkSeaGreen3&#xD;105,139,105,DarkSeaGreen4&#xD;84,255,159,SeaGreen1&#xD;78,238,148,SeaGreen2&#xD;67,205,128,SeaGreen3&#xD;46,139,87,SeaGreen4&#xD;154,255,154,PaleGreen1&#xD;144,238,144,PaleGreen2&#xD;124,205,124,PaleGreen3&#xD;84,139,84,PaleGreen4&#xD;0,255,127,SpringGreen1&#xD;0,238,118,SpringGreen2&#xD;0,205,102,SpringGreen3&#xD;0,139,69,SpringGreen4&#xD;0,255,0,green1&#xD;0,238,0,green2&#xD;0,205,0,green3&#xD;0,139,0,green4&#xD;127,255,0,chartreuse1&#xD;118,238,0,chartreuse2&#xD;102,205,0,chartreuse3&#xD;69,139,0,chartreuse4&#xD;192,255,62,OliveDrab1&#xD;179,238,58,OliveDrab2&#xD;154,205,50,OliveDrab3&#xD;105,139,34,OliveDrab4&#xD;202,255,112,DarkOliveGreen1&#xD;188,238,104,DarkOliveGreen2&#xD;162,205,90,DarkOliveGreen3&#xD;110,139,61,DarkOliveGreen4&#xD;255,246,143,khaki1&#xD;238,230,133,khaki2&#xD;205,198,115,khaki3&#xD;139,134,78,khaki4&#xD;255,236,139,LightGoldenrod1&#xD;238,220,130,LightGoldenrod2&#xD;205,190,112,LightGoldenrod3&#xD;139,129,76,LightGoldenrod4&#xD;255,255,224,LightYellow1&#xD;238,238,209,LightYellow2&#xD;205,205,180,LightYellow3&#xD;139,139,122,LightYellow4&#xD;255,255,0,yellow1&#xD;238,238,0,yellow2&#xD;205,205,0,yellow3&#xD;139,139,0,yellow4&#xD;255,215,0,gold1&#xD;238,201,0,gold2&#xD;205,173,0,gold3&#xD;139,117,0,gold4&#xD;255,193,37,goldenrod1&#xD;238,180,34,goldenrod2&#xD;205,155,29,goldenrod3&#xD;139,105,20,goldenrod4&#xD;255,185,15,DarkGoldenrod1&#xD;238,173,14,DarkGoldenrod2&#xD;205,149,12,DarkGoldenrod3&#xD;139,101,8,DarkGoldenrod4&#xD;255,193,193,RosyBrown1&#xD;238,180,180,RosyBrown2&#xD;205,155,155,RosyBrown3&#xD;139,105,105,RosyBrown4&#xD;255,106,106,IndianRed1&#xD;238,99,99,IndianRed2&#xD;205,85,85,IndianRed3&#xD;139,58,58,IndianRed4&#xD;255,130,71,sienna1&#xD;238,121,66,sienna2&#xD;205,104,57,sienna3&#xD;139,71,38,sienna4&#xD;255,211,155,burlywood1&#xD;238,197,145,burlywood2&#xD;205,170,125,burlywood3&#xD;139,115,85,burlywood4&#xD;255,231,186,wheat1&#xD;238,216,174,wheat2&#xD;205,186,150,wheat3&#xD;139,126,102,wheat4&#xD;255,165,79,tan1&#xD;238,154,73,tan2&#xD;205,133,63,tan3&#xD;139,90,43,tan4&#xD;255,127,36,chocolate1&#xD;238,118,33,chocolate2&#xD;205,102,29,chocolate3&#xD;139,69,19,chocolate4&#xD;255,48,48,firebrick1&#xD;238,44,44,firebrick2&#xD;205,38,38,firebrick3&#xD;139,26,26,firebrick4&#xD;255,64,64,brown1&#xD;238,59,59,brown2&#xD;205,51,51,brown3&#xD;139,35,35,brown4&#xD;255,140,105,salmon1&#xD;238,130,98,salmon2&#xD;205,112,84,salmon3&#xD;139,76,57,salmon4&#xD;255,160,122,LightSalmon1&#xD;238,149,114,LightSalmon2&#xD;205,129,98,LightSalmon3&#xD;139,87,66,LightSalmon4&#xD;255,165,0,orange1&#xD;238,154,0,orange2&#xD;205,133,0,orange3&#xD;139,90,0,orange4&#xD;255,127,0,DarkOrange1&#xD;238,118,0,DarkOrange2&#xD;205,102,0,DarkOrange3&#xD;139,69,0,DarkOrange4&#xD;255,114,86,coral1&#xD;238,106,80,coral2&#xD;205,91,69,coral3&#xD;139,62,47,coral4&#xD;255,99,71,tomato1&#xD;238,92,66,tomato2&#xD;205,79,57,tomato3&#xD;139,54,38,tomato4&#xD;255,69,0,OrangeRed1&#xD;238,64,0,OrangeRed2&#xD;205,55,0,OrangeRed3&#xD;139,37,0,OrangeRed4&#xD;255,0,0,red1&#xD;238,0,0,red2&#xD;205,0,0,red3&#xD;139,0,0,red4&#xD;255,20,147,DeepPink1&#xD;238,18,137,DeepPink2&#xD;205,16,118,DeepPink3&#xD;139,10,80,DeepPink4&#xD;255,110,180,HotPink1&#xD;238,106,167,HotPink2&#xD;205,96,144,HotPink3&#xD;139,58,98,HotPink4&#xD;255,181,197,pink1&#xD;238,169,184,pink2&#xD;205,145,158,pink3&#xD;139,99,108,pink4&#xD;255,174,185,LightPink1&#xD;238,162,173,LightPink2&#xD;205,140,149,LightPink3&#xD;139,95,101,LightPink4&#xD;255,130,171,PaleVioletRed1&#xD;238,121,159,PaleVioletRed2&#xD;205,104,137,PaleVioletRed3&#xD;139,71,93,PaleVioletRed4&#xD;255,52,179,maroon1&#xD;238,48,167,maroon2&#xD;205,41,144,maroon3&#xD;139,28,98,maroon4&#xD;255,62,150,VioletRed1&#xD;238,58,140,VioletRed2&#xD;205,50,120,VioletRed3&#xD;139,34,82,VioletRed4&#xD;255,0,255,magenta1&#xD;238,0,238,magenta2&#xD;205,0,205,magenta3&#xD;139,0,139,magenta4&#xD;255,131,250,orchid1&#xD;238,122,233,orchid2&#xD;205,105,201,orchid3&#xD;139,71,137,orchid4&#xD;255,187,255,plum1&#xD;238,174,238,plum2&#xD;205,150,205,plum3&#xD;139,102,139,plum4&#xD;224,102,255,MediumOrchid1&#xD;209,95,238,MediumOrchid2&#xD;180,82,205,MediumOrchid3&#xD;122,55,139,MediumOrchid4&#xD;191,62,255,DarkOrchid1&#xD;178,58,238,DarkOrchid2&#xD;154,50,205,DarkOrchid3&#xD;104,34,139,DarkOrchid4&#xD;155,48,255,purple1&#xD;145,44,238,purple2&#xD;125,38,205,purple3&#xD;85,26,139,purple4&#xD;171,130,255,MediumPurple1&#xD;159,121,238,MediumPurple2&#xD;137,104,205,MediumPurple3&#xD;93,71,139,MediumPurple4&#xD;255,225,255,thistle1&#xD;238,210,238,thistle2&#xD;205,181,205,thistle3&#xD;139,123,139,thistle4&#xD;0,0,0,gray0&#xD;0,0,0,grey0&#xD;3,3,3,gray1&#xD;3,3,3,grey1&#xD;5,5,5,gray2&#xD;5,5,5,grey2&#xD;8,8,8,gray3&#xD;8,8,8,grey3&#xD;10,10,10,gray4&#xD;10,10,10,grey4&#xD;13,13,13,gray5&#xD;13,13,13,grey5&#xD;15,15,15,gray6&#xD;15,15,15,grey6&#xD;18,18,18,gray7&#xD;18,18,18,grey7&#xD;20,20,20,gray8&#xD;20,20,20,grey8&#xD;23,23,23,gray9&#xD;23,23,23,grey9&#xD;26,26,26,gray10&#xD;26,26,26,grey10&#xD;28,28,28,gray11&#xD;28,28,28,grey11&#xD;31,31,31,gray12&#xD;31,31,31,grey12&#xD;33,33,33,gray13&#xD;33,33,33,grey13&#xD;36,36,36,gray14&#xD;36,36,36,grey14&#xD;38,38,38,gray15&#xD;38,38,38,grey15&#xD;41,41,41,gray16&#xD;41,41,41,grey16&#xD;43,43,43,gray17&#xD;43,43,43,grey17&#xD;46,46,46,gray18&#xD;46,46,46,grey18&#xD;48,48,48,gray19&#xD;48,48,48,grey19&#xD;51,51,51,gray20&#xD;51,51,51,grey20&#xD;54,54,54,gray21&#xD;54,54,54,grey21&#xD;56,56,56,gray22&#xD;56,56,56,grey22&#xD;59,59,59,gray23&#xD;59,59,59,grey23&#xD;61,61,61,gray24&#xD;61,61,61,grey24&#xD;64,64,64,gray25&#xD;64,64,64,grey25&#xD;66,66,66,gray26&#xD;66,66,66,grey26&#xD;69,69,69,gray27&#xD;69,69,69,grey27&#xD;71,71,71,gray28&#xD;71,71,71,grey28&#xD;74,74,74,gray29&#xD;74,74,74,grey29&#xD;77,77,77,gray30&#xD;77,77,77,grey30&#xD;79,79,79,gray31&#xD;79,79,79,grey31&#xD;82,82,82,gray32&#xD;82,82,82,grey32&#xD;84,84,84,gray33&#xD;84,84,84,grey33&#xD;87,87,87,gray34&#xD;87,87,87,grey34&#xD;89,89,89,gray35&#xD;89,89,89,grey35&#xD;92,92,92,gray36&#xD;92,92,92,grey36&#xD;94,94,94,gray37&#xD;94,94,94,grey37&#xD;97,97,97,gray38&#xD;97,97,97,grey38&#xD;99,99,99,gray39&#xD;99,99,99,grey39&#xD;102,102,102,gray40&#xD;102,102,102,grey40&#xD;105,105,105,gray41&#xD;105,105,105,grey41&#xD;107,107,107,gray42&#xD;107,107,107,grey42&#xD;110,110,110,gray43&#xD;110,110,110,grey43&#xD;112,112,112,gray44&#xD;112,112,112,grey44&#xD;115,115,115,gray45&#xD;115,115,115,grey45&#xD;117,117,117,gray46&#xD;117,117,117,grey46&#xD;120,120,120,gray47&#xD;120,120,120,grey47&#xD;122,122,122,gray48&#xD;122,122,122,grey48&#xD;125,125,125,gray49&#xD;125,125,125,grey49&#xD;127,127,127,gray50&#xD;127,127,127,grey50&#xD;130,130,130,gray51&#xD;130,130,130,grey51&#xD;133,133,133,gray52&#xD;133,133,133,grey52&#xD;135,135,135,gray53&#xD;135,135,135,grey53&#xD;138,138,138,gray54&#xD;138,138,138,grey54&#xD;140,140,140,gray55&#xD;140,140,140,grey55&#xD;143,143,143,gray56&#xD;143,143,143,grey56&#xD;145,145,145,gray57&#xD;145,145,145,grey57&#xD;148,148,148,gray58&#xD;148,148,148,grey58&#xD;150,150,150,gray59&#xD;150,150,150,grey59&#xD;153,153,153,gray60&#xD;153,153,153,grey60&#xD;156,156,156,gray61&#xD;156,156,156,grey61&#xD;158,158,158,gray62&#xD;158,158,158,grey62&#xD;161,161,161,gray63&#xD;161,161,161,grey63&#xD;163,163,163,gray64&#xD;163,163,163,grey64&#xD;166,166,166,gray65&#xD;166,166,166,grey65&#xD;168,168,168,gray66&#xD;168,168,168,grey66&#xD;171,171,171,gray67&#xD;171,171,171,grey67&#xD;173,173,173,gray68&#xD;173,173,173,grey68&#xD;176,176,176,gray69&#xD;176,176,176,grey69&#xD;179,179,179,gray70&#xD;179,179,179,grey70&#xD;181,181,181,gray71&#xD;181,181,181,grey71&#xD;184,184,184,gray72&#xD;184,184,184,grey72&#xD;186,186,186,gray73&#xD;186,186,186,grey73&#xD;189,189,189,gray74&#xD;189,189,189,grey74&#xD;191,191,191,gray75&#xD;191,191,191,grey75&#xD;194,194,194,gray76&#xD;194,194,194,grey76&#xD;196,196,196,gray77&#xD;196,196,196,grey77&#xD;199,199,199,gray78&#xD;199,199,199,grey78&#xD;201,201,201,gray79&#xD;201,201,201,grey79&#xD;204,204,204,gray80&#xD;204,204,204,grey80&#xD;207,207,207,gray81&#xD;207,207,207,grey81&#xD;209,209,209,gray82&#xD;209,209,209,grey82&#xD;212,212,212,gray83&#xD;212,212,212,grey83&#xD;214,214,214,gray84&#xD;214,214,214,grey84&#xD;217,217,217,gray85&#xD;217,217,217,grey85&#xD;219,219,219,gray86&#xD;219,219,219,grey86&#xD;222,222,222,gray87&#xD;222,222,222,grey87&#xD;224,224,224,gray88&#xD;224,224,224,grey88&#xD;227,227,227,gray89&#xD;227,227,227,grey89&#xD;229,229,229,gray90&#xD;229,229,229,grey90&#xD;232,232,232,gray91&#xD;232,232,232,grey91&#xD;235,235,235,gray92&#xD;235,235,235,grey92&#xD;237,237,237,gray93&#xD;237,237,237,grey93&#xD;240,240,240,gray94&#xD;240,240,240,grey94&#xD;242,242,242,gray95&#xD;242,242,242,grey95&#xD;245,245,245,gray96&#xD;245,245,245,grey96&#xD;247,247,247,gray97&#xD;247,247,247,grey97&#xD;250,250,250,gray98&#xD;250,250,250,grey98&#xD;252,252,252,gray99&#xD;252,252,252,grey99&#xD;255,255,255,gray100&#xD;255,255,255,grey100&#xD;169,169,169,darkgrey&#xD;169,169,169,darkgray&#xD;0,0,139,darkblue&#xD;0,139,139,darkcyan&#xD;139,0,139,darkmagenta&#xD;139,0,0,darkred&#xD;144,238,144,lightgreen</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark 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s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ colors"/><l><option>list</option></l></block></block><script><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></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ brights"/><l><option>list</option></l></block></block><script><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></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ pivots"/><l><option>list</option></l></block></block><script><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></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSV brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSV brights</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,1,1&#xD;0.0196078431372549,1,0.6666666666666666&#xD;0.06944444444444443,0.8633093525179856,0.5450980392156862&#xD;0.08823529411764708,1,0.6666666666666666&#xD;0.08300653594771241,1,1&#xD;0.10457516339869281,1,1&#xD;0.16666666666666666,1,1&#xD;0.20915032679738563,1,1&#xD;0.3333333333333333,1,1&#xD;0.47222222222222227,1,0.9411764705882353&#xD;0.5,1,1&#xD;0.5836601307189543,1,1&#xD;0.6666666666666666,1,1&#xD;0.7058823529411765,1,1&#xD;0.7503267973856209,1,1&#xD;0.8333333333333334,1,1&#xD;0.9581699346405229,1,1&#xD;1,1,1</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSL brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSL brights</l><block s="reportTextSplit"><custom-block s="multiline 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%mlt"><l>0,0,0&#xD;0,0,50.19607843137255&#xD;0,0,75.29411764705883&#xD;0,0,100&#xD;0,100,50&#xD;0,100,16.666666666666664&#xD;6.944444444444444,75.94936708860757,30.980392156862745&#xD;1.1904761904761905,100,13.725490196078432&#xD;8.30065359477124,100,50&#xD;7.142857142857142,100,27.450980392156865&#xD;16.666666666666664,100,50&#xD;13.596491228070173,100,22.35294117647059&#xD;33.33333333333333,100,50&#xD;33.33333333333333,100,5.88235294117647&#xD;50,100,50&#xD;50,100,9.803921568627452&#xD;66.66666666666666,100,50&#xD;66.66666666666666,100,12.549019607843137&#xD;81.4814814814815,100,17.647058823529413&#xD;83.33333333333334,100,50&#xD;0,0,0</l></custom-block><l><option>csv</option></l></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension names"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension names</l><block s="reportNewList"><list><l>color</l><l>color number</l><l>crayon</l><l>fair hue</l><l>size</l><l>transparency</l><l>X11/W3C name</l><l>fair saturation (HSL)</l><l>fair lightness</l><l>fair HSL vector</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>fair HSV vector</l><l>hue</l><l>saturation (HSL)</l><l>lightness</l><l>HSL vector</l><l>saturation (HSV)</l><l>value (brightness)</l><l>HSV vector</l><l>red</l><l>green</l><l>blue</l><l>RGB(A) vector</l><l>RGB(A) hex</l></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension dispatch"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension dispatch</l><block s="reportNewList"><list><block s="reifyScript"><script><custom-block s="✐ set pen to color %obj %l"><l/><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to color number %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to crayon %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen size to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen transparency to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to X11 name %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair value (brightness) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL saturation %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen saturation (HSV) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen value (brightness) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen red to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen green to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen blue to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB hex %s %l"><l></l><l/></custom-block></script><list></list></block></list></block></block></script></block></script><scripts><script x="327.1142578125" y="21806.466666666656"><block s="reportTextSplit"><custom-block s="multiline %mlt"><l></l></custom-block><l><option>csv</option></l></block></script></scripts></block-definition><block-definition s="✐ crayon number of color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>table entry</l></list></block><block s="doSetVar"><l>table entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportAnd"><block s="reportIsA"><block var="color"/><l><option>costume</option></l></block><block s="reportEquals"><custom-block s="✐ RGB from color %s"><block var="color"/></custom-block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><l/></block></block></block><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIf"><block s="reportIsA"><block var="table entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>5</l><block var="table entry"/></block></block></script></block><block s="doReport"><l>not a crayon</l></block></script></block-definition><block-definition s="✐ RGB from color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="color"/><l><option>list</option></l></block><script><block s="doReport"><block var="color"/></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="color"/></block></block></block></block></script></block></script></block-definition><block-definition s="✐ X11 name of color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>table entry</l></list></block><block s="doSetVar"><l>table entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportAnd"><block s="reportIsA"><block var="color"/><l><option>costume</option></l></block><block s="reportEquals"><custom-block s="✐ RGB from color %s"><block var="color"/></custom-block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><l/></block></block></block><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></block></autolambda><list></list></block><block var="✐ X11"/></block></block><block s="doIf"><block s="reportIsA"><block var="table entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="table entry"/></block></block></script></block><block s="doReport"><l>not an X11 color</l></block></script></block-definition><block-definition s="✐ make fair hue table" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>hues</l><l>fair hues</l><l>hue table index</l><l>fair hue ceiling</l><l>bottom hue</l></list></block><block s="doSetVar"><l>hues</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block><block s="doFor"><l>fairhue10</l><l>1</l><l>1000</l><script><custom-block s="$brush set pen %s to %s %mult%s"><l>fair hue</l><block s="reportQuotient"><block var="fairhue10"/><l>10</l></block><list><l></l></list></custom-block><block s="doIf"><block s="reportGreaterThanOrEquals"><block s="reportVariadicProduct"><list><l>10</l><block s="getPenAttribute"><l><option>hue</option></l></block></list></block><block s="reportListItem"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="hues"/></block></block></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><l>10</l><block s="getPenAttribute"><l><option>hue</option></l></block></list></block><block var="fairhue10"/></list></block><block var="hues"/></block></script></block></script></block><block s="doReplaceInList"><l>1</l><block s="reportListItem"><l><option>last</option></l><block var="hues"/></block><l>1000</l></block><block s="doSetVar"><l>hues</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportCONS"><block s="reportNumbers"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="hues"/></block></block><block s="reportListAttribute"><l><option>columns</option></l><block var="hues"/></block></block></block></block><block s="doSetVar"><l>fair hues</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block><block s="doFor"><l>hue10</l><l>1</l><l>1000</l><script><block s="doSetVar"><l>fair hue ceiling</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>2</l><l/></block><block var="hue10"/></block></autolambda><list></list></block><block var="hues"/></block></block><block s="doSetVar"><l>bottom hue</l><block s="reportListItem"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="fair hue ceiling"/></block><l>1</l></block><block var="hues"/></block></block><block s="doAddToList"><block s="reportNewList"><list><block var="hue10"/><block s="reportVariadicSum"><list><block s="reportListItem"><l>3</l><block var="bottom hue"/></block><block s="reportQuotient"><block s="reportDifference"><block var="hue10"/><block s="reportListItem"><l>2</l><block var="bottom hue"/></block></block><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="fair hue ceiling"/></block><block s="reportListItem"><l>2</l><block var="bottom hue"/></block></block></block></list></block></list></block><block var="fair hues"/></block></script></block><block s="doReplaceInList"><l>2</l><block s="reportListItem"><l><option>last</option></l><block var="fair hues"/></block><l>1000</l></block><block s="doSetVar"><l>✐ fair hue table</l><block s="reportQuotient"><block var="fair hues"/><l>10</l></block></block></script></block-definition><block-definition s="✐ include transparency %&apos;rgb&apos; %&apos;transparency&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="transparency"/><l><option>number</option></l></block><script><block s="doSetVar"><l>transparency</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>100</l><block var="transparency"/></block><l>255</l></list></block><l>100</l></block></block></script><script><block s="doSetVar"><l>transparency</l><l>255</l></block></script></block><block s="doReport"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportConcatenatedLists"><list><block var="rgb"/><block s="reportNewList"><list><block var="transparency"/></list></block></list></block></list></block><l>1</l><l>1</l></block></block></script></block-definition><block-definition s="✐ extract rgba values %&apos;value&apos; %&apos;transparency&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>red</l><l>green</l><l>blue</l></list></block><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>costume</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block></block></script></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="value"/></block><l><option>number</option></l></block><script><block s="doSetVar"><l>red</l><block s="reportListItem"><l>1</l><block var="value"/></block></block><block s="doSetVar"><l>green</l><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="doSetVar"><l>blue</l><block s="reportListItem"><l>3</l><block var="value"/></block></block><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doSetVar"><l>red</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doSetVar"><l>green</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doSetVar"><l>blue</l><block s="reportListItem"><l>3</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="value"/></block></block><l>3</l></block><script><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>4</l><block s="reportListItem"><l>1</l><block var="value"/></block></block></block></script><script><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>2</l><block var="value"/></block></block></script></block></script></block><block s="doReport"><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block></block></script></block-definition><block-definition s="✐ RGB from HSV %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>hue</l><l>saturation</l><l>value</l><l>chroma</l><l>hue prime</l><l>2nd largest component</l><l>red</l><l>green</l><l>blue</l><l>smallest component</l><l>rgb</l></list></block><block s="doSetVar"><l>hue</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><l>360</l></list></block><l>100</l></block></block><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>value</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>3</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>chroma</l><block s="reportVariadicProduct"><list><block var="value"/><block var="saturation"/></list></block></block><block s="doSetVar"><l>hue prime</l><block s="reportQuotient"><block var="hue"/><l>60</l></block></block><block s="doSetVar"><l>2nd largest component</l><block s="reportVariadicProduct"><list><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportModulus"><block var="hue prime"/><l>2</l></block><l>1</l></block></block></block></list></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>1</l></block><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>2</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>3</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>4</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>5</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script></block></script></block></script></block></script></block></script></block><block s="doSetVar"><l>smallest component</l><block s="reportDifference"><block var="value"/><block var="chroma"/></block></block><block s="doSetVar"><l>rgb</l><block s="reportVariadicSum"><list><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block><block var="smallest component"/></list></block></block><block s="doReport"><block s="reportVariadicProduct"><list><block var="rgb"/><l>255</l></list></block></block></script></block-definition><block-definition s="✐ RGB from HSL %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>hue</l><l>saturation</l><l>lightness</l><l>chroma</l><l>hue prime</l><l>2nd largest component</l><l>red</l><l>green</l><l>blue</l><l>smallest component</l><l>rgb</l></list></block><block s="doSetVar"><l>hue</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><l>360</l></list></block><l>100</l></block></block><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>2</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>lightness</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportListItem"><l>3</l><block var="color"/></block><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doSetVar"><l>chroma</l><block s="reportVariadicProduct"><list><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="lightness"/></list></block><l>1</l></block></block></block><block var="saturation"/></list></block></block><block s="doSetVar"><l>hue prime</l><block s="reportQuotient"><block var="hue"/><l>60</l></block></block><block s="doSetVar"><l>2nd largest component</l><block s="reportVariadicProduct"><list><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportModulus"><block var="hue prime"/><l>2</l></block><l>1</l></block></block></block></list></block></block><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>1</l></block><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>2</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>3</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="chroma"/></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>4</l></block><script><block s="doSetVar"><l>red</l><l>0</l></block><block s="doSetVar"><l>green</l><block var="2nd largest component"/></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="hue prime"/><l>5</l></block><script><block s="doSetVar"><l>red</l><block var="2nd largest component"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="chroma"/></block></script><script><block s="doSetVar"><l>red</l><block var="chroma"/></block><block s="doSetVar"><l>green</l><l>0</l></block><block s="doSetVar"><l>blue</l><block var="2nd largest component"/></block></script></block></script></block></script></block></script></block></script></block><block s="doSetVar"><l>smallest component</l><block s="reportDifference"><block var="lightness"/><block s="reportQuotient"><block var="chroma"/><l>2</l></block></block></block><block s="doSetVar"><l>rgb</l><block s="reportVariadicSum"><list><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block><block var="smallest component"/></list></block></block><block s="doReport"><block s="reportVariadicProduct"><list><block var="rgb"/><l>255</l></list></block></block></script></block-definition><block-definition s="✐ color number near color %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l><l>hue</l><l>saturation</l><l>lightness</l><l>hsl</l></list></block><block s="doSetVar"><l>color</l><custom-block s="✐ extract rgba values %l %upvar"><block var="color"/><l>transparency</l></custom-block></block><block s="doSetVar"><l>hsl</l><custom-block s="✐ HSL/HSV (hsl? %b ) from RGB %s"><l><bool>true</bool></l><block var="color"/></custom-block></block><block s="doSetVar"><l>hue</l><block s="reportListItem"><l>1</l><block var="hsl"/></block></block><block s="doSetVar"><l>saturation</l><block s="reportListItem"><l>2</l><block var="hsl"/></block></block><block s="doSetVar"><l>lightness</l><block s="reportListItem"><l>3</l><block var="hsl"/></block></block><block s="doIf"><block s="reportLessThan"><block var="saturation"/><l>25</l><comment w="107.33333333333333" collapsed="true">Nearly grayscale.</comment></block><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="lightness"/><l>50</l></block><script><block s="doReport"><block s="reportQuotient"><block var="lightness"/><l>10</l></block></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><l>5</l><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><l>50</l></block><l>5</l></block></list></block><block s="reportQuotient"><l>14</l><l>15</l></block></list></block></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>2</l><comment w="70.66666666666667" collapsed="true">Red family</comment></block><script><block s="doIfElse"><block s="reportGreaterThanOrEquals"><block var="lightness"/><l>50</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>14</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="lightness"/></block><block s="reportDifference"><l>100</l><l>50</l></block></block><l>6</l></list></block></list></block></block></script><script><block s="doIfElse"><block s="reportGreaterThanOrEquals"><block var="lightness"/><l>16.6</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>20</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><block s="reportDifference"><l>50</l><l>16.6</l></block></block><l>5</l></list></block></list></block></block></script><script><block s="doReport"><l>25</l></block></script></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>8.7</l><comment w="137.33333333333334" collapsed="true">Brown/orange family</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block s="reportDifference"><block var="lightness"/><block s="reportDifference"><l>100</l><block var="saturation"/></block></block><l>15</l><comment w="62" collapsed="true">brown</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>0.9</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>25</l><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="saturation"/></block><l>5.75</l></block></list></block></block></script><script><block s="doReport"><block s="reportDifference"><l>35</l><block s="reportQuotient"><block s="reportDifference"><l>100</l><block var="saturation"/></block><l>5.75</l></block></block></block></script></block></script><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>40</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>7</l><l>14</l><l>28</l></custom-block></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>17</l><comment w="75.33333333333333" collapsed="true">yellow</comment></block><script><block s="doIf"><block s="reportLessThan"><block s="reportCombine"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="color"/><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block></block></block><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><l>45</l></block><script><block s="doReport"><l>54.7</l></block></script></block><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>50</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>14</l><l>27.75</l><l>22.3</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>34</l><comment w="75.33333333333333" collapsed="true">green</comment></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>60</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>32</l><l>20</l><l>6</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>52</l></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>70</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>49</l><l>6</l><l>10</l></custom-block></block></script><comment w="75.33333333333333" collapsed="true">cyan</comment></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>67</l><comment w="74" collapsed="true">blue</comment></block><script><block s="doReport"><custom-block s="✐ color number in %n family, from H: %n S: %n L: %n %br rising hue: %n %br rising min lightness: %n falling min lightness: %n"><l>80</l><block var="hue"/><block var="saturation"/><block var="lightness"/><l>64</l><l>10</l><l>13</l></custom-block></block></script></block><block s="doIf"><block s="reportLessThan"><block var="hue"/><l>83.33333333</l><comment w="74" collapsed="true">purple</comment></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>81.5</l></block><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><l>82</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><l>85</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="hue"/><l>66.666</l></block><block s="reportDifference"><l>81.48</l><l>66.666</l></block></block><l>5</l></list></block></list></block></block></script><script><block s="doReport"><l>90</l></block></script></block></script><script><block s="doReport"><block s="reportDifference"><l>95</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><block s="reportDifference"><l>50</l><l>17.6</l></block></block><l>5</l></list></block></block></block></script></block></script></block><block s="doReport"><block s="reportVariadicSum"><list><l>95</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><l>50</l><block var="lightness"/></block><l>50</l></block><l>5</l></list></block></list><comment w="90" collapsed="true">left of black</comment></block></block></script></block-definition><block-definition s="✐ HSL/HSV (hsl? %&apos;HSL?&apos; ) from RGB %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b">false</input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>red</l><l>green</l><l>blue</l><l>max</l><l>min</l><l>chroma</l><l>hue</l><l>value</l><l>lightness</l><l>saturation</l></list></block><block s="doSetVar"><l>red</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>green</l><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>blue</l><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="color"/></block><l>255</l></block></block><block s="doSetVar"><l>color</l><block s="reportNewList"><list><block var="red"/><block var="green"/><block var="blue"/></list></block></block><block s="doSetVar"><l>max</l><block s="reportCombine"><block var="color"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>min</l><block s="reportCombine"><block var="color"/><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>chroma</l><block s="reportDifference"><block var="max"/><block var="min"/></block></block><block s="doIfElse"><block s="reportEquals"><block var="chroma"/><l>0</l></block><script><block s="doSetVar"><l>hue</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="max"/><block var="red"/></block><script><block s="doSetVar"><l>hue</l><block s="reportModulus"><block s="reportQuotient"><block s="reportDifference"><block var="green"/><block var="blue"/></block><block var="chroma"/></block><l>6</l></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="max"/><block var="green"/></block><script><block s="doSetVar"><l>hue</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportDifference"><block var="blue"/><block var="red"/></block><block var="chroma"/></block><l>2</l></list></block></block></script><script><block s="doSetVar"><l>hue</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportDifference"><block var="red"/><block var="green"/></block><block var="chroma"/></block><l>4</l></list></block></block></script></block></script></block></script></block><block s="doSetVar"><l>hue</l><block s="reportVariadicProduct"><list><l>60</l><block var="hue"/></list></block></block><block s="doIfElse"><block var="HSL?"/><script><block s="doSetVar"><l>lightness</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="max"/><block var="min"/></list></block><l>2</l></block></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="lightness"/><l>0</l></block><block s="reportEquals"><block var="lightness"/><l>1</l></block></block><script><block s="doSetVar"><l>saturation</l><l>0</l></block></script><script><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block var="chroma"/><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="lightness"/></list></block><l>1</l></block></block></block></block></block></script></block><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block var="hue"/><l>3.6</l></block><block s="reportVariadicProduct"><list><l>100</l><block var="saturation"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="lightness"/></list></block></list></block></block></script><script><block s="doSetVar"><l>value</l><block var="max"/></block><block s="doIfElse"><block s="reportEquals"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>saturation</l><l>0</l></block></script><script><block s="doSetVar"><l>saturation</l><block s="reportQuotient"><block var="chroma"/><block var="value"/></block></block></script></block><block s="doReport"><block s="reportNewList"><list><block s="reportQuotient"><block var="hue"/><l>3.6</l></block><block s="reportVariadicProduct"><list><l>100</l><block var="saturation"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="value"/></list></block></list></block></block></script></block></script></block-definition><block-definition s="✐ color number in %&apos;family&apos; family, from H: %&apos;hue&apos; S: %&apos;saturation&apos; L: %&apos;lightness&apos; $nl rising hue: %&apos;max hue&apos; $nl rising min lightness: %&apos;rise&apos; falling min lightness: %&apos;fall&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="hue"/><block var="max hue"/></block><script><block s="doIfElse"><block s="reportLessThan"><block var="lightness"/><block var="rise"/></block><script><block s="doReport"><block s="reportDifference"><block var="family"/><l>5</l></block></block></script><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="family"/><l>5</l></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><block var="rise"/></block><block s="reportDifference"><l>50</l><block var="rise"/></block></block><l>5</l></list></block></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block var="lightness"/><block var="fall"/></block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="family"/><l>5</l></list></block></block></script><script><block s="doReport"><block s="reportDifference"><block s="reportVariadicSum"><list><block var="family"/><l>5</l></list></block><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><block var="lightness"/><block var="fall"/></block><block s="reportDifference"><l>50</l><block var="fall"/></block></block><l>5</l></list></block></block></block></script></block></script></block></script></block-definition><block-definition s="✐ byte to hex %&apos;byte&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><custom-block s="✐ nybble to hex %n"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="byte"/><l>16</l></block></block></custom-block><custom-block s="✐ nybble to hex %n"><block s="reportModulus"><block var="byte"/><l>16</l></block></custom-block></list></block></block></script></block-definition><block-definition s="✐ nybble to hex %&apos;nybble&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="nybble"/><l>10</l></block><script><block s="doReport"><block var="nybble"/></block></script><script><block s="doReport"><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportDifference"><block var="nybble"/><l>10</l></block><block s="reportUnicode"><l>a</l></block></list></block></block></block></script></block></script></block-definition><block-definition s="✐ limits %&apos;color&apos;" type="reporter" category="pen"><comment x="0" y="0" w="90" collapsed="false">hue mod 100, other components cut off at [0, 100]</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="color"/></block><l>100</l></block><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block s="reportCDR"><block var="color"/></block><l>0</l></list></block><l>100</l></list></block></block></block></script></block-definition><block-definition s="✐ set pen to fair hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>old value temp</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>trans</l></list></block><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block><block s="doSetVar"><l>trans</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><block s="reportListItem"><l>1</l><block var="more"/></block><block s="getPenAttribute"><l><option>transparency</option></l></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="reportVariadicProduct"><list><block var="value"/><l>3.6</l></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="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="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block var="scale"/></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block var="index"/><block var="✐ brights"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ brights"/></block></list></custom-block></block><block s="doSetVar"><l>newHSV</l><custom-block s="HSV color"></custom-block></block><block s="doIfElse"><block var="✐ fair?"/><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block></block></script><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="oldHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block></block></script></block><block s="doIfElse"><block s="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><block s="setPenColorDimension"><l><option>transparency</option></l><block var="trans"/></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to color number %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><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><l>old value temp</l></list></block><block s="doSetVar"><l>✐ color scale</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3</l></list></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="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="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="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><block s="reportRound"><block s="reportVariadicSum"><list><block var="from"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></list></block></list></block></block><l>255</l></list></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ colors"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>2</l></list></block><block var="✐ colors"/></block></list></custom-block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>color number</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>100</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB hex %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportLessThan"><l></l><l>a</l></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="value"/><l><option>letter</option></l></block></block></block><block s="doIf"><block s="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>8</l></block><script><custom-block s="error %txt"><l>More than eight hex digits.</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><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></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="set pen color to r: %n g: %n b: %n"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></custom-block><block s="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="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to X11 name %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><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 %b"><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><l><bool>true</bool></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 %b"><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><l><bool>true</bool></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 %b"><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><l><bool>true</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><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><l><bool>true</bool></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 %b"><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><l><bool>true</bool></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><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ color from X11 name %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><block s="doSetVar"><l>color</l><custom-block s="✐ no spaces %s"><block s="reportListItem"><l>1</l><block var="value"/></block></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 %b"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block var="color"/><block s="reportListItem"><l>4</l><l/></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="color"/></list></block></custom-block></script></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><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="color"/></custom-block></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l><l><bool>false</bool></l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="color"/><l> not found.</l></list></block></custom-block></script></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><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="color"/></custom-block><l></l></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l><l><bool>false</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><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><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><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="color"/><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 %b"><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><l><bool>false</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="color"/><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="color"/><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><block s="doReport"><custom-block s="✐ include transparency %l %s"><block var="✐ X11 catch"/><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block></block></script></block-definition><block-definition s="✐ color from RGB hex %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>index</l><l>scale</l><l>transparency</l></list></block><block s="doSetVar"><l>transparency</l><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportLessThan"><l></l><l>a</l></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block var="value"/></block><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>8</l></block><script><custom-block s="error %txt"><l>More than eight hex digits.</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><block s="doSetVar"><l>transparency</l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></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><block s="doReport"><custom-block s="✐ include transparency %l %s"><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></list></block><block var="transparency"/></custom-block></block></script></block-definition><block-definition s="✐ CMYK from RGB %&apos;rgb&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>cmy</l><l>k</l></list></block><block s="doSetVar"><l>rgb</l><block s="reportQuotient"><block var="rgb"/><l>255</l></block></block><block s="doSetVar"><l>k</l><block s="reportCombine"><block var="rgb"/><block s="reifyReporter"><autolambda><block s="reportVariadicMax"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>cmy</l><block s="reportQuotient"><block s="reportDifference"><block var="k"/><block var="rgb"/></block><block var="k"/></block></block><block s="doReport"><block s="reportConcatenatedLists"><list><block var="cmy"/><block s="reportNewList"><list><block s="reportDifference"><l>1</l><block var="k"/></block></list></block></list></block></block></script></block-definition><block-definition s="✐ RGB from CMYK %&apos;cmyk&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>cmyk</l><block s="reportDifference"><l>1</l><block var="cmyk"/></block></block><block s="doReport"><block s="reportVariadicProduct"><list><l>255</l><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="cmyk"/></block><block s="reportListItem"><l>4</l><block var="cmyk"/></block></list></block></list></block></block></script></block-definition><block-definition s="lighten %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportVariadicSum"><list><l>50</l><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block></list></block><list><l></l></list></custom-block></block></script></block-definition><block-definition s="darken %&apos;color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportDifference"><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block><l>100</l></block><list><l></l></list></custom-block></block></script><scripts><script x="191" y="20.28888888888893"><block s="reportCombine"><l/><block s="reifyReporter"><script></script><list></list></block></block></script><script x="101.9951171875" y="193.40000000000006"><block s="reportNewList"><list><l>-75</l><l>-75</l><l>-100</l></list></block></script><script x="39.666666666666664" y="116.77777777777779"><block s="reportCombine"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l>0</l></block></autolambda><list></list></block><custom-block s="$brush %s from color %obj"><l>RGB vector</l><block var="color"/></custom-block></block><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script></scripts></block-definition><block-definition s="$brush color %&apos;color&apos; at weight %&apos;weight&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="color"/><block var="weight"/></list></block></block></script></block-definition><block-definition s="plot %&apos;waveform&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><block s="gotoXY"><l>-72</l><block s="reportDifference"><block s="reportVariadicProduct"><list><l>100</l><block s="reportListItem"><l>1</l><block var="waveform"/></block></list></block><l>50</l></block></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>36</l><script><block s="gotoXY"><block s="reportVariadicSum"><list><l>-72</l><block s="reportVariadicProduct"><list><l>4</l><block var="i"/></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>200</l><block s="reportListItem"><block var="i"/><block var="waveform"/></block></list></block><l>50</l></block></block></script></block></script><scripts><script x="426" y="41.55555555555558"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-72</l><l>-50</l></block><block s="down"></block><block s="gotoXY"><l>72</l><l>-50</l></block><block s="up"></block><block s="gotoXY"><l>-72</l><l>-50</l></block><block s="down"></block><block s="gotoXY"><l>-72</l><l>150</l></block></script></scripts></block-definition><block-definition s="$brush color from %&apos;color&apos; and %&apos;dimension&apos; %&apos;value&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%s" readonly="true"><options>fair hue&#xD;transparency&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>old</l><l>transp</l></list></block><block s="doSetVar"><l>transp</l><custom-block s="$brush %s from color %obj"><l>transparency</l><block var="color"/></custom-block></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>color number</l><l>hue</l><l>fair hue</l></list></block><block var="dimension"/></block><script><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>red</l><l>green</l><l>blue</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>255</l></block><script><block s="doSetVar"><l>value</l><l>255</l></block></script></block></script><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>saturation (HSV)</l><l>saturation (HSL)</l><l>value (brightness)</l><l>lightness</l><l>fair saturation (HSV)</l><l>fair saturation (HSL)</l><l>fair value (brightness)</l><l>fair lightness</l><l>transparency</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>100</l></block><script><block s="doSetVar"><l>value</l><l>100</l></block></script></block></script><comment w="164.66666666666666" collapsed="false">We have to do this last test to rule out the vector options, which aren&apos;t numbers; their code makes three recursive calls and we catch range issues then.</comment></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>color</l><block var="color"/><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>RGBA vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>RGB vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportCONS"><block var="value"/><block s="reportCDR"><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSV vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSV vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></block><script><block s="doSetVar"><l>old</l><custom-block s="$brush %s from color %obj"><l>fair HSL vector</l><block var="color"/></custom-block></block><block s="doReport"><custom-block s="$brush color from %s %s %mult%s"><l>fair HSL vector</l><block s="reportListItem"><l>1</l><block var="old"/></block><list><l></l></list></custom-block></block></script></block></script></block-definition><block-definition s="✐ set pen to lightness %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script></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><block s="doReplaceInList"><l>3</l><block var="✐ raw 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="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to color %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%l"></input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></block></block></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></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></script></block-definition><block-definition s="✐ set pen size to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setSize"><block var="value"/></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen transparency to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>transparency</option></l><block var="value"/></block></script></block-definition><block-definition s="✐ set pen red to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></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></script></block-definition><block-definition s="✐ set pen green to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block var="value"/><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></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></script></block-definition><block-definition s="✐ set pen blue to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block var="value"/></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></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></script></block-definition><block-definition s="✐ constrain %&apos;value&apos; %&apos;low&apos; %&apos;high&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportLessThan"><block var="value"/><block var="low"/></block><script><block s="doReport"><block var="low"/></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><block var="high"/></block><script><block s="doReport"><block var="high"/></block></script></block><block s="doReport"><block s="reportVariadicSum"><list><block var="value"/><l>0</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more"/></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>4</l><block var="value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="value"/></block><l>100</l></list></block><l>255</l></block></block></block></script></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>255</l></custom-block></autolambda><list></list></block><block var="value"/></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><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></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></script></block-definition><block-definition s="✐ set pen to HSL saturation %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script></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><block s="doReplaceInList"><l>2</l><block var="✐ raw 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="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to HSL vector %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more value"/></block><block s="reportListItem"><l>2</l><block var="more value"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more value"/></block></list></block></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doSetVar"><l>✐ HSL</l><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>100</l></custom-block></autolambda><list></list></block><block s="reportCDR"><block var="value"/></block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block var="✐ HSL"/></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="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen saturation (HSV) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>saturation</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>saturation</option></l></block></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="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen value (brightness) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>brightness</option></l></block></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="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></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><block s="doSetVar"><l>✐ raw HSV</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to h: %n s: %n v: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportQuotient"><block var="✐ raw HSV"/><l>100</l></block></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="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><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></script></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doIf"><block var="✐ fair?"><comment w="118" collapsed="true">if USED TO BE fair</comment></block><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportQuotient"><block s="reportModulus"><block var="value"/><l>100</l></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block><l>100</l></block></custom-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>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSL) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><custom-block s="✐ update HSL"></custom-block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></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="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair lightness %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><custom-block s="✐ update HSL"></custom-block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></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="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair HSL vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair lightness %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSV) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><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="setPenColorDimension"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair value (brightness) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><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="setPenColorDimension"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="✐ set pen to fair HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script></block><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair value (brightness) %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></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="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:o texto multilinha _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></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="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="index"/><l>0</l></block><block var="string"/><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><l>1</l><block s="reportDifference"><block var="index"/><l>1</l></block></custom-block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; after %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="203.33333333333334" collapsed="false">Reports the portion of the first input string starting after the first occurrence of the second string.  If the second string isn&apos;t found in the first string, reports an empty string.</comment><header></header><code></code><translations>pt:o texto de _ depois de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="index"/><l>0</l></block><l></l><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><block s="reportVariadicSum"><list><block var="index"/><block s="reportStringSize"><block var="marker"/></block></list></block><l></l></custom-block></block></block></script></block-definition><block-definition s="position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="operators"><comment x="0" y="0" w="294" collapsed="false">Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.&#xD;If it&apos;s not found, reports 0.</comment><header></header><code></code><translations>pt:a posição de _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportIfElse"><custom-block s="use case-independent comparison"></custom-block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><custom-block s="to lower case %txt"><block var="small"/></custom-block><custom-block s="to lower case %txt"><block var="large"/></custom-block></list></block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><block var="small"/><block var="large"/></list></block></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="doIfElse"><block s="reportNot"><block var="tf"/></block><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>_case indepent</l></list></block><block s="doApplyExtension"><l>var_set(name, val)</l><list><l>_case indepent</l><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></script><script><block s="doApplyExtension"><l>var_delete(name)</l><list><l>_case indepent</l></list></block></script></block></script></block-definition><block-definition s="substring of %&apos;str&apos; from position %&apos;start&apos; to position %&apos;end&apos; inclusive" type="reporter" category="operators"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1).  If the third input is empty, reports the portion from the first position to the end of the string.&#xD;If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.</comment><header></header><code></code><translations>pt:o texto de _ entre as posições _ e _ , inclusive&#xD;</translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportLetter"><block s="reportNumbers"><block var="start"/><block s="reportIfElse"><block s="reportEquals"><block var="end"/><l>0</l></block><block s="reportStringSize"><block var="str"/></block><block var="end"/></block></block><block var="str"/></block></block></block></script></block-definition><block-definition s="text %&apos;string&apos; contains %&apos;marker&apos;" type="predicate" category="operators"><comment x="0" y="0" w="218" collapsed="false">Reports True if the first input string contains the second input string, otherwise false.&#xD;&#xD;Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.</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="reportGreaterThan"><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block><l>0</l></block></block></script></block-definition><block-definition s="to lower case %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="275.3333333333333" collapsed="false">Reports the input text with lower case letters instead of capital letters in the input.  Uses the user&apos;s locale&apos;s rules for case conversion.</comment><header></header><code></code><translations>pt:em minúsculas _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>txt_lowercase(txt)</l><list><block var="text"/></list></block></block></script></block-definition><block-definition s="use case-independent comparison" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportApplyExtension"><l>var_get(name)</l><list><l>_case indepent</l></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="result"/></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="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></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="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="paint square %&apos;X&apos; %&apos;Y&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><block s="reportDifference"><block var="X"/><l>5</l></block><block s="reportDifference"><block var="Y"/><l>5</l></block></block><block s="setHeading"><l>45</l></block><block s="forward"><block var="size"/></block><block s="setHeading"><l>180</l></block><block s="setSize"><l>10</l></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportRandom"><l>50</l><l>255</l></block><block s="reportRandom"><l>50</l><l>255</l></block><block s="reportRandom"><l>50</l><l>255</l></block></custom-block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="doRepeat"><l>12</l><script><block s="changeSize"><block s="reportDifference"><l>2</l><block s="reportRandom"><l>1</l><l>3</l></block></block></block><block s="forward"><l>9</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="gotoXY"><block var="X"/><block var="Y"/></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportRandom"><l>50</l><l>255</l></block><block s="reportRandom"><l>50</l><l>255</l></block><block s="reportRandom"><l>50</l><l>255</l></block></custom-block><block s="floodFill"></block></script></block-definition><block-definition s="spread clones" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-420</l><l>240</l></block><block s="doRepeat"><l>5</l><script><block s="setXPosition"><l>-420</l></block><block s="doRepeat"><l>8</l><script><block s="doWait"><l>0.3</l></block><block s="createClone"><l><option>myself</option></l></block><block s="changeXPosition"><l>120</l></block></script></block><block s="changeYPosition"><l>-120</l></block></script></block><block s="doWait"><l>10</l></block></script></block-definition></blocks><stage name="Stage" width="960" height="600" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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struct="atomic" id="11032"></list></costumes><sounds><list struct="atomic" id="11033"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="420" y="240" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="193,194,187,1" pen="tip" id="11038"><costumes><list struct="atomic" id="11039"></list></costumes><sounds><list struct="atomic" id="11040"></list></sounds><blocks></blocks><variables><variable name="radius"><l>50</l></variable><variable name="myX"><l>-180</l></variable><variable name="myY"><l>120</l></variable></variables><scripts><script x="32" y="75.33333333333334"><block s="receiveGo"></block><block s="hide"></block><block s="clear"></block><block s="doForever"><script><custom-block s="spread clones"></custom-block></script></block></script><script x="40" y="365.6666666666672"><block s="receiveOnClone"></block><block s="doSetVar"><l>myX</l><block s="xPosition"></block></block><block s="doSetVar"><l>myY</l><block s="yPosition"></block></block><block s="doSetVar"><l>radius</l><l>50</l></block><custom-block s="paint square %s %s %s"><block var="myX"/><block var="myY"/><l>90</l></custom-block><custom-block s="paint circles %s %s %s"><block var="myX"/><block var="myX"/><block var="radius"/></custom-block><block s="removeClone"></block></script></scripts></sprite><watcher scope="Sprite" var="radius" style="normal" x="3.6785714285711038" y="3.6785714285714306" color="243,118,29" hidden="true"/><watcher scope="Sprite" var="myX" style="normal" x="3.6785714285711038" y="19.128572900000023" color="243,118,29" hidden="true"/><watcher scope="Sprite" var="myY" style="normal" x="3.6785714285711038" y="26.85357363571424" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="✐ last set as"><l>RGB</l></variable><variable name="✐ fair?"><bool>false</bool></variable><variable name="✐ color scale"><l>0</l></variable><variable name="✐ HSL"><list struct="atomic" id="11076">0,100,50</list></variable><variable name="✐ last crayon"><l>0</l></variable><variable name="✐ last X11"><l>0</l></variable><variable name="✐ raw HSL"><list struct="atomic" id="11077">0,100,50</list></variable><variable name="✐ raw HSV"><list struct="atomic" id="11078">0,100,100</list></variable><variable name="✐ X11"><list id="11079"><item><list struct="atomic" id="11080">255,250,250,snow</list></item><item><list struct="atomic" id="11081">248,248,255,ghostwhite</list></item><item><list struct="atomic" id="11082">245,245,245,whitesmoke</list></item><item><list struct="atomic" id="11083">220,220,220,gainsboro</list></item><item><list struct="atomic" id="11084">255,250,240,floralwhite</list></item><item><list struct="atomic" id="11085">253,245,230,oldlace</list></item><item><list struct="atomic" id="11086">250,240,230,linen</list></item><item><list struct="atomic" id="11087">250,235,215,antiquewhite</list></item><item><list struct="atomic" id="11088">255,239,213,papayawhip</list></item><item><list struct="atomic" id="11089">255,235,205,blanchedalmond</list></item><item><list struct="atomic" id="11090">255,228,196,bisque</list></item><item><list struct="atomic" id="11091">255,218,185,peachpuff</list></item><item><list struct="atomic" id="11092">255,222,173,navajowhite</list></item><item><list struct="atomic" id="11093">255,228,181,moccasin</list></item><item><list struct="atomic" id="11094">255,248,220,cornsilk</list></item><item><list struct="atomic" id="11095">255,255,240,ivory</list></item><item><list struct="atomic" id="11096">255,250,205,lemonchiffon</list></item><item><list struct="atomic" id="11097">255,245,238,seashell</list></item><item><list struct="atomic" id="11098">240,255,240,honeydew</list></item><item><list struct="atomic" id="11099">245,255,250,mintcream</list></item><item><list struct="atomic" id="11100">240,255,255,azure</list></item><item><list struct="atomic" id="11101">240,248,255,aliceblue</list></item><item><list struct="atomic" id="11102">230,230,250,lavender</list></item><item><list struct="atomic" id="11103">255,240,245,lavenderblush</list></item><item><list struct="atomic" id="11104">255,228,225,mistyrose</list></item><item><list struct="atomic" id="11105">255,255,255,white</list></item><item><list struct="atomic" id="11106">0,0,0,black</list></item><item><list struct="atomic" id="11107">47,79,79,darkslategray</list></item><item><list struct="atomic" id="11108">47,79,79,darkslategrey</list></item><item><list struct="atomic" id="11109">105,105,105,dimgray</list></item><item><list struct="atomic" id="11110">105,105,105,dimgrey</list></item><item><list struct="atomic" id="11111">112,128,144,slategray</list></item><item><list struct="atomic" id="11112">112,128,144,slategrey</list></item><item><list struct="atomic" id="11113">119,136,153,lightslategray</list></item><item><list struct="atomic" id="11114">119,136,153,lightslategrey</list></item><item><list struct="atomic" id="11115">190,190,190,gray(X11)</list></item><item><list struct="atomic" id="11116">190,190,190,grey(X11)</list></item><item><list struct="atomic" id="11117">128,128,128,gray(W3C)</list></item><item><list struct="atomic" id="11118">128,128,128,grey(W3C)</list></item><item><list struct="atomic" id="11119">211,211,211,lightgrey</list></item><item><list struct="atomic" id="11120">211,211,211,lightgray</list></item><item><list struct="atomic" id="11121">25,25,112,midnightblue</list></item><item><list struct="atomic" id="11122">0,0,128,navy</list></item><item><list struct="atomic" id="11123">0,0,128,navyblue</list></item><item><list struct="atomic" id="11124">100,149,237,cornflowerblue</list></item><item><list struct="atomic" id="11125">72,61,139,darkslateblue</list></item><item><list struct="atomic" id="11126">106,90,205,slateblue</list></item><item><list struct="atomic" id="11127">123,104,238,mediumslateblue</list></item><item><list struct="atomic" id="11128">132,112,255,lightslateblue</list></item><item><list struct="atomic" id="11129">0,0,205,mediumblue</list></item><item><list struct="atomic" id="11130">65,105,225,royalblue</list></item><item><list struct="atomic" id="11131">0,0,255,blue</list></item><item><list struct="atomic" id="11132">30,144,255,dodgerblue</list></item><item><list struct="atomic" id="11133">0,191,255,deepskyblue</list></item><item><list struct="atomic" id="11134">135,206,235,skyblue</list></item><item><list struct="atomic" id="11135">135,206,250,lightskyblue</list></item><item><list struct="atomic" id="11136">70,130,180,steelblue</list></item><item><list struct="atomic" id="11137">176,196,222,lightsteelblue</list></item><item><list struct="atomic" id="11138">173,216,230,lightblue</list></item><item><list struct="atomic" id="11139">176,224,230,powderblue</list></item><item><list struct="atomic" id="11140">175,238,238,paleturquoise</list></item><item><list struct="atomic" id="11141">0,206,209,darkturquoise</list></item><item><list struct="atomic" id="11142">72,209,204,mediumturquoise</list></item><item><list struct="atomic" id="11143">64,224,208,turquoise</list></item><item><list struct="atomic" id="11144">0,255,255,cyan</list></item><item><list struct="atomic" id="11145">0,255,255,aqua</list></item><item><list struct="atomic" id="11146">224,255,255,lightcyan</list></item><item><list struct="atomic" id="11147">95,158,160,cadetblue</list></item><item><list struct="atomic" id="11148">102,205,170,mediumaquamarine</list></item><item><list struct="atomic" id="11149">127,255,212,aquamarine</list></item><item><list struct="atomic" id="11150">0,100,0,darkgreen</list></item><item><list struct="atomic" id="11151">85,107,47,darkolivegreen</list></item><item><list struct="atomic" id="11152">143,188,143,darkseagreen</list></item><item><list struct="atomic" id="11153">46,139,87,seagreen</list></item><item><list struct="atomic" id="11154">60,179,113,mediumseagreen</list></item><item><list struct="atomic" id="11155">32,178,170,lightseagreen</list></item><item><list struct="atomic" id="11156">152,251,152,palegreen</list></item><item><list struct="atomic" id="11157">0,255,127,springgreen</list></item><item><list struct="atomic" id="11158">124,252,0,lawngreen</list></item><item><list struct="atomic" id="11159">0,255,0,green(X11)</list></item><item><list struct="atomic" id="11160">0,128,0,green(W3C)</list></item><item><list struct="atomic" id="11161">0,255,0,lime</list></item><item><list struct="atomic" id="11162">127,255,0,chartreuse</list></item><item><list struct="atomic" id="11163">0,250,154,mediumspringgreen</list></item><item><list struct="atomic" id="11164">173,255,47,greenyellow</list></item><item><list struct="atomic" id="11165">50,205,50,limegreen</list></item><item><list struct="atomic" id="11166">154,205,50,yellowgreen</list></item><item><list struct="atomic" id="11167">34,139,34,forestgreen</list></item><item><list struct="atomic" id="11168">107,142,35,olivedrab</list></item><item><list struct="atomic" id="11169">189,183,107,darkkhaki</list></item><item><list struct="atomic" id="11170">240,230,140,khaki</list></item><item><list struct="atomic" id="11171">238,232,170,palegoldenrod</list></item><item><list struct="atomic" id="11172">250,250,210,lightgoldenrodyellow</list></item><item><list struct="atomic" id="11173">255,255,224,lightyellow</list></item><item><list struct="atomic" id="11174">255,255,0,yellow</list></item><item><list struct="atomic" id="11175">255,215,0,gold</list></item><item><list struct="atomic" id="11176">238,221,130,lightgoldenrod</list></item><item><list struct="atomic" id="11177">218,165,32,goldenrod</list></item><item><list struct="atomic" id="11178">184,134,11,darkgoldenrod</list></item><item><list struct="atomic" id="11179">188,143,143,rosybrown</list></item><item><list struct="atomic" id="11180">205,92,92,indianred</list></item><item><list struct="atomic" id="11181">139,69,19,saddlebrown</list></item><item><list struct="atomic" id="11182">160,82,45,sienna</list></item><item><list struct="atomic" id="11183">205,133,63,peru</list></item><item><list struct="atomic" id="11184">222,184,135,burlywood</list></item><item><list struct="atomic" id="11185">245,245,220,beige</list></item><item><list struct="atomic" id="11186">245,222,179,wheat</list></item><item><list struct="atomic" id="11187">244,164,96,sandybrown</list></item><item><list struct="atomic" id="11188">210,180,140,tan</list></item><item><list struct="atomic" id="11189">210,105,30,chocolate</list></item><item><list struct="atomic" id="11190">178,34,34,firebrick</list></item><item><list struct="atomic" id="11191">165,42,42,brown</list></item><item><list struct="atomic" id="11192">233,150,122,darksalmon</list></item><item><list struct="atomic" id="11193">250,128,114,salmon</list></item><item><list struct="atomic" id="11194">255,160,122,lightsalmon</list></item><item><list struct="atomic" id="11195">255,165,0,orange</list></item><item><list struct="atomic" id="11196">255,140,0,darkorange</list></item><item><list struct="atomic" id="11197">255,127,80,coral</list></item><item><list struct="atomic" id="11198">240,128,128,lightcoral</list></item><item><list struct="atomic" id="11199">255,99,71,tomato</list></item><item><list struct="atomic" id="11200">255,69,0,orangered</list></item><item><list struct="atomic" id="11201">255,0,0,red</list></item><item><list struct="atomic" id="11202">255,105,180,hotpink</list></item><item><list struct="atomic" id="11203">255,20,147,deeppink</list></item><item><list struct="atomic" id="11204">255,192,203,pink</list></item><item><list struct="atomic" id="11205">255,182,193,lightpink</list></item><item><list struct="atomic" id="11206">219,112,147,palevioletred</list></item><item><list struct="atomic" id="11207">176,48,96,maroon(X11)</list></item><item><list struct="atomic" id="11208">128,0,0,maroon(W3C)</list></item><item><list struct="atomic" id="11209">199,21,133,mediumvioletred</list></item><item><list struct="atomic" id="11210">208,32,144,violetred</list></item><item><list struct="atomic" id="11211">255,0,255,magenta</list></item><item><list struct="atomic" id="11212">255,0,255,fuchsia</list></item><item><list struct="atomic" id="11213">238,130,238,violet</list></item><item><list struct="atomic" id="11214">221,160,221,plum</list></item><item><list struct="atomic" id="11215">218,112,214,orchid</list></item><item><list struct="atomic" id="11216">186,85,211,mediumorchid</list></item><item><list struct="atomic" id="11217">153,50,204,darkorchid</list></item><item><list struct="atomic" id="11218">148,0,211,darkviolet</list></item><item><list struct="atomic" id="11219">138,43,226,blueviolet</list></item><item><list struct="atomic" id="11220">160,32,240,purple(X11)</list></item><item><list struct="atomic" id="11221">128,0,128,purple(W3C)</list></item><item><list struct="atomic" id="11222">147,112,219,mediumpurple</list></item><item><list struct="atomic" id="11223">216,191,216,thistle</list></item><item><list struct="atomic" id="11224">255,250,250,snow1</list></item><item><list struct="atomic" id="11225">238,233,233,snow2</list></item><item><list struct="atomic" id="11226">205,201,201,snow3</list></item><item><list struct="atomic" id="11227">139,137,137,snow4</list></item><item><list struct="atomic" id="11228">255,245,238,seashell1</list></item><item><list struct="atomic" id="11229">238,229,222,seashell2</list></item><item><list struct="atomic" id="11230">205,197,191,seashell3</list></item><item><list struct="atomic" id="11231">139,134,130,seashell4</list></item><item><list struct="atomic" id="11232">255,239,219,AntiqueWhite1</list></item><item><list struct="atomic" id="11233">238,223,204,AntiqueWhite2</list></item><item><list struct="atomic" id="11234">205,192,176,AntiqueWhite3</list></item><item><list struct="atomic" id="11235">139,131,120,AntiqueWhite4</list></item><item><list struct="atomic" id="11236">255,228,196,bisque1</list></item><item><list struct="atomic" id="11237">238,213,183,bisque2</list></item><item><list struct="atomic" id="11238">205,183,158,bisque3</list></item><item><list struct="atomic" id="11239">139,125,107,bisque4</list></item><item><list struct="atomic" id="11240">255,218,185,PeachPuff1</list></item><item><list struct="atomic" id="11241">238,203,173,PeachPuff2</list></item><item><list struct="atomic" id="11242">205,175,149,PeachPuff3</list></item><item><list struct="atomic" id="11243">139,119,101,PeachPuff4</list></item><item><list struct="atomic" id="11244">255,222,173,NavajoWhite1</list></item><item><list struct="atomic" id="11245">238,207,161,NavajoWhite2</list></item><item><list struct="atomic" id="11246">205,179,139,NavajoWhite3</list></item><item><list struct="atomic" id="11247">139,121,94,NavajoWhite4</list></item><item><list struct="atomic" id="11248">255,250,205,LemonChiffon1</list></item><item><list struct="atomic" id="11249">238,233,191,LemonChiffon2</list></item><item><list struct="atomic" id="11250">205,201,165,LemonChiffon3</list></item><item><list struct="atomic" id="11251">139,137,112,LemonChiffon4</list></item><item><list struct="atomic" id="11252">255,248,220,cornsilk1</list></item><item><list struct="atomic" id="11253">238,232,205,cornsilk2</list></item><item><list struct="atomic" id="11254">205,200,177,cornsilk3</list></item><item><list struct="atomic" id="11255">139,136,120,cornsilk4</list></item><item><list struct="atomic" id="11256">255,255,240,ivory1</list></item><item><list struct="atomic" id="11257">238,238,224,ivory2</list></item><item><list struct="atomic" id="11258">205,205,193,ivory3</list></item><item><list struct="atomic" id="11259">139,139,131,ivory4</list></item><item><list struct="atomic" id="11260">240,255,240,honeydew1</list></item><item><list struct="atomic" id="11261">224,238,224,honeydew2</list></item><item><list struct="atomic" id="11262">193,205,193,honeydew3</list></item><item><list struct="atomic" id="11263">131,139,131,honeydew4</list></item><item><list struct="atomic" id="11264">255,240,245,LavenderBlush1</list></item><item><list struct="atomic" id="11265">238,224,229,LavenderBlush2</list></item><item><list struct="atomic" id="11266">205,193,197,LavenderBlush3</list></item><item><list struct="atomic" id="11267">139,131,134,LavenderBlush4</list></item><item><list struct="atomic" id="11268">255,228,225,MistyRose1</list></item><item><list struct="atomic" id="11269">238,213,210,MistyRose2</list></item><item><list struct="atomic" id="11270">205,183,181,MistyRose3</list></item><item><list struct="atomic" id="11271">139,125,123,MistyRose4</list></item><item><list struct="atomic" id="11272">240,255,255,azure1</list></item><item><list struct="atomic" id="11273">224,238,238,azure2</list></item><item><list struct="atomic" id="11274">193,205,205,azure3</list></item><item><list struct="atomic" id="11275">131,139,139,azure4</list></item><item><list struct="atomic" id="11276">131,111,255,SlateBlue1</list></item><item><list struct="atomic" id="11277">122,103,238,SlateBlue2</list></item><item><list struct="atomic" id="11278">105,89,205,SlateBlue3</list></item><item><list struct="atomic" id="11279">71,60,139,SlateBlue4</list></item><item><list struct="atomic" id="11280">72,118,255,RoyalBlue1</list></item><item><list struct="atomic" id="11281">67,110,238,RoyalBlue2</list></item><item><list struct="atomic" id="11282">58,95,205,RoyalBlue3</list></item><item><list struct="atomic" id="11283">39,64,139,RoyalBlue4</list></item><item><list struct="atomic" id="11284">0,0,255,blue1</list></item><item><list struct="atomic" id="11285">0,0,238,blue2</list></item><item><list struct="atomic" id="11286">0,0,205,blue3</list></item><item><list struct="atomic" id="11287">0,0,139,blue4</list></item><item><list struct="atomic" id="11288">30,144,255,DodgerBlue1</list></item><item><list struct="atomic" id="11289">28,134,238,DodgerBlue2</list></item><item><list struct="atomic" id="11290">24,116,205,DodgerBlue3</list></item><item><list struct="atomic" id="11291">16,78,139,DodgerBlue4</list></item><item><list struct="atomic" id="11292">99,184,255,SteelBlue1</list></item><item><list struct="atomic" id="11293">92,172,238,SteelBlue2</list></item><item><list struct="atomic" id="11294">79,148,205,SteelBlue3</list></item><item><list struct="atomic" id="11295">54,100,139,SteelBlue4</list></item><item><list struct="atomic" id="11296">0,191,255,DeepSkyBlue1</list></item><item><list struct="atomic" id="11297">0,178,238,DeepSkyBlue2</list></item><item><list struct="atomic" id="11298">0,154,205,DeepSkyBlue3</list></item><item><list struct="atomic" id="11299">0,104,139,DeepSkyBlue4</list></item><item><list struct="atomic" id="11300">135,206,255,SkyBlue1</list></item><item><list struct="atomic" id="11301">126,192,238,SkyBlue2</list></item><item><list struct="atomic" id="11302">108,166,205,SkyBlue3</list></item><item><list struct="atomic" id="11303">74,112,139,SkyBlue4</list></item><item><list struct="atomic" id="11304">176,226,255,LightSkyBlue1</list></item><item><list struct="atomic" id="11305">164,211,238,LightSkyBlue2</list></item><item><list struct="atomic" id="11306">141,182,205,LightSkyBlue3</list></item><item><list struct="atomic" id="11307">96,123,139,LightSkyBlue4</list></item><item><list struct="atomic" id="11308">198,226,255,SlateGray1</list></item><item><list struct="atomic" id="11309">185,211,238,SlateGray2</list></item><item><list struct="atomic" id="11310">159,182,205,SlateGray3</list></item><item><list struct="atomic" id="11311">108,123,139,SlateGray4</list></item><item><list struct="atomic" id="11312">202,225,255,LightSteelBlue1</list></item><item><list struct="atomic" id="11313">188,210,238,LightSteelBlue2</list></item><item><list struct="atomic" id="11314">162,181,205,LightSteelBlue3</list></item><item><list struct="atomic" id="11315">110,123,139,LightSteelBlue4</list></item><item><list struct="atomic" id="11316">191,239,255,LightBlue1</list></item><item><list struct="atomic" id="11317">178,223,238,LightBlue2</list></item><item><list struct="atomic" id="11318">154,192,205,LightBlue3</list></item><item><list struct="atomic" id="11319">104,131,139,LightBlue4</list></item><item><list struct="atomic" id="11320">224,255,255,LightCyan1</list></item><item><list struct="atomic" id="11321">209,238,238,LightCyan2</list></item><item><list struct="atomic" id="11322">180,205,205,LightCyan3</list></item><item><list struct="atomic" id="11323">122,139,139,LightCyan4</list></item><item><list struct="atomic" id="11324">187,255,255,PaleTurquoise1</list></item><item><list struct="atomic" id="11325">174,238,238,PaleTurquoise2</list></item><item><list struct="atomic" id="11326">150,205,205,PaleTurquoise3</list></item><item><list struct="atomic" id="11327">102,139,139,PaleTurquoise4</list></item><item><list struct="atomic" id="11328">152,245,255,CadetBlue1</list></item><item><list struct="atomic" id="11329">142,229,238,CadetBlue2</list></item><item><list struct="atomic" id="11330">122,197,205,CadetBlue3</list></item><item><list struct="atomic" id="11331">83,134,139,CadetBlue4</list></item><item><list struct="atomic" id="11332">0,245,255,turquoise1</list></item><item><list struct="atomic" id="11333">0,229,238,turquoise2</list></item><item><list struct="atomic" id="11334">0,197,205,turquoise3</list></item><item><list struct="atomic" id="11335">0,134,139,turquoise4</list></item><item><list struct="atomic" id="11336">0,255,255,cyan1</list></item><item><list struct="atomic" id="11337">0,238,238,cyan2</list></item><item><list struct="atomic" id="11338">0,205,205,cyan3</list></item><item><list struct="atomic" id="11339">0,139,139,cyan4</list></item><item><list struct="atomic" id="11340">151,255,255,DarkSlateGray1</list></item><item><list struct="atomic" id="11341">141,238,238,DarkSlateGray2</list></item><item><list struct="atomic" id="11342">121,205,205,DarkSlateGray3</list></item><item><list struct="atomic" id="11343">82,139,139,DarkSlateGray4</list></item><item><list struct="atomic" id="11344">127,255,212,aquamarine1</list></item><item><list struct="atomic" id="11345">118,238,198,aquamarine2</list></item><item><list struct="atomic" id="11346">102,205,170,aquamarine3</list></item><item><list struct="atomic" id="11347">69,139,116,aquamarine4</list></item><item><list struct="atomic" id="11348">193,255,193,DarkSeaGreen1</list></item><item><list struct="atomic" id="11349">180,238,180,DarkSeaGreen2</list></item><item><list struct="atomic" id="11350">155,205,155,DarkSeaGreen3</list></item><item><list struct="atomic" id="11351">105,139,105,DarkSeaGreen4</list></item><item><list struct="atomic" id="11352">84,255,159,SeaGreen1</list></item><item><list struct="atomic" id="11353">78,238,148,SeaGreen2</list></item><item><list struct="atomic" id="11354">67,205,128,SeaGreen3</list></item><item><list struct="atomic" id="11355">46,139,87,SeaGreen4</list></item><item><list struct="atomic" id="11356">154,255,154,PaleGreen1</list></item><item><list struct="atomic" id="11357">144,238,144,PaleGreen2</list></item><item><list struct="atomic" id="11358">124,205,124,PaleGreen3</list></item><item><list struct="atomic" id="11359">84,139,84,PaleGreen4</list></item><item><list struct="atomic" id="11360">0,255,127,SpringGreen1</list></item><item><list struct="atomic" id="11361">0,238,118,SpringGreen2</list></item><item><list struct="atomic" id="11362">0,205,102,SpringGreen3</list></item><item><list struct="atomic" id="11363">0,139,69,SpringGreen4</list></item><item><list struct="atomic" id="11364">0,255,0,green1</list></item><item><list struct="atomic" id="11365">0,238,0,green2</list></item><item><list struct="atomic" id="11366">0,205,0,green3</list></item><item><list struct="atomic" id="11367">0,139,0,green4</list></item><item><list struct="atomic" id="11368">127,255,0,chartreuse1</list></item><item><list struct="atomic" id="11369">118,238,0,chartreuse2</list></item><item><list struct="atomic" id="11370">102,205,0,chartreuse3</list></item><item><list struct="atomic" id="11371">69,139,0,chartreuse4</list></item><item><list struct="atomic" id="11372">192,255,62,OliveDrab1</list></item><item><list struct="atomic" id="11373">179,238,58,OliveDrab2</list></item><item><list struct="atomic" id="11374">154,205,50,OliveDrab3</list></item><item><list struct="atomic" id="11375">105,139,34,OliveDrab4</list></item><item><list struct="atomic" id="11376">202,255,112,DarkOliveGreen1</list></item><item><list struct="atomic" id="11377">188,238,104,DarkOliveGreen2</list></item><item><list struct="atomic" id="11378">162,205,90,DarkOliveGreen3</list></item><item><list struct="atomic" id="11379">110,139,61,DarkOliveGreen4</list></item><item><list struct="atomic" id="11380">255,246,143,khaki1</list></item><item><list struct="atomic" id="11381">238,230,133,khaki2</list></item><item><list struct="atomic" id="11382">205,198,115,khaki3</list></item><item><list struct="atomic" id="11383">139,134,78,khaki4</list></item><item><list struct="atomic" id="11384">255,236,139,LightGoldenrod1</list></item><item><list struct="atomic" id="11385">238,220,130,LightGoldenrod2</list></item><item><list struct="atomic" id="11386">205,190,112,LightGoldenrod3</list></item><item><list struct="atomic" id="11387">139,129,76,LightGoldenrod4</list></item><item><list struct="atomic" id="11388">255,255,224,LightYellow1</list></item><item><list struct="atomic" id="11389">238,238,209,LightYellow2</list></item><item><list struct="atomic" id="11390">205,205,180,LightYellow3</list></item><item><list struct="atomic" id="11391">139,139,122,LightYellow4</list></item><item><list struct="atomic" id="11392">255,255,0,yellow1</list></item><item><list struct="atomic" id="11393">238,238,0,yellow2</list></item><item><list struct="atomic" id="11394">205,205,0,yellow3</list></item><item><list struct="atomic" id="11395">139,139,0,yellow4</list></item><item><list struct="atomic" id="11396">255,215,0,gold1</list></item><item><list struct="atomic" id="11397">238,201,0,gold2</list></item><item><list struct="atomic" id="11398">205,173,0,gold3</list></item><item><list struct="atomic" id="11399">139,117,0,gold4</list></item><item><list struct="atomic" id="11400">255,193,37,goldenrod1</list></item><item><list struct="atomic" id="11401">238,180,34,goldenrod2</list></item><item><list struct="atomic" id="11402">205,155,29,goldenrod3</list></item><item><list struct="atomic" id="11403">139,105,20,goldenrod4</list></item><item><list struct="atomic" id="11404">255,185,15,DarkGoldenrod1</list></item><item><list struct="atomic" id="11405">238,173,14,DarkGoldenrod2</list></item><item><list struct="atomic" id="11406">205,149,12,DarkGoldenrod3</list></item><item><list struct="atomic" id="11407">139,101,8,DarkGoldenrod4</list></item><item><list struct="atomic" id="11408">255,193,193,RosyBrown1</list></item><item><list struct="atomic" id="11409">238,180,180,RosyBrown2</list></item><item><list struct="atomic" id="11410">205,155,155,RosyBrown3</list></item><item><list struct="atomic" id="11411">139,105,105,RosyBrown4</list></item><item><list struct="atomic" id="11412">255,106,106,IndianRed1</list></item><item><list struct="atomic" id="11413">238,99,99,IndianRed2</list></item><item><list struct="atomic" id="11414">205,85,85,IndianRed3</list></item><item><list struct="atomic" id="11415">139,58,58,IndianRed4</list></item><item><list struct="atomic" id="11416">255,130,71,sienna1</list></item><item><list struct="atomic" id="11417">238,121,66,sienna2</list></item><item><list struct="atomic" id="11418">205,104,57,sienna3</list></item><item><list struct="atomic" id="11419">139,71,38,sienna4</list></item><item><list struct="atomic" id="11420">255,211,155,burlywood1</list></item><item><list struct="atomic" id="11421">238,197,145,burlywood2</list></item><item><list struct="atomic" id="11422">205,170,125,burlywood3</list></item><item><list struct="atomic" id="11423">139,115,85,burlywood4</list></item><item><list struct="atomic" id="11424">255,231,186,wheat1</list></item><item><list struct="atomic" id="11425">238,216,174,wheat2</list></item><item><list struct="atomic" id="11426">205,186,150,wheat3</list></item><item><list struct="atomic" id="11427">139,126,102,wheat4</list></item><item><list struct="atomic" id="11428">255,165,79,tan1</list></item><item><list struct="atomic" id="11429">238,154,73,tan2</list></item><item><list struct="atomic" id="11430">205,133,63,tan3</list></item><item><list struct="atomic" id="11431">139,90,43,tan4</list></item><item><list struct="atomic" id="11432">255,127,36,chocolate1</list></item><item><list struct="atomic" id="11433">238,118,33,chocolate2</list></item><item><list struct="atomic" id="11434">205,102,29,chocolate3</list></item><item><list struct="atomic" id="11435">139,69,19,chocolate4</list></item><item><list struct="atomic" id="11436">255,48,48,firebrick1</list></item><item><list struct="atomic" id="11437">238,44,44,firebrick2</list></item><item><list struct="atomic" id="11438">205,38,38,firebrick3</list></item><item><list struct="atomic" id="11439">139,26,26,firebrick4</list></item><item><list struct="atomic" id="11440">255,64,64,brown1</list></item><item><list struct="atomic" id="11441">238,59,59,brown2</list></item><item><list struct="atomic" id="11442">205,51,51,brown3</list></item><item><list struct="atomic" id="11443">139,35,35,brown4</list></item><item><list struct="atomic" id="11444">255,140,105,salmon1</list></item><item><list struct="atomic" id="11445">238,130,98,salmon2</list></item><item><list struct="atomic" id="11446">205,112,84,salmon3</list></item><item><list struct="atomic" id="11447">139,76,57,salmon4</list></item><item><list struct="atomic" id="11448">255,160,122,LightSalmon1</list></item><item><list struct="atomic" id="11449">238,149,114,LightSalmon2</list></item><item><list struct="atomic" id="11450">205,129,98,LightSalmon3</list></item><item><list struct="atomic" id="11451">139,87,66,LightSalmon4</list></item><item><list struct="atomic" id="11452">255,165,0,orange1</list></item><item><list struct="atomic" id="11453">238,154,0,orange2</list></item><item><list struct="atomic" id="11454">205,133,0,orange3</list></item><item><list struct="atomic" id="11455">139,90,0,orange4</list></item><item><list struct="atomic" id="11456">255,127,0,DarkOrange1</list></item><item><list struct="atomic" id="11457">238,118,0,DarkOrange2</list></item><item><list struct="atomic" id="11458">205,102,0,DarkOrange3</list></item><item><list struct="atomic" id="11459">139,69,0,DarkOrange4</list></item><item><list struct="atomic" id="11460">255,114,86,coral1</list></item><item><list struct="atomic" id="11461">238,106,80,coral2</list></item><item><list struct="atomic" id="11462">205,91,69,coral3</list></item><item><list struct="atomic" id="11463">139,62,47,coral4</list></item><item><list struct="atomic" id="11464">255,99,71,tomato1</list></item><item><list struct="atomic" id="11465">238,92,66,tomato2</list></item><item><list struct="atomic" id="11466">205,79,57,tomato3</list></item><item><list struct="atomic" id="11467">139,54,38,tomato4</list></item><item><list struct="atomic" id="11468">255,69,0,OrangeRed1</list></item><item><list struct="atomic" id="11469">238,64,0,OrangeRed2</list></item><item><list struct="atomic" id="11470">205,55,0,OrangeRed3</list></item><item><list struct="atomic" id="11471">139,37,0,OrangeRed4</list></item><item><list struct="atomic" id="11472">255,0,0,red1</list></item><item><list struct="atomic" id="11473">238,0,0,red2</list></item><item><list struct="atomic" id="11474">205,0,0,red3</list></item><item><list struct="atomic" id="11475">139,0,0,red4</list></item><item><list struct="atomic" id="11476">255,20,147,DeepPink1</list></item><item><list struct="atomic" id="11477">238,18,137,DeepPink2</list></item><item><list struct="atomic" id="11478">205,16,118,DeepPink3</list></item><item><list struct="atomic" id="11479">139,10,80,DeepPink4</list></item><item><list struct="atomic" id="11480">255,110,180,HotPink1</list></item><item><list struct="atomic" id="11481">238,106,167,HotPink2</list></item><item><list struct="atomic" id="11482">205,96,144,HotPink3</list></item><item><list struct="atomic" id="11483">139,58,98,HotPink4</list></item><item><list struct="atomic" id="11484">255,181,197,pink1</list></item><item><list struct="atomic" id="11485">238,169,184,pink2</list></item><item><list struct="atomic" id="11486">205,145,158,pink3</list></item><item><list struct="atomic" id="11487">139,99,108,pink4</list></item><item><list struct="atomic" id="11488">255,174,185,LightPink1</list></item><item><list struct="atomic" id="11489">238,162,173,LightPink2</list></item><item><list struct="atomic" id="11490">205,140,149,LightPink3</list></item><item><list struct="atomic" id="11491">139,95,101,LightPink4</list></item><item><list struct="atomic" id="11492">255,130,171,PaleVioletRed1</list></item><item><list struct="atomic" id="11493">238,121,159,PaleVioletRed2</list></item><item><list struct="atomic" id="11494">205,104,137,PaleVioletRed3</list></item><item><list struct="atomic" id="11495">139,71,93,PaleVioletRed4</list></item><item><list struct="atomic" id="11496">255,52,179,maroon1</list></item><item><list struct="atomic" id="11497">238,48,167,maroon2</list></item><item><list struct="atomic" id="11498">205,41,144,maroon3</list></item><item><list struct="atomic" id="11499">139,28,98,maroon4</list></item><item><list struct="atomic" id="11500">255,62,150,VioletRed1</list></item><item><list struct="atomic" id="11501">238,58,140,VioletRed2</list></item><item><list struct="atomic" id="11502">205,50,120,VioletRed3</list></item><item><list struct="atomic" id="11503">139,34,82,VioletRed4</list></item><item><list struct="atomic" id="11504">255,0,255,magenta1</list></item><item><list struct="atomic" id="11505">238,0,238,magenta2</list></item><item><list struct="atomic" id="11506">205,0,205,magenta3</list></item><item><list struct="atomic" id="11507">139,0,139,magenta4</list></item><item><list struct="atomic" id="11508">255,131,250,orchid1</list></item><item><list struct="atomic" id="11509">238,122,233,orchid2</list></item><item><list struct="atomic" id="11510">205,105,201,orchid3</list></item><item><list struct="atomic" id="11511">139,71,137,orchid4</list></item><item><list struct="atomic" id="11512">255,187,255,plum1</list></item><item><list struct="atomic" id="11513">238,174,238,plum2</list></item><item><list struct="atomic" id="11514">205,150,205,plum3</list></item><item><list struct="atomic" id="11515">139,102,139,plum4</list></item><item><list struct="atomic" id="11516">224,102,255,MediumOrchid1</list></item><item><list struct="atomic" id="11517">209,95,238,MediumOrchid2</list></item><item><list struct="atomic" id="11518">180,82,205,MediumOrchid3</list></item><item><list struct="atomic" id="11519">122,55,139,MediumOrchid4</list></item><item><list struct="atomic" id="11520">191,62,255,DarkOrchid1</list></item><item><list struct="atomic" id="11521">178,58,238,DarkOrchid2</list></item><item><list struct="atomic" id="11522">154,50,205,DarkOrchid3</list></item><item><list struct="atomic" id="11523">104,34,139,DarkOrchid4</list></item><item><list struct="atomic" id="11524">155,48,255,purple1</list></item><item><list struct="atomic" id="11525">145,44,238,purple2</list></item><item><list struct="atomic" id="11526">125,38,205,purple3</list></item><item><list struct="atomic" id="11527">85,26,139,purple4</list></item><item><list struct="atomic" id="11528">171,130,255,MediumPurple1</list></item><item><list struct="atomic" id="11529">159,121,238,MediumPurple2</list></item><item><list struct="atomic" id="11530">137,104,205,MediumPurple3</list></item><item><list struct="atomic" id="11531">93,71,139,MediumPurple4</list></item><item><list struct="atomic" id="11532">255,225,255,thistle1</list></item><item><list struct="atomic" id="11533">238,210,238,thistle2</list></item><item><list struct="atomic" id="11534">205,181,205,thistle3</list></item><item><list struct="atomic" id="11535">139,123,139,thistle4</list></item><item><list struct="atomic" id="11536">0,0,0,gray0</list></item><item><list struct="atomic" id="11537">0,0,0,grey0</list></item><item><list struct="atomic" id="11538">3,3,3,gray1</list></item><item><list struct="atomic" id="11539">3,3,3,grey1</list></item><item><list struct="atomic" id="11540">5,5,5,gray2</list></item><item><list struct="atomic" id="11541">5,5,5,grey2</list></item><item><list struct="atomic" id="11542">8,8,8,gray3</list></item><item><list struct="atomic" id="11543">8,8,8,grey3</list></item><item><list struct="atomic" id="11544">10,10,10,gray4</list></item><item><list struct="atomic" id="11545">10,10,10,grey4</list></item><item><list struct="atomic" id="11546">13,13,13,gray5</list></item><item><list struct="atomic" id="11547">13,13,13,grey5</list></item><item><list struct="atomic" id="11548">15,15,15,gray6</list></item><item><list struct="atomic" id="11549">15,15,15,grey6</list></item><item><list struct="atomic" id="11550">18,18,18,gray7</list></item><item><list struct="atomic" id="11551">18,18,18,grey7</list></item><item><list struct="atomic" id="11552">20,20,20,gray8</list></item><item><list struct="atomic" id="11553">20,20,20,grey8</list></item><item><list struct="atomic" id="11554">23,23,23,gray9</list></item><item><list struct="atomic" id="11555">23,23,23,grey9</list></item><item><list struct="atomic" id="11556">26,26,26,gray10</list></item><item><list struct="atomic" id="11557">26,26,26,grey10</list></item><item><list struct="atomic" id="11558">28,28,28,gray11</list></item><item><list struct="atomic" id="11559">28,28,28,grey11</list></item><item><list struct="atomic" id="11560">31,31,31,gray12</list></item><item><list struct="atomic" id="11561">31,31,31,grey12</list></item><item><list struct="atomic" id="11562">33,33,33,gray13</list></item><item><list struct="atomic" id="11563">33,33,33,grey13</list></item><item><list struct="atomic" id="11564">36,36,36,gray14</list></item><item><list struct="atomic" id="11565">36,36,36,grey14</list></item><item><list struct="atomic" id="11566">38,38,38,gray15</list></item><item><list struct="atomic" id="11567">38,38,38,grey15</list></item><item><list struct="atomic" id="11568">41,41,41,gray16</list></item><item><list struct="atomic" id="11569">41,41,41,grey16</list></item><item><list struct="atomic" id="11570">43,43,43,gray17</list></item><item><list struct="atomic" id="11571">43,43,43,grey17</list></item><item><list struct="atomic" id="11572">46,46,46,gray18</list></item><item><list struct="atomic" id="11573">46,46,46,grey18</list></item><item><list struct="atomic" id="11574">48,48,48,gray19</list></item><item><list struct="atomic" id="11575">48,48,48,grey19</list></item><item><list struct="atomic" id="11576">51,51,51,gray20</list></item><item><list struct="atomic" id="11577">51,51,51,grey20</list></item><item><list struct="atomic" id="11578">54,54,54,gray21</list></item><item><list struct="atomic" id="11579">54,54,54,grey21</list></item><item><list struct="atomic" id="11580">56,56,56,gray22</list></item><item><list struct="atomic" id="11581">56,56,56,grey22</list></item><item><list struct="atomic" id="11582">59,59,59,gray23</list></item><item><list struct="atomic" id="11583">59,59,59,grey23</list></item><item><list struct="atomic" id="11584">61,61,61,gray24</list></item><item><list struct="atomic" id="11585">61,61,61,grey24</list></item><item><list struct="atomic" id="11586">64,64,64,gray25</list></item><item><list struct="atomic" id="11587">64,64,64,grey25</list></item><item><list struct="atomic" id="11588">66,66,66,gray26</list></item><item><list struct="atomic" id="11589">66,66,66,grey26</list></item><item><list struct="atomic" id="11590">69,69,69,gray27</list></item><item><list struct="atomic" id="11591">69,69,69,grey27</list></item><item><list struct="atomic" id="11592">71,71,71,gray28</list></item><item><list struct="atomic" id="11593">71,71,71,grey28</list></item><item><list struct="atomic" id="11594">74,74,74,gray29</list></item><item><list struct="atomic" id="11595">74,74,74,grey29</list></item><item><list struct="atomic" id="11596">77,77,77,gray30</list></item><item><list struct="atomic" id="11597">77,77,77,grey30</list></item><item><list struct="atomic" id="11598">79,79,79,gray31</list></item><item><list struct="atomic" id="11599">79,79,79,grey31</list></item><item><list struct="atomic" id="11600">82,82,82,gray32</list></item><item><list struct="atomic" id="11601">82,82,82,grey32</list></item><item><list struct="atomic" id="11602">84,84,84,gray33</list></item><item><list struct="atomic" id="11603">84,84,84,grey33</list></item><item><list struct="atomic" id="11604">87,87,87,gray34</list></item><item><list struct="atomic" id="11605">87,87,87,grey34</list></item><item><list struct="atomic" id="11606">89,89,89,gray35</list></item><item><list struct="atomic" id="11607">89,89,89,grey35</list></item><item><list struct="atomic" id="11608">92,92,92,gray36</list></item><item><list struct="atomic" id="11609">92,92,92,grey36</list></item><item><list struct="atomic" id="11610">94,94,94,gray37</list></item><item><list struct="atomic" id="11611">94,94,94,grey37</list></item><item><list struct="atomic" id="11612">97,97,97,gray38</list></item><item><list struct="atomic" id="11613">97,97,97,grey38</list></item><item><list struct="atomic" id="11614">99,99,99,gray39</list></item><item><list struct="atomic" id="11615">99,99,99,grey39</list></item><item><list struct="atomic" id="11616">102,102,102,gray40</list></item><item><list struct="atomic" id="11617">102,102,102,grey40</list></item><item><list struct="atomic" id="11618">105,105,105,gray41</list></item><item><list struct="atomic" id="11619">105,105,105,grey41</list></item><item><list struct="atomic" id="11620">107,107,107,gray42</list></item><item><list struct="atomic" id="11621">107,107,107,grey42</list></item><item><list struct="atomic" id="11622">110,110,110,gray43</list></item><item><list struct="atomic" id="11623">110,110,110,grey43</list></item><item><list struct="atomic" id="11624">112,112,112,gray44</list></item><item><list struct="atomic" id="11625">112,112,112,grey44</list></item><item><list struct="atomic" id="11626">115,115,115,gray45</list></item><item><list struct="atomic" id="11627">115,115,115,grey45</list></item><item><list struct="atomic" id="11628">117,117,117,gray46</list></item><item><list struct="atomic" id="11629">117,117,117,grey46</list></item><item><list struct="atomic" id="11630">120,120,120,gray47</list></item><item><list struct="atomic" id="11631">120,120,120,grey47</list></item><item><list struct="atomic" id="11632">122,122,122,gray48</list></item><item><list struct="atomic" id="11633">122,122,122,grey48</list></item><item><list struct="atomic" id="11634">125,125,125,gray49</list></item><item><list struct="atomic" id="11635">125,125,125,grey49</list></item><item><list struct="atomic" id="11636">127,127,127,gray50</list></item><item><list struct="atomic" id="11637">127,127,127,grey50</list></item><item><list struct="atomic" id="11638">130,130,130,gray51</list></item><item><list struct="atomic" id="11639">130,130,130,grey51</list></item><item><list struct="atomic" id="11640">133,133,133,gray52</list></item><item><list struct="atomic" id="11641">133,133,133,grey52</list></item><item><list struct="atomic" id="11642">135,135,135,gray53</list></item><item><list struct="atomic" id="11643">135,135,135,grey53</list></item><item><list struct="atomic" id="11644">138,138,138,gray54</list></item><item><list struct="atomic" id="11645">138,138,138,grey54</list></item><item><list struct="atomic" id="11646">140,140,140,gray55</list></item><item><list struct="atomic" id="11647">140,140,140,grey55</list></item><item><list struct="atomic" id="11648">143,143,143,gray56</list></item><item><list struct="atomic" id="11649">143,143,143,grey56</list></item><item><list struct="atomic" id="11650">145,145,145,gray57</list></item><item><list struct="atomic" id="11651">145,145,145,grey57</list></item><item><list struct="atomic" id="11652">148,148,148,gray58</list></item><item><list struct="atomic" id="11653">148,148,148,grey58</list></item><item><list struct="atomic" id="11654">150,150,150,gray59</list></item><item><list struct="atomic" id="11655">150,150,150,grey59</list></item><item><list struct="atomic" id="11656">153,153,153,gray60</list></item><item><list struct="atomic" id="11657">153,153,153,grey60</list></item><item><list struct="atomic" id="11658">156,156,156,gray61</list></item><item><list struct="atomic" id="11659">156,156,156,grey61</list></item><item><list struct="atomic" id="11660">158,158,158,gray62</list></item><item><list struct="atomic" id="11661">158,158,158,grey62</list></item><item><list struct="atomic" id="11662">161,161,161,gray63</list></item><item><list struct="atomic" id="11663">161,161,161,grey63</list></item><item><list struct="atomic" id="11664">163,163,163,gray64</list></item><item><list struct="atomic" id="11665">163,163,163,grey64</list></item><item><list struct="atomic" id="11666">166,166,166,gray65</list></item><item><list struct="atomic" id="11667">166,166,166,grey65</list></item><item><list struct="atomic" id="11668">168,168,168,gray66</list></item><item><list struct="atomic" id="11669">168,168,168,grey66</list></item><item><list struct="atomic" id="11670">171,171,171,gray67</list></item><item><list struct="atomic" id="11671">171,171,171,grey67</list></item><item><list struct="atomic" id="11672">173,173,173,gray68</list></item><item><list struct="atomic" id="11673">173,173,173,grey68</list></item><item><list struct="atomic" id="11674">176,176,176,gray69</list></item><item><list struct="atomic" id="11675">176,176,176,grey69</list></item><item><list struct="atomic" id="11676">179,179,179,gray70</list></item><item><list struct="atomic" id="11677">179,179,179,grey70</list></item><item><list struct="atomic" id="11678">181,181,181,gray71</list></item><item><list struct="atomic" id="11679">181,181,181,grey71</list></item><item><list struct="atomic" id="11680">184,184,184,gray72</list></item><item><list struct="atomic" id="11681">184,184,184,grey72</list></item><item><list struct="atomic" id="11682">186,186,186,gray73</list></item><item><list struct="atomic" id="11683">186,186,186,grey73</list></item><item><list struct="atomic" id="11684">189,189,189,gray74</list></item><item><list struct="atomic" id="11685">189,189,189,grey74</list></item><item><list struct="atomic" id="11686">191,191,191,gray75</list></item><item><list struct="atomic" id="11687">191,191,191,grey75</list></item><item><list struct="atomic" id="11688">194,194,194,gray76</list></item><item><list struct="atomic" id="11689">194,194,194,grey76</list></item><item><list struct="atomic" id="11690">196,196,196,gray77</list></item><item><list struct="atomic" id="11691">196,196,196,grey77</list></item><item><list struct="atomic" id="11692">199,199,199,gray78</list></item><item><list struct="atomic" id="11693">199,199,199,grey78</list></item><item><list struct="atomic" id="11694">201,201,201,gray79</list></item><item><list struct="atomic" id="11695">201,201,201,grey79</list></item><item><list struct="atomic" id="11696">204,204,204,gray80</list></item><item><list struct="atomic" id="11697">204,204,204,grey80</list></item><item><list struct="atomic" id="11698">207,207,207,gray81</list></item><item><list struct="atomic" id="11699">207,207,207,grey81</list></item><item><list struct="atomic" id="11700">209,209,209,gray82</list></item><item><list struct="atomic" id="11701">209,209,209,grey82</list></item><item><list struct="atomic" id="11702">212,212,212,gray83</list></item><item><list struct="atomic" id="11703">212,212,212,grey83</list></item><item><list struct="atomic" id="11704">214,214,214,gray84</list></item><item><list struct="atomic" id="11705">214,214,214,grey84</list></item><item><list struct="atomic" id="11706">217,217,217,gray85</list></item><item><list struct="atomic" id="11707">217,217,217,grey85</list></item><item><list struct="atomic" id="11708">219,219,219,gray86</list></item><item><list struct="atomic" id="11709">219,219,219,grey86</list></item><item><list struct="atomic" id="11710">222,222,222,gray87</list></item><item><list struct="atomic" id="11711">222,222,222,grey87</list></item><item><list struct="atomic" id="11712">224,224,224,gray88</list></item><item><list struct="atomic" id="11713">224,224,224,grey88</list></item><item><list struct="atomic" id="11714">227,227,227,gray89</list></item><item><list struct="atomic" id="11715">227,227,227,grey89</list></item><item><list struct="atomic" id="11716">229,229,229,gray90</list></item><item><list struct="atomic" id="11717">229,229,229,grey90</list></item><item><list struct="atomic" id="11718">232,232,232,gray91</list></item><item><list struct="atomic" id="11719">232,232,232,grey91</list></item><item><list struct="atomic" id="11720">235,235,235,gray92</list></item><item><list struct="atomic" id="11721">235,235,235,grey92</list></item><item><list struct="atomic" id="11722">237,237,237,gray93</list></item><item><list struct="atomic" id="11723">237,237,237,grey93</list></item><item><list struct="atomic" id="11724">240,240,240,gray94</list></item><item><list struct="atomic" id="11725">240,240,240,grey94</list></item><item><list struct="atomic" id="11726">242,242,242,gray95</list></item><item><list struct="atomic" id="11727">242,242,242,grey95</list></item><item><list struct="atomic" id="11728">245,245,245,gray96</list></item><item><list struct="atomic" id="11729">245,245,245,grey96</list></item><item><list struct="atomic" id="11730">247,247,247,gray97</list></item><item><list struct="atomic" id="11731">247,247,247,grey97</list></item><item><list struct="atomic" id="11732">250,250,250,gray98</list></item><item><list struct="atomic" id="11733">250,250,250,grey98</list></item><item><list struct="atomic" id="11734">252,252,252,gray99</list></item><item><list struct="atomic" id="11735">252,252,252,grey99</list></item><item><list struct="atomic" id="11736">255,255,255,gray100</list></item><item><list struct="atomic" id="11737">255,255,255,grey100</list></item><item><list struct="atomic" id="11738">169,169,169,darkgrey</list></item><item><list struct="atomic" id="11739">169,169,169,darkgray</list></item><item><list struct="atomic" id="11740">0,0,139,darkblue</list></item><item><list struct="atomic" id="11741">0,139,139,darkcyan</list></item><item><list struct="atomic" id="11742">139,0,139,darkmagenta</list></item><item><list struct="atomic" id="11743">139,0,0,darkred</list></item><item><list struct="atomic" id="11744">144,238,144,lightgreen</list></item></list></variable><variable name="✐ crayon colors"><list id="11745"><item><list struct="atomic" id="11746">0,0,0,black,0</list></item><item><list struct="atomic" id="11747">18,18,18,gray7,1</list></item><item><list struct="atomic" id="11748">36,36,36,gray14,2</list></item><item><list struct="atomic" id="11749">54,54,54,gray21,3</list></item><item><list struct="atomic" id="11750">72,72,72,gray28,4</list></item><item><list struct="atomic" id="11751">92,92,92,gray36,5</list></item><item><list struct="atomic" id="11752">109,109,109,gray43,6</list></item><item><list struct="atomic" id="11753">127,127,127,gray50,7</list></item><item><list struct="atomic" id="11754">145,145,145,gray57,8</list></item><item><list struct="atomic" id="11755">163,163,163,gray64,9</list></item><item><list struct="atomic" id="11756">181,181,181,gray71,10</list></item><item><list struct="atomic" id="11757">200,200,200,gray78,11</list></item><item><list struct="atomic" id="11758">218,218,218,gray85,12</list></item><item><list struct="atomic" id="11759">236,236,236,gray92,13</list></item><item><list struct="atomic" id="11760">255,255,255,white,14</list></item><item><list struct="atomic" id="11761">255,20,147,deep pink,15</list></item><item><list struct="atomic" id="11762">255,105,180,hot pink,16</list></item><item><list struct="atomic" id="11763">255,0,127,bright pink,17</list></item><item><list struct="atomic" id="11764">227,11,93,raspberry,18</list></item><item><list struct="atomic" id="11765">229,43,80,amaranth,19</list></item><item><list struct="atomic" id="11766">255,0,0,red,20</list></item><item><list struct="atomic" id="11767">144,0,32,burgundy,21</list></item><item><list struct="atomic" id="11768">153,0,0,cherry,22</list></item><item><list struct="atomic" id="11769">164,0,0,dark candy apple red,23</list></item><item><list struct="atomic" id="11770">192,0,0,sanguine,24</list></item><item><list struct="atomic" id="11771">128,0,0,maroon,25</list></item><item><list struct="atomic" id="11772">201,0,22,crimson,26</list></item><item><list struct="atomic" id="11773">217,77,17,Lists,27</list></item><item><list struct="atomic" id="11774">255,8,0,candy apple red,28</list></item><item><list struct="atomic" id="11775">255,56,0,coquelicot,29</list></item><item><list struct="atomic" id="11776">139,69,19,saddle brown,30</list></item><item><list struct="atomic" id="11777">123,63,0,chocolate,31</list></item><item><list struct="atomic" id="11778">107,68,35,kobicha,32</list></item><item><list struct="atomic" id="11779">112,66,20,sepia,33</list></item><item><list struct="atomic" id="11780">149,69,53,chestnut,34</list></item><item><list struct="atomic" id="11781">101,67,33,dark brown,35</list></item><item><list struct="atomic" id="11782">150,75,0,brown,36</list></item><item><list struct="atomic" id="11783">153,101,21,golden brown,37</list></item><item><list struct="atomic" id="11784">184,115,51,cinnamon,38</list></item><item><list struct="atomic" id="11785">210,105,30,copper,39</list></item><item><list struct="atomic" id="11786">255,127,0,orange,40</list></item><item><list struct="atomic" id="11787">255,88,0,Pantone orange,41</list></item><item><list struct="atomic" id="11788">255,117,24,pumpkin,42</list></item><item><list struct="atomic" id="11789">243,118,29,Variables,43</list></item><item><list struct="atomic" id="11790">232,97,0,Spanish orange,44</list></item><item><list struct="atomic" id="11791">204,85,0,burnt orange,45</list></item><item><list struct="atomic" id="11792">203,65,11,sinopia,46</list></item><item><list struct="atomic" id="11793">204,119,34,ochre,47</list></item><item><list struct="atomic" id="11794">237,145,33,carrot,48</list></item><item><list struct="atomic" id="11795">242,133,0,tangerine,49</list></item><item><list struct="atomic" id="11796">255,255,0,yellow,50</list></item><item><list struct="atomic" id="11797">230,168,34,Control,51</list></item><item><list struct="atomic" id="11798">184,134,11,dark goldenrod,52</list></item><item><list struct="atomic" id="11799">218,165,32,goldenrod,53</list></item><item><list struct="atomic" id="11800">244,196,48,saffron,54</list></item><item><list struct="atomic" id="11801">236,213,64,sandstorm,55</list></item><item><list struct="atomic" id="11802">255,219,88,mustard,56</list></item><item><list struct="atomic" id="11803">255,215,0,gold,57</list></item><item><list struct="atomic" id="11804">254,227,62,egg yolk,58</list></item><item><list struct="atomic" id="11805">251,225,8,rubber duck,59</list></item><item><list struct="atomic" id="11806">0,255,0,lime,60</list></item><item><list struct="atomic" id="11807">141,182,0,apple green,61</list></item><item><list struct="atomic" id="11808">98,194,19,Operators,62</list></item><item><list struct="atomic" id="11809">34,139,34,forest green,63</list></item><item><list struct="atomic" id="11810">0,128,0,green,64</list></item><item><list struct="atomic" id="11811">0,100,0,dark green,65</list></item><item><list struct="atomic" id="11812">3,192,60,dark pastel green,66</list></item><item><list struct="atomic" id="11813">80,200,120,emerald,67</list></item><item><list struct="atomic" id="11814">62,180,137,mint,68</list></item><item><list struct="atomic" id="11815">0,161,120,Pen,69</list></item><item><list struct="atomic" id="11816">0,255,255,aqua,70</list></item><item><list struct="atomic" id="11817">0,139,139,dark cyan,71</list></item><item><list struct="atomic" id="11818">0,123,167,cerulean,72</list></item><item><list struct="atomic" id="11819">113,166,210,iceberg,73</list></item><item><list struct="atomic" id="11820">4,148,220,Sensing,74</list></item><item><list struct="atomic" id="11821">0,128,128,teal,75</list></item><item><list struct="atomic" id="11822">135,206,250,light sky blue,76</list></item><item><list struct="atomic" id="11823">0,191,255,deep sky blue,77</list></item><item><list struct="atomic" id="11824">30,144,255,dodger blue,78</list></item><item><list struct="atomic" id="11825">0,127,255,azure,79</list></item><item><list struct="atomic" id="11826">0,0,255,blue,80</list></item><item><list struct="atomic" id="11827">25,25,112,midnight blue,81</list></item><item><list struct="atomic" id="11828">0,51,153,dark powder blue,82</list></item><item><list struct="atomic" id="11829">0,71,171,cobalt,83</list></item><item><list struct="atomic" id="11830">21,96,189,denim,84</list></item><item><list struct="atomic" id="11831">0,0,128,navy blue,85</list></item><item><list struct="atomic" id="11832">70,130,180,steel blue,86</list></item><item><list struct="atomic" id="11833">74,108,212,Motion,87</list></item><item><list struct="atomic" id="11834">100,149,237,cornflower,88</list></item><item><list struct="atomic" id="11835">106,90,205,slate blue,89</list></item><item><list struct="atomic" id="11836">128,0,255,violet,90</list></item><item><list struct="atomic" id="11837">143,86,227,Looks,91</list></item><item><list struct="atomic" id="11838">111,45,168,grape,92</list></item><item><list struct="atomic" id="11839">75,0,130,indigo,93</list></item><item><list struct="atomic" id="11840">160,32,240,x11 purple,94</list></item><item><list struct="atomic" id="11841">255,0,255,magenta,95</list></item><item><list struct="atomic" id="11842">153,50,204,dark orchid,96</list></item><item><list struct="atomic" id="11843">207,74,217,Sound,97</list></item><item><list struct="atomic" id="11844">127,0,127,purple,98</list></item><item><list struct="atomic" id="11845">139,0,139,dark magenta,99</list></item><item><list struct="atomic" id="11846">0,255,255,cyan,100</list></item><item><list struct="atomic" id="11847">255,0,255,fuchia,101</list></item><item><list struct="atomic" id="11848">18,18,18,grey7,102</list></item><item><list struct="atomic" id="11849">36,36,36,grey14,103</list></item><item><list struct="atomic" id="11850">54,54,54,grey21,104</list></item><item><list struct="atomic" id="11851">72,72,72,grey28,105</list></item><item><list struct="atomic" id="11852">92,92,92,grey36,106</list></item><item><list struct="atomic" id="11853">109,109,109,grey43,107</list></item><item><list struct="atomic" id="11854">127,127,127,grey50,108</list></item><item><list struct="atomic" id="11855">145,145,145,grey57,109</list></item><item><list struct="atomic" id="11856">163,163,163,grey64,110</list></item><item><list struct="atomic" id="11857">181,181,181,grey71,111</list></item><item><list struct="atomic" id="11858">200,200,200,grey78,112</list></item><item><list struct="atomic" id="11859">218,218,218,grey85,113</list></item><item><list struct="atomic" id="11860">236,236,236,grey92,114</list></item></list></variable><variable name="✐ fair hue table"><list id="11861"><item><list struct="atomic" id="11862">0,0</list></item><item><list struct="atomic" id="11863">0.1,0.4490048</list></item><item><list struct="atomic" id="11864">0.2,0.7917349397590361</list></item><item><list struct="atomic" id="11865">0.3,1.323783606557377</list></item><item><list struct="atomic" id="11866">0.4,1.5577075630252102</list></item><item><list struct="atomic" id="11867">0.5,1.8819460580912863</list></item><item><list struct="atomic" id="11868">0.6,2.2386749999999993</list></item><item><list struct="atomic" id="11869">0.7,2.7028660714285713</list></item><item><list struct="atomic" id="11870">0.8,3.0121628959276014</list></item><item><list struct="atomic" id="11871">0.9,3.315934497816594</list></item><item><list struct="atomic" id="11872">1,3.6112710280373834</list></item><item><list struct="atomic" id="11873">1.1,3.90595</list></item><item><list struct="atomic" id="11874">1.2,4.127571428571427</list></item><item><list struct="atomic" id="11875">1.3,4.297762318840579</list></item><item><list struct="atomic" id="11876">1.4,4.489283257918553</list></item><item><list struct="atomic" id="11877">1.5,4.7677722772277225</list></item><item><list struct="atomic" id="11878">1.6,5.039333333333333</list></item><item><list struct="atomic" id="11879">1.7,5.304873846153846</list></item><item><list struct="atomic" id="11880">1.8,5.403663157894737</list></item><item><list struct="atomic" id="11881">1.9,5.658512796208531</list></item><item><list struct="atomic" id="11882">2,5.840000000000001</list></item><item><list struct="atomic" id="11883">2.1,6.114844444444445</list></item><item><list struct="atomic" id="11884">2.2,6.204400000000001</list></item><item><list struct="atomic" id="11885">2.3,6.3165000000000004</list></item><item><list struct="atomic" id="11886">2.4,6.566297872340425</list></item><item><list struct="atomic" id="11887">2.5,6.83</list></item><item><list struct="atomic" id="11888">2.6,6.923418181818183</list></item><item><list struct="atomic" id="11889">2.7,7.050461538461539</list></item><item><list struct="atomic" id="11890">2.8,7.275225806451613</list></item><item><list struct="atomic" id="11891">2.9,7.5318</list></item><item><list struct="atomic" id="11892">3,7.621924324324324</list></item><item><list struct="atomic" id="11893">3.1,7.708551724137931</list></item><item><list struct="atomic" id="11894">3.2,7.956799999999999</list></item><item><list struct="atomic" id="11895">3.3,8.1096</list></item><item><list struct="atomic" id="11896">3.4,8.203896774193549</list></item><item><list struct="atomic" id="11897">3.5,8.371</list></item><item><list struct="atomic" id="11898">3.6,8.6184</list></item><item><list struct="atomic" id="11899">3.7,8.717372727272728</list></item><item><list struct="atomic" id="11900">3.8,8.851600000000001</list></item><item><list struct="atomic" id="11901">3.9,9.016399999999999</list></item><item><list struct="atomic" id="11902">4,9.10822857142857</list></item><item><list struct="atomic" id="11903">4.1,9.2424</list></item><item><list struct="atomic" id="11904">4.2,9.4036</list></item><item><list struct="atomic" id="11905">4.3,9.4894</list></item><item><list struct="atomic" id="11906">4.4,9.6224</list></item><item><list struct="atomic" id="11907">4.5,9.725789473684207</list></item><item><list struct="atomic" id="11908">4.6,9.9364</list></item><item><list struct="atomic" id="11909">4.7,10.070061538461541</list></item><item><list struct="atomic" id="11910">4.8,10.1744</list></item><item><list struct="atomic" id="11911">4.9,10.297239999999999</list></item><item><list struct="atomic" id="11912">5,10.379999999999999</list></item><item><list struct="atomic" id="11913">5.1,10.600304</list></item><item><list struct="atomic" id="11914">5.2,10.661408</list></item><item><list struct="atomic" id="11915">5.3,10.7294</list></item><item><list struct="atomic" id="11916">5.4,10.828241860465111</list></item><item><list struct="atomic" id="11917">5.5,11.017183908045975</list></item><item><list struct="atomic" id="11918">5.6,11.075908045977013</list></item><item><list struct="atomic" id="11919">5.7,11.308730635838149</list></item><item><list struct="atomic" id="11920">5.8,11.36599768786127</list></item><item><list struct="atomic" id="11921">5.9,11.4312</list></item><item><list struct="atomic" id="11922">6,11.522086956521738</list></item><item><list struct="atomic" id="11923">6.1,11.70843023255814</list></item><item><list struct="atomic" id="11924">6.2,11.763372093023255</list></item><item><list struct="atomic" id="11925">6.3,11.825</list></item><item><list struct="atomic" id="11926">6.4,11.900000000000002</list></item><item><list struct="atomic" id="11927">6.5,11.99609375</list></item><item><list struct="atomic" id="11928">6.6,12.150512280701754</list></item><item><list struct="atomic" id="11929">6.7,12.204400000000001</list></item><item><list struct="atomic" id="11930">6.8,12.277600000000001</list></item><item><list struct="atomic" id="11931">6.9,12.36096</list></item><item><list struct="atomic" id="11932">7,12.534857142857144</list></item><item><list struct="atomic" id="11933">7.1,12.5976</list></item><item><list struct="atomic" id="11934">7.2,13</list></item><item><list struct="atomic" id="11935">7.3,13.411466666666666</list></item><item><list struct="atomic" id="11936">7.4,13.549833333333334</list></item><item><list struct="atomic" id="11937">7.5,13.69097222222222</list></item><item><list struct="atomic" id="11938">7.6,13.9648</list></item><item><list struct="atomic" id="11939">7.7,14.168931506849315</list></item><item><list struct="atomic" id="11940">7.8,14.458400000000001</list></item><item><list struct="atomic" id="11941">7.9,14.768594594594598</list></item><item><list struct="atomic" id="11942">8,14.865702702702702</list></item><item><list struct="atomic" id="11943">8.1,15.092035443037975</list></item><item><list struct="atomic" id="11944">8.2,15.482090666666668</list></item><item><list struct="atomic" id="11945">8.3,15.939600000000002</list></item><item><list struct="atomic" id="11946">8.4,16.261599999999998</list></item><item><list struct="atomic" id="11947">8.5,16.61513513513513</list></item><item><list struct="atomic" id="11948">8.6,17.015784615384618</list></item><item><list struct="atomic" id="11949">8.7,17.513740506329114</list></item><item><list struct="atomic" id="11950">8.8,17.718825316455696</list></item><item><list struct="atomic" id="11951">8.9,26.517000000000003</list></item><item><list struct="atomic" id="11952">9,26.77</list></item><item><list struct="atomic" id="11953">9.1,27.022999999999996</list></item><item><list struct="atomic" id="11954">9.2,27.276</list></item><item><list struct="atomic" id="11955">9.3,27.528999999999996</list></item><item><list struct="atomic" id="11956">9.4,27.782</list></item><item><list struct="atomic" id="11957">9.5,28.035000000000004</list></item><item><list struct="atomic" id="11958">9.6,28.288</list></item><item><list struct="atomic" id="11959">9.7,28.540999999999997</list></item><item><list struct="atomic" id="11960">9.8,28.794</list></item><item><list struct="atomic" id="11961">9.9,29.046999999999997</list></item><item><list struct="atomic" id="11962">10,29.3</list></item><item><list struct="atomic" id="11963">10.1,29.553000000000004</list></item><item><list struct="atomic" id="11964">10.2,29.906</list></item><item><list struct="atomic" id="11965">10.3,30.058999999999997</list></item><item><list struct="atomic" 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id="12840">97.8,98.417</list></item><item><list struct="atomic" id="12841">97.9,98.4935</list></item><item><list struct="atomic" id="12842">98,98.57</list></item><item><list struct="atomic" id="12843">98.1,98.64649999999999</list></item><item><list struct="atomic" id="12844">98.2,98.72299999999998</list></item><item><list struct="atomic" id="12845">98.3,98.7995</list></item><item><list struct="atomic" id="12846">98.4,98.85066666666667</list></item><item><list struct="atomic" id="12847">98.5,98.90249999999999</list></item><item><list struct="atomic" id="12848">98.6,98.979</list></item><item><list struct="atomic" id="12849">98.7,99.0555</list></item><item><list struct="atomic" id="12850">98.8,99.13199999999999</list></item><item><list struct="atomic" id="12851">98.9,99.20849999999999</list></item><item><list struct="atomic" id="12852">99,99.285</list></item><item><list struct="atomic" id="12853">99.1,99.3615</list></item><item><list struct="atomic" id="12854">99.2,99.438</list></item><item><list struct="atomic" id="12855">99.3,99.5145</list></item><item><list struct="atomic" id="12856">99.4,99.59100000000001</list></item><item><list struct="atomic" id="12857">99.5,99.64500000000001</list></item><item><list struct="atomic" id="12858">99.6,99.696</list></item><item><list struct="atomic" id="12859">99.7,99.7705</list></item><item><list struct="atomic" id="12860">99.8,99.8235</list></item><item><list struct="atomic" id="12861">99.9,99.86175</list></item><item><list struct="atomic" id="12862">100,100</list></item></list></variable><variable name="✐ colors"><list id="12863"><item><list struct="atomic" id="12864">0,0,0</list></item><item><list struct="atomic" id="12865">128,128,128</list></item><item><list struct="atomic" id="12866">192,192,192</list></item><item><list struct="atomic" id="12867">255,255,255</list></item><item><list struct="atomic" id="12868">255,0,0</list></item><item><list struct="atomic" id="12869">85,0,0</list></item><item><list struct="atomic" id="12870">139,69,19</list></item><item><list struct="atomic" id="12871">70,5,0</list></item><item><list struct="atomic" id="12872">255,127,0</list></item><item><list struct="atomic" id="12873">140,60,0</list></item><item><list struct="atomic" id="12874">255,255,0</list></item><item><list struct="atomic" id="12875">114,93,0</list></item><item><list struct="atomic" id="12876">0,255,0</list></item><item><list struct="atomic" id="12877">0,30,0</list></item><item><list struct="atomic" id="12878">0,255,255</list></item><item><list struct="atomic" id="12879">0,50,50</list></item><item><list struct="atomic" id="12880">0,0,255</list></item><item><list struct="atomic" id="12881">0,0,64</list></item><item><list struct="atomic" id="12882">80,0,90</list></item><item><list struct="atomic" id="12883">255,0,255</list></item><item><list struct="atomic" id="12884">0,0,0</list></item></list></variable><variable name="✐ brights"><list id="12885"><item><list struct="atomic" id="12886">255,0,0</list></item><item><list struct="atomic" id="12887">170,20,0</list></item><item><list struct="atomic" id="12888">139,69,19</list></item><item><list struct="atomic" id="12889">170,90,0</list></item><item><list struct="atomic" id="12890">255,127,0</list></item><item><list struct="atomic" id="12891">255,160,0</list></item><item><list struct="atomic" id="12892">255,255,0</list></item><item><list struct="atomic" id="12893">190,255,0</list></item><item><list struct="atomic" id="12894">0,255,0</list></item><item><list struct="atomic" id="12895">0,240,200</list></item><item><list struct="atomic" id="12896">0,255,255</list></item><item><list struct="atomic" id="12897">0,127,255</list></item><item><list struct="atomic" id="12898">0,0,255</list></item><item><list struct="atomic" id="12899">60,0,255</list></item><item><list struct="atomic" id="12900">128,0,255</list></item><item><list struct="atomic" id="12901">255,0,255</list></item><item><list struct="atomic" id="12902">255,0,64</list></item><item><list struct="atomic" id="12903">255,0,0</list></item></list></variable><variable name="✐ pivots"><list struct="atomic" id="12904">0,5.8,12.5,18,25,30.5,37.5,44.5,50,59,62.5,69,75,79.25,87.5,93.75,97,100</list></variable><variable name="✐ HSV brights"><list id="12905"><item><list struct="atomic" id="12906">0,1,1</list></item><item><list struct="atomic" id="12907">0.0196078431372549,1,0.6666666666666666</list></item><item><list struct="atomic" id="12908">0.06944444444444443,0.8633093525179856,0.5450980392156862</list></item><item><list struct="atomic" id="12909">0.08823529411764708,1,0.6666666666666666</list></item><item><list struct="atomic" id="12910">0.08300653594771241,1,1</list></item><item><list struct="atomic" id="12911">0.10457516339869281,1,1</list></item><item><list struct="atomic" id="12912">0.16666666666666666,1,1</list></item><item><list struct="atomic" id="12913">0.20915032679738563,1,1</list></item><item><list struct="atomic" id="12914">0.3333333333333333,1,1</list></item><item><list struct="atomic" id="12915">0.47222222222222227,1,0.9411764705882353</list></item><item><list struct="atomic" id="12916">0.5,1,1</list></item><item><list struct="atomic" id="12917">0.5836601307189543,1,1</list></item><item><list struct="atomic" id="12918">0.6666666666666666,1,1</list></item><item><list struct="atomic" id="12919">0.7058823529411765,1,1</list></item><item><list struct="atomic" id="12920">0.7503267973856209,1,1</list></item><item><list struct="atomic" id="12921">0.8333333333333334,1,1</list></item><item><list struct="atomic" id="12922">0.9581699346405229,1,1</list></item><item><list struct="atomic" id="12923">1,1,1</list></item></list></variable><variable name="✐ HSL brights"><list id="12924"><item><list struct="atomic" id="12925">0,100,50</list></item><item><list struct="atomic" id="12926">1.9607843137254901,100,33.33333333333333</list></item><item><list struct="atomic" id="12927">6.944444444444444,75.94936708860757,30.980392156862745</list></item><item><list struct="atomic" id="12928">8.823529411764708,100,33.33333333333333</list></item><item><list struct="atomic" id="12929">8.30065359477124,100,50</list></item><item><list struct="atomic" id="12930">10.457516339869281,100,50</list></item><item><list struct="atomic" id="12931">16.666666666666664,100,50</list></item><item><list struct="atomic" id="12932">20.915032679738562,100,50</list></item><item><list struct="atomic" id="12933">33.33333333333333,100,50</list></item><item><list struct="atomic" id="12934">47.22222222222223,100,50</list></item><item><list struct="atomic" id="12935">50,100,50</list></item><item><list struct="atomic" id="12936">58.36601307189543,100,50</list></item><item><list struct="atomic" id="12937">66.66666666666666,100,50</list></item><item><list struct="atomic" id="12938">70.58823529411765,100,50</list></item><item><list struct="atomic" id="12939">75.0326797385621,100,50</list></item><item><list struct="atomic" id="12940">83.33333333333334,100,50</list></item><item><list struct="atomic" id="12941">95.81699346405229,100,50</list></item><item><list struct="atomic" id="12942">100,100,50</list></item></list></variable><variable name="✐ HSV colors"><list id="12943"><item><list struct="atomic" id="12944">0,0,0</list></item><item><list struct="atomic" id="12945">0,0,50.19607843137255</list></item><item><list struct="atomic" id="12946">0,0,75.29411764705883</list></item><item><list struct="atomic" id="12947">0,0,100</list></item><item><list struct="atomic" id="12948">0,100,100</list></item><item><list struct="atomic" id="12949">0,100,33.33333333333333</list></item><item><list struct="atomic" id="12950">6.944444444444444,86.33093525179856,54.509803921568626</list></item><item><list struct="atomic" id="12951">1.1904761904761905,100,27.450980392156865</list></item><item><list struct="atomic" id="12952">8.30065359477124,100,100</list></item><item><list struct="atomic" id="12953">7.142857142857142,100,54.90196078431373</list></item><item><list struct="atomic" id="12954">16.666666666666664,100,100</list></item><item><list struct="atomic" id="12955">13.596491228070173,100,44.70588235294118</list></item><item><list struct="atomic" id="12956">33.33333333333333,100,100</list></item><item><list struct="atomic" id="12957">33.33333333333333,100,11.76470588235294</list></item><item><list struct="atomic" id="12958">50,100,100</list></item><item><list struct="atomic" id="12959">50,100,19.607843137254903</list></item><item><list struct="atomic" id="12960">66.66666666666666,100,100</list></item><item><list struct="atomic" id="12961">66.66666666666666,100,25.098039215686274</list></item><item><list struct="atomic" id="12962">81.4814814814815,100,35.294117647058826</list></item><item><list struct="atomic" id="12963">83.33333333333334,100,100</list></item><item><list struct="atomic" id="12964">100,0,0</list></item></list></variable><variable name="✐ HSL colors"><list id="12965"><item><list struct="atomic" id="12966">0,0,0</list></item><item><list struct="atomic" id="12967">0,0,50.19607843137255</list></item><item><list struct="atomic" id="12968">0,0,75.29411764705883</list></item><item><list struct="atomic" id="12969">0,0,100</list></item><item><list struct="atomic" id="12970">0,100,50</list></item><item><list struct="atomic" id="12971">0,100,16.666666666666664</list></item><item><list struct="atomic" id="12972">6.944444444444444,75.94936708860757,30.980392156862745</list></item><item><list struct="atomic" id="12973">1.1904761904761905,100,13.725490196078432</list></item><item><list struct="atomic" id="12974">8.30065359477124,100,50</list></item><item><list struct="atomic" id="12975">7.142857142857142,100,27.450980392156865</list></item><item><list struct="atomic" id="12976">16.666666666666664,100,50</list></item><item><list struct="atomic" id="12977">13.596491228070173,100,22.35294117647059</list></item><item><list struct="atomic" id="12978">33.33333333333333,100,50</list></item><item><list struct="atomic" id="12979">33.33333333333333,100,5.88235294117647</list></item><item><list struct="atomic" id="12980">50,100,50</list></item><item><list struct="atomic" id="12981">50,100,9.803921568627452</list></item><item><list struct="atomic" id="12982">66.66666666666666,100,50</list></item><item><list struct="atomic" id="12983">66.66666666666666,100,12.549019607843137</list></item><item><list struct="atomic" id="12984">81.4814814814815,100,17.647058823529413</list></item><item><list struct="atomic" id="12985">83.33333333333334,100,50</list></item><item><list struct="atomic" id="12986">0,0,0</list></item></list></variable><variable name="✐ X11 catch"><l>0</l></variable><variable name="✐ dimension names"><list struct="atomic" id="12987">color,color number,crayon,fair hue,size,transparency,X11/W3C name,fair saturation (HSL),fair lightness,fair HSL vector,fair saturation (HSV),fair value (brightness),fair HSV vector,hue,saturation (HSL),lightness,HSL vector,saturation (HSV),value (brightness),HSV vector,red,green,blue,RGB(A) vector,RGB(A) hex</list></variable><variable name="✐ dimension dispatch"><list id="12988"><item><context id="12989"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to color %obj %l"><l/><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin><context id="12995"><inputs></inputs><variables></variables><receiver><ref id="11038"></ref></receiver><origin></origin></context></context></item><item><context id="12997"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to color number %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13003"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to crayon %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13009"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair hue %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13015"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen size to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13021"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen transparency to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13027"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to X11 name %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13033"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13039"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair lightness %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13045"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair HSL vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13051"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13057"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair value (brightness) %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13063"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to fair HSV vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13069"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to hue %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13075"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to HSL saturation %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13081"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to lightness %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13087"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to HSL vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13093"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen saturation (HSV) to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13099"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen value (brightness) to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13105"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to HSV vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13111"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen red to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13117"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen green to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13123"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen blue to %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13129"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to RGB vector %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item><item><context id="13135"><inputs></inputs><variables></variables><script><custom-block s="✐ set pen to RGB hex %s %l"><l></l><l/></custom-block></script><receiver><ref id="11038"></ref></receiver><origin><ref id="11038"></ref></origin></context></item></list></variable></variables></scene></scenes></project><media name="personalKandinsky" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>