<snapdata remixID="11905533"><project name="SnipOS 3.1" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>Developed By Hyposyn Software&#xD;&#xD;New User Manual: https://bit.ly/snip3manual&#xD;&#xD;SnipOS 3.1 - "3.5x at 3.8MB"</notes><thumbnail>data:image/png;base64,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select="1"><scene name="SnipOS 3.1"><notes>Developed By Hyposyn Software&#xD;&#xD;New User Manual: https://bit.ly/snip3manual&#xD;&#xD;SnipOS 3.1 - "3.5x at 3.8MB"</notes><palette><category name="Music" color="195,0,204,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="ask %&apos;question&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">what&apos;s your name?</input></inputs><script><block s="doAsk"><block var="question"/></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="notify %&apos;message&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Ok</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="prompt %&apos;title&apos; options %&apos;options&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">choose!</input><input type="%mult%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportEquals"><block var="title"/><l></l></block><block var="options"/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options"/></list></block></block></custom-block></block></script></block-definition><block-definition s="submenu %&apos;title&apos; items %&apos;items&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">title</input><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportIfElse"><block s="reportEquals"><block var="title"/><l></l></block><l>menu</l><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block></block><block var="items"/></list></block></block></script></block-definition><block-definition s="divider" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="menu item icon %&apos;icon&apos; label %&apos;text&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input><input type="%s">option</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="icon"/><l></l></block><block s="reportIfElse"><block s="reportEquals"><block var="text"/><l></l></block><block var="value"/><block s="reportIfElse"><block s="reportEquals"><block var="value"/><l></l></block><block var="text"/><block s="reportNewList"><list><block var="text"/><block var="value"/></list></block></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportEquals"><block var="text"/><l></l></block><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block var="text"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu item speech ballon %&apos;orientation&apos; message %&apos;message&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">left<options>left&#xD;right</options></input><input type="%s">hey!</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="value"/><l></l></block><block s="reportIfElse"><block s="reportEquals"><block var="orientation"/><l>right</l></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportEquals"><block var="orientation"/><l>right</l></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu examples" type="command" category="sensing"><comment x="0" y="0" w="212" collapsed="false">open my definition to look at examples how to use the menu blocks</comment><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="10" y="79.00000000000001"><block s="doAsk"><l>what&apos;s your name?</l></block></script><script x="10" y="118.00000000000001"><custom-block s="ask %s"><l>what&apos;s your name?</l></custom-block></script><script x="10" y="151"><custom-block s="notify %s"><l>Alert!</l></custom-block></script><script x="10" y="190"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><l>baz</l></list></custom-block></script><script x="10" y="223"><custom-block s="prompt %s options %mult%s"><l>choose!</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></script><script x="10" y="261"><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><l>quux</l><l>garply</l></list></custom-block></script><script x="10" y="294"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><custom-block s="submenu %s items %mult%s"><l></l><list><l>fred</l><l>test</l></list></custom-block><custom-block s="divider"></custom-block><l>quux</l><l>garply</l></list></custom-block><l>baz</l></list></custom-block></script><script x="10" y="377.8333333333334"><custom-block s="menu item icon %s label %s value %s"><l></l><l>option</l><l></l></custom-block></script><script x="10" y="411.8333333333334"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item icon %s label %s value %s"><l>monkey</l><l>monkey</l><block s="reportObject"><l>monkey</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l>Octo</l><l></l><l>42</l></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>choice</l><l>yay!</l></custom-block><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><custom-block s="menu item icon %s label %s value %s"><l>Alonzo</l><l>Alonzo</l><block s="reportObject"><l>Alonzo</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>foo</l><l>bar</l></custom-block></list></custom-block></list></custom-block></script><script x="10" y="565.8333333333335"><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block></script><script x="10" y="599.8333333333335"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>wassup?</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><block s="reportObject"><l>Alonzo</l></block><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>so?</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></list></custom-block></script></scripts></block-definition><block-definition s="Set Instrument To %&apos;Instrument Name&apos;" type="command" category="Music"><comment x="0" y="0" w="310.5525948660714" collapsed="false">Sets the global instrument used for playing notes.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setinst(name)</l><list><block var="Instrument Name"/></list></block></script></block-definition><block-definition s="Set Volume To %&apos;Percent&apos; %" type="command" category="Music"><comment x="0" y="0" w="403" collapsed="false">Sets the global volume to the selected percentage.</comment><header></header><code></code><translations></translations><inputs><input type="%n">50</input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setvol(percent)</l><list><block var="Percent"/></list></block></script></block-definition><block-definition s="Set Instrument %&apos;Instrument&apos; Volume to %&apos;VolumePercent&apos; %" type="command" category="Music"><comment x="0" y="0" w="353.7142857142858" collapsed="false">Sets the default volume of the selected instrument to the specified percentage.</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%n">50</input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setinstvol(name, percent)</l><list><block var="Instrument"/><block var="VolumePercent"/></list></block></script></block-definition><block-definition s="Play Note %&apos;Note&apos; for Duration %&apos;Duration&apos; and Wait" type="command" category="Music"><comment x="0" y="0" w="315.8571428571429" collapsed="false">Plays the selected note for the specified musical duration. This block waits for the selected note to finish playing. A note name and duration (whole, half, quarter, etc.) can be selected from the drop-down menu.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%txt"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Play Note %s for Duration %s"><block var="Note"/><block var="Duration"/></custom-block><block s="doWait"><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></block></script></block-definition><block-definition s="Play Note %&apos;Note&apos; for Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="333.3128348214286" collapsed="false">Plays the selected note for the specified musical duration. This block does note wait for the selected note to finish playing. A note name and duration (whole, half, quarter, etc.) can be selected from the drop-down menu.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playnote(note, duration)</l><list><block var="Note"/><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></list></block></script></block-definition><block-definition s="Rest for Note Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="90" collapsed="false">Waits for the selected musical duration.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doWait"><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></block></script></block-definition><block-definition s="Adjusted Note Duration %&apos;Note Duration&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="262.8571428571429" collapsed="false">Each note duration is assigned a numerical value, with a whole note equallying four beats.&#xD;&#xD;Dotted Notes are equal to the named note plus half of the named note&apos;s duration.&#xD;&#xD;Triplet notes are equal in duration to two of the named notes divided by three.&#xD;&#xD;Since there are 60 seconds in a minute, dividing 60 by the tempo and then multiplying it by a note&apos;s duration alters the duration of the notes to make them match the global tempo.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>4</l></list></block><block s="reportNewList"><list><l>Half</l><l>2</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>1</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.5</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.25</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>6</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>3</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.345</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>0.1875</l></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>4</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>8</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.125</l><l>3</l></block></list></block></list></block></custom-block></block><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></list></block></block></script></block-definition><block-definition s="Play Chord %&apos;Chord&apos; for Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="160" collapsed="false">Plays a list of notes simultaneously for the specified musical duration.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doForEach"><l>item</l><block var="Chord"/><script><custom-block s="Play Note %s for Duration %s"><block var="item"/><block var="Duration"/></custom-block></script></block><custom-block s="Rest for Note Duration %s"><block var="Duration"/></custom-block></script></block-definition><block-definition s="Note %&apos;Number&apos; in Major Scale %&apos;Scale&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the note in the specified position within the specified major scale.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><block var="Number"/><custom-block s="Major Scale %s"><block var="Scale"/></custom-block></block><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Interval between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Scale&apos; Major Scale" type="reporter" category="Music" helper="true"><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>Note 1 Position</l><l>Note 2 Position</l><l>list</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>list</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><l>7</l><script><block s="doSetVar"><l>list</l><block s="reportConcatenatedLists"><list><block var="list"/><custom-block s="Major Scale %s Octave %n Reporter"><block var="Scale"/><block var="i"/></custom-block></list></block></block></script></block></script><comment w="90" collapsed="false">Creates a list consisting of the specified scale, starting in the first octave and ending in the seventh octave.</comment></block><block s="doWarp"><script><block s="doSetVar"><l>Note 1 Position</l><block s="reportListIndex"><block var="Note 1"/><block var="list"/></block></block><block s="doSetVar"><l>Note 2 Position</l><block s="reportListIndex"><block var="Note 2"/><block var="list"/></block></block></script><comment w="90" collapsed="false">Finds the position of Notes 1 and 2 in the extended scale.</comment></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Major Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 1"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 1"/><l> is not in the </l><block var="Scale"/><l> Major scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Major Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 2"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 2"/><l> is not in the </l><block var="Scale"/><l> Major scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><comment w="90" collapsed="false">Checks to see if the specified notes are in the selected major scale.</comment></block><block s="doReport"><block s="reportDifference"><block var="Note 2 Position"/><block var="Note 1 Position"/><comment w="90" collapsed="false">Reports the numerical interval between the specified notes in the selected major scale.</comment></block></block></script></block-definition><block-definition s="Note %&apos;Number&apos; in Minor Scale %&apos;Scale&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the note in the specified position within the specified minor scale.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><block var="Number"/><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block></block><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Get Note %&apos;Notation&apos; from Scientific Notation" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts and reports the name of a note from its scientific pitch notation. (e.g., &quot;C#4&quot; reports as &quot;C#&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Output</l></list></block><block s="doSetVar"><l>Output</l><l></l></block><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportStringSize"><block var="Notation"/></block><l>1</l></block><script><block s="doSetVar"><l>Output</l><block s="reportJoinWords"><list><block var="Output"/><block s="reportLetter"><block var="i"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block var="Output"/></block></script></block-definition><block-definition s="Interval between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Scale&apos; Minor Scale" type="reporter" category="Music" helper="true"><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>Note 1 Position</l><l>Note 2 Position</l><l>list</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>list</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><l>7</l><script><block s="doSetVar"><l>list</l><block s="reportConcatenatedLists"><list><block var="list"/><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Scale"/><block var="i"/></custom-block></list></block></block></script></block></script><comment w="90" collapsed="false">Creates a list consisting of the specified scale, starting in the first octave and ending in the seventh octave.</comment></block><block s="doWarp"><script><block s="doSetVar"><l>Note 1 Position</l><block s="reportListIndex"><block var="Note 1"/><block var="list"/></block></block><block s="doSetVar"><l>Note 2 Position</l><block s="reportListIndex"><block var="Note 2"/><block var="list"/></block></block></script><comment w="90" collapsed="false">Finds the position of Notes 1 and 2 in the extended scale.</comment></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 1"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 1"/><l> is not in the </l><block var="Scale"/><l> Minor scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 2"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 2"/><l> is not in the </l><block var="Scale"/><l> Minor scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><comment w="90" collapsed="false">Checks to see if the specified notes are in the selected minor scale.</comment></block><block s="doReport"><block s="reportDifference"><block var="Note 2 Position"/><block var="Note 1 Position"/></block><comment w="90" collapsed="false">Reports the numerical interval between the specified notes in the selected minor scale.</comment></block></script></block-definition><block-definition s="%&apos;Scale Type&apos; Scale: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="261.91194196428586" collapsed="false">Reports all notes in a specified scale using the provided note and octave number as the starting note of the scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Chromatic<options>Chromatic&#xD;Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale Type"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Chromatic</l><custom-block s="Chromatic Scale %s Octave %s Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Note %&apos;#&apos; in %&apos;Major/Minor&apos; Scale: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="239.6751395089286" collapsed="false">Reports the note in a specific position within a major or minor musical scale. (e.g., The third note in a C Major scale starting in the fourth octave is E4.)</comment><header></header><code></code><translations></translations><inputs><input type="%n" readonly="true">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Note %n in Major Scale %s Octave %n"><block var="#"/><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Note %n in Minor Scale %s Octave %n"><block var="#"/><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Interval Between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Major/Minor&apos; Scale %&apos;Note&apos;" type="reporter" category="Music"><comment x="0" y="0" w="187.85714285714286" collapsed="false">Reports the distance in steps between two notes in the selected scale. (e.g., In the C Major scale, there are two intervals between C4 and E4.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="evaluate"><block s="reifyReporter"><script><custom-block s="Switch %s %br Cases %l %br Default %cs"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l></list></block><block s="reifyScript"><script><block s="doReport"><custom-block s="Interval between Notes %s and %s in the %s Major Scale"><block var="Note 1"/><block var="Note 2"/><block var="Note"/></custom-block></block></script><list></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>Minor</l></list></block><block s="reifyScript"><script><block s="doReport"><custom-block s="Interval between Notes %s and %s in the %s Minor Scale"><block var="Note 1"/><block var="Note 2"/><block var="Note"/></custom-block></block></script><list></list></block></list></block></list></block><script></script></custom-block></script><list></list></block><list></list></block></block></script></block></script></block-definition><block-definition s="Switch %&apos;Object&apos; $nl Cases %&apos;Cases&apos; $nl Default %&apos;defCode&apos;" type="command" category="control" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block must be called. It executes a specific commands when corresponding conditions are met.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doForEach"><l>Case</l><block var="Cases"/><script><block s="doIf"><block s="reportListContainsItem"><block s="reportListItem"><l>1</l><block var="Case"/></block><block var="Object"/></block><script><block s="doRun"><block s="reportListItem"><l>2</l><block var="Case"/></block><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block><block s="doRun"><block var="defCode"/><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script></block-definition><block-definition s="List of Chromatic Scales" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l></list></block><l>12</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l></list></block><l>11</l></list></block></list></block><block s="reportNewList"><list><l>Db</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l></list></block><l>11</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l></list></block><l>10</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l></list></block><l>9</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l></list></block><l>9</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l></list></block><l>8</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Fb</l><l>G</l><l>Ab</l><l>A</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="Chromatic Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Chromatic Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Chromatic Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Chromatic Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Chromatic Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="Note"/><l>C</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>12</l></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Note [ Pitch: %&apos;Pitch&apos; Duration: %&apos;Duration&apos; ]" type="reporter" category="Music"><comment x="0" y="0" w="246.42857142857144" collapsed="false">This block reports a list that consists of a specified note name and duration. These values can be selected using the drop-down menu or entered directly.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="Pitch"/><block var="Duration"/></list></block></block></script></block-definition><block-definition s="Chromatic Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports all notes in the western chromatic scale. A drop down menu determines whether the scale will be reported using sharps or flats.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l></list></block></block></script></block-definition><block-definition s="Major Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="354.8333984374997" collapsed="false">Reports all notes in a given major scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportLetter"><l>1</l><block var="Note"/></block><l>C</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>7</l></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Minor Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="354.8333984374997" collapsed="false">Reports all notes in a given minor scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportLetter"><l>1</l><block var="Note"/></block><l>C</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>7</l></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Major Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a major chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Notes of Scale %&apos;Scale&apos; before %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Scale"/></block><script><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Note"/></block></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Subscale"/></block></script><script><block s="doReport"><block var="Subscale"/></block></script></block></script></block></script></block-definition><block-definition s="Notes of Scale %&apos;Scale&apos; after %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><block s="reportListAttribute"><l><option>length</option></l><block var="Scale"/></block><l>1</l><script><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Note"/></block></block><script><block s="doInsertInList"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><l>1</l><block var="Subscale"/></block></script><script><block s="doReport"><block var="Subscale"/></block></script></block></script></block></script></block-definition><block-definition s="Major Chords in a Major Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block></block></script></block-definition><block-definition s="Minor Chords in a Major Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use minor chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>2</l><l>3</l><l>6</l></list></block></block></script></block-definition><block-definition s="Major Chords in a Minor Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a minor scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>3</l><l>6</l><l>7</l></list></block></block></script></block-definition><block-definition s="Minor Chords in a Minor Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block></block></script></block-definition><block-definition s="Position of Notes in Diminished Scale" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>3</l><l>4</l><l>6</l><l>7</l><l>9</l><l>10</l><l>12</l></list></block></block></script></block-definition><block-definition s="Diminished Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Scale</l><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Scale</l><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block var="Note"/></list></block><custom-block s="Notes of Scale %s after %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block><custom-block s="Notes of Scale %s before %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></list></block><comment w="139.16666666666669" collapsed="false">Arranges the Chromatic scale to begin with the input note.</comment></block><block s="doFor"><l>i</l><l>1</l><l>8</l><script><block s="doAddToList"><block s="reportListItem"><block s="reportListItem"><block var="i"/><custom-block s="Position of Notes in Diminished Scale"></custom-block></block><block var="Scale"/></block><block var="Subscale"/></block></script><comment w="90" collapsed="false">Selects the notes of the Diminished scale from the Chromatic scale.</comment></block><block s="doReport"><block var="Subscale"/></block></script><scripts><comment x="248.79622395833346" y="10" w="268.33333333333337" collapsed="false">Reports all notes in a given diminished scale in order, beginning with the input note. Does not include octave.</comment></scripts></block-definition><block-definition s="Diminished Scale %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="296.6563151041664" collapsed="false">Reports all notes in a given diminished scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Scale</l><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Scale</l><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><custom-block s="Notes of Scale %s after %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><custom-block s="Notes of Scale %s before %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></block></list></block><comment w="90" collapsed="false">Arranges the Chromatic scale to begin with the input note and octave.</comment></block><block s="doFor"><l>i</l><l>1</l><l>8</l><script><block s="doAddToList"><block s="reportListItem"><block s="reportListItem"><block var="i"/><custom-block s="Position of Notes in Diminished Scale"></custom-block></block><block var="Scale"/></block><block var="Subscale"/><comment w="90" collapsed="false">Selects the notes of the Diminished scale from the Chromatic scale.</comment></block></script></block><block s="doReport"><block var="Subscale"/></block></script></block-definition><block-definition s="Roman Numeral Conversion" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>I</l><l>1</l></list></block><block s="reportNewList"><list><l>II</l><l>2</l></list></block><block s="reportNewList"><list><l>II°</l><l>2</l></list></block><block s="reportNewList"><list><l>III</l><l>3</l></list></block><block s="reportNewList"><list><l>IV</l><l>4</l></list></block><block s="reportNewList"><list><l>V</l><l>5</l></list></block><block s="reportNewList"><list><l>VI</l><l>6</l></list></block><block s="reportNewList"><list><l>VII</l><l>7</l></list></block><block s="reportNewList"><list><l>VII°</l><l>7</l></list></block></list></block></block></script></block-definition><block-definition s="Converted Roman Numeral %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Converts roman numerals to arabic numerals using an association table.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Roman Numeral"/><custom-block s="Roman Numeral Conversion"></custom-block></custom-block></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Diminished Chord %&apos;Octave&apos; Octave" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a diminished chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Minor Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a minor chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Major Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">I<options>I&#xD;ii&#xD;iii&#xD;IV&#xD;V&#xD;vi&#xD;vii°</options></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListContainsItem"><custom-block s="Major Chords in a Major Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Major Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the major chords in a scale.</comment></block><block s="doIf"><block s="reportListContainsItem"><custom-block s="Minor Chords in a Major Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Minor Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the minor chords in a scale.</comment></block><block s="doIf"><block s="reportEquals"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><l>7</l></block><script><block s="doReport"><custom-block s="%s Diminished Chord %s Octave"><block s="reportListItem"><l>8</l><custom-block s="Diminished Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the diminished chord in a scale.</comment></block></script></block></script></block-definition><block-definition s="Minor Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">i<options>i&#xD;ii°&#xD;III&#xD;iv&#xD;v&#xD;VI&#xD;VII</options></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListContainsItem"><custom-block s="Major Chords in a Minor Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Major Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the major chords in a scale.</comment></block><block s="doIf"><block s="reportListContainsItem"><custom-block s="Minor Chords in a Minor Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Minor Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the minor chords in a scale.</comment></block><block s="doIf"><block s="reportEquals"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><l>2</l></block><script><block s="doReport"><custom-block s="%s Diminished Chord %s Octave"><block s="reportListItem"><l>2</l><custom-block s="Diminished Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the diminished chord in a scale.</comment></block></script></block></script></block-definition><block-definition s="List of Major Scales" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Each major scale is listed, along with the notes it contains and the  number of notes in the scale before an octave change.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>D</l><l>E</l><l>F</l><l>G</l><l>A</l><l>B</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D#</l><l>E#</l><l>F#</l><l>G#</l><l>A#</l><l>B#</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>Db</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Db</l><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l><l>Bb</l><l>C</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>E</l><l>F#</l><l>G</l><l>A</l><l>B</l><l>C#</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D#</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>G</l><l>A</l><l>Bb</l><l>C</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A#</l><l>B</l><l>C#</l><l>D#</l><l>E#</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Gb</l><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l><l>Eb</l><l>F</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>A</l><l>B</l><l>C</l><l>D</l><l>E</l><l>F#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l><l>F#</l><l>G#</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B#</l><l>C</l><l>D#</l><l>E#</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>C</l><l>D</l><l>Eb</l><l>F</l><l>G</l><l>A</l></list></block><l>1</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C#</l><l>D#</l><l>E</l><l>F#</l><l>G#</l><l>A#</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="List of Minor Scales" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Each minor scale is listed, along with the notes it contains and the  number of notes in the scale before an octave change.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>D</l><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D#</l><l>E</l><l>F#</l><l>G#</l><l>A</l><l>B</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>E</l><l>F</l><l>G</l><l>A</l><l>Bb</l><l>C</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D#</l><l>E#</l><l>F</l><l>G#</l><l>A#</l><l>B</l><l>C#</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F#</l><l>G</l><l>A</l><l>B</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>A</l><l>Bb</l><l>C</l><l>D</l><l>Eb</l><l>F</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G#</l><l>A#</l><l>B</l><l>C#</l><l>D#</l><l>E</l><l>F#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l><l>Eb</l><l>Fb</l><l>Gb</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>B</l><l>C</l><l>D</l><l>E</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B#</l><l>C#</l><l>D#</l><l>E#</l><l>F#</l><l>G#</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l></list></block><l>1</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C#</l><l>D</l><l>E</l><l>F#</l><l>G</l><l>A</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="Major Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the number of notes in the specified scale before an octave change.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Major Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Minor Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the number of notes in the selected scale before an octave change.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Minor Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Major Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes in the specified scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Major Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Minor Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes in the specified minor scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Minor Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="%&apos;Major/Minor&apos; Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="163.5714285714284" collapsed="false">Reports the notes comprising a major or minor chord, using the specified note and octave as the root note of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Chord %s Octave %n"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Chord %s Octave %n"><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="%&apos;Major/Minor&apos; Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Numeral&apos;" type="reporter" category="Music"><comment x="0" y="0" w="337.8571428571429" collapsed="false">This block finds the notes in a specified chord along the selected scale. Roman numerals differentiate chord positions from octave numbers (e.g., the Roman numeral “I” reports the notes of the first chord in the sequence). Upper case Roman numerals represent major chords within the scale. Lower case Roman numerals represent minor chords within the scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true"><options>Major Positions={&#xD;I&#xD;ii&#xD;iii&#xD;IV&#xD;V&#xD;vi&#xD;vii°&#xD;}&#xD;Minor Positions={&#xD;i&#xD;ii°&#xD;III&#xD;iv&#xD;v&#xD;VI&#xD;VII&#xD;}</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Chord %s Octave %n Chord Position %s"><block var="Note"/><block var="Octave"/><block var="Numeral"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Chord %s Octave %n Chord Position %s"><block var="Note"/><block var="Octave"/><block var="Numeral"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Add Note %&apos;Note&apos; to Chord %&apos;Chord&apos;" type="reporter" category="Music"><comment x="0" y="0" w="280" collapsed="false">This block reports a chord and appends an additional note.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>New Chord</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>New Chord</l><block var="Chord"/></block><block s="doAddToList"><block var="Note"/><block var="New Chord"/></block><block s="doReport"><block var="New Chord"/></block></script></block></script></block-definition><block-definition s="Chord Rest" type="reporter" category="Music"><comment x="0" y="0" w="189.2857142857143" collapsed="false">May be paired with a musical duration to insert a rest into a sequence of chords.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>R</l><l>R</l><l>R</l></list></block></block></script></block-definition><block-definition s="Measure %&apos;Pairs&apos;" type="reporter" category="Music"><comment x="0" y="0" w="286.4285714285714" collapsed="false">This block is used to group sequences of notes and chords into measures. Each note or chord in the measure is paired with a note duration. The pairs are entered into the block using a list. </comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block var="Pairs"/></block></script></block-definition><block-definition s="Section %&apos;Measures&apos;" type="reporter" category="Music"><comment x="0" y="0" w="428.2220145089286" collapsed="false">This code block groups measures together. This can be helpful for separating groups of measures that repeat in various places throughout a song, like verses and choruses. This block works with both notes and chords. To add measures to a section, put the measures into a list.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Section</l></list></block><block s="doSetVar"><l>Section</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Measure Number</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Measures"/></block><script><block s="doSetVar"><l>Section</l><block s="reportConcatenatedLists"><list><block var="Section"/><block s="reportListItem"><block var="Measure Number"/><block var="Measures"/></block></list></block></block></script></block><block s="doReport"><block var="Section"/></block></script></block-definition><block-definition s="Beats in Measure %&apos;Measure&apos; $nl Time Signature %&apos;Time&apos;" type="reporter" category="Music"><comment x="0" y="0" w="297.14285714285717" collapsed="false">This block determines if the combined durations of notes or chords within a measure are correct. The combined duration of notes within a measure must equal the number of beats specified by the time signature. For example, in 4/4 time, there can be four quarter notes within a measure. The Beats in Measure reports the discrepancy between the number of actual beats in a measure versus the required number of beats.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s" readonly="true">4/4<options>4/4&#xD;3/4&#xD;2/4&#xD;6/8&#xD;5/4&#xD;7/4&#xD;9/8&#xD;12/8</options></input></inputs><script><block s="doDeclareVariables"><list><l>Beats Necessary</l><l>Actual Beats</l></list></block><block s="doSetVar"><l>Beats Necessary</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Time"/><block s="reportNewList"><list><block s="reportNewList"><list><l>4/4</l><l>4</l></list></block><block s="reportNewList"><list><l>3/4</l><l>3</l></list></block><block s="reportNewList"><list><l>2/4</l><l>2</l></list></block><block s="reportNewList"><list><l>6/8</l><l>3</l></list></block><block s="reportNewList"><list><l>5/4</l><l>5</l></list></block><block s="reportNewList"><list><l>7/4</l><l>7</l></list></block><block s="reportNewList"><list><l>9/8</l><l>4.5</l></list></block><block s="reportNewList"><list><l>12/8</l><l>5</l></list></block></list></block></custom-block></block></block><block s="doSetVar"><l>Actual Beats</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Measure"/></block><script><block s="doSetVar"><l>Actual Beats</l><block s="reportVariadicSum"><list><block var="Actual Beats"/><custom-block s="Note Duration %s"><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block var="Measure"/></block></block></custom-block></list></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block var="Actual Beats"/><l>of</l><block var="Beats Necessary"/><l>beats</l></list></block></block></script></block-definition><block-definition s="Note Duration %&apos;Duration&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="311.42857142857144" collapsed="false">Each note duration is assigned a numerical value, with a whole note equallying four beats.&#xD;&#xD;Dotted Notes are equal to the named note plus half of the named note&apos;s duration.&#xD;&#xD;Triplet notes are equal in duration to two of the named notes divided by three.&#xD;&#xD;Unlike the &quot;Adjusted Note Duration&quot; block, the values reported here are not linked to the global temp reporter.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>4</l></list></block><block s="reportNewList"><list><l>Half</l><l>2</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>1</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.5</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.25</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>6</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>3</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.345</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>0.1875</l></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>4</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>8</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.125</l><l>3</l></block></list></block></list></block></custom-block></block></block></script></block-definition><block-definition s="Melody with Instrument %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note/Duration Pairs</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Pair #</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Notation"/></block><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportConcatenatedLists"><list><block var="Note/Duration Pairs"/><block s="reportListItem"><block var="Pair #"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Melody</l><block var="Instrument"/></list></block></list></block><block var="Note/Duration Pairs"/></list></block></block></script></block></script></block-definition><block-definition s="Melody Loop with Instrument %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note/Duration Pairs</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Pair #</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Notation"/></block><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportConcatenatedLists"><list><block var="Note/Duration Pairs"/><block s="reportListItem"><block var="Pair #"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Melody</l><block var="Instrument"/></list></block></list></block><block var="Note/Duration Pairs"/></list></block></block></script></block></script></block-definition><block-definition s="Chord Track with %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Chords</l><block var="Instrument"/></list></block></list></block><block var="Notation"/></list></block></block></script></block-definition><block-definition s="Chord Loop with %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Chords</l><block var="Instrument"/></list></block></list></block><block var="Notation"/></list></block></block></script></block-definition><block-definition s="Drum Pattern %&apos;Step&apos;" type="reporter" category="Music"><comment x="0" y="0" w="245.9644252232142" collapsed="false">This block reports a series of beats that tell the drum when to play. Beats are represented as an “X,” which can be typed into the block. Beats can be added or subtracted using the arrows on the right of the block.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Steps in Sequence</l></list></block><block s="doSetVar"><l>Steps in Sequence</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Step"/></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Step"/></block><block var="Steps in Sequence"/></block></script></block><block s="doReport"><block var="Steps in Sequence"/></block></script></block-definition><block-definition s="Drum %&apos;Instrument&apos; Loop %&apos;Pattern&apos; Beat Duration %&apos;Beat&apos;" type="reporter" category="Music"><comment x="0" y="0" w="288.5714285714286" collapsed="false">This block reports a drum pattern, assigns a drum to it, and sets the duration value of each item in the pattern. Different drums can be selected from the drop-down menu. Beat durations can be selected from the drop-down menu or entered directly.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Snare Drum<options>Bass Drum&#xD;Snare Drum&#xD;Crash Cymbal&#xD;Cabasa&#xD;Toms={&#xD;High Tom&#xD;Mid Tom&#xD;}&#xD;Hi-Hats={&#xD;Closed Hi-hat&#xD;Open Hi-hat&#xD;}</options></input><input type="%l"></input><input type="%s">Eighth<options>Quarter&#xD;Eighth&#xD;Sixteenth</options></input></inputs><script><block s="doDeclareVariables"><list><l>notes and durations</l></list></block><block s="doSetVar"><l>notes and durations</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Drums</l><block var="Instrument"/></list></block></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Pattern"/></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><block var="i"/><block var="Pattern"/></block><block var="Beat"/></list></block><block var="notes and durations"/></block></script></block><block s="doReport"><block var="notes and durations"/></block></script></block-definition><block-definition s="Track %&apos;Type&apos; Instrument %&apos;Instrument&apos; $nl Musical Notation (Notes or Chords) %&apos;Notation&apos;" type="reporter" category="Music"><comment x="0" y="0" w="272.8571428571429" collapsed="false">This code block specifies the type of track to be played and assigns it an instrument. Both the track type and instrument are set using drop-down menus. This block accepts notes or chords paired with corresponding durations. This block also allows for the creation of note or chord loops that will repeat for the whole duration of the song. Both types of loops may be selected from the track drop-down menu. For a loop to play, it must have an accompanying track that is not a loop.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Melody<options>Melody&#xD;Chords&#xD;Loops={&#xD;Loop-Melody&#xD;Loop-Chords&#xD;}</options></input><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Guitar, Overdrive&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Music Box&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Type"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Melody</l><custom-block s="Melody with Instrument %s Notation %mult%s"><block var="Instrument"/><list><block var="Notation"/></list></custom-block></list></block><block s="reportNewList"><list><l>Chords</l><custom-block s="Chord Track with %s Notation %s"><block var="Instrument"/><block var="Notation"/></custom-block></list></block><block s="reportNewList"><list><l>Loop-Melody</l><custom-block s="Melody Loop with Instrument %s Notation %mult%s"><block var="Instrument"/><list><block var="Notation"/></list></custom-block></list></block><block s="reportNewList"><list><l>Loop-Chords</l><custom-block s="Chord Loop with %s Notation %s"><block var="Instrument"/><block var="Notation"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Play Tracks %&apos;tracks&apos; Time Signature: %&apos;timeSignature&apos;" type="command" category="Music"><comment x="0" y="0" w="198.57142857142858" collapsed="false">This block is used to play multiple music tracks. In most cases, several tracks with musical instruments are played in parallel. </comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input><input type="%s" readonly="true">4/4<options>4/4&#xD;3/4&#xD;5/4&#xD;7/4&#xD;6/8&#xD;9/8&#xD;12/8</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playtracks(tracklist, timesignature)</l><list><block var="tracks"/><block var="timeSignature"/><block s="getTempo"></block></list></block></script></block-definition><block-definition s="Convert MIDI %&apos;#&apos; to Note" type="reporter" category="Music"><comment x="0" y="0" w="217.80831473214303" collapsed="false">Reports the corresponding note (in scientific pitch notation) for the specified MIDI number.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Octave</l><l>Note</l></list></block><block s="doSetVar"><l>Octave</l><block s="reportLetter"><l>1</l><block s="reportDifference"><block s="reportQuotient"><block var="#"/><l>12</l></block><l>1</l></block></block></block><block s="doSetVar"><l>Note</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="#"/><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l></list></block></block></block><block s="doReport"><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Convert Note %&apos;Note&apos; to MIDI" type="reporter" category="Music"><comment x="0" y="0" w="273.5714285714286" collapsed="false">Reports the midi number of the specified note. The note should be entered using scientific pitch notation (e.g., &quot;C4&quot;).</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><custom-block s="MIDI %s Note"><custom-block s="Get Note %s"><block var="Note"/></custom-block></custom-block><block s="reportVariadicProduct"><list><l>12</l><block s="reportDifference"><custom-block s="Get Octave %s"><block var="Note"/></custom-block><l>1</l></block></list></block></list></block></block></script></block-definition><block-definition s="Get Note %&apos;Note + Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts the note name from the provided scientific pitch notation. (e.g., An input of &quot;C4&quot; produces an output of &quot;C&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><block s="reportStringSize"><block var="Note + Octave"/></block><l>2</l></block><script><block s="doReport"><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block><block s="reportLetter"><l>2</l><block var="Note + Octave"/></block></list></block></block></script></block-definition><block-definition s="MIDI %&apos;Note&apos; Note" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Association list for note names and their corresponding MIDI numbers in the first octave. Used to convert note names to MIDI. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>24</l></list></block><block s="reportNewList"><list><l>C#</l><l>25</l></list></block><block s="reportNewList"><list><l>D</l><l>26</l></list></block><block s="reportNewList"><list><l>D#</l><l>27</l></list></block><block s="reportNewList"><list><l>E</l><l>28</l></list></block><block s="reportNewList"><list><l>F</l><l>29</l></list></block><block s="reportNewList"><list><l>F#</l><l>30</l></list></block><block s="reportNewList"><list><l>G</l><l>31</l></list></block><block s="reportNewList"><list><l>G#</l><l>32</l></list></block><block s="reportNewList"><list><l>A</l><l>33</l></list></block><block s="reportNewList"><list><l>A#</l><l>34</l></list></block><block s="reportNewList"><list><l>B</l><l>35</l></list></block></list></block></custom-block></block></block></script></block-definition><block-definition s="assoc %&apos;key&apos; %&apos;a-list&apos;" type="reporter" category="lists"><comment x="0" y="0" w="289.3333333333333" collapsed="false">The second input is an &quot;association list,&quot; a list of two-item lists.  Each of those smaller lists has a &quot;key&quot; as its first item and a &quot;value&quot; as its second.  ASSOC reports the first key-value pair in the association list whose key matches the first input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="a-list"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="key"/><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></script></block><block s="doReport"><custom-block s="assoc %s %l"><block var="key"/><block s="reportCDR"><block var="a-list"/></block></custom-block></block></script></block-definition><block-definition s="Get Octave %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts the octave number from the provided scientific pitch notation. (e.g., An input of &quot;C4&quot; produces an output of &quot;4&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><block s="reportStringSize"><block var="Note"/></block><l>2</l></block><script><block s="doReport"><block s="reportLetter"><l>2</l><block var="Note"/></block></block></script></block><block s="doReport"><block s="reportLetter"><l>3</l><block var="Note"/></block></block></script></block-definition><block-definition s="Initialize TuneScope" type="command" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/WebAudioFontPlayer.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/webmidi.iife.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0020_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0121_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0180_Chaos_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0230_Aspirin_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0241_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0260_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0320_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0350_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0400_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0420_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0460_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0560_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0580_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0600_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0650_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0680_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0700_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0710_Chaos_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0730_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0770_SBLive_sf2.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1040_Aspirin_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1050_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1070_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12835_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12840_6_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12842_0_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12846_0_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12847_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12848_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12849_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12869_6_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/TS_init.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/TuneScope.js</l></list></block><block s="doWaitUntil"><block s="reportApplyExtension"><l>ts_loaded()</l><list></list></block></block></script></block-definition><block-definition s="Play MIDI Controller: %&apos;controller_name&apos; Instrument: %&apos;instrument&apos;" type="command" category="Music"><comment x="0" y="0" w="285.7142857142857" collapsed="false">Passes through the signal from a MIDI controller, allowing the user to play the controller using the assigned instrument. The name of the MIDI controller must be input exactly as it appears on the user&apos;s computer.</comment><header></header><code></code><translations></translations><inputs><input type="%s">MPK mini 3<options>MPK mini 3&#xD;MPK mini play&#xD;MPK Mini Mk II&#xD;M-audio Keystation 49es</options></input><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Guitar, Overdrive&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Music Box&#xD;Organ&#xD;Vibraphone&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playMIDI(controller, instrument)</l><list><block var="controller_name"/><block var="instrument"/></list></block></script></block-definition><block-definition s="Tone Number: %&apos;number&apos; Frequency: %&apos;frequency&apos; Amplitude: %&apos;amplitude&apos;" type="command" category="Music"><comment x="0" y="0" w="292.14285714285717" collapsed="false">This block assigns a number, frequency, and amplitude to a tone.</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_settone(id, frequency, amplitude)</l><list><block var="number"/><block var="frequency"/><block var="amplitude"/></list></block></script></block-definition><block-definition s="Tone Number: %&apos;Number&apos; %&apos;newOn&apos; On/Off" type="command" category="Music"><comment x="0" y="0" w="371.424916294643" collapsed="false">This block turns the specified tone on or off. This block will play a sine wave. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%b"></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_turntoneon(id, bool)</l><list><block var="Number"/><block var="newOn"/></list></block></script></block-definition><block-definition s="Tone Off" type="command" category="Music"><comment x="0" y="0" w="234.87792968750003" collapsed="false">This block turns off all the tones currently playing. </comment><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_stoptones()</l><list></list></block></script></block-definition><block-definition s="$camera snap" type="reporter" category="sensing"><comment x="0" y="0" w="216" collapsed="false">takes a snapshot with the webcam and reports it as a new costume, or zero if the user cancels</comment><header></header><code></code><translations>pt:$camera a imagem actual do vídeo&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l><l>pic</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_snap</l><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="callback"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="costume from text %&apos;text&apos; size %&apos;size&apos;" type="reporter" category="looks"><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;ca:vestit amb el text _ i mida _&#xD;</translations><inputs><input type="%s">A</input><input type="%n">72</input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>pen state</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>pen state</l><block s="getPenDown"></block></block><block s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="write"><block var="text"/><block var="size"/></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="costume"/><block s="reportJoinWords"><list><block var="text"/></list></block></list></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doIf"><block var="pen state"/><script><block s="down"></block></script></block><block s="doReport"><block var="costume"/></block></script></block-definition><block-definition s="costume %&apos;cst&apos; with background RGBA %&apos;rgb&apos; padding %&apos;padding&apos;" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input><input type="%n">200</input><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>old</l><l>clr</l><l>new</l><l>x</l><l>y</l><l>dir</l><l>trails</l><l>flat</l><l>old size</l><l>old pen state</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>old</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>clr</l><block s="getPenAttribute"><l><option>r-g-b-a</option></l></block></block><block s="doSetVar"><l>flat</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doSetVar"><l>old size</l><block s="getPenAttribute"><l><option>size</option></l></block></block><block s="doSetVar"><l>old pen state</l><block s="getPenDown"></block></block><block s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportMonadic"><l><option>neg</option></l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><block var="cst"/></block><l>2</l></block><block var="padding"/></list></block></block><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block s="reportVariadicSum"><list><block s="reportGetImageAttribute"><l><option>height</option></l><block var="cst"/></block><block s="reportVariadicProduct"><list><block var="padding"/><l>2</l></list></block></list></block></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block var="rgb"/></block><block s="down"></block><block s="setXPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="xPosition"></block></block></block><block s="up"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="doGotoObject"><l><option>center</option></l></block><block s="gotoXY"><block s="reportMonadic"><l><option>neg</option></l><block s="reportGet"><l><option>center x</option></l></block></block><block s="reportMonadic"><l><option>neg</option></l><block s="reportGet"><l><option>center y</option></l></block></block></block><block s="doStamp"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSetVar"><l>new</l><block s="reportPenTrailsAsCostume"></block></block><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="new"/><block s="reportIfElse"><block s="reportListContainsItem"><block s="reportTextSplit"><block s="reportAttributeOf"><l><option>costume name</option></l><l>Sprite</l></block><l><option>word</option></l></block><l>button</l></block><block s="reportAttributeOf"><l><option>costume name</option></l><l>Sprite</l></block><block s="reportJoinWords"><list><block s="reportAttributeOf"><l><option>costume name</option></l><l>Sprite</l></block><l> button</l></list></block></block></list></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="old"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block var="clr"/></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat"/></block><block s="setSize"><block var="old size"/></block><block s="doIf"><block var="old pen state"/><script><block s="down"></block></script></block><block s="doReport"><block var="new"/></block></script><scripts><script x="255" y="186.19999999999996"><custom-block s="costume %s with background RGBA %n padding %n"><custom-block s="costume %s with background RGBA %n padding %n"><custom-block s="costume from text %s size %n"><l>Snap!</l><l>36</l></custom-block><l>200</l><l>10</l></custom-block><l>100</l><l>2</l></custom-block></script><comment x="248.685546875" y="121.03333333333337" w="106" collapsed="false">Use this block to make &quot;clickable&quot; buttons:</comment></scripts></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos;" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _&#xD;ca:digues _ amb accent _ _ to _ i velocitat _&#xD;</translations><inputs><input type="%s">Hello, World!</input><input type="%txt">en-US<options>العربية=ar&#xD;Български=bg&#xD;বাংলা=bn&#xD;Català=ca&#xD;Català - Valencià=ca-VA&#xD;Česky=cs&#xD;Deutsch=de&#xD;Dansk=dk&#xD;Ελληνικά=el&#xD;English-American=en-US&#xD;English-British=en-GB&#xD;Esperanto=eo&#xD;Español=es&#xD;Eesti=et&#xD;Euskara=eu&#xD;suomi=fi&#xD;Français=fr&#xD;Galego=gl&#xD;Hrvatski=hr&#xD;Magyar=hu&#xD;Interlingua=ia&#xD;Bahasa Indonesia=id&#xD;Italiano=it&#xD;日本語=ja&#xD;にほんご=ja-HIRA&#xD;ಕನ್ನಡ=kn&#xD;한국어=ko&#xD;Malayalam=ml&#xD;Nederlands=nl&#xD;Norsk=no&#xD;Polski=pl&#xD;Português=pt&#xD;Português do Brasil=pt-BR&#xD;Român=ro&#xD;Русский=ru&#xD;Slovenščina=si&#xD;svenska=sv&#xD;Tamil=ta&#xD;Telagu=te&#xD;Türkçe=tr&#xD;Українська=ua&#xD;简体中文=zh-CN&#xD;繁體中文=zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="text"/><block var="lang"/><block var="pitch"/><block var="rate"/></list></block></script></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos; and wait" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera&#xD;ca:digues _ amb accent _ _ to _ velocitat _ i espera&#xD;</translations><inputs><input type="%s">Hello, World!</input><input type="%txt">en-US<options>العربية=ar&#xD;Български=bg&#xD;বাংলা=bn&#xD;Català=ca&#xD;Català - Valencià=ca-VA&#xD;Česky=cs&#xD;Deutsch=de&#xD;Dansk=dk&#xD;Ελληνικά=el&#xD;English-American=en-US&#xD;English-British=en-GB&#xD;Esperanto=eo&#xD;Español=es&#xD;Eesti=et&#xD;Euskara=eu&#xD;suomi=fi&#xD;Français=fr&#xD;Galego=gl&#xD;Hrvatski=hr&#xD;Magyar=hu&#xD;Interlingua=ia&#xD;Bahasa Indonesia=id&#xD;Italiano=it&#xD;日本語=ja&#xD;にほんご=ja-HIRA&#xD;ಕನ್ನಡ=kn&#xD;한국어=ko&#xD;Malayalam=ml&#xD;Nederlands=nl&#xD;Norsk=no&#xD;Polski=pl&#xD;Português=pt&#xD;Português do Brasil=pt-BR&#xD;Român=ro&#xD;Русский=ru&#xD;Slovenščina=si&#xD;svenska=sv&#xD;Tamil=ta&#xD;Telagu=te&#xD;Türkçe=tr&#xD;Українська=ua&#xD;简体中文=zh-CN&#xD;繁體中文=zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="text"/><block var="lang"/><block var="pitch"/><block var="rate"/></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="set pen to crayon %&apos;which&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></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 s="reportModulus"><block var="which"/><l>100</l></block></block></script></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="change crayon by %&apos;amount&apos;" type="command" category="pen"><header></header><code></code><translations>ca:canvia de llapis de color saltant _&#xD;</translations><inputs><input type="%n"></input></inputs><script><custom-block s="set pen to crayon %s"><block s="reportVariadicSum"><list><block var="✐ last crayon"/><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="pen crayon" type="reporter" category="pen"><header></header><code></code><translations>ca:llapis de color&#xD;</translations><inputs></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doReport"><block var="✐ last crayon"/></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="setting %&apos;which&apos;" type="reporter" category="sensing"><comment x="0" y="0" w="254.66666666666666" collapsed="false">Allows reading global settings programmatically.&#xD;&#xD;Eisenberg&apos;s Law:  Anything you can do from the user interface you should be able to do in your program, and vice versa.  This library is just a beginning; there are many UI controls outside of the Settings menu.</comment><header></header><code></code><translations>pt:o valor da configuração _&#xD;ca:paràmetre _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support&#xD;Hyper blocks support&#xD;Visible palette</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    ide = stage.parentThatIsA(IDE_Morph),&#xD;    world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return ide.cloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return !!this.scripts.focus;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    case &apos;Hyper blocks support&apos;:&#xD;        return Process.prototype.enableHyperOps;&#xD;    default: return which;&#xD;    case &apos;Visible palette&apos;:&#xD;        return ide.currentCategory;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><comment x="0" y="0" w="254.66666666666666" collapsed="false">Allows changing global settings programmatically.&#xD;This block is for Boolean (checkbox) settings; use&#xD;SET VALUE for numeric or text values.&#xD;&#xD;Eisenberg&apos;s Law:  Anything you can do from the user interface you should be able to do in your program, and vice versa.  This library is just a beginning; there are many UI controls outside of the Settings menu.</comment><header></header><code></code><translations>pt:altera o valor da configuração _ para _&#xD;ca:fixa el paràmetre _ a _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support&#xD;Hyper blocks support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph),&#xD;        thisObj = this;&#xD;&#xD;if (tf != !!tf) return;&#xD;&#xD;try{&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        break;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        break;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        break;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        break;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        break;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        break;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        break;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        break;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) break;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        break;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        if (thisObj.scripts.focus &amp;&amp; !tf) {&#xD;            thisObj.scripts.focus.stopEditing();&#xD;        } else if (tf &amp;&amp; !thisObj.scripts.focus) {&#xD;            thisObj.scripts.toggleKeyboardEntry();&#xD;        };&#xD;        break;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        break;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        break;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        break;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        break;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;    case &apos;Hyper blocks support&apos;:&#xD;        Process.prototype.enableHyperOps = tf;&#xD;        break;&#xD;};&#xD;}&#xD;finally {&#xD;ide.savingPreferences = false;&#xD;};&#xD;</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><comment x="0" y="0" w="254.66666666666666" collapsed="false">Allows changing global settings programmatically.&#xD;This block is for numeric or text settings; use&#xD;SET FLAG for Boolean (checkbox) values.&#xD;&#xD;Eisenberg&apos;s Law:  Anything you can do from the user interface you should be able to do in your program, and vice versa.  This library is just a beginning; there are many UI controls outside of the Settings menu.</comment><header></header><code></code><translations>pt:altera o valor da configuração _ para _&#xD;ca:fixa el valor de _ a _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Visible palette</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;try {&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        break;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        break;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        break;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        break;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        break;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        break;&#xD;    case &apos;Visible palette&apos;:&#xD;        ide.currentCategory = value.toLowerCase();&#xD;        ide.categories.children.forEach(function (each) {&#xD;                each.refresh();&#xD;        });&#xD;        ide.refreshPalette(true);&#xD;        break;&#xD;};&#xD;}&#xD;finally {ide.savingPreferences = true;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="reportTextSplit"><block var="TXT1"/><l><option>letter</option></l></block><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="item"/><block s="reportLetter"><block var="i"/><block var="TXT2"/></block></block></block><script><block s="doChangeVar"><l>changes</l><l>-1</l></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doSetVar"><l>percent</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="changes"/><block s="reportStringSize"><block var="TXT1"/></block></block><l>100</l></list></block></block></script><script><block s="doSetVar"><l>changes</l><block s="reportStringSize"><block var="TXT2"/></block></block><block s="doForEach"><l>item</l><block s="reportTextSplit"><block var="TXT2"/><l><option>letter</option></l></block><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="item"/><block s="reportLetter"><block var="i"/><block var="TXT1"/></block></block></block><script><block s="doChangeVar"><l>changes</l><l>-1</l></block></script></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doSetVar"><l>percent</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="changes"/><block s="reportStringSize"><block var="TXT2"/></block></block><l>100</l></list></block></block></script></block><block s="doReport"><block var="percent"/></block></script></block></script></block-definition><block-definition s="filter %&apos;SEARCH&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l><l>db</l></list></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block s="reportTextSplit"><block var="SEARCH"/><l><option>word</option></l></block><script><block s="doSetVar"><l>result</l><block s="reportConcatenatedLists"><list><block var="result"/><block s="reportKeep"><block s="reifyPredicate"><autolambda><custom-block s="%s contains %s ?"><block s="reportListItem"><l>1</l><l/></block><block var="item"/></custom-block></autolambda><list></list></block><block var="searchDB"/></block></list></block></block></script></block><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportApplyExtension"><l>dta_analyze(list)</l><list><block var="result"/></list></block></block></block></block></script></block-definition><block-definition s="draw ui" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-120</l><l>10</l></block><block s="setColor"><color>181,181,181,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>2</l><script><block s="down"></block><block s="changeXPosition"><l>270</l></block><block s="changeYPosition"><l>-20</l></block><block s="changeXPosition"><l>-270</l></block><block s="changeYPosition"><l>20</l></block><block s="up"></block><block s="setColor"><color>144,144,144,1</color></block><block s="setSize"><l>1</l></block></script></block><block s="gotoXY"><l>-150</l><l>10</l></block><block s="setColor"><color>181,181,181,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>2</l><script><block s="down"></block><block s="changeXPosition"><l>20</l></block><block s="changeYPosition"><l>-20</l></block><block s="changeXPosition"><l>-20</l></block><block s="changeYPosition"><l>20</l></block><block s="up"></block><block s="setColor"><color>144,144,144,1</color></block><block s="setSize"><l>1</l></block></script></block><block s="setSize"><l>3</l></block><block s="changeYPosition"><l>-12</l></block><block s="changeXPosition"><l>7</l></block><block s="turn"><l>30</l></block><block s="down"></block><block s="forward"><l>3</l></block><block s="turnLeft"><l>100</l></block><block s="forward"><l>6</l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="setScale"><l>40</l></block><block s="gotoXY"><l>0</l><l>75</l></block><block s="doSwitchToCostume"><l>580b57fcd9996e24bc43c51f</l></block><block s="show"></block><block s="doStamp"></block><block s="hide"></block><block s="setScale"><l>100</l></block></script></block></script></block-definition><block-definition s="google %&apos;QUERY&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>links</l><l>titles</l><l>googleSearch</l><l>descs</l></list></block><block s="doSetVar"><l>googleSearch</l><block s="reportURL"><block s="reportJoinWords"><list><l>https://api.allorigins.win/raw?url=https://google.com/search?q=</l><block var="QUERY"/></list></block></block></block><block s="doSetVar"><l>links</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>&lt;</l></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l> </l></block></autolambda><list></list></block><block s="reportCDR"><block s="reportTextSplit"><block var="googleSearch"/><l>&lt;div class="BNeawe UPmit AP7Wnd"&gt;</l></block></block></block></block></block></block></block><block s="doSetVar"><l>titles</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>&lt;</l></block></autolambda><list></list></block><block s="reportCDR"><block s="reportTextSplit"><block var="googleSearch"/><l>&lt;div class="BNeawe vvjwJb AP7Wnd"&gt;</l></block></block></block></block></block><block s="doSetVar"><l>descs</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>&lt;</l></block></autolambda><list></list></block><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportLetter"><l>1</l><l></l></block><l>&lt;</l></block></block></autolambda><list></list></block><block s="reportTextSplit"><block s="reportURL"><block s="reportJoinWords"><list><l>https://api.allorigins.win/raw?url=https://google.com/search?q=</l><block var="QUERY"/></list></block></block><l>&lt;div class="BNeawe s3v9rd AP7Wnd"&gt;</l></block></block></block></block></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><block var="index"/><block var="titles"/></block><block s="reportListItem"><block var="index"/><block var="descs"/></block><block s="reportListItem"><block var="index"/><block var="links"/></block></list></block></autolambda><list><l>value</l><l>index</l></list></block><block var="links"/></block></block></script></block-definition><block-definition s="%&apos;TEXT1&apos; contains %&apos;TEXT2&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>1</l><l>2</l></list></block><block s="doSetVar"><l>1</l><block s="reportJoinWords"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><block s="reportListIndex"><l></l><block s="reportTextSplit"><l>&#126;!@#$%^&amp;*()_+`1234567890-=qwertyuiop[]\{}|&apos;;lkjhgfdsa:"zxcvbnm,./?&gt;&lt;</l><l><option>letter</option></l></block></block><block s="reportTextSplit"><l>&#126;!@#$%^&amp;*()_+`1234567890-=qwertyuiop[]\{}|&apos;;lkjhgfdsa:"zxcvbnm,./?&gt;&lt;</l><l><option>letter</option></l></block></block></autolambda><list></list></block><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block s="reportTextSplit"><l>&#126;!@#$%^&amp;*()_+`1234567890-=QWERTYUIOP{}|\][poiuytrewqASDFGHJKL:"&apos;;lkjhgfdsaZXCVBNM&lt;&gt;?/.,mnbvcxz </l><l><option>letter</option></l></block><l></l></block></autolambda><list></list></block><block s="reportTextSplit"><block var="TEXT1"/><l><option>letter</option></l></block></block></block></block></block><block s="doSetVar"><l>2</l><block s="reportJoinWords"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><block s="reportListIndex"><l></l><block s="reportTextSplit"><l>&#126;!@#$%^&amp;*()_+`1234567890-=qwertyuiop[]\{}|&apos;;lkjhgfdsa:"zxcvbnm,./?&gt;&lt;</l><l><option>letter</option></l></block></block><block s="reportTextSplit"><l>&#126;!@#$%^&amp;*()_+`1234567890-=qwertyuiop[]\{}|&apos;;lkjhgfdsa:"zxcvbnm,./?&gt;&lt;</l><l><option>letter</option></l></block></block></autolambda><list></list></block><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block s="reportTextSplit"><l>&#126;!@#$%^&amp;*()_+`1234567890-=QWERTYUIOP{}|\][poiuytrewqASDFGHJKL:"&apos;;lkjhgfdsaZXCVBNM&lt;&gt;?/.,mnbvcxz </l><l><option>letter</option></l></block><l></l></block></autolambda><list></list></block><block 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</pentrails><costumes><list 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name="Baby"><l>0</l></variable></variables><scripts><script x="824" y="10"><block s="receiveKey"><l><option>m</option></l><list></list></block></script><script x="1066" y="10"><block s="receiveKey"><l><option>r</option></l><list></list></block><block s="doIf"><block s="reportEquals"><block s="getScale"></block><l>500</l></block><script><block s="doSetVar"><l>Baby</l><l>0</l></block><block s="doSetVar"><l>Read</l><l>1</l></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doSetVar"><l>x</l><l>-200</l></block><block s="doSetVar"><l>Car_dir.</l><l>-151</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block></script><script x="10" y="206"><block s="receiveOnClone"></block><block s="goToLayer"><l><option>front</option></l></block><block s="setScale"><l>35</l></block><block s="gotoXY"><l>-150</l><l>120</l></block><block s="setEffect"><l><option>brightness</option></l><l>100</l></block><block s="setEffect"><l><option>ghost</option></l><l>50</l></block></script><script 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s="doSetVar"><l>Read</l><l>1</l></block></script></block></script></block></script></block></script></block-definition><block-definition s="b" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>2</l><script><block s="setHeading"><block s="reportListItem"><block var="Read"/><block var="Dir2"/></block></block><block s="gotoXY"><block s="reportDifference"><block s="reportListItem"><block var="Read"/><block var="Xpos2"/></block><block var="x"/></block><block s="reportDifference"><block s="reportListItem"><block var="Read"/><block var="Ypos2"/></block><block var="y"/></block></block><block s="doChangeVar"><l>Read</l><l>1</l></block><block s="doIf"><block s="reportLessThan"><block s="reportListAttribute"><l><option>length</option></l><block var="Xpos2"/></block><block var="Read"/></block><script><block s="doSetVar"><l>Read</l><l>1</l></block></script></block></script></block></script></block-definition></blocks><variables><variable name="Xv"><l>0</l></variable><variable name="Yv"><l>0</l></variable><variable name="X"><l>-250</l></variable><variable name="Baby"><l>1</l></variable></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setScale"><l>100</l></block><block s="doSetVar"><l>Read</l><l>1</l></block><block s="doSetVar"><l>Baby</l><l>0</l></block></script><script x="35" y="751"><block s="receiveInteraction"><l><option>pressed</option></l></block><block s="doIfElse"><block s="reportLessThan"><block s="getCostumeIdx"></block><l>2</l></block><script></script><script><block s="doWearNextCostume"></block><block s="doIf"><block s="reportEquals"><block s="getCostumeIdx"></block><l>1</l></block><script><block s="doWearNextCostume"></block></script></block><block s="doWait"><l>0.1</l></block></script></block></script><script x="850" y="738"><block s="reportAnd"><block s="reportShown"></block><block s="reportTouchingObject"><l>Track</l></block></block></script><script x="629" y="353"><block s="receiveMessage"><l>Start</l><list></list></block><block s="doForever"><script><block s="doIf"><block s="reportEquals"><block var="Baby"/><l>0</l></block><script><block s="doWait"><l>0.5</l></block></script></block><custom-block s="a" scope="local"></custom-block><block s="doSetVar"><l>Baby</l><l>1</l></block><block s="doIf"><block s="reportEquals"><block s="getCostumeIdx"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>costume #</option></l><l>Car</l></block><l>1</l></block></block><script><block s="doWearNextCostume"></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><l>238</l><block s="reportMonadic"><l><option>abs</option></l><block s="xPosition"></block></block></block><block 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mediaID="Car_cst_Body2"></ref></item><item><ref mediaID="Car_cst_Body6"></ref></item><item><ref mediaID="Car_cst_Body5"></ref></item><item><ref mediaID="Car_cst_Body4"></ref></item><item><ref mediaID="Car_cst_Body3"></ref></item><item><ref mediaID="Car_cst_Body7"></ref></item></list></costumes><sounds><list id="21397"><item><ref mediaID="Car_snd_meow"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="32"><block s="receiveGo"></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doSetVar"><l>x</l><l>-200</l></block><block s="doSetVar"><l>xv</l><l>0</l></block><block s="doSetVar"><l>yv</l><l>0</l></block><block s="doSetVar"><l>Car_dir.</l><l>-151</l></block><block s="doSetVar"><l>Current lap:</l><l>0</l></block><block s="doSetVar"><l>Previous lap:</l><l>0</l></block><block s="setHeading"><block var="Car_dir."/></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><l>Wheels</l></block><block 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name="Dir2"><list struct="atomic" id="22364"></list></variable><variable name="Xpos2"><list struct="atomic" id="22365"></list></variable><variable name="Ypos2"><list struct="atomic" id="22366"></list></variable></variables></scene><scene name="Paint"><notes>Converted by Snapinator</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="UNSUPPORTED: event_definition" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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" mediaID="Stage_cst_pixil-frame-0"/><costume name="snapisce" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_snapisce"/><costume name="bg2.0xi" center-x="240" center-y="179" 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" mediaID="Stage_cst_bg2.0xi"/><costume name="bg2.0xi(2)" center-x="240.5" center-y="179" 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" mediaID="Stage_cst_bg2.0xi(2)"/><costume name="pixil-frame-0 - 2022-10-07T080108" center-x="240" center-y="180" 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gQIAAAQH2AwQIECBAIBAQ4ADdJAECBAgQEGA/QIAAAQIEAgEBDtBNEiBAgACBC7WdhZV04HFLAAAAAElFTkSuQmCC" mediaID="Stage_cst_pixil-frame-0 - 2022-10-07T080108"/><costume name="580b57fcd9996e24bc43c51f" center-x="240" center-y="81.5" 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" 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center-y="26" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAA0CAYAAABSDOsYAAAAAXNSR0IArs4c6QAAAnpJREFUeF7t2DGKxEAQBEHNP/W8+ece656/pFEhZ8yCoCFB53me533fz/f1ESBAgAABAr8XuPeeI8C/h7ZAgAABAgT+CwiwmyBAgAABAoHA8fs5UDdJgAABAvMCAjx/AgAIECBAoBAQ4ELdJgECBAjMCwjw/AkAIECAAIFCQIALdZsECBAgMC8gwPMnAIAAAQIECgEBLtRtEiBAgMC8gADPnwAAAgQIECgEBLhQt0mAAAEC8wICPH8CAAgQIECgEBDgQt0mAQIECMwLCPD8CQAgQIAAgUJAgAt1mwQIECAwLyDA8ycAgAABAgQKAQEu1G0SIECAwLyAAM+fAAACBAgQKAQEuFC3SYAAAQLzAgI8fwIACBAgQKAQEOBC3SYBAgQIzAsI8PwJACBAgACBQkCAC3WbBAgQIDAvIMDzJwCAAAECBAoBAS7UbRIgQIDAvIAAz58AAAIECBAoBAS4ULdJgAABAvMCAjx/AgAIECBAoBAQ4ELdJgECBAjMCwjw/AkAIECAAIFCQIALdZsECBAgMC8gwPMnAIAAAQIECgEBLtRtEiBAgMC8gADPnwAAAgQIECgEBLhQt0mAAAEC8wICPH8CAAgQIECgEBDgQt0mAQIECMwLCPD8CQAgQIAAgUJAgAt1mwQIECAwLyDA8ycAgAABAgQKAQEu1G0SIECAwLyAAM+fAAACBAgQKAQEuFC3SYAAAQLzAgI8fwIACBAgQKAQEOBC3SYBAgQIzAsI8PwJACBAgACBQkCAC3WbBAgQIDAvIMDzJwCAAAECBAoBAS7UbRIgQIDAvIAAz58AAAIECBAoBM539H3fTzFukwABAgQILArce88f4idv63WToGgAAAAASUVORK5CYII=" mediaID="taskbar_cst_taskbar3"/><costume name="taskbar3(2)" center-x="240" center-y="27" image="data:image/png;base64,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" mediaID="taskbar_cst_taskbar3(2)"/><costume name="costume1" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADotJREFUeF7t1cEJADAMxLBk/6Fb6BD1R1ngQAS8M3PGESBAgAABAl8FVoC/ehsjQIAAAQJPQIA9AgECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="lckscreen_cst_costume1"/><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="lckscreen_cst_Untitled"/><costume name="Untitled(2)" center-x="240" center-y="180" 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1lAp5LGnx9v9ejQwj+/3334dyaZZ+HJ9++mm1tra29O/1hQQIEHiXQKsBfPfu3aJ/aR84cKD66quvtJ6qqr7++uvq+fPno7VIp7uTJ0+O9vycGAECwxNoNYBLHP+7/RJdunSpyso5Uy5Zwer69eujJjAeeNSX18kRGKRAqwGcd4YvXrwY5IkvelAJ34TwlEvCt5RlJOtep/3791d5568QIECgK4HWAri05QffB3758uUqd0hTLJnB7Nq1a5M4dcsTTuIyO0kCgxFoLYAz9ChDkMZQjh07NtlhKrmG9+/fH8Nl3PEcMhQpQ5IUAgQIdCHQWgDnl/atW7e6OIdO9pFfzgniKZVcw7H8T9Qi1y093qd2jRdx8RkCBNoRaC2AM2QlvaDHUqbYI3rsPZ+3t830gk5vaIUAAQJdCLQWwGPoAb39Apw9e7bKNoVy+/btKtuUip7QU7razpVA/wKtBXA67oxx3OjWDlk5v9wZj6FsPZcpdbzaeu1yLXN9FQIECHQh0FoA5/HlGEuGq2TawswVnZIpGkufrnLrOcx7r4/xf54WaY8mXllEyWcIEFiGgACuoTjmXtFT6vX8tksvgGv8hVCFAIFaAgK4FltVZQm78+fP16w9zGo3b94scunIZWoK4GVq+i4CBN4nIIAbtI/0mD137tzrbyjpcfT2Y82QsazdPPUigKfeApw/ge4EBHBD6+0rJmXqzbwnHnLZfoxjX+loN9dCAO9Gy2cJEGgiIICb6P2vbsmPoz12/nsDEMBL+AvhKwgQWEhAAC/EtPOHjh49Wl24cKHat2/fzh8ewCdevnxZ/fzzz9XDhw8HcDTDOQQBPJxr4UgIjF1AAC/xCmccaTpmJYyHXBK6ufOd6lCj910bATzkluvYCIxLQAC3cD23vxduYRe1v1Jnq/fTCeDaTUtFAgR2KSCAdwm26McPHjw4m1f4xIkTi1Zp9XN//vlnlfm5nz171up+Sv9yAVz6FXT8BMoREMAtX6vML5w74r4eS2dayczpnGFHys4CAnhnI58gQGA5AgJ4OY47fkvWmU1v6ay400VZX1+frUaVdZmVxQUE8OJWPkmAQDMBAdzMb9e1M4f0Bx98MNuWvfZs1u998ODBbMuczsruBQTw7s3UIECgnoAArue2lFp79uyZLeSwtrY22/LeOD2p8+/fVzY3N2c9mPM+d2NjY/Z4OT/z75VmAgK4mZ/aBAgsLiCAF7fq7JMJ4YwnXllZeR3GCddXr15VGb9r+FB7l0IAt2frmwkQ+LuAANYiCGwREMCaAwECXQkI4K6kO9hPOnplW2Qu6rwj/uOPPzo4qrJ2IYDLul6OlkDJAgK4kKuXzlt5X5yA3VrymDr/LsOddlvSWSu9pIXxGzkBvNtW5PMECNQVEMB15VquNw/chG7CdXvwLnv3W8M4k3ZMtRe1AF52y/J9BAi8S0AAD6RtzB8fpyd0F4H7vtOe3xHnEfXUglgAD+QvhMMgMAEBAdzjRT579uzssXKdx8ddHPYUg1gAd9Gy7IMAgQgI4I7bwenTp6s8Xs4dbybjKKEkiDOr1r1790Y/s5YALqFFOkYC4xAQwC1fx4RtFmQoLXTfxfLixYtZGI/18bQAbvkvhK8nQOC1QGsB/M0330x+ZqY8Yp7f8Y6tzY3x8XRmIPvyyy/HdqmcDwECAxVoLYCvX79ePX36dKCn3f5hXbhwYTBLEbZ5trkj/vnnn6usulR6WV1drS5dulT6aTh+AgQKEWgtgH/99dfZogBTLFMJ363X9s6dO7P1hkvuNZ138h9//PEUm6xzJkCgB4HWAjjvCKc201Le8+YXeN75TqFkbupMBDIvpd8N53VBNoUAAQJdCLQWwLn7zV3wFEqCd/7LO3+eein1bjj/81RKz/SptzHnT2AMAq0FcKY4vHHjxhiM3nkOgvcNzfa74Xknrdu3bxfTBi5evNj6jGPFYDhQAgRaF2gtgPML+dtvv239BPraQcbxfvLJJ35h73ABMq1lOmmVUK5evfq3R+olHLNjJECgXIHWAjgk165dG+XatXnHm8eVHjcv1vATwnkdMeQOWlmD+fLly4udkE8RIEBgCQKtBvCtW7eq+/fvL+Ewh/MV23s4b3/0OpwjHdaRDL2D1rFjx6qPPvpoWGiOhgCBUQu0GsC58ynpHeD7rvTbejjnPXfbqxSNrfUNtYNWJk2ZSu/1sbUp50OgVIFWA3gsHbGyWELufBdZ6L7UhtDmcb+rg9aQprPUAavNFuC7CRB4m0CrAZwdlj4lZR5LnjlzRutpQWAoj6VNQdnCxfWVBAjsKNB6AKcH7OPHj3c8kCF+wPvebq5KHkunv0BfJUtC5lorBAgQ6FKg9QBeX1+v8gu2tDLF6SS7vEbbH0v3OVwpTzhOnTrV5enbFwECBNpbD3huW+J7YOHbz9+MvkLY+99+rre9Epi6QOt3wAH+/vvvq5cvXxZhLXz7vUxdh/C+ffuqK1eu9HvS9k6AwCQFOgngUsYDC99h/B3oMoSN/x3GNXcUBKYo0EkAP3z4sLp58+agfYXvsC5PFvPIGsNtr6h1/vz56ujRo8M6eUdDgMAkBDoJ4M3Nzdm80Pk5xCJ8h3hV/ntMmcilrclcMvwo8z/np0KAAIGuBToJ4JxU5gLOXc2QytTW7x2S/aLHkvmjv/7661bmkc7Sg5nTWyFAgEAfAp0F8NAeQ5vdqo/mtvg+nz9/XmWBhJS23gl7/Lz49fBJAgSWL9BZAOfx83fffVdl/GffxexWfV+B3e9/2SG8srJSffHFFx4/7/5SqEGAwJIEOgvgHO9vv/1W3bt3b0mHXu9rzG5Vz20ItZYZwsePH6/OnTs3hNNyDAQITFSg0wDue1KOzHhkybmyW/qyQtjkG2W3A0dPYAwCnQZwwK5fv149ffq0F7ssOZdNKVugaQivrq5Wly5dKhvB0RMgULxA5wHc1xrBp0+frtLrNZ2vlPIFmoSwtX/Lv/7OgMAYBDoP4HTCytSUXXbGcuc7hqb6z3PIDGu7Xegjna8y9WR+KgQIEOhToPMAzsn+/vvv1d27dzs574z1/eqrr6r8VMoVyGQcmbc5s1bNhydlpqwsdZmxwrkjzs+dysmTJ6sPP/xwp4/57wQIEGhdoJcAzhjPa9eutX5y2cHWu9+tY0s72bmddCaQdacTwjuVy5cvvw7wnT7rvxMgQKBNgV4COCfUxQIN7n7bbDrD+u507ttppjULLwzrmjkaAlMX6C2A0xM6vzTbLIYdtanb3XdnQYb54+V0ojt8+PBs53n8nMfQCd4McduppOdzekArBAgQGIJAbwGck297fuj8wk3PZ2U4AgnSRd7HJ1ATsPNVkeZnkOs5H0K0yF3v1nrmfR5OO3AkBAhUVa8B3ObEHO5+h9O8Fwnd9IrPLGkJ3HnHqnedwaFDh2b/aZG73vl3mHhjOO3BkRAg8F+BXgM4B9DWu+DM8zv/Re1ityewSLhu3/v80fH832//52UfrXe/yxb1fQQILEOg9wBuo0f0/v37q3/961/L8PEdWwTqhO32kF30fe0y4fV8Xqam7yJAYFkCvQdwTmTZ44JNvLGs5rHY9+x0B9tH6M6P3Ljfxa6hTxEg0L3AIAI47/9++OGHhSZS2InI0KOdhJr99+1h22e47nQmaQuff/65Wa92gvLfCRDoRWAQAZwzTwecLFfYtOh89UZw3rHpxYsXTVln9Ycctm87wSw3mGUHFQIECAxRYDABHJyffvqp2tjYaOQ0ls5Xi75vnQ/X2T4N406PhRshF1B5bW2t+vTTTws4UodIgMBUBQYVwE2HJZXY+SrTJ544cWLh9jeflCIBG69F5j9e+MtH9EHDjkZ0MZ0KgZEKDCqAY5zVbdbX12txl/L4edG725Let9a6YC1VOnXqVJW2oBAgQGDIAoML4GD9+OOP1bNnz3btVvrj56wQNX9fW9r71l1frJYqHDx4sPrss89a+nZfS4AAgeUJDDKAc+eX1W12U4b0+HmRO1x3t7u5uot/9sKFC6/nil68lk8SIECge4FBBnAY8q4z26Jl6GN/ty4o4O520au6u8+dPn26yqYQIECgBIHBBnDwFu0VvX3sb+6ecyfUZ9l6hytw278Sej23b2wPBAgsV2DQAZxpKrPiTcazvq9s7XyVOl9//fWsZ3GTEG4yhlbgLreR7vRtKysrsxWSDhw4sNNH/XcCBAgMRmDQARyl+/fvzxZseF/Z+vj59u3bVbaty9a9re67xs/ms1MfQzuY1rnggXz00UdVFlxQCBAgUJLA4AM4mDvNFb01bLNA+7wn8b59+6p0ztpacoecdYjzUylfwFzP5V9DZ0BgqgJFBHAuzs2bN6uHDx++8zplsfVFO+BkysuEulK2wNGjR6vz58+XfRKOngCByQoUE8B5J5tOWU+fPn3rxUr4JoQXKbkD3k0P60W+02e6FVhdXZ1NNZn3vwoBAgRKFCgmgIObyTkSwu+afjHvAXf6hZwgz3tlpVyB9HpP+GbSDYUAAQKlChQVwEGuM0lHqRfHcb9dwGQbWgYBAmMQKC6Ag553wXknrExPIO988+5XIUCAQOkCRQZw0BcZnlT6xXH8fxcw3EiLIEBgTALFBnAuQpbyy5hfZfwCGeu9m2Ubxy/iDAkQKF2g6AAWwqU3v8WOX/gu5uRTBAiUJVB8AIf73r17Vcb2KuMTOHfuXHX8+PHxnZgzIkBg8gKjCOBcRe+Ex9eWvfMd3zV1RgQIvBEYTQDnlLIIQibZUMoXyKQqmWJUIUCAwFgFRhXAuUgbGxuzIUrvmqxjrBdyLOeVSTYy1CjLCyoECBAYs8DoAjgXKzNm5Z1wVjxSyhE4dOhQlXe+Zrgq55o5UgIE6guMMoDDsbm5OVvGMI+lleEL5HFz3vnu2bNn+AfrCAkQILAEgdEG8Nwmiy5YeGEJLaXFr8hCGouuZNXiYfhqAgQIdCow+gCOZtYIzt2w98Kdtq0dd5b3vbnrPXLkyI6f9QECBAiMTWASAZyL9uLFi9msWQljpX+BhG4m2Ni/f3//B+MICBAg0IPAZAJ4bru+vl7duXOnB2q7nAucOXOmOnXqFBACBAhMWmByAZyr/fTp01kIZ2lDpTuBw4cPVwnf1dXV7nZqTwQIEBiowCQDeH4t7t69Owvi9JhW2hNIz+YE78mTJ9vbiW8mQIBAYQKTDuBcq+fPn896SRuu1E7LzfCi9HA+cOBAOzvwrQQIEChUYPIBPL9uDx8+nAVxJvFQmgtkMo0E79GjR5t/mW8gQIDACAUE8LaLmjWG82g6vaaV3QukV3MeNVu7d/d2ahAgMC0BAfyW6513wgnhbMYOL/YXImN6E7zZzGa1mJlPESAwbQEB/J7rnyCe3xG/fPly2i3lHWe/b9++13e8glcTIUCAwOICAnhBq6w3nDDOECalmg0lymPmY8eO4SBAgACBGgICeJdoGTucMJ5qr+n0ak7oZkyvQoAAAQL1BQRwTbs8kk4IZxv7XXHudhO82fLIWSFAgACB5gICuLnhbOhShjFlG8swpgwjyhCibNbnXUIj8RUECBDYJiCAl9wkMrFHHlNn0YeNjY1iZtlKB6q1tbXZykR5vGzijCU3DF9HgAABAdxtG0gY5xF1wjg/hzKsKcOG8mg5oZuf3ul22y7sjQABAu6AO24DuUNOEOdRdbb8c7Y2S+5ms+VRcrYErjvcNsV9NwECBHYWEMA7G7X+iYw3zsxb2dK5K3fJ2fLnV69evd62LxqRx8YrKyuvt3SQyp1ttvw5s1IJ2tYvnx0QIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIED50FLTAAADoUlEQVSAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAgK4mZ/aBAgQIECgloAArsWmEgECBAgQaCYggJv5qU2AAAECBGoJCOBabCoRIECAAIFmAv8PK5Swq5F7QmIAAAAASUVORK5CYII=" 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mediaID="cursor.snip_snd_Mouse-Click-00-c-FesliyanStudios"/><costume name="costume1" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="tutorialscript_cst_costume1"/><costume name="Untitled" center-x="24" center-y="24.5" image="data:image/png;base64,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" mediaID="SpikeAI_cst_Untitled"/><costume name="pixil-frame-0 - 2022-10-11T073532" center-x="240" center-y="180" 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" mediaID="Errors_cst_pixil-frame-0 - 2022-10-11T073532"/><costume name="costume1" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="closing_cst_costume1"/><costume name="costume1" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="CameraApp_cst_costume1"/><costume name="pixil-frame-0 " center-x="128" center-y="72" image="data:image/png;base64,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" mediaID="CameraApp_cst_pixil-frame-0 "/><costume name="image_2022-09-25_185736425" center-x="180" center-y="180" 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" 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KlcLjjz+BWrVro0CBAkZ04UabxTepTu2Aw4d8wx/je7E3yoq7xGnFW4p1YmLivWDKQuP7Sh5cT2D37t2YM+cn7N+3z+/DHHkdHSaTCTVq1MCTTz2FSpUq57U6OcqvXgH0eE4OW8iK+6Kt+PtWGLSZ9eHk5GcYxzfEyncIiPhzfPxyTJs61XecksQTxhj69OmDZs1bQIRLDJ/GjAKmTTK8G4Z2gGF4dDYG3c4HTawTE5NfA8N4QztLxl9DYOmSJfjuu++QmXmByHiAQHh4OJ7u2hVt27bzQO1eqLJbV3r6ywvYLzW5JNqKDndq/rJYDwGjF2LuBMsoP9+xYzs+HTUKOTk5RjHZkHYGBgaif/93ULtOHUPaf43R6WlAl4eBjGPG98VYHqSpDE0rZiPlTmZrYn0oMXGcwhTtZidKxiZwPCMDI0YMh8VCm3vyoyfF1r4BAwchMtL4RxT4+rVgzz+VH9iojUsEVIZ2FbOxTA+QyzPrWQCe11PAqHnsdjt27tqJgwcPIvNC3kMDYu9tVFQU6tSth9CQEGmwfPXVLPz990JaTMynHhEx63vvvQ/PP+8j923M+wV45418ouffzXCG52Ky9a8V5s6sDyfPZQw++aKm1WrFxg3r8d333+HM6dNuHx1hYWF49LEu2l7c0FDv7sPdtWsnhg/7BA6Hw+1+UoW3JiB2iQwc9C5q1artG5i+ngk2/EPf8EVeL16PtmKcM+ZpYn3wcOLfCmP3OFPQCHlPnTqNr7+ehS0JCbDZbB4zWcyu7rqrJrp1747Spb3z0E7qkVR88slHOHnypMf8pIpvTaBo0aIY9O5g7cSjLyQ2bTIwdpQvuCKfDxyDonMw3FnDLs2sk1YzhhbOFpY5v5hRT5o0ERs3bMg3M+vUrYvXX39DO7Kcn0mEeGZ8MR3x8fH52Sy1dR2B1nFxePHFl2A2m32CDQm2B7rRRaEWlgixZocSkxKYj924J/YYz5wxw6Mz6uu7Usywn3v+eS2GmZ9pw/r1mDx5EsQ/UJS8RyAoKAi9e7+CJk2bes8Id7f8zSywYUPdXau/1tcv2ur6Fmk2Z84cU4PYhlsZYz4ScAOys7PR59VXII5Z53cSMexJk6fk2+w6LS0N7w4aiIsXxT1clLxNQKxbfDJsuNfCYZ7wn83/DXj7dU9U7Td1KgzPVMjG7Lw4zHbv3h0YGlYgAeC18lKRTGWXL1/m1ZN7r/Xth+bNm3scSVZWFiZN/BybN2/2eFvUgH4CsbEN8WqfPvn2D7Z+y1zPyTeuB+v/BtixdNcr8cOSHDiiMjxbKRt5jlEyi8USkmN3iE/7Xb7Ccszo0di0yXsvYXTsdD+efc7z9y2IUM+smTPp8ItkA1cclnmhW3fEtWkjmWV5NOdYOpR33wHWrMpjRX5TfJFdQY/KWTjiDo/Z7oyM8JDMixvBUcMdFXq7DnFqb+gHQ3Do0EGvmdK8RQv06ePZM0bHjx/HO/3fovCH13r59g2LcMiIkZ/6xGGZ6z1lY0eBTZ8sKXlJzNJx14ezlrJt27ZFFCwUsR5g1ZwtLGN+ERr4cOgHSEw87DXzmjZthr79PBfjE7H4CePHQtyoR0leAmI7pxgHBQsWlNdIFy1jq+LBhn0IJCe6WIPPFjvAgH5RVixwt4dsz549RQODgtcCqOruyr1RX65YD/WyWDf1qFgvWPAXZn/7LZ1S9MYAc6JNsTuoa9dn0LGTj77IYrOBfToM7NuvnKDi01knZFrxdk3AI5fysIMHD0YypqwBYz5xQa+vi3Vq6hF8/NFHOO2B05g+/THyknMREREY/N77PnNY5qYYN2+EMv4zYIvfLnSvBsN70dlY6clhxpKSkko5VKwCeCVPNpRfdfuyWIs7Td57bzDEdj1KxiFQqnRpfPzRxwgLDzeO0S5Yyn75CWzqJOCI31wilsgYPonKxkwXcDldhIn3FxVzwApwXtHp0hIW8FWxFvd9/Dx3Ln777VcJqZNJdyLw8COP4LHHukDcI+LriX01A/hqJtixo77qaioDxkRZMSY/HRRhkHJQTCsAxORnw55qS4j1R16OWYsTbO5eYDx48ABGjxqFs2fPegod1etBAmKR8a23+6NylSoebEWuqpXvvwF+mA128IBchrluzb8MmBxlhVee1WGHDh0qr0JZwYBo132Qp6Qm1h96d4FRE+u+7tsNIk5kDhzQH0eP+uxMRZ4B5EFLSpYsieEjRkFcr+tPiS1bDPw2F8rypYZ0mwN/MI5Z0Tn43ZsOsMOHD1fgnMVzHxFrIWzjx4+DJeWODy94jHv9BvXRrVsPt9Qv9o1/991sLF50y3c03dIOVZI/BDrccw+efvoZiIMzfpdSj4AtmA9l8ULgn11Su8+ALZzjZyj4MTobSTIYy/YkJkYFqDweYFEyGJRXGzjn2oVG4sFYbyURlxSX+rgj7d61E2PGfAbxjYGS8QmIGxlff+NN37n72tUuObgfbMVysNUrwTbn382YtzOXN2wCNGx8yn4k5Ykqc39b4qprnirH9u5NijYH8OUAfEKsPQXKG/WeP39Oe0wgMZEOHniDv6fajIqK1h4r8MXDMi4xy8wE27wRbOtmYMc2MDHr9vTFZKGh4HfVAurUA6/fELxhYyAsDABPMiksLjo6WorZ9NU82b7k5BiT3SHEuoJLoKmQRwiIO6rFtafr163zSP1UqXcJiFOuvV95xWfuvnY3TXboALB/P5B4CEyENNOOAEePgp3IENdq6msuOBi8WCRQsiRQuix4+fJAdEWgShXwijc/VsKAJJNJaRMVFSXdDIkdSEmpyGx28WAjibW+IeDxXBzAujVrMH36NLqkyeO0vdOAiFm/+NJLaN7ibu1SeUr6CbCLF8EvnAMuZgFWK5jDrhXmJjMgwo+hIWDhBcFde2YvOUt1tK1VufIh/RblT0528KClEmc2Idbl86dJauVOBM6fP4+PPxxKL5TfCZTBfy6eAHtvyAcoUKCAwT3xHfMZkJzN1XY1K1Xy3k1wt8Ap7gapYg4MEsF0EmsJxhxXOT79dCS2b9smgTVkgqcJ1KlTB/3fGQim0Pza06x11p9iA29Xo2JF6TaHi33WVVQVS8FYOZ3OUDYPERA7WMTDCV/OnOGhFqhaGQl0694Dbdq0hbj4iZLXCaTYbbx99eoV93vdkusMYHv3Hq5qMvMlAIm1tzvn+PEMDPvkYxw7dszbplD7+UggMrIE3n13MIpHRuZjq9TUTQlwblEUtKtYkcSaRsgtCIg7qqdNnYxtFP7wyzFSt1499OrVm7bzebv3Say93QNyt3/61Cl8+eUMbNmyRW5DyTqPEqhfvwG6de+OIkWKerQdqvw2BKQW68OHq5pUEQYBxazzeRSLo/Gpqan44ovpSElOzufWqTkZCZQvXwHde/RAuXLl/O4OEUn6w+Kws/bVqsXsk8SeK2ZoMWtFi1kbW6zFMfMLFy5ov2w5ORB/lzGJwy5nz53VtuXt27MXe/b8S3upZewoL9ok9mDXqFEDVatVQ9ly5VGoYEFpD88wxhAQGIjw8HDtl/i7wZNFtdvaV6tWjcTanR0pBFkcxV61YgW2bt2ivZ4iq0hf77dR7HRnf1FdzhMwivgJOwsXLoz6DRqgZavWiI6ONqhwc4tqt8sp1ocPH65qdxhrZp2RkYEtWxKwZs1qLXzgzUubnP/4UQki4NsExBZEEc5p1rw5GjZsZLQX3i2qQ9IwiNHEeu2a1fj5l59x4vhxEmnf/syTdwYnIES7ePHi6PzoY2jevIVRvCGxzmtPZWZmak9a/b1wgWFCHXn1mcoTAV8gIEIk9957Hx75X2eEaTfbSZ0sZhNrHxMj4QLjvn37qjHFvFjmBUaxaDht6hTs3LkDYoGOEhEgAsYiIO54r1OnLnr2ellbiJQ4kVi72jlie5s4LLJp0yZXq6ByRIAISEKgYaPG6NmrF0KCQySx6AYz5BdrDi7lPuv58//Arz//DJvNJmvnkl1EgAjoJBAQEID/dX4UDzz4oM4S+ZuNgVm4au9QtWrVvfnb8p1bY7lhENNiLuE+6yNHjmDwoIEU+rhzP1IOImAYAmazGR99Mkw7+CNbYoCFqw6JxZrJJ9bizcHRn47Evn3S7U2XbXyRPUTAcASqVq2Gt9/uj+AQucIhmlhzEmunBtS2bVsx8fMJ2uO3lIgAEfAtAkHBwXj11T6oV6++VI6RWDvdHRxff/0VliwWm1QoEQEi4IsE2nfogOeeex6Q6GEzEmsnR5o4it3/7TeRnp7uZEnKTgSIgFEIlC5dGiNHjZbqWLr0Yg3JYtYnT57E63370OEXo3zqyE63ETCbGIKDgHrVw1GprB2Mqcg4HYC12zKReZEjx4eOGYjDMuMmTESRIkXcxi+vFQmxhswxa9nEevWqlZg+bWpeuVN5ImAoArE1Q/BwK44WdR0IDTgPcLFd1Q5wO3JswI6DwViwLhjLtwQhK1s1lG+3MlYckmlxd0tpfDGAWCtSbd379ptvsHjR39J0IBlCBDxJQNwq+tzDRfB8x0yEBuVo4qwJ9VViDZ77/212jj/XF8Nn34drAm70dM+996LrM89K40auWKvybt0Dk0usJ0+aiPXr1knTgWQIEfAkgQdaF8Bbz3CEBApBFiJ9a7EWP+NcxewlpTH1t3BNvI2cmjVrjpdfeUUaF4wh1lyexwfGjR2jXYFKyXcJiBvZxKU+ISGh2sX64mSbSOKkqrj/JSvrIi5kZoKrvvF1/1Y9WTA8EN+PKIDIiOz/ZtN3EGvABoeD48NvKmHhulxuRk0NGsSi3+tvSGM+Y0aYWUsk1mPHfKY9JkDJmATEwlFQUJB24CE4KAjFihVDVFQ0SpUujVKlSqF48Ujt9ROmKLd1UNxTLh4SFq++i51B6Wlp2mMTJ0+eQHa2FeLgVE6O1dAL0f27l8CjbYRQXzWb1iHWUG3YdjACb04qjwsXjTu7Fu9Ovv7Gm9IMdBJrJ7uCxNpJYJJkL1K0KKpWqYromGiULFlau3RerPSHuPmUmhDpU6dOIiPjOI6mp+Fw4mHs378fp06elISEPjMKhAdi3rjCCA9xTaxPnQ9C389jsC/ZrK9BCXORWOvvFO1uEC5i1hLNrMfRzFp/D3oxp5hBixBGnbp10anTA4ipWNFre2bF3vxDhw5i0d8LsXXrVthtNuln3LWrFsTUdwNgNuXu+LiyqKhzZi2eGX1tQkVs/DfUi6Mgb00Lse4n2cyaybzASGKdtwHnb6ULRUSgevUaqF2nDu66q6b29p5MSbzF+c/u3dr95/v27cXpU6dkMu+KLQ1rhWL82yEui7XY1vfujCpYsln6C/1vyZ/EWv/QpJm1flZ+n1OEMx58+GE0btwUBQsWhHiFW+aUk5OD8+fOYf2G9Zg/73ctxi1Tiq0Zhgn9g/Mg1g68PaUSVm6X+jL/2yInsdY/InPFGnJt3aMwiP4O9HROsWujTJmyaNK0Kdq2a4fQUGPO4oRQL12yGBvWr0dq6hEp3u+MLheO2R8HIcDsWhgk22ZG3wkx2LY/yNPDwGP1SyfWgIVB4n3WHEyumPXYMbQbxGMfD/0VR0aWQKdOnVCrdh0ULVrUa/Fo/RbfPqeIa4uFyV07d+Gvv+bj2LFj7qrapXrMJgVzPiuNssXFaUXnY9ZJx0LR7/MYpB1nLrUvQyFNrCXbusfA5T0UQ2Itw7CVxwYR7oiNbYgnnnwKBQoUkMcwN1oiHmD+6ccfsXHjeq+GR+65uwiGvqRCYZdOLOo4FCP2WYute7+uKYeRsyMgFhqNmkis9fcc27lvXzUz2GJItBtkPM2s9fegG3OK3R3iUdN7O3ZE9WrVAXEO2pcT59i7by8WLvgLO7Zv98ruEYUxfPZWYTSvY3VqN0jysQJ4dWwZHDPWbsUbRpMQ674SzazBYLGDd6gt47NeMoq1OMG4jQ7F5KtMBgcHazPplq1aQ7xE7U/J4XBgzepV+P672RAPNOd3ii4bjAlvB6BEkcuCffvj5sfPBqPXp2Vg8W4Uxy2Y6kkWBiGxdrJbSaydBJaH7EKYq1SpiodvqwSCAAAgAElEQVQeeQTVqlU3fFzaVRQinr1//z789ssv2u9CwPMzxZQLwmtPBqJB1YsIMl++I+S/W/fERU52O7DtQDC++KMIduxnMHD04wpaEmv9o0zKMAiJtf4OzGvOe+65Fw889LDPxqad5XP+/Hn8Me93r9z6GBZqQt2qgXioFUfju6wIMZ8Xt6XA5jBj2/4QzF1qwtZ9Cs5n+oJM5/YMibX+EUpirZ+VT+UU+6SFSLdv38Gjs2lxKVPmhQvapUxiUe/YsXRtF8aJjOPavR/nz5+D2A9tE9NGAAFms7Z/u0CBgihYqBCKFS+GEiVKar/Cw8IQGhaKsLDwKxc/eaJTxCx7yeJFmP/HHzh37qwnmrhjnYrCULxIMBSF4/hJK+wO3xHoq50nsb7jULiSIVesuVwLjOPGUcxafxc6n1Pc1/FCtx6oXbuO84V1lLA77EhJTtZOESYlJ+LkiZM4fea0dkDF1fCCCNeIf2AKFSqEosWKIToqGtVq3IXoqCiYzZ65eU6cgPxq1kyIl4soeYaAJtb95Ll1T4tZM5kXGDWx5uU80x3O15or1ludL0glbktA7PYoHhmJ/v3f0W6+c2cSM+gzZ85gw/p1WLEiHsePH3dn9besSxx1b9euPZo0baYJ+eWrVt3VuPBj1Mjhmj9ixk3JvQTq1a8vmVgzucXaJJlYjyexdu8n4lJtlSpVRrfuPVC6TBm31S9my9u2bcXOHTuwZ8+/WqjDG0ncjV21ajXtUql69eprIRR3pbS0VMyaOQMHDhxwV5VUzyUCQqz7SjWzZhaHzDNrEmvf/+yUKlUaAwYNQqFCEW5x1mq1YtmyJVi4YAEuZma6HN5wizFXVSLCJaFhYejYsRPatm2HwCD3HMUW3xpGDv9Eu1ebkvsIkFjrZ6nFrEms9QMzYs6KFSvhlT6vueUVabHgtmP7Dm0BzmJJkTo0ULZcOYjdLrXr1NVCJHlN4ja/iZ+Px6GDB/NaFZWnmbXTY4DE2mlkxioQERGBt/oPQNmyZfNs+L///INffpmLpMREaWbSd3JKzLSjoqPR+dHHUKPGXXfKfsefHzlyBJ99OhJCuCnlnQDNrPUzJLHWz8pwOYVQv/3OAO3WvLyks2fP4O+FC7Vj2UZOHe65Fx073Q/BJS9J3Nr36cgR2oIqpbwRILHWz4/t3LmvmsnMFgPy7AYZP552g+jvwpvnFAtuL7zQHbENG7lcldj9sGvXDvwxbx4OHz4kxbWiLjsDQFz3GhMTgwcfegS1atXO0/7yzZs3adv6vLWgmhcOMpXVxLqvRFv3wCwOO+9Qu3bVvTJxErbIKdZiN8g22rrn6mARW/Tuf+ABdO7cxdUqtFj0ypUr8P1332qHVnwpiUM3Tz3VFa1ax+VJsH/5eQ7+/HO+1HF72ftN7NyRajeI7GKtmLEYgDT7rCeQWLv8GRNC3ax5czz/QneXD4uIsMef8//Aivh42O3ifgrfS+LtyLg2bXH//Q+6vM1P7C2f9eUMrF+3lgTbxSEixPo1mbbuARbVDnln1rliLU8YZMK4sTSzdnHwly9fAa/1e117LMCVJG6dmz51CrZv3+bzAqRdCVu3Hnr2ehni1kFXkjjdKMZrSkqyK8X9vkyuWL8uEQdGYu1Mb5BYO0Prv7xitvhSr5fR0MU49ckTJ/DVV19i965drhlg0FI1a9bCcy90Q7FixVzyYPOmTZg+bQrETJuScwRIrPXz0mLWNLPWD0zmnPd17IhHH3tcW0hzNonnrmZ8MR17/v3X2aI+kV+81t7jxZdQxIVvJOK+k59/noO/FyzwCRb56QSJtX7aJNb6WUmds0KFKLw7+D0EuPDieHZWFqZNm4Lt27ZJ7aOnjatbT4REersUEhGLsMM+/gjJyUmeNtOn6iex1t+dJNb6WUmbU1xeJG7Ra9qsmdM2iutLv/nma2zauMHpsr5YoHHjJuj67HMIDw93yj2xe0ZcYjXry5mw2XxzUdYpIDozk1jrBHV5655ikmyBcTwtMOrvQiA6OgbvDn7fpee4fv/9V+2yfbpRLpe4WHR84MGH8cgj/3OmC7S8Ihzy8UdDkZSU6HRZfy2giXVfyRYYHRLvBmGSifXnJNa6P7uhoaF4Z+C7KFeuvO4ylzNu3ZKAGV9M88q7g04bm48FxM6QHi/2RP0GsU63Ku5LGTHsE2RlXXS6rD8WEGLdRzKx5iTW+ociibV+Vu073IMnn+qqv8ClnGL2N2rEcGRnZzld1h8KhISEoP87g1AhKsppd3/4bjaWLFnkdDl/LEBirb/XtZg1M3Gp9ll/Pn4c7bPW0YfiJrm+r7+BqKhoHbn/y5KVlYXpU6dixw7/XlC8E7S6devhxZ69IITbmSQuuhJ3sp89650nwZyx1dt5c8W6n7fNuKp9ZuEOJu+hGBJricaKE6Y0atxE224m9lc7k+Ljl0PM/mhf8O2piefCnnq6K1rHxTmDV+M6Y/o0bNq00aly/piZxFp/r9PMWj8rqXKKvdQDBw1GxUqVnLJLPE/13rsDfe6+D6cgOJE5ICAQnwwf4fSBmYMHD2ixa1VVnWjN/7KSWOvvcxJr/aykyiku1O/b73WnLiLKybHiyxkzaMbnZE+KbzDiOTRxAZTeJHbXjB87BuLRXUq3JkBirX905Iq1IlfMesKEcdhOt+7dshfFrLp//4GoUrWq/p4GsG/fXkwYP452KjhFDRA7bsSOhapVnOf96agRNLu+De+6Yuvea5LFrFWJY9aQTKw/J7G+rZyIBcV+r7+JAgULOiU7U6dMwmaKozrF7HJmMbsWpxudSefOncO4saORnESnGm/FTYh1H8nEGiTW+oc5ifXtWYntel0ef9KpO0BEDPXTkcNpUVH/MLwmp1jE7T9gEMR7lnqTiFf/9OMPWErb+G6JjMRa72i69PgAzaz1A5MhZ7833tJeOtGbHA47xo4Z7beXNOnldKd84g3Hfm+8CZNJ/+6bXTt3YNzYz+5Utd/+nMRaf9eznTt3VoNilurxgdyZNe0Bvlk3hocXwKjRnyEoKEh3Lx88cEATa3FXNSXXCQQHh+CNN99ExUqVdVcimPd/+02IO1go3UhAXJ4lVxgEFqj2DrVr15bxWS8SayN9iEQI5Iknn9JtstiVIO7+mP/HPLr/Qze1m2fMvTfkITz40MNO7cL54fvvsHSJmA9Rup4AibX+MUEza/2svJ5TiMUHH36EsmX1v8AmboAbOWIYEg8f9rr9vmBATExF9B8wEOKmQ73JkpKCoR+8T/9Y3gQYibXeUQSwhJ07qwVIFgaZSGGQm/ZgZGQJfDx8hFMLi0fT0/D+4Hdp+5j+z8Rtc4ptkx9+PAwlS5XSXaNYaHx34Ds4npGhu4y/ZBRi/apUu0Fgsan2DrEyhkE0sWZyxawnfk4x65t9WGMbNtK2j4kZtt70/exvsXz5Ur3ZKZ8OAm3atteOoetNIhQ1bcpkJCRs0lvEb/JpYt1Hpn3WsNg4ibXuAUhifXNUj/yvMzrd/6BujiIE8tYbfZGZmam7DGW8M4GwsDB8NnaCU3ey/PXnH/jt11/uXLmf5SCx1t/huWEQmlnrJ+alnCJG2v3FnoiNbajbggMH9mPk8E9056eM+gkMGDQYlZzYFZKweRNmzphOr8hch5jEWv+YI7HWz8qrOcPCwrXrUMUCl9606O+FmDvnR73ZKZ8TBB7r8gTuufc+3SUOHz6E8WM/o285JNa6x8z1GS+JtUmqfdYTPx9P+6yv66nChQtj0OD3IX7Xk8Si1swZX2DjhvV6slMeJwk0btIU3Xu8qHux9/TpU9qDuqdPn3ayJd/Onjuz7iuTkxYbd8i8wEhiLdNouZktpUqXxgdDP9L9zqKIU0+aOAH79+2T3TVD2le1ajX0frUPRPxaTxLvM37w/mCkp6frye43eUis9Xf1lZk1B/Rv3tVfv0s5J9HM+gZutWvXQZ9++h8WPXniBMaNGY2jR4+61AdU6PYExNY9cey/aNGiulFNGDsGu3bt1J3fHzIKsX5Fopk1g9gNIvPMGqbF0on1djpufvWH9fLlTXo/wGmpqRg1chjFSPUCczKfmFGLNxpLlymju+ScH3+gtxmvoyWeTpNOrEFirXtQazNrEutreD319DOIa9NWN8PDhw5h5Ah6qUQ3MCczisMx7wx4FzEV9S/4iv3u4jk1Sv8RILHWPxpywyA0s9ZPzEs5e/V+BQ0a6N+2J7aKTZs62UvW+kezPXu9gtiG+vtkS8JmiDvFKZFYuzIGSKxdoeaFMmIWV6my/tveli1bih+/p1mcJ7vqyae6ok3bdrqbEPveR40Ypju/P2SkmbX+Xiax1s/Kqzk//GgYxI4QvWne77/iz/l/6M1O+VwgcP+DD+Khh/6nu6RYRxjy/ru68/tDRhJr/b2sibUZcm3do5j1jR04bMQoFC8eqbtn5/z0A5YsXqQ7P2V0nkD7e+5Fly5P6C6YkXFMu9CJkrxhEAAWu8wLjGYoku0GmYAdtMB4zWd61OgxiNB5IEYUFAtZ8cuXkS54kIBY8H3SiQudzpw+jf5vveFBi4xXdR1tN8hr0hgutu7ZoUp6KCZhZzVzgGRiPZHE+vrRO2r0WEREROge1N9/9y1WxC/XnZ8yOk+gdVwbiF06etOZM2fQ/y39e+X11mvkfJpYvyqZWNvUDrGxEr4Uk0BibYixLsIgxYoV123rnJ9+pIdaddNyLWM78XCxE2GQE8ePY9DA/q415qOlSKz1dywjsdYPy5s5h4oFRicuvP/9t1+w4K8/vWmyz7fd8f4H8PDD+hcY09PSaIHxulFBYq3/Y0JirZ+VV3MOGDjYqQMYS5cuhjgxR8lzBB5/4im0bddedwOHDh2kK2tJrHWPl+szkli7jC5/C/Z+pQ/q1quvu9GNGzZg5oxpuvNTRucJ9HixJxo1bqK74LZtWzFl0ue68/tDRppZ6+9lTayVAGUxk+kiJ1pgvKEHn37mObRq1Vp3z4oDGKNHjaBHWnUTcy6jeFrtrf4DUdmJg0orV8Tju9nfONeQj+eWTaw5YFFlXmAUYg2JxHoyifUNH9F77+uERzo/qvujm3rkCD4dOQxZWVm6y1BG/QRCQkLx9jsDUaZsWd2Ffv1lLhYtXKA7vz9kFGLdW6LdIGKfteRizSQT689pn/V1n9R69eqj1yuv6v78ip0H48Z+Ri9q6ybmXMbIyEj0feNNp3boTJk4Edu3b3WuIR/PnSvWfWTy0qLauLxb95QAthhcnvusJ08isb5+9IoZ3OD3PtD9MsmFCxcwedIEHDp4UKYPgs/YUrFSZYh1hPDwcF0+iZd7Pho6BGlpqbry+0smTaxfkUismZhZk1jrHn8k1jeiKlykCAa9+z4KFiyoi6N4mUQ80CpueqPkfgINYhuie4+XdL/cc+7sWQz7RDzrdcr9xhi4RhJr/Z13aYGRZtb6kXknp5jBvdbvDVSoEKXbgL/+nI8/5v2mOz9l1E/goYf/h46d7tddIDk5CRPGjYH4xkPpPwIk1vpHA4m1flZezRkYGIjuL/aEuKVMb/r333+0F7UpuZ9Av9ffQvUaNXRXvH3bVu2bTk5Oju4y/pCRxFp/L2tizSSLWYu9qHSR07WdKLaK/a/zYxA3velN2dnZeOet12G1WvUWoXw6CAQFBWHk6LEIDg7WkTs3y+JFC/HbLz/TVsrriAmxflmymDWXOWZNYq37M+fVjI2bNMXz3XpACLfe9OWM6di0cYPe7JRPB4FGTZqiW/cXdeTMzcI5x1dfzsDGDet1l/GXjCTW+ns6d2ZtlmvrHs2sb96B4nHWwe8P1b0jRNRy+PAhfDpyOLiq6h8VlPOWBMTbi2+/MwjRMTG6KYmdIB/TTpCb8pJOrAELt0u8G4SZIdXWPU2sd2zX/WHwl4wmkwkffPixU48QiBjpiGEf05YxNw2S0qXLYMCgwRBrCHpTRkYGhg4ZDLFDh9K1BOrUqStfGMQOefdZk1gb5yN0/wMP4v4HHtJtsPgKLk7O0asxupHdNmP7DvdoawfOhKLm/zEPf/1JT6zdDCyJtf5xeSkMQjNr/ci8m7NI0aIY+uEnCAgI0G2I2BUybcokWmjUTezmGcXCYq+XX0H1Gnfprslms2HIe4Nw6hTtryax1j1sbpqRxDpv/LxS+q23Bzj10rkQjFEjh8GSkuIVe32l0XLlK6D/OwOd+ofywP79+Gz0SF9B4HY/aGatH6km1pAwZr2TYta37MX7Ot6PBx562Kmv4mINYPqUSRCLXZScJyAWFnv1fhW1atfRXViEoMShpL8X/KW7jL9lrC1hzBoyx6xJrI31EalUuTJ69e6DsLAw3YYLkZ44YRz2/PuP7jKU8T8CNWrchVde6+fUTpzMzEzt/upDBw8QylsQILHWPzRoZq2flTQ5zQEBeKv/AKeOngvjd+/cgS+mT6VTdE72pNj50eOll1Grdm2nSiYnJWH0qOGw2+1OlfOnzCTW+ns7V6wVSHVF6pTJn4PCILfvRO2AzAs99Pc0oN1tPeOLqfj3n91OlfP3zHfVrIXuPXoiJCTEKRTaQZiNdBDmdtA0se4t0a17gAWqtFv3EqpBCZBMrCeSWN9BFkQM9f0PPkKJEiWcEpCU5CSMGP4JHXvWSU1s0Rsw6D2UL19eZ4ncbMeOHsWHQ9+nNYI7UMsVa/33tDvVCa5ltkC1dYiNjd3rWnHPlWIJCSTWnsPr2ZrvbtkKTzz5tFNxVGHRn/PnYeGCv0hIdPyDKG7W63T/g051pKo68OP332H16lVOlfPHzCTW+ntdE2su2cx66mSaWevpwqJFi6L3q31RqnRpPdmv5Llw/jymT5uMgwdo4et24CpVqoyXevVGeIECTvFNT0vDpInjcerkSafK+WNmIdZil41EycJknlmTWEs0VJw05f4HH0LHTg84WQr4Z/cuTJ86GWIPNqUbCYhDRz1ffgU17qrpNJ4Ff83Hn3/Mc7qcPxYgsdbf6zSz1s9Kypzi5RhxV0VE4SJO2Se28q1ZtRJz5/xId1ZcR07cwdLl8SfRomUrp/ayi2rEScWRwz/G+XPnnOoPf81MYq2/50ms9bOSNmftOnXQ8+VXnRYWcWjjh+9nY+3qVbTgeKl3xYJi8xZ348mnn3GJpwjh7dq5Q9qxIpthJNb6eyRXrFnAYjB5HsylmLX+DhQ5c/cB90LNmrUB/Vdda42cPnUKX8+aif379znXqI/mrlKlKp57oTvEm5dOJQ7s3rVT2xpJr8HoJyedWHNYGJd4N4gm1pBIrKfQAqP+4Z6bs1r1Guj9ymswm83OFsWFC+cxbsxov79GVVx/2u+Nt3W/WH41aHHwZfLE8di7d4/T/P25gCbWL8u1wAgz2jesU0e62ct/M2sSa0N/ZsTX90e7PIHWrds4/fVdOJ6WmopZX36B1NQjhubgqvFlypTVXuERvzubRDhpRfxy/Dz3RwonOQmPxFo/MLZ5x46q3M6XyDSzFtd50glG/Z14Oad2hecrfSC+yjudOEdqWhpmTp+KY8eOOl3cyAUiI0vgxZ69IGbWcOLJtMs+79+3D1Mnf05X0LowCIRYi103EiULMzM5Z9Yk1hINEzeYUrlyFfTo2Qvh4c7tDb7c9Jkzp/HFtClISkx0gzXyV1EhKhov9XoZERGFXTJW7FkX960cPLDfpfL+XkhKsVZZ+4YNJQyDkFj71sdFbDuLa9MOj3R+1GXHjmdk4Ldf52LHdt9+Wq1WnTro3LkLikdGusxKvFgev3wpbX90kSCJtX5wbPPmHVW5QmEQ/ciMkbPrs8+habMWeTL215/nakLka3dgi3tV2rQV/6A9lic+69atwXfffJ2nOvy9sIxinaOy9i2knFmTWPvk56VQoUJ4oftLqFylisv+idONGzesx7Kli5Fx7JjL9chUUMSn27XvgEZNmjr14sv1PogXYGbNnI6zZ8/K5J7hbJFOrDksOdzWvkXDhvLtBtFm1kzCmfVO3/4Knh+fqhIlS+LNtwcgLFT/IwU3sysj4xh+mTsHu3fvzA+zPdaGODr+2GNPINLJmwqvN+jixUyMHjXC7xZiPdExtWvLt8CYwyWdWa/ZvKNqIIm1J8ahFHWKdwNf6vkyihQpmid7HA4HVq1cgdWrVkCIt9iuZoQktjSKmHTLlq3RslVrmEzO70O/2k9xnHza1Ek4YqH3LN3R/9KJtZhZW23tW7SQcGa9ZvPmqgEsQLqte7toZu2Oz4K251pcni/2EAcHO3d5/g0GcI7jJ45j04b1WLUyHuLZKpmTePasZes4NGrUFMWLF3dpW97V/lmzszDry5n4Z/dOw/xjJXP/CNtqyTaz5trjA+0aN64r3fYepok1TEvAWDlZOlbss6b7FdzbGzVr18Hzz3dDsJOvndzKCnFM/fdff8Gevf8iOytLmkVI8Y+TeNGlevUaeOiRzihSNG/fKC77L3z8+qsvaVy6d1hqDxBLtc+acwtURU6x3rh9exXY1KUk1m4ehRJWV7tOPXR54klERES4xToRCkk9ckQTMHEvhsWS4jXRFjs8xOnDWnXqomatWihXrrxLJzlvBubs2TOY8+MP2LF9m1u4USX/EZBNrBmQwh2svZQz69UbN1YJNAWKMIhz7xZ5cMTRzNozcMWsM6ZiJbzSp692+ZO7khBtEdNOTkrE0iWLNeHOr5i28Kla9eq49777USEqCmKfufh/7ko2Ww4mThiPw4cO5ptP7rLdCPXIJtYQYm1Cuyb16kn3MgfbsmVLJTtnywBGYm2E0e0GG8tXqIAnnuwK8bsnkjgFKba2CYE7evQoTp48gbNnzsLhyNsr32JxsFBEIRQtWgyRkZHaPzxVq1Vz+fThnXxPSU7Gj9/PRkpK8p2y0s9dJCChWCc7mNquWYMGB110yWPF2NqEXRXN3L4MgGc+uS6YLlbbKWbtAjidRcTMU8Ryuz7zPMTxdE8lMbsWL6pnZV3UFiPFc1dHUi3anu0Tx4/j3PlzyLp48abNh4SGomCBgihWvLi21a5smXLa82Vi0TAkJFSLS7tzBn29EQf278Ps2V9rT3Pl17cET/WDzPVqYt1LnrtBOJDsyHG0bd489pBs3NimTTtjVGZfzsBIrGXrHQ/bI8Su86OPo2mz5hCXQHkjiatFRajBZsuddYvntMQvV656dYf94i7qdWvX4JeffyKRdgfQO9Qhm1iDISlHtbW9u1Gjw/ngvlNNsI0bd0Rzk7ocHFFOlfRg5uk0s/Yg3WurFrHrGnfVwkMP/0+bxfpzOnHiOP6Y9yv+2bWLHhDIp4EgxPoliWbW4EhiPKdN48aNpbvJjK3fti2K2RAPRmKdT+NTymYiChfGM8++gIqVKmuLdP6UxOKoiK9/+/UsnD59yp9c97qv0ok1kMjt2W2aNm2a5HU41xnA1m7dWsHkQDyAaFmME69uU8w6/3sjMDAIjRo3Rqu4NihZslT+G+CFFsUC6KoVy7Fp40ZYrdlesMC/m8wV694yQUh05CCuefP60q0qs9UJCeUDVGUFGIm1TCPGW7aIOHZ4eDjuu/8BtGjR0qOLeN7yUbQrFg1FbPqv+X9oz5rRIqJ3ekM2sWZgh3OyHXF33x0r3X0CbNOmTeVUFrAC4DHe6a4bW6WZtRw9IW7sE3dji9BIaGioHEbl0QqxO0U8FCCe4dq/b28ea6PieSUgm1gD/LCVO1q3atTIklff3F2ebdiwoywU+0qAySPW0ygM4u6OdrU+sUukbLlyaNO2PcSlO0ZOu3btwPJlS2FJSaYnuCTpSE2se8oTBmEMhy46clrHNWki3WOk4sHcUnaurAJHJUn6D9NJrGXpimvsEDf43XtvR0RFR2vPhokj3jIn8WiCCHEkJSVhyaKFSEqSboFfZnz5YptsYg2OgzlWtWXLlrHp+QLAiUbY2h07IhWrYw2Ayk6U82jWL0isPco3L5WL/c9i8bFi5cqoV68BomMqShfXFiKdmHgYO7dv00Ie6elpEPu5KclHQIj1izLNrMH2B5p5i/r16x+XjRbbuHFPURVZ68DguaNsTnpNYu0kMC9mL1y4iBYiady0mXaYRcy2PXmy8GauisVBIdDiZZtNG9chfvkynDxxwotUqGm9BGQTaw6+D3Zrs2bNmkm3h5Nt27YtItvG1wOophewp/ORWHuasPvrF0JdvnwFREXHoFTpMhCv1EQWj4Q4Nu6JJI6pHz+egYyMDKSnpWohDnGRlDiBSMk4BGQTazDsucDUpu1jY6V7r42tWbOmgBIQspExVJeli7+YNoX2WcvSGS7YIUIl4mSk+CVm3iLGHRVdEaVKl0KxYsWdPkouQhjiLpGj6elIsaQgKfGw9vecHKsmzhTicKGTJCmSK9YvS2KNZsa/2ZlBjePial6QyShhi1hgDM1RsYmB3SWLcSTWsvSE++0QYZKCBQsiLDwcYWHhCAkOhslsviLgQngddjuysrORmXkBFy5cwPlz57x2T7b7CVCNVxOQUKx3c7u1UbNmzbJk6ym2YMGCoMLFS2wGRy1ZjCOxlqUnyA4i4FkCEor1LkvSodguXbpIF09j8fHx5qDQglsA1PZst+ivXYj17l079BegnESACBiSQM1acoVBGLCjSaP69RljqmxAGeecrdu0ZSsDk+bEw4zpFLOWbaCQPUTAEwTEzLrHSxLFrDnf2qxJbANP+JrXOrX3j9Zt3LIOQNO8Vuau8l/PmomtWza7qzqqhwgQAUkJNIhtiGef7y6TdauaNW7QSiaDLtuiifXaDQmLGWPtZTHw15/nYOWK5bKYQ3YQASLgIQKt49rikc6Peah2F6rlWNisSYOOLpT0eJHLM+tfATzi8dZ0NrBh/Tr88N03OnNTNiJABIxK4Kmuz6FxE2m+1EMFn9uicWwXGXlemllv/pYxpassBp44noFPPvqAtmvJ0iFkBxHwAAGxjfPd94dqe+9lSZyrs5o3adhNFnuutiN3Zr1p80RwJs2rleLo8LCPhlIm49MAAA7qSURBVGon1CgRASLgmwSKR0Zi0OAhUl0IpnI+rkWThq/LSDx3Zr0+4SMwDJbHQI65P/2ItWtWyWMSWUIEiIBbCbS4uxUe7fKEW+vMa2VcVYe0aNbow7zW44nymliv3pDwpgKM9kQDrta5e9dOfPP1l8ixWl2tgsoRASIgKQHxhNyzz3dDzVrSHO/IJcXxWvOmsZ/LiO2SWG/upoDNlMlAW04Oxo4ZhbTUVJnMIluIABFwA4HSZcvi9Tf6azc1SpUU9kzzRg1mS2XTJWM0sV6zfvODjLF5shl4+NAhTJ86EdnZ9JCpbH1D9hABVwkEBwfjpZdfRUxMRVer8Fg5h+q4t2Wzxos81kAeKs6dWa9PaKwwbMhDPR4rumzJYvz15zzaGeIxwlQxEcg/AmIHSKcHHkLbdh3yr1EnWrKrOfVbNWu2zYki+ZZVE+uVG3dEm7ntcL616kRDFy9m4sfvv8POHVLyc8ITykoEiEDtOvXwxFNdpX2Amduzy7Ro0SJNxp7SxHrRokVhYYWKSnd/62VgZ8+exe+/zMGO7dsgXgWhRASIgLEIiNeDatepi0ce7YJChSJkNd6RlnI4VMYb9wQwTaxFWrNx82lwSEtRPNn0808/ImHzRgqJyDrUyS4icBMCIvQR27ARHn38SfkWFK+1N71Fk4alZe3E/8R6/eZdAGrKaqiwSwj25o0bsHbtKqSnpdEsW+bOItv8noCYTZcsVQrNW7RCw0aNtZeDZE6c84S7mzVqKKuNV8R69bpNfzPG7pHV0KvtunDhPDZtWI8li/+mnSJG6DCy0e8IiB0fYhGxcdPmKFCggDH85+q8Fs0aPyyrsVfEetXaTV8oCushq6E3sysrKwvi8Mz+fXtw8uRJXMzM1N7kc6gOgGLbRupKstWoBBiDSTEhMCgQoaFhKFq0KCpXqaYddgn10GPJnkLFwSfc3bRRX0/Vn9d6/wuDrNs0EIwNy2uF3igvFh2FcGdnZcFmt0F1iEceaCHSG31BbfobAQbFpGix6ODgEISEhECEP4yYOFjfu5vGTpDV9qti1pu6AOwnWQ0lu4gAESACniTAwR+8u2mj+Z5sIy91/xcGWb+5OQPiAUh2/jMv7lFZIkAEiIAuAlmco3XLZg036crthUxXxHrluoRaClOXAizSC3ZQk0SACBABLxLgqWaY2jdt2mCPF424bdNXxDo+fn2UKci8gAHVZTWW7CICRIAIeIjAzgDF0alJkyZHPFR/nqu9Itbr1q0r4oD5dwB357lWqoAIEAEiYCQCnMeHBJkeiY2NPSur2VfEOiEhIeCiVf2BMXSW1ViyiwgQASLgCQKc8x+OpiY/06VLF4cn6ndHndfssVm9btNwAAPcUTHVQQSIABEwCgHxQkzLFk2kfCHmMsNrxHrlmk1PKwqkvHjbKJ1OdhIBImA8Aqrq6NyqRdNfZbb8WrFeua4WCzDvlNlgso0IEAEi4G4CDqu9clxcs4Purted9V0j1kOGDFHadLjvLGNKuDsbobqIABEgArIS4JxntGzWqCRjTOpjzzecC125ZtPPTKFFRlkHFtlFBIiAewlwB/+m1d2Nn3Nvre6v7QaxXrF6wwuKwr50f1NUIxEgAkRAPgLcrj7RqlVT6a/auEGsFy1aWS44LGg/YyxYPqxkEREgAkTAfQQ4R6Zqu1gpLi7uqPtq9UxNN4h1fPzucFPghZUAq++ZJqlWIkAEiIAsBPimQuEhberUqZMpi0W3suMGsRaHYy5k26crjD0vu/FkHxEgAkQgLwRUjhncdvHluLg4e17qyY+yN714Nn7NxlcZ+DjGmCk/jKA2iAARIAJeIGDnUF9r3bzpFC+07XSTNxXr5avXN1aYsowxhDldIxUgAkSACBiDwAUOe5vWzZtvNoK5NxXr+fPnhxYsHLkLDDFGcIJsJAJEgAg4TYDjcIDiqNmsWbMsp8t6ocAt399ZuXrjEDB84AWbqEkiQASIgMcJOFT+UZuWTd73eENuauCWYv3bb/ERhYuFJjGGQm5qi6ohAkSACMhBQGzZs5ui4uJiT8hh0J2tuO3LlivXrJ8BsO53roZyEAEiQASMQ4Bz/ND67iZPGcdi4LZivXzlmo4mk3kugFAjOUW2EgEiQARuQyAb4I+3atH0DyNRuq1Yr1q1tbiqWP8CWEMjOUW2EgEiQARuQ2A7D1Tui2vUSPpTi1f7cFuxFhlXrN7QGwyTqOuJABEgAj5BQOXvtG7Z9FMAUt+ydz3rO4q12MZXIKI4bePziVFKThABvyeQdtqWddcjcXFnjEbijmItHFq+ct2ziqKIm/joRKPRepjsJQJE4DIBrjrwapvWTSYbEYkusV67dm1kjqr8wcAaG9FJspkIEAEiwDl2mGC+r2XL2HQj0tAl1pxztmLNxt4MmGhEJ8lmIkAEiABX+YDWLZt8yhhTjUhDl1gLxxYsWBAUUiAiEWCljOgo2UwEiIAfE+A4e05xlHuoRYvzRqWgW6y12PWq9c3BsIABBY3qMNlNBIiAfxHgwEXVzju3i2v2t5E9d0qsOefKitUbJjGF9RShESM7TrYTASLgHwRUjtmKI/sFI9xZfbsecVpwV65bV091QByUoXCIf4x18pIIGJnAcaaoD7Vu3ny9kZ0Qtjst1kOGDFFaxHXoYVaUqa6UNzowsp8IEAHjEOCqo/+JjLQxXbp0cRjH6ptb6rRYX64mftXaHwGlCwm20YcA2U8EfJIA5xwL27Rq2slXvHNdrOPX1oSJ/Q6wir4Cg/wgAkTANwhw8BQO9kjblk23+oZHLoRBLjsuFhjjV61/Box97SswyA8iQAR8gwAHXm5zd5NpjDFD3f/h1gXG6ytbtnKd2GTeF0CAb3QzeUEEiICBCdjB+bSVyxe9NnToUEMefrkVe5fDIJcr/HP16sKh3Dwb4B0N3MFkOhEgAr5BYGmmw/rkA3FxhnkBRi/2PIu1aCg+fm1NbmZ/g6OM3oYpHxEgAkTArQQ4jjqAju1bNdvm1nolqcwtYi18Wb58dQOYTb+Ao4IkvpEZRIAI+AkBzpGqcvXR9nEtNviqy24TawFo2Yp1jzEGcZVquK8CI7+IABGQjkAm53ixbetmP0hnmRsNcqtYJyQkBJw5n/USY6aRjCHMjXZSVUSACBCBGwiIez/A2YBC4QFTY2Njbb6MyK1iLUCJ+0OWrVr/AjifxBgL8mV45BsRIAJeJWBVOX/tdEbqTF84oXgnkm4Xa9HgggMHgoKOZAyAgoEACfadOoF+TgSIgHMEOOdWxjBcUXNGxsXFZTtX2pi5PSLWmmAvOBAUGHa8KwMfRzFsYw4OspoIyEmAZXJV7ZtTtsTsjpUrW+W00f1WeUysr4REVqx5mSlsBMBo0dH9/Uc1EgF/I3Cecwxo26rZVKO++OJqh3lUrIVR0xISAiqetz4EhtGM0bY+VzuKyhEBfyfAwRNVzt8M4Pb5Rr+b2pW+9LhYXzZq2bJV9aGY5oGhrCuGUhkiQAT8lwAHt9hV/sC9be7e4a8U8k2sBeDla9bcpdqY2NbXge4S8dchR34TAf0EOJADjgUOsIH3xDXbq7+k7+XMV7EW+OLj4yNyEPCuibG3fA8neUQEiIA7Cagq/8iebR7dsWOTc+6s14h15btYX4a0NH7N04yxDzgg7sP2mh1G7DSymQj4OAFxrelerjrea9+m5S8+7qtu97wmkuI+7EXxa2uYFTYYwOMk2Lr7jDISAV8m4FA5nwXFMapDy5YH4UP3Uee107wm1lcbvmTF2hcBPpSBlSTRzmuXUnkiYEACjKngPIUz/k77Vi3mGNADj5sshViLR3ibt+5QW2HqiwCeBlghj3tODRABIiAFAQ5+HBxfMge+bNfu7v1SGCWhEVKI9WUu4l6RxctXNTEx01wwlJaQF5lEBIiAGwlwzrfApD6zZvnyfb72sosbMWlVSSXWl51bsGBBUGBoge6cs67gvBFjzORux6k+IkAEvEOAg2czYDXAZraL00IePvNOoieJSinWwmGxALlw9epiZgfuAZQhDKjkSRBUNxEgAvlBgMdzzj8JYI4tcXFxZ/KjRV9pQ1qxvhpwfHx8sA0Bz4HxbkxlNcEQ6isdQH4QAZ8mkLtweAwcmznUCR3atFxOM2nXetwQYn0lPLJqVXGWzRuaAkyPMOBRABGuuU2liAAR8DABzoGdDJitch5/Ntj0b5dmzbI83KZPV28osb66J377LT4iPMLcFxzPgrFIAMEAzD7dW+QcEZCVAIMKDivnPFNh7HcVmNYhrkWCrOYa0S7DivVl2HPmzAkpVKxUDUVRGjHO66uc12bAXWCMnhUz4ogkm41EwM6BfQzYDji22znbxrMvbO7YsaPfHw33RCcaXqyvi22bc4oUCTIdPx7uMAXGKZx1APh9YNphG0pEgAjkncB5cL4OYL/amX1xgYCAk2lpadYuXbrk5L1qquF2BHxKrG/mqHasfdGKiqbAgNocak2AVeMcJcFQlAFFARQBEELDhAgQAYAx2FSOMww4CeAE5/wEFBxkKtup2mw7g4LYPn95Rku28eDzYn098Dlz5pgKF44JN5vtBewKL+Cw2wowqCUYN8VwBTGcq1GMsTIAK8OA4gBoj7dso5bsySsBzjnOM4YjALeAw8IUlqRCPag6eIo5IPCCWWXnTzsyzx+PiDjX08dfDc8rzPwq73di7QzYOXPmBEZElC7GmKOEg6klFJOpGFdRmHGlsMochRUo4li8eK4snCsIZ1zbUmgG5wqYwgDxOxjnEH/R/s7BWO6fReIM2o8uJ87AL/1M/F8m56ElZxhS3tsQ4BD/5SbR82CX/iY2Ulz6CddGCWe5C3ji/4utcGIYqWBQOQdXGHOIB2QBnpkrwuw8B85z8DOM89MKU06pjJ9SmXrMYbMdC1DVY/fcc08m9Y2xCJBYu7m/xMw9dzZe1oTiVlNhu93kCAszqXa7SbkIc0CAWbGbbYo1R2Ei9qKqqknbxyJU3m5WbIrQcsDscCgOk11xs3lUnSwEckTIQXGoAQGaQJvsDlUNVLU/m+12NVMNzP2z2a46VJWH8DB7Tk6OGhLisGVlZakOR6Q9OjrYPnfuXHXo0KF2WdwiOzxH4P8suQFrNatmwgAAAABJRU5ErkJggg==" mediaID="CameraApp_cst_image_2022-09-25_185736425(2)"/><costume name="costume1(2)" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="loading_cst_costume1(2)"/><costume name="costume1(9)" center-x="240" center-y="180" 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mediaID="loading_cst_pixil-frame-0 "/><costume name="pixil-frame-0 (2)" center-x="240" center-y="180" 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" mediaID="loading_cst_newthumbnail2"/><costume name="costume1" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="loading_cst_costume1"/><costume name="costume1(3)" center-x="240" center-y="180" 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mediaID="loading_cst_costume1(3)"/><costume name="costume1(4)" center-x="240" center-y="180" 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AAAfoJgkQIECAgAC7AQIECBAgEAgIcIBukgABAgQICLAbIECAAAECgYAAB+gmCRAgQICAALsBAgQIECAQCAhwgG6SAAECBAgIsBsgQIAAAQKBgAAH6CYJECBAgIAAuwECBAgQIBAICHCAbpIAAQIECAiwGyBAgAABAoGAAAfoJgkQIECAgAC7AQIECBAgEAgIcIBukgABAgQICLAbIECAAAECgYAAB+gmCRAgQICAALsBAgQIECAQCAhwgG6SAAECBAgIsBsgQIAAAQKBwD8jDo8QKlfr7AAAAABJRU5ErkJggg==" mediaID="loading_cst_costume1(4)"/><costume name="costume1(5)" center-x="240" center-y="180" image="data:image/png;base64,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mediaID="loading_cst_costume1(5)"/><costume name="costume1(6)" center-x="240" center-y="180" 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mediaID="loading_cst_costume1(6)"/><costume name="costume1(7)" center-x="240" center-y="180" 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" 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" mediaID="loading_snd_SnipOS startup sound effect"/><sound name="My Song 19" 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" 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" 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" 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" 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" 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" 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" 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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==" 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" 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" 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mediaID="camerap2_cst_costume1"/><costume name="flash" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="camerap2_cst_flash"/><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/><costume name="Snaperdoodle Logo" center-x="230" center-y="70" 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" mediaID="UI_cst_Snaperdoodle Logo"/><costume name="Untitled" center-x="240" center-y="180" 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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==" mediaID="UI_cst_Untitled"/><costume name="pixil-frame-0 " center-x="230" center-y="70" 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" 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" mediaID="thumbnail_cst_Screenshot 2022-06-30 11"/><costume name="exitbutton432" center-x="7" center-y="6" image="data:image/png;base64,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" mediaID="exit1234365_cst_exitbutton432"/><costume name="bg1" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_bg1"/><costume name="invis" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Text1_cst_invis"/><costume name="invis2" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Text2_cst_invis2"/><costume name="costume1" center-x="238" center-y="9.5" image="data:image/png;base64,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" mediaID="windowbar5672_cst_costume1"/><costume name="costume1" center-x="7" center-y="7.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAPCAYAAADUFP50AAAAAXNSR0IArs4c6QAAAQlJREFUOE+dkr1KA1EQhb9ZcH8axQ2mshKU+BKWFmIfXyEBa9Mldkkt6CuYXizs9CUUBSsrsxtJtdkId+Qu7PpDlL3e7p4538wpjrDkPUGw7rNlR28Lnrch/2mTr0IasK8exyiH34zClRjOGjk3pV6BrwFDTzhZlqDUjDJq5vTsvwAnIX2BwV9QOVMYbMw5lcSnhcd9HajyGHYlDenbLS6gTSdJWFxruYDAgwXVESrs/wcnIbcCey5XFe4kCeggnLuAKF2ZrRK/L3gBoppwtuKzWRQgjWirclkHFOGokTH+rFxE29MicvzLgqkRus2McVW50jiFNRPSUTgQ2LG6wqPAtTfnIoZZ6f0A0rBHcG6vTpoAAAAASUVORK5CYII=" mediaID="exit4567_cst_costume1"/><costume name="backdrop1" center-x="NaN" center-y="NaN" image="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIiB2ZXJzaW9uPSIxLjEiIHdpZHRoPSIyIiBoZWlnaHQ9IjIiIHZpZXdCb3g9Ii0xIC0xIDIgMiI+CiAgPCEtLSBFeHBvcnRlZCBieSBTY3JhdGNoIC0gaHR0cDovL3NjcmF0Y2gubWl0LmVkdS8gLS0+Cjwvc3ZnPg==" mediaID="Stage_cst_backdrop1"/><costume name="fghdj" center-x="240" center-y="180" image="data:image/png;base64,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mediaID="AI 1_cst_Body7"/><sound name="meow" 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center-y="13" 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mediaID="Car_cst_Body4"/><costume name="Body3" center-x="20" center-y="13" 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mediaID="Car_cst_Body3"/><costume name="Body7" center-x="20" center-y="13" 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mediaID="Car_cst_Body7"/><sound name="meow" 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