<snapdata remixID="13132381"><project name="ramen noodles" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="ramen noodles"><notes></notes><palette><category name="Music" color="195,0,204,1"/><category name="1. SciSnap! globals" color="0,170,170,1"/><category name="5. PlotPad for data plots" color="150,175,80,1"/><category name="4. SQL tools" color="255,150,0,1"/><category name="7. GraphPad for graph operations" color="210,160,0,1"/><category name="8. NNPad for neural networks" color="200,100,0,1"/><category name="3. Data tools" color="220,50,0,1"/><category name="0. My own blocks" color="179,120,0,1"/><category name="2. Math tools" color="0,180,50,1"/><category name="6. ImagePad for image operations" color="200,170,50,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="show var %&apos;_name&apos;" type="command" category="variables"><comment x="0" y="0" w="181" collapsed="false">This block turns on (show) the watcher view on stage (if it was not already activated) of the variable with the given name (slot input).&#xD;&#xD;It can only access to the closest variable scope (if there different variables with the same name in different scopes) following the order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos;.&#xD;&#xD;No errors if that variable does not exist.</comment><header></header><code></code><translations>ca:mostra la variable _&#xD;es:mostrar variable _&#xD;pt:mostra a variável _&#xD;de:zeige var _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input></inputs><script><block s="doApplyExtension"><l>var_show(name)</l><list><block var="_name"/></list></block></script></block-definition><block-definition s="set var %&apos;_name&apos; to %&apos;_value&apos;" type="command" category="variables"><comment x="0" y="0" w="240.4931640625" collapsed="false">This block sets the given value (last input) to the variable named with the name givent (var input).&#xD;&#xD;It looks for that variable following the scope order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos; (the first match it finds).&#xD;&#xD;If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the &quot;does var (name) exists?&quot; block. </comment><header></header><code></code><translations>ca:assigna a _ el valor _&#xD;es:asignar a _ el valor _&#xD;pt:altera _ para _&#xD;de:setze var _ auf _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>var_set(name, val)</l><list><block var="_name"/><block var="_value"/></list></block></script></block-definition><block-definition s="Initialize TuneScope" type="command" category="Music"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l>TuneScope Initializing...</l></block><custom-block s="Load TuneScope Primitives"></custom-block><block s="bubble"><l></l></block></script></block-definition><block-definition s="Set Instrument To %&apos;Instrument Name&apos;" type="command" category="Music"><comment x="0" y="0" w="226.98116629464283" 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="Load TuneScope Primitives"></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="236.57142857142847" 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="Load TuneScope Primitives"></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="Load TuneScope Primitives"></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 before moving to the next block.&#xD;&#xD;Notes may be entered as Scientific Pitch Notation (eg. C4) or as MIDI numbers.&#xD;&#xD;Note durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)</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"><custom-block s="Convert Note %s to MIDI"><block var="Note"/></custom-block><block var="Duration"/></custom-block><custom-block s="Rest for Note Duration %s"><block var="Duration"/></custom-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. &#xD;&#xD;Notes may be entered as Scientific Pitch Notation (eg. C4) or as MIDI numbers.&#xD;&#xD;Note durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)</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="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_playnote(note, duration)</l><list><block s="reportIfElse"><block s="reportIsA"><block var="Note"/><l><option>number</option></l></block><custom-block s="Convert MIDI %n to Note using %s"><block var="Note"/><l>Sharps</l></custom-block><block var="Note"/></block><block s="reportIfElse"><block s="reportIsA"><block var="Duration"/><l><option>number</option></l></block><block s="reportVariadicProduct"><list><block var="Duration"/><block s="reportVariadicProduct"><list><l>4</l><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></list></block></list></block><custom-block s="Note Duration %txt at Current Tempo"><block var="Duration"/></custom-block></block></list></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.&#xD;&#xD;Chords must be entered as a list.&#xD;&#xD;Durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)</comment><header></header><code></code><translations></translations><inputs><input type="%l"></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></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.&#xD;&#xD;Durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)</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><custom-block s="Load TuneScope Primitives"></custom-block><block s="doWait"><block s="reportIfElse"><block s="reportIsA"><block var="Duration"/><l><option>number</option></l></block><block s="reportVariadicProduct"><list><block var="Duration"/><block s="reportVariadicProduct"><list><l>4</l><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></list></block></list></block><custom-block s="Note Duration %txt at Current Tempo"><block var="Duration"/></custom-block></block></block></script></block-definition><block-definition s="Note Duration %&apos;Note Duration&apos; at Current Tempo" 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 equalling &quot;1&quot;.&#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;Multiplying the numerical value of a note duration by &#xD;4*(60 / tempo) adjusts the note durations to match the current tempo.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Quarter<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="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Note Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>1</l></list></block><block s="reportNewList"><list><l>Half</l><l>.5</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>.25</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.125</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.0625</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.03125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>.375</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.1875</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.09375</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>.046876</l></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>.25</l><l>2</l></list></block><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>.125</l><l>2</l></list></block><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.0625</l><l>3</l></block></list></block></list></block></custom-block></block><l>4</l><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></list></block></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="264.7690848214286" collapsed="false">Reports all notes in a specified scale using the provided note and octave number as the starting note of the scale.&#xD;&#xD;To add additional scales to the &quot;Types&quot; script variable, create a list with the name of the scale as the first item and the steps between each note of the scale as the second item.</comment><header></header><code></code><translations></translations><inputs><input type="%s">Chromatic<options>Chromatic&#xD;Major&#xD;Minor</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="doIfElse"><block s="reportVariadicAnd"><list><block s="reportListContainsItem"><custom-block s="Chromatic Notes"></custom-block><block var="Note"/></block><block s="reportIsA"><block var="Octave"/><l><option>number</option></l></block></list></block><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>Types</l><l>MIDI Number</l><l>Scale</l><l>Pattern</l><l>Converted Note</l></list></block><block s="doSetVar"><l>Converted Note</l><custom-block s="Convert False Sharps/Flats %s"><block var="Note"/></custom-block></block><block s="doSetVar"><l>Types</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Chromatic</l><block s="reportTextSplit"><l>11111111111</l><l><option>letter</option></l></block></list></block><block s="reportNewList"><list><l>Major</l><block s="reportTextSplit"><l>221222</l><l><option>letter</option></l></block></list></block><block s="reportNewList"><list><l>Minor</l><block s="reportTextSplit"><l>212212</l><l><option>letter</option></l></block></list></block><block s="reportNewList"><list><l>Diminished</l><block s="reportTextSplit"><l>2121212</l><l><option>letter</option></l></block></list></block></list></block></block><block s="doSetVar"><l>MIDI Number</l><custom-block s="Convert Note %s to MIDI"><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></custom-block></block><block s="doSetVar"><l>Scale</l><block s="reportNewList"><list><block var="MIDI Number"/></list></block></block><block s="doSetVar"><l>Pattern</l><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Scale Type"/><block var="Types"/></custom-block></block></block><block s="doForEach"><l>item</l><block var="Pattern"/><script><block s="doChangeVar"><l>MIDI Number</l><block var="item"/></block><block s="doAddToList"><block var="MIDI Number"/><block var="Scale"/></block></script></block></script></block><block s="doReport"><custom-block s="Convert MIDI %n to Note using %s"><block var="Scale"/><custom-block s="Check for Sharp/Flat %s"><block var="Converted Note"/></custom-block></custom-block></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="Check for Sharp/Flat %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports &quot;#&quot; or &quot;b&quot; of the input scientific pitch notation contains either.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="Note"/></block><l>1</l></list></block><block s="reportLetter"><l><option>last</option></l><block var="Note"/></block><l></l></block></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">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="reportListItem"><block var="#"/><custom-block s="%s Scale: %s Octave: %n"><block var="Major/Minor"/><block var="Note"/><block var="Octave"/></custom-block></block></block></script></block-definition><block-definition s="Interval Between Note %&apos;Note 1&apos; to %&apos;Note 2&apos; in the %&apos;Major/Minor&apos; Scale %&apos;Note&apos;" type="reporter" category="Music"><comment x="0" y="0" w="245.00000000000003" 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.)&#xD;&#xD;If one or more of the selected notes is not in the selected scale, the block reports nothing.&#xD;&#xD;Notes must be entered as scientific pitch notation (eg. C4).</comment><header></header><code></code><translations></translations><inputs><input type="%s">C4</input><input type="%s">G4</input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s">C</input></inputs><script><block s="doDeclareVariables"><list><l>Note Position 1</l><l>Note Position 2</l></list></block><block s="doSetVar"><l>Note Position 1</l><block s="reportListIndex"><custom-block s="Convert Note %s to MIDI"><block var="Note 1"/></custom-block><custom-block s="Create Full %s MIDI Scale %s"><block var="Major/Minor"/><block var="Note"/></custom-block></block></block><block s="doSetVar"><l>Note Position 2</l><block s="reportListIndex"><custom-block s="Convert Note %s to MIDI"><block var="Note 2"/></custom-block><custom-block s="Create Full %s MIDI Scale %s"><block var="Major/Minor"/><block var="Note"/></custom-block></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportListContainsItem"><custom-block s="Create Full %s MIDI Scale %s"><block var="Major/Minor"/><block var="Note"/></custom-block><custom-block s="Convert Note %s to MIDI"><block var="Note 1"/></custom-block></block><block s="reportListContainsItem"><custom-block s="Create Full %s MIDI Scale %s"><block var="Major/Minor"/><block var="Note"/></custom-block><custom-block s="Convert Note %s to MIDI"><block var="Note 2"/></custom-block></block></list></block><script><block s="doReport"><block s="reportDifference"><block var="Note Position 2"/><block var="Note Position 1"/></block></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="Create Full %&apos;Type&apos; MIDI Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"><options>Chromatic&#xD;Major&#xD;Minor</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>Scale Types</l><l>Scale</l><l>Pattern</l><l>MIDI Number</l></list></block><block s="doSetVar"><l>Scale Types</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Chromatic</l><block s="reportTextSplit"><l>111111111111</l><l><option>letter</option></l></block></list></block><block s="reportNewList"><list><l>Major</l><block s="reportTextSplit"><l>2212221</l><l><option>letter</option></l></block></list></block><block s="reportNewList"><list><l>Minor</l><block s="reportTextSplit"><l>2122122</l><l><option>letter</option></l></block></list></block></list></block></block><block s="doSetVar"><l>MIDI Number</l><custom-block s="Convert Note %s to MIDI"><block s="reportJoinWords"><list><custom-block s="Get Note %s"><block var="Note"/></custom-block><l>0</l></list></block></custom-block></block><block s="doSetVar"><l>Scale</l><block s="reportNewList"><list><block var="MIDI Number"/></list></block></block><block s="doSetVar"><l>Pattern</l><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Type"/><block var="Scale Types"/></custom-block></block></block><block s="doRepeat"><l>8</l><script><block s="doForEach"><l>item</l><block var="Pattern"/><script><block s="doChangeVar"><l>MIDI Number</l><block var="item"/></block><block s="doAddToList"><block var="MIDI Number"/><block var="Scale"/></block></script></block></script></block><block s="doReport"><block var="Scale"/></block></script></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">C</input><input type="%s">4</input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicAnd"><list><block s="reportListContainsItem"><custom-block s="Chromatic Notes"></custom-block><block var="Note"/></block><block s="reportIsA"><block var="Octave"/><l><option>number</option></l></block></list></block><block s="reportListItem"><block s="reportNewList"><list><l>1</l><l>3</l><l>5</l></list></block><custom-block s="%s Scale: %s Octave: %n"><block var="Major/Minor"/><block var="Note"/><block var="Octave"/></custom-block></block><l></l></block></block></script></block-definition><block-definition s="%&apos;Type&apos; Chord: %&apos;Note&apos; Octave: %&apos;Octave&apos; Chord Position: %&apos;Position&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">C</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="doDeclareVariables"><list><l>Converted Numeral</l></list></block><block s="doSetVar"><l>Converted Numeral</l><custom-block s="Converted Roman Numeral %s"><block var="Position"/></custom-block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Type"/><l>Major</l></list></block><script><block s="doSetBlockAttribute"><l><option>menus</option></l><block s="reifyReporter"><autolambda><custom-block s="%s Chord: %s Octave: %n Chord Position: %s"><l>Major</l><l></l><l></l><l></l></custom-block></autolambda><list></list></block><block s="reportNewList"><list><l></l><l></l><l></l><block s="reportNewList"><list><l>I</l><l>ii</l><l>iii</l><l>IV</l><l>V</l><l>vi</l><l>vii°</l></list></block></list></block></block></script><script><block s="doSetBlockAttribute"><l><option>menus</option></l><block s="reifyReporter"><autolambda><custom-block s="%s Chord: %s Octave: %n Chord Position: %s"><l>Major</l><l></l><l></l><l></l></custom-block></autolambda><list></list></block><block s="reportNewList"><list><l></l><l></l><l></l><block s="reportNewList"><list><l>i</l><l>ii°</l><l>III</l><l>iv</l><l>V</l><l>VI</l><l>VII</l></list></block></list></block></block></script></block><block s="doIf"><block s="reportListContainsItem"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Type"/><l>Major</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block><block s="reportNewList"><list><l>3</l><l>6</l><l>7</l></list></block></block><block var="Converted Numeral"/></block><script><block s="doReport"><custom-block s="%s Chord: %s Octave: %s"><l>Major</l><custom-block s="Get Note %s"><block s="reportListItem"><block var="Converted Numeral"/><custom-block s="%s Scale: %s Octave: %n"><block var="Type"/><block var="Note"/><block var="Octave"/></custom-block></block></custom-block><block var="Octave"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportListContainsItem"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Type"/><l>Major</l></list></block><block s="reportNewList"><list><l>2</l><l>3</l><l>6</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block></block><block var="Converted Numeral"/></block><script><block s="doReport"><custom-block s="%s Chord: %s Octave: %s"><l>Minor</l><custom-block s="Get Note %s"><block s="reportListItem"><block var="Converted Numeral"/><custom-block s="%s Scale: %s Octave: %n"><block var="Type"/><block var="Note"/><block var="Octave"/></custom-block></block></custom-block><block var="Octave"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="Converted Numeral"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Type"/><l>Major</l></list></block><l>7</l><l>2</l></block></list></block><script><block s="doReport"><custom-block s="%s Diminished Chord %s Octave"><custom-block s="Get Note %s"><block s="reportListItem"><l>8</l><custom-block s="%s Scale: %s Octave: %n"><l>Diminished</l><block var="Note"/><block var="Octave"/></custom-block></block></custom-block><block var="Octave"/></custom-block></block></script><list></list></block></script></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="$flash assoc %s %l"><block var="Roman Numeral"/><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></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="reportListItem"><block s="reportNewList"><list><l>1</l><l>3</l><l>5</l></list></block><custom-block s="%s Scale: %s Octave: %n"><l>Diminished</l><block var="Note"/><block var="Octave"/></custom-block></block></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="%l"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><block var="Chord"/><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="Note"/><l><option>number</option></l></block><custom-block s="Convert MIDI %n to Note using %s"><block var="Note"/><l></l></custom-block><custom-block s="Convert False Sharps/Flats %s"><block var="Note"/></custom-block></block></list></block></list></block></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="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="doReport"><block var="Step"/></block></script></block-definition><block-definition s="Drum %&apos;Instrument&apos; %&apos;Pattern&apos; Beat %&apos;Beat&apos; Times %&apos;Times&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><input type="%s">1<options>1&#xD;2&#xD;3&#xD;4&#xD;8&#xD;12&#xD;16&#xD;24&#xD;Loop</options></input></inputs><script><block s="doDeclareVariables"><list><l>notes and durations</l><l>pitch</l></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Instrument"/><l>Bass Drum</l></list></block><script><block s="doSetVar"><l>pitch</l><l>C2</l></block></script><script><block s="doSetVar"><l>pitch</l><l>C4</l></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Times"/><l>Loop</l></list></block><script><block s="doSetVar"><l>notes and durations</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Melody</l><block var="Instrument"/></list></block></list></block></block><block s="doForEach"><l>item</l><block var="Pattern"/><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="item"/><l>x</l></list></block><block s="reportVariadicEquals"><list><block var="item"/><l>X</l></list></block></list></block><script><block s="doAddToList"><block s="reportNewList"><list><block var="pitch"/><block var="Beat"/></list></block><block var="notes and durations"/></block></script><script><block s="doAddToList"><block s="reportNewList"><list><l>R</l><block var="Beat"/></list></block><block var="notes and durations"/></block></script></block></script></block></script><script><block s="doSetVar"><l>notes and durations</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Melody</l><block var="Instrument"/></list></block></list></block></block><block s="doRepeat"><block var="Times"/><script><block s="doForEach"><l>item</l><block var="Pattern"/><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="item"/><l>x</l></list></block><block s="reportVariadicEquals"><list><block var="item"/><l>X</l></list></block></list></block><script><block s="doAddToList"><block s="reportNewList"><list><block var="pitch"/><block var="Beat"/></list></block><block var="notes and durations"/></block></script><script><block s="doAddToList"><block s="reportNewList"><list><l>R</l><block var="Beat"/></list></block><block var="notes and durations"/></block></script></block></script></block></script></block></script></block><block s="doReport"><block var="notes and durations"/></block></script></block-definition><block-definition s="Chromatic Notes" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportNewList"><list><block s="reportNewList"><list><l>Cb</l><l>23</l></list></block><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>Db</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>Eb</l><l>27</l></list></block><block s="reportNewList"><list><l>E</l><l>28</l></list></block><block s="reportNewList"><list><l>E#</l><l>29</l></list></block><block s="reportNewList"><list><l>Fb</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>Gb</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>Ab</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>Bb</l><l>34</l></list></block><block s="reportNewList"><list><l>B</l><l>35</l></list></block><block s="reportNewList"><list><l>B#</l><l>36</l></list></block></list></block></block></block></block></script></block-definition><block-definition s="Convert False Sharps/Flats %&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>converted note</l></list></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>E#</l><l>Fb</l><l>B#</l><l>Cb</l></list></block><block var="Note"/></block><script><block s="doSetVar"><l>converted note</l><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Note"/><block s="reportNewList"><list><block s="reportNewList"><list><l>E#</l><l>F</l></list></block><block s="reportNewList"><list><l>Fb</l><l>E</l></list></block><block s="reportNewList"><list><l>B#</l><l>C</l></list></block><block s="reportNewList"><list><l>Cb</l><l>B</l></list></block></list></block></custom-block></block></block></script><script><block s="doSetVar"><l>converted note</l><block var="Note"/></block></script></block><block s="doReport"><block var="converted note"/></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="%mult%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="%mult%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="doForEach"><l>item</l><block var="Measures"/><script><block s="doSetVar"><l>Section</l><block s="reportConcatenatedLists"><list><block var="Section"/><block var="item"/></list></block></block></script></block><block s="doReport"><block var="Section"/></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="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Track</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>Track</l><block s="reportNewList"><list><block s="reportNewList"><list><block var="Type"/><block var="Instrument"/></list></block></list></block></block><block s="doForEach"><l>item</l><block var="Notation"/><script><block s="doSetVar"><l>Track</l><block s="reportConcatenatedLists"><list><block var="Track"/><block var="item"/></list></block></block></script></block><block s="doReport"><block var="Track"/></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="Load TuneScope Primitives"></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="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. &#xD;&#xD;When reading time signatures, the bottom number determines which note gets counted as a beat, and the top number determines how many beats are in a measure. For example, in 4/4 time, quarter notes are counted as beats and there are four quarter notes in a measure. In 6/8 time, the eighth note counted as the beat, and there are six eighth notes in a measure.&#xD;&#xD;The Beats in Measure reports the discrepancy between the number of actual beats in a measure versus the required number of beats.&#xD;&#xD;If name durations are not entered correctly, the block reports nothing.</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>Beat Value</l><l>Actual</l></list></block><block s="doSetVar"><l>Beats Necessary</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="Time"/><l>/</l></block></block></block><block s="doSetVar"><l>Beat Value</l><block s="reportQuotient"><l>1</l><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block var="Time"/><l>/</l></block></block></block></block><block s="doForEach"><l>item</l><block s="reportListItem"><l>2</l><block s="reportListAttribute"><l><option>columns</option></l><block var="Measure"/></block></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><custom-block s="List of Note Durations"></custom-block><block var="item"/></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><script><block s="doReport"><l></l></block></script><list></list></block></script></block><block s="doSetVar"><l>Actual</l><block s="reportVariadicSum"><custom-block s="Note Duration Value %s"><block s="reportListItem"><l>2</l><block s="reportListAttribute"><l><option>columns</option></l><block var="Measure"/></block></block></custom-block></block></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportQuotient"><block var="Actual"/><block var="Beat Value"/></block><l> of </l><block var="Beats Necessary"/><l> beats</l></list></block></block></script></block-definition><block-definition s="Note Duration Value %&apos;Duration&apos;" type="reporter" category="Music"><comment x="0" y="0" w="311.42857142857144" collapsed="false">The Note Duration Value block reports the numerical value of the input duration name.&#xD;&#xD;Inputing a list of duration names outputs a list of values.</comment><header></header><code></code><translations></translations><inputs><input type="%s">Quarter<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="doWarp"><script><block s="doDeclareVariables"><list><l>Note Duration</l></list></block><block s="doIfElse"><block s="reportIsA"><block var="Duration"/><l><option>list</option></l></block><script><block s="doSetVar"><l>Note Duration</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="Duration"/><script><block s="doAddToList"><custom-block s="Note Duration Value %s"><block var="item"/></custom-block><block var="Note Duration"/></block></script></block><block s="doReport"><block var="Note Duration"/></block></script><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>1</l></list></block><block s="reportNewList"><list><l>Half</l><l>.5</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>.25</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.125</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.0625</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.03125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>.375</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.1875</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.09375</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>.046876</l></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>.25</l><l>2</l></list></block><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>.125</l><l>2</l></list></block><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.0625</l><l>3</l></block></list></block></list></block></custom-block></block></block></script></block></script></block></script></block-definition><block-definition s="List of Note Durations" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>Whole</l><l>Half</l><l>Quarter</l><l>Eighth</l><l>Sixteenth</l><l>Thirtysecond</l><l>Dotted Whole</l><l>Dotted Half</l><l>Dotted Quarter</l><l>Dotted Eighth</l><l>Dotted Sixteenth</l><l>Dotted Thirtysecond</l><l>Whole Triplet</l><l>Half Triplet</l><l>Quarter Triplet</l><l>Eighth Triplet</l><l>Sixteenth Triplet</l><l>Thirty Second Triplet</l></list></block></block></script></block-definition><block-definition s="Note [ Pitch: %&apos;pitch&apos; Duration: %&apos;duration&apos; ]" type="reporter" category="Music"><header></header><code></code><translations></translations><inputs><input type="%s">C4<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">Quarter<options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Whole&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;Dotted Thirtysecond&#xD;Whole Triplet&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;Thirty Second Triplet</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="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">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5</options></input><input type="%n"></input><input type="%n">0.5<options>.1&#xD;.2&#xD;.3&#xD;.4&#xD;.5&#xD;.6&#xD;.7&#xD;.8&#xD;.9</options></input></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_settone(id, frequency, amplitude, balance)</l><list><block var="number"/><block var="frequency"/><block var="amplitude"/><block s="getPan"></block></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="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5</options></input><input type="%b"></input></inputs><script><custom-block s="Load TuneScope Primitives"></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="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_stoptones()</l><list></list></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="Load TuneScope Primitives"></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="Stop MIDI Controller" type="command" category="Music"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_stopMIDI()</l><list></list></block></script></block-definition><block-definition s="Convert MIDI %&apos;midinumber&apos; to Note" type="reporter" category="Music"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="Convert MIDI %n to Note using %s"><block var="midinumber"/><l>Sharps</l></custom-block></block></script></block-definition><block-definition s="Convert MIDI %&apos;#&apos; to Note using %&apos;Sharps/Flats&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="217.80831473214303" collapsed="false">Reports the corresponding note (in scientific pitch notation) for the specified MIDI number, matching the use of sharps and flats to the input scientific pitch notation.</comment><header></header><code></code><translations></translations><inputs><input type="%n">60<options>§_pianoKeyboardMenu</options></input><input type="%s" readonly="true">Sharps<options>Sharps&#xD;Flats</options></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="#"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="Convert MIDI %n to Note using %s"><l></l><block var="Sharps/Flats"/></custom-block></autolambda><list></list></block><block var="#"/></block></block></script><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="reportIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>♭</l><l>b</l></list></block><block var="Sharps/Flats"/></block><block s="reportNewList"><list><l>C</l><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></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><block s="doReport"><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></block></script></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="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="Note + Octave"/></block><l>2</l></list></block><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block><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></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="$flash assoc %s %l"><block var="Note"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Cb</l><l>23</l></list></block><block s="reportNewList"><list><l>C</l><l>24</l></list></block><block s="reportNewList"><list><l>C#</l><l>25</l></list></block><block s="reportNewList"><list><l>Db</l><l>25</l></list></block><block s="reportNewList"><list><l>D</l><l>26</l></list></block><block s="reportNewList"><list><l>D#</l><l>27</l></list></block><block s="reportNewList"><list><l>Eb</l><l>27</l></list></block><block s="reportNewList"><list><l>E</l><l>28</l></list></block><block s="reportNewList"><list><l>E#</l><l>29</l></list></block><block s="reportNewList"><list><l>Fb</l><l>28</l></list></block><block s="reportNewList"><list><l>F</l><l>29</l></list></block><block s="reportNewList"><list><l>F#</l><l>30</l></list></block><block s="reportNewList"><list><l>Gb</l><l>30</l></list></block><block s="reportNewList"><list><l>G</l><l>31</l></list></block><block s="reportNewList"><list><l>G#</l><l>32</l></list></block><block s="reportNewList"><list><l>Ab</l><l>32</l></list></block><block s="reportNewList"><list><l>A</l><l>33</l></list></block><block s="reportNewList"><list><l>A#</l><l>34</l></list></block><block s="reportNewList"><list><l>Bb</l><l>34</l></list></block><block s="reportNewList"><list><l>B</l><l>35</l></list></block><block s="reportNewList"><list><l>B#</l><l>36</l></list></block></list></block></custom-block></block></block></script></block-definition><block-definition s="$flash 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>ca:associació _ _&#xD;</translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="key"/><block s="reportListItem"><l>1</l><l/></block></list></block></autolambda><list></list></block><block var="a-list"/></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="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="Note"/></block><l>2</l></list></block><script><block s="doReport"><block s="reportLetter"><l>2</l><block var="Note"/></block></block></script><list></list></block><block s="doReport"><block s="reportLetter"><l>3</l><block var="Note"/></block></block></script></block-definition><block-definition s="Import MIDI File" type="reporter" category="Music"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_parsemidifile()</l><list></list></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="getLastMessage"></block><l>ts_file_input_received</l></list></block></block><block s="doReport"><block s="reportApplyExtension"><l>ts_getparsed()</l><list></list></block></block></script></block-definition><block-definition s="Convert MIDI File %&apos;File&apos; to TuneScope" type="reporter" category="Music"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note</l><l>Duration</l><l>List</l><l>Length of List</l></list></block><block s="doSetVar"><l>List</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Length of List</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>6</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="File"/></block></block></block></block></block></block></block></block><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><block var="Length of List"/><script><block s="doSetVar"><l>Note</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>4</l><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>6</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="File"/></block></block></block></block></block></block></block></block></block></block></block><block s="doSetVar"><l>Duration</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>6</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="File"/></block></block></block></block></block></block></block></block></block></block></block><block s="doSetVar"><l>List</l><block s="reportConcatenatedLists"><list><block var="List"/><block s="reportNewList"><list><block s="reportNewList"><list><block var="Note"/><block var="Duration"/></list></block></list></block></list></block></block></script></block></script></block><block s="doReport"><block var="List"/></block></script></block-definition><block-definition s="Current Note" type="reporter" category="Music"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doReport"><block s="reportApplyExtension"><l>ts_getcurrentnote()</l><list></list></block></block></script></block-definition><block-definition s="Load TuneScope Primitives" 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/0100_SBLive_sf2.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0291_LesPaul_sf2_file.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/0110_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/tonejs/package/build/Midi.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="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="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><block var="which"/></list></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportVariadicNotEquals"><list><block var="color"/><l></l></list></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="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen" helper="true"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="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="✐ initialize variables" type="command" category="pen" helper="true"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last crayon</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last crayon</l><l>✐ crayon colors</l></list></custom-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 magenta,99&#xD;0,255,255,cyan,100&#xD;255,0,255,fuchia,101&#xD;18,18,18,grey7,102&#xD;36,36,36,grey14,103&#xD;54,54,54,grey21,104&#xD;72,72,72,grey28,105&#xD;92,92,92,grey36,106&#xD;109,109,109,grey43,107&#xD;127,127,127,grey50,108&#xD;145,145,145,grey57,109&#xD;163,163,163,grey64,110&#xD;181,181,181,grey71,111&#xD;200,200,200,grey78,112&#xD;218,218,218,grey85,113&#xD;236,236,236,grey92,114</l></custom-block><l><option>csv</option></l></block></block></script><list></list></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="error %&apos;msg&apos;" type="command" category="control" helper="true"><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="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables" helper="true"><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" helper="true"><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="multiline %&apos;text&apos;" type="reporter" category="operators" helper="true"><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="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="arc $turnRight %&apos;degrees&apos; ° radius %&apos;r&apos;" type="command" category="motion"><header></header><code></code><translations>de:Bogen $turnRight _ ° Radius _&#xD;</translations><inputs><input type="%n">90</input><input type="%n">50</input></inputs><script><block s="doDeclareVariables"><list><l>start</l><l>end</l><l>path</l><l>center</l></list></block><block s="doSetVar"><l>start</l><block s="reportVariadicSum"><list><block s="direction"></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>sign</option></l><block var="degrees"/></block><l>-90</l></list></block></list></block></block><block s="doSetVar"><l>end</l><block s="reportVariadicSum"><list><block var="start"/><block var="degrees"/></list></block></block><block s="doSetVar"><l>path</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><block s="reportNewList"><list><block s="reportMonadic"><l><option>sin</option></l><l></l></block><block s="reportMonadic"><l><option>cos</option></l><l></l></block></list></block><block var="r"/></list></block></autolambda><list></list></block><block s="reportConcatenatedLists"><list><block s="reportNumbers"><block var="start"/><block var="end"/></block><block s="reportNewList"><list><block var="end"/></list></block></list></block></block></block><block s="doSetVar"><l>center</l><block s="reportDifference"><block s="getPosition"></block><block s="reportListItem"><l>1</l><block var="path"/></block></block></block><block s="doWarp"><script><block s="doForEach"><l>coord</l><block var="path"/><script><block s="doGotoObject"><block s="reportVariadicSum"><list><block var="coord"/><block var="center"/></list></block></block></script></block></script></block><block s="setHeading"><block s="reportVariadicSum"><list><block var="end"/><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>sign</option></l><block var="degrees"/></block><l>90</l></list></block></list></block></block></script></block-definition><block-definition s="replace every %&apos;pattern&apos; with %&apos;other&apos; in %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="90" collapsed="false">substitute all occurrences of a letter or a sequence of letters in a text with another or none.</comment><header></header><code></code><translations>de:ersetze jedes _ durch _ in _&#xD;</translations><inputs><input type="%s">t</input><input type="%s">sh</input><input type="%s">tower top</input></inputs><script><block s="doReport"><block s="reportCombine"><block s="reportTextSplit"><block var="text"/><block var="pattern"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="other"/><l></l></list></block></autolambda><list></list></block></block></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;" 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></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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</pentrails><costumes><list struct="atomic" id="2868"></list></costumes><sounds><list struct="atomic" id="2869"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="36" y="93" heading="234" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="236,213,64,1" pen="tip" id="2874"><costumes><list struct="atomic" id="2875"></list></costumes><sounds><list struct="atomic" id="2876"></list></sounds><blocks></blocks><variables></variables><scripts><script x="78" y="72.33333333333337"><block s="receiveGo"></block><custom-block s="speak %s with %txt accent %br and pitch %n rate %n"><l>RAMEN NOODLES</l><l>ja</l><l>1</l><l>1</l></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doForever"><script><custom-block s="arc $turnRight %n ° radius %n"><l>-90</l><block s="reportRandom"><l>5</l><l>40</l></block></custom-block><custom-block s="arc $turnRight %n ° radius %n"><l>-90</l><block s="reportRandom"><l>5</l><l>40</l></block></custom-block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-200</l><l>200</l></block></block><block s="down"></block><custom-block s="set pen to crayon %s"><l>25</l></custom-block><custom-block s="arc $turnRight %n ° radius %n"><l>90</l><block s="reportRandom"><l>5</l><l>40</l></block></custom-block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-200</l><l>200</l></block></block><block s="down"></block><custom-block s="set pen to crayon %s"><l>55</l></custom-block><custom-block s="arc $turnRight %n ° radius %n"><l>-90</l><block s="reportRandom"><l>5</l><l>40</l></block></custom-block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-200</l><l>200</l></block></block><block s="down"></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="✐ last crayon"><l>55</l></variable><variable name="✐ crayon colors"><list id="2956"><item><list struct="atomic" id="2957">0,0,0,black,0</list></item><item><list struct="atomic" id="2958">18,18,18,gray7,1</list></item><item><list struct="atomic" id="2959">36,36,36,gray14,2</list></item><item><list struct="atomic" id="2960">54,54,54,gray21,3</list></item><item><list struct="atomic" id="2961">72,72,72,gray28,4</list></item><item><list struct="atomic" id="2962">92,92,92,gray36,5</list></item><item><list struct="atomic" id="2963">109,109,109,gray43,6</list></item><item><list struct="atomic" id="2964">127,127,127,gray50,7</list></item><item><list struct="atomic" id="2965">145,145,145,gray57,8</list></item><item><list struct="atomic" id="2966">163,163,163,gray64,9</list></item><item><list struct="atomic" id="2967">181,181,181,gray71,10</list></item><item><list struct="atomic" id="2968">200,200,200,gray78,11</list></item><item><list struct="atomic" id="2969">218,218,218,gray85,12</list></item><item><list struct="atomic" id="2970">236,236,236,gray92,13</list></item><item><list struct="atomic" id="2971">255,255,255,white,14</list></item><item><list struct="atomic" id="2972">255,20,147,deep pink,15</list></item><item><list struct="atomic" id="2973">255,105,180,hot pink,16</list></item><item><list struct="atomic" id="2974">255,0,127,bright pink,17</list></item><item><list struct="atomic" id="2975">227,11,93,raspberry,18</list></item><item><list struct="atomic" id="2976">229,43,80,amaranth,19</list></item><item><list struct="atomic" id="2977">255,0,0,red,20</list></item><item><list struct="atomic" id="2978">144,0,32,burgundy,21</list></item><item><list struct="atomic" id="2979">153,0,0,cherry,22</list></item><item><list struct="atomic" id="2980">164,0,0,dark candy apple red,23</list></item><item><list struct="atomic" id="2981">192,0,0,sanguine,24</list></item><item><list struct="atomic" id="2982">128,0,0,maroon,25</list></item><item><list struct="atomic" id="2983">201,0,22,crimson,26</list></item><item><list struct="atomic" id="2984">217,77,17,Lists,27</list></item><item><list struct="atomic" id="2985">255,8,0,candy apple red,28</list></item><item><list struct="atomic" id="2986">255,56,0,coquelicot,29</list></item><item><list struct="atomic" id="2987">139,69,19,saddle brown,30</list></item><item><list struct="atomic" id="2988">123,63,0,chocolate,31</list></item><item><list struct="atomic" id="2989">107,68,35,kobicha,32</list></item><item><list struct="atomic" id="2990">112,66,20,sepia,33</list></item><item><list struct="atomic" id="2991">149,69,53,chestnut,34</list></item><item><list struct="atomic" id="2992">101,67,33,dark brown,35</list></item><item><list struct="atomic" id="2993">150,75,0,brown,36</list></item><item><list struct="atomic" id="2994">153,101,21,golden brown,37</list></item><item><list struct="atomic" id="2995">184,115,51,cinnamon,38</list></item><item><list struct="atomic" id="2996">210,105,30,copper,39</list></item><item><list struct="atomic" id="2997">255,127,0,orange,40</list></item><item><list struct="atomic" id="2998">255,88,0,Pantone orange,41</list></item><item><list struct="atomic" id="2999">255,117,24,pumpkin,42</list></item><item><list struct="atomic" id="3000">243,118,29,Variables,43</list></item><item><list struct="atomic" id="3001">232,97,0,Spanish orange,44</list></item><item><list struct="atomic" id="3002">204,85,0,burnt orange,45</list></item><item><list struct="atomic" id="3003">203,65,11,sinopia,46</list></item><item><list struct="atomic" id="3004">204,119,34,ochre,47</list></item><item><list struct="atomic" id="3005">237,145,33,carrot,48</list></item><item><list struct="atomic" id="3006">242,133,0,tangerine,49</list></item><item><list struct="atomic" id="3007">255,255,0,yellow,50</list></item><item><list struct="atomic" id="3008">230,168,34,Control,51</list></item><item><list struct="atomic" id="3009">184,134,11,dark goldenrod,52</list></item><item><list struct="atomic" id="3010">218,165,32,goldenrod,53</list></item><item><list struct="atomic" id="3011">244,196,48,saffron,54</list></item><item><list struct="atomic" id="3012">236,213,64,sandstorm,55</list></item><item><list struct="atomic" id="3013">255,219,88,mustard,56</list></item><item><list struct="atomic" id="3014">255,215,0,gold,57</list></item><item><list struct="atomic" id="3015">254,227,62,egg yolk,58</list></item><item><list struct="atomic" id="3016">251,225,8,rubber duck,59</list></item><item><list struct="atomic" id="3017">0,255,0,lime,60</list></item><item><list struct="atomic" id="3018">141,182,0,apple green,61</list></item><item><list struct="atomic" id="3019">98,194,19,Operators,62</list></item><item><list struct="atomic" id="3020">34,139,34,forest green,63</list></item><item><list struct="atomic" id="3021">0,128,0,green,64</list></item><item><list struct="atomic" id="3022">0,100,0,dark green,65</list></item><item><list struct="atomic" id="3023">3,192,60,dark pastel green,66</list></item><item><list struct="atomic" id="3024">80,200,120,emerald,67</list></item><item><list struct="atomic" id="3025">62,180,137,mint,68</list></item><item><list struct="atomic" id="3026">0,161,120,Pen,69</list></item><item><list struct="atomic" id="3027">0,255,255,aqua,70</list></item><item><list struct="atomic" id="3028">0,139,139,dark cyan,71</list></item><item><list struct="atomic" id="3029">0,123,167,cerulean,72</list></item><item><list struct="atomic" id="3030">113,166,210,iceberg,73</list></item><item><list struct="atomic" id="3031">4,148,220,Sensing,74</list></item><item><list struct="atomic" id="3032">0,128,128,teal,75</list></item><item><list struct="atomic" id="3033">135,206,250,light sky blue,76</list></item><item><list struct="atomic" id="3034">0,191,255,deep sky blue,77</list></item><item><list struct="atomic" id="3035">30,144,255,dodger blue,78</list></item><item><list struct="atomic" id="3036">0,127,255,azure,79</list></item><item><list struct="atomic" id="3037">0,0,255,blue,80</list></item><item><list struct="atomic" id="3038">25,25,112,midnight blue,81</list></item><item><list struct="atomic" id="3039">0,51,153,dark powder blue,82</list></item><item><list struct="atomic" id="3040">0,71,171,cobalt,83</list></item><item><list struct="atomic" id="3041">21,96,189,denim,84</list></item><item><list struct="atomic" id="3042">0,0,128,navy blue,85</list></item><item><list struct="atomic" id="3043">70,130,180,steel blue,86</list></item><item><list struct="atomic" id="3044">74,108,212,Motion,87</list></item><item><list struct="atomic" id="3045">100,149,237,cornflower,88</list></item><item><list struct="atomic" id="3046">106,90,205,slate blue,89</list></item><item><list struct="atomic" id="3047">128,0,255,violet,90</list></item><item><list struct="atomic" id="3048">143,86,227,Looks,91</list></item><item><list struct="atomic" id="3049">111,45,168,grape,92</list></item><item><list struct="atomic" id="3050">75,0,130,indigo,93</list></item><item><list struct="atomic" id="3051">160,32,240,x11 purple,94</list></item><item><list struct="atomic" id="3052">255,0,255,magenta,95</list></item><item><list struct="atomic" id="3053">153,50,204,dark orchid,96</list></item><item><list struct="atomic" id="3054">207,74,217,Sound,97</list></item><item><list struct="atomic" id="3055">127,0,127,purple,98</list></item><item><list struct="atomic" id="3056">139,0,139,dark magenta,99</list></item><item><list struct="atomic" id="3057">0,255,255,cyan,100</list></item><item><list struct="atomic" id="3058">255,0,255,fuchia,101</list></item><item><list struct="atomic" id="3059">18,18,18,grey7,102</list></item><item><list struct="atomic" id="3060">36,36,36,grey14,103</list></item><item><list struct="atomic" id="3061">54,54,54,grey21,104</list></item><item><list struct="atomic" id="3062">72,72,72,grey28,105</list></item><item><list struct="atomic" id="3063">92,92,92,grey36,106</list></item><item><list struct="atomic" id="3064">109,109,109,grey43,107</list></item><item><list struct="atomic" id="3065">127,127,127,grey50,108</list></item><item><list struct="atomic" id="3066">145,145,145,grey57,109</list></item><item><list struct="atomic" id="3067">163,163,163,grey64,110</list></item><item><list struct="atomic" id="3068">181,181,181,grey71,111</list></item><item><list struct="atomic" id="3069">200,200,200,grey78,112</list></item><item><list struct="atomic" id="3070">218,218,218,grey85,113</list></item><item><list struct="atomic" id="3071">236,236,236,grey92,114</list></item></list></variable></variables></scene></scenes></project><media name="ramen noodles" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>