<snapdata remixID="14109145"><project name="Socok menities" app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"><notes>Here, have this project I done with bare effort. Snap&apos;s rudimentary software inhibits changing titles, so I couldn&apos;t help.&#xD;&#xD;OLD DESCRIPTION:&#xD;This will be content in 2025</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Socok menities"><notes>Here, have this project I done with bare effort. Snap&apos;s rudimentary software inhibits changing titles, so I couldn&apos;t help.&#xD;&#xD;OLD DESCRIPTION:&#xD;This will be content in 2025</notes><palette><category name="Music" color="195,0,204,1"/></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="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="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 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s="reportApplyExtension"><l>ts_loaded()</l><list></list></block></block></script></block-definition></blocks><primitives></primitives><stage name="" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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" 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