<snapdata remixID="12153485"><project name="LXP Studio" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>Hyposyn Studios brings you:&#xD;&#xD;LXP Studio&#xD;&#xD;LXP stands for Level x Power, Meaning the collaboration between Hyposyn&apos;s Level Pro 3, and PowerVDX 22.&#xD;&#xD;-=-=-=-=-=-=-=-=-=-=-=-=-=-&#xD;&#xD;INTRODUCING LXP STUDIO 1.0!!&#xD;&#xD;We have been working on LXP Studio for weeks, and this is whats new.&#xD;&#xD;- New logo&#xD;- Recording Studio mode&#xD;- TTS Rapping/Singing.&#xD;- Fixed major problems with how music gets played&#xD;&#xD;And more!!&#xD;&#xD;-=-=-=-=-=-=-=-=-=-=-=-=-=-&#xD;&#xD;Hyposyn&apos;s most powerful DAW yet. with auto-play recording, over 15 piano instruments, and 10x faster then Hydro Pro without turbomode.&#xD;&#xD;1,2,3,4,5,6,7,8,9,0 = Any Music Key.&#xD;&#xD;q,w,e,r,t,y,u,i,o,p - instruments&#xD;&#xD;a,s,d,k,l, play and set instrument to drum set&#xD;&#xD;Automatic Drums is a feature only on LXP Studio, which lets you play a simple drum beat made by sladescar, and repeat it however many times you want.&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="LXP Studio"><notes>Hyposyn Studios brings you:&#xD;&#xD;LXP Studio&#xD;&#xD;LXP stands for Level x Power, Meaning the collaboration between Hyposyn&apos;s Level Pro 3, and PowerVDX 22.&#xD;&#xD;-=-=-=-=-=-=-=-=-=-=-=-=-=-&#xD;&#xD;INTRODUCING LXP STUDIO 1.0!!&#xD;&#xD;We have been working on LXP Studio for weeks, and this is whats new.&#xD;&#xD;- New logo&#xD;- Recording Studio mode&#xD;- TTS Rapping/Singing.&#xD;- Fixed major problems with how music gets played&#xD;&#xD;And more!!&#xD;&#xD;-=-=-=-=-=-=-=-=-=-=-=-=-=-&#xD;&#xD;Hyposyn&apos;s most powerful DAW yet. with auto-play recording, over 15 piano instruments, and 10x faster then Hydro Pro without turbomode.&#xD;&#xD;1,2,3,4,5,6,7,8,9,0 = Any Music Key.&#xD;&#xD;q,w,e,r,t,y,u,i,o,p - instruments&#xD;&#xD;a,s,d,k,l, play and set instrument to drum set&#xD;&#xD;Automatic Drums is a feature only on LXP Studio, which lets you play a simple drum beat made by sladescar, and repeat it however many times you want.&#xD;</notes><palette><category name="Music" color="195,0,204,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="UNSUPPORTED: music_setInstrument" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Set Instrument To %&apos;Instrument Name&apos;" type="command" category="Music"><comment x="0" y="0" w="310.5525948660714" collapsed="false">Sets the global instrument used for playing notes.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setinst(name)</l><list><block var="Instrument Name"/></list></block></script></block-definition><block-definition s="Set Volume To %&apos;Percent&apos; %" type="command" category="Music"><comment x="0" y="0" w="403" collapsed="false">Sets the global volume to the selected percentage.</comment><header></header><code></code><translations></translations><inputs><input type="%n">50</input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setvol(percent)</l><list><block var="Percent"/></list></block></script></block-definition><block-definition s="Set Instrument %&apos;Instrument&apos; Volume to %&apos;VolumePercent&apos; %" type="command" category="Music"><comment x="0" y="0" w="353.7142857142858" collapsed="false">Sets the default volume of the selected instrument to the specified percentage.</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%n">50</input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setinstvol(name, percent)</l><list><block var="Instrument"/><block var="VolumePercent"/></list></block></script></block-definition><block-definition s="Play Note %&apos;Note&apos; for Duration %&apos;Duration&apos; and Wait" type="command" category="Music"><comment x="0" y="0" w="315.8571428571429" collapsed="false">Plays the selected note for the specified musical duration. This block waits for the selected note to finish playing. A note name and duration (whole, half, quarter, etc.) can be selected from the drop-down menu.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%txt"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Play Note %s for Duration %s"><block var="Note"/><block var="Duration"/></custom-block><block s="doWait"><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></block></script></block-definition><block-definition s="Play Note %&apos;Note&apos; for Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="333.3128348214286" collapsed="false">Plays the selected note for the specified musical duration. This block does note wait for the selected note to finish playing. A note name and duration (whole, half, quarter, etc.) can be selected from the drop-down menu.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playnote(note, duration)</l><list><block var="Note"/><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></list></block></script></block-definition><block-definition s="Rest for Note Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="90" collapsed="false">Waits for the selected musical duration.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doWait"><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></block></script></block-definition><block-definition s="Adjusted Note Duration %&apos;Note Duration&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="262.8571428571429" collapsed="false">Each note duration is assigned a numerical value, with a whole note equallying four beats.&#xD;&#xD;Dotted Notes are equal to the named note plus half of the named note&apos;s duration.&#xD;&#xD;Triplet notes are equal in duration to two of the named notes divided by three.&#xD;&#xD;Since there are 60 seconds in a minute, dividing 60 by the tempo and then multiplying it by a note&apos;s duration alters the duration of the notes to make them match the global tempo.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>4</l></list></block><block s="reportNewList"><list><l>Half</l><l>2</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>1</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.5</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.25</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>6</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>3</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.345</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>0.1875</l></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>4</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>8</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.125</l><l>3</l></block></list></block></list></block></custom-block></block><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></list></block></block></script></block-definition><block-definition s="Play Chord %&apos;Chord&apos; for Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="160" collapsed="false">Plays a list of notes simultaneously for the specified musical duration.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doForEach"><l>item</l><block var="Chord"/><script><custom-block s="Play Note %s for Duration %s"><block var="item"/><block var="Duration"/></custom-block></script></block><custom-block s="Rest for Note Duration %s"><block var="Duration"/></custom-block></script></block-definition><block-definition s="Note %&apos;Number&apos; in Major Scale %&apos;Scale&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the note in the specified position within the specified major scale.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><block var="Number"/><custom-block s="Major Scale %s"><block var="Scale"/></custom-block></block><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Interval between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Scale&apos; Major Scale" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note 1 Position</l><l>Note 2 Position</l><l>list</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>list</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><l>7</l><script><block s="doSetVar"><l>list</l><block s="reportConcatenatedLists"><list><block var="list"/><custom-block s="Major Scale %s Octave %n Reporter"><block var="Scale"/><block var="i"/></custom-block></list></block></block></script></block></script><comment w="90" collapsed="false">Creates a list consisting of the specified scale, starting in the first octave and ending in the seventh octave.</comment></block><block s="doWarp"><script><block s="doSetVar"><l>Note 1 Position</l><block s="reportListIndex"><block var="Note 1"/><block var="list"/></block></block><block s="doSetVar"><l>Note 2 Position</l><block s="reportListIndex"><block var="Note 2"/><block var="list"/></block></block></script><comment w="90" collapsed="false">Finds the position of Notes 1 and 2 in the extended scale.</comment></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Major Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 1"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 1"/><l> is not in the </l><block var="Scale"/><l> Major scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Major Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 2"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 2"/><l> is not in the </l><block var="Scale"/><l> Major scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><comment w="90" collapsed="false">Checks to see if the specified notes are in the selected major scale.</comment></block><block s="doReport"><block s="reportDifference"><block var="Note 2 Position"/><block var="Note 1 Position"/><comment w="90" collapsed="false">Reports the numerical interval between the specified notes in the selected major scale.</comment></block></block></script></block-definition><block-definition s="Note %&apos;Number&apos; in Minor Scale %&apos;Scale&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the note in the specified position within the specified minor scale.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><block var="Number"/><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block></block><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Get Note %&apos;Notation&apos; from Scientific Notation" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts and reports the name of a note from its scientific pitch notation. (e.g., &quot;C#4&quot; reports as &quot;C#&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Output</l></list></block><block s="doSetVar"><l>Output</l><l></l></block><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportStringSize"><block var="Notation"/></block><l>1</l></block><script><block s="doSetVar"><l>Output</l><block s="reportJoinWords"><list><block var="Output"/><block s="reportLetter"><block var="i"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block var="Output"/></block></script></block-definition><block-definition s="Interval between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Scale&apos; Minor Scale" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note 1 Position</l><l>Note 2 Position</l><l>list</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>list</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><l>7</l><script><block s="doSetVar"><l>list</l><block s="reportConcatenatedLists"><list><block var="list"/><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Scale"/><block var="i"/></custom-block></list></block></block></script></block></script><comment w="90" collapsed="false">Creates a list consisting of the specified scale, starting in the first octave and ending in the seventh octave.</comment></block><block s="doWarp"><script><block s="doSetVar"><l>Note 1 Position</l><block s="reportListIndex"><block var="Note 1"/><block var="list"/></block></block><block s="doSetVar"><l>Note 2 Position</l><block s="reportListIndex"><block var="Note 2"/><block var="list"/></block></block></script><comment w="90" collapsed="false">Finds the position of Notes 1 and 2 in the extended scale.</comment></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 1"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 1"/><l> is not in the </l><block var="Scale"/><l> Minor scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 2"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 2"/><l> is not in the </l><block var="Scale"/><l> Minor scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><comment w="90" collapsed="false">Checks to see if the specified notes are in the selected minor scale.</comment></block><block s="doReport"><block s="reportDifference"><block var="Note 2 Position"/><block var="Note 1 Position"/></block><comment w="90" collapsed="false">Reports the numerical interval between the specified notes in the selected minor scale.</comment></block></script></block-definition><block-definition s="%&apos;Scale Type&apos; Scale: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="261.91194196428586" collapsed="false">Reports all notes in a specified scale using the provided note and octave number as the starting note of the scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Chromatic<options>Chromatic&#xD;Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale Type"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Chromatic</l><custom-block s="Chromatic Scale %s Octave %s Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Note %&apos;#&apos; in %&apos;Major/Minor&apos; Scale: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="239.67513950892862" collapsed="false">Reports the note in a specific position within a major or minor musical scale. (e.g., The third note in a C Major scale starting in the fourth octave is E4.)</comment><header></header><code></code><translations></translations><inputs><input type="%n" readonly="true">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Note %n in Major Scale %s Octave %n"><block var="#"/><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Note %n in Minor Scale %s Octave %n"><block var="#"/><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Interval Between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Major/Minor&apos; Scale %&apos;Note&apos;" type="reporter" category="Music"><comment x="0" y="0" w="187.85714285714286" collapsed="false">Reports the distance in steps between two notes in the selected scale. (e.g., In the C Major scale, there are two intervals between C4 and E4.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="evaluate"><block s="reifyReporter"><script><custom-block s="Switch %s %br Cases %l %br Default %cs"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l></list></block><block s="reifyScript"><script><block s="doReport"><custom-block s="Interval between Notes %s and %s in the %s Major Scale"><block var="Note 1"/><block var="Note 2"/><block var="Note"/></custom-block></block></script><list></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>Minor</l></list></block><block s="reifyScript"><script><block s="doReport"><custom-block s="Interval between Notes %s and %s in the %s Minor Scale"><block var="Note 1"/><block var="Note 2"/><block var="Note"/></custom-block></block></script><list></list></block></list></block></list></block><script></script></custom-block></script><list></list></block><list></list></block></block></script></block></script></block-definition><block-definition s="Switch %&apos;Object&apos; $nl Cases %&apos;Cases&apos; $nl Default %&apos;defCode&apos;" type="command" category="control" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block must be called. It executes a specific commands when corresponding conditions are met.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doForEach"><l>Case</l><block var="Cases"/><script><block s="doIf"><block s="reportListContainsItem"><block s="reportListItem"><l>1</l><block var="Case"/></block><block var="Object"/></block><script><block s="doRun"><block s="reportListItem"><l>2</l><block var="Case"/></block><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block><block s="doRun"><block var="defCode"/><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script></block-definition><block-definition s="List of Chromatic Scales" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l></list></block><l>12</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l></list></block><l>11</l></list></block></list></block><block s="reportNewList"><list><l>Db</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l></list></block><l>11</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l></list></block><l>10</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l></list></block><l>9</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l></list></block><l>9</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l></list></block><l>8</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Fb</l><l>G</l><l>Ab</l><l>A</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="Chromatic Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Chromatic Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Chromatic Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Chromatic Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Chromatic Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="Note"/><l>C</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>12</l></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Note [ Pitch: %&apos;Pitch&apos; Duration: %&apos;Duration&apos; ]" type="reporter" category="Music"><comment x="0" y="0" w="246.42857142857144" collapsed="false">This block reports a list that consists of a specified note name and duration. These values can be selected using the drop-down menu or entered directly.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="Pitch"/><block var="Duration"/></list></block></block></script></block-definition><block-definition s="Chromatic Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports all notes in the western chromatic scale. A drop down menu determines whether the scale will be reported using sharps or flats.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l></list></block></block></script></block-definition><block-definition s="Major Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="354.8333984374997" collapsed="false">Reports all notes in a given major scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportLetter"><l>1</l><block var="Note"/></block><l>C</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>7</l></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Minor Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="354.8333984374997" collapsed="false">Reports all notes in a given minor scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportLetter"><l>1</l><block var="Note"/></block><l>C</l></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>7</l></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Major Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a major chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Notes of Scale %&apos;Scale&apos; before %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Scale"/></block><script><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Note"/></block></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Subscale"/></block></script><script><block s="doReport"><block var="Subscale"/></block></script></block></script></block></script></block-definition><block-definition s="Notes of Scale %&apos;Scale&apos; after %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><block s="reportListAttribute"><l><option>length</option></l><block var="Scale"/></block><l>1</l><script><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Note"/></block></block><script><block s="doInsertInList"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><l>1</l><block var="Subscale"/></block></script><script><block s="doReport"><block var="Subscale"/></block></script></block></script></block></script></block-definition><block-definition s="Major Chords in a Major Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block></block></script></block-definition><block-definition s="Minor Chords in a Major Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use minor chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>2</l><l>3</l><l>6</l></list></block></block></script></block-definition><block-definition s="Major Chords in a Minor Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a minor scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>3</l><l>6</l><l>7</l></list></block></block></script></block-definition><block-definition s="Minor Chords in a Minor Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block></block></script></block-definition><block-definition s="Position of Notes in Diminished Scale" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>3</l><l>4</l><l>6</l><l>7</l><l>9</l><l>10</l><l>12</l></list></block></block></script></block-definition><block-definition s="Diminished Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Scale</l><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Scale</l><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block var="Note"/></list></block><custom-block s="Notes of Scale %s after %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block><custom-block s="Notes of Scale %s before %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></list></block><comment w="139.16666666666669" collapsed="false">Arranges the Chromatic scale to begin with the input note.</comment></block><block s="doFor"><l>i</l><l>1</l><l>8</l><script><block s="doAddToList"><block s="reportListItem"><block s="reportListItem"><block var="i"/><custom-block s="Position of Notes in Diminished Scale"></custom-block></block><block var="Scale"/></block><block var="Subscale"/></block></script><comment w="90" collapsed="false">Selects the notes of the Diminished scale from the Chromatic scale.</comment></block><block s="doReport"><block var="Subscale"/></block></script><scripts><comment x="248.79622395833346" y="10" w="268.33333333333337" collapsed="false">Reports all notes in a given diminished scale in order, beginning with the input note. Does not include octave.</comment></scripts></block-definition><block-definition s="Diminished Scale %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="296.6563151041664" collapsed="false">Reports all notes in a given diminished scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Scale</l><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Scale</l><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><custom-block s="Notes of Scale %s after %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><custom-block s="Notes of Scale %s before %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></block></list></block><comment w="90" collapsed="false">Arranges the Chromatic scale to begin with the input note and octave.</comment></block><block s="doFor"><l>i</l><l>1</l><l>8</l><script><block s="doAddToList"><block s="reportListItem"><block s="reportListItem"><block var="i"/><custom-block s="Position of Notes in Diminished Scale"></custom-block></block><block var="Scale"/></block><block var="Subscale"/><comment w="90" collapsed="false">Selects the notes of the Diminished scale from the Chromatic scale.</comment></block></script></block><block s="doReport"><block var="Subscale"/></block></script></block-definition><block-definition s="Roman Numeral Conversion" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>I</l><l>1</l></list></block><block s="reportNewList"><list><l>II</l><l>2</l></list></block><block s="reportNewList"><list><l>II°</l><l>2</l></list></block><block s="reportNewList"><list><l>III</l><l>3</l></list></block><block s="reportNewList"><list><l>IV</l><l>4</l></list></block><block s="reportNewList"><list><l>V</l><l>5</l></list></block><block s="reportNewList"><list><l>VI</l><l>6</l></list></block><block s="reportNewList"><list><l>VII</l><l>7</l></list></block><block s="reportNewList"><list><l>VII°</l><l>7</l></list></block></list></block></block></script></block-definition><block-definition s="Converted Roman Numeral %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Converts roman numerals to arabic numerals using an association table.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Roman Numeral"/><custom-block s="Roman Numeral Conversion"></custom-block></custom-block></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Diminished Chord %&apos;Octave&apos; Octave" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a diminished chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Minor Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a minor chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Major Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">I<options>I&#xD;ii&#xD;iii&#xD;IV&#xD;V&#xD;vi&#xD;vii°</options></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListContainsItem"><custom-block s="Major Chords in a Major Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Major Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the major chords in a scale.</comment></block><block s="doIf"><block s="reportListContainsItem"><custom-block s="Minor Chords in a Major Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Minor Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the minor chords in a scale.</comment></block><block s="doIf"><block s="reportEquals"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><l>7</l></block><script><block s="doReport"><custom-block s="%s Diminished Chord %s Octave"><block s="reportListItem"><l>8</l><custom-block s="Diminished Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the diminished chord in a scale.</comment></block></script></block></script></block-definition><block-definition s="Minor Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">i<options>i&#xD;ii°&#xD;III&#xD;iv&#xD;v&#xD;VI&#xD;VII</options></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListContainsItem"><custom-block s="Major Chords in a Minor Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Major Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the major chords in a scale.</comment></block><block s="doIf"><block s="reportListContainsItem"><custom-block s="Minor Chords in a Minor Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Minor Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the minor chords in a scale.</comment></block><block s="doIf"><block s="reportEquals"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><l>2</l></block><script><block s="doReport"><custom-block s="%s Diminished Chord %s Octave"><block s="reportListItem"><l>2</l><custom-block s="Diminished Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><comment w="90" collapsed="false">Outputs the diminished chord in a scale.</comment></block></script></block></script></block-definition><block-definition s="List of Major Scales" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Each major scale is listed, along with the notes it contains and the  number of notes in the scale before an octave change.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>D</l><l>E</l><l>F</l><l>G</l><l>A</l><l>B</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D#</l><l>E#</l><l>F#</l><l>G#</l><l>A#</l><l>B#</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>Db</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Db</l><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l><l>Bb</l><l>C</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>E</l><l>F#</l><l>G</l><l>A</l><l>B</l><l>C#</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D#</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>G</l><l>A</l><l>Bb</l><l>C</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A#</l><l>B</l><l>C#</l><l>D#</l><l>E#</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Gb</l><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l><l>Eb</l><l>F</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>A</l><l>B</l><l>C</l><l>D</l><l>E</l><l>F#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l><l>F#</l><l>G#</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B#</l><l>C</l><l>D#</l><l>E#</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>C</l><l>D</l><l>Eb</l><l>F</l><l>G</l><l>A</l></list></block><l>1</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C#</l><l>D#</l><l>E</l><l>F#</l><l>G#</l><l>A#</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="List of Minor Scales" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Each minor scale is listed, along with the notes it contains and the  number of notes in the scale before an octave change.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>D</l><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D#</l><l>E</l><l>F#</l><l>G#</l><l>A</l><l>B</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>E</l><l>F</l><l>G</l><l>A</l><l>Bb</l><l>C</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D#</l><l>E#</l><l>F</l><l>G#</l><l>A#</l><l>B</l><l>C#</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F#</l><l>G</l><l>A</l><l>B</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>A</l><l>Bb</l><l>C</l><l>D</l><l>Eb</l><l>F</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G#</l><l>A#</l><l>B</l><l>C#</l><l>D#</l><l>E</l><l>F#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l><l>Eb</l><l>Fb</l><l>Gb</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>B</l><l>C</l><l>D</l><l>E</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B#</l><l>C#</l><l>D#</l><l>E#</l><l>F#</l><l>G#</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l></list></block><l>1</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C#</l><l>D</l><l>E</l><l>F#</l><l>G</l><l>A</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="Major Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the number of notes in the specified scale before an octave change.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Major Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Minor Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the number of notes in the selected scale before an octave change.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Minor Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Major Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes in the specified scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Major Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Minor Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes in the specified minor scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Minor Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="%&apos;Major/Minor&apos; Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="163.5714285714284" collapsed="false">Reports the notes comprising a major or minor chord, using the specified note and octave as the root note of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Chord %s Octave %n"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Chord %s Octave %n"><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="%&apos;Major/Minor&apos; Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Numeral&apos;" type="reporter" category="Music"><comment x="0" y="0" w="337.8571428571429" collapsed="false">This block finds the notes in a specified chord along the selected scale. Roman numerals differentiate chord positions from octave numbers (e.g., the Roman numeral “I” reports the notes of the first chord in the sequence). Upper case Roman numerals represent major chords within the scale. Lower case Roman numerals represent minor chords within the scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true"><options>Major Positions={&#xD;I&#xD;ii&#xD;iii&#xD;IV&#xD;V&#xD;vi&#xD;vii°&#xD;}&#xD;Minor Positions={&#xD;i&#xD;ii°&#xD;III&#xD;iv&#xD;v&#xD;VI&#xD;VII&#xD;}</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Chord %s Octave %n Chord Position %s"><block var="Note"/><block var="Octave"/><block var="Numeral"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Chord %s Octave %n Chord Position %s"><block var="Note"/><block var="Octave"/><block var="Numeral"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Add Note %&apos;Note&apos; to Chord %&apos;Chord&apos;" type="reporter" category="Music"><comment x="0" y="0" w="280" collapsed="false">This block reports a chord and appends an additional note.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>New Chord</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>New Chord</l><block var="Chord"/></block><block s="doAddToList"><block var="Note"/><block var="New Chord"/></block><block s="doReport"><block var="New Chord"/></block></script></block></script></block-definition><block-definition s="Chord Rest" type="reporter" category="Music"><comment x="0" y="0" w="189.2857142857143" collapsed="false">May be paired with a musical duration to insert a rest into a sequence of chords.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>R</l><l>R</l><l>R</l></list></block></block></script></block-definition><block-definition s="Measure %&apos;Pairs&apos;" type="reporter" category="Music"><comment x="0" y="0" w="286.4285714285714" collapsed="false">This block is used to group sequences of notes and chords into measures. Each note or chord in the measure is paired with a note duration. The pairs are entered into the block using a list. </comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block var="Pairs"/></block></script></block-definition><block-definition s="Section %&apos;Measures&apos;" type="reporter" category="Music"><comment x="0" y="0" w="428.2220145089286" collapsed="false">This code block groups measures together. This can be helpful for separating groups of measures that repeat in various places throughout a song, like verses and choruses. This block works with both notes and chords. To add measures to a section, put the measures into a list.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Section</l></list></block><block s="doSetVar"><l>Section</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Measure Number</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Measures"/></block><script><block s="doSetVar"><l>Section</l><block s="reportConcatenatedLists"><list><block var="Section"/><block s="reportListItem"><block var="Measure Number"/><block var="Measures"/></block></list></block></block></script></block><block s="doReport"><block var="Section"/></block></script></block-definition><block-definition s="Beats in Measure %&apos;Measure&apos; $nl Time Signature %&apos;Time&apos;" type="reporter" category="Music"><comment x="0" y="0" w="297.14285714285717" collapsed="false">This block determines if the combined durations of notes or chords within a measure are correct. The combined duration of notes within a measure must equal the number of beats specified by the time signature. For example, in 4/4 time, there can be four quarter notes within a measure. The Beats in Measure reports the discrepancy between the number of actual beats in a measure versus the required number of beats.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s" readonly="true">4/4<options>4/4&#xD;3/4&#xD;2/4&#xD;6/8&#xD;5/4&#xD;7/4&#xD;9/8&#xD;12/8</options></input></inputs><script><block s="doDeclareVariables"><list><l>Beats Necessary</l><l>Actual Beats</l></list></block><block s="doSetVar"><l>Beats Necessary</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Time"/><block s="reportNewList"><list><block s="reportNewList"><list><l>4/4</l><l>4</l></list></block><block s="reportNewList"><list><l>3/4</l><l>3</l></list></block><block s="reportNewList"><list><l>2/4</l><l>2</l></list></block><block s="reportNewList"><list><l>6/8</l><l>3</l></list></block><block s="reportNewList"><list><l>5/4</l><l>5</l></list></block><block s="reportNewList"><list><l>7/4</l><l>7</l></list></block><block s="reportNewList"><list><l>9/8</l><l>4.5</l></list></block><block s="reportNewList"><list><l>12/8</l><l>5</l></list></block></list></block></custom-block></block></block><block s="doSetVar"><l>Actual Beats</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Measure"/></block><script><block s="doSetVar"><l>Actual Beats</l><block s="reportVariadicSum"><list><block var="Actual Beats"/><custom-block s="Note Duration %s"><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block var="Measure"/></block></block></custom-block></list></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block var="Actual Beats"/><l>of</l><block var="Beats Necessary"/><l>beats</l></list></block></block></script></block-definition><block-definition s="Note Duration %&apos;Duration&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="311.42857142857144" collapsed="false">Each note duration is assigned a numerical value, with a whole note equallying four beats.&#xD;&#xD;Dotted Notes are equal to the named note plus half of the named note&apos;s duration.&#xD;&#xD;Triplet notes are equal in duration to two of the named notes divided by three.&#xD;&#xD;Unlike the &quot;Adjusted Note Duration&quot; block, the values reported here are not linked to the global temp reporter.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>4</l></list></block><block s="reportNewList"><list><l>Half</l><l>2</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>1</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.5</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.25</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>6</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>3</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.345</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>0.1875</l></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>4</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>8</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.125</l><l>3</l></block></list></block></list></block></custom-block></block></block></script></block-definition><block-definition s="Melody with Instrument %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note/Duration Pairs</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Pair #</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Notation"/></block><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportConcatenatedLists"><list><block var="Note/Duration Pairs"/><block s="reportListItem"><block var="Pair #"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Melody</l><block var="Instrument"/></list></block></list></block><block var="Note/Duration Pairs"/></list></block></block></script></block></script></block-definition><block-definition s="Melody Loop with Instrument %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note/Duration Pairs</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Pair #</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Notation"/></block><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportConcatenatedLists"><list><block var="Note/Duration Pairs"/><block s="reportListItem"><block var="Pair #"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Melody</l><block var="Instrument"/></list></block></list></block><block var="Note/Duration Pairs"/></list></block></block></script></block></script></block-definition><block-definition s="Chord Track with %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Chords</l><block var="Instrument"/></list></block></list></block><block var="Notation"/></list></block></block></script></block-definition><block-definition s="Chord Loop with %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Chords</l><block var="Instrument"/></list></block></list></block><block var="Notation"/></list></block></block></script></block-definition><block-definition s="Drum Pattern %&apos;Step&apos;" type="reporter" category="Music"><comment x="0" y="0" w="245.96442522321422" collapsed="false">This block reports a series of beats that tell the drum when to play. Beats are represented as an “X,” which can be typed into the block. Beats can be added or subtracted using the arrows on the right of the block.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Steps in Sequence</l></list></block><block s="doSetVar"><l>Steps in Sequence</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Step"/></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Step"/></block><block var="Steps in Sequence"/></block></script></block><block s="doReport"><block var="Steps in Sequence"/></block></script></block-definition><block-definition s="Drum %&apos;Instrument&apos; Loop %&apos;Pattern&apos; Beat Duration %&apos;Beat&apos;" type="reporter" category="Music"><comment x="0" y="0" w="288.5714285714286" collapsed="false">This block reports a drum pattern, assigns a drum to it, and sets the duration value of each item in the pattern. Different drums can be selected from the drop-down menu. Beat durations can be selected from the drop-down menu or entered directly.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Snare Drum<options>Bass Drum&#xD;Snare Drum&#xD;Crash Cymbal&#xD;Cabasa&#xD;Toms={&#xD;High Tom&#xD;Mid Tom&#xD;}&#xD;Hi-Hats={&#xD;Closed Hi-hat&#xD;Open Hi-hat&#xD;}</options></input><input type="%l"></input><input type="%s">Eighth<options>Quarter&#xD;Eighth&#xD;Sixteenth</options></input></inputs><script><block s="doDeclareVariables"><list><l>notes and durations</l></list></block><block s="doSetVar"><l>notes and durations</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Drums</l><block var="Instrument"/></list></block></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Pattern"/></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><block var="i"/><block var="Pattern"/></block><block var="Beat"/></list></block><block var="notes and durations"/></block></script></block><block s="doReport"><block var="notes and durations"/></block></script></block-definition><block-definition s="Track %&apos;Type&apos; Instrument %&apos;Instrument&apos; $nl Musical Notation (Notes or Chords) %&apos;Notation&apos;" type="reporter" category="Music"><comment x="0" y="0" w="272.8571428571429" collapsed="false">This code block specifies the type of track to be played and assigns it an instrument. Both the track type and instrument are set using drop-down menus. This block accepts notes or chords paired with corresponding durations. This block also allows for the creation of note or chord loops that will repeat for the whole duration of the song. Both types of loops may be selected from the track drop-down menu. For a loop to play, it must have an accompanying track that is not a loop.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Melody<options>Melody&#xD;Chords&#xD;Loops={&#xD;Loop-Melody&#xD;Loop-Chords&#xD;}</options></input><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Guitar, Overdrive&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Music Box&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Type"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Melody</l><custom-block s="Melody with Instrument %s Notation %mult%s"><block var="Instrument"/><list><block var="Notation"/></list></custom-block></list></block><block s="reportNewList"><list><l>Chords</l><custom-block s="Chord Track with %s Notation %s"><block var="Instrument"/><block var="Notation"/></custom-block></list></block><block s="reportNewList"><list><l>Loop-Melody</l><custom-block s="Melody Loop with Instrument %s Notation %mult%s"><block var="Instrument"/><list><block var="Notation"/></list></custom-block></list></block><block s="reportNewList"><list><l>Loop-Chords</l><custom-block s="Chord Loop with %s Notation %s"><block var="Instrument"/><block var="Notation"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Play Tracks %&apos;tracks&apos; Time Signature: %&apos;timeSignature&apos;" type="command" category="Music"><comment x="0" y="0" w="198.57142857142858" collapsed="false">This block is used to play multiple music tracks. In most cases, several tracks with musical instruments are played in parallel. </comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input><input type="%s" readonly="true">4/4<options>4/4&#xD;3/4&#xD;5/4&#xD;7/4&#xD;6/8&#xD;9/8&#xD;12/8</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playtracks(tracklist, timesignature)</l><list><block var="tracks"/><block var="timeSignature"/><block s="getTempo"></block></list></block></script></block-definition><block-definition s="Convert MIDI %&apos;#&apos; to Note" type="reporter" category="Music"><comment x="0" y="0" w="217.80831473214303" collapsed="false">Reports the corresponding note (in scientific pitch notation) for the specified MIDI number.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Octave</l><l>Note</l></list></block><block s="doSetVar"><l>Octave</l><block s="reportLetter"><l>1</l><block s="reportDifference"><block s="reportQuotient"><block var="#"/><l>12</l></block><l>1</l></block></block></block><block s="doSetVar"><l>Note</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="#"/><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l></list></block></block></block><block s="doReport"><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Convert Note %&apos;Note&apos; to MIDI" type="reporter" category="Music"><comment x="0" y="0" w="273.5714285714286" collapsed="false">Reports the midi number of the specified note. The note should be entered using scientific pitch notation (e.g., &quot;C4&quot;).</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><custom-block s="MIDI %s Note"><custom-block s="Get Note %s"><block var="Note"/></custom-block></custom-block><block s="reportVariadicProduct"><list><l>12</l><block s="reportDifference"><custom-block s="Get Octave %s"><block var="Note"/></custom-block><l>1</l></block></list></block></list></block></block></script></block-definition><block-definition s="Get Note %&apos;Note + Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts the note name from the provided scientific pitch notation. (e.g., An input of &quot;C4&quot; produces an output of &quot;C&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><block s="reportStringSize"><block var="Note + Octave"/></block><l>2</l></block><script><block s="doReport"><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block><block s="reportLetter"><l>2</l><block var="Note + Octave"/></block></list></block></block></script></block-definition><block-definition s="MIDI %&apos;Note&apos; Note" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Association list for note names and their corresponding MIDI numbers in the first octave. Used to convert note names to MIDI. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>24</l></list></block><block s="reportNewList"><list><l>C#</l><l>25</l></list></block><block s="reportNewList"><list><l>D</l><l>26</l></list></block><block s="reportNewList"><list><l>D#</l><l>27</l></list></block><block s="reportNewList"><list><l>E</l><l>28</l></list></block><block s="reportNewList"><list><l>F</l><l>29</l></list></block><block s="reportNewList"><list><l>F#</l><l>30</l></list></block><block s="reportNewList"><list><l>G</l><l>31</l></list></block><block s="reportNewList"><list><l>G#</l><l>32</l></list></block><block s="reportNewList"><list><l>A</l><l>33</l></list></block><block s="reportNewList"><list><l>A#</l><l>34</l></list></block><block s="reportNewList"><list><l>B</l><l>35</l></list></block></list></block></custom-block></block></block></script></block-definition><block-definition s="assoc %&apos;key&apos; %&apos;a-list&apos;" type="reporter" category="lists"><comment x="0" y="0" w="289.3333333333333" collapsed="false">The second input is an &quot;association list,&quot; a list of two-item lists.  Each of those smaller lists has a &quot;key&quot; as its first item and a &quot;value&quot; as its second.  ASSOC reports the first key-value pair in the association list whose key matches the first input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="a-list"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="key"/><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></script></block><block s="doReport"><custom-block s="assoc %s %l"><block var="key"/><block s="reportCDR"><block var="a-list"/></block></custom-block></block></script></block-definition><block-definition s="Get Octave %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts the octave number from the provided scientific pitch notation. (e.g., An input of &quot;C4&quot; produces an output of &quot;4&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><block s="reportStringSize"><block var="Note"/></block><l>2</l></block><script><block s="doReport"><block s="reportLetter"><l>2</l><block var="Note"/></block></block></script></block><block s="doReport"><block s="reportLetter"><l>3</l><block var="Note"/></block></block></script></block-definition><block-definition s="Initialize TuneScope" type="command" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/WebAudioFontPlayer.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/webmidi.iife.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0020_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0121_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0180_Chaos_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0230_Aspirin_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0241_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0260_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0320_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0350_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0400_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0420_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0460_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0560_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0580_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0600_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0650_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0680_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0700_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0710_Chaos_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0730_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0770_SBLive_sf2.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1040_Aspirin_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1050_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1070_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12835_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12840_6_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12842_0_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12846_0_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12847_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12848_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12849_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12869_6_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/TS_init.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/TuneScope.js</l></list></block><block s="doWaitUntil"><block s="reportApplyExtension"><l>ts_loaded()</l><list></list></block></block></script></block-definition><block-definition s="Play MIDI Controller: %&apos;controller_name&apos; Instrument: %&apos;instrument&apos;" type="command" category="Music"><comment x="0" y="0" w="285.7142857142857" collapsed="false">Passes through the signal from a MIDI controller, allowing the user to play the controller using the assigned instrument. The name of the MIDI controller must be input exactly as it appears on the user&apos;s computer.</comment><header></header><code></code><translations></translations><inputs><input type="%s">MPK mini 3<options>MPK mini 3&#xD;MPK mini play&#xD;MPK Mini Mk II&#xD;M-audio Keystation 49es</options></input><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Guitar, Overdrive&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Music Box&#xD;Organ&#xD;Vibraphone&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playMIDI(controller, instrument)</l><list><block var="controller_name"/><block var="instrument"/></list></block></script></block-definition><block-definition s="Tone Number: %&apos;number&apos; Frequency: %&apos;frequency&apos; Amplitude: %&apos;amplitude&apos;" type="command" category="Music"><comment x="0" y="0" w="292.14285714285717" collapsed="false">This block assigns a number, frequency, and amplitude to a tone.</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_settone(id, frequency, amplitude)</l><list><block var="number"/><block var="frequency"/><block var="amplitude"/></list></block></script></block-definition><block-definition s="Tone Number: %&apos;Number&apos; %&apos;newOn&apos; On/Off" type="command" category="Music"><comment x="0" y="0" w="371.424916294643" collapsed="false">This block turns the specified tone on or off. This block will play a sine wave. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%b"></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_turntoneon(id, bool)</l><list><block var="Number"/><block var="newOn"/></list></block></script></block-definition><block-definition s="Tone Off" type="command" category="Music"><comment x="0" y="0" w="234.8779296875" collapsed="false">This block turns off all the tones currently playing. </comment><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_stoptones()</l><list></list></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations>pt:executa no modo turbo _&#xD;</translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations>pt:as amostras de som com _ Hz de _ s amostrado a _ Hz&#xD;ca:_ Hz durant _ segons amb mostreig de _ Hz&#xD;</translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></block></block></block><block s="doSetVar"><l>time</l><l>0</l></block><block s="doSetVar"><l>output</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><block var="duration in samples"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></block></custom-block></block><block var="output"/></block><block s="doChangeVar"><l>time</l><block var="sample period"/></block></script></block></script></block><block s="doReport"><block var="output"/></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations>pt:π&#xD;</translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:_ radianos em graus&#xD;ca:graus de _ radiants&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:o som _&#xD;ca:so de nom _&#xD;</translations><inputs><input type="%s"><options>§_soundsMenu</options></input></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportGetSoundAttribute"><l><option>name</option></l><l></l></block><block var="name"/></block></autolambda><list></list></block><block s="reportGet"><l><option>sounds</option></l></block></block></block></script></block-definition><block-definition s="plot sound %&apos;name&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations>pt:desenha o gráfico do som _&#xD;ca:dibuixa el so _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_soundsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>sound</l></list></block><block s="doSetVar"><l>sound</l><block s="reportIfElse"><block s="reportOr"><block s="reportIsA"><block var="name"/><l><option>list</option></l></block><block s="reportIsA"><block var="name"/><l><option>sound</option></l></block></block><block var="name"/><custom-block s="sound named %s"><block var="name"/></custom-block></block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><block s="reportGetSoundAttribute"><l><option>samples</option></l><block var="sound"/></block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportGetSoundAttribute"><l><option>length</option></l><block var="sound"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>4</l></block></block><block s="doForEach"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block></block></script></block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations>pt:$circleSolid-1-255-0-0 uma nova gravação&#xD;ca:$circleSolid-1-255-0-0 enregistra&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_record</l><list></list></block></block><block s="doWaitUntil"><block s="reportNotEquals"><block s="evaluate"><block var="callback"/><list></list></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="note from %&apos;pitch&apos; hz" type="reporter" category="sound"><header></header><code></code><translations>pt:a nota com _ Hz&#xD;ca:nota de _ Hz&#xD;</translations><inputs><input type="%n">440</input></inputs><script><block s="doReport"><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>12</l><block s="reportQuotient"><block s="reportMonadic"><l><option>log</option></l><block s="reportQuotient"><block var="pitch"/><l>440</l></block></block><block s="reportMonadic"><l><option>log</option></l><l>2</l></block></block></list></block><l>69</l></list></block></block></block></script></block-definition><block-definition s="hz from note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:a frequência da nota _&#xD;ca:freqüència (hz) de la nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><l>440</l><block s="reportPower"><l>2</l><block s="reportQuotient"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block></block></list></block></block></script></block-definition><block-definition s="name of note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:o nome da nota _&#xD;ca:nom de la nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>A</l><l>Bb</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block></block></block></script></block-definition><block-definition s="ask %&apos;question&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">what&apos;s your name?</input></inputs><script><block s="doAsk"><block var="question"/></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="notify %&apos;message&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Ok</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="prompt %&apos;title&apos; options %&apos;options&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">choose!</input><input type="%mult%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportEquals"><block var="title"/><l></l></block><block var="options"/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options"/></list></block></block></custom-block></block></script></block-definition><block-definition s="submenu %&apos;title&apos; items %&apos;items&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">title</input><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportIfElse"><block s="reportEquals"><block var="title"/><l></l></block><l>menu</l><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block></block><block var="items"/></list></block></block></script></block-definition><block-definition s="divider" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="menu item icon %&apos;icon&apos; label %&apos;text&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input><input type="%s">option</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="icon"/><l></l></block><block s="reportIfElse"><block s="reportEquals"><block var="text"/><l></l></block><block var="value"/><block s="reportIfElse"><block s="reportEquals"><block var="value"/><l></l></block><block var="text"/><block s="reportNewList"><list><block var="text"/><block var="value"/></list></block></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportEquals"><block var="text"/><l></l></block><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block var="text"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu item speech ballon %&apos;orientation&apos; message %&apos;message&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">left<options>left&#xD;right</options></input><input type="%s">hey!</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="value"/><l></l></block><block s="reportIfElse"><block s="reportEquals"><block var="orientation"/><l>right</l></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportEquals"><block var="orientation"/><l>right</l></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu examples" type="command" category="sensing"><comment x="0" y="0" w="212" collapsed="false">open my definition to look at examples how to use the menu blocks</comment><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="10" y="79.00000000000001"><block s="doAsk"><l>what&apos;s your name?</l></block></script><script x="10" y="118.00000000000003"><custom-block s="ask %s"><l>what&apos;s your name?</l></custom-block></script><script x="10" y="151"><custom-block s="notify %s"><l>Alert!</l></custom-block></script><script x="10" y="190"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><l>baz</l></list></custom-block></script><script x="10" y="223"><custom-block s="prompt %s options %mult%s"><l>choose!</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></script><script x="10" y="261"><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><l>quux</l><l>garply</l></list></custom-block></script><script x="10" y="294"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><custom-block s="submenu %s items %mult%s"><l></l><list><l>fred</l><l>test</l></list></custom-block><custom-block s="divider"></custom-block><l>quux</l><l>garply</l></list></custom-block><l>baz</l></list></custom-block></script><script x="10" y="377.8333333333334"><custom-block s="menu item icon %s label %s value %s"><l></l><l>option</l><l></l></custom-block></script><script x="10" y="411.8333333333334"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item icon %s label %s value %s"><l>monkey</l><l>monkey</l><block s="reportObject"><l>monkey</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l>Octo</l><l></l><l>42</l></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>choice</l><l>yay!</l></custom-block><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><custom-block s="menu item icon %s label %s value %s"><l>Alonzo</l><l>Alonzo</l><block s="reportObject"><l>Alonzo</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>foo</l><l>bar</l></custom-block></list></custom-block></list></custom-block></script><script x="10" y="565.8333333333335"><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block></script><script x="10" y="599.8333333333335"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>wassup?</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><block s="reportObject"><l>Alonzo</l></block><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>so?</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></list></custom-block></script></scripts></block-definition><block-definition s="drumloop1" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWait"><l>0.50</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.75</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.25</l></block><custom-block s="Set Instrument To %s"><l>Closed Hi-Hat</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>F4</l><l>Whole</l></custom-block><block s="doWait"><l>0.75</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.50</l></block><custom-block s="Set Instrument To %s"><l>Closed Hi-Hat</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>F4</l><l>Whole</l></custom-block><block s="doWait"><l>0.25</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.50</l></block><custom-block s="Set Instrument To %s"><l>Closed Hi-Hat</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>F4</l><l>Whole</l></custom-block><block s="doWait"><l>0.5</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-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 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Pad,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent</list></variable><variable name="get"><list struct="atomic" id="7771">1wrwwwrwwwrwwwrwwwwrwwwrwwwrwwwrwwwwwwwwwwwwwwwwwwwwgwwwgwwwgwwwgwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwfwwwwwwffwwwwwwwwwwwwwwwwwwwwffwwwwwwffwwwwwfwwfwwwwfwwwwwwwwwwwwwwwwwwwwwwfwwwwwwwfwwwwwwwwwwwwwwwwwwwwwwfwwwwwwwfwwwwwww</list></variable><variable name="color"><list struct="atomic" id="7772">1,w,r,w,w,w,r,w,w,w,r,w,w,w,r,w,w,w,w,r,w,w,w,r,w,w,w,r,w,w,w,r,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,g,w,w,w,g,w,w,w,g,w,w,w,g,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,f,w,w,w,w,w,w,f,f,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,f,f,w,w,w,w,w,w,f,f,w,w,w,w,w,f,w,w,f,w,w,w,w,f,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,f,w,w,w,w,w,w,w,f,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,f,w,w,w,w,w,w,w,f,w,w,w,w,w,w,w</list></variable><variable name="newcode"><list struct="atomic" id="7773"></list></variable><variable name="newlist"><list struct="atomic" id="7774"></list></variable><variable name="md"><l>0</l></variable><variable name="m"><l>go</l></variable><variable name="ptcs"><l>44</l></variable></variables></scene></scenes></project><media name="LXP Studio" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="backdrop1" center-x="240" center-y="180" 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" 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xwgGywd6ydnOrdLDVE4SMk0BB07CEn7YvOy6THatcZUslalCaUZtAXNw+k+BMwUGBtAGsUZWB2kKmo+RU8AUiBHlDIYG/cGm/oi8uHm79Tpv5msUKHMo9i1DNGx7jYH9xWsGdUXPxdGHTctb0KyUeJRJ0VGL3UYlgZc++ryhuWs0dG7iqibn/ukhLmL1qP0GwwvGQAaGBdOFoAdqy8XRmBT+1A7QR0q2RPNAxP7AvM85A7PfrfypJ2dXaZuvbTcAvsQEjEcLRvYFo8VGB4XMmRJwFTkTxs+sSWXDrH/Dvgr8P3gJczdtdCkz5/EqnzDN+Kr/3AUWxxIGkQWChaaIHw1H0pPUl9K9zcWIM0K0v0l9lbsqNv6xSaxA6NfouWx6cxe7BwHYhcuGqUWtxLYFTElADy9TUJQo0SKL9EXRAXo+iD0nehh1kvAm6wzoqamFLvx2Bn4Fg/JGXcYSxQ6EnEacy6BRMBPBEu4Omwjvg0AAGX5QPKu427OerfJpeuhba53ybHprQX+FdgYnhSdECUUZiN5O/BN5VDnRC4vPhZMA1n5BfXo66TbkMWssOajKqduutPYDfh2DyQZehdqEmAQRBkYLrhFEFL7TLc7jyLbCZz66/MO71vklNLfvQGsjqUpsMLI2+j+BEYWKRmJFPcP0RIbI8A7oU9XUqNF/S5tFP3/8fVY8azpLNtAxzGzHaezqQG9Otqa+KMOqRaxEzUOaA7yGboyO0y4VxFQBzsmHzAGc/d68hXu1eJr0IW60Kj/o6mwmctL7MoIDRdOFxEQ+gvdENskgkI3WKhZN0qWLy4Tnf2D9MnwTulU2YvEe7DcpCKpJL7+3K/8bBEkFyQRggpWCpwYrTUVU7JfRFZBPo0fHgXo9irzo+7g4dbMnbWepPahQbHozn3wQwqrFfEShwpHB/IOdSdpRs1b7lx5SxcwMRPe/533A/Ml6QvYCcJbrQWjE6m+v3/glP85FOUXPQ9GBgkFXhWUNOhTCWLOWd1AdiCCBfL35vRA8Jfj4s44t9ikHqKhstPRjfRPDhwYOhIYB64BPwp4JVhHel2WXYJLNS5OEOH92/dl9IDqltitwRysO6O2qm3EweazBA4W1hXWC7cCJAOsFao2z1P/XSpTZTpQGyUDWPlk91nyp+Tbziq36KVzppm5aNp4/NcS+hjBDz8D+/71CcImtkcJWxNY4kNTJpsLF/wp+HD1UexU2QTC5q2zpnWy5M6+8J0M8BgAFaII+/9qAn0YrTgHUiNXAUrIL6gT8v9x+dn3D/Hs4BzK4rJfpkqsE8ZZ6D0HbxhmF7cLpwD5/tgOJy4kS81WlE0MN9MapwOi+Rf5y/UL6aPUhLuCqECmfrgf2qD91hVBHN4SxQTF/OUEWiBXQkdXu1WPQvYjtwd+9xn1uPUN7iXdOMS4rHijx69LzjvzzxD/HFwXuAnOAJ0C9xcFOLRRbFaASNQuQxKW/ZH2yPU776LfrcigsQek6almxBHpnQl/G90awQ2MAC/+VA15LddM3VntUIM4iBjO/xD1R/XD82XoatJLuEKlpqQFunjewQM2GyMeGBH8AUD68QOiIbZElViUVZBAGiGYBEj1EPRl9PnsitrlwTurnqKHsMnPxfXjEywgFRiUBwr86vyDEb0y7E9rWv9NnDLrE3j9/vN781rxG+a/z6q2xaSJpXi8A+OaCLUfPSAoEG79W/aVAa4gz0SyWvBZ1kSLJK4HEPea89DzuO0+3K3ENa34omuu0M2M9G8TDiGzGY8H9fjm+Q0NMS+9TrRc1FOyOe0Ydv7L8c/wl/Db6HHW8L09qpylmben2bn/nhrJIL0UhwGQ96r8BRerOxlXmVw3TX0vYA9H+PvvmO6/6jnfhsz/tvioIK1wxdHoHwqfHcAcdQ3O/bb5tAgoKgJOKF6fVVc7pRo7/p/w6O557m3lEtLOu0qq36jmu1Hf8QIGGo4dwhACACP5bwEsHutAA1mTWJJFXyf0Can34/Ji8xDvguHtytayX6R2qaHDgemuDeshSCCaDsz8XPbLAj0ik0WWWhxYqUJ0ILMBq/DT7gzxZe4C4abKfrLkpFasOshQ7joQPiEqHTULm/s39p8ExiRdSHRcBFneQVkejP7g7anvxPV99fnmhc5fsiuh4qdaxhjvbBJWIzgd3Qhe9pXyPATtJ8NM3F90W6lC1x5vAIfyefR8+O70P+bgzF6woJ+jprnEMeuRDg0gUBoxBmD1PfMJBwIsClEnZIFd7EKkHu3/evK18mL28/Gx4gvJz6wRnvOmzMXD7DkOdB3bFy8EyfVe9T8KeC/VVBpm/VzTPzwaPvus7FTwRvmb+LfnA8pyq5aZrKGwwmHvrRP3Iq4aWQWi80jy2wipMfBXcmjHXfQ+jRfx94PsOfFO+Pr1ieXlyNqqxZr/o6vE8+4CE2ki2Bk6BM7zFfSGC7w0gFvHakhdOTz1Err0d+rD8YT70Pzb7lLRAK5YllSa7LgP5m0Q1iZrIqsLVPed8pIGNi71VsdpQl9CPyUX+Pd77Hvxpvsa/OXqzco1p8WSCZrKvFbsMxWoJY8cxwZW9gH3QA7GNsFb1WiVW8g7BRYl+cbuHvN3+Uz3LudNyXio4pRUnOe8quqQEyMntyAmDDf6ivdADUc1mFtAanRcMDuGEnj0Qusc8wL88Pn957PHvqO1j2iZVb7W7kkYHSqyIbUJy/Zm9qkODDiUXepq4VuFOd8R+/Xz7ZD13/2B+fXlH8TloHmOHJmGvzXxnxqpKj8gFggL9v/2/g/cOe5edWveWwk5dBJw9jTuufS5+uL1YeHEwBWfqY6Kmz3CdvMnG4spyR5CBxv2NviPEgY9bmFDbE9b7zf7EOX0wu2r9Un9xva13++8KZoki+iaTsam+isiNi2VHd8BAfD084kT30CsZQZun1jNMkUKAfEP7fb33f8K98Dc27Z6lS+KyZ8gzr4CkSY2LFYYfvz27Sb2dhiPRhFpTW0kVfgtpQeV8ATvi/roABn2s9m0sreStYpxo9LU6AdZKEEqBxWA+trtr/ncHllLymmdaTdRBysuBxLz7vJh/Pn92vAa00eufpGSjiWqetojDFIplCiNEaD34uw++uYfIE56bBRsjlExKeQCSu5I7+X6P/8i83fVf63TjraLz6lX3WwQzyzrKZkPovOY6l77fSOpUp5v9mwNT+MlvwG07m/wvvpw/Xfuy837pv6LLI09r37kVRYyLkQm6Aoe8Q/rpgD/LC1cznRDbGVLISAH++HqLPAp/G7+3O1gzAKkLIr6jaOzOuqaGjUvTiRSB/fvu+2HBWkyzF6Pcl9m3ER4HE/7Xe0l8jr7n/nH6OrIH6Tri12RQ7bR6U0XVSzMIy4JxfJx8GYHKDIEXqpyUGi8RsQc3vnj6gnue/ib+nfsmM3zp6iNnY8Isgzm3BWbLf8mtAyE9ZXwBgXULoZb/3HoaB1I+h2p+gbqf+1a+EH7q+1b0Iyq1Y45jomtQuBNENgqySauDrX30PHYAjArYFcRcB1pHUpyIR/96+sY7iD5AfxY74vS1q1NkJKN5qnm2gsMSyndKAESAvr08acACyaxUppuTGuoTpUmFgF87FHs6fZt+ybxItcSs4KUFowIo2bSXAWCJ4UrkRci/n3yVf0IIbdNvmxBbdpSUyvjBOrt/ey/9qX8zvNm2+24WJjyi42eTcvB/8Ql9y8qHqICoPFZ924WWkPNZ3VvClvXND4LGO8/6ILwmfhs9ebio8IqoCONxZYBvlDzfCCsMi4mIAl98uDv3AiZNTVgJXGTY+g/BRVM8wjnsu3d+L75EusfzVyosY62j0KycedcGT4zWiw9ECn07upF/dQnj1Z5cNdqjEu3H/P5PehC63H34fsI8dTVELBbkQGLRKf62+MRYzLsMeoW1/c86br10h2sTitwAXFeVfUpzgDD6V7qE/YK/UX12tuetleTVocznYTPKAiSL7A1Wx5X/YTpOe8NEnpDBWsIdLNdXTMzB1nr+ua18lT88/cy4d281JfghTOVR8Rf/mArHznzJVEE3+vw67MIUjm8ZNV0C2RfPc4QrfAN513vqPnI9/rkecW5oFOKaJGKuabxoiJeOK0slgzR8PnqNgFOLtlbAXOGaIFGtBoH+JzpiO4r+Cb4cOdsyX2lLIyUjbOvp+XOGYs2PDHUFOX22OoD+iwjklOaceJuGVFGJV/9dOhh6fXz6ffn67bQp6y/joyI8KMG2UMQ6TNXNZUbofqE6ajzBhqRTOBvi3P/V9csYgLN6dLnu/KL+SzwRdfMs8+Spoa0m7zNYwYpL9A3QSMpAhPtN/BwEHpAxGhqdJVgnDhpDATuDOZz7rb3SfSr3969uJnmhiaUQ8HT+rgo+TflJr0Gn+6f7VAJ1TjyY+xzvGM2Po8SLvLN56jvLvnz9hHkIcPPnseIc5FfukPzFiNaN8EpnQpQ8MfsbQXZMy5hVXWYaKlE/xiu9njpEe8r+XT48ebRxomh2Ig4jUWzXeyGH0k3MS1+DbXwuelLAGku1131da9rV0jFGqT24Oea7qT6O/y464HKaaPKhx6KHq+U6Psd5zgJMQ0RMvJp6Mj8rCnQWpZ1t22pSiEdIvgu6LztTfq8+2fr38rppAuJ44nxrM/kqRmsNQ8wkBFp8vLnE/tQJ8pYunU/bwVN1x6x+LTn7+zx+hn/fO+OzkOm6IcDhryoj+JSGoY3AjLLEnbyR+cu+qAnCln2dahvrU3XH7T5jej17Wz7uv5I70jOUabxhwCGB6go4X4YuTZsMlsUwvRB6an6UybAVmZ0dm/eTqwhHfvm6Kzsmvku/qjvD9B4qImJvoXspTLesBZBNo8zfhZb9vTpOPq3JCdVS3LJbRtNWCA3+r/ox+yv+SL+Mu+nzhmnqYiqhn+nnuFGGQw4pTJXFPvzm+hm+jsmE1dhc1VtUks5Hs/3H+cH7Or64P9n8YHQuqe8iPSEHqdt4Y0ZyjdmMqkTRvOF56b5NCWsVJ1wGWqHSS4dMPhw6EbuL/y9ACHy99AkqIuJ94b6qXfk1xzrOcMz4ROh8vHmP/leJd9VQXKGbO5KZB1F97fmn+yW+xQCg/Qy0/ioBonHhf6nguOAHeo6iDQtFHTyzOVZ90kkvFUhctNsIUvnHZP3Leeh7CD75gBY87XSi6nqiZuG1qg05PocOjv4M1kTJ/Hs5Er3kSStVgJzUGtjSLcaZfUn5kHt0/v2ABryANFnqFyJO4cLqtzlIB6JOyA0NRNG8RflbvdSJMVV13HPaU1HoxqF9XXm9ezY+wAA3vEP0Wuow4nWiGOsXOhEIHw8kTNbEi/xm+Vp+DYlDlY+cEdo0UU8Gfn0vuZT7sX9CwLD8mLQoKbRiNqIc65b6tsgczo+MJAPpfCR56f7oCfrVU9tPmMXQjIYx/Z86XDwmf3fAHLw0M4Lp/mJXoorr1vr7SB3Oi8xUhHq8CjnvfpIJqxUAG5CZcxCWBjK9T7oOe/q/B4BbfEl0AmorosEjPCwSusuIXI5fy/hDiTwNOfn+7cn01Rfa7RgYj67FbL2aetR8+v/sQBb7/PNaqc9jdaPpbVS7mIhRTgYLWkNZfA26Yz9kCjxVORq7WBvQJ8YzvhK7OPxjP0T/2PvL9CPqjeQkZHktYjuXiAcN90rxAxI8I7pNv8yKvZUgGmMXq0+VRew+Tvu1vOG/Lf8D+3uzvGqgpKYlLa39e1SH4k1ESu4DMLxruvQAPkqr1QRZ4RbezwzF0z7m/Bh9mj9jvrA6IfLk6p3lTiahL3j8OsdlzHTJ2MMEfSY73kEsiyTVI1loln/OnoXpfwI8wz4IP5Z+bXl+Mf1qACXD57IwR/0+R1nLtciwQjF8y7ysgflLJ9QumBCVtI5Pxf1/FbynPZo/jn97uwvz82sA5WblgW3dupHGmExbimyDZz0ou+jAZQl6Eq3XkRYUD5GH2EEtfVQ9OD4wfks8JzfYMezqTCWF56Nwyj3YCO7N00tABAs997yGQe8K1FP+l9hVvk52Be9/WfyjPMf97jx+t9cxfKobpeunkzC8PEjG6ErDCIbCsb2CPZgCU4r1Uz9XE1V5TtsHJoCGvZz9jn6FPjw6YTQL7CllmGTJ69H4PsRZy+JLicWmvu28Kr8Gxy6QpxdOV8RSvMpPgqb9rXx1PVx+Nrwb92sv0mhFpJTn67H0Pp1IjQxlSPzBzP08fQ5C/kvzlL7YeNWcTpvGCD98+++8Pn2SPaH6FjOR65QlfqTirGb40wT1C2yK4sTm/r08VL/yx67RP9dFl4ySAso2Als9kPxsvUT+AbwLtszvUGgm5LToaDLTv/9JbAxviCsBIDxXPShDV40JVYAYtVTLDaLFIf7fvBb84n4jPZ55xTM2auMlTaX5bVB5+gWHjF6LdETnPll8PT9PCDtRtxf+l1oRtAlYAcZ9HfwIPa1+NbvX9qFu9yebJNfpDXQBQQ8KpAzzCDuAn3w2/QeEHY4mFnuYrNR4DHeELD4A/AQ9cT5ufSJ43XI0qqalqKaHbu060sZlTASKz8RsPg98lcCXSOVSEteHlp/QKEfdALY8hfxB/co+HXtmtZWt9Kbn5NcqHHV6wclKwYx3RtM/x7wIfkHF6M8YVmOXWZKxyu9Ddv5IfPE9tv5fvPR4RzI3avWmIec27ux7E8ZSC/cKPUQWPtV91cIlyjzSMVY71HLOkweTAbW9/vzBfXB8eToi9dtvcSiVJeqpVHMGP1FJZUz/CN1CLn2//jDD7AyzlF6W95M4TG+FX3/tfIG8KHwuOtc4IDPfbiho8eekbLu2rYGfCV8LeYfBwo7/SIC/xm0OfFQH1SlRLMp2A4Q+xjysfC+7mTlW9Q7vdum0J1qqgTNOPqRHnMsPCLcDEv95v2REE0vzkxTWFtP+zfZGoABB/KF7iLwcO1w5BLTG7r1oiKd47Hv2zMKQyvtMnciywnu+ST+IRc1OghX4VziSyctHQyd9FzsvPAc9dTvhd0+wlum2JjvpDnL7vvjIi8xQiUCDRT7MfpJDRos80ppWfJR8joUHQIB9u7D6jzv4/D46bHY3b5GpLCZJaz519gKrS7vNykmrAlJ9on44hDGNF5T1VzOTisxww/Y9U3qNutt79Ps1uChy1mx8Z78objAY+9rGmwxgC65GKkBEfljBSIjj0RFWYZWUkDMH8UAe+5T6xzxTPPO6mDXh7tXoQiZ46yj2asLWy+2NwclpAfA9CT4bRHJNs1WcGGxUZ4xlQ0c8jrnreut9MX1ZuqE0jO0qZuJmiO44+mjG/E4SDg9HlEAOPKC/FYbl0L1XZFeXEZ5Ian+J+li5e/tLPX58AHhv8ZQqr2Z/KN9ykX9IicwOc0uoRKh+t31/AhgLKRPhV9gVBU1AhCZ8zPoxOxk9h33L+of0S+znJzZm9C3teeiFkMyoDAoGET9LfPO/44fsUSyXCZay0CKHnn/B+6G7LT0FPnV8eLfbMaEqyicvaWLyY752yIwNWgryQ91+d/2fAriLQZRBWA0U6QzXhDa9qntn/OM/Hf5kudJzA6wAZ4Koeq+y+zDFpIsTSjEEIX6B/Z8B8QnKUq8XbVXnDz0GsX/u/IN9Kj8/f4y84zbxb7kpQCcEatg0n8CyiZTMgsiFAbU8yL4mRG7NgRXkGCrTiotswtr9evuU/YS/9T7LelPzZGvE5vdm0S58eiPFqIwvy1MFFr58PB+ACwhCkYcXWRZyD7UGzD/hO8z77r3gvw48w7d1sDUppSaKafvzd/9lCMBMXEk/QrT+Gb6hA8tL7ZLv1ZzS5sxHRTn/JXxAPFt9ZTznuaf0NW2W6Lon4+3keNxDxQqvyqRFlwACflhBYUg1D2YT6xMNDnRH3sIivlN9ED16PN66TzYlsLurY+ibayQzez3yxrNKkckQBFwAikD4BOkLF1DeUxPRIowKBlwBST5KvXg8xfuT+B2ze+4pKhYp7K9RuRUC5QjcyYeGMYGdwEcDJUiIjr6R0NFEjXIHwYMDP9X+dz3x/MX543TPr77quCitK+Q0tL8YR3yKDYfugrs/S0C5hYaM4NI6Ez4PjcoWhLqAvD8Hvwi+gXwOt18x4uzw6ZfqSnBAehuDYojuyTsFU8FfABFDMokKj6LTGJIVjYmHyQKWP1b+If3+vPx6EjXocEWruCj8qyWzF33CRzeKpQimA2X/LL8FRDPL1ZLLVQ0RwUtAhFT/K/z5fXI+ZL2G+gi0XG2F6EJnsC17uHGEHEu/S+JGnMA/fRp/xkdWUBmVg1Ulz3VH2oFvfXK8m72+vZv7pfcVsQnqyedNab+x0v2Bh8qMYknug2Y+Rb4cgqjKiNJPFUwSYQvQRSR/ojzU/Jz9DfxzORX0bC5yqU0oXu1094gCykpiC3FG5gDmfc9AOEa3zsnUo9RNT2UINYG//Yt8+L2mfd87wbdR8TyqjmdJqe+yuP5WyFcMdsmKA2V+Bz46QylLhpMflYuSQsujxFh/Uj1q/Z++DLz4eOSzb207KESoRS5HeNgDVco3SqDGTkDBvq3A5QdfzxSUCdPRzxwImsK+Pqx9uX3D/ZH7LzaJMRyrI6f6qklzej6miBNMXIoFxDR+8/5YAuMKq9HA1TASZoxbRWy/urzv/OI9UPxMOT4z/C2NqPZof+5y+S9D8YqjiwkGmIDMvroA6cdPzzXT3dOojtTISYJRflF9OD04fKX6S3ZS8RersCigayKziX7th8lL0wnkxEGADj+Dg8oLKFGslCPR44xQRfwAMr1LPRc9G7vxeOg0mm8zqjZpIa5ReHTC9ooBC7sHQUIGf3KA6kaZTj8TMxN1zytI5oK+/jE8hPz8PEm6qDbosdSsWejbqk3yDb0/RvtL7kqXhW0AWD84wnSJTJDDFHtSZ0zrxc+/7nxXfAd8p3v6eQ41Bq+Qqnkove08trmBhEnajBkIpEMKv7pAOwVajMUS0FPDkEHJ94LmPfw77LwofHx6tHdEsuMtMik36hSxLLuTha3LfssfhocBiD+8AcAIQY+W0+2S5U3uBsnAs/yee9x8tvwdOdC1nnAz6vapKC0MtpQBYwlCzDXI7UOzQD7Am8WeTTVS5RQvUBAJ+8LBPlt88H13PW87dDdJMkRtK+mZKvgxSTteRKPKJgoUhgYCMcCtA3VJA0+W0sVRoIzXxxAB7z6dPcm9hfw1uMt1PvCZbIzq0O2SdMW+P0WdCaQIT8SHQe4CPkXBi8nQ49IyT10KVAVAAVF/MT5WfWh6mHbSMvgu2ivU69ywCLgNwI/GwwjDBqnDWQIIBDpIQ8340SqQ9I0+yGiEekEpf5p+mLyuuPp05fFjbgYsRK13Mnl6GgIsxyRIOgW7QsPC1UV9idVO79EpD+rLjocIw3HAqH9F/kM8MLhJ9Ngxsy6FbT6uGPOGOwmCc8bHSBYF+wObw/EGWsqLTosQsc7gCuzG5sOUwRU/ef1ousA3afQSMZou4O037mn0F7vhQyWHvQgJBY+DGYNChkHLBk/WUb8PC0qDhgrCdv/C/uB9kzsu92S0E3D/bVir+645dPx9ZETjyMbIXATDQrjDGwb9zBdQ9NGxDleJYQTYAbY/sL6bvRX6KnZ18xDwHi0Q7DkvFjYgfqVFvgktyB3E9MLZA/KHYwydkOnRJU2OiSXE2AH9f4o+Z/wmuMv1jbLN8AktRmyzL9g3GL9ahj3JFsgZhR8DjAT2CHnNPdBjj+/MJ0fExE+B8gAnvpQ763fJ9FgxaK6tLJitBnGw+MmBOgbrCPbHP8R6A6CFdslbTh2Qsw9dy6SHsUQEwZt/gD26+lm24DPjcc4vhC2iLZmx6LkjATVHY0noSHzFogSgBbxIxM0Ez5nOs8tEiAtEpoFhPq971riR9V4zELGwr1btSK3N8mv5xII6CCaKIsh5BbeEqsYqiazNmQ+EzmhLIketBFLBRz6D+4l4EvURcxcxmi+/LYbudXLmekECcEfCyevIacYkBa4HLEpHDYzO+Q0EypLHmcStQUB+IzpB9rozg3KFMYUvyK4Y7vhzYnrZAsFI1QpJyMjGvkWExx0KB02WzyGN6EtvCBZEZEAHvFx40rXI9DSzb7Jt7+2tbG3hsvw6vYMMiWEK3sjWRnPFVIbCijUNUw8TThaLuwg6g99/T3tFOAa1iXS8tBpzCq/MLPGtPvJHOzLEAkqfy6AI3YWwxFVGOMn8zj2QEI8CzCfH08MFPk26o/ezdZV04fSB8y1vW6xz7SXyzPvrhTFLCgw+yMHFkARvhiyKZY7BkNVPf8uIhwoCNL2BurX4PrYw9QC0TvHjbg/r5+3sdJS+FccJDAiLo4fJxLhDwUbES6UPx5Exzo8Kr4VeALy8oDoMuAm2dbUBNC1xO61Sq5wuJTVKPy9Hxox0iyvHZ0QORA1HXQxyEBkQTc1vCOBEHr/gPML6mfgk9dd0mPN88K/tmiyj7762jQAzyF2MeIswB32EWgRPB4SMudAeUBXM6IhiA5v/mDzpepN4TTYMNHsyti/G7XWsxPDSeE8BS8jFDB9KhsdQRO9FPIhRzQIQAs+vzHYIKANvv3Q8XfnwN2W1fPQQsoVv/a0JbUDxu3lwQoaKIoy3SoCHZQTaxUAJKo1DkDGO/gu3x3qCjH6tO044ynZrtLozq/Jjr8KtnW4SssX69cOoClHMhQqgRyzFDYYsyUeNg4+WjliLAsb3QeO99XqIeCP1zXRd818xiO9PbcNvpvUCvXEFU0qgC4XJsobpRf+HCMruDiuPP81zCkqGfAF+fVq6WnfYdYM0bfNx8Xnuwy4BMNY3E38ERopK1ErACJQGl4ZSiHLLlU6ZjtlMiYlMRUzA8j0kuhF3mXVxM/0ywLFurzzuxPJJOPoAQwd1yo5KsohVBvHG2okHDKSO786MDGDI40Rgv+v8YPmYdzh0wXPNsrlwf+6Fr7izufp5gfgIAgqNiYXHrUZ+BxZJ8w1LT1OOFEspB3tC/P7EPA95hvcoNL5zEDHd78euwHCctZM8h4P5iMwKpokpBx6Gt8fhyytOQ8+ZDe3KUQa9gg7+gXvh+Rq2erQ+Mv9xbG+IruixHjZ+vVGE88muyo+I+8b9RlAIE4u3DtaPio14CZoFnwEIPZ+7CriSdfLz7zLtsVTvuO9xslz4HH8WhhsKHwpiSH5GmwbOiO6Mb48FjwDMToi7BHFASn1/Orh31vUUM3tyNjCq71AwH7PB+fYAtEbqCesJg4fyRt+HS0npDQrPbk4tCtzHecMo/0H8t/oJt5Z01XNKMiuwOy62b8i0uzsCQo4IXkpNSUTHcMZNh67KZI30T1QN/UpshonCk77aPAF5r3aONH7zPDIXcIYvjbEYdYv8FkMMiJjKe4kQx7eG9QgmCtMOGA8zjPIJSUXDggN+w/x3+bS2rXQiMtpxxXBJb77xZ/Z/PPpDxMkACp2JCEcFBqjH6krszh6O50y8CNLFKsF6/n/8Grnatv80MrKucR0vlu9jsiV3jL6yBTVJewoxCH3GtUaFyIJLx46+Tk8L3UgIRLYA4H4V+995PLXLs54yWjEKb63vSrJPt+H+ssUsiW8KNghQhvxG9Midi49N2c2aSxSH84S0wUm+g/vhOKX1FXMpsh1xW3AmMB3zBrhJvsIFQMlpSf4IEQcux28JFgvXTczNfspNB3QEJQDMPjg7SXiD9VRzL3HfsJPvdq+/sx94zH/XxiTJpAnDSF1HGIdGCQlLhY1BzPiKdceLhKFA/L1C+qB3XXSA8y6yHzDkr3zvkzNY+UzAg0cvimjKcoibR19Hv0kTC4LNEEx4ydHHeUQzwKh9e7ovttK0BLK8caiwee8zL/Ez27oNwZgH8Aqiyl3IqQd5B6/JTMvsTSrMK4ndBw0D+H/SPK+5bfZG8+fyvTHQsJkvfvAAtFD6mwHiB8VKhkpSSL3HT4fNSVOLZwxJi7PJUQbUA4O/3jw9+NH2JXOqcs2yZjDwr4dwgfSAOtICJwgciv4KmEkfh8MIFMlfi3TMfMu5SY0HPUO3/4x8NbjG9hA0JbNM8t6xGu+IsF60M/pjwhcIassLSyeJQEg4B8ZJWItjTEcLuElixv6DcD+s/CN5OTYRdBkzQ/LTcSavtbBNdEs6ksIzSBQLVktcicaIkIhLCUyLMIvoyzrJLkaOw7E/rzw7uQx2WrQ8MzNyf3CY71DwWHRv+pkCAAhZC0bLhAouCJmIS0lcSt+L1AtwCUJHF8OIv5x70vjyNdm0PbNB8vcw3C9wsB10PHpfQhnIScuVy/5KGYj5CFnJIAqMy7BK4QkkBuyDrf+P/Cv4/rXy89EzgjMMsXOvpzBWdBt6TwIWyLoMHMytCv/JLchJiMpKY0twyu4JBkc4w6G/iDwKeQU2NnPvc7JzN7FI78ZwRzP3+cOB1kigjHNMrYraST6IPAiwiilLSQrwiPiGq0Nu/258JjkStmC0SfQvc13xby++b9mzbrmyQbEIogySDRgLR8l8SBQIuInZSziKe8iCRrpDB39PfAX5dvZ7NIW0XvOucU3vr6/kszc5WAGbSJ2Mkc0dC3hJRUhcyKWKDEsjClFIk8Z7gzg/ZDxy+bu2lPTmtEqzq7FNL7cvsPLBuX+BLoh1jGMNKsu5SZbItkiNSeSKj8nZiBgGL8Myv5n8lnngdtt06vQjMx/xBK9dL1xylfkfgSKIY0ylDVZL/AndiIFIuEl5yjKJewePhiPDbj/HfRK6drccdRH0V3NqsXPvQu9xsgL4qIBgh+/MS424DDoKKcjciKBJecnEiRcHcEWVAy5/3b0EOqa3dbU5NA1zOXEC72FvIPII+Bj/wgdPTAkNngxTiuQJZMioCTlJv8jIx4uGKMP4QKy9/XsFuFj1zvSBM41xpW+3byixoLdFPxsGkIvHzc2NakuuifUIxUkKSUPIuscxhcCEH0E6fne77HjFtk1027OJccev228LsRE2DX1LBT5K442zjZ2MVYqySMCIo8iKyAEG2kXHhE4BoL7xvEL5mjaWNMdz0rJeMEFvYvCOtTg7i4OxCjiNiY5EDS1LGglEiIyIj0g0Rt+FxcRAwgg/mL0xukD38rWctEty4vCobu3vmDOduddB1gkzjUyOpE2ry/PJ9UiMSLxIDkd1RjBE1UMxwG+9w3uJeP72ADT0M2/xNO8Gb1LyTfgRv49HZMyXTqDOIMxzSnjI4cheyEOHyYZ9BNiDp8FHvzk843pQt151ATOvcVOveq7lcV22b31/RQkLeA49DgcM2ErJCRCIF4gqx4bGS0URRBvCKH+QPcx7krhjNYW0CnIRb/Xur/AVNHd6sEJAyaeNr06kDVZLtIm0SD0H98fIRsSFS0RnwsRAzr7n/OQ5//ZKNF9ycDAkLqMvCLJVN+C/NYa7TB+OTQ3ajDSKPshvR7oHv8b1hUiEZYN3wZS/5f4ge6z4I/U78vpwzm99btNxJLX2/GcDw0pazd2Oe4zHS3xJW4gjh7UHMEXkBKgD2QLwARP/nX1oOfy2M7NXcUCvoC6Ib9xzevkiQHpHUsxvzj4NsUwxin+Isse5xwDGaITTRCPDSEIiQGM+k7utt6+0LTHcL+3unG8pcfN29b2wRO9KvM2djjzMzAt9SX3HzIdqRqEFQYR+Q5tCpQDav3G83Hkr9XoyinD47x9vAbEetTP7PsIgCKeMjE4lDXxLy0pPyKsHqscSxitEpcQxA0zB58AUPip6b3YKcxSxFK+yLuTwJbNReJ3/IkXLiwqNu42MjObLQkmHCEnH5gbpRWsEjoRlQx6BYH+q/FA4BjR4sc/weW8Ur6Nx2jYJu/kCWcifDEWNyI2bzH7KHohjR22GqMVexL5Ed4PiAnhAn74/+f01nrLJMSrvmi9I8M80A7jG/xvFtMqvDT+Nxo0tSwVI6EdxRpNF84T3BK7EfwL4ATQ+8btgtxDz0vHXcH0vQbBZMrm2T/wCQuPIiQxjjfCNkUwJSe0H/AbqRg3FUoTuBJeD3AIvwCm9BLkRtQQy7TEZMD8wH7Hj9LS5N/9oxe3KvU1IjmkNMYrpiKAHFgZpxZFFJIT1xHIC6oEs/sw7dzc0NAnyQzDtMC4xBLNk9vm8ekL5CEzMZc4ajfAMMEmEh71GC8WWhONEpISDw97CBkBT/UQ5f3W781zx/jC0sNdySHUteaB/88XhSq5NS44aTThK/IhmRrlFhwTkhBgEKEPiQpxBJv79exg3TbSL8vJxc3DAsZVzXfbe/F1C1IiSDIhOVA4uDEtJ6wdOhicFIoQUg//DuYLAwYt/33z2eOo1kfO98ibxanFasrZ1IjmvP4lGOArajc/O903Cy9LJKkclBekEkkPLg6KDG4HmQHR+Ozqa9y50Y3LzsZrxKzFwszG2cPubwkrIToxzTmvOlY0wSl3ILIZFhRzDz4NbAzUCAMEgP3c8h/kgdd1z7jJUcXcw5jH+9Co4ab6IRXxKfg2Pz14O6YyWyjkHo8XpBC1DCYLnQkkBSoAp/iz69TdMdQPzUfHQsPww/XJH9cx7PoG8B4ZMEM6Tj0GOFMuoSPLGmwTeg2aCjgJGQZ4AHz7JvLF5Z3aTNM9zE7GxsMaxt/OKt/H9lgQUyUENIg76TsSNR8rCSGkGGwRowvRCJYGsAHp/Or3Ae6z4ufZadJLykjFMsThyLnUy+jUAfkZ8CzaOLQ9SDtZM64oCR/JFn0O6whFBqMCQP1E+p/02+oG4TXZidAVyDvEwsQLzDTb7vHECnEhPzLTO0U+xDo3MWkmrhyLEzYKTgWQAs39A/qB+LDyHOml4AXYAs5WxsnD4caV0LviIfpgEgkn1zUQPRU+ODnrLgAkBhtPEAIHswJx/1j60fir97zwc+eF3i/V4cquxFvEHskt1fHo2wDGFzYrADh9Pfo9OTh9LTkjaRn9DM0DZwCg/Mf48fgs9/XuouVL3cvTecoLxuLGr8xK2i/vZAYtHOgt6TinPX4+HDgnLR8jqRfYCSoCRv9W+//31Pig9HXruuIV25HRVslLxhjIL8/63kX0tgrpH0IwwjorQLhAoDiLLPYhCRSiBncA9/3w+Iv2oPYm8f7n4+Aw2YHP58eXxZXHeNBI4Wb2Aw3jIdQyDz3CQzJCFTifK/cfHhHvBCQAEf3I9232P/bw7wnogOHM2b7PncgZxsjHO9EK4gD3YA72I700lz8IRa5BETYvKvYdZg9HBDkAHPws95D26fVe72To0uIX2grQBMmExXbHYtHu4qz43BDrJkQ30kHwRdlApTS0KMEb+AwkApL9l/i081j0rfME79TpzORW3OTRU8rbxUjI69Kx5Jz7KxRJKuo52EP1RkBADzSVJ2gaYAon/075t/NP8KjxzvLQ7nvq2OSh26zQJMiPxBLIKtRB5xf/ChhKLY08wkUKSLdAdDToJ5IZfgie/H32sfE+7yTycvMU8MvqE+WY2vLOPca4w1/IktWd6TkBCxpWLk09IUZDSAxB6jSJKDoZtgfG+372OvK68AH0CPU98FTqOON61z7Lw8N+wtnIj9ds7HUEoxz7ML8+ckd4SGtAYzMCJmEVWwO7+Nv0ofFd8X31mPXf76LpduEI1ffI+MLBwlbKsNqN79cHcB9XM5ZArEjbSIs/pDF5I78RdQCN98f0y/GJ8sb2WfU37yDpkOC30x/JQcQ/xYbN5t3I8toJaCFENBNBiUhjR+c8+C6TIL0OzP689xb1H/KG8+/2UfTX7S3oAN9X0lXJxMVjx2PQbOFD9o0NgyStNnRCiEieRb45ySvLHKoKkvzu9hX0IfEr88n15fG/62/m/twH0YPJHseUycHTGOZJ+7oS0yiiORxE60jWQ4k37Cn5Gj0JBP399xn0EPFB86X0tO/26T/lZ9vE0NXKfMnIzIvY/+oTAHUWBCsjOmlDiUYAQBQ0nieoGEUHzvya95Hyx+9H8jny7+wI6IPjnNm6z+3KQMrezgrce+52A0QZfSz5OeFCg0R3PUIySSZeFqAFS/zX9hfxQ++n8Ufw+eru5oPhiteOzvXKNsvL0dLfmvK+BxAd0S53O69DvUPVO/AwTSQLE3sDzvqX9KDuWe478A7uWenE5c3fKtYtz8rMas6W1lDltfeyDOAgwzD1PPlDb0LsOQov9yCCDw0Bwfjv8aXsIe3a7YTqsuZE4+rctNREz8TNftDb2cLoTfvmDzMjWDI5Ph1EDUFHOAEtzB18DGf/PPdL8EXsS+0H7YfpkOYJ4+TbedTaz/TOudJp3cTs5v+1FC0nPTYrQR1FPEDgNlYqDRrdCOv8wfTZ7VLrf+xq63HoWeZA4gHbk9Tl0FrQcdX14MHwHQRgGOkp8zehQZJDzD0oNAIn8xXcBb/6YfLg6znqNet66S/nwuUY4S7aH9WH0Q3ShNi05AP1jggJHJEsrTkfQjZCxDufMc0jURIQA6/4z+/R6XXpC+om6OTmOuXc303ZXNSM0QDTGdsM6Cz5Eg2eHzIvhDsBQnFAFDkFLwQgxw6qAOH2r+0S6abphulM52Tm+uNu3UjXA9PO0JTUP97Y7C//vhJ4JKgyiz3fQXg+njbIK4sbmAqP/a3zveoH6EDpfujd5vPmVePn3HbXwdOU0hXY6eLf8aoDUxYGJgYzgTxRPyQ7uzOpKHIYMQih/DDyGOrh6JTpque25s/lsuBI2q7VtNKz06rbDOix9+UJrhuqKYU1Uj3tPac48zC/JE8TPwQk+bDuc+gn6SPpU+fv5u3kqd6q2NnUVtK/1Y/fyOxL/WMP8h/VLAI4+D3bPA43zS5PIG8O3gB/9WHr1Oc76TPoj+ag5qLiyNu01kPTVdJA2Lzjx/GaAmMUSyM5L285DD2POpU0JysFG4QKMv7/8lDqeOkZ6s3nDefJ5Q7gTtlI1YTS+NPX3GXpb/hQCT8aLyeqMos6SjwPOOkxrSbvFXcHfvw98XHrKuuM6srnOOd+5GndwdcR1HzSvdad4Ynu/f32DiMeCirfNLY6+DnpNOMtLCDTD2QDpvjx7pDrQ+wF6gnoDOcD4uHat9Vb0qnSiNlX5enyTwP5E9Ahzi1vNxk7LjgpM8op6RnlCnH/bvTX7IjreOtc6FbnROUe3+XYsNSy0nDVqd766kP55An4GAYmYjFiOWc67TbnML4kqRQaB1r8sfHH7Hzs1OoG6JPn4uNA3QHYn9TN0zjZw+Nu8D3/Ug98HYopuDRNOqc50TUdLu0fkRC7BMj5mvAl7h7tBurn51nmr+Ag2ujVFdN81NfcbOjb9fAFVhV0Ig4urzdQOiQ4mjM6KQQaAQw7ASX2ou9w7k7snuiu5xjk0t0z2IDUxNLj1hnh4uyk+6cL7hntJYMxfjgMOWg2WDDCI2UUUwgZ/dnyjO4Q7c/p5eZb5oHh0dtB1xfUXtTx2h7mBvOeAkYSkh9FK6Q19jnKOF81+yx9Hn0QMwXK+V/xce5d7BvokeaJ5O3eGNki1ZbSrdR83aPptvdiCHkXKyRxL483QznSNggymSfxGI0MEALS9obwSu7W6uTmNebb4hbdRdj+1GPT1te44TTu+fx5DVobeycLMv43ETj5NF8v3yJ/FXwKcP8M9R3wIu296GzmreXo4bTc4thw1TnVHts15fXxGwGKELYdPylRMxE3zjZEMwMs8h5vEtEHPPwq85LvB+wu6FfnbOW04LzbeteW1E7WzN3t6Fr22gVpFMUg+it1NNM2hzWpMWwolhs2EJcFcfoc87vvtutM6ErnMeSy3urZBtYh1AnYuuD76zn6pgiQFiEidi1wNH822DRmMM0lLxlSDisDW/hA8rnuIuqZ50LmFuL13MPYJNVI1Wraa+Nq72L9xQsjGUwlzC9sNec1ajM7LE8gChRGCSb+K/Xq8CLt1uko6N3laeFG3LzXpNQS1jDc/+WX85YCoRG+H2MrTjNZNdwxtyujIGoUsAkxAQ/6qfaN9SX0tfJo8EfsFeab3zTac9df2mfhbOxD+ocIhxXHH6AmzSimJcAfDRl3EHIJhwSWASr/uv4O/sf7yPg+9DnukOc+4S/cltq93fzkpu4F/NMIEhR6HMchaiJkHr8ZPhQgDjoJhQagBNoCSAI1AZr+JvuS9snwGurS4xbeWtzv3qXktu4h+1wHhhEtGfIcnRx7GMgUhRCaCz0IBQYqBF8C5QE0AXf/ZfwX+UHz2OyV5dTfV93k3snkOO8C/F8IOhNQGlIdDhxVGAIUzw/1Cl4HDgUoAzMCtgKdAn4BUf6p+hj0qeyn5ZPf090F4FznifIg/1gLoRQiGt8brhoUF9QT+w/aC/cHawVdAzYCPwLoAf//yfyu+CbyTuvx5LHfS96g4cnot/Pk/28LwRMHGWcbXxqNF5QUvhDPC2oHyASHAmABRgIDAlAAVf04+bzy0Ouq5fjfzN784bPonfP//xkLkxNlGXQbdhoaFwIUoQ9kCqwGtwT1AooCCAQYA7sAXf22+CLy5esm5v7hLeEM5fPrlvYUAogMExQdGWQa+BgNFtcSMg8+ChAHJQX3AoACAwOnAej+8Puc99Tx7+tp5vbhy+An5Hzrv/XfAakMohTZGTMbLxrQFsQTrw/3CnEHgAVtA8MCewINAZz9afr89cnv/ek65DLgkN+h40HrR/YkAuQMoRRIGf0aihnNFqkT+w/pCqoHUwVjA30ChQINAen9zvoU9lXwsOlW5PrfL+CF5KnsHvjuA1IOthUeGlwbDxo8F7QUhxADDAwJzgbtBAwEtQOMAW7+vfoS9sjvjOnr4yzgfOAP5f3sJviyA5oNFxX/GU8b3hlBFwMUTA+rCmEHTwVTAwcD0wLFAO79NfpJ9a/ulOjB4qLfp+Bx5eftQ/kLBbkOOhbEGrAb9hlCF6kT9Q4oCo8HKgWQA0ED9gK/AKn9/fmQ9IXu7eeG4mPf1uC25ejuX/pyBiYQ8RccHLgcmhpRF7ITHw4ECk0HRwX9A80DQAPyAMP9ufkh9LjtZOcZ4uDfWuEo5yPww/tDB20QoxdOG4QbQhlBFisSQQ3pCHEGOQQ5AzcD3QLAALb9+vlt9FDu9Oez4jfg+OFK50bw8/sWB0IQPhemGvYaexihFWURGQxpCL8FlARoAwEEdgMwAQb+Jvoo9DTu1+dP4jXg1uEY5wnwRvvhBQwPyhWwGe8Z7Rf/FO0QgwuPB34FpQMhA1YD/gK+AO79P/qd9JbuuehA41jh3+Kh55Lw2/psBQwO3BTmGJ4ZgRfYFGsQRQtQB0YFkAPTAmED4AL6AD7+gPrg9Bjv9+i742jhsOJP513vtvkCBCIN+BOsGHkZuRfJFHEQ+AohB8AEFAM8AqsCeQKwAOn9JPpd9AHvMekj5DriDeO250PvWfmKA3EMfBOAGHEZ4BdKFRMRGgwDCHkFLwMlAikC3gHt/5D9vvm89Jvvseo25rLjlOT/5+HuePhDAjILkRKkF10Z7BesFdMRzAxRCIMFtwKjAYwB1AEuAAH+X/qO9dLw6+vR5vzj3uOs5vXsOPYCADgJnBAMFgMYNhcNFa0RdQxBCE0FdwIkAaABVgH//+j9IfrX9RDxNexz5/LjtONS5h7sj/VG/4kIPhAsFvgYHRhuFkYT+A2lCQUGNwOiAbYBawFzAD/+JvvF9lbyde1t6LLkveMO5nvrWfQ+/kIHpQ+8FQUZoBhTF/wTyw44CokGVQOHAW4BmQGkAEP/Mvzw+Eb0+O+F6kzmAuVk5rPq6PJM/CcFoQ0MFBkYVhgmF3oUxg/bClMH2APmAeMBFAKWAWMA7v2S+h/2EvGW66zmPeT15MnomvC9+U0D/guHE3UXaRg/F8UU2A83CzgHEQQPAmoCtQKLAqwBR//t+1D3IfK97PzmWuTh5NbnJe9i+PAB/wotErAWKRhBF84UIBH9C24IxwTsAqsCIgPqAkoCRwDu/N34ofPq7SjoC+WI5Ffnzu1g9wsBIQqREdgW2xdqF/cUQRE4DBYIrQTEAogC/AKCAwgDIQFR/rf5cPSb7mXo5OQS5GLmzOwU9tn/gAkhEU4WYRiYF/wVBBJ5DRkJ7wWRA3ED/ANwBDAEggIm/3j6mPQe7uPnnOMn44Lld+s49Yb/4AikEMYV9RcHF0wVpBFbDeAIrwXYAy4DBAT1BMQEUQMpAIT74/Uz7/To2eRU45zlCeuV9LD+EQgNEIQVqhceF5wVUBLiDbEJYgYxBF4D6gMmBVwFQASDAcn8z/ZB8F7ptuRD4/nkMuo385r9FwdOD/4UmBd2F9cVDxOqDlcKYgcqBecDRwQOBZkFKASiATP9gPd98LrppOTF4gHkGunc8SP8fAX7DfYTphbCFroVJBM1D7kK6AdEBeYDBgS+BHYFOwS8AZr9fPcx8TXqAeWq4uTjh+jP8PL6WAQZDRITFBZwFkwV8xKGD68LsgieBsoEpwQaBY0FnwSgAlj+fvjg8YrqOuU14gPjjOdw71X5LgNhC18StxV3FnoVWhOmD8oLbAhYBvEEOATjBHgFcwTfAiz/Jfnv8orrrOWG4pbiB+em7l/4JgI4C40RchXzFRkVXBPkDwkMEAlcBr8EwwPFBNQEGwSiAkD/ePnW8hvs3eVy4l/igObF7Tb3XwErCg8RORUlFisVHBOMD5ULXAgQBkwEWQPHA/gDOwMdAsn+V/mW8rbrC+Vd4UbhCuVI7AX27f+eCJgPFRSSFdgUXhMEEAAMCAniBs8EwQNRBFcErANeAnb/D/qI85/s3eW+4T3hYuQR66r0of6lByAPMRSuFfgUxxO6EPYMrgkkB+IE9ANNBG4EvwOeAvj/B/oB9OPsyeXH4UHh8+OJ6v/z+P3vBmcOthOxFcQUyBPzEMkMwQlVBywFfgTIBM0EAgS3Anr/Xvoi9HrtSebY4S/hH+OM6d3yofxVBfsMjBLfFLUUuRMtEQUN+gnCB1AFoATTBL0E1APIArX/qfru9DXuaue74uLhreNq6R7yg/uUBIEMaBLUFMwU7RNzEU0NYQrIB3EFgASbBDYEHQPtAVX/sPp29dfuMehy46vhM+MT6L/wBfo2A40L5xHLFPYUKRS3EegNCwvNB5sFRASyBDAE+gLqAVH/YPsc9mXwauk85APi6uKh5+jvRfmzAmALzREpFZQVJhWFEhAPrwsQCaQGEQVQBbcElAPuAWz/Vfsu9kXwL+kp5BXi8uLd50XwLfqBA3sMMhLBFcoVRRXzElEPNAyTCXIHuQWTBfkEcANfAqf/jftP9jTwOukm5Efia+NK6Hfw+vloA6QL9RHUFHIVmRSzEksPEgyiCRwHYwX8BEcEyAJRAdX+n/rB9d7v7+gC5CniPeMD6O3vgvmFArAKARFVFD4VuBT3Et8PWQz2CRcHdAX/BHgEVAMlAk7/Efvj9QrwFOkl5JXiruNO6Djwt/msApAKXhGwFFEWmhXYE2MQwQzsCTEHTQUnBZUErgOSAkkA1Puw9pLwp+nU5N7iCeRz6DTwnPmeAuUKwxFRFZMWOBYLFJ8Q1gzCCYUH3wXqBX0FsQROA98AWPwh927xe+qb5d/j6+T86Fzwv/mbAjQLtBGjFZ4WExawE4gQCA0xCu4HSgYsBrcFkQT2ArUAUPxI9/Txb+uW5jHk3eQ66HnvZfiIAU8KQhFAFTQWkhWOE4wQcA3hCtgI8AYUBlYFOgSUAmoAa/zW973yL+wj55zkvuSU52vuLfdkACwJYhDKFAYWgxW5E/8Q6A1QCxIJGQf9BVgF6wPNAp8AFP2U+G7z4+xA5yrkyOOd5ursm/UR/+IHkw8KFM0VmhVmFBwSKQ9zDAsKogcmBmoFWARRA4gBRv6X+mP13+4t6WblqeS35m3sx/TB/bIGOQ6hE5MVJhZFFTUTNRD1DPEJYweFBawESATzAiQCBv/G+6z2qfB56lPmkOTi5abqQ/Ij+1wEigx2Er4VuxZzFpQUgxEwDrkKCghsBekECwQsA1IC+/+3/Kj31/E561XmxuMX5DzoJ+8o+JEBcwrNEHsV5Rb1FjkVCRKJDjILEgjVBRgFZASQA4UC3AB2/d34RfO17G/nAuSF45DmXu0k9t//7ggUED4V1RZCF8YV/BJ5D/ULEwkVBvcENwReA78CXAFx/mD60/RL7jLoguTo4j3lDuvc82v9xga6DmwU4xZSFyYWchMOEG8MTAlzBvcEcAS0AxwDUQKT/6n7Y/a978rogOQH4ofj++gk8RX7bATaDAET4BUJF0IWLhTxEG0N5AkMB/4EfwTBA2kDjAIiAPv7FfdE8DfpTeSx4W7i7ObC7h74+QGOCkgREBXIFkUWvRRwEc4NTAorB1IFaAT9A84DCgPqAE39Hfjt8YjqP+VX4lziM+Zx7Xf2MgARCR8Q0hQmF0QXUBZZE3IPxwtvCB8GtARaBCAEhAPgAVD+4PnB88Ds6eYd40firuTr6gnzEP3xBccNWxN4FkoXgxYvFGkQugw8CUEGmQTgA40DowK/Abv+a/rR9BTuqedP40XhBeNE6OTvavm2AvIKUhEiFXsWahaGFPMQZg2cCeEGpQT4A7IDxQIpArj/p/uq9vLvTukx5G3h5OEQ5iDtYfYCAIUI6g9yFF0W2BZ8FXUSkA4MC9EHhAWPBPUDWAPRApEAHv3q96nxlOrz5MbhOuG95JfrkvRd/rUHVg/TFFsXzhcsFwoULxCFDFkJ2wZlBdwEiQS4A1QC+v5H+kf04ey/5nriJOE+44Xp4fHA++YE8AzVEusVEBe3Fl8UuBAIDZcJlgalBAIEkwNWAxgCkf89+3T1Ru6r5+7i6eBU4g3o9e/E+UwDbAs1EvgVeReWF7MVChJFDloKbAfRBO8DBQR2A8QCdwAd/KP2i+8q6DTjs+Bi4V/m/e2t92gBwQksEYoVvhfuF58WORNLD20LTAgGBv0EEgX4BFQEFwJo/qb4D/KN6trkZOFY4aPkfOux9E7+RwcsD4kUWxcLGBAXGxQxEGkMNQnYBjUFZAXuBHsEqAIB/8j5NvPX61HlVeFI4ITi1Oi48UL7/AQlDTcTqRa8F9IWixTdENoMEQp/B5kFjAUvBaYEEwMXAOj6I/W67ebmTOJ74O3houfz7/D5qQMcDOkSeRbnF2EXZRUBEkoODAtlCDIGbQUUBZEEpwP6APr8E/dS8MXoZuOW4A7hpOWW7Q73JAHZCfkQsRWPF9sXYxbME+APlwyLCRsHsQWNBS0FdwS8Asj+h/na8h/rv+Rd4azgMeQD6xj06P2uBo8OvBOqFowX2haZFE4Rew15CuYHCgaxBVgFyQQ7AwAAtvqF9M/s/+We4VjgeOK76PDwvvoDBBMMRRLqFWEXIxdQFf8RVQ4LCwUIKAaLBR4FdwQJA1sAcPuM9X3uIeei4kzgXuGG5jPujfd3AfkJ6hCBFX4XvReFFikTzg9YDEoJJwcEBq8FVwUVBMUBf/399+Hwcunt49fgOuHy5PzrkfW+/rcHOQ8NFKsWMRdBFqwT+w9RDB8JgAYhBW0EPAQ3A0YBa/09+IPx7ena4zbgmd944q3oCfKQ+yQFDA0rE3IW6RcuFxUVyREBDk8KgwcqBf4EMQSjAxYC//6m+abz5utL5R/hv98M4lHn++90+T4DpQscEk4WHRgbGBUW1RL3DlYLAwgiBnIFJwUABYIDIgHl+wT2UO4t5yLiK+AN4S3m+e3/98MBogr3EVgWXBhaGJkWhBOND/0LsghNBoAFDAXvBMwDvAF1/cb3jfAJ6Zvjx+AZ4dbkN+za9Zz/7wiLELUVLhjHGDoXPBRnEJEMXglTBiUFpwReBHED0AHr/Z34w/E+6u3jVODV36fitemX8tX8fgZ3DnAUIxcqGEAXdBQGEfkM0QmeBvgEZAT5A7EDUgJW/zr6/vNV7MnlYuFe4FDiV+hJ8Rb70QRiDdoTwBf6GKcYNhajEkwOvApHB04FWARTBEMEZAPVAIP8efZZ78Ln1eJv4MbhSuaF7kj4GQJLC3kS4xYFGSUZLBeiE4gPhQs6CKUFmgSqBHUEJwQ5AgT+G/gj8YfpyuPZ4BDhbOXp7EX2WwCWCWsRhRbWGKMZ7ReVFKAQeQwYCVMGTwXpBCAFaAQ0A1T/7flG85frZ+Wu4dbgF+So6u7z+P19B6sPghVTGDYZ8hfXFNcQowwSCUIGkARFBGcESgTkAuP/dvpG9LnsAebF4XvgrOKn6IfxVvsdBd0NbRToF9sYMBh4FW0RFQ1WCZIGagQZBMMDFgS3AjIA6Pr79KLtUOai4ZbfSuGj5iTvLPk4AzEMQhMyF44YGxiwFeYRHw4uCjkHQQVdBFgEZwRKA00Be/xy9l/vyeeq4hXgAuEB5vbt8/fqAUQLghIGF6IYPxhcFsESlw4YC9YHtQWrBJwEwQQYBOkB7v0L+OrwV+lf417gWeBK5Lnrk/W//94IphCcFcQXoBf+FcoSEA9XCz4IVwULBN0DrwNaA7gBBf6l+JzxK+rJ42Hgtt/94hPqfvN5/TIHPQ+wFG8XgRdLFi8Tcg+gC0AIbgWAA0sDTgOjApIB7f1C+YvyP+uy5Mbgh98A4jLoSvEE+/UEQw1QE9AW9hf/FqUUoBBgDKgIqAWUA/kCHwOpAtkBSP+X+m70T+2g5g7iPuDv4Uzn3e+w+UkDEQyjEoAWKhh5F90UcxEcDZcJqgZQBJEDqQMbA/sBtP/N+gP18e0S52jib+BM4THmF+6797sBwAq8ETEWyxfMF8AVTxKYDp8KmwdIBQ4EJwT6Aw8D8wDr/DP3VvAO6e3j6uA/4dzkQuyG9WH/hwj+DwwVsxexF50WQhN7Dy0L8gdtBegDjwODA6QCGgFm/ST43fGg6hDlcuEh4VXkHusM9Db+oweQDxoVnBdBGDwXoRS0EJcM5wj6BWMEzwPzA1kD6AHs/iz6qvPs7Izmy+JU4WTjYOkj8t37dwW5Dc4TCRcLGJUXGxV/ER4NbQmLBnwEWgNiA/cCaQHR/mH6XfSa7cTmJ+JL4L7hIedS7xH5mgKLC/sRERbhF1MXkxUqEgQOVwoSB7wEcQOyAx4DQQL5//L7hvZv7+no7OM44RninOZj7un31wH5CjgSphZiGHEYxBZcEzwPGAvEBwwFrAOtA4AD5gLBAGf90vdd8TnqGOXH4bjhTuXH7Jb1wf/0CEEQ3BXgF5oYGRdIFO8P9wsvCAQFqwM/A04DGQOHAYL+Bfp586PsN+cn40jiCeVk69Xz0P0ZB/8O5hTZF/sYaRjMFcIRig06CcgFqAPyAh8DGgPpAZP/+/oV9R/uF+gC5ObhVeTp6TnyOvyxBQUOQRRwF9cYehgmFrsSeA57CtYGhwRBA40DLgOjAn0An/zY9i/wrOnd5JniX+O06Fvw/fmOA0gMcBKaFh4YJRhMFh4T4w7UCjMHMgQHA9UCqgJJAogAJP0b+KbxDeu/5enineIb5x7ubfdAASsKERGVFQ0YSxhWF2sUeRA6DIEIIAWBAwwD9wLcAmQBn/6L+ePzluxn57fj4eJ25rfscvVl/ygIDhD2FAAYvxj/FyoVaRG7DNgIngVxAwgD4ALSAp8BBf8++mj0JO1u5xbj/OFa5Hbqv/Jz/HAFdA37Em0WuxdYF0UVohEYDegIcgUtAzYCoAJ1AtkBdf9L+2f1f+5U6LXjA+Lk4y3phfEy+38E4QwRE6EWcBgGGDsWKxM2Dk8KVAalA34CjgJwAgUC9/9G/K72/+9X6T7k7+G84lznCe+T+O8BmAotEaYVfRfeF0QWHRODDpYKjAb+A54CdwK5Aj0CfQDE/MD3FPF66iPlKeKU4l/m1e3y9kgA5AgvEO0UPRcLGMgWNhRTEPALPwglBZkDKwM4AwwDUgEK/gb5ifKY6wrmrOIc4hnl8+uz9FL+LwfaDggUKBffFxMXrRTVEK8MzwiKBdcDEgN3Ay8D3QHU/hj6+PPY7A/nM+Pz4THkcurZ8pj8lwU+DecS9RUxF4AWdhThEKIM8wiyBbQDAQMhA+kCDQIJ/xX7KvWO7jnoSOQV4pTjtuiv8NH5NAPWCjYR6xSuFroW9BTTEcQNuAm6BlwEfwOXA3MDEwOSAA39XveO8MXpNOWP4iPjvecI7yr4wwHDCYoQlxTKFvMWhBWmEp0ObgpzB9wElQOnA7gDSgPEAQf+NflI8rjrz+Zm4z/jduYG7fr1af8JCPcO8RObFuAWExZME5cPZAvjB+4E+wISAxUDxAKXAYf+cvpg9Mnt8+f643jisuTz6Tzyhvt8BD0MGBJNFa4WaBZ8FBcRzAw+CcAFsQMrA+4C5AL/AaD/xPs/9jjv9ehY5Ari/uIH6KfvNvl9AjgLtBH4FYkXtBcQFvIS6g7fCm8HKQUCBCMEFwRcA6sB8P23+Kvx9urq5cXi0eJT5mntOfa5/1IIYA9/FMcWhxdxFsIT5A+9CwwI2gRiAzoDtQOGAyMCO/9G+vrz8uxJ51rjceLw5APrqfPW/OcFjA3mEiIWMhfCFqAUCBErDS8JUwZYBCcEpgTEBLIDDAF1/H/2EO/e6DPkFeKR49Lo5fAr+kADvgvbEe8VphenF6cVvhJODsYKMQcyBTMEqwTlBOgD0gGL/er37/Ao6k3loOIv44TnqO6u994AVQkzEMwU0hZHFxoWLxNCD6YLHQgLBtgENAWwBQkFQgNY/7T54PLj6xLmP+PI4kDm++yh9Rr/0wcND9ETcxYGF0IWqhO8DykMfAggBr0EXAQ7BSAFpQNDAIX76/QA7ifoMuQH43nlX+uT8xH9zQV0DRAT5RUYF5IWZxQhEQYN0gm+BkoFuQQmBRsFSQQtAeb8+fYI8KDpWeUo40/k/ejN8Nn5mALlChARVRXCFgQXOxU/EsIOfQqCByEFpwTZBE8FjwR2ApX+FPkJ8lzrcOam4wnkoeep7tT3hQDZCI8P0xNJFmEWVRXXEjwPYgvmB20FKwRcBKIEXwR6Aif/Q/qe88rsc+fb4zXjv+XH6zr0Pv3QBR8NZRJhFYUWyxWeEy4QIwyWCMsFUQQNBKsEfgQwAyIAQvtz9T3um+hW5KjiPeRZ6ejwzvmeAhwKexDjE7IVyRUvFLQQ/AxGCTkGWAQwBLUExgQbBGABB/1898bwSOq65WDjk+Pe563uG/fl//EHVw7REr0UYBWIFFgRzQ0xCt8GCAU5BLAE/QRvBGECZv5k+czyFOy15mzjW+Jb5WTrwfNp/CUFUAweEe8TKRVPFC0SxA7ACqMHXAUaBGIEvQTrBBED/f8n++X0BO6G6DrkWuIz5CrpyvCS+RkCxgm6D/ESaRSHFLoSZw/PC18I3gVEBGUE8ARCBQcEzAH2/Kb3ufB96tDl+uJz4yjnH+6+9ij/lQcoDjESHRSNFEcTcBCLDD4JPAZxBCQErQQkBakEcwLq/tv5NPOM7BznpeOC4l/lVuuD84H80AQDDIMQWRPWE0wTMhF1DS8K6wa+BJ0D/gPFBK8EmgOJAGT8BfZN7zTpAeXI4tTjd+gf8IP4QAEmCeAOXxJJFBgUZRKVD5ULowinBVMEAwTmBEwFVgQNAgD+XfhG8d7q4eUw4xjjpOaR7fH1kf79BpYNoRH3E0IULhOwEEcNyQnMBroE+QPaBJsFCgV8A73/yPoH9C3thuco5M/io+X46lbzsvsdBBcLFxCVEoMTDxPeENUNPAqsB+gEMgSEBCkFKgXxAwgBavzH9onvp+lU5QDjzuNE6Hrv+/f/AMsIuA5uEuMTJBRiEqwP0wuMCHQGmwQiBbYFCAZBBckCtv4v+VPykeuW5m/jSOPv5intnfUg/lQGtAxXETcTKBT7Er0QPg34CTAHTwW8BH0FEAb8BRIEYwCN+9b09+1U6G3kReOH5R3rJfO1+zoEjwuuEMAT6xRcFFUSDA8QC0QI0QUKBXQFEgZfBjAFLwLC/Q/4D/EA63/mMOSW5KroVO9S9/T/JAhHDjwS8xNHFOcSdxDDDHMJ4ganBYYFNQabBiUGrgMAAML6QfS47Vbo7uQx5NLmu+yQ9Ar9YgU3DNUQ/BLTE9ASoRBgDWAKjwfoBToFbgXYBd0FWwRBAbH8s/Zl78vpj+XK40PlPOqM8S/64wJWCtEPxRIwFKYTNBIkD/sLUQk1B1oGcQYWBzsHZAZeA3b/mvnb8j7sh+e15B7lzOhQ74D3gf8XCLINtBGtE+IT4BKmEEYNgwoqCNUGhwa+BjMHjQb7A3oAlvvd9HPuyugd5R/kSObX65rz7fusBGcL6A+uEmcTqRLhEN0NiwpJCAAGbQW1BQEG+AXvAyMBDf2y90bx5+vY50PlReXL6Azv9fac/zAHywxpEDgSoRLAEbUP7AzcCb0HKAboBcAGUwenBkgE2QAV+170vu3Q6JjlAOXP537tP/VA/a0F+Qs2EJcS/hJoEssQkQ30CoUICAdrBgcH1AffBxMGmwIM/gb3h/Dk6kHnpOU35y/sDvN7+1YDkwoiDyES3xKbEj4R5A6nC2UJhgdxBrkGrwdqB2AGLwMJ/9j4xPGv60fn3ORX5Qvptu+k9xgASQcnDTEQ/hG5EdEQzg7aC6QJqAfcBo4GgwdBCB8H0gTBANH69/M07Svo8eSx5CHnPO1i9Pj8qwQWC00PdxHaEY8RoA/lDN8JAgg9Bv4FeQagB2IHYQU+Agn9Efc28Mzq1+YD5Unmv+qU8f/5wgEcCS8OJxFcEjMSORHFDkcMngkrCBkHUQeXCHYIRweqBEkAVPpJ897sVuiE5a7lyugL70b3Rf/OBqIMPBD0EVASpBEBEDkN9AqICGUHIQffB9EIuAf2BQsCmfwj9mzvL+po5ivl/+Ye7J3zhvvYAz0KCg/+EOcRihGWEBUOXAtNCW4H2gZKB+UHnwdnBkADj/4h+EHxYev25hrlfOX06avwqPjiAMsHmA1CELcRlhHCEKoOTQysCUEI2wZ1BxgIiAiSBwUFywA4+0b0A+7n6Hzl/eRu513tBPUt/boE+QodD84QlhFiEdIPlA3WCvgIhgeHBy8IpgixCLsGMgM4/sj3GvGs65PnyuX75rvrtfLq+uwCjgmmDgYRIhIoEiYRqg4gDLcJEwhZB6AHzAj+COIH6gQIAFz6R/Mr7abo2+W85bHoyu6C9mP+yQVXC88OfxDkEFsQ1Q5NDCkKEwi1Bl8GTgfiBy0H8QT+ABf8MPVq7i/pvuWB5D/mVuuf8v76DQLCCMIMPA8iEAsQLQ+iDLAKXwgoB3gG0waHB1sHswWPAhP+yPfx8CbrVuch5S/mDerj8Jb4YwATB3cMJg8MEGgQrw8TDrILnAkzCEAHrAdFCKUIeAexBIcA4PoJ9KXtBOnZ5aDlZuhX7jH2yP0mBb8KRw74D7wQSxDUDoUMCArGCDcHHQejB9QIMQhGBmUCdv3E9oLwtuox54flpuaA60by/PnQARAI1QwmDy4QXhCUD+INjAukCTcIHAejB2sIhAiFB0IEDgC7+S3zNe3I6ELm+uVM6RzvNvbH/VcELQo7DVkPQQ8uD8YNzAu9CR0ICgf8BuIHSQixB5IF+AFj/Dv2TO+G6prmoOUv5znso/Ku+s0BEQhvDLQO5g/OD+oO0wycCiYJmQdMB5MHXAheCBEH5QPr/j/5fvK07K/ov+XG5rnppO8a92j+qAVgCpYNGw/UD0cPEA6mC8kJVAgmBxIHjgfAB/MGsAStAP77+PWB72nqwOap5V3nYezv8tz6JQIYCFkM/g5MEOIP6A7ZDI0K4AiNB68GKge7B5EH8AWKAlX+sPhi8rXsfOgM5pXmbekh74D2AP5BBKIJgwxCDtcOdA5vDZgLrQlJCEoHZgfEB/sHoQdjBAkB5PvG9cnvxOoM573lleff64vyofnSAAwGugpQDWEOMg/iDv0MJguBCf8HqAeUBzoIfwcjBlsC6P16+P7xsuxb6EXmg+bQ6a3vyvbY/S0E8AjsC+gNJA7bDncNDQxLCrkIhQdWB2oHiAfABtIDAwA8+/30A+9q6jHnK+b353zstfII+noAFAZFCr8M3g1yDjIOyQxAC0kJFQghB2AHmwcnB3oF2QGS/UP4E/IX7VvpwOb05unpKO/X9bv8qgJlB/UKAQ0nDugOSQ6kDBILhQknCAgI/gfMB8QG8QM9AGz7a/Wc78nql+cN5i7o9utn8kT50/+dBZMJngzVDawOrA6VDSsMvQpFCXwIZggiCJgHEwUiAnn93vgF87Duluod6BDoG+ru7ln1BfzzAe4GhwrSDAYODw8EDhcNPguDCWcI1AfwBz8HhwbXAwIA8vuh9jrxOe1o6e3n8egL7D/xFfhN/uADoAgrC4ANZw7pDgcOzwztCo8JqAgvCBMIfQd8BTgCMP5a+fHz/O7G6rXnO+c46XLtJPQI+/4AawYCCoEMzg2oDkkONg0qDG0KoAkTCcoIpAhSB6wE1wCJ/Jn2W/FV7NDo5ebZ5xHryPDj917+rgTsCIYMsw0vD1kPog5HDa0LdQpgCRsJqAjTBwoGqwKs/qX5KPQz7+TqzOdo52DpFO4/9AT7HgFlBnIKrgxKDrcPNg+SDiYNwQufCsUJbQnMCHUH4QTbAFz8+fY+8dvs+eib54XoL+yD8Vb4yv5eBOsItgv0DUIP3g/3Ds8Nggz4ChUKpAlMCZAIVAYNA8b+yPnc8wLvruoS6ObnTeod7zX1Ffy9AfwG9Ar4DDUP6A+4DwIPYA0LDNwKKgosCpwJ9wc1BVcBUvzQ9vfw9+xV6WPohOlz7UDznvkNAFAF1gm6DJIO+w9MEEYP/g2LDBkLTAolCqYJAQl0Bt0Cbf7P+Cvzl+6W6tfoCOlK7D3xtffw/fsDpQj1CxcOQA9BEG0PKQ61DFILQArtCfYJ+AinB9ADwv9w+rT0ae+g6/norOj+6obvcvV+/OUBcwf0CkQNEA/XD7kPZw4XDasLmAq6CQsKoQkjCMEFIgHi/K72aPHC7KDp/Odp6ejse/Iq+T//wwT0CPELmA0cD5APtg6mDVUM4Qo/CioK2AlQCYsGOAO4/hr5SPNu7orqPOiG6G7rYvA995/9VANNCMQLxw2ID0sQ4Q+/DhANugt4ChgKFgp2CaIHNQQaAA37GvX27+Dryug/6Cvqa+6d9Fv7VwGNBn8K6Ay+DjcQPBArD38NPgxvCgMK8gmbCVQI1QXvAUX9kvcy8o3tw+n959Xoc+yz8YX4C/88BN4IBgwfDqoPrhAAEF0O3wwCC+8JggmLCa8IjQYtAwn/3Pk59D3vEeuW6E7ou+py7wj2iPxoAjQHpgo6DdYOaRAAEL8OKw12C2UKwgkqCv4JbgihBV4Bo/x+9n7x1uyI6aroIeoI7v3znvp/AJ8FcQlkDAgOvA+YDwIPQw2mC0YKeAn2CdcJNAmOBqUCWv6c+OXyNO5D6iboHekX7FXxCPiG/qgDSwg0CwEN0w6IDw0Pqw0xDHgK4AnJCewJ0Am2BzYEOQC9+lv0Ju8b6xTo/uf+6SLvdPXd+70BowbWCYsM5w3UDqUORA1xC/EJ8gjRCBYJWwn+BxAFyQDz+9T1TvBk6x7o0ebt51PsXPLY+GH/8ATeCLALaQ23Dr0Ogw3PC+gJuQjNB04IaQjyB6sFMQKh/Qf4QPI97fno3eZj57vqRPC+9lz9FwN4B1UKqAwsDsgOAg6DDJQKTgktCGMIyggQCR0H/gMXAK76rvQn7/TqzOdo55fp1u609G/7LwEZBn4JyQtfDU8Oww1dDLYKFwmuB9AHQQhOCC0HVwSFAOT7x/VD8J/rFeiz5kjoeuxR8jD56v5rBDgIvQrPDBIOAQ7VDPgKgQnZB5QH4QfeB0QHEgWHAfP8U/eF8anshehn5lvnlupL8PL2H/3JAj0HIAqTDPsNoA5ADcULbwqoCO0HLwgnCFQICwYqA+7+ofnC88fuLuon5wHnRulM7vb0sPqVAHkFsQgiCyUN0g16DQgMZgrQCLcH0gcsCEwI8gZqBL0A1vvy9c3w6uuR6MTnE+kk7YbzgPli/1gElwj9CjQNYw4JDu0MDAvCCWoI7QcICC0IZwf/BOIBP/3C92LyVO1c6XHnO+hm6wvxAfe5/DwCbwZlCcwLUA18DcAMAwusCRwIzAfEB/sHfQcNBtECGP9z+RP0su536hropudK6kbvIvX0+scAWgUICUULWA3xDccNYAzkCuEJwgjECP0I3QiWB80EKwGH/G/2YvGm7H7pXOgH6mbu+PMO+uv/ugRzCDULJg1gDgIORA2UC0YKhAn0CFkJiAl8CO8FywJg/rX4/PLZ7T3qbegf6b/sevJB+CD+HwNdByoKdAzVDQQO8wyGCyIK6QiXCK4ISQmmCKIGAAS8/3b6vPRF7w7rf+js6Hvr+PCr9lX8pgHwBWYJegs3DfENVQ2uC3UKWwl3CI8I2gjXCJ8HzQRxAbT8KffY8b/ss+mv6Mfq8+6O9Hn62P9UBEwI1ArSDBQOkQ1bDI8KXgmFCFwIfAgPCQIIaQWQAir+wPhA8yfuNuq36Ozpc+0R8534eP4JAzsHYAp8DOANAg7nDKQLWQqrCVAJKgmbCecIDAdhBEUATfv99aXw++uF6UDpNez+8OD2WPzRAcMFfgnaC20NQw5kDUUMmgpjCcMIrggpCdgIwAfjBHIB9vxi9y/yXO3B6Trp0+pO79z0WPrD/zUE9gfXCvQM+Q3KDf4MkwsmCp4JcAk7CUUJVQgcBi8DM//V+YT0tu+I66DpiOqG7czyQviB/ZwC4wbnCVcMBw5dDmENSwzzCsYJBgnXCEcJYgjnBiYEygCQ+2L2BvHH7NDpw+ku7AfxYfbZ+7QA+wSuCFgLiQ0kDr8NYQwoC+0J4gjqCEAJFQmFB0sFCALC/bP44fIw7mTqkulv62bvzPRp+pH/NAT2B64KyQz2DfkN9gywC3EKoglGCS8JLAlBCPkFYwMq/wn6avSB74jrg+mj6oXtsfJd+Jn9OAJpBmcJwgtuDe0NCA38C0gKfgkVCeMIEwlpCJ4G7ANxAIP7Ufao8EHsYOky6a7rrPD39VL7KABvBK4HrQqRDFQNcQx/CxQKRQmaCFwI3AiZCHYHHwUhAof9vfg58+zttOq66U3rJe889K35RP7HAnMGewmYCw4NVg1xDFQL6glTCQ0JHAkNCUoIMQY2A0r/WPrF9NDvp+uh6ZjqGe6g8jz4jv02AtAF/wgrCwYNVg1vDEkLYwp2CdsIJgmdCdEIFgdmBEgA2vui9mnxOO2y6obqkux/8UH2w/sBAC8ETAf7CUYMHg3ODJcLgwoxCaUIewgsCcIIUAcvBbQBaf1D+EHzVu5K69jptetn7y/0QPkl/jUCCwZLCVwLyAz2DF0MNwsWCkcJ+whBCWYJJwgZBlUDNf97+i31KPBl7DzqNOv/7Z3yg/eJ/LgAegSeB9AJuwt1DMULOAsNCjwJDAn7CFUJtQgFB2YE9QB4/Fb3+/Hg7RTr8eoX7Tzx8fUq+8b/qgMFB4MJjAu/DJkMxQvcCqgJdwmZCdAJdgkFCJ8FbwIR/iv53PMv7wLsouoL7NTvkvSY+T3+ngLUBb4IvwprDHMMwgvjCusJDAlJCTgJJAkmCB0GSANN/6r6o/W88Dztbus97CLvt/OS+C/9pgHZBNUH2Am0Cy4MGQwFC3sKhgmbCXcJxwmmCNkGVgTSAOf73fbQ8VXtDus865rtzfHN9kP7+f/uA/wGwgmyC1YMTAxlC3kK8QnQCQwKNwp9CRgIoAVtAh3+E/mc8yfvOOzE6gztivB59WP6Dv8CAz4GuAjZCgIMHQxaC48K2wmeCR4KPgoVCtUItQa+A67/3vqg9dPwh+3j6/vsNvDb9F75Hv7zAaoFXQjDCl0MYwzaC6cKTgqvCagJRwruCQ0JEAdQBI4Axvvo9rDxBu7Z6z7s6e4g8wL4Z/zBAHcEeAesCeoLbgwqDHULnApTCu4JOgpSCjAJkwf3BLoBMf1q+AnzHe9A7BzsE+4U8on2I/s4/9YCOAZkCI8KrQtkCw4LTQriCbsJqAmZCTUJggdLBXYCHf5U+Vr0t+/y7D7slu3r8Hf1x/kY/hgCOwXvBw4KdgtmC9YKIgrACW4JrwmjCVQJ+QcvBrED/P8X/O724vFH7sDrVOww74fzt/cR/Mb/agNKBtgI8wqGCyMLGApaCbYIzgjaCOQI8QcvBtoDIQEt/T/5M/RX8Fnta+wk7o/xkvUz+gr+6gELBZoHJAoNC5ELowqyCfYI6gjfCBcJrgg5B/sEYQJr/h/6pPX+8MjteOwn7RHw1PMT+BP8v/+OA+cFzAg/Ci8LPgoFCm8JKQkiCWYJZgkiCG8G+gMhADT8WPfJ8hTvPe1E7ULvHvPZ9mr76/45A3cFZgjuCbcKZQoHCh8J3AiyCLQIkAjKBy0G+QPbAB/9qvj08+7vV+347Hru5fGl9Qr60/2kAZ0ETgedCU4KtQpCCm4JGgnfCL0I6QhLCLkGyAQuArr+Yvqy9YPxMe7b7ETtIfC088/34PvH//MCqQUICDIJ4glLCfAIjAhFCFgIHwjgB+gGUAXeAjcAR/zu91nzXu+o7STtdu+E8jj2zfl8/YAAZwOmBYsHnQiwCOMIcQgSCI0IowjDCDIIUwf7BRMD8v9++9H2bfKC71/uMe9B8S/0e/em+hz+5gAlBH4GmAgjCaIJZwmFCYIJfAnyCXsJtwjkBqIEhQFF/X74UPRb8Jnuh+4R8LLy9PV++fv8fQBuA1cGmgikCSoKfQpQClMKfgpzCh0KQAn6B38FswKr/j/6XPWZ8QHvi+7g72vyNPYE+Yj8WP/eAXUEqgbRBzcJSAn6CagJIQoPCj8KcAkQCBQGLAOY/yf7lPaE8onvIu717prwwfMM95b63P05Af0DjwZBCBoJYwlECT0JOwlUCTwJHwkACK4GCQSaAE/8W/da88vvAu5t7k/wRvOd9vD5sP2LAH4DXAYACB8J0wk0Cg8KCAr8CTIKlgnACEkH3ATAAWP98Pj986vwUe4z7n7vMfJc9XH4Tvxv/08C5AQeB7EImwnICWIKfQozCn0KFApKCegH2gXOAg7/APqo9c3xAe9T7m3vpvHZ9C74y/su/0UC0QQtB5wIyQkECmwKKgpjCh8KEQp8CS4IHwaDA+v/FPuw9hXyGu/Z7RHuIPAT81f2FvqV/YgAmQPuBZ4HzwiNCScKCApvClcKWwovCp8IIQdDBPYAqvwN+LjzX/Cj7pzue/Bt8zf2Avqn/QIB9AO1Bm8ICgrLCj0LQgsNCyYLDgvMCp4JzwdlBakCUv6p+Uf1UPHx7ljugu/58fr0P/je+z//WALwBDcHwAivCV8KjQqqCqgKlgphCtAJOghRBmoDzv9z+632rfLA78XunO+Y8Wj05vcF+1f+3AGNBJcGiQiZCSAKwAoBC/YKHgvrCm4K/Aj/BnMEwQDL/N73rPOp8OTuXu9K8SD0VPeM+jb+eAGfBNwGqAjFCWUKygrWCu0K7Qr5ClwKgglpByIFBgLS/VH5xvRI8SjvG++H8PHyNfZg+cj86/83A7QF1Ad0CVAK/AogC1ALbgsWC5sKCgowCGkGMAOt/zn7Yva+8tPvCO+67/nx9PQg+HH74/6+AZUErgZfCIYJBgrKCgoLEgv3CukKCAqkCOAGUQTCAKr8D/iO8+Lw++4I79zwmvOx9jH6fP1IAfUDIwagCH0JDQrECrgK/QrkCqoKcAoZCeEHXQUxAkL+tPkb9SXyJfDE7xTx3PN49jn6W/2zAJsDNgZMCJcJIgskC9gL7gvUCyoL0grNCXwIwQarAzYA8/tX98TzWPFo8CvxHfO49ef4/vt9/24CxgRHB5EIvwlKCu0KOQtOC+oKugq9CWgIrQYkBKAARPzQ90v0N/EK8JLwS/Lb9Nz3B/sM/m8BCwSMBikINQkBCloKzgoZC6wKtwoyCgIJVwepBHsBcv0H+ef0mvEc8OvvxvFr9D73hfpO/kABJASiBkgIiwl0CrIK7AoqCzcLGAvFCs4JPQi+BdICuf5O+g32bPJS8Kzv5fDi8sz17vgN/FH/JQLABOsGVghaCbgJQQqdCrgK6QqHCvsJNQhEBlMDqv9A+z/3N/NC8CbveO9h8SD0Rfd9+pD9pABbA4UFRgdPCCIJkAnJCT0K5QlACvgJnwjmBvsDmQBm/CP4H/Se8B7v9+7N8ArzzPWO+Uj8vf+TAokEiQayB64I/ghRCbUJrgkXCq4JkAgQB1sEqAGL/UX5J/Wu8aDveu+W8OfyvPWy+Nz7DP+eAYEEqAbxBxgJjgnMCRYKVApTCj0Kegm2B7gFVwIB/436TPZv8hPwCu9f8Dnyh/VP+CL82P5gAowEygZ8CFAJ7wkHCngKLwquCnMKhQkjCCEGPgPN//r7dPfE89jwnu/077fxa/R597D6Lv7tAO0DLQb+BxsJGwo1CqgKmgqfCloK4QlICJUGEAThAAr97vjt9Jzx4O/f7/bwh/NA9nT56fzb/4cCEQX/Bm4IVglECmIK2QrWCgULiQoECXwHoQR5Acb9LvlN9RTyyu+k71/w3vJk9e74RvzT/5UCBgUhB3EIaAlYCpgKlArZCpwKPwoZCXgHkQWcAgT/1vqN9gXzdPD371TwTPL09MD3KfuW/m0B7gN8BsEHJQmoCSEKDwogCk8K1An4CKIHcQUqAyT/dvsE90vzWPAZ753v6fBX82L2jPkS/YAAlAKVBR8HTAiCCZoJ5AntCdMJ4wlHCeMHhQbsAxIBJf2V+On0ZfG673rvTPCB8h71c/jh+0D/CwJ2BI8GDAgKCXoJKQoECocKMgq3CYgIywZbBE8BlP0v+fH0qfFT7+LuRe+Z8fDzR/dc+i7+9gDZAwMGuwctCbYJGAp1CloKTgr1CeYIqwchBWoCjP6F+jL2aPIp8HHv9O/A8VP0CveI+sz95gCvA9QFogfRCJcJ4gkhChwKDQoPCiwJlweoBbkCpv9x+3v3RvP+8G7vjO/68D3zAvae+cL8GwDEAhUF1AZ6CA4J+Qk7CkAKbQo+CoIJMQj4BY4DHwAo/NT33fPx8Hvv9u538J3yQ/Wt+NL7RP8mAnUEhAbLB+QIhAnECdYJ1Am8CTMJNwiMBpcEYwG6/ZL5b/Ur8h3wr++J8J7y1PRW+Bf70f46AU8E9gWsB5wIWwmVCbEJpAmQCWkJ8geWBmIEeQHZ/eP5w/Uo8uDv+O6O76DxxfPd9lT6wv32APQDPQbEB98IkAlCCkIKBwpCCq8JJgmIB3YF5wJS/zD7APd685zwMO+U763xz/ME90f6vv2IAI0DoAXDB/UI2wn7CfMJrgmRCW4J+AiUB4MFIwPN/+z76vcP9CXxyO/N7yPxffMI9kD5zfzD/6kC/wTUBhkIUgmLCe0J/AnqCcIJMgn4ByYG1gNMAIL80vg59Gnxo++X747wMfPj9Qn5gvyk/4MCXQWfB4kIhQn5CTsK0Al6CgQKcwmBCAAHgwS9AfL9zfmG9Szy+O+e7zLwN/Kq9Lv3LPuz/hwCoAQKBzgItgn3CXwKJgo5CukJmgkoCb8HkwWMAnT/w/r39v/ywvDL74vwOPI19QX4M/uZ/uMBhgTMBn0IUQnrCd4JBwrNCfMJjAkDCb4H4wVKA8T/JPzb9wD0gfFH8Gzw0fFY9Mb2uvqd/RsB9AOnBnkIAArnCj4LmQrGCoUKeQoFCgkJEQc9BDkBMP1l+Zr1dPIn8e/wCvIe9DD3CPp8/UUB8AOLBjcIZwn7CToKXQpFCu0JzAlYCVoIxwZnBBwBJ/1I+Sf1RfKD8DjwB/FA8yr23Phe/NP/yAJYBpUJfAsXDHsLAgomCP4HDQiXCCcIdAY8BNkAh/0F+rz2WPM88ZvwbPGf8zP2HPk4/Pz+NAJaBbMHHwk2CiUKEAoSChcKywlKCQUIhwY8BG4BOv5Z+ur2m/P78YTxNfLa8032cvlp/N3/ZwOYBQkI5ghfCmkK4Qp/Ck0KCgo0CcUIigfFBbcChf+A+8z3q/R68vbxY/Kt8zv2efgc/OP+sgL3BJcHCAkBCo0KtAqNCgYKxAkDCUsIGQctBaQCJf+F+7D3efSP8ljxw/Ex8yT1H/js+mb+qQGVBOAG+QhTCrcKJwvRCl0K6AlACYgIXAecBW0Co/8G/BT4KPVy8pjxhfFs8uz0y/cN+3j+BALgBBwHPwl5CkILgQs6C/gKYwrrCSQJ5QeEBrcDngDg/Az5aPVG88PxwPHb8m/0JPcd+mn9hgC4AzYGVQgLCnUKGQvUCkAKkAm0CV4I7AclBlIDkwCj/NT4u/Vb80vy2vG38p70PPdO+uX9XwGqBFIHGArmC3cMdQyeC80KeQmjCFYHnAVgA2gAGf3N+dr2hfQu86zylfJd84X1Nfh0+z3/vAI6BgwJSAvjDDsNvQzeC3MKSwn6B1oGFQQ+AQH+hvqH90f1bvPK8ofy7PJT9EX3O/oi/g8CMwVpCLsKmwwDDkgN6wxfCxMKZQjEBnMEjQEs/gb7w/cN9V/zXPIX8mjyufPt9RL5tvw9ABcEPAcLCn8M+w1oDgIO5AybCwgKLghBBhwDAwAk/Aj5BPbe887ycfIT8o7z4PTQ9y77t/6EAsYFswhWC/sMXQ4QDlsN9guOCswIngYUBLUAfv0B+gj3ofQX8zryJ/Jp8uXzBPYY+Y78RAClA5IGcAnEC/sMzw2MDawMVgvFCboHMAUyAoT+1fsT+Jr1zfOA8inyLPLX8vD0evel+pz+BgJlBVgItQqnDMgN0w2qDUsM1grWCH4GNgMrAGr8A/l79jP0AfMa8mbyqfIU9BT2/vih/CwAeAPCBkQJfwt7DeENTg5EDUMMqgrSCMsFtgLJ/pL7TfhM9b7zqfJ/8mzySfPX9Gf3qPrl/UYBOARYB3AJ+gvcDKENMw2EDFILhQkdB+4DpADZ/DL5YvYh9LbyNvK08WbyXfNY9Vv4AfwL/8QCcAWCCH8KLgygDN4MLAxvC4sJ2QcdBbsB/f0L+oH2+PMp8pPxT/GY8bTyQfQJ99v5Zv3jAPcDDQe0Cc0LNA2TDXkNNAwLCy4JBAf+A2AAYvzF+Kz14vIK8j7xdvHz8Uzz5/Vn+PP7Jv8mAgQFfAeqCdwLMgyUDCIMDwvjCcwHVAUaAv/9Fvp89rfznvHy8IvwH/Hw8Tj09fZB+gL+GwFZBC4HnwnXCyUNMA3gDBoMJgsuCRYHOgTGAJr8j/gs9czyHPGY8I/wTPEQ86v1/vhJ/Mb/9ALaBWsI2QqwDD4Npw0bDTIM5QodCWgGRgMs/xD7M/dD9F7yGvHB8OPwTvJj9Gf3p/qG/s8BqASsB/8J0QvyDOUMtgywC6MKfAl2B6AEAQFd/UD5+/Wv8/HxovEy8Ujy6PPv9sD5W/2WAIMDVwa9COIKTgyADAMMYAsoCkEJWQd2BQICxP6u+n/3z/Si8njx4PAh8ZHywfTF95r74/4wAlQFTwiACq0MTQ3ZDE4M9QokCnEIhQbeA6cA8/xa+d/2QvT/8rLxw/GB8vHzuPYz+mn9/wD/AyAHvQn8C3gNmQ0dDfcLJguVCV0I4AXOAhP/j/tZ+KT13POP8unxQvLm8in1RPhr+/v++gEUBf4H+AquDMoNXA2kDFoLTQodCWsH3ASUAQz+hvrb93T1rfNk8rTxIfJT8xL24fia/Mv/0AL8BdQIpwsQDaUN2wwwDPYK6gmFCE8GjAO+/0b8VPmQ9pT0GvMk8hHyp/JS9CH3ifq0/RQBEgSSB0QKVgzLDb8NygyWC4gKMQmSB0gFKQLM/qD7+/hO9n70ZfOV8lPyBvNL9dT3d/t0/ucB1wToB54KYgxFDYwMMgziCskJcQi3BisE3QCd/VD6//ey9f/zDPNT8oTyUvOg9X34HfwF/60CQgZiCQQMnQ0vDoUNlwxoCxwKbAgkBsgDEgAU/fT5s/eg9Rr0ZPOX8vbyLPSp9kT5tfwgAOkDtQa5CfULLQ0nDWYMUwslCqkIzAayBPoB6/5q+874w/YC9fXzTfO68kfzbfTQ9pb5Hv3zAHkEvgdhCqsMrQ2VDZ4MZwv8CW4IxAY3BJABcf5j+9v4svaH9X70wvOf85HzJfU/9xX6tv08Ae8ErAdsChsMAw2wDIILeQoCCWkHswWFA7cAp/3f+n/4fPZL9ZL0UPTN8z70hPUF+AL7pv4gApoFQAgUC4QM8AzeDNULuwrVCJ4HYgWfA2AA4/0M+8X46Pby9fD0t/Rx9Ir0OvZQ+KH7Df+XAusFtwjmClYMpQyLDMoLtgroCDsHpgUxA6EAwv1O+7D4Gvf49R/1//RX9Cz1YPbS+KH7Ov/xAsEFjwhjCrQL5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mediaID="Button7_cst_give code"/><costume name="put code" center-x="39" center-y="129" 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mediaID="Button7_cst_put code"/><costume name="skip" center-x="59" center-y="47" 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mediaID="Button7_cst_skip"/><costume name="cancel" center-x="75" center-y="33" 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mediaID="Button7_cst_cancel"/><costume name="continue" center-x="59" center-y="33" 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" mediaID="autodrum_cst_dr1"/><costume name="dr2" center-x="240" center-y="172" 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" mediaID="autodrum_cst_dr2"/><costume name="metronome_5756829" center-x="126" center-y="148" 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" 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" mediaID="metronome_cst_metronome_5756829(2)"/><sound name="Finger Snap" 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mediaID="metronome_snd_Finger Snap"/></media></snapdata>