<snapdata remixID="11069796"><project name="Final Project" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="79.65714285714239" y="59.396984924623155" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="25,16,255,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Bass Drum" center-x="27.5" center-y="9" image="data:image/png;base64,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" id="10"/></item><item><costume name="Snare Drum" center-x="33.5" center-y="9.5" 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id="11"/></item><item><costume name="Off" center-x="25" center-y="25" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAAAXNSR0IArs4c6QAAANxJREFUaEPtkiEOg1AUBB+cBgVXwKKoIbj6Gnqc3oMLYAkOFDdA1JPUkN5hk02hme9nkzfzk3vXPd/bdos0jcu+44ikapphnqYyy/PL3rEuSyRV2w6ffS9ffX/ZQx51zSGnqkeRU+WICIpQxGSAr2USK89SRFZnAiliEivPUkRWZwIpYhIrz1JEVmcCKWISK89SRFZnAiliEivPUkRWZwIpYhIrz1JEVmcCKWISK89SRFZnAiliEivPUkRWZwIpYhIrz1JEVmcCKWISK8/+X5F5HMusKGQjvwbXeY4vC9KHNVoK2xsAAAAASUVORK5CYII=" id="12"/></item><item><costume name="On" center-x="25" center-y="25" 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id="13"/></item><item><costume name="Highlighted" center-x="25" center-y="25" 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s="reportConcatenatedLists"><list><block s="reportNewList"><list><l>Half</l><l>Half</l><l>Half</l><l>Half</l><l>Half</l><l>Half</l><l>Half</l><l>Half</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>Quarter</l><l>Quarter</l><l>Quarter</l><l>Quarter</l><l>Quarter</l><l>Quarter</l><l>Quarter</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>Eighth</l><l>Eighth</l><l>Eighth</l><l>Eighth</l><l>Eighth</l><l>Eighth</l><l>Eighth</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l><l>Sixteenth</l></list></block><block s="reportNewList"><list><l>Whole</l></list></block></list></block></custom-block><custom-block s="%s Track %s Chords %s Durations"><l>organ</l><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>4</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>A</l><l>4</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>G</l><l>5</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>5</l><l>I</l></custom-block></list></block><block s="reportNewList"><list><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>4</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>A</l><l>4</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>G</l><l>5</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>5</l><l>I</l></custom-block></list></block><block s="reportNewList"><list><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>4</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>A</l><l>4</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>G</l><l>5</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>5</l><l>I</l></custom-block></list></block><block s="reportNewList"><list><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>4</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>A</l><l>4</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>G</l><l>5</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>5</l><l>I</l></custom-block></list></block><block s="reportNewList"><list><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>4</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>A</l><l>4</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>G</l><l>5</l><l>I</l></custom-block><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>5</l><l>I</l></custom-block></list></block><block s="reportNewList"><list><custom-block s="%s Major %s Octave %s Chord"><l>F</l><l>4</l><l>I</l></custom-block></list></block></list></block><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><l>Whole</l><l>Whole</l><l>Whole</l><l>Whole</l></list></block><block s="reportNewList"><list><l>Half</l><l>Half</l><l>Half</l><l>Half</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>Quarter</l><l>Quarter</l><l>Quarter</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>Eighth</l><l>Eighth</l><l>Eighth</l><l>Whole</l></list></block></list></block></custom-block></list><l>4/4</l></custom-block></script><script x="22.43261718749966" y="28.400000000000034"><block s="receiveGo"></block><block s="doPlaySoundUntilDone"><l>Final EDIS</l></block></script></scripts></sprite><watcher var="currentInstrument" style="normal" x="0.02555710879732942" y="0.025557108797546135" color="243,118,29" hidden="true"/><watcher var="List" style="normal" x="0.4327129531857281" y="0.4327129531860372" color="243,118,29" hidden="true"/><watcher var="ChordStartList" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70"/></sprites></stage><hidden> doSetInstrument doRest</hidden><headers></headers><code></code><blocks><block-definition s="%&apos;x&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="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="%&apos;note duration&apos; Note Length" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="note duration"/><custom-block s="Timing"></custom-block></custom-block></block></block></script></block-definition><block-definition s="Look Up %&apos;Key&apos; %&apos;List&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Key"/><block var="List"/></custom-block></block></block></script></block-definition><block-definition s="Scope %&apos;newValue&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%b"></input></inputs><script><block s="doDeclareVariables"><list><l>message</l></list></block><block s="doSetVar"><l>message</l><block s="reportJoinWords"><list><l>setScopeVisibility(</l><block var="newValue"/><l>)</l></list></block></block><custom-block s="SendMessageToSoundScope %s"><block var="message"/></custom-block></script></block-definition><block-definition s="Freeze %&apos;bool&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%b"></input></inputs><script><block s="doDeclareVariables"><list><l>message</l></list></block><block s="doSetVar"><l>message</l><block s="reportJoinWords"><list><l>setFreeze(</l><block var="bool"/><l>)</l></list></block></block><custom-block s="SendMessageToSoundScope %s"><block var="message"/></custom-block></script></block-definition><block-definition s="Timing" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><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>.375</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>.187</l></list></block></list></block></block></script></block-definition><block-definition s="create %&apos;scope&apos; var %&apos;names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="scope"/><l>script</l></block><script><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (!proc.homeContext.variables.vars[varName]) proc.homeContext.variables.addVar(varName);</l></block><list><block var="each item"/></list></block></script></block></script><script><block s="doDeclareVariables"><list><l>global</l></list></block><block s="doIfElse"><block s="reportEquals"><block var="scope"/><l>sprite</l></block><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>global</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (global &amp;&amp; !proc.homeContext.variables.parentFrame.parentFrame.vars[varName]) this.addVariable(varName, true);&#xD;if (!global &amp;&amp; !proc.homeContext.variables.parentFrame.vars[varName]) this.addVariable(varName, false);</l></block><list><block var="each item"/><block var="global"/></list></block></script></block><block s="doRun"><block s="reportJSFunction"><list></list><l>var ide = this.parentThatIsA(IDE_Morph);&#xD;ide.flushBlocksCache(&apos;variables&apos;); // b/c of inheritance&#xD;ide.refreshPalette();</l></block><list></list></block></script></block></script></block-definition><block-definition s="delete var %&apos;names&apos;" type="command" category="variables"><comment x="0" y="0" w="216.99999999999997" collapsed="false">This block deletes all the variables with the names given (inside input list).&#xD;&#xD;Each name will make only one variable deletion, and this will be the variable found following the scope order: &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos;.&#xD;&#xD;If we have a &quot;testing&quot; sprite variable and also a &quot;testing&quot; global one, deleting &quot;testing&quot; will delete only the sprite one (Yes! we can also do &quot;delete var (testing, testing)&quot; to delete both.&#xD;&#xD;If one variable does not exists (in any scope) an error happens, stopping block action in that point. You can check it before with the &quot;does var (name) exists?&quot;block. </comment><header></header><code></code><translations>pt:remove as variáveis _&#xD;ca:esborra les variables _&#xD;es:borrar variables _&#xD;de:löschen var _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (typeof proc.homeContext.variables.vars[varName] !== &apos;undefined&apos;) {&#xD;    delete proc.homeContext.variables.vars[varName];&#xD;} else if (this.deletableVariableNames().indexOf(varName) != -1) {&#xD;    this.deleteVariable(varName);&#xD;} else {&#xD;    throw new Error("variable doesn&apos;t exist: " + varName);&#xD;}</l></block><list><block var="each item"/></list></block></script></block><block s="doRun"><block s="reportJSFunction"><list></list><l>var ide = this.parentThatIsA(IDE_Morph);&#xD;ide.flushBlocksCache(&apos;variables&apos;); // b/c of inheritance&#xD;ide.refreshPalette();</l></block><list></list></block></script></block-definition><block-definition s="set var %&apos;name&apos; to %&apos;value&apos;" type="command" category="variables"><comment x="0" y="0" w="240.49316406249991" collapsed="false">This block sets the given value (last input) to the variable named with the name givent (var input).&#xD;&#xD;It looks for that variable following the scope order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos; (the first match it finds).&#xD;&#xD;If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the &quot;does var (name) exists?&quot; block. </comment><header></header><code></code><translations>ca:assigna a _ el valor _&#xD;es:asignar a _ el valor _&#xD;pt:altera _ para _&#xD;de:setze var _ auf _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>value</l><l>proc</l></list><l>if ((typeof varName) != "string") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;proc.homeContext.variables.setVar(varName, value);</l></block><list><block var="name"/><block var="value"/></list></block></script></block-definition><block-definition s="var %&apos;name&apos;" type="reporter" category="variables"><comment x="0" y="0" w="178.00000000000003" collapsed="false">This block reports the value of the variable with the name given.&#xD;&#xD;It looks for that variable following the scope order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos; (the first match it finds).&#xD;&#xD;If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the &quot;does var (name) exists?&quot; block. </comment><header></header><code></code><translations>pt:o valor de _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;return proc.homeContext.variables.getVar(varName);</l></block><list><block var="name"/></list></block></block></script></block-definition><block-definition s="does var %&apos;name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;return proc.homeContext.variables.silentFind(varName)? true:false;</l></block><list><block var="name"/></list></block></block></script></block-definition><block-definition s="show var %&apos;name&apos;" type="command" category="variables"><comment x="0" y="0" w="181" collapsed="false">This block turns on (show) the watcher view on stage (if it was not already activated) of the variable with the given name (slot input).&#xD;&#xD;It can only access to the closest variable scope (if there different variables with the same name in different scopes) following the order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos;.&#xD;&#xD;No errors if that variable does not exist.</comment><header></header><code></code><translations>ca:mostra la variable _&#xD;es:mostrar variable _&#xD;pt:mostra a variável _&#xD;de:zeige var _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><block var="name"/></custom-block><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>    var varFrame = proc.homeContext.variables,&#xD;        stage,&#xD;        watcher,&#xD;        target,&#xD;        label,&#xD;        others,&#xD;        isGlobal,&#xD;        name = varName;&#xD;&#xD;    if (name instanceof Context) {&#xD;        if (name.expression.selector === &apos;reportGetVar&apos;) {&#xD;            name = name.expression.blockSpec;&#xD;        } else {&#xD;            proc.doChangePrimitiveVisibility(name.expression, false);&#xD;            return;&#xD;        }&#xD;    }&#xD;    if (proc.homeContext.receiver) {&#xD;        stage = proc.homeContext.receiver.parentThatIsA(StageMorph);&#xD;        if (stage) {&#xD;            target = varFrame.silentFind(name);&#xD;            if (!target) {return; }&#xD;            // first try to find an existing (hidden) watcher&#xD;            watcher = detect(&#xD;                stage.children,&#xD;                morph =&gt; morph instanceof WatcherMorph &amp;&amp;&#xD;                    morph.target === target &amp;&amp;&#xD;                        morph.getter === name&#xD;            );&#xD;            if (watcher !== null) {&#xD;                watcher.show();&#xD;                watcher.fixLayout(); // re-hide hidden parts&#xD;                return;&#xD;            }&#xD;            // if no watcher exists, create a new one&#xD;            isGlobal = contains(&#xD;                proc.homeContext.receiver.globalVariables().names(),&#xD;                varName&#xD;            );&#xD;            if (isGlobal || target.owner) {&#xD;                label = name;&#xD;            } else {&#xD;                label = name + &apos; &apos; + localize(&apos;(temporary)&apos;);&#xD;            }&#xD;            watcher = new WatcherMorph(&#xD;                label,&#xD;                SpriteMorph.prototype.blockColor.variables,&#xD;                target,&#xD;                name&#xD;            );&#xD;            watcher.setPosition(stage.position().add(10));&#xD;            others = stage.watchers(watcher.left());&#xD;            if (others.length &gt; 0) {&#xD;                watcher.setTop(others[others.length - 1].bottom());&#xD;            }&#xD;            stage.add(watcher);&#xD;            watcher.fixLayout();&#xD;        }&#xD;    }</l></block><list><block var="name"/></list></block></script></block></script></block-definition><block-definition s="hide var %&apos;name&apos;" type="command" category="variables"><comment x="0" y="0" w="181" collapsed="false">This block turns off (hide) the watcher view on stage (if it was not already activated) of the variable with the given name (slot input).&#xD;&#xD;It can only access to the closest variable scope (if there different variables with the same name in different scopes) following the order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos;.&#xD;&#xD;No errors if that variable does not exist.</comment><header></header><code></code><translations>ca:amaga la variable _&#xD;es:esconder variable _&#xD;pt:esconde a variável _&#xD;de:verstecke var _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><block var="name"/></custom-block><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>    // to delete all temporary watchers, use the primitive "hide" with no inputs&#xD;    var varFrame = proc.homeContext.variables,&#xD;        stage,&#xD;        watcher,&#xD;        target,&#xD;        name = varName;&#xD;&#xD;    if (name instanceof Context) {&#xD;        if (name.expression.selector === &apos;reportGetVar&apos;) {&#xD;            name = name.expression.blockSpec;&#xD;        } else {&#xD;            proc.doChangePrimitiveVisibility(name.expression, true);&#xD;            return;&#xD;        }&#xD;    }&#xD;    if (!name) {&#xD;        proc.doRemoveTemporaries();&#xD;        return;&#xD;    }&#xD;    if (proc.homeContext.receiver) {&#xD;        stage = proc.homeContext.receiver.parentThatIsA(StageMorph);&#xD;        if (stage) {&#xD;            target = varFrame.find(name);&#xD;            watcher = detect(&#xD;                stage.children,&#xD;                morph =&gt; morph instanceof WatcherMorph &amp;&amp;&#xD;                    morph.target === target &amp;&amp;&#xD;                        morph.getter === name&#xD;            );&#xD;            if (watcher !== null) {&#xD;                if (watcher.isTemporary()) {&#xD;                    watcher.destroy();&#xD;                } else {&#xD;                    watcher.hide();&#xD;                }&#xD;            }&#xD;        }&#xD;    }&#xD;</l></block><list><block var="name"/></list></block></script></block></script></block-definition><block-definition s="SendMessageToSoundScope %&apos;message&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>message</l></list><l>window.parent.postMessage(message, "*");</l></block><list><block var="message"/></list></block><block s="doBroadcast"><block var="message"/></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="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:o som _&#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="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="191.99999999999997" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations>pt:$circleSolid-1-255-0-0 uma nova gravação&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>test</l><l>pic</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var soundRecorder,&#xD;    result = false;&#xD;&#xD;soundRecorder = new SoundRecorderDialogMorph(&#xD;    function (audio) {&#xD;        if (audio) {&#xD;            result = new Sound(audio, &apos;recording&apos;);&#xD;        } else {&#xD;            result = null;&#xD;            this.destroy();&#xD;        }&#xD;    }&#xD;);&#xD;&#xD;soundRecorder.cancel = function () {&#xD;    result = null;&#xD;    this.destroy();&#xD;};&#xD;&#xD;soundRecorder.key = &apos;microphone&apos;;&#xD;soundRecorder.popUp(this.world());&#xD;return function () {return result; };</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="test"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="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;</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="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></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="reportListLength"><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></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><l>Stage</l></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="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>0.5</l></block><block s="reportSum"><block s="reportProduct"><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></block><block var="offset"/></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><l>Stage</l></block><l>-2</l></block></block></script></block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListLength"><block var="samples"/></block><block s="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></block></block></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></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="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>2</l></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>0.5</l></block><block s="reportProduct"><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></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="other"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg);</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="Play Tracks %&apos;tracks&apos; Time Signature: %&apos;timeSignature&apos;" type="command" category="control"><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><block s="doRun"><block s="reportJSFunction"><list><l>tracks,timeSignature,tempo</l></list><l>window.parent.playTracks &amp;&amp; window.parent.playTracks(tracks, timeSignature, tempo)</l></block><list><block var="tracks"/><block var="timeSignature"/><block s="getTempo"></block></list></block></script></block-definition><block-definition s="Position of Notes in Major Scale" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>3</l><l>5</l><l>6</l><l>8</l><l>10</l><l>12</l></list></block></block></script></block-definition><block-definition s="Position of Notes in Minor Scale" type="reporter" category="other"><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>8</l><l>9</l><l>11</l></list></block></block></script></block-definition><block-definition s="Notes of %&apos;Scale&apos; before %&apos;Note&apos;" type="reporter" category="other"><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="reportListLength"><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 %&apos;Scale&apos; after %&apos;Note&apos;" type="reporter" category="other"><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="reportListLength"><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="%&apos;Note&apos; Diminished Scale" type="reporter" category="other"><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 %s after %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block><custom-block s="Notes of %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="248.79622395833348" 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="Position of Notes in Diminished Scale" type="reporter" category="other"><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="%&apos;Note&apos; Diminished Chord %&apos;Octave&apos; Octave" type="reporter" category="other"><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="%s Diminished Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="%s Diminished Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="%s Diminished Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Roman Numeral Conversion" type="reporter" category="other"><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>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></list></block></block></script></block-definition><block-definition s="Converted %&apos;Roman Numeral&apos; Roman Numeral" type="reporter" category="other"><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 Scale %&apos;Octave&apos; Octave" type="reporter" category="other"><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 %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="reportSum"><block var="Octave"/><l>1</l></block></list></block></autolambda><list></list></block><custom-block s="Notes of %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="Set Instrument To %&apos;instrument name&apos;" type="command" category="sound"><comment x="0" y="0" w="90" collapsed="false">Sets the global instrument used for playing notes to the selected instrument.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>piano&#xD;organ&#xD;acoustic guitar&#xD;electric guitar&#xD;electric bass (finger)&#xD;ukulele&#xD;banjo&#xD;violin&#xD;cello&#xD;bass drum&#xD;snare&#xD;mid tom&#xD;high tom&#xD;crash cymbal&#xD;closed hi-hat&#xD;open hi-hat&#xD;cabasa</options></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>instrumentName</l></list><l>window.parent.changeInstrument &amp;&amp; window.parent.changeInstrument(instrumentName)</l></block><list><block var="instrument name"/></list></block><block s="doIfElse"><custom-block s="does var %s exist?"><l>currentInstrument</l></custom-block><script><block s="doWaitUntil"><block s="reportIsIdentical"><block var="currentInstrument"/><block var="instrument name"/></block></block></script><script><block s="doWait"><l>0.1</l></block></script></block></script></block-definition><block-definition s="Set Volume To %&apos;Percent&apos; %" type="command" category="sound"><comment x="0" y="0" w="402.99999999999994" collapsed="false">Sets the global volume percentage used when playing notes to the provided value. </comment><header></header><code></code><translations></translations><inputs><input type="%n">50</input></inputs><script><block s="doDeclareVariables"><list><l>message</l></list></block><block s="doSetVar"><l>message</l><block s="reportJoinWords"><list><l>setVolumePercent(</l><block var="Percent"/><l>)</l></list></block></block><custom-block s="SendMessageToSoundScope %s"><block var="message"/></custom-block></script></block-definition><block-definition s="Set Volume of Instrument %&apos;Instrument&apos; to %&apos;VolumePercent&apos; %" type="command" category="sound"><comment x="0" y="0" w="243.00000000000003" collapsed="false">Sets the default volume percentage of the selected instrument to the specified number.</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true"><options>acoustic guitar&#xD;electric guitar&#xD;piano&#xD;organ&#xD;banjo&#xD;electric bass (finger)&#xD;ukulele&#xD;cabasa&#xD;snare&#xD;bass drum&#xD;closed hi-hat&#xD;open hi-hat&#xD;mid tom&#xD;high tom&#xD;crash cymbal</options></input><input type="%n">50</input></inputs><script><block s="doDeclareVariables"><list><l>message</l></list></block><block s="doSetVar"><l>message</l><block s="reportJoinWords"><list><l>setVolumeOfInstrument(</l><block var="Instrument"/><l>,</l><block var="VolumePercent"/><l>)</l></list></block></block><custom-block s="SendMessageToSoundScope %s"><block var="message"/></custom-block></script></block-definition><block-definition s="Play %&apos;Note&apos; for %&apos;Note Length&apos; Note Length" type="command" category="sound"><comment x="0" y="0" w="714" collapsed="false">Starts to play the selected note for the specified number of seconds. A full list of acceptable notes can be found by using the dropdown. This block does not wait for the selected note to finish playing.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>C2&#xD;C#2&#xD;D2&#xD;D#2&#xD;E2&#xD;F2&#xD;F#2&#xD;G2&#xD;G#2&#xD;A2&#xD;A#2&#xD;B2&#xD;C3&#xD;C#3&#xD;D3&#xD;D#3&#xD;E3&#xD;F3&#xD;F#3&#xD;G3&#xD;G#3&#xD;A3&#xD;A#3&#xD;B3&#xD;C4&#xD;C#4&#xD;D4&#xD;D#4&#xD;E4&#xD;F4&#xD;F#4&#xD;G4&#xD;G#4&#xD;A4&#xD;A#4&#xD;B4&#xD;C5&#xD;C#5&#xD;D5&#xD;D#5&#xD;E5&#xD;F5&#xD;F#5&#xD;G5&#xD;G#5&#xD;A5&#xD;A#5&#xD;B5</options></input><input type="%txt" readonly="true"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;Dotted Thirtysecond</options></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>note</l><l>noteLength</l></list><l>window.parent.playNote &amp;&amp; window.parent.playNote(note, noteLength)</l></block><list><block var="Note"/><custom-block s="%txt Note Length"><block var="Note Length"/></custom-block></list></block></script></block-definition><block-definition s="Play %&apos;Note&apos; For %&apos;Duration&apos; Note Length and Wait" type="command" category="sound"><comment x="0" y="0" w="638" collapsed="false">Plays the selected note for the specified number of seconds. A full list of acceptable notes can be found by using the dropdown. This block waits for the selected note to finish playing.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>C2&#xD;C#2&#xD;D2&#xD;D#2&#xD;E2&#xD;F2&#xD;F#2&#xD;G2&#xD;G#2&#xD;A2&#xD;A#2&#xD;B2&#xD;C3&#xD;C#3&#xD;D3&#xD;D#3&#xD;E3&#xD;F3&#xD;F#3&#xD;G3&#xD;G#3&#xD;A3&#xD;A#3&#xD;B3&#xD;C4&#xD;C#4&#xD;D4&#xD;D#4&#xD;E4&#xD;F4&#xD;F#4&#xD;G4&#xD;G#4&#xD;A4&#xD;A#4&#xD;B4&#xD;C5&#xD;C#5&#xD;D5&#xD;D#5&#xD;E5&#xD;F5&#xD;F#5&#xD;G5&#xD;G#5&#xD;A5&#xD;A#5&#xD;B5</options></input><input type="%txt" readonly="true"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;Dotted Thirtysecond</options></input></inputs><script><custom-block s="Play %txt for %txt Note Length"><block var="Note"/><block var="Duration"/></custom-block><custom-block s="Rest for %s Length of Time"><block var="Duration"/></custom-block></script></block-definition><block-definition s="Rest for %&apos;Length&apos; Length of Time" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;Dotted Thirtysecond</options></input></inputs><script><block s="doWait"><block s="reportProduct"><custom-block s="%txt Note Length"><block var="Length"/></custom-block><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></block></block></script></block-definition><block-definition s="Chromatic Scale" type="reporter" category="sound"><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="Chromatic Scale Beginning with %&apos;Note&apos; (Initial Note)" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Scale</l></list></block><block s="doSetVar"><l>Scale</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><custom-block s="Position of %s Note in the Chromatic Scale"><block var="Note"/></custom-block><l>12</l><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><custom-block s="Chromatic Scale"></custom-block></block><block var="Scale"/></block></script></block><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><custom-block s="Position of %s Note in the Chromatic Scale"><block var="Note"/></custom-block><l>1</l></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><custom-block s="Chromatic Scale"></custom-block></block><block var="Scale"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="Note"/><l>C</l></block><script><block s="doRepeat"><l>2</l><script><block s="doDeleteFromList"><l><option>last</option></l><block var="Scale"/></block></script></block></script></block><block s="doReport"><block var="Scale"/></block></script></block-definition><block-definition s="Position of %&apos;Note&apos; Note in the Chromatic Scale" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><l>12</l><script><block s="doIf"><block s="reportEquals"><block var="Note"/><block s="reportListItem"><block var="i"/><custom-block s="Chromatic Scale"></custom-block></block></block><script><block s="doReport"><block var="i"/></block></script></block></script></block></script></block-definition><block-definition s="%&apos;Note&apos; Major Scale %&apos;Octave&apos; Octave %&apos;Position&apos; Note Position" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><block var="Position"/><custom-block s="%s Major Scale"><block var="Note"/></custom-block></block><block var="Octave"/></list></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Minor Scale %&apos;Octave&apos; Octave %&apos;Position&apos; Note Position" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><block var="Position"/><l/></block><block var="Octave"/></list></block></block></script></block-definition><block-definition s="%&apos;Instrument&apos; Track %&apos;notes&apos; Notes %&apos;durations&apos; Durations" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>piano&#xD;organ&#xD;acoustic guitar&#xD;electric guitar&#xD;electric bass (finger)&#xD;ukulele&#xD;banjo&#xD;violin&#xD;cello</options></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="notes"/><block var="durations"/><block var="Instrument"/><l>melody</l></list></block></block></script></block-definition><block-definition s="%&apos;Instrument&apos; Track Repeat %&apos;notes&apos; Notes %&apos;Durations&apos; Durations until Done" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>piano&#xD;organ&#xD;acoustic guitar&#xD;electric guitar&#xD;electric bass (finger)&#xD;ukulele&#xD;banjo&#xD;violin&#xD;cello</options></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="notes"/><block var="Durations"/><block var="Instrument"/><l>drum loop</l></list></block></block></script></block-definition><block-definition s="Tone Number %&apos;Number&apos; %&apos;newOn&apos; On/Off" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%b"></input></inputs><script><block s="doDeclareVariables"><list><l>message</l></list></block><block s="doSetVar"><l>message</l><block s="reportJoinWords"><list><l>toggleOscillator(</l><block var="Number"/><l>,</l><block var="newOn"/><l>)</l></list></block></block><custom-block s="SendMessageToSoundScope %s"><block var="message"/></custom-block></script></block-definition><block-definition s="Tone Number %&apos;number&apos; Frequency %&apos;frequency&apos; Amplitude %&apos;amplitude&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>message</l></list></block><block s="doSetVar"><l>message</l><block s="reportJoinWords"><list><l>modifyOscillator(</l><block var="number"/><l>,</l><block var="frequency"/><l>,</l><block var="amplitude"/><l>)</l></list></block></block><custom-block s="SendMessageToSoundScope %s"><block var="message"/></custom-block></script></block-definition><block-definition s="Tone Off" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><l>10</l><script><custom-block s="Tone Number %s %b On/Off"><block var="i"/><l><bool>false</bool></l></custom-block></script></block></script></block></script></block-definition><block-definition s="Get Octave %&apos;Notation&apos; from Scientific Notation" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportLetter"><l><option>last</option></l><block var="Notation"/></block></block></script></block-definition><block-definition s="Get Note %&apos;Notation&apos; from Scientific Notation" type="reporter" category="other"><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="List of Minor Scales" type="reporter" category="other"><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>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="List of Major Scales" type="reporter" category="other"><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>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>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="%&apos;Note&apos; Major Scale" type="reporter" category="sound"><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="%&apos;Note&apos; Major Scale %&apos;Octave&apos; Octave" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></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="%s Major Scale Index"><block var="Note"/></custom-block></block><custom-block s="%s Major Scale"><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="%s Major Scale Index"><block var="Note"/></custom-block></block><custom-block s="%s Major Scale"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportSum"><block var="Octave"/><l>1</l></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportSum"><custom-block s="%s Major Scale Index"><block var="Note"/></custom-block><l>1</l></block><l>7</l></block><custom-block s="%s Major Scale"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Interval between %&apos;Note A&apos; Note 1 %&apos;Note B&apos; Note 2 %&apos;Scale&apos; Major Scale" type="reporter" category="sound"><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>Position 1</l><l>Position 2</l></list></block><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="%s Major Scale %s Octave"><block var="Scale"/><block var="i"/></custom-block></list></block></block></script></block><block s="doFor"><l>j</l><l>1</l><block s="reportListLength"><block var="List"/></block><script><block s="doIf"><block s="reportEquals"><block var="Note A"/><block s="reportListItem"><block var="j"/><block var="List"/></block></block><script><block s="doSetVar"><l>Position 1</l><block var="j"/></block></script></block></script></block><block s="doFor"><l>k</l><l>1</l><block s="reportListLength"><block var="List"/></block><script><block s="doIf"><block s="reportEquals"><block var="Note B"/><block s="reportListItem"><block var="k"/><block var="List"/></block></block><script><block s="doSetVar"><l>Position 2</l><block var="k"/></block></script></block></script></block><block s="doReport"><block s="reportDifference"><block var="Position 2"/><block var="Position 1"/></block></block></script></block-definition><block-definition s="%&apos;Scale&apos; Major Scale Index" type="reporter" category="other"><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="%&apos;Minor&apos; Minor Scale Index" type="reporter" category="other"><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="Minor"/><custom-block s="List of Minor Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Minor Scale" type="reporter" category="sound"><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;Note&apos; Minor Scale %&apos;Octave&apos; Octave" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></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="%s Minor Scale Index"><block var="Note"/></custom-block></block><custom-block s="%s Minor Scale"><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="%s Minor Scale Index"><block var="Note"/></custom-block></block><custom-block s="%s Minor Scale"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportSum"><block var="Octave"/><l>1</l></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportSum"><custom-block s="%s Minor Scale Index"><block var="Note"/></custom-block><l>1</l></block><l>7</l></block><custom-block s="%s Minor Scale"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Graph Notes in the %&apos;Scale&apos; Major Scale" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="Graph Notes Setup"></custom-block><block s="doDeclareVariables"><list><l>Interval</l></list></block><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListLength"><block var="Note List"/></block><l>1</l></block><script><block s="doSetVar"><l>Interval</l><custom-block s="Interval between %s Note 1 %s Note 2 %s Major Scale"><block s="reportListItem"><block var="i"/><block var="Note List"/></block><block s="reportListItem"><block s="reportSum"><block var="i"/><l>1</l></block><block var="Note List"/></block><block var="Scale"/></custom-block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportMonadic"><l><option>abs</option></l><block var="Interval"/></block><l>2</l></block><script><block s="setColor"><color>243,0,39,1</color></block></script><script><block s="setColor"><color>25,16,255,1</color></block></script></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>50</l></block><block s="reportSum"><block s="yPosition"></block><block s="reportProduct"><block var="Interval"/><l>10</l></block></block></block><custom-block s="Dot"></custom-block></script></block></script></block></script></block-definition><block-definition s="Graph Notes Setup" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><block s="reportSum"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>20</l></block><l>0</l></block><block s="setColor"><color>25,16,255,1</color></block><custom-block s="Dot"></custom-block><block s="hide"></block></script></block-definition><block-definition s="Dot" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setSize"><l>10</l></block><block s="forward"><l>0</l></block><block s="setSize"><l>1</l></block></script></block-definition><block-definition s="Scale %&apos;Sequence&apos; Sequence" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note List</l></list></block><block s="doSetVar"><l>Note List</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListLength"><block var="Sequence"/></block><script><block s="doSetVar"><l>Note List</l><block s="reportConcatenatedLists"><list><block var="Note List"/><l/></list></block></block></script></block><block s="doReport"><block var="Note List"/></block></script></block-definition><block-definition s="%&apos;Note&apos; Minor Triad %&apos;Octave&apos; Octave + %&apos;Fourth Note&apos; Note" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><custom-block s="%s Minor Triad %s Octave"><block var="Note"/><block var="Octave"/></custom-block><block s="reportNewList"><list><block var="Fourth Note"/></list></block></list></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Minor Triad %&apos;Octave&apos; Octave" type="reporter" category="sound"><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="%s Minor Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="%s Minor Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="%s Minor Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Play %&apos;Note List&apos; Notes" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block s="reportListLength"><block var="Note List"/></block><script><custom-block s="Play %txt For %txt Note Length and Wait"><block s="reportListItem"><block var="i"/><block var="Note List"/></block><l>Quarter</l></custom-block></script></block></script></block-definition><block-definition s="%&apos;Note&apos; Major Triad %&apos;Octave&apos; Octave + %&apos;Fourth Note&apos; Note" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><custom-block s="%s Major Triad %s Octave"><block var="Note"/><block var="Octave"/></custom-block><block s="reportNewList"><list><block var="Fourth Note"/></list></block></list></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Major Triad %&apos;Octave&apos; Octave" type="reporter" category="sound"><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="%s Major Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="%s Major Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="%s Major Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Note %&apos;Note&apos; Octave %&apos;Octave&apos; Modifier %&apos;Modifier&apos;" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s">C<options>A&#xD;B&#xD;C&#xD;D&#xD;E&#xD;F&#xD;G</options></input><input type="%n">4<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true"><options>#&#xD;b</options></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="Modifier"/><l></l></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block var="Note"/><block var="Modifier"/><block var="Octave"/></list></block></block></script></block></script></block-definition><block-definition s="%&apos;Pattern&apos; Chord Pattern Repeated %&apos;Times&apos; Times" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Chord Pattern</l></list></block><block s="doSetVar"><l>Chord Pattern</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block var="Times"/><script><block s="doSetVar"><l>Chord Pattern</l><block s="reportConcatenatedLists"><list><block var="Chord Pattern"/><block var="Pattern"/></list></block></block></script></block><block s="doReport"><block var="Chord Pattern"/></block></script></block-definition><block-definition s="%&apos;Chords&apos; Chord Sequence with Chords Played %&apos;Times&apos; Times Each" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Chord List</l></list></block><block s="doSetVar"><l>Chord List</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListLength"><block var="Chords"/></block><script><block s="doRepeat"><block var="Times"/><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Chords"/></block><block var="Chord List"/></block></script></block></script></block><block s="doReport"><block var="Chord List"/></block></script></block-definition><block-definition s="%&apos;Instrument&apos; Track %&apos;chords&apos; Chords %&apos;durations&apos; Durations" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>piano&#xD;organ&#xD;acoustic guitar&#xD;electric guitar&#xD;electric bass (finger)&#xD;ukulele&#xD;banjo&#xD;violin&#xD;cello</options></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="chords"/><block var="durations"/><block var="Instrument"/><l>chords</l></list></block></block></script></block-definition><block-definition s="Play Chord %&apos;Chord&apos; for Duration %&apos;Duration&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s" readonly="true"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;Dotted Thirtysecond</options></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block s="reportListLength"><block var="Chord"/></block><script><custom-block s="Play %txt for %txt Note Length"><block s="reportListItem"><block var="i"/><block var="Chord"/></block><block var="Duration"/></custom-block></script></block><custom-block s="Rest for %s Length of Time"><block var="Duration"/></custom-block></script></block-definition><block-definition s="%&apos;Note&apos; Major %&apos;Octave&apos; Octave %&apos;Roman Numeral&apos; Chord" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s" readonly="true"><options>I&#xD;ii&#xD;iii&#xD;IV&#xD;V&#xD;vi&#xD;vii</options></input></inputs><script><block s="doIf"><block s="reportListContainsItem"><custom-block s="Major Scale - Major Chords"></custom-block><custom-block s="Converted %s Roman Numeral"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="%s Major/Major %s Octave %s Chord Position"><block var="Note"/><block var="Octave"/><custom-block s="Converted %s Roman Numeral"><block var="Roman Numeral"/></custom-block></custom-block></block></script></block><block s="doIf"><block s="reportListContainsItem"><custom-block s="Major Scale - Minor Chords"></custom-block><custom-block s="Converted %s Roman Numeral"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="%s Major/Minor %s Octave %s Chord Position"><block var="Note"/><block var="Octave"/><custom-block s="Converted %s Roman Numeral"><block var="Roman Numeral"/></custom-block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><custom-block s="Converted %s Roman Numeral"><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="%s Diminished Scale"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script></block></script></block-definition><block-definition s="%&apos;Note&apos; Minor %&apos;Octave&apos; Octave %&apos;Roman Numeral&apos; Chord" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s" readonly="true"><options>i&#xD;ii&#xD;III&#xD;iv&#xD;v&#xD;VI&#xD;VII</options></input></inputs><script><block s="doIf"><block s="reportListContainsItem"><custom-block s="Minor Scale - Major Chords"></custom-block><custom-block s="Converted %s Roman Numeral"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="%s Minor/Major %s Octave %s Chord Position"><block var="Note"/><block var="Octave"/><custom-block s="Converted %s Roman Numeral"><block var="Roman Numeral"/></custom-block></custom-block></block></script></block><block s="doIf"><block s="reportListContainsItem"><custom-block s="Minor Scale - Minor Chords"></custom-block><custom-block s="Converted %s Roman Numeral"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="%s Minor/Minor %s Octave %s Chord Position"><block var="Note"/><block var="Octave"/><custom-block s="Converted %s Roman Numeral"><block var="Roman Numeral"/></custom-block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><custom-block s="Converted %s Roman Numeral"><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="%s Diminished Scale"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script></block></script></block-definition><block-definition s="%&apos;Instrument&apos; Track Repeat %&apos;chords&apos; Chords %&apos;durations&apos; Durations until Done" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>piano&#xD;organ&#xD;acoustic guitar&#xD;electric guitar&#xD;electric bass (finger)&#xD;ukulele&#xD;banjo&#xD;violin&#xD;cello</options></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="chords"/><block var="durations"/><block var="Instrument"/><l>chord loop</l></list></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Major Chord %&apos;Octave&apos; Octave (Dependency)" type="reporter" category="other"><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"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="%s Major Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="%s Major Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="%s Major Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Minor Chord %&apos;Octave&apos; Octave (Dependency)" type="reporter" category="other"><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"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="%s Minor Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="%s Minor Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="%s Minor Scale %s Octave"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Major/Major %&apos;Octave&apos; Octave %&apos;Position&apos; Chord Position" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="%s Major Chord %s Octave (Dependency)"><block s="reportListItem"><block var="Position"/><custom-block s="%s Major Scale"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block><comment w="235.83333333333334" collapsed="false">Given a starting scale and octave, this block will find the corresponding chord for each note in that scale.</comment></block></script></block-definition><block-definition s="%&apos;Note&apos; Major/Minor %&apos;Octave&apos; Octave %&apos;Position&apos; Chord Position" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="%s Minor Chord %s Octave (Dependency)"><block s="reportListItem"><block var="Position"/><custom-block s="%s Major Scale"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block><comment w="107.5" collapsed="false">Given a starting scale and octave, this block will find the corresponding chord for each note in that scale.</comment></block></script></block-definition><block-definition s="%&apos;Note&apos; Minor/Major %&apos;Octave&apos; Octave %&apos;Position&apos; Chord Position" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="%s Major Chord %s Octave (Dependency)"><block s="reportListItem"><block var="Position"/><custom-block s="%s Minor Scale"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block><comment w="235.83333333333334" collapsed="false">Given a starting scale and octave, this block will find the corresponding chord for each note in that scale.</comment></block></script></block-definition><block-definition s="%&apos;Note&apos; Minor/Minor %&apos;Octave&apos; Octave %&apos;Position&apos; Chord Position" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="%s Minor Chord %s Octave (Dependency)"><block s="reportListItem"><block var="Position"/><custom-block s="%s Minor Scale"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block><comment w="107.5" collapsed="false">Given a starting scale and octave, this block will find the corresponding chord for each note in that scale.</comment></block></script></block-definition><block-definition s="Minor Scale - Major Chords" type="reporter" category="other"><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 Scale - Minor Chords" type="reporter" category="other"><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="Major Scale - Major Chords" type="reporter" category="other"><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="Major Scale - Minor Chords" type="reporter" category="other"><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 Chord %&apos;Scale&apos; Scale %&apos;Octave&apos; Octave" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>List of Notes</l></list></block><custom-block s="turbo %cs"><script><block s="doSetVar"><l>List of Notes</l><block s="reportNewList"><list></list></block></block><block s="doAddToList"><block s="reportListItem"><l>1</l><custom-block s="%s Major Scale %s Octave"><block var="Scale"/><block var="Octave"/></custom-block></block><block var="List of Notes"/></block><block s="doAddToList"><block s="reportListItem"><l>3</l><custom-block s="%s Major Scale %s Octave"><block var="Scale"/><block var="Octave"/></custom-block></block><block var="List of Notes"/></block><block s="doAddToList"><block s="reportListItem"><l>5</l><custom-block s="%s Major Scale %s Octave"><block var="Scale"/><block var="Octave"/></custom-block></block><block var="List of Notes"/></block><block s="doReport"><block var="List of Notes"/></block></script></custom-block></script></block-definition></blocks><variables><variable name="currentInstrument"><l>piano</l></variable><variable name="List"><list struct="atomic" id="3420">F1,G1,A1,Bb1,C2,D2,E2,F2,G2,A2,Bb2,C3,D3,E3,F3,G3,A3,Bb3,C4,D4,E4,F4,G4,A4,Bb4,C5,D5,E5,F5,G5,A5,Bb5,C6,D6,E6,F6,G6,A6,Bb6,C7,D7,E7,F7,G7,A7,Bb7,C8,D8,E8</list></variable><variable name="ChordStartList"><list struct="atomic" id="3421">I,ii,iii,vi</list></variable></variables></project><media name="Final Project" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>