<snapdata remixID="11922923"><project name="Closing Pipe Illusion" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>Feel free to import these blocks onto your computer.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Closing Pipe Illusion"><notes>Feel free to import these blocks onto your computer.</notes><palette><category name="Motion Blocks" color="7,0,133,1"/><category name="Handy Loops" color="0,66,2,1"/><category name="Looks Blocks" color="0,0,0,1"/><category name="Pen Blocks" color="168,0,114,1"/><category name="Math Blocks" color="0,116,143,1"/><category name="Sound + Speach Blocks" color="148,0,6,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Touching Edge" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Calculater %&apos;form&apos; %&apos;Number1&apos; / or + or - or x %&apos;Number2&apos;" type="reporter" category="Math Blocks"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true"><options>Multiplication&#xD;Subtraction&#xD;Division&#xD;Addition</options></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="form"/><l>Multiplication</l></block><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="Number1"/><block var="Number2"/></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="form"/><l>Division</l></block><script><block s="doReport"><block s="reportQuotient"><block var="Number1"/><block var="Number2"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="form"/><l>Subtraction</l></block><script><block s="doReport"><block s="reportDifference"><block var="Number1"/><block var="Number2"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="form"/><l>Addition</l></block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="Number1"/><block var="Number2"/></list></block></block></script></block></script></block-definition><block-definition s="Forever In Parallel %&apos;Loop1&apos; %&apos;Loop2&apos; %&apos;Loop3&apos; %&apos;Loop4&apos; %&apos;Loop5&apos;" type="command" category="Handy Loops"><header></header><code></code><translations></translations><inputs><input type="%cs"></input><input type="%cs"></input><input type="%cs"></input><input type="%cs"></input><input type="%cs"></input></inputs><script><block s="fork"><block s="reifyScript"><script><block s="doForever"><script><block s="doRun"><block var="Loop1"/><list></list></block></script></block></script><list></list></block><list></list></block><block s="fork"><block s="reifyScript"><script><block s="doForever"><script><block s="doRun"><block var="Loop2"/><list></list></block></script></block></script><list></list></block><list></list></block><block s="fork"><block s="reifyScript"><script><block s="doForever"><script><block s="doRun"><block var="Loop3"/><list></list></block></script></block></script><list></list></block><list></list></block><block s="fork"><block s="reifyScript"><script><block s="doForever"><script><block s="doRun"><block var="Loop4"/><list></list></block></script></block></script><list></list></block><list></list></block><block s="fork"><block s="reifyScript"><script><block s="doForever"><script><block s="doRun"><block var="Loop5"/><list></list></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="Go Back One Costume" type="command" category="Looks Blocks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><block s="reportDifference"><l></l><l>1</l></block></block></script></block-definition><block-definition s="Switch to Costume Pick Random %&apos;number1&apos; - %&apos;number2&apos;" type="command" category="Looks Blocks"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">5</input></inputs><script><block s="doSwitchToCostume"><block s="reportRandom"><block var="number1"/><block var="number2"/></block></block></script></block-definition><block-definition s="Glide %&apos;seconds&apos; seconds Randomly around stage" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs><input type="%n">5</input></inputs><script><block s="doGlide"><block var="seconds"/><block s="reportRandom"><l>240</l><l>-240</l></block><block s="reportRandom"><l>180</l><l>-180</l></block></block></script></block-definition><block-definition s="Pick Random X. Y: %&apos;Y&apos;" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs><input type="%n">0</input></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-230</l><l>230</l></block></block><block s="setYPosition"><block var="Y"/></block></script></block-definition><block-definition s="Pick Random Y. X: %&apos;X&apos;" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs><input type="%n">0</input></inputs><script><block s="setXPosition"><block var="X"/></block><block s="setYPosition"><block s="reportRandom"><l>160</l><l>-160</l></block></block></script></block-definition><block-definition s="Pick Random Position" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-230</l><l>230</l></block></block><block s="setYPosition"><block s="reportRandom"><l>160</l><l>-160</l></block></block></script></block-definition><block-definition s="Glide Random Seconds Randomly around stage" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doGlide"><block s="reportRandom"><l>1</l><l>10</l></block><block s="reportRandom"><l>240</l><l>-240</l></block><block s="reportRandom"><l>180</l><l>-180</l></block></block></script></block-definition><block-definition s="Speak Out Loud %&apos;Text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;Pitch&apos; rate %&apos;rate&apos;" type="command" category="Sound + Speach Blocks"><header></header><code></code><translations></translations><inputs><input type="%s">Hello, Snap Programmers</input><input type="%txt"><options>ar&#xD;bg&#xD;bn&#xD;ca&#xD;valencia=ca-va&#xD;cs&#xD;de&#xD;dk&#xD;el&#xD;US&#xD;GB&#xD;eo&#xD;es&#xD;et&#xD;eu&#xD;fi&#xD;fr&#xD;gl&#xD;hr&#xD;hu&#xD;ia&#xD;id&#xD;it&#xD;ja&#xD;ja-HIRA&#xD;kn&#xD;ko&#xD;ml&#xD;nl&#xD;no&#xD;pl&#xD;pt&#xD;pt-BR&#xD;ro&#xD;ru&#xD;si&#xD;sv&#xD;ta&#xD;te&#xD;tr&#xD;ua&#xD;zh-CN&#xD;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="Do In Parallel %&apos;loops&apos;" type="command" category="Handy Loops"><header></header><code></code><translations></translations><inputs><input type="%mult%cs"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="loops"/></block><l>0</l></block><script><block s="fork"><block s="reportListItem"><l>1</l><block var="loops"/></block><list></list></block><custom-block s="Do In Parallel %mult%cs"><block s="reportCDR"><block var="loops"/></block></custom-block></script></block></script></block-definition><block-definition s="Forever %&apos;Loop&apos;" type="command" category="Handy Loops"><header></header><code></code><translations></translations><inputs><input type="%ca"></input></inputs><script><block s="doForever"><script><block s="doRun"><block var="Loop"/><list></list></block></script></block></script></block-definition><block-definition s="pen size" type="reporter" category="Pen Blocks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script></block-definition><block-definition s="Draw Circle Size %&apos;size&apos;" type="command" category="Pen Blocks"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="down"></block><block s="doWarp"><script><block s="doRepeat"><l>25</l><script><block s="turn"><l>15</l></block><block s="forward"><block var="size"/></block></script></block></script></block></script></block-definition><block-definition s="Draw Square Size %&apos;size&apos;" type="command" category="Pen Blocks"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doWarp"><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="Draw Rectangle Legnth %&apos;length&apos; Height %&apos;hieght&apos;" type="command" category="Pen Blocks"><header></header><code></code><translations></translations><inputs><input type="%n">100</input><input type="%n">50</input></inputs><script><block s="down"></block><block s="setHeading"><l>90</l></block><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="hieght"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="hieght"/></block></script></block-definition><block-definition s="Draw Octogon Size %&apos;Size&apos;" type="command" category="Pen Blocks"><header></header><code></code><translations></translations><inputs><input type="%n">20</input></inputs><script><block s="setHeading"><l>90</l></block><block s="doWarp"><script><block s="doRepeat"><l>8</l><script><block s="forward"><block var="Size"/></block><block s="turn"><l>45</l></block></script></block></script></block></script></block-definition><block-definition s="Pen Size" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script></block-definition><block-definition s="Move Left (when key pressed). Steps? or Change X? %&apos;stepschangex&apos; Distance moved %&apos;steps&apos;" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Change X<options>Move Steps&#xD;Change X</options></input><input type="%n">5</input></inputs><script><block s="doIf"><block s="reportEquals"><block var="stepschangex"/><l>Move Steps</l></block><script><block s="setHeading"><l>270</l></block><block s="forward"><block var="steps"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="stepschangex"/><l>Change X</l></block><script><block s="changeXPosition"><block s="reportDifference"><l></l><block var="steps"/></block></block></script></block></script></block-definition><block-definition s="Move Right (when key pressed). Steps? or Change X? %&apos;stepschangex&apos; Distance moved %&apos;steps&apos;" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Change X<options>Move Steps&#xD;Change X</options></input><input type="%n">5</input></inputs><script><block s="doIf"><block s="reportEquals"><block var="stepschangex"/><l>Move Steps</l></block><script><block s="setHeading"><l>90</l></block><block s="forward"><block var="steps"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="stepschangex"/><l>Change X</l></block><script><block s="changeXPosition"><block var="steps"/></block></script></block></script></block-definition><block-definition s="Move Up (when key pressed). Steps? or Change Y? %&apos;stepschangey&apos; Distance moved %&apos;steps&apos;" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Change Y<options>Move Steps&#xD;Change Y</options></input><input type="%n">5</input></inputs><script><block s="doIf"><block s="reportEquals"><block var="stepschangey"/><l>Move Steps</l></block><script><block s="setHeading"><l>0</l></block><block s="forward"><block var="steps"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="stepschangey"/><l>Change Y</l></block><script><block s="changeYPosition"><block var="steps"/></block></script></block></script></block-definition><block-definition s="Move Down (when key pressed). Steps? or Change Y? %&apos;stepschangey&apos; Distance moved %&apos;steps&apos;" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Change Y<options>Move Steps&#xD;Change Y</options></input><input type="%n">5</input></inputs><script><block s="doIf"><block s="reportEquals"><block var="stepschangey"/><l>Move Steps</l></block><script><block s="setHeading"><l>180</l></block><block s="forward"><block var="steps"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="stepschangey"/><l>Change Y</l></block><script><block s="changeYPosition"><block s="reportDifference"><l></l><block var="steps"/></block></block></script></block></script></block-definition><block-definition s="Move %&apos;udlr&apos; Distance Moved %&apos;dmoved&apos; %&apos;Movechangexy&apos;" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Up&#xD;Down&#xD;Left&#xD;Right</options></input><input type="%n">5</input><input type="%txt" readonly="true"><options>Move Steps&#xD;Change X or Y</options></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="Movechangexy"/><l>Change X or Y</l></block><script><block s="doIf"><block s="reportEquals"><block var="udlr"/><l>Up</l></block><script><block s="changeYPosition"><block var="dmoved"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="udlr"/><l>Down</l></block><script><block s="changeYPosition"><block s="reportDifference"><l></l><block var="dmoved"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="udlr"/><l>Right</l></block><script><block s="changeXPosition"><block var="dmoved"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="udlr"/><l>Left</l></block><script><block s="changeXPosition"><block s="reportDifference"><l></l><block var="dmoved"/></block></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="Movechangexy"/><l>Move Steps</l></block><script><block s="doIf"><block s="reportEquals"><block var="udlr"/><l>Up</l></block><script><block s="setHeading"><l>0</l></block><block s="forward"><block var="dmoved"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="udlr"/><l>Down</l></block><script><block s="setHeading"><l>180</l></block><block s="forward"><block var="dmoved"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="udlr"/><l>Right</l></block><script><block s="setHeading"><l>90</l></block><block s="forward"><block var="dmoved"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="udlr"/><l>Left</l></block><script><block s="setHeading"><l>270</l></block><block s="forward"><block var="dmoved"/></block></script></block></script></block></script></block-definition><block-definition s="When %&apos;keys&apos; Distance moved %&apos;dmoved&apos; %&apos;Changexymovesteps&apos; Bounce on edge? %&apos;T/F&apos;" type="command" category="Motion Blocks"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true"><options>Arrow Keys&#xD;WASD</options></input><input type="%n">5</input><input type="%txt" readonly="true"><options>Move Steps&#xD;Change XY</options></input><input type="%b"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="keys"/><l>WASD</l></block><script><block s="doIf"><block s="reportKeyPressed"><l><option>a</option></l></block><script><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Change XY</l></block><script><block s="changeXPosition"><block s="reportDifference"><l></l><block var="dmoved"/></block></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Move Steps</l></block><script><block s="setHeading"><l>270</l></block><block s="forward"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>d</option></l></block><script><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Change XY</l></block><script><block s="changeXPosition"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Move Steps</l></block><script><block s="setHeading"><l>90</l></block><block s="forward"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>s</option></l></block><script><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Change XY</l></block><script><block s="changeYPosition"><block s="reportDifference"><l></l><block var="dmoved"/></block></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Move Steps</l></block><script><block s="setHeading"><l>180</l></block><block s="forward"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>w</option></l></block><script><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Change XY</l></block><script><block s="changeYPosition"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Move Steps</l></block><script><block s="setHeading"><l>0</l></block><block s="forward"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="keys"/><l>Arrow Keys</l></block><script><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Change XY</l></block><script><block s="changeXPosition"><block s="reportDifference"><l></l><block var="dmoved"/></block></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Move Steps</l></block><script><block s="setHeading"><l>270</l></block><block s="forward"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Change XY</l></block><script><block s="changeXPosition"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Move Steps</l></block><script><block s="setHeading"><l>90</l></block><block s="forward"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Change XY</l></block><script><block s="changeYPosition"><block s="reportDifference"><l></l><block var="dmoved"/></block></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Move Steps</l></block><script><block s="setHeading"><l>180</l></block><block s="forward"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Change XY</l></block><script><block s="changeYPosition"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="Changexymovesteps"/><l>Move Steps</l></block><script><block s="setHeading"><l>0</l></block><block s="forward"><block var="dmoved"/></block><block s="doIf"><block s="reportEquals"><block var="T/F"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="bounceOffEdge"></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="For %&apos;I&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos; change variable by %&apos;number&apos;" type="command" category="Handy Loops"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">100</input><input type="%ca"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>I</l><block var="start"/></block><block s="doUntil"><block s="reportGreaterThan"><block var="I"/><block var="end"/></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>I</l><block var="number"/></block></script></block></script></block-definition><block-definition s="%&apos;number1&apos; / %&apos;number2&apos;" type="reporter" category="Math Blocks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block var="number1"/><block var="number2"/></block></block></script></block-definition><block-definition s="%&apos;number1&apos; + %&apos;number2&apos;" type="reporter" category="Math Blocks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><block var="number1"/><block var="number2"/></list></block></block></script></block-definition><block-definition s="%&apos;number1&apos; - %&apos;number2&apos;" type="reporter" category="Math Blocks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportDifference"><block var="number1"/><block var="number2"/></block></block></script></block-definition><block-definition s="%&apos;number1&apos; x %&apos;number2&apos;" type="reporter" category="Math Blocks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="number1"/><block var="number2"/></list></block></block></script></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos;" type="command" category="sound" helper="true"><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" helper="true"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera&#xD;ca:digues _ amb accent _ _ to _ velocitat _ i espera&#xD;</translations><inputs><input type="%s">Hello, World!</input><input type="%txt">en-US<options>العربية=ar&#xD;Български=bg&#xD;বাংলা=bn&#xD;Català=ca&#xD;Català - Valencià=ca-VA&#xD;Česky=cs&#xD;Deutsch=de&#xD;Dansk=dk&#xD;Ελληνικά=el&#xD;English-American=en-US&#xD;English-British=en-GB&#xD;Esperanto=eo&#xD;Español=es&#xD;Eesti=et&#xD;Euskara=eu&#xD;suomi=fi&#xD;Français=fr&#xD;Galego=gl&#xD;Hrvatski=hr&#xD;Magyar=hu&#xD;Interlingua=ia&#xD;Bahasa Indonesia=id&#xD;Italiano=it&#xD;日本語=ja&#xD;にほんご=ja-HIRA&#xD;ಕನ್ನಡ=kn&#xD;한국어=ko&#xD;Malayalam=ml&#xD;Nederlands=nl&#xD;Norsk=no&#xD;Polski=pl&#xD;Português=pt&#xD;Português do Brasil=pt-BR&#xD;Român=ro&#xD;Русский=ru&#xD;Slovenščina=si&#xD;svenska=sv&#xD;Tamil=ta&#xD;Telagu=te&#xD;Türkçe=tr&#xD;Українська=ua&#xD;简体中文=zh-CN&#xD;繁體中文=zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="text"/><block var="lang"/><block var="pitch"/><block var="rate"/></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="do in parallel %&apos;actions&apos; and wait" type="command" category="control" helper="true"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then waits for them all to complete.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo e espera&#xD;ca:executa en paral·lel _ i espera&#xD;</translations><inputs><input type="%mult%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>threads</l></list></block><block s="doSetVar"><l>threads</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>is running?</l></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="fork"><block s="reifyScript"><script><block s="doRun"><block var="each script"/><list></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><list></list></block><block s="doReport"><block s="reifyScript"><script><block s="doReport"><block var="is running?"/></block></script><list></list></block></block></script><list></list></block><list></list></block></autolambda><list><l>each script</l></list></block><block var="actions"/></block></block><block s="doWaitUntil"><block s="reportListIsEmpty"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="evaluate"><block var="test"/><list></list></block></autolambda><list><l>test</l></list></block><block var="threads"/></block></block></block></script></block-definition><block-definition s="do in parallel %&apos;actions&apos;" type="command" category="control" helper="true"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then continues with the current script while they all run.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo&#xD;ca:executa en paral·lel _&#xD;</translations><inputs><input type="%mult%cs"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="actions"/></block><l>0</l></block><script><block s="fork"><block s="reportListItem"><l>1</l><block var="actions"/></block><list></list></block><custom-block s="do in parallel %mult%cs"><block s="reportCDR"><block var="actions"/></block></custom-block></script></block></script></block-definition><block-definition s="Speak Out Loud %&apos;Text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;Pitch&apos; rate %&apos;rate&apos; and wait till done" type="command" category="Sound + Speach Blocks"><header></header><code></code><translations></translations><inputs><input type="%s">Hello, Snap Programmers</input><input type="%txt"><options>ar&#xD;bg&#xD;bn&#xD;ca&#xD;valencia=ca-va&#xD;cs&#xD;de&#xD;dk&#xD;el&#xD;US&#xD;GB&#xD;eo&#xD;es&#xD;et&#xD;eu&#xD;fi&#xD;fr&#xD;gl&#xD;hr&#xD;hu&#xD;ia&#xD;id&#xD;it&#xD;ja&#xD;ja-HIRA&#xD;kn&#xD;ko&#xD;ml&#xD;nl&#xD;no&#xD;pl&#xD;pt&#xD;pt-BR&#xD;ro&#xD;ru&#xD;si&#xD;sv&#xD;ta&#xD;te&#xD;tr&#xD;ua&#xD;zh-CN&#xD;zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="Text"/><block var="lang"/><block var="Pitch"/><block var="rate"/></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="Do in Parallel %&apos;actions&apos; and wait" type="command" category="Handy Loops"><header></header><code></code><translations></translations><inputs><input type="%mult%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>threads</l></list></block><block s="doSetVar"><l>threads</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>is running?</l></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="fork"><block s="reifyScript"><script><block s="doRun"><block var="each script"/><list></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><list></list></block><block s="doReport"><block s="reifyScript"><script><block s="doReport"><block var="is running?"/></block></script><list></list></block></block></script><list></list></block><list></list></block></autolambda><list><l>each script</l></list></block><block var="actions"/></block></block><block s="doWaitUntil"><block s="reportListIsEmpty"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="evaluate"><block var="test"/><list></list></block></autolambda><list><l>test</l></list></block><block var="threads"/></block></block></block></script></block-definition><block-definition s="Go forward %&apos;number&apos; costumes" type="command" category="Looks Blocks"><header></header><code></code><translations></translations><inputs><input type="%n">2</input></inputs><script><block s="doRepeat"><block var="number"/><script><block s="doWearNextCostume"></block></script></block></script></block-definition><block-definition s="Go back %&apos;number&apos; costumes" type="command" category="Looks Blocks"><header></header><code></code><translations></translations><inputs><input type="%n">2</input></inputs><script><block s="doRepeat"><block var="number"/><script><block s="doSwitchToCostume"><block s="reportDifference"><l></l><l>1</l></block></block></script></block></script></block-definition><block-definition s="Set Instrument To %&apos;Instrument Name&apos;" type="command" category="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" 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="other" helper="true"><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="other" 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="other" 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="other" 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="other" 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="other" 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="other"><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="other"><comment x="0" y="0" w="239.6751395089286" collapsed="false">Reports the note in a specific position within a major or minor musical scale. (e.g., The third note in a C Major scale starting in the fourth octave is E4.)</comment><header></header><code></code><translations></translations><inputs><input type="%n" readonly="true">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Note %n in Major Scale %s Octave %n"><block var="#"/><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Note %n in Minor Scale %s Octave %n"><block var="#"/><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Interval Between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Major/Minor&apos; Scale %&apos;Note&apos;" type="reporter" category="other"><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="other" 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="other" 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="other" 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="other" 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="other"><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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" 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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" 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="other" 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="other" 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="other" 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="other" 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="other" helper="true"><comment x="0" y="0" w="245.9644252232142" collapsed="false">This block reports a series of beats that tell the drum when to play. Beats are represented as an “X,” which can be typed into the block. Beats can be added or subtracted using the arrows on the right of the block.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Steps in Sequence</l></list></block><block s="doSetVar"><l>Steps in Sequence</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Step"/></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Step"/></block><block var="Steps in Sequence"/></block></script></block><block s="doReport"><block var="Steps in Sequence"/></block></script></block-definition><block-definition s="Drum %&apos;Instrument&apos; Loop %&apos;Pattern&apos; Beat Duration %&apos;Beat&apos;" type="reporter" category="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><comment x="0" y="0" w="217.80831473214303" collapsed="false">Reports the corresponding note (in scientific pitch notation) for the specified MIDI number.</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="other" helper="true"><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="other" 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="other" 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="other" 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="other" 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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><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="other" helper="true"><comment x="0" y="0" w="234.87792968750003" collapsed="false">This block turns off all the tones currently playing. </comment><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_stoptones()</l><list></list></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list 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variable by %n"><l>I</l><l>1</l><l>80</l><script><block s="forward"><block var="I"/></block><block s="turn"><l>15</l></block><block s="changePenColorDimension"><l><option>hue</option></l><block var="I"/></block><block s="changePenColorDimension"><l><option>hue</option></l><block var="I"/></block><block s="changePenColorDimension"><l><option>hue</option></l><block var="I"/></block></script><l>0.05</l></custom-block><block s="up"></block><block s="doBroadcast"><l>flag</l><list></list></block></script><script x="129" y="214.33333333333354"><block s="receiveGo"></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doAsk"><l>Set Starting Pen size, Default: 5</l></block><block s="doSetVar"><l>Pen Size</l><block s="getLastAnswer"></block></block><block s="setSize"><block s="getLastAnswer"></block></block><block s="doAsk"><l>How much do you want your pen size to change when space key pressed. Default: 1</l></block><block s="doSetVar"><l>Space Size</l><block s="getLastAnswer"></block></block><custom-block s="For %upvar = %n to %n %ca change variable by %n"><l>I</l><l>1</l><l>80</l><script><block s="forward"><block var="I"/></block><block s="turn"><l>15</l></block><block s="changePenColorDimension"><l><option>hue</option></l><block var="I"/></block><block s="changePenColorDimension"><l><option>hue</option></l><block var="I"/></block><block s="changePenColorDimension"><l><option>hue</option></l><block var="I"/></block></script><l>0.05</l></custom-block><block s="doBroadcast"><l>flag</l><list></list></block></script><script x="382" y="505.66666666666674"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="changeSize"><block var="Space Size"/></block></script></scripts></sprite><watcher var="Pen Size" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Space Size" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Pen Size"><l>2</l></variable><variable name="Space Size"><l>1</l></variable></variables></scene></scenes></project><media name="Closing Pipe Illusion" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>