<snapdata remixID="14997495"><project name="JuLe Sound" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="JuLe Sound"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations>pt:executa no modo turbo _&#xD;</translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><header></header><code></code><translations>pt:as amostras de som com _ Hz de _ s amostrado a _ Hz&#xD;ca:_ Hz durant _ segons amb mostreig de _ Hz&#xD;pl:_ Hz przez _ s przy częstotliwości _ Hz&#xD;</translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><l>2</l><custom-block s="PI"></custom-block><block var="frequency"/><block s="reportQuotient"><block s="reportNumbers"><l>1</l><block s="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></block></block><block var="sample rate"/></block></list></block></custom-block></block></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations>pt:π&#xD;</translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:_ radianos em graus&#xD;ca:graus de _ radiants&#xD;pl:stopnie _&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:o som _&#xD;ca:so de nom _&#xD;pl:dźwięk o nazwie _&#xD;</translations><inputs><input type="%s"><options>§_soundsMenu</options></input></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetSoundAttribute"><l><option>name</option></l><l></l></block><block var="name"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>sounds</option></l></block></block></block></script></block-definition><block-definition s="plot sound %&apos;name&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations>pt:desenha o gráfico do som _&#xD;ca:dibuixa el so _&#xD;pl:wykres dźwięku _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_soundsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>sound</l></list></block><block s="doSetVar"><l>sound</l><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportIsA"><block var="name"/><l><option>list</option></l></block><block s="reportIsA"><block var="name"/><l><option>sound</option></l></block></list></block><block var="name"/><custom-block s="sound named %s"><block var="name"/></custom-block></block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><block s="reportGetSoundAttribute"><l><option>samples</option></l><block var="sound"/></block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportGetSoundAttribute"><l><option>length</option></l><block var="sound"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>4</l></block></block><block s="doForEach"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block></block></script></block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations>pt:$circleSolid-1-255-0-0 uma nova gravação&#xD;ca:$circleSolid-1-255-0-0 enregistra&#xD;pl:$circleSolid-1-255-0-0 nagranie&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_record</l><list></list></block></block><block s="doWaitUntil"><block s="reportVariadicNotEquals"><list><block s="evaluate"><block var="callback"/><list></list></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="note from %&apos;pitch&apos; hz" type="reporter" category="sound"><header></header><code></code><translations>pt:a nota com _ Hz&#xD;ca:nota de _ Hz&#xD;pl:nuta z _ Hz&#xD;</translations><inputs><input type="%n">440</input></inputs><script><block s="doReport"><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>12</l><block s="reportQuotient"><block s="reportMonadic"><l><option>log</option></l><block s="reportQuotient"><block var="pitch"/><l>440</l></block></block><block s="reportMonadic"><l><option>log</option></l><l>2</l></block></block></list></block><l>69</l></list></block></block></block></script></block-definition><block-definition s="hz from note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:a frequência da nota _&#xD;ca:freqüència (hz) de la nota _&#xD;pl:częstotliwość z nuty _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><l>440</l><block s="reportPower"><l>2</l><block s="reportQuotient"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block></block></list></block></block></script></block-definition><block-definition s="name of note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:o nome da nota _&#xD;ca:nom de la nota _&#xD;pl:nazwa nuty _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>A</l><l>Bb</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block></block></block></script></block-definition><block-definition s="fade in %&apos;samples&apos; for %&apos;count&apos;" type="reporter" category="sound"><header></header><code></code><translations>pl:zanikanie _ przez _&#xD;</translations><inputs><input type="%l"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="samples"/><block s="reportConcatenatedLists"><list><block s="reportQuotient"><block s="reportNumbers"><l>0</l><block var="count"/></block><block var="count"/></block><block s="reportReshape"><block s="reportMonadic"><l><option>id</option></l><l>1</l></block><list><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block var="count"/></block></list></block></list></block></list></block></block></script></block-definition><block-definition s="compress %&apos;data&apos; by %&apos;factor&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:stauche _ um _&#xD;</translations><inputs><input type="%l" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doReport"><custom-block s="stretch %l by %n"><block var="data"/><block s="reportQuotient"><l>1</l><block var="factor"/></block></custom-block></block></script></block-definition><block-definition s="stretch %&apos;data&apos; by %&apos;factor&apos;" type="reporter" category="lists"><header></header><code></code><translations>pl:rozciągnij _ o _&#xD;de:strecke _ um _&#xD;</translations><inputs><input type="%l"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportNumbers"><l>1</l><block s="reportVariadicProduct"><list><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><block var="factor"/></list></block></block><block var="factor"/></block></block><block var="data"/></block></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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y="132.11111111111106"><block s="doForever"><script><block s="setColor"><color>255,223,0,1</color></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="clear"></block><block s="doSetVar"><l>Schrittlänge</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAudio"><l><option>resolution</option></l></block></block></block><block s="doWarp"><script><block s="down"></block><block s="doForEach"><l>sample</l><block s="reportAudio"><l><option>samples</option></l></block><script><block s="changePenColorDimension"><l><option>hue</option></l><l>0.2</l></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="Schrittlänge"/></list></block><block s="reportVariadicProduct"><list><l>100</l><block var="sample"/></list></block></block></script></block><block s="up"></block></script></block></script></block></script></scripts></sprite><watcher var="Schrittlänge" style="normal" x="7.960199004975124" y="7.960199004975124" color="243,118,29"/></sprites></stage><variables><variable name="Schrittlänge"><l>0.9375</l></variable></variables></scene></scenes></project><media name="JuLe Sound" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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" mediaID="JuLe Sound_Stage_cst_Untitled"/><sound name="thump" 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" 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