<snapdata remixID="10413969"><project name="Meet and Code - Project 4 Sound" app="Snap! 6, https://snap.berkeley.edu" 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" id="11"/></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveKey"><l><option>space</option></l><comment w="170" collapsed="false">Analyzes the samples from the computer&apos;s microphone and plots them on the stage. &#xD;&#xD;microphone samples reports a list with 512 (resolution) elements between -1 and 1.</comment></block><block s="doForever"><script><block s="doDeclareVariables"><list><l>step</l></list></block><block s="doSetVar"><l>step</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="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doForEach"><l>sample</l><block s="reportAudio"><l><option>samples</option></l></block><script><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><block var="step"/></block><block s="reportProduct"><block var="sample"/><l>150</l></block></block></script></block><block s="up"></block></script></block></script></block></script><script x="30" y="336.66666666666663"><block s="receiveKey"><l><option>up arrow</option></l><comment w="170" collapsed="false">Analyzes the frequency spectrum from the computer&apos;s microphone and plots them on the stage. </comment></block><block s="doDeclareVariables"><list><l>step</l></list></block><block s="doSetVar"><l>step</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="doForever"><script><block s="doWarp"><script><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>-160</l></block><block s="clear"></block><block s="down"></block><block s="doForEach"><l>item</l><block s="reportAudio"><l><option>spectrum</option></l></block><script><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><block var="step"/></block><block s="reportDifference"><block var="item"/><l>160</l></block></block></script></block><block s="up"></block></script></block></script></block></script></scripts></sprite><sprite name="Sound Synthesis" idx="2" x="200.99999999999955" y="-57.395348837209326" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="78.53999999999998,178.5,0,1" pen="tip" id="113"><costumes><list struct="atomic" id="114"></list></costumes><sounds><list struct="atomic" id="115"></list></sounds><blocks></blocks><variables></variables><scripts><script x="24" y="10"><block s="doSetVar"><l>noise</l><block s="reportNewList"><list></list></block><comment w="193" collapsed="false">creates a list with 48000 random values between -1 and 1 (which results in a white noise sound of 1 second when played with a playback rate of 48000 Hz (samples/second)</comment></block><block s="doWarp"><script><block s="doRepeat"><l>48000</l><script><block s="doAddToList"><block s="reportRandom"><l>-0.999999</l><l>1</l></block><block var="noise"/></block></script></block></script></block><block s="playSound"><block var="noise"/></block></script><script x="24" y="187.00000000000003"><block s="doSetVar"><l>samples</l><block s="reportNewList"><list></list><comment w="90" collapsed="false">creates a list with 100 random values between -1 and 1</comment></block></block><block s="doRepeat"><l>100</l><script><block s="doAddToList"><block s="reportRandom"><l>-0.999999</l><l>1</l></block><block var="samples"/></block></script></block></script><script x="455" y="178.00000000000003"><block s="doSetVar"><l>sound</l><block s="reportNewList"><list></list><comment w="90" collapsed="false">repeatedly adds the 100 values from the &quot;samples&quot; variable to the sound variable. &#xD;&#xD;This results in a sound with a pitch of 480 Hz. (48000 / 100) (sampling rate / length of &quot;samples&quot;)</comment></block></block><block s="doWarp"><script><block s="doRepeat"><l>480</l><script><block s="doForEach"><l>sample</l><block var="samples"/><script><block s="doAddToList"><block var="sample"/><block var="sound"/></block></script></block></script></block></script></block><block s="playSound"><block var="sound"/></block></script><script x="456" y="390.5"><block s="doSetVar"><l>sound 2</l><block s="reportNewList"><list></list></block><comment w="90" collapsed="false">repeatedly adds the 100 values from the &quot;samples2&quot; variable to the sound2 variable. &#xD;&#xD;This results in a sound with a pitch 960 Hz (1 octave higher)</comment></block><block s="doWarp"><script><block s="doRepeat"><l>960</l><script><block s="doForEach"><l>sample</l><block var="samples 2"/><script><block s="doAddToList"><block var="sample"/><block var="sound 2"/></block></script></block></script></block></script></block><block s="playSound"><block var="sound 2"/></block></script><script x="24" y="387.5"><block s="doSetVar"><l>samples 2</l><block s="reportNewList"><list></list></block><comment w="80" collapsed="false">creates a list with 50 random values between -1 and 1</comment></block><block s="doRepeat"><l>50</l><script><block s="doAddToList"><block s="reportRandom"><l>-0.999999</l><l>1</l></block><block var="samples 2"/></block></script></block></script><script x="456" y="584.1666666666667"><block s="doSetVar"><l>sound3</l><block s="reportNewList"><list></list></block><comment w="137" collapsed="false">repeatedly adds the 100 values from the &quot;samples3&quot; variable to the sound3 variable. &#xD;This also results in a 480 Hz tone. However, the timbre of the sound is different due to differently structured samples (squarewave)</comment></block><block s="doWarp"><script><block s="doRepeat"><l>480</l><script><block s="doForEach"><l>sample</l><block var="samples3"/><script><block s="doAddToList"><block var="sample"/><block var="sound3"/></block></script></block></script></block></script></block><block s="playSound"><block var="sound3"/></block></script><script x="29" y="583.5"><block s="doSetVar"><l>samples3</l><block s="reportNewList"><list></list></block><comment w="80" collapsed="false">creates a list with 100 elements, 50 x -1, then 50 x 1.</comment></block><block s="doRepeat"><l>50</l><script><block s="doAddToList"><l>-1</l><block var="samples3"/></block></script></block><block s="doRepeat"><l>50</l><script><block s="doAddToList"><l>1</l><block var="samples3"/></block></script></block></script><script x="37" y="803.1666666666667"><block s="doSetVar"><l>samples4</l><block s="reportNewList"><list></list></block><comment w="80" collapsed="false">creates a list with 100 values between -1 and 1 in a sawtooth shape. </comment></block><block s="doFor"><l>i</l><l>0</l><l>99</l><script><block s="doAddToList"><block s="reportSum"><l>-1</l><block s="reportQuotient"><block s="reportProduct"><l>2</l><block var="i"/></block><l>100</l></block></block><block var="samples4"/></block></script></block></script><script x="42" y="1001.8333333333331"><block s="doSetVar"><l>samples5</l><block s="reportNewList"><list></list></block><comment w="80" collapsed="false">creates a list with 100 elements shaped like a sine wave.</comment></block><block s="doFor"><l>i</l><l>1</l><l>99</l><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><block s="reportProduct"><block var="i"/><l>3.6</l></block></block><block var="samples5"/></block></script></block></script><script x="476" y="790.5000000000002"><block s="doSetVar"><l>sound4</l><block s="reportNewList"><list></list></block><comment w="137" collapsed="false">repeatedly adds the 100 values from the &quot;samples3&quot; variable to the sound3 variable. &#xD;This also results in a 480 Hz tone. However, the timbre of the sound is different due to differently structured samples (sawtooth)</comment></block><block s="doWarp"><script><block s="doRepeat"><l>480</l><script><block s="doForEach"><l>sample</l><block var="samples4"/><script><block s="doAddToList"><block var="sample"/><block var="sound4"/></block></script></block></script></block></script></block><block s="playSound"><block var="sound4"/></block></script><script x="483" y="991.4999999999999"><block s="doSetVar"><l>sound5</l><block s="reportNewList"><list></list></block><comment w="137" collapsed="false">repeatedly adds the 100 values from the &quot;samples3&quot; variable to the sound3 variable. &#xD;This also results in a 480 Hz tone. However, the timbre of the sound is different due to differently structured samples (sine wave)</comment></block><block s="doWarp"><script><block s="doRepeat"><l>480</l><script><block s="doForEach"><l>sample</l><block var="samples5"/><script><block s="doAddToList"><block var="sample"/><block var="sound5"/></block></script></block></script></block></script></block><block s="playSound"><block var="sound5"/></block></script></scripts></sprite><watcher var="noise" style="normal" x="3.224999999999909" y="44.791666666666686" color="243,118,29" hidden="true"/><watcher var="samples" style="normal" x="3.583333333333485" y="3.5833333333333357" color="243,118,29" hidden="true"/><watcher var="sound" style="normal" x="56.975000000000136" y="45.50833405" color="243,118,29" hidden="true"/><watcher var="samples 2" style="normal" x="3.583333333333485" y="35.99999800000003" color="243,118,29" hidden="true"/><watcher var="sound 2" style="normal" x="107.14166666666688" y="45.50833476666665" color="243,118,29" hidden="true"/><watcher var="sound3" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="samples4" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="sound4" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="sound5" style="normal" x="10" y="107.999998" color="243,118,29" hidden="true"/><watcher var="samples3" style="normal" x="12" y="0" color="243,118,29" hidden="true"/><watcher var="samples5" style="normal" x="10" y="16.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="noise"><list struct="atomic" 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