<snapdata remixID="11155601"><project name="Interactive Sound Meter" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>We recommend checking your microphone settings before using this project.&#xD;&#xD;The screen will update every 1/10 of a second. You might have experienced slowness when the green flag is clicked recently.&#xD;Resolution is the range of samples. It can be set by seeing code, entering Settings, and change in "Microphone resolution..." and set it to either low, normal, high, or max.&#xD;Frequency is the number of cycles per second from your microphone.&#xD;Similarly, note is like frequency, but not logarithmic. There are several formats.&#xD;In the middle is the sound amplifier (it may not be 100% accurate, you can set your microphone settings to increase accuracy)&#xD;Sample rate is obvious, it&apos;s the number of samples in a second.&#xD;The bottom-left bar are the played samples.&#xD;The bottom-right bar are the spectrum.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Interactive Sound Meter"><notes>We recommend checking your microphone settings before using this project.&#xD;&#xD;The screen will update every 1/10 of a second. You might have experienced slowness when the green flag is clicked recently.&#xD;Resolution is the range of samples. It can be set by seeing code, entering Settings, and change in "Microphone resolution..." and set it to either low, normal, high, or max.&#xD;Frequency is the number of cycles per second from your microphone.&#xD;Similarly, note is like frequency, but not logarithmic. There are several formats.&#xD;In the middle is the sound amplifier (it may not be 100% accurate, you can set your microphone settings to increase accuracy)&#xD;Sample rate is obvious, it&apos;s the number of samples in a second.&#xD;The bottom-left bar are the played samples.&#xD;The bottom-right bar are the spectrum.</notes><palette><category name="Notes &amp; Tuning" color="255,0,143,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw tuner pointing arrow with value %&apos;value&apos;" type="command" category="Notes &amp; Tuning"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>previous direction</l></list></block><block s="doSetVar"><l>previous direction</l><block s="direction"></block></block><block s="setSize"><l>3</l></block><block s="gotoXY"><l>0</l><l>-160</l></block><block s="setHeading"><block s="reportVariadicSum"><list><l>-45</l><block s="reportVariadicProduct"><list><block var="value"/><l>90</l></list></block></list></block></block><block s="down"></block><block s="forward"><l>200</l></block><block s="up"></block><block s="setHeading"><block var="previous direction"/></block></script></block></script></block-definition><block-definition s="draw arc" type="command" category="Notes &amp; Tuning"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="setColor"><color>26,0,19,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><l>0</l></block><block s="setHeading"><l>45</l></block><block s="gotoXY"><l>-160</l><l>0</l></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doRepeat"><l>90</l><script><block s="turn"><l>1</l></block><block s="forward"><l>4</l></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>1</l></block></script></block><block s="up"></block><block s="setHeading"><l>90</l></block></script></block></script></block-definition><block-definition s="render screen" type="command" category="Notes &amp; Tuning"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="setColor"><color>26,0,19,1</color></block><block s="hide"></block><block s="up"></block><block s="clear"></block><custom-block s="draw arc"></custom-block><block s="doSetVar"><l>microphone volume</l><block s="reportAudio"><l><option>volume</option></l></block></block><block s="doSetVar"><l>resolution</l><block s="reportAudio"><l><option>resolution</option></l></block></block><block s="doSetVar"><l>frequency</l><block s="reportAudio"><l><option>frequency</option></l></block></block><block s="doSetVar"><l>note</l><custom-block s="%n Hz to note"><block var="frequency"/></custom-block></block><block s="doSetVar"><l>sample rate</l><block s="reportAudio"><l><option>sample rate</option></l></block></block><block s="setColor"><color>26,0,19,1</color></block><block s="setPenColorDimension"><l><option>saturation</option></l><l>0</l></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>50</l></block><custom-block s="draw tuner pointing arrow with value %n"><block s="reportQuotient"><block var="microphone volume"/><l>100</l></block></custom-block><block s="setColor"><color>26,0,19,1</color></block><custom-block s="draw text %mlt with size %n on x: %n y: %n %b"><block s="reportJoinWords"><list><custom-block s="detect infinity %n"><block s="reportRound"><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>lg</option></l><block s="reportQuotient"><l>1</l><block s="reportQuotient"><block s="reportAudio"><l><option>volume</option></l></block><l>100</l></block></block></block><l>-6</l></list></block></block></custom-block><l> dB</l></list></block><l>34</l><l>-90</l><l>4</l><l><bool>false</bool></l></custom-block><custom-block s="draw text %mlt with size %n on x: %n y: %n %b"><l>Microphone amplitude may not be 100% accurate.&#xD;You can check your microphone settings to make&#xD;it accurate</l><l>10</l><l>-120</l><l>-12</l><l><bool>false</bool></l></custom-block><block s="setColor"><color>255,36,15,1</color></block><custom-block s="plot at x: %n y: %n length %n height %n with %n pixels per step %l"><l>-230</l><l>-150</l><l>80</l><l>40</l><l>1</l><block s="evaluate"><block s="reifyReporter"><script></script><list></list></block><list><block s="reportAudio"><l><option>samples</option></l></block></list></block></custom-block><custom-block s="plot at x: %n y: %n length %n height %n with %n pixels per step %l"><l>150</l><l>-150</l><l>80</l><l>40</l><l>1</l><block s="reportQuotient"><block s="reportListItem"><block s="reportRound"><block s="reportVariadicProduct"><list><block s="reportNumbers"><l>1</l><l>80</l></block><block s="reportQuotient"><block var="resolution"/><l>80</l></block></list></block></block><block s="reportAudio"><l><option>spectrum</option></l></block></block><l>255</l></block></custom-block><block s="setColor"><color>26,0,19,1</color></block><custom-block s="draw text %mlt with size %n on x: %n y: %n %b"><block s="reportJoinWords"><list><l>Resolution: </l><custom-block s="digit grouping of %n"><block s="reportRound"><block var="resolution"/></block></custom-block></list></block><l>24</l><l>-230</l><l>155</l><l><bool>false</bool></l></custom-block><custom-block s="draw text %mlt with size %n on x: %n y: %n %b"><block s="reportJoinWords"><list><l>Frequency: </l><custom-block s="digit grouping of %n"><block s="reportRound"><block var="frequency"/></block></custom-block><l> Hz</l></list></block><l>24</l><l>-230</l><l>130</l><l><bool>false</bool></l></custom-block><custom-block s="draw text %mlt with size %n on x: %n y: %n %b"><block s="reportJoinWords"><list><l>Note: </l><custom-block s="note name of note # %n"><block s="reportRound"><block var="note"/></block></custom-block><l> </l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportRound"><block var="note"/></block><l>0.1</l></list></block><l>12</l></block></block><l>-1</l></list></block><custom-block s="new line"></custom-block><l>(MIDI Note </l><block s="reportRound"><block var="note"/></block><block s="reportIfElse"><block s="reportGreaterThanOrEquals"><block s="reportModulus"><block var="note"/><l>1</l></block><l>0.5</l></block><block s="reportJoinWords"><list><l> -</l><block s="reportRound"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>1</l><block s="reportModulus"><block var="note"/><l>1</l></block></block><l>100</l></list></block></block><l> cents</l></list></block><block s="reportJoinWords"><list><l> +</l><block s="reportRound"><block s="reportVariadicProduct"><list><block s="reportModulus"><block var="note"/><l>1</l></block><l>100</l></list></block></block><l> cents</l></list></block></block><l>)</l><custom-block s="new line"></custom-block><l>(</l><block s="reportJoinWords"><list><block s="reportIfElse"><block s="reportEquals"><block s="reportRound"><block var="note"/></block><l>60</l></block><l>Middle C</l><block s="reportJoinWords"><list><block s="reportRound"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportRound"><block var="note"/></block><l>60</l></block></block></block><l> semitones </l><block s="reportIfElse"><block s="reportGreaterThanOrEquals"><block s="reportRound"><block var="note"/></block><l>60</l></block><l>above</l><l>below</l></block><l> middle C</l></list></block></block><l>)</l></list></block><custom-block s="new line"></custom-block><l>C4 × </l><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportRound"><block var="frequency"/></block><l>261</l></block><l>1000</l></list></block></block><l>1000</l></block></list></block><l>16</l><l>-230</l><l>110</l><l><bool>false</bool></l></custom-block><custom-block s="draw text %mlt with size %n on x: %n y: %n %b"><block s="reportJoinWords"><list><l>Sample rate: </l><custom-block s="digit grouping of %n"><block var="sample rate"/></custom-block></list></block><l>16</l><l>-120</l><l>-160</l><l><bool>false</bool></l></custom-block></script></block></script></block-definition><block-definition s="draw text %&apos;text&apos; with size %&apos;size&apos; on x: %&apos;x&apos; y: %&apos;y&apos; %&apos;underline?&apos;" type="command" category="Notes &amp; Tuning"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input><input type="%n">24</input><input type="%n">0</input><input type="%n">0</input><input type="%b">false</input></inputs><script><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setSize"><l>1</l></block><block s="doIf"><block var="underline?"/><script><block s="down"></block></script></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportTextSplit"><block var="text"/><l><option>line</option></l></block></block><script><block s="write"><block s="reportListItem"><block var="i"/><block s="reportTextSplit"><block var="text"/><l><option>line</option></l></block></block><block var="size"/></block><block s="up"></block><block s="setXPosition"><block var="x"/></block><block s="changeYPosition"><block s="reportMonadic"><l><option>neg</option></l><block var="size"/></block></block><block s="doIf"><block var="underline?"/><script><block s="down"></block></script></block></script></block><block s="up"></block></script></block-definition><block-definition s="plot at x: %&apos;x&apos; y: %&apos;y&apos; length %&apos;length&apos; height %&apos;height&apos; with %&apos;pixels per step&apos; pixels per step %&apos;list&apos;" type="command" category="Notes &amp; Tuning"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">0</input><input type="%n">50</input><input type="%n">40</input><input type="%n">1</input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="doFor"><l>j</l><l>1</l><block var="length"/><script><block s="changeXPosition"><block var="pixels per step"/></block><block s="setYPosition"><block s="reportVariadicSum"><list><block var="y"/><block s="reportVariadicProduct"><list><block s="reportListItem"><block var="j"/><block var="list"/></block><block var="height"/></list></block></list></block></block></script></block><block s="up"></block></script></block></script></block-definition><block-definition s="FPS" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>frame #</l><l>timer</l></list></block><block s="doSetVar"><l>timer</l><block s="reportVariadicSum"><list><block s="getTimer"></block><l>1</l></list></block></block><block s="doUntil"><block s="reportGreaterThan"><block s="getTimer"></block><block var="timer"/></block><script><block s="doChangeVar"><l>frame #</l><l>1</l></block><block s="forward"><l>0</l><comment w="90" collapsed="false">This will require screen refresh and therefore make it useful for FPS meters.</comment></block></script></block><block s="doReport"><block var="frame #"/></block></script></block-definition><block-definition s="base %&apos;base&apos; of %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">16</input><input type="%n">65</input></inputs><script><block s="doDeclareVariables"><list><l>digits</l><l>multiplier</l><l>iterations</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>digits</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>multiplier</l><l>1</l></block><block s="doSetVar"><l>iterations</l><l>0</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="multiplier"/><block var="number"/></block><script><block s="doChangeVar"><l>iterations</l><l>1</l></block><block s="doInsertInList"><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="number"/><block var="multiplier"/></block></block><block var="base"/></block><l>1</l></list></block><block s="reportNewList"><list><l>0</l><l>1</l><l>2</l><l>3</l><l>4</l><l>5</l><l>6</l><l>7</l><l>8</l><l>9</l><l>A</l><l>B</l><l>C</l><l>D</l><l>E</l><l>F</l><l>G</l><l>H</l><l>I</l><l>J</l><l>K</l><l>L</l><l>M</l><l>N</l><l>O</l><l>P</l><l>Q</l><l>R</l><l>S</l><l>T</l><l>U</l><l>V</l><l>W</l><l>X</l><l>Y</l><l>Z</l></list></block></block><l>1</l><block var="digits"/></block><block s="doSetVar"><l>multiplier</l><block s="reportVariadicProduct"><list><block var="multiplier"/><block var="base"/></list></block></block><block s="doIf"><block s="reportGreaterThan"><block var="iterations"/><l>1024</l></block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block></script></block><block s="doReport"><block s="reportCombine"><block var="digits"/><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="digit grouping of %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">100000</input></inputs><script><block s="doReport"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportAnd"><block s="reportEquals"><block s="reportModulus"><block var="index"/><l>3</l></block><block s="reportModulus"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>3</l></block></block><block s="reportNot"><block s="reportEquals"><block var="index"/><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></block></block></block><block s="reportJoinWords"><list><block var="value"/><l>,</l></list></block><block var="value"/></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block s="reportTextSplit"><custom-block s="base %n of %n"><l>10</l><block var="number"/></custom-block><l><option>letter</option></l></block></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="time format %&apos;seconds&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">930</input></inputs><script><block s="doReport"><block s="reportCombine"><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportMonadic"><l><option>abs</option></l><block var="#1"/></block><l>600</l></block></block><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>600</l><l>60</l></custom-block><l>:</l><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>60</l><l>10</l></custom-block><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>10</l><l>1</l></custom-block><l>.</l><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>1</l><l>0.1</l></custom-block></list></block></autolambda><list><l>#1</l></list></block><list><block var="seconds"/></list></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="floor ( | %&apos;number&apos; | % %&apos;remainder&apos; / %&apos;quotient&apos; )" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">36</input><input type="%n">60</input><input type="%n">10</input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportModulus"><block s="reportMonadic"><l><option>abs</option></l><block var="number"/></block><block var="remainder"/></block><block var="quotient"/></block></block></block></script></block-definition><block-definition s="time format %&apos;seconds&apos; (with hours)" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">930</input></inputs><script><block s="doReport"><block s="reportCombine"><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportMonadic"><l><option>abs</option></l><block var="#1"/></block><l>36000</l></block></block><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>36000</l><l>3600</l></custom-block><l>:</l><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>3600</l><l>600</l></custom-block><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>600</l><l>60</l></custom-block><l>:</l><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>60</l><l>10</l></custom-block><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>10</l><l>1</l></custom-block><l>.</l><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>1</l><l>0.1</l></custom-block></list></block></autolambda><list><l>#1</l></list></block><list><block var="seconds"/></list></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="time format %&apos;seconds&apos; (no decimal points)" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">930</input></inputs><script><block s="doReport"><block s="reportCombine"><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportMonadic"><l><option>abs</option></l><block var="#1"/></block><l>600</l></block></block><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>600</l><l>60</l></custom-block><l>:</l><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>60</l><l>10</l></custom-block><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>10</l><l>1</l></custom-block></list></block></autolambda><list><l>#1</l></list></block><list><block var="seconds"/></list></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="time format %&apos;seconds&apos; (with hours) (no decimal points)" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">930</input></inputs><script><block s="doReport"><block s="reportCombine"><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportMonadic"><l><option>abs</option></l><block var="#1"/></block><l>36000</l></block></block><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>36000</l><l>3600</l></custom-block><l>:</l><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>3600</l><l>600</l></custom-block><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>600</l><l>60</l></custom-block><l>:</l><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>60</l><l>10</l></custom-block><custom-block s="floor ( | %n | % %n / %n )"><block var="#1"/><l>10</l><l>1</l></custom-block></list></block></autolambda><list><l>#1</l></list></block><list><block var="seconds"/></list></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="mean of %&apos;numbers&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportCombine"><block var="numbers"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="numbers"/></block></block></block></script></block-definition><block-definition s="%&apos;factorial&apos; !" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">16</input></inputs><script><block s="doReport"><block s="reportCombine"><block s="reportNumbers"><l>1</l><block var="factorial"/></block><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="root of %&apos;root&apos; with base %&apos;base&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">27</input><input type="%n">3</input></inputs><script><block s="doReport"><block s="reportPower"><block var="root"/><block s="reportQuotient"><l>1</l><block var="base"/></block></block></block></script></block-definition><block-definition s="step level %&apos;level&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">5</input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="level"/><block var="level"/></list></block><l>2</l></block><block s="reportQuotient"><block var="level"/><l>2</l></block></list></block></block></script></block-definition><block-definition s="all but last of %&apos;list3&apos;" type="reporter" category="lists"><comment x="0" y="0" w="90" collapsed="false">last item will be excluded.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeleteFromList"><l><option>last</option></l><block var="list3"/></block><block s="doReport"><block var="list3"/></block></script></block-definition><block-definition s="base %&apos;base&apos; to base 10 with %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">16</input><input type="%s">7F</input></inputs><script><block s="doDeclareVariables"><list><l>digits</l><l>multiplier</l><l>iterations</l><l>value</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>digits</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>multiplier</l><l>1</l></block><block s="doSetVar"><l>iterations</l><l>0</l></block><block s="doSetVar"><l>value</l><l>0</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="iterations"/><block s="reportVariadicSum"><list><block s="reportStringSize"><block var="number"/></block><l>-1</l></list></block></block><script><block s="doChangeVar"><l>iterations</l><l>1</l></block><block s="doChangeVar"><l>value</l><block s="reportVariadicProduct"><list><block var="multiplier"/><block s="reportDifference"><block s="reportListIndex"><block s="reportLetter"><block s="reportDifference"><block s="reportStringSize"><block var="number"/></block><block s="reportDifference"><block var="iterations"/><l>1</l></block></block><block var="number"/></block><block s="reportNewList"><list><l>0</l><l>1</l><l>2</l><l>3</l><l>4</l><l>5</l><l>6</l><l>7</l><l>8</l><l>9</l><l>A</l><l>B</l><l>C</l><l>D</l><l>E</l><l>F</l><l>G</l><l>H</l><l>I</l><l>J</l><l>K</l><l>L</l><l>M</l><l>N</l><l>O</l><l>P</l><l>Q</l><l>R</l><l>S</l><l>T</l><l>U</l><l>V</l><l>W</l><l>X</l><l>Y</l><l>Z</l></list></block></block><l>1</l></block></list></block></block><block s="doSetVar"><l>multiplier</l><block s="reportVariadicProduct"><list><block var="multiplier"/><block var="base"/></list></block></block><block s="doIf"><block s="reportGreaterThan"><block var="iterations"/><l>1024</l></block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block></script></block></script></block><block s="doReport"><block var="value"/></block></script></block-definition><block-definition s="base %&apos;base1&apos; to base %&apos;base2&apos; of number %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%n">16</input><input type="%s">65</input></inputs><script><block s="doReport"><custom-block s="base %n of %n"><l>16</l><custom-block s="base %n to base 10 with %s"><block var="base1"/><block var="number"/></custom-block></custom-block></block></script></block-definition><block-definition s="median of %&apos;numbers&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%n"></input></inputs><script><block s="doReport"><custom-block s="mean of %mult%n"><list><block s="reportMonadic"><l><option>floor</option></l><custom-block s="mean of %mult%n"><list><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers"/></block></list></custom-block></block><block s="reportMonadic"><l><option>ceiling</option></l><custom-block s="mean of %mult%n"><list><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers"/></block></list></custom-block></block></list></custom-block></block></script></block-definition><block-definition s="factors of %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">12</input></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportModulus"><block var="number"/><block var="value"/></block><l>0</l></block></autolambda><list><l>value</l></list></block><block s="reportNumbers"><l>1</l><block var="number"/></block></block></block></script></block-definition><block-definition s="is %&apos;number&apos; prime?" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">Reports true when the number has only 2 factors.</comment><header></header><code></code><translations></translations><inputs><input type="%n">7</input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><custom-block s="factors of %n"><block var="number"/></custom-block></block><l>2</l></block></block></script></block-definition><block-definition s="%&apos;Hz&apos; Hz to note" type="reporter" category="sound"><comment x="0" y="0" w="90" collapsed="false">Reports the note number of a given frequency.</comment><header></header><code></code><translations></translations><inputs><input type="%n">440</input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>lg</option></l><block s="reportQuotient"><block var="Hz"/><l>440</l></block></block><l>12</l></list></block><l>69</l></list></block></block></script></block-definition><block-definition s="note name of note # %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%n">69<options>§_pianoKeyboardMenu</options></input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="note"/><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>C</l><l>C♯</l><l>D</l><l>E♭</l><l>E</l><l>F</l><l>F♯</l><l>G</l><l>A♭</l><l>A</l><l>B♭</l><l>B</l></list></block></block></block></script></block-definition><block-definition s="new line" type="reporter" category="operators"><comment x="0" y="0" w="90" collapsed="false">Makes a new line in a block (useful for join () () blocks)</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportListAttribute"><l><option>lines</option></l><block s="reportReshape"><block s="reportNewList"><list><l></l><l></l></list></block><list><l>2</l></list></block></block></block></script></block-definition><block-definition s="detect infinity %&apos;infinity?&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="infinity?"/><l>Infinity</l></block><l>∞</l><block s="reportIfElse"><block s="reportEquals"><block var="infinity?"/><l>-Infinity</l></block><l>-∞</l><block var="infinity?"/></block></block></block></script></block-definition></blocks><stage name="Project" 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 struct="atomic" id="1354"></list></costumes><sounds><list struct="atomic" id="1355"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Renderer" idx="1" x="-120" y="-175.99999999999966" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="26,0,19,1" pen="tip" id="1360"><costumes><list struct="atomic" id="1361"></list></costumes><sounds><list struct="atomic" id="1362"></list></sounds><blocks></blocks><variables></variables><scripts><script x="175" y="250.50000000000006"><block s="receiveGo"></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doForever"><script><block s="doWait"><l>0.1</l></block><custom-block s="render screen"></custom-block></script></block></script></scripts></sprite><watcher var="microphone volume" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="resolution" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="FPS" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="frequency" style="normal" x="10" y="73.00000599999996" color="243,118,29" hidden="true"/><watcher var="note" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="sample rate" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="microphone volume"><l>21.69277708698934</l></variable><variable name="resolution"><l>512</l></variable><variable name="FPS"><l>84847</l></variable><variable name="frequency"><l>440.30098802669954</l></variable><variable name="note"><l>69.01183869489134</l></variable><variable name="sample rate"><l>48000</l></variable></variables></scene></scenes></project><media name="Interactive Sound Meter" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>