<project name="Lautstärkemessung" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><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="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="239.99999999923432" y="0.26093325577676296" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="31,13,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list id="10"><item><sound name="recording" 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" id="11"/></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="12" y="14"><block s="receiveGo"><comment w="146.6396484375" collapsed="false">Dieser Teil startet das Programm und setzt einige Einstellungen.</comment></block><block s="hide"></block><block s="setColor"><color>79,107,255,1</color></block><block s="setSize"><l>100</l></block><block s="doSetVar"><l>multiplier</l><l>20</l></block></script><script x="245" y="100.66666666666654"><custom-block s="plot sound %s"><block s="reportProduct"><block var="sound"/><l>2</l></block><comment w="119" collapsed="false">Mit diesem Block kannst eine Tondatei grafisch darstellen.&#xD;&#xD;Für das Anzeigen der Lautstärke brauchst du den Block nicht.</comment></custom-block></script><script x="19" y="160.8333333333333"><block s="doForever"><script></script><comment w="90" collapsed="false">In dieser Schleife wird die Anzeige der Lautstärke programmiert.</comment></block></script><script x="212" y="162.6666666666666"><block s="clear"><comment w="117" collapsed="false">Lösche den Bildschirm.</comment></block></script><script x="17" y="272.33333333333314"><block s="up"><comment w="90" collapsed="false">Hebe den Zeichenstift von &quot;Papier&quot; ab.</comment></block></script><script x="213" y="273.4999999999999"><block s="down"><comment w="106" collapsed="false">Setze den Zeichenstift auf das &quot;Papier&quot;</comment></block></script><script x="34" y="369.66666666666663"><block s="gotoXY"><l>-240</l><l>0</l><comment w="90" collapsed="false">Gehe an den linken Bildrand.</comment></block></script><script x="29" y="466.33333333333314"><block s="gotoXY"><l>0</l><block s="reportDifference"><block s="reportProduct"><block s="reportAudio"><l><option>volume</option></l></block><block var="multiplier"/></block><l>240</l></block><comment w="90" collapsed="false">Gehe zur aktuellen Lautstärkeposition.</comment></block></script><script x="322" y="369.1666666666665"><block s="doWait"><l>0.1</l><comment w="90" collapsed="false">Warte kurz.</comment></block></script></scripts></sprite><watcher var="sound" style="normal" x="10" y="10" color="243,118,29" extX="111.369140625" extY="150" hidden="true"/><watcher var="multiplier" style="normal" x="10" y="183.000002" color="243,118,29" hidden="true"/><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="204.000004" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="225.00000599999998" color="4,148,220" hidden="true"/></sprites></stage><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"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations>pt:as amostras de som com _ Hz de _ s amostrado a _ 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="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportProduct"><block var="duration"/><block var="sample rate"/></block></block></block><block s="doSetVar"><l>time</l><l>0</l></block><block s="doSetVar"><l>output</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><block var="duration in samples"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportProduct"><l>2</l><block s="reportProduct"><custom-block s="PI"></custom-block><block s="reportProduct"><block var="frequency"/><block var="time"/></block></block></block></custom-block></block><block var="output"/></block><block s="doChangeVar"><l>time</l><block var="sample period"/></block></script></block></script></block><block s="doReport"><block var="output"/></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;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportProduct"><block var="radians"/><l>180</l></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;</translations><inputs><input type="%s"><options>§_soundsMenu</options></input></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportGetSoundAttribute"><l><option>name</option></l><l></l></block><block var="name"/></block></autolambda><list></list></block><block s="reportGet"><l><option>sounds</option></l></block></block></block></script></block-definition><block-definition s="plot sound %&apos;name&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations>pt:desenha o gráfico do som _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_soundsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>sound</l></list></block><block s="doSetVar"><l>sound</l><block s="reportIfElse"><block s="reportOr"><block s="reportIsA"><block var="name"/><l><option>list</option></l></block><block s="reportIsA"><block var="name"/><l><option>sound</option></l></block></block><block var="name"/><custom-block s="sound named %s"><block var="name"/></custom-block></block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><block s="reportGetSoundAttribute"><l><option>samples</option></l><block var="sound"/></block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportGetSoundAttribute"><l><option>length</option></l><block var="sound"/></block><block s="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><l>4</l></block></block><block s="doForEach"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>0.5</l></block><block s="reportSum"><block s="reportProduct"><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>6.4</l></block></block><block var="offset"/></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>-2</l></block></block></script></block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></block></block></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>2</l></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>0.5</l></block><block s="reportProduct"><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>3.2</l></block></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations>pt:$circleSolid-1-255-0-0 uma nova gravação&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>test</l><l>pic</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var soundRecorder,&#xD;    result = false;&#xD;&#xD;soundRecorder = new SoundRecorderDialogMorph(&#xD;    function (audio) {&#xD;        if (audio) {&#xD;            result = new Sound(audio, &apos;recording&apos;);&#xD;        } else {&#xD;            result = null;&#xD;            this.destroy();&#xD;        }&#xD;    }&#xD;);&#xD;&#xD;soundRecorder.cancel = function () {&#xD;    result = null;&#xD;    this.destroy();&#xD;};&#xD;&#xD;soundRecorder.key = &apos;microphone&apos;;&#xD;soundRecorder.popUp(this.world());&#xD;return function () {return result; };</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="test"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="note from %&apos;pitch&apos; hz" type="reporter" category="sound"><header></header><code></code><translations>pt:a nota com _ Hz&#xD;</translations><inputs><input type="%n">440</input></inputs><script><block s="doReport"><block s="reportRound"><block s="reportSum"><block s="reportProduct"><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></block><l>69</l></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;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportProduct"><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></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;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportSum"><block s="reportModulus"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block><l>1</l></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></blocks><variables><variable name="sound"><list struct="atomic" 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