<snapdata remixID="9525572"><project name="soundifylinkus" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="1500" height="900" costume="0" color="30,30,30,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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var="error"/></custom-block></script><script x="676.5234374999999" y="151.83333333333337"><block var="Answer"/></script><script x="511.6367187499999" y="524.8333333333328"><block var="Answer"/></script><script x="525.8242187500001" y="593.6666666666663"><block s="setXPosition"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block></block><block s="changeYPosition"><l>-10</l></block><block s="write"><block s="reportJoinWords"><list><l>Link Provided (</l><block var="Answer"/><l>)</l></list></block><l>12</l></block></script><script x="575.9798177083335" y="275.333333333334"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportUnicodeAsLetter"><l></l></block></autolambda><list></list></block><block var="s1"/></block></script><script x="343.31315104166686" y="771.666666666667"><block s="reportQuotient"><block s="reportListLength"><l/></block><l></l></block></script><script x="524.3131510416669" y="769.5000000000002"><block s="reportNewCostumeStretched"><l></l><l>100</l><l>50</l></block></script><script x="379.31315104166686" y="819.8333333333337"><block s="reportQuotient"><l></l><l>3</l></block></script><script x="457.83333333333337" y="911.5000000000002"><block var="sound"/></script><script x="491.66666666666674" y="1174.6666666666665"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportUnicodeAsLetter"><l></l></block></autolambda><list></list></block><block var="s1"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="5" y="5" color="4,148,220" hidden="true"/><watcher var="e" style="normal" x="5" y="15.500001000000012" color="243,118,29" hidden="true"/><watcher var="sound" style="normal" x="5" y="26.000001999999995" color="243,118,29" hidden="true"/><watcher var="info" style="normal" x="5" y="36.50000300000001" color="243,118,29" hidden="true"/><watcher var="thing" style="normal" x="5" y="47.00000399999996" color="243,118,29" hidden="true"/><watcher var="med" style="normal" x="5" y="57.50000499999996" color="243,118,29" hidden="true"/><watcher var="s1" style="normal" x="5" y="68.00000600000001" color="243,118,29" extX="100.24609375" extY="149.99999999999997" hidden="true"/><watcher var="se" style="normal" x="5" y="154.50000699999995" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="ask %&apos;input&apos; and wait + %&apos;Answer&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">what&apos;s your name?</input><input type="%upvar"></input></inputs><script><block s="doAsk"><block var="input"/></block><block s="doSetVar"><l>Answer</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask %&apos;Questions&apos; and wait + %&apos;answers&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input><input type="%upvar"></input></inputs><script><block s="doSetVar"><l>answers</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="Questions"/><script><block s="doAsk"><block var="item"/></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="answers"/></block></script></block><block s="doReport"><block var="answers"/></block></script></block-definition><block-definition s="Get user input %&apos;question&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">what&apos;s your name?</input></inputs><script><block s="doAsk"><block var="question"/></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Get user Boolean" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Yes or No?</l></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>True</l></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>No</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>N</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>0</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>False</l></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block></script></block-definition><block-definition s="url + %&apos;CORS-Proxy&apos; %&apos;Url&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"><options>Herokuapp&apos;s CORS-Anywhere=https://cors-anywhere.herokuapp.com/&#xD;No CORS Proxy=</options></input><input type="%s"></input></inputs></block-definition><block-definition s="%&apos;this&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%cmdRing"></input></inputs></block-definition><block-definition s="forever, then continue %&apos;script&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs><script><block s="fork"><block s="reifyScript"><script><block s="doForever"><script><block s="doRun"><block var="script"/><list></list></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="Open website %&apos;website&apos;" type="command" category="other"><comment x="0" y="0" w="90" collapsed="false">Opens a website in a new tab or window. Make sure it starts with https:// or http://</comment><header></header><code></code><translations></translations><inputs><input type="%s">https://www.google.com</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>openWebAddress</l></list><l>window.open(openWebAddress);</l></block><list><block var="website"/></list></block></script></block-definition><block-definition s="Alert %&apos;alert text&apos;" type="command" category="other"><comment x="0" y="0" w="90" collapsed="false">Popup with text.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>alertNameText</l></list><l>alert(alertNameText);</l></block><list><block var="alert text"/></list></block></script></block-definition><block-definition s="Notification title %&apos;title&apos; text %&apos;text&apos; icon link %&apos;icon&apos; image link %&apos;image&apos;" type="command" category="other"><comment x="0" y="0" w="90" collapsed="false">Creates a desktop notification. Any or all of the inputs can be filled.&#xD;NB: Will ask user for permission first.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%txt"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>notificationTitle</l><l>notificationText</l><l>iconLink</l><l>imageLink</l></list><l>// Check if the browser supports notifications&#xD;  if (!("Notification" in window)) {}&#xD;  else if (Notification.permission === "granted") {&#xD;    var notification = new Notification(notificationTitle, {body:notificationText, icon:iconLink, image:imageLink});&#xD;  }&#xD;  else if (Notification.permission !== "denied") {&#xD;    Notification.requestPermission().then(function (permission) {&#xD;    if (permission === "granted") {&#xD;        var notification = new Notification(notificationText);&#xD;      }&#xD;    });&#xD;  }</l></block><list><block var="title"/><block var="text"/><block var="icon"/><block var="image"/></list></block></script></block-definition><block-definition s="Confirm popup %&apos;text&apos;" type="predicate" category="other"><comment x="0" y="0" w="90" collapsed="false">Popup with &apos;Ok&apos; or &apos;Cancel&apos;</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>confirmText</l></list><l>return(confirm(confirmText));</l></block><list><block var="text"/></list></block></block></script></block-definition><block-definition s="Prompt %&apos;text&apos; default %&apos;default text&apos;" type="reporter" category="other"><comment x="0" y="0" w="90" collapsed="false">Popup with an input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>promptText</l><l>promptDefault</l></list><l>return(prompt(promptText, promptDefault));</l></block><list><block var="text"/><block var="default text"/></list></block></block></script></block-definition><block-definition s="popup %&apos;text&apos;" type="command" category="other"><comment x="0" y="0" w="90" collapsed="false">Creates a new window with text in.</comment><header></header><code></code><translations></translations><inputs><input type="%s">Text</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>javaText</l></list><l>let newWindow = window.open("about:blank", "", "_blank"); let textBlock = javaTextif (newWindow) {	newWindow.document.write(textBlock);}</l></block><list><block var="text"/></list></block></script></block-definition><block-definition s="set cookie var %&apos;cname&apos; to %&apos;cvalue&apos; will expire in %&apos;exdays&apos; days" type="command" category="other"><comment x="0" y="0" w="90" collapsed="false">Creates a browser cookie with the value, title, and expire date.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%n"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>cname</l><l>exdays</l><l>cvalue</l></list><l>var d = new Date();  d.setTime(d.getTime() + (exdays*24*60*60*1000));  var expires = "expires="+ d.toUTCString();  document.cookie = cname + "=" + cvalue + ";" + expires + ";path=/";</l></block><list><block var="cname"/><block var="exdays"/><block var="cvalue"/></list></block></script></block-definition><block-definition s="get cookie var %&apos;cname&apos;" type="reporter" category="other"><comment x="0" y="0" w="90" collapsed="false">Returns the value of the specified cookie.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>cname</l></list><l>var name = cname + "=";  var decodedCookie = decodeURIComponent(document.cookie);  var ca = decodedCookie.split(&apos;;&apos;);  for(var i = 0; i &lt;ca.length; i++) {    var c = ca[i];    while (c.charAt(0) == &apos; &apos;) {      c = c.substring(1);    }    if (c.indexOf(name) == 0) {      return c.substring(name.length, c.length);    }  }return ca;</l></block><list><block var="cname"/></list></block></block></script></block-definition><block-definition s="File save prompt . name: %&apos;file name&apos; text %&apos;file text&apos; extension: %&apos;file extension&apos; (plain, html, png, sb2, xml, rtf)" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="file extension"/><l>xml</l></block><block s="reportEquals"><block var="file extension"/><l>rtf</l></block></block><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block var="file extension"/><l>png</l></block><block s="reportEquals"><block var="file extension"/><l>sb2</l></block></block><block s="reportOr"><block s="reportEquals"><block var="file extension"/><l>plain</l></block><block s="reportEquals"><block var="file extension"/><l>html</l></block></block></block></block><script><block s="doIf"><block s="reportEquals"><block var="file extension"/><l>plain</l></block><script><block s="doRun"><block s="reportJSFunction"><list><l>textContents</l><l>textName</l></list><l>var ide=this.parentThatIsA(IDE_Morph);ide.saveFileAs(textContents,&apos;text/plain;charset=utf-8&apos;, textName);</l></block><list><block var="file text"/><block var="file name"/></list></block></script></block><block s="doIf"><block s="reportEquals"><block var="file extension"/><l>png</l></block><script><block s="doRun"><block s="reportJSFunction"><list><l>textContents</l><l>textName</l></list><l>var ide=this.parentThatIsA(IDE_Morph);ide.saveFileAs(textContents,&apos;text/png;charset=utf-8&apos;, textName);</l></block><list><block var="file text"/><block var="file name"/></list></block></script></block><block s="doIf"><block s="reportEquals"><block var="file extension"/><l>sb2</l></block><script><block s="doRun"><block s="reportJSFunction"><list><l>textContents</l><l>textName</l></list><l>var ide=this.parentThatIsA(IDE_Morph);ide.saveFileAs(textContents,&apos;text/sb2;charset=utf-8&apos;, textName);</l></block><list><block var="file text"/><block var="file name"/></list></block></script></block><block s="doIf"><block s="reportEquals"><block var="file extension"/><l>xml</l></block><script><block s="doRun"><block s="reportJSFunction"><list><l>textContents</l><l>textName</l></list><l>var ide=this.parentThatIsA(IDE_Morph);ide.saveFileAs(textContents,&apos;text/xml;charset=utf-8&apos;, textName);</l></block><list><block var="file text"/><block var="file name"/></list></block></script></block><block s="doIf"><block s="reportEquals"><block var="file extension"/><l>rtf</l></block><script><block s="doRun"><block s="reportJSFunction"><list><l>textContents</l><l>textName</l></list><l>var ide=this.parentThatIsA(IDE_Morph);ide.saveFileAs(textContents,&apos;text/rtf;charset=utf-8&apos;, textName);</l></block><list><block var="file text"/><block var="file name"/></list></block></script></block><block s="doIf"><block s="reportEquals"><block var="file extension"/><l>html</l></block><script><block s="doRun"><block s="reportJSFunction"><list><l>textContents</l><l>textName</l></list><l>var ide=this.parentThatIsA(IDE_Morph);ide.saveFileAs(textContents,&apos;text/html;charset=utf-8&apos;, textName);</l></block><list><block var="file text"/><block var="file name"/></list></block></script></block></script></block></script></block-definition><block-definition s="set cursor %&apos;cursor name&apos;" type="command" category="other"><comment x="0" y="0" w="261" collapsed="false">Sets cursor to a specific image. See https://www.w3schools.com/CSSref/playit.asp?filename=playcss_cursor&amp;preval=alias for a list of keywords</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>cursorName</l></list><l>document.body.style.cursor = cursorName;</l></block><list><block var="cursor name"/></list></block></script></block-definition><block-definition s="return cursor" type="command" category="other"><comment x="0" y="0" w="90" collapsed="false">&quot;Help! I don&apos;t know how to change the cursor back!&quot;</comment><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="set cursor %txt"><l>default</l></custom-block></script></block-definition><block-definition s="website popup %&apos;website&apos;" type="command" category="other"><comment x="0" y="0" w="114" collapsed="false">Opens a new window with a website.</comment><header></header><code></code><translations></translations><inputs><input type="%s">https://www.google.com</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>javaWebsite</l></list><l>let newWindow = window.open(javaWebsite, "", "_blank");</l></block><list><block var="website"/></list></block></script></block-definition><block-definition s="anywhere url %&apos;url&apos;" type="reporter" category="other"><comment x="0" y="0" w="90" collapsed="false">Get html contents from anywhere on the internet.</comment><header></header><code></code><translations></translations><inputs><input type="%s">https://en.wikipedia.org/wiki/Main_page</input></inputs><script><block s="doReport"><block s="reportURL"><block s="reportJoinWords"><list><l>https://cors-anywhere.herokuapp.com/</l><block var="url"/></list></block></block></block></script></block-definition><block-definition s="safely try %&apos;action&apos; then if %&apos;error&apos; %&apos;handler&apos;" type="command" category="control"><comment x="0" y="0" w="276" collapsed="false">Catch errors.&#xD;&#xD;Runs the first script.  If it succeeds, nothing else happens.&#xD;But if it has an error (something that would otherwise result&#xD;in a red halo around the block), then the second script is run,&#xD;with the text of the error message that would have been shown in the variable ERROR.</comment><header></header><code></code><translations>pt:tenta executar _ e, em caso de erro _ , executa _&#xD;</translations><inputs><input type="%cs"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><custom-block s="let %upvar be %s"><l>reset</l><block s="evaluate"><block s="reportJSFunction"><list><l>proc</l></list><l>var oldHandleError = proc.handleError,&#xD;    oldCatchingErrors = proc.isCatchingErrors;&#xD;&#xD;return function(){&#xD; proc.handleError = oldHandleError;&#xD; proc.isCatchingErrors = oldCatchingErrors;&#xD;}</l></block><list></list></block></custom-block><block s="doCallCC"><block s="reifyScript"><script><block s="doRun"><block s="reportJSFunction"><list><l>reset</l><l>action</l><l>handler</l><l>proc</l></list><l>proc.isCatchingErrors = true;&#xD;proc.handleError = function(error, element){&#xD; reset();&#xD; proc.context = handler;&#xD; proc.context.variables.setVar("error", error);&#xD;}&#xD;&#xD;try{&#xD; proc.evaluate(action, new List(), true);&#xD;}&#xD;catch(e){&#xD; proc.handleError(e, null);&#xD;} </l></block><list><block var="reset"/><block var="action"/><block s="reifyScript"><script><block s="doRun"><block s="reifyScript"><script><block s="doRun"><block var="handler"/><list></list></block><block s="doRun"><block var="return"/><list></list></block></script><list></list></block><list></list></block></script><list></list></block></list></block></script><list><l>return</l></list></block></block><block s="doRun"><block var="reset"/><list></list></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><comment x="0" y="0" w="268.6666666666667" collapsed="false">Throw an error.&#xD;&#xD;Makes a red halo appear around the script that runs it,&#xD;with the input text shown in a speech balloon next to&#xD;the script, just like any Snap! error.&#xD;&#xD;This is useful to put in the second script of SAFELY TRY&#xD;after some other instructions to undo the partial work of&#xD;the first script.</comment><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg);</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="let %&apos;var&apos; be %&apos;val&apos;" type="command" category="other"><comment x="0" y="0" w="183.33333333333334" collapsed="false">LET (FOO) BE (5)&#xD;is equivalent to&#xD;SCRIPT VARIABLES (FOO)&#xD;SET (FOO) TO (5)</comment><header></header><code></code><translations>pt:cria a variável de guião _ com valor _&#xD;</translations><inputs><input type="%upvar"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>var</l><block var="val"/></block></script></block-definition><block-definition s="safely try reporting %&apos;this&apos; then if %&apos;error&apos; report %&apos;that&apos;" type="reporter" category="control"><comment x="0" y="0" w="316.6666666666667" collapsed="false">Catch errors in a reporter.&#xD;&#xD;Evaluates its first input.  If that expression successfully reports a value, this block reports that value.  If the expression causes a Snap! error,&#xD;then the final input slot is evaluated with the text of what would have&#xD;been the error message in variable ERROR.  SAFELY TRY then reports the value of that final expression.&#xD;&#xD;Sometimes you&apos;ll want to throw an error in the final expression.  You&#xD;can put an ERROR block inside a CALL block to do that.</comment><header></header><code></code><translations></translations><inputs><input type="%anyUE"></input><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doDeclareVariables"><list><l>value</l></list></block><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doSetVar"><l>value</l><block s="evaluate"><block var="this"/><list></list></block></block></script><l>err</l><script><block s="doSetVar"><l>error</l><block var="err"/></block><block s="doSetVar"><l>value</l><block s="evaluate"><block var="that"/><list></list></block></block></script></custom-block><block s="doReport"><block var="value"/></block></script></block-definition><block-definition s="reverse %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="223" collapsed="false">Reports a new list containing the items of the input list, but in the opposite order.</comment><header></header><code></code><translations>ca:capgira _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>helper</l></list></block><block s="doSetVar"><l>helper</l><block s="reifyScript"><script><block s="doIf"><block s="reportEquals"><block var="input"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="result"/></block></script></block><block s="doReport"><block s="evaluate"><block var="helper"/><list><block s="reportCDR"><block var="input"/></block><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="input"/></block><block var="result"/></block></list></block></block></script><list><l>input</l><l>result</l></list></block></block><block s="doWarp"><script><block s="doReport"><block s="evaluate"><block var="helper"/><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block></script></block-definition><block-definition s="remove duplicates from %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="209" collapsed="false">Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.</comment><header></header><code></code><translations>ca:elimina els duplicats de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block><script><block s="doReport"><custom-block s="remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block></script></block></script></block-definition><block-definition s="sort %&apos;data&apos; ordering with %&apos;function&apos;" type="reporter" category="lists"><comment x="0" y="0" w="161.14285714285708" collapsed="false">Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot.  For a list of numbers, using &lt; as the comparison function will sort from low to high; using &gt; will sort from high to low.</comment><header></header><code></code><translations>ca:ordena _ segons criteri _&#xD;</translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doDeclareVariables"><list><l>even items</l><l>odd items</l><l>merge</l><l>split</l><l>copy of data</l><l>id</l></list></block><block s="doSetVar"><l>id</l><block s="reifyScript"><script><block s="doReport"><l></l></block></script><list></list></block></block><block s="doSetVar"><l>copy of data</l><block s="reportMap"><block var="id"/><block var="data"/></block></block><block s="doSetVar"><l>split</l><block s="reifyScript"><script><block s="doSetVar"><l>even items</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>odd items</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportListIsEmpty"><block var="copy of data"/></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="odd items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="copy of data"/></block></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="even items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block></script></block></script></block></script><list></list></block></block><block s="doSetVar"><l>merge</l><block s="reifyScript"><script><block s="doIf"><block s="reportEquals"><block var="#1"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="#2"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="#2"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="#1"/></block></script></block><block s="doIfElse"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="reportListItem"><l>1</l><block var="#2"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="evaluate"><block var="merge"/><list><block s="reportCDR"><block var="#1"/></block><block var="#2"/></list></block></block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#2"/></block><block s="evaluate"><block var="merge"/><list><block var="#1"/><block s="reportCDR"><block var="#2"/></block></list></block></block></block></script></block></script><list><l>#1</l><l>#2</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="data"/><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 s="reportCDR"><block var="data"/></block><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doRun"><block var="split"/><list></list></block><block s="doReport"><block s="evaluate"><block var="merge"/><list><custom-block s="sort %l ordering with %predRing"><block var="odd items"/><block var="function"/></custom-block><custom-block s="sort %l ordering with %predRing"><block var="even items"/><block var="function"/></custom-block></list></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>ca:associació _ _&#xD;</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="%&apos;#&apos; for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><comment x="0" y="0" w="228.57142857142858" collapsed="false">This block carries out the given script for each item of the given list, like the primitive FOR EACH.&#xD;&#xD;What&apos;s different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.</comment><header></header><code></code><translations>ca:_ per cada _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%upvar"></input><input type="%l"></input><input type="%ca"></input></inputs><script><block s="doSetVar"><l>#</l><l>1</l></block><block s="doUntil"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block><block s="doChangeVar"><l>#</l><l>1</l></block></script></block></script></block-definition><block-definition s="multimap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="267.3333333333333" collapsed="false">Takes as input a function of N inputs and N lists.&#xD;The function is called with item 1 of all the lists as its inputs, with item 2 of all the lists as its inputs, and so on.  (The lists should all be the same length.)</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="function"/><custom-block s="%s"><l></l></custom-block></block></autolambda><list></list></block><custom-block s="zip %mult%l"><block var="lists"/></custom-block></block></block></script></block-definition><block-definition s="zip %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="192" collapsed="false">ZIP takes any number of lists as inputs.  The lists should all be the same length.  ZIP reports a list of lists in which the first item is a list of all the first items, the second item is a list of all the second items, etc.&#xD;Viewing the inputs as the rows of a matrix, ZIP reports its transpose.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block><custom-block s="zip %mult%l"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="lists"><comment x="0" y="0" w="105.33333333333333" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><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="reportListLength"><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="reportListLength"><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="e"><l>0dddd&lt;!doctype html&gt;&lt;html itemscope="" itemtype="http://schema.org/WebPage" lang="en"&gt;&lt;head&gt;&lt;meta charset="UTF-8"&gt;&lt;meta content="origin" name="referrer"&gt;&lt;meta content="Search the world&apos;s information, including webpages, 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id="1856"/></variable><variable name="info"><list struct="atomic" id="1857">DURATION : 3.2481458333333335,FILENAME : sound,CHANNELS : 1,SAMPRATE : 48000,Playing...</list></variable><variable name="thing"><list struct="atomic" linked="linked" id="1858">9,10,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,91,92,93,95,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,169,174,8482</list></variable><variable name="med"><l>77</l></variable><variable name="s1"><list struct="atomic" 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