<snapdata remixID="13514164"><project name="horrible sin commited" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="horrible sin commited"><notes></notes><palette><category name="Qdow API" color="57,163,0,1"/><category name="Applications" color="201,201,201,1"/></palette><hidden> reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment reportAtan2 reportVariadicMin reportVariadicMax</hidden><headers></headers><code></code><blocks><block-definition s="menu examples" type="command" category="sensing"><comment x="0" y="0" w="212" collapsed="false">open my definition to look at examples how to use the menu blocks</comment><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="10" y="79"><block s="doAsk"><l>what&apos;s your name?</l></block></script><script x="10" y="118"><custom-block s="ask %s"><l>what&apos;s your name?</l></custom-block></script><script x="10" y="151.00000000000003"><custom-block s="notify %s"><l>Alert!</l></custom-block></script><script x="10" y="190.00000000000003"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><l>baz</l></list></custom-block></script><script x="10" y="223.00000000000006"><custom-block s="prompt %s options %mult%s"><l>choose!</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></script><script x="10" y="260.99999999999994"><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><l>quux</l><l>garply</l></list></custom-block></script><script x="10" y="293.99999999999994"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><custom-block s="submenu %s items %mult%s"><l></l><list><l>fred</l><l>test</l></list></custom-block><custom-block s="divider"></custom-block><l>quux</l><l>garply</l></list></custom-block><l>baz</l></list></custom-block></script><script x="10" y="377.83333333333337"><custom-block s="menu item icon %s label %s value %s"><l></l><l>option</l><l></l></custom-block></script><script x="10" y="411.83333333333337"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item icon %s label %s value %s"><l>monkey</l><l>monkey</l><block s="reportObject"><l>monkey</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l>Octo</l><l></l><l>42</l></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>choice</l><l>yay!</l></custom-block><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><custom-block s="menu item icon %s label %s value %s"><l>Alonzo</l><l>Alonzo</l><block s="reportObject"><l>Alonzo</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>foo</l><l>bar</l></custom-block></list></custom-block></list></custom-block></script><script x="10" y="565.8333333333333"><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block></script><script x="10" y="599.8333333333334"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>wassup?</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><block s="reportObject"><l>Alonzo</l></block><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>so?</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></list></custom-block></script></scripts></block-definition><block-definition s="ask %&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="notify %&apos;message&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Ok</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="prompt %&apos;title&apos; options %&apos;options&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">choose!</input><input type="%mult%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><block var="options"/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options"/></list></block></block></custom-block></block></script></block-definition><block-definition s="submenu %&apos;title&apos; items %&apos;items&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">title</input><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><l>menu</l><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block></block><block var="items"/></list></block></block></script></block-definition><block-definition s="divider" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="menu item icon %&apos;icon&apos; label %&apos;text&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input><input type="%s">option</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="icon"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block var="value"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block var="text"/><block s="reportNewList"><list><block var="text"/><block var="value"/></list></block></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block var="text"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu item speech ballon %&apos;orientation&apos; message %&apos;message&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">left<options>left&#xD;right</options></input><input type="%s">hey!</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="costume from text %&apos;text&apos; size %&apos;size&apos;" type="reporter" category="looks"><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;ca:vestit amb el text _ i mida _&#xD;</translations><inputs><input type="%s">A</input><input type="%n">72</input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>pen state</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>pen state</l><block s="getPenDown"></block></block><block s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="write"><block var="text"/><block var="size"/></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="costume"/><block s="reportJoinWords"><list><block var="text"/></list></block></list></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doIf"><block var="pen state"/><script><block s="down"></block></script><list></list></block><block s="doReport"><block var="costume"/></block></script></block-definition><block-definition s="store key: %&apos;key&apos; value: %&apos;value&apos; in browser" type="command" category="other"><header></header><code></code><translations>ca:desa clau: _ amb valor: _ al navegador&#xD;</translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_store(key, val)</l><list><block var="key"/><block var="value"/></list></block></script></block-definition><block-definition s="stored data in browser" type="reporter" category="other"><header></header><code></code><translations>ca:dades desades al navegador&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_getall</l><list></list></block></block></script></block-definition><block-definition s="remove key: %&apos;key&apos; in browser" type="command" category="other"><header></header><code></code><translations>ca:esborra clau: _ del navegador&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_remove(key)</l><list><block var="key"/></list></block></script></block-definition><block-definition s="clear data in browser" type="command" category="other"><header></header><code></code><translations>ca:esborra dades del navegador&#xD;</translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>item</l><custom-block s="stored data in browser"></custom-block><script><custom-block s="remove key: %s in browser"><block s="reportListItem"><l>1</l><block var="item"/></block></custom-block></script></block></script></block></script></block-definition><block-definition s="get value from key: %&apos;key&apos; in browser" type="reporter" category="other"><comment x="0" y="0" w="199.33333333333334" collapsed="false">Reports the value previously stored under&#xD;the input key in the browser&apos;s local storage.&#xD;Reports False if the key is not found.</comment><header></header><code></code><translations>ca:obté valor de clau: _ al navegador&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_get(key)</l><list><block var="key"/></list></block></block></script></block-definition><block-definition s="listify %&apos;jsonString&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:os dados JSON _ em formato de lista&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="jsonString"/><l><option>json</option></l></block></block></script></block-definition><block-definition s="value at key %&apos;key&apos; of %&apos;lst&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:o valor com chave _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>each item</l><block var="lst"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block var="each item"/></block><block var="key"/></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="each item"/></block></block></script><list></list></block></script></block></script></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;method&apos; url: %&apos;url&apos; send: %&apos;payload&apos; headers: %&apos;headers&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:a resposta a _ de _ enviando _ e cabeçalhos _&#xD;</translations><inputs><input type="%s" readonly="true">GET<options>GET&#xD;POST&#xD;PUT&#xD;DELETE</options></input><input type="%s">https://snap.berkeley.edu</input><input type="%s"></input><input type="%mult%l" readonly="true"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>xhr_request(mth, url, dta, hdrs)</l><list><block var="method"/><block var="url"/><block var="payload"/><block var="headers"/></list></block></block></script></block-definition><block-definition s="key: %&apos;key&apos; value: %&apos;value&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:um par (chave: _ , valor: _ )&#xD;</translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="key"/><block var="value"/></list></block></block></script></block-definition><block-definition s="current location" type="reporter" category="sensing"><comment x="0" y="0" w="200" collapsed="false">Reports a three-item list containing the latitude and longitude of the user, and the precision of the measurements.  Works only if the user allows snap.berkeley.edu access to location data.  Some browsers also require an HTTPS connection to Snap!.</comment><header></header><code></code><translations>pt:a localização actual do dispositivo&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>geo_location(acc?)</l><list><block s="reportBoolean"><l><bool>true</bool></l></block></list></block></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block s="evaluate"><block var="callback"/><list></list></block></block><l>3</l></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="notify %&apos;message&apos; opitions %&apos;options...&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><block var="options..."/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options..."/></list></block></block></custom-block></block></script><scripts><script x="64.22018348623853" y="146.68195718654428"><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="Yes"/></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script><script x="230.61899850827842" y="126.50458715596318"><block var="Yes"/></script><script x="375.9821234186856" y="28.076452599388396"><block var="options"/></script><script x="360.5605715130448" y="118.565749235474"><block var="options"/></script></scripts></block-definition><block-definition s="%&apos;head&apos; in front of stream %&apos;tail&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of IN FRONT OF.&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is here in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:a prefixação de _ ao canal _&#xD;</translations><inputs><input type="%s"></input><input type="%anyUE"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="head"/><block var="tail"/><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block></script></block-definition><block-definition s="head of stream %&apos;stream&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of ITEM 1 OF.&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:o primeiro item do canal _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="stream"/></block></block></script></block-definition><block-definition s="tail of stream %&apos;stream&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of ALL BUT FIRST OF.&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:um canal com todos os itens de _ menos o primeiro&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListItem"><l>3</l><block var="stream"/></block><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="stream"/></block></block></script><list></list></block><block s="doReplaceInList"><l>4</l><block var="stream"/><block s="evaluate"><block s="reportListItem"><l>2</l><block var="stream"/></block><list></list></block></block><block s="doReplaceInList"><l>3</l><block var="stream"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doReport"><block s="reportListItem"><l>4</l><block var="stream"/></block></block></script></block></script></block-definition><block-definition s="map %&apos;function&apos; over stream %&apos;stream&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of variadic MAP (any number of input lists, like&#xD;MULTIMAP in the list utilities library).&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:a aplicação de _ aos itens dos canais _&#xD;</translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block var="stream"/></block><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><custom-block s="%s in front of stream %anyUE"><block s="evaluate"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="head of stream %l"><l/></custom-block></autolambda><list></list></block><block var="stream"/></block></block><custom-block s="map %repRing over stream %mult%l"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="tail of stream %l"><l/></custom-block></autolambda><list></list></block><block var="stream"/></block></custom-block></custom-block></block></script></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from stream %&apos;stream&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of KEEP.&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:os itens tais que _ do canal _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="stream"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><custom-block s="head of stream %l"><block var="stream"/></custom-block></list></block><script><block s="doReport"><custom-block s="%s in front of stream %anyUE"><custom-block s="head of stream %l"><block var="stream"/></custom-block><custom-block s="keep items such that %predRing from stream %l"><block var="pred"/><custom-block s="tail of stream %l"><block var="stream"/></custom-block></custom-block></custom-block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from stream %l"><block var="pred"/><custom-block s="tail of stream %l"><block var="stream"/></custom-block></custom-block></block></script></block></script></block></script></block-definition><block-definition s="show stream %&apos;stream&apos; %&apos;number&apos;" type="reporter" category="lists"><comment x="0" y="0" w="364" collapsed="false">The inputs are a stream and a positive integer.  SHOW STREAM reports a&#xD;regular finite list of length less than (for short finite streams) or equal to the&#xD;second input.  It&apos;s useful because an infinite stream can&apos;t be displayed in a&#xD;finite amount of time.</comment><header></header><code></code><translations>pt:uma lista com os itens do canal _ até ao _ º&#xD;</translations><inputs><input type="%l"></input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="stream"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="number"/><l>0</l></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><custom-block s="head of stream %l"><block var="stream"/></custom-block><custom-block s="show stream %l %n"><custom-block s="tail of stream %l"><block var="stream"/></custom-block><block s="reportDifference"><block var="number"/><l>1</l></block></custom-block></block></block></script></block-definition><block-definition s="stream %&apos;items&apos;" type="reporter" category="lists"><comment x="0" y="0" w="343.3333333333333" collapsed="false">Make a stream from a finite collection of items, like the LIST primitive.&#xD;Since this block is typically used for small amounts of data, it does not&#xD;delay computation of its inputs.</comment><header></header><code></code><translations>pt:um canal com _&#xD;</translations><inputs><input type="%mult%s"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="items"/></block><script><block s="doReport"><block var="items"/></block></script><list></list></block><block s="doReport"><custom-block s="%s in front of stream %anyUE"><block s="reportListItem"><l>1</l><block var="items"/></block><custom-block s="stream %mult%s"><block s="reportCDR"><block var="items"/></block></custom-block></custom-block></block></script></block-definition><block-definition s="sieve %&apos;stream&apos;" type="reporter" category="lists"><comment x="0" y="0" w="477.99999999999994" collapsed="false">Call this block with STREAM WITH NUMBERS FROM 2&#xD;as its input to get the infinite stream of all the prime numbers.&#xD;&#xD;It&apos;s called SIEVE because the algorithm it uses is the Sieve of&#xD;Eratosthenes (clickable link):&#xD;https://en.wikipedia.org/wiki/Sieve_of_Eratosthenes&#xD;&#xD;Look inside; it&apos;s a beautifully elegant algorithm.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:a crivagem do canal _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><custom-block s="%s in front of stream %anyUE"><custom-block s="head of stream %l"><block var="stream"/></custom-block><custom-block s="sieve %l"><custom-block s="keep items such that %predRing from stream %l"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportModulus"><l></l><custom-block s="head of stream %l"><block var="stream"/></custom-block></block><l>0</l></list></block></autolambda><list></list></block><custom-block s="tail of stream %l"><block var="stream"/></custom-block></custom-block></custom-block></custom-block></block></script></block></script></block-definition><block-definition s="stream with numbers from %&apos;start&apos;" type="reporter" category="lists"><comment x="0" y="0" w="418.6106770833333" collapsed="false">The stream version of NUMBERS FROM 1 TO, with no&#xD;ending number because it reports the infinite stream of all&#xD;the integers greater than or equal to its input.&#xD;&#xD;Read the code!  It&apos;s deceptively simple.&#xD;&#xD;Streams, also called lazy lists, are like lists except that&#xD;items are not computed until they&apos;re needed.  This allows&#xD;for more efficient handling of large computed lists, and&#xD;even infinite lists.  The only piece of magic is in &#xD;IN FRONT OF STREAM, whose second input is of type &#xD;Unevaluated, which means that it&apos;s a procedure, with &#xD;a sort of invisible gray ring. So HEAD OF STREAM is just &#xD;ITEM 1 OF, but TAIL OF STREAM has a CALL block &#xD;to make the computation happen.&#xD;&#xD;For a tutorial introduction to streams, read SICP 3.5:&#xD;https://mitpress.mit.edu/sites/default/files/sicp/full-text/book/book-Z-H-24.html#%_sec_3.5&#xD;or Brian&apos;s lecture notes (start on page 74):&#xD;https://people.eecs.berkeley.edu/&#126;bh/61a-pages/Volume2/notes.pdf&#xD;The above are clickable links!</comment><header></header><code></code><translations>pt:um canal com os números a partir de _&#xD;</translations><inputs><input type="%n">1</input></inputs><script><block s="doReport"><custom-block s="%s in front of stream %anyUE"><block var="start"/><custom-block s="stream with numbers from %n"><block s="reportVariadicSum"><list><block var="start"/><l>1</l></list></block></custom-block></custom-block></block></script></block-definition><block-definition s="stream demo" type="command" category="lists"><comment x="0" y="0" w="174.66666666666666" collapsed="true">Read the code while running it, </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>ones</l><l>ints</l><l>primes</l></list></block><block s="doSetVar"><l>ones</l><custom-block s="%s in front of stream %anyUE"><l>1</l><block var="ones"/></custom-block></block><block s="doSetVar"><l>ints</l><custom-block s="%s in front of stream %anyUE"><l>1</l><custom-block s="map %repRing over stream %mult%l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><list><block var="ones"/><block var="ints"/></list></custom-block></custom-block></block><block s="doSetVar"><l>primes</l><custom-block s="sieve %l"><custom-block s="stream with numbers from %n"><l>2</l></custom-block></custom-block></block><block s="doSayFor"><custom-block s="show stream %l %n"><block var="ones"/><l>10</l></custom-block><l>2</l></block><block s="doSayFor"><custom-block s="show stream %l %n"><block var="ints"/><l>10</l></custom-block><l>2</l></block><block s="doSayFor"><custom-block s="show stream %l %n"><block var="primes"/><l>10</l></custom-block><l>2</l></block></script></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos;" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _&#xD;ca:digues _ amb accent _ _ to _ i velocitat _&#xD;</translations><inputs><input type="%s">Hello, World!</input><input type="%txt">en-US<options>العربية=ar&#xD;Български=bg&#xD;বাংলা=bn&#xD;Català=ca&#xD;Català - Valencià=ca-VA&#xD;Česky=cs&#xD;Deutsch=de&#xD;Dansk=dk&#xD;Ελληνικά=el&#xD;English-American=en-US&#xD;English-British=en-GB&#xD;Esperanto=eo&#xD;Español=es&#xD;Eesti=et&#xD;Euskara=eu&#xD;suomi=fi&#xD;Français=fr&#xD;Galego=gl&#xD;Hrvatski=hr&#xD;Magyar=hu&#xD;Interlingua=ia&#xD;Bahasa Indonesia=id&#xD;Italiano=it&#xD;日本語=ja&#xD;にほんご=ja-HIRA&#xD;ಕನ್ನಡ=kn&#xD;한국어=ko&#xD;Malayalam=ml&#xD;Nederlands=nl&#xD;Norsk=no&#xD;Polski=pl&#xD;Português=pt&#xD;Português do Brasil=pt-BR&#xD;Român=ro&#xD;Русский=ru&#xD;Slovenščina=si&#xD;svenska=sv&#xD;Tamil=ta&#xD;Telagu=te&#xD;Türkçe=tr&#xD;Українська=ua&#xD;简体中文=zh-CN&#xD;繁體中文=zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="text"/><block var="lang"/><block var="pitch"/><block var="rate"/></list></block></script></block-definition><block-definition s="add wave" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>pos</l></list></block><block s="changeYPosition"><l>-20</l></block><block s="doSetVar"><l>pos</l><block s="getPosition"></block></block><block s="doGotoObject"><block s="reportVariadicSum"><list><block s="reportNewList"><list><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportGetImageAttribute"><l><option>width</option></l><l>SPIKE</l></block><l>4</l></block></block><l></l></list></block><block var="pos"/></list></block></block><block s="down"></block><block s="doFor"><l>i</l><l>0</l><l>18</l><script><block s="doGotoObject"><block s="reportVariadicSum"><list><block s="getPosition"></block><block s="reportNewList"><list><l>2.5</l><l>40</l></list></block></list></block></block><block s="changeYPosition"><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block var="i"/><block var="wv"/></list></block><l>20</l></list></block></block></block><block s="doGotoObject"><block s="reportVariadicSum"><list><block s="getPosition"></block><block s="reportNewList"><list><l>2.5</l><l>-40</l></list></block></list></block></block></script></block><block s="up"></block></script></block><block s="doChangeVar"><l>wv</l><l>1</l></block></script><scripts><script x="123.99999999999999" y="172.13333333333304"><block s="changeXPosition"><l>2</l></block></script></scripts></block-definition><block-definition s="smooth glide from %&apos;f&apos; to %&apos;t&apos; reduce %&apos;r&apos;" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n">5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportDifference"><block var="t"/><block var="f"/></block><block var="r"/></block></block></script></block-definition><block-definition s="editnotify %&apos;message&apos; %&apos;Yes&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input><input type="%s">Yes</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="Yes"/></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script><scripts><script x="378.2354842719681" y="42.116207951070415"><block var="message"/></script><script x="224.50837693520643" y="9.174311926605505"><block var="Ok"/></script><script x="397.90287234805044" y="46.703363914373114"><block var="No"/></script><script x="391.4808539994266" y="32.94189602446485"><block var="No"/></script><script x="391.109934171624" y="39.66360856269109"><block var="No"/></script></scripts></block-definition><block-definition s="$smallStage %&apos;new window&apos; $nl title %&apos;name&apos; $nl width %&apos;w&apos; height %&apos;h&apos; $nl script %&apos;Script&apos;" type="command" category="Qdow API"><comment w="90" collapsed="false">creates a new window with just a few attributes </comment><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%txt">New Window</input><input type="%n">240</input><input type="%n">180</input><input type="%cmdRing"></input></inputs><script><custom-block s="safely try %cs then if %upvar %cs"><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>windows</l></list></custom-block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="windows"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><custom-block s="$poster windows"></custom-block></block><l>0</l></list></block></list></block><script><custom-block s="set var %s to %s"><l>windows</l><block s="reportNewList"><list></list></block></custom-block></script><script></script></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAskFor"><l></l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>name</option></l></block></autolambda><list></list></block><list></list></block></autolambda><list></list></block><block s="reportGet"><l><option>clones</option></l></block></block><block s="reportJoinWords"><list><block var="name"/><l> (QdowAPI)</l></list></block></block><script><custom-block s="error %txt"><l>A Window with the same name already exists!</l></custom-block></script><script><block s="doTellTo"><block s="newClone"><l><option>myself</option></l></block><block s="reifyScript"><script><block s="doSetVar"><l>new window</l><block s="reportGet"><l><option>self</option></l></block></block><block s="clearEffects"></block><block s="doSetVar"><l><option>my name</option></l><block s="reportJoinWords"><list><block var="name"/><l> (QdowAPI)</l><l></l></list></block></block><custom-block s="render.window %s %n %n %n %mult%s"><block var="name"/><block var="w"/><block var="h"/><block s="reportRound"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>480</l></block></block><list></list></custom-block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="windows"/></block><block var="name"/></block><script></script><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportGet"><l><option>self</option></l></block><block s="xPosition"></block><block s="yPosition"></block><block var="w"/><block var="h"/></list></block><block var="windows"/></block></script></block><block s="fork"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>isMaximized</l><l>prevSizeW</l><l>prevSizeH</l></list></block><block s="doSetVar"><l>isMaximized</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l><option>my draggable?</option></l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIfElse"><block s="reportListIsEmpty"><block s="reportAspect"><l><option>sprites</option></l><l><option>myself</option></l></block></block><script></script><script></script></block><block s="doRun"><block var="Script"/><list></list></block><block s="doForever"><script><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doIfElse"><block var="isMaximized"/><script></script><script><block s="doSetVar"><l>prevSizeW</l><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block></block><block s="doSetVar"><l>prevSizeH</l><block s="reportGetImageAttribute"><l><option>height</option></l><l><option>current</option></l></block></block></script></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>22</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block></list></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>30</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>15</l></block></list></block></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><block s="reportAspect"><l><option>sprites</option></l><l><option>mouse-pointer</option></l></block></block><block s="reportGet"><l><option>self</option></l></block></list></block></list></block><block s="reportMouseDown"></block></list></block><script><custom-block s="$trash close window %s"><block var="name"/></custom-block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>22</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block></list></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>50</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>35</l></block></list></block></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><block s="reportAspect"><l><option>sprites</option></l><l><option>mouse-pointer</option></l></block></block><block s="reportGet"><l><option>self</option></l></block></list></block></list></block><block s="reportMouseDown"></block></list></block><script><block s="doIfElse"><block var="isMaximized"/><script><block s="doSetVar"><l>isMaximized</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="resize window %txt %br width %n height %n %br go back? %b"><block var="name"/><block var="w"/><block var="h"/><l><bool>true</bool></l></custom-block><block s="gotoXY"><l>0</l><l>0</l></block></script><script><block s="doSetVar"><l>prevSizeW</l><block s="reportDifference"><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block><l>1</l></block></block><block s="doSetVar"><l>prevSizeH</l><block s="reportDifference"><block s="reportGetImageAttribute"><l><option>height</option></l><l><option>current</option></l></block><l>1</l></block></block><block s="doSetVar"><l>isMaximized</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="$grow maximize window %s"><block var="name"/></custom-block><block s="gotoXY"><l>0</l><l></l></block></script></block><block s="doWaitUntil"><block s="reportMouseDown"></block></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>22</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block></list></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>75</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>55</l></block></list></block></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><block s="reportAspect"><l><option>sprites</option></l><l><option>mouse-pointer</option></l></block></block><block s="reportGet"><l><option>self</option></l></block></list></block></list></block><block s="reportMouseDown"></block></list></block><script><block s="doIfElse"><block s="reportShown"></block><script><block s="hide"></block><block s="doWaitUntil"><block s="reportShown"></block></block></script><script></script></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>35</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block></list></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>85</l></block></list></block></list></block><block s="reportVariadicEquals"><list><block s="reportListItem"><l><option>last</option></l><block s="reportAspect"><l><option>sprites</option></l><l><option>mouse-pointer</option></l></block></block><block s="reportGet"><l><option>self</option></l></block></list></block></list></block><block s="reportMouseDown"></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseX"></block><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>bottom</option></l><l>Stage</l></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="reportMouseX"></block><block s="reportAttributeOf"><l><option>right</option></l><l>Stage</l></block></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block></list></block></list></block></list></block></list></block></list></block><script><block s="doIfElse"><block var="isMaximized"/><script><custom-block s="resize window %txt %br width %n height %n %br go back? %b"><block var="name"/><block 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type="%n">1</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>end time</l><l>destination</l></list></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>destination</l><block s="reportVariadicSum"><list><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></list></block></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="reportVariadicProduct"><list><block var="delta"/><block s="evaluate"><block var="easing"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></list></block></script></block><block s="doRun"><block var="setter"/><list><block var="destination"/></list></block></script></block-definition><block-definition s="$poster windows" type="reporter" category="Qdow API"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block s="reportTextSplit"><block s="reportAskFor"><l></l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>name</option></l></block></autolambda><list></list></block><list></list></block><l> </l></block><l>(QdowAPI)</l></block></autolambda><list></list></block><block s="reportGet"><l><option>clones</option></l></block></block></block></script></block-definition><block-definition s="set var %&apos;_name&apos; to %&apos;_value&apos;" type="command" category="variables"><comment x="0" y="0" w="240.4931640625" collapsed="false">This block sets the given value (last input) to the variable named with the name givent (var input).&#xD;&#xD;It looks for that variable following the scope order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos; (the first match it finds).&#xD;&#xD;If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the &quot;does var (name) exists?&quot; block. </comment><header></header><code></code><translations>ca:assigna a _ el valor _&#xD;es:asignar a _ el valor _&#xD;pt:altera _ para _&#xD;de:setze var _ auf _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>var_set(name, val)</l><list><block var="_name"/><block var="_value"/></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="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="$trash close window %&apos;window&apos;" type="command" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%s">New Window</input></inputs><script><custom-block s="tell window %txt to %cmdRing"><block var="window"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block></custom-block><block s="doDeleteFromList"><block s="reportListIndex"><custom-block s="$poster window %txt"><block var="window"/></custom-block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="windows"/></block></block><block var="windows"/></block></script></block-definition><block-definition s="tell window %&apos;name&apos; to %&apos;action&apos;" type="command" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%txt">New Window</input><input type="%cmdRing"></input></inputs><script><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doTellTo"><custom-block s="$smallStage window %s"><block var="name"/></custom-block><block var="action"/><list></list></block></script><l>error</l><script><custom-block s="error.WindowAPI %s %s"><block var="name"/><block var="error"/></custom-block></script></custom-block></script></block-definition><block-definition s="$smallStage window %&apos;window&apos;" type="reporter" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%s">New Window</input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportIsA"><block var="window"/><l><option>sprite</option></l></block><block s="reportAskFor"><block var="window"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>self</option></l></block></autolambda><list></list></block><list></list></block><block s="reportListItem"><l>1</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportAskFor"><l></l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>name</option></l></block></autolambda><list></list></block><list></list></block><block s="reportJoinWords"><list><block var="window"/><l> (QdowAPI)</l></list></block></list></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>flatten</option></l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAskFor"><l></l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block></autolambda><list></list></block><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>other sprites</option></l></block></autolambda><list></list></block><list></list></block></block></block></block></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;ca:prova de forma segura _ i si _ _&#xD;</translations><inputs><input type="%cs"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block var="action"/><block var="handler"/><block var="error"/></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="resize window %&apos;name&apos; $nl width %&apos;w&apos; height %&apos;h&apos; $nl go back? %&apos;bool&apos;" type="command" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%txt">New Window</input><input type="%n">200</input><input type="%n">100</input><input type="%b">true</input></inputs><script><custom-block s="tell window %txt to %cmdRing"><block var="name"/><block s="reifyScript"><script><block s="doIf"><block var="bool"/><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="getPosition"></block></block></script><list></list></block><custom-block s="render.window %s %n %n %n %mult%s"><block var="name"/><block var="w"/><block var="h"/><block s="reportRound"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>480</l></block></block><list></list></custom-block><block s="doIf"><block var="bool"/><script><custom-block s="positiion %l"><block var="a"/></custom-block></script><list></list></block></script><list></list></block></custom-block></script><scripts><script x="84" y="1155"><block s="doDeclareVariables"><list><l>costume</l><l>pixel</l></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>255,255,255,1</color></block><block s="doSetVar"><l>costume</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block s="reportNewCostumeStretched"><block s="reportNewCostume"><block s="reportNewList"><list><l>100</l><l>100</l><l>100</l><l>255</l></list></block><l>1</l><l>1</l></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>abs</option></l><block var="w"/></block><l>200</l></list></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>abs</option></l><block var="h"/></block><l>200</l></list></block></block></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportVariadicProduct"><list><block var="w"/><l>30</l></list></block><script><block s="doReplaceInList"><block var="i"/><block var="costume"/><block s="reportNewList"><list><l>150</l><l>150</l><l>150</l><l>255</l></list></block></block></script></block><block s="doSwitchToCostume"><block s="reportNewCostume"><block var="costume"/><block var="w"/><block var="h"/></block></block><block s="doStamp"></block><block s="setColor"><color>100,100,100,1</color></block><block s="gotoXY"><block s="reportDifference"><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>-10</l></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>18</l></block></block><custom-block s="write %s size %n and go back to position"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reportGet"><l><option>name</option></l></block><l> (QdowAPI)</l></block></block><l>12</l></custom-block><block s="setColor"><color>100,100,100,1</color></block><block s="changeXPosition"><block s="reportDifference"><block var="w"/><l>75</l></block></block><block s="write"><l>-  ▢  ✖</l><l>12</l></block><block s="doSwitchToCostume"><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="show"></block></script></scripts></block-definition><block-definition s="write %&apos;input&apos; size %&apos;num&apos; and go back to position" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s">Hello!</input><input type="%n">12</input></inputs><script><block s="doDeclareVariables"><list><l>x</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="write"><block var="input"/><block var="num"/></block><block s="setXPosition"><block var="x"/></block></script></block-definition><block-definition s="positiion %&apos;pos&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="pos"/></block><block s="reportListItem"><l>2</l><block var="pos"/></block></block></script></block-definition><block-definition s="render.window %&apos;name&apos; %&apos;w&apos; %&apos;h&apos; %&apos;Size&apos; %&apos;extrainput&apos;" type="command" category="Qdow API" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%mult%s"></input></inputs><script><custom-block s="set font to %s %br bold? %b italic? %b"><l>arial</l><l><bool>false</bool></l><l><bool>false</bool></l></custom-block><block s="doWarp"><script><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportNot"><block s="reportIsA"><block var="extrainput"/><l><option>list</option></l></block></block><block s="reportVariadicEquals"><list><block var="extrainput"/><block s="reportNewList"><list><l></l></list></block></list></block></list></block><block s="reportListIsEmpty"><block var="extrainput"/></block></list></block><custom-block s="window %s exists"><block var="name"/></custom-block></list></block><script><block s="doSetVar"><l>extrainput</l><block s="reportListAttribute"><l><option>flatten</option></l><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="ask window %txt for %repRing"><block var="name"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>pixels</option></l><l><option>current</option></l></block></autolambda><list></list></block></custom-block></block><block s="reportListItem"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><custom-block s="ask window %txt for %repRing"><block var="name"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>pixels</option></l><l><option>current</option></l></block></autolambda><list></list></block></custom-block></block><l>2</l></block><custom-block s="ask window %txt for %repRing"><block var="name"/><block s="reifyReporter"><autolambda><block s="reportGetImageAttribute"><l><option>pixels</option></l><l><option>current</option></l></block></autolambda><list></list></block></custom-block></block></list></block></block></block></script><script></script></block></script><l>error</l><script><block s="doSetVar"><l>extrainput</l><block s="reportNewList"><list><l>150</l><l>150</l><l>150</l><l>255</l><l>100</l><l>100</l><l>100</l><l>255</l></list></block></block></script></custom-block><block s="doDeclareVariables"><list><l>costume</l></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>255,255,255,1</color></block><block s="doSetVar"><l>costume</l><block s="reportConcatenatedLists"><list><block s="reportReshape"><block s="reportNewList"><list><l>150</l><l>150</l><l>150</l><l>255</l></list></block><list><block s="reportVariadicProduct"><list><block var="w"/><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="Size"/><l>10</l></list></block><l>20</l></list></block></list></block><l>4</l></list></block><block s="reportGetImageAttribute"><l><option>pixels</option></l><block s="reportNewCostumeStretched"><block s="reportNewCostume"><block s="reportNewList"><list><block s="reportListItem"><l>5</l><block var="extrainput"/></block><block s="reportListItem"><l>6</l><block var="extrainput"/></block><block s="reportListItem"><l>7</l><block var="extrainput"/></block><block s="reportListItem"><l>8</l><block var="extrainput"/></block></list></block><l>1</l><l>1</l></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>abs</option></l><block var="w"/></block><l>200</l></list></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>abs</option></l><block var="h"/></block><l>200</l></list></block></block></block></list></block></block><block s="doSwitchToCostume"><block s="reportNewCostume"><block var="costume"/><block var="w"/><block var="h"/></block></block><block s="doStamp"></block><block s="setColor"><color>100,100,100,1</color></block><block s="gotoXY"><block s="reportDifference"><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>self</option></l></block></block><l>-10</l></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportVariadicSum"><list><l>18</l><block s="reportVariadicProduct"><list><block var="Size"/><l>2.2</l></list></block></list></block></block></block><custom-block s="write %s size %n and go back to position"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reportGet"><l><option>name</option></l></block><l> (QdowAPI)</l></block></block><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block var="Size"/><l>11</l></list></block><l>1.2</l></list></block></custom-block><block s="setColor"><color>100,100,100,1</color></block><block s="doUntil"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="changeXPosition"><l>1</l></block></script></block><block s="changeXPosition"><block s="reportVariadicSum"><list><l>100</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="w"/><l>200</l></block><l>1.6</l></list></block></list></block></block><block s="write"><l>-   ▢   ✖</l><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block var="Size"/><l>10</l></list></block><l>1.2</l></list></block></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="show"></block></script></block></script><scripts><script x="219" y="70.20000000000005"><block s="doSetVar"><l><option>my name</option></l><block s="reportJoinWords"><list><block var="name"/><l> (QdowAPI)</l></list></block></block></script><script x="487" y="429.6666666666667"><block s="doIfElse"><l/><script></script><script></script></block></script><script x="825.216796875" y="485.3333333333333"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportNot"><block s="reportIsA"><block var="extrainput"/><l><option>list</option></l></block></block><block s="reportVariadicEquals"><list><block var="extrainput"/><block s="reportNewList"><list><l></l></list></block></list></block></list></block><block s="reportListIsEmpty"><block var="extrainput"/></block></list></block></script><script x="254" y="1195.3333333333321"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>75</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportRound"><block s="reportQuotient"><block var="Size"/><block s="reportDifference"><block var="Size"/><l>0.2</l></block></block></block><l>1</l></list></block><l>1</l><block s="reportQuotient"><block var="Size"/><block s="reportDifference"><block var="Size"/><l>0.2</l></block></block></block></list></block><l>-4</l></list></block></script><script x="263.119140625" y="1018.6666666666661"><block s="reportNot"><l/></block></script><script x="141.6484375" y="1234.8333333333326"><block var="w"/></script></scripts></block-definition><block-definition s="window %&apos;name&apos; exists" type="predicate" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%s">New Window</input></inputs><script><block s="doReport"><block s="reportIsA"><custom-block s="$smallStage window %s"><block var="name"/></custom-block><l><option>sprite</option></l></block></block></script></block-definition><block-definition s="ask window %&apos;name&apos; for %&apos;reporter&apos;" type="reporter" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%txt">New Window</input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reportAskFor"><custom-block s="$smallStage window %s"><block var="name"/></custom-block><block var="reporter"/><list></list></block></block></script></block-definition><block-definition s="set font to %&apos;name&apos; $nl bold? %&apos;bold&apos; italic? %&apos;italic&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s">monospace<options>arial&#xD;cursive&#xD;monospace</options></input><input type="%b">false</input><input type="%b">false</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>name</l><l>bold</l><l>italic</l></list><l>if (!this.loadedFontsAPI){&#xD; this.loadedFontsAPI = true;&#xD; this.font = &apos;monospace&apos;;&#xD; this.bold = "";&#xD; this.italic = "";&#xD; SpriteMorph.prototype.write = function (text, size) {&#xD;    // thanks to Michael Ball for contributing this code!&#xD;    if (typeof text !== &apos;string&apos; &amp;&amp; typeof text !== &apos;number&apos;) {&#xD;        throw new Error(&#xD;            &apos;LABEL can only draw text or numbers, not a &apos; +&#xD;            typeof text&#xD;        );&#xD;    }&#xD;&#xD;    var stage = this.parentThatIsA(StageMorph),&#xD;        context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;        rotation = radians(this.direction() - 90),&#xD;        trans = new Point(&#xD;            this.rotationCenter().x - stage.left(),&#xD;            this.rotationCenter().y - stage.top()&#xD;        ),&#xD;        len,&#xD;        pos;&#xD;&#xD;    context.save();&#xD;    context.font = this.italic + "normal " + this.bold + size + &apos;px &apos; + this.font;&#xD;    context.textAlign = &apos;left&apos;;&#xD;    context.textBaseline = &apos;alphabetic&apos;;&#xD;    context.fillStyle = this.color.toString();&#xD;    len = context.measureText(text).width;&#xD;    trans = trans.multiplyBy(1 / stage.scale);&#xD;    context.translate(trans.x, trans.y);&#xD;    context.rotate(rotation);&#xD;    context.fillText(text, 0, 0);&#xD;    context.translate(-trans.x, -trans.y);&#xD;    context.restore();&#xD;    pos = new Point(&#xD;        len * Math.sin(radians(this.direction())),&#xD;        len * Math.cos(radians(this.direction()))&#xD;    );&#xD;    pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;    this.gotoXY(pos.x, pos.y, false);&#xD;    this.changed();&#xD;    stage.changed();&#xD;}}&#xD;this.font = name;&#xD;this.bold = bold? "bold ":"normal "&#xD;this.italic = italic? "italic ":"normal ";</l></block><list><block var="name"/><block var="bold"/><block var="italic"/></list></block></script></block-definition><block-definition s="$grow maximize window %&apos;name&apos;" type="command" category="Qdow API"><header></header><code></code><translations></translations><inputs><input type="%s">New Window</input></inputs><script><custom-block s="resize window %txt %br width %n height %n %br go back? %b"><block var="name"/><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><l><bool>false</bool></l></custom-block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="Settings" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Themes</l><l>Timezone</l><l>More</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Themes</l></list></block><script><block s="doAsk"><block s="reportNewList"><list><l>Default</l><l>Striker bty sladescar</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Default</l></list></block><script><block s="doBroadcast"><l>dc1</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Striker bty sladescar</l></list></block><script><block s="doBroadcast"><l>sbys</l><list></list></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>More</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Wallpaper</l><l>Dock Control</l><l>Custom Features</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Custom Features</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>OneBar4</l><l>Development Features (Beta)</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Development Features (Beta)</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Cloud Keys</l><l>Browser Data (On Snap!)</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Cloud Keys</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Add</l><l>Remove</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Add</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><l>Key Name?</l></block><custom-block s="store key: %s value: %s in browser"><block s="getLastAnswer"></block><l>1</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Remove</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><l>Key Name?</l></block><custom-block s="remove key: %s in browser"><block s="getLastAnswer"></block></custom-block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Browser Data (On Snap!)</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>View Data</l><l>Clear Data</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>View Data</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSayFor"><custom-block s="stored data in browser"></custom-block><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Clear Data</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Are you sure? This will clear all saved keys on all Snap! Projects.</l><l>Yes</l><l>No</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><custom-block s="clear data in browser"></custom-block><block s="doSayFor"><l>Data Cleared.</l><l>2</l></block></script><list></list></block></script><list></list></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Draw</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>drSn4</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>OneBar4</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>dc3</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Live Wallpaper</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>livbg</l><list></list></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Wallpaper</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Effect</l><l>Blue Ridge</l><l>Unixity</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Tuzan</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>bgset1</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Effect</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>bgset2</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Blue Ridge</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>bgset3</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Unixity</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>bgset4</l><list></list></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Dock Control</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Color</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Color</l></list></block><script><block s="doAsk"><block s="reportNewList"><list><l>Hyposonic Gray</l><l>Charcoal</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Hyposonic Gray</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>dc1</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Charcoal</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>dc2</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Charcoal</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>dc4</l><list></list></block></script><list></list></block></script><list></list></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Timezone (Beta)</l></list></block><script><block s="doAsk"><block s="reportNewList"><list><l>Auto (Default)</l><l>SPKE</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Auto (Default)</l></list></block><script><block s="doBroadcast"><l>autotime</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>SPKE</l></list></block><script><block s="doBroadcast"><l>spketime</l><list></list></block></script><list></list></block></script><list></list></block></script><scripts><script x="289.16513761467894" y="1644.8532110091778"><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l></l></list></block><script></script><list></list></block></script></scripts></block-definition><block-definition s="Browser" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doSwitchToScene"><l>Browser</l><list><l><option>__shout__go__</option></l></list></block></script></block></script></block-definition><block-definition s="Paint" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="pixelsnapplayed"/><l>0</l></list></block><script><block s="doSwitchToScene"><l>Paint</l><list><l><option>__shout__go__</option></l></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="pixelsnapplayed"/><l>1</l></list></block><script><block s="doSwitchToScene"><l>Paint</l><list></list></block></script><list></list></block></script></block></script></block-definition><block-definition s="Gaming" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Classic Minesweeper</l><l>Asterun</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Classic Minesweeper</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Minesweeper</l><list><l><option>__shout__go__</option></l></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>You&apos;re Late!</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Youre Late!</l><list><l><option>__shout__go__</option></l></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Asterun</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Asterun</l><list><l><option>__shout__go__</option></l></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Frameline: Classic Combat</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Frameline: Classic Combat</l><list><l><option>__shout__go__</option></l></list></block></script><list></list></block></script></block-definition><block-definition s="Notes" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Notepad</l><l>New Hyponote</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Notepad</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="notepadplayed"/><l>0</l></list></block><script><block s="doSetVar"><l>notepadplayed</l><l>1</l></block><block s="doSwitchToScene"><l>Notepad</l><list><l><option>__shout__go__</option></l></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="notepadplayed"/><l>1</l></list></block><script><block s="doSwitchToScene"><l>Notepad</l><list></list></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>New Hyponotre</l></list></block><script><block s="doAsk"><l>Title of the note?</l></block><block s="doSetVar"><l>title</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your note?</l></block><block s="doBroadcast"><l>savenote</l><list></list></block></script><list></list></block></script></block-definition><block-definition s="Appket" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Import</l><l>Buy</l><l>Redeem</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Import</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><l>code</l></block><block s="doSwitchToScene"><l>Sideload</l><list><block s="getLastAnswer"></block></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Buy</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>snekos</l><l>Notes via Notepad</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>snekos</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Sideload</l><list><l><option>__shout__go__</option></l></list></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Redeem</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><l>What is your product code?</l></block></script><list></list></block></script></block-definition><block-definition s="Files" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Documents</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Documents</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><block s="reportNewList"><list><l>Pictures</l><l>Notes</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Pictures</l></list></block><script><block s="doAsk"><block s="reportNewList"><list><l>Show</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Show</l></list></block><script><block s="doSwitchToCostume"><l>snap</l></block><block s="changeScale"><l>100</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doWait"><l>3</l></block><block s="doSwitchToCostume"><l>icon</l></block><block s="gotoXY"><l>136.54</l><l>-140.5</l></block><block s="setScale"><l>17</l></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Notes</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doAsk"><l>Show note for how many seconds?</l></block><block s="doSetVar"><l>secon</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Title?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="title"/></list></block><script><block s="doSayFor"><custom-block s="get value from key: %s in browser"><block var="title"/></custom-block><block var="secon"/></block></script><list></list></block></script><list></list></block></script><list></list></block></script></block-definition><block-definition s="More Apps" type="command" category="Applications"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><block s="reportNewList"><list><l>Hyposyn Maps</l><l>Camera</l><l>Calculator</l><l>Reminders</l><l>Flip A Coin</l><l>About</l><l>LXP Studio</l><l>Thumbnails</l><l>Cancel</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Camera</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>actcam</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Terminal</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>About</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>showaboutsys</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Hyposyn Maps</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Hyposyn Maps</l><list><l><option>__shout__go__</option></l></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>LXP Studio</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>LXP Studio</l><list><l><option>__shout__go__</option></l></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Thumbnails</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doBroadcast"><l>tbsh</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Hyposyn Search</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>help</l></list></block><script><block s="doSayFor"><l>Hyposyn Search is where you can search for programs/projects made by Hyposyn Studios!</l><l>5</l></block></script><list></list></block><block s="doAsk"><l>///:</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>os5manual</l></list></block><script><block s="doSayFor"><l>bit.ly/os5manual</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>os4manual</l></list></block><script><block s="doSayFor"><l>bit.ly/os4manual</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>os3manual</l></list></block><script><block s="doSayFor"><l>bit.ly/snip3manual</l><l>2</l></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Calculator</l></list></block><script><block s="playSound"><l>mixkit-mouse-click-close-1113</l></block><block s="doSwitchToScene"><l>Loucheman calculator</l><list><l><option>__shout__go__</option></l></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Flip A Coin</l></list></block><script><block s="doSayFor"><l>Flipping... (1 = Heads, 2 = Tails)</l><l>3</l></block><block s="doSayFor"><block s="reportRandom"><l>1</l><l>2</l></block><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Reminders</l></list></block><script><block s="doAsk"><l>What&apos;s the reminder?</l></block><block s="doSetVar"><l>reminder</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>In how many seconds?</l></block><block s="doSetVar"><l>rsec</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>r</l><list></list></block></script><list></list></block></script></block-definition></blocks><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="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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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="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></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="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></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;ca:graus de _ radiants&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:o som _&#xD;ca:so de nom _&#xD;</translations><inputs><input type="%s"><options>§_soundsMenu</options></input></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetSoundAttribute"><l><option>name</option></l><l></l></block><block var="name"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>sounds</option></l></block></block></block></script></block-definition><block-definition s="plot sound %&apos;name&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations>pt:desenha o gráfico do som _&#xD;ca:dibuixa el so _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_soundsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>sound</l></list></block><block s="doSetVar"><l>sound</l><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportIsA"><block var="name"/><l><option>list</option></l></block><block s="reportIsA"><block var="name"/><l><option>sound</option></l></block></list></block><block var="name"/><custom-block s="sound named %s"><block var="name"/></custom-block></block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><block s="reportGetSoundAttribute"><l><option>samples</option></l><block var="sound"/></block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportGetSoundAttribute"><l><option>length</option></l><block var="sound"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>4</l></block></block><block s="doForEach"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block></block></script></block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations>pt:$circleSolid-1-255-0-0 uma nova gravação&#xD;ca:$circleSolid-1-255-0-0 enregistra&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_record</l><list></list></block></block><block s="doWaitUntil"><block s="reportVariadicNotEquals"><list><block s="evaluate"><block var="callback"/><list></list></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="note from %&apos;pitch&apos; hz" type="reporter" category="sound"><header></header><code></code><translations>pt:a nota com _ Hz&#xD;ca:nota de _ Hz&#xD;</translations><inputs><input type="%n">440</input></inputs><script><block s="doReport"><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>12</l><block s="reportQuotient"><block s="reportMonadic"><l><option>log</option></l><block s="reportQuotient"><block var="pitch"/><l>440</l></block></block><block s="reportMonadic"><l><option>log</option></l><l>2</l></block></block></list></block><l>69</l></list></block></block></block></script></block-definition><block-definition s="hz from note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:a frequência da nota _&#xD;ca:freqüència (hz) de la nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><l>440</l><block s="reportPower"><l>2</l><block s="reportQuotient"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block></block></list></block></block></script></block-definition><block-definition s="name of note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:o nome da nota _&#xD;ca:nom de la nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>A</l><l>Bb</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block></block></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="181,181,181,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="reportMouseX"></block><l>-130</l></list></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportMouseY"></block><l>-10</l></list></block><block s="reportVariadicLessThan"><list><block s="reportMouseY"></block><l>10</l></list></block></list></block></list><comment w="90" collapsed="false">Search button</comment></block><script><block s="doIf"><block var="searchBoxAllowed"/><script><block s="doSetVar"><l>scrollAllowed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>search</l><list></list></block></script><list></list></block></script><list></list></block></script></custom-block></script><script x="30" y="1289.5000000000005"><block s="receiveMessage"><l>search</l><list></list></block><block s="doIf"><block var="scrollAllowed"/><script><block s="doSetVar"><l>searchBoxAllowed</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="clear"></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportListIsEmpty"><block var="results"/></block><block s="reportVariadicLessThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="results"/></block><l>6</l></list></block></list></block><script><block s="setColor"><color>224,224,224,1</color></block><block s="gotoXY"><l>-230</l><l>167</l></block><block s="write"><l>Please Wait...</l><l>12</l></block><block s="doDeclareVariables"><list><l>google</l></list></block><block s="doSetVar"><l>google</l><custom-block s="google %s"><block var="search"/></custom-block></block><block s="doIfElse"><block s="reportListIsEmpty"><block var="google"/></block><script><block s="doSetVar"><l>scrollAllowed</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="clear"></block><block s="gotoXY"><l>-230</l><l>167</l></block><block s="write"><block s="reportJoinWords"><list><l>No results found for "</l><block var="search"/><l>".</l></list></block><l>12</l></block></script><script><block s="doSetVar"><l>searchDB</l><block s="reportConcatenatedLists"><list><block var="searchDB"/><block var="google"/></list></block></block><block s="doSetVar"><l>results</l><block var="google"/></block><block s="doBroadcast"><l>search</l><list></list></block></script></block></script><script><block s="doWarp"><script><block s="gotoXY"><l>-230</l><block var="scroll y"/></block><block s="doForEach"><l>item</l><block var="results"/><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>-180</l></list></block></block><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>248</l></list></block></block><script><block s="setColor"><color>0,160,247,1</color></block><block s="write"><block s="reportJoinWords"><list><block s="reportJoinWords"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportUnicode"><l></l></block><l>0</l></list></block></autolambda><list></list></block><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><block var="index"/><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block var="item"/></block><l><option>letter</option></l></block></block></autolambda><list><l>value</l><l>index</l></list></block><block s="reportNumbers"><l>1</l><l>35</l></block></block></block></block><l>...</l></list></block><l>20</l></block><block s="changeYPosition"><l>-16</l></block><block s="setColor"><color>143,0,148,1</color></block><block s="setXPosition"><l>-230</l></block><block s="write"><block s="reportListItem"><l>3</l><block var="item"/></block><l>15</l></block><block s="changeYPosition"><l>-12</l></block><block s="setColor"><color>224,224,224,1</color></block><block s="setXPosition"><l>-230</l></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportTextAttribute"><l><option>length</option></l><block s="reportListItem"><l>2</l><block var="item"/></block></block><l>61</l></list></block><script><block s="write"><block s="reportJoinWords"><list><block s="reportJoinWords"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportUnicode"><l></l></block><l>0</l></list></block></autolambda><list></list></block><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><block var="index"/><block s="reportTextSplit"><block s="reportListItem"><l>2</l><block var="item"/></block><l><option>letter</option></l></block></block></autolambda><list><l>value</l><l>index</l></list></block><block s="reportNumbers"><l>1</l><l>61</l></block></block></block></block><l>...</l></list></block><l>12</l></block></script><script><block s="write"><block s="reportListItem"><l>2</l><block var="item"/></block><l>12</l></block></script></block><block s="setXPosition"><l>-230</l></block><block s="changeYPosition"><l>-40</l></block></script><script><block s="changeYPosition"><l>-68</l></block></script></block></script><script><block s="doStopThis"><l><option>this script</option></l></block></script></block></script></block></script></block></script></block></script><list></list></block></script><script x="324.0000000000002" y="60"><block s="receiveGo"></block><block s="doSetVar"><l>results</l><l></l></block></script><script x="624.0000000000005" y="107"><block s="doSetVar"><l>results</l><l>0</l></block></script><script x="312.353515625" y="489.50000000000006"><block s="doForEach"><l>item</l><block s="reportTextSplit"><block var="search"/><l><option>word</option></l></block><script><block s="doIf"><block s="reportListIsEmpty"><custom-block s="filter %s"><block var="item"/></custom-block></block><script><block s="doDeclareVariables"><list><l>google</l></list></block><block s="doSetVar"><l>google</l><custom-block s="google %s"><block var="search"/></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="google"/></block></block><script><block s="doSetVar"><l>searchDB</l><block s="reportConcatenatedLists"><list><block var="searchDB"/><block var="google"/></list></block></block><block s="doSetVar"><l>results</l><block s="reportConcatenatedLists"><list><block var="results"/><block var="google"/></list></block></block></script><list></list></block></script><list></list></block></script></block></script></scripts></sprite><sprite name="upbar1" idx="4" x="0" y="170.88953152111046" heading="90" scale="1.1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="7322"><costumes><list id="7323"><item><ref mediaID="upbar1_cst_y6543"></ref></item></list></costumes><sounds><list struct="atomic" id="7324"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><sprite name="exit" idx="3" x="-230.09458713485515" y="170.99402518936273" heading="90" scale="0.8000000000000003" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="7328"><costumes><list id="7329"><item><ref mediaID="exit_cst_Untitled!@#$%^&amp;*345678"></ref></item></list></costumes><sounds><list struct="atomic" id="7330"></list></sounds><blocks></blocks><variables></variables><scripts><script x="115.00000000000001" y="194.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSwitchToScene"><l>SnipOS 7</l><list></list></block></script><script x="159" y="125.33333333333331"><block s="receiveGo"></block></script></scripts></sprite><sprite name="back" idx="2" x="-206.97152735407758" y="168.75058500900954" heading="90" scale="0.40000000000000036" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="7341"><costumes><list id="7342"><item><ref mediaID="back_cst_arrow1 b"></ref></item></list></costumes><sounds><list struct="atomic" id="7343"></list></sounds><blocks></blocks><variables></variables><scripts><script x="115" y="194.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script><script x="159" y="125.33333333333333"><block s="receiveGo"></block></script></scripts></sprite><watcher var="searchDB" style="normal" x="0" y="9.999999999999993" color="243,118,29" hidden="true"/><watcher var="results" style="normal" x="0" y="1.000001999999995" color="243,118,29" hidden="true"/><watcher var="searchBoxAllowed" style="normal" x="9.999999999999773" y="68.000002" color="243,118,29" hidden="true"/><watcher var="search" style="normal" x="9.999999999999773" y="89.00000399999999" color="243,118,29" hidden="true"/><watcher var="scroll 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category="looks"><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;ca:vestit amb el text _ i mida _&#xD;</translations><inputs><input type="%s">A</input><input type="%n">72</input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>pen state</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>pen state</l><block s="getPenDown"></block></block><block s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="write"><block var="text"/><block var="size"/></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="costume"/><block s="reportJoinWords"><list><block var="text"/></list></block></list></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doIf"><block var="pen state"/><script><block s="down"></block></script><list></list></block><block s="doReport"><block var="costume"/></block></script></block-definition><block-definition s="costume %&apos;cst&apos; with background RGBA %&apos;rgb&apos; padding %&apos;padding&apos;" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input><input type="%n">200</input><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>old</l><l>clr</l><l>new</l><l>x</l><l>y</l><l>dir</l><l>trails</l><l>flat</l><l>old size</l><l>old pen state</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>old</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>clr</l><block 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s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block var="clr"/></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat"/></block><block s="setSize"><block var="old size"/></block><block s="doIf"><block var="old pen state"/><script><block s="down"></block></script><list></list></block><block s="doReport"><block var="new"/></block></script><scripts><script x="255.00000000000003" y="186.19999999999996"><custom-block s="costume %s with background RGBA %n padding %n"><custom-block s="costume %s with background RGBA %n padding %n"><custom-block s="costume from text %s size %n"><l>Snap!</l><l>36</l></custom-block><l>200</l><l>10</l></custom-block><l>100</l><l>2</l></custom-block></script><comment x="248.68554687500003" y="121.03333333333337" w="106" collapsed="false">Use this block to make &quot;clickable&quot; buttons:</comment></scripts></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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Fixed major problems with how music gets played&#xD;&#xD;And more!!&#xD;&#xD;-=-=-=-=-=-=-=-=-=-=-=-=-=-&#xD;&#xD;Hyposyn&apos;s most powerful DAW yet. with auto-play recording, over 15 piano instruments, and 10x faster then Hydro Pro without turbomode.&#xD;&#xD;1,2,3,4,5,6,7,8,9,0 = Any Music Key.&#xD;&#xD;q,w,e,r,t,y,u,i,o,p - instruments&#xD;&#xD;a,s,d,k,l, play and set instrument to drum set&#xD;&#xD;Automatic Drums is a feature only on LXP Studio, which lets you play a simple drum beat made by sladescar, and repeat it however many times you want.&#xD;</notes><palette><category name="Music" color="195,0,204,1"/></palette><hidden> reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment reportAtan2 reportVariadicMin reportVariadicMax</hidden><headers></headers><code></code><blocks><block-definition s="UNSUPPORTED: music_setInstrument" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Set Instrument To %&apos;Instrument Name&apos;" type="command" category="Music"><comment x="0" y="0" w="310.5525948660714" collapsed="false">Sets the global instrument used for playing notes.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setinst(name)</l><list><block var="Instrument Name"/></list></block></script></block-definition><block-definition s="Set Volume To %&apos;Percent&apos; %" type="command" category="Music"><comment x="0" y="0" w="403" collapsed="false">Sets the global volume to the selected percentage.</comment><header></header><code></code><translations></translations><inputs><input type="%n">50</input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setvol(percent)</l><list><block var="Percent"/></list></block></script></block-definition><block-definition s="Set Instrument %&apos;Instrument&apos; Volume to %&apos;VolumePercent&apos; %" type="command" category="Music"><comment x="0" y="0" w="353.7142857142858" collapsed="false">Sets the default volume of the selected instrument to the specified percentage.</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%n">50</input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_setinstvol(name, percent)</l><list><block var="Instrument"/><block var="VolumePercent"/></list></block></script></block-definition><block-definition s="Play Note %&apos;Note&apos; for Duration %&apos;Duration&apos; and Wait" type="command" category="Music"><comment x="0" y="0" w="315.8571428571429" collapsed="false">Plays the selected note for the specified musical duration. This block waits for the selected note to finish playing. A note name and duration (whole, half, quarter, etc.) can be selected from the drop-down menu.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%txt"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Play Note %s for Duration %s"><block var="Note"/><block var="Duration"/></custom-block><block s="doWait"><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></block></script></block-definition><block-definition s="Play Note %&apos;Note&apos; for Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="333.3128348214286" collapsed="false">Plays the selected note for the specified musical duration. This block does note wait for the selected note to finish playing. A note name and duration (whole, half, quarter, etc.) can be selected from the drop-down menu.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playnote(note, duration)</l><list><block var="Note"/><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></list></block></script></block-definition><block-definition s="Rest for Note Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="90" collapsed="false">Waits for the selected musical duration.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doWait"><custom-block s="Adjusted Note Duration %txt"><block var="Duration"/></custom-block></block></script></block-definition><block-definition s="Adjusted Note Duration %&apos;Note Duration&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="262.8571428571429" collapsed="false">Each note duration is assigned a numerical value, with a whole note equallying four beats.&#xD;&#xD;Dotted Notes are equal to the named note plus half of the named note&apos;s duration.&#xD;&#xD;Triplet notes are equal in duration to two of the named notes divided by three.&#xD;&#xD;Since there are 60 seconds in a minute, dividing 60 by the tempo and then multiplying it by a note&apos;s duration alters the duration of the notes to make them match the global tempo.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>4</l></list></block><block s="reportNewList"><list><l>Half</l><l>2</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>1</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.5</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.25</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>6</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>3</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.345</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>0.1875</l></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>4</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>8</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.125</l><l>3</l></block></list></block></list></block></custom-block></block><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></list></block></block></script></block-definition><block-definition s="Play Chord %&apos;Chord&apos; for Duration %&apos;Duration&apos;" type="command" category="Music"><comment x="0" y="0" w="160" collapsed="false">Plays a list of notes simultaneously for the specified musical duration.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doForEach"><l>item</l><block var="Chord"/><script><custom-block s="Play Note %s for Duration %s"><block var="item"/><block var="Duration"/></custom-block></script></block><custom-block s="Rest for Note Duration %s"><block var="Duration"/></custom-block></script></block-definition><block-definition s="Note %&apos;Number&apos; in Major Scale %&apos;Scale&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the note in the specified position within the specified major scale.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><block var="Number"/><custom-block s="Major Scale %s"><block var="Scale"/></custom-block></block><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Interval between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Scale&apos; Major Scale" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note 1 Position</l><l>Note 2 Position</l><l>list</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>list</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><l>7</l><script><block s="doSetVar"><l>list</l><block s="reportConcatenatedLists"><list><block var="list"/><custom-block s="Major Scale %s Octave %n Reporter"><block var="Scale"/><block var="i"/></custom-block></list></block></block></script></block></script><comment w="90" collapsed="false">Creates a list consisting of the specified scale, starting in the first octave and ending in the seventh octave.</comment></block><block s="doWarp"><script><block s="doSetVar"><l>Note 1 Position</l><block s="reportListIndex"><block var="Note 1"/><block var="list"/></block></block><block s="doSetVar"><l>Note 2 Position</l><block s="reportListIndex"><block var="Note 2"/><block var="list"/></block></block></script><comment w="90" collapsed="false">Finds the position of Notes 1 and 2 in the extended scale.</comment></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Major Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 1"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 1"/><l> is not in the </l><block var="Scale"/><l> Major scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Major Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 2"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 2"/><l> is not in the </l><block var="Scale"/><l> Major scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block></script><comment w="90" collapsed="false">Checks to see if the specified notes are in the selected major scale.</comment></block><block s="doReport"><block s="reportDifference"><block var="Note 2 Position"/><block var="Note 1 Position"/><comment w="90" collapsed="false">Reports the numerical interval between the specified notes in the selected major scale.</comment></block></block></script></block-definition><block-definition s="Note %&apos;Number&apos; in Minor Scale %&apos;Scale&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the note in the specified position within the specified minor scale.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><block var="Number"/><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block></block><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Get Note %&apos;Notation&apos; from Scientific Notation" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts and reports the name of a note from its scientific pitch notation. (e.g., &quot;C#4&quot; reports as &quot;C#&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Output</l></list></block><block s="doSetVar"><l>Output</l><l></l></block><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportTextAttribute"><l><option>length</option></l><block var="Notation"/></block><l>1</l></block><script><block s="doSetVar"><l>Output</l><block s="reportJoinWords"><list><block var="Output"/><block s="reportLetter"><block var="i"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block var="Output"/></block></script></block-definition><block-definition s="Interval between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Scale&apos; Minor Scale" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note 1 Position</l><l>Note 2 Position</l><l>list</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>list</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><l>7</l><script><block s="doSetVar"><l>list</l><block s="reportConcatenatedLists"><list><block var="list"/><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Scale"/><block var="i"/></custom-block></list></block></block></script></block></script><comment w="90" collapsed="false">Creates a list consisting of the specified scale, starting in the first octave and ending in the seventh octave.</comment></block><block s="doWarp"><script><block s="doSetVar"><l>Note 1 Position</l><block s="reportListIndex"><block var="Note 1"/><block var="list"/></block></block><block s="doSetVar"><l>Note 2 Position</l><block s="reportListIndex"><block var="Note 2"/><block var="list"/></block></block></script><comment w="90" collapsed="false">Finds the position of Notes 1 and 2 in the extended scale.</comment></block><block s="doWarp"><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 1"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 1"/><l> is not in the </l><block var="Scale"/><l> Minor scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><custom-block s="Minor Scale %s"><block var="Scale"/></custom-block><custom-block s="Get Note %s from Scientific Notation"><block var="Note 2"/></custom-block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="Note 2"/><l> is not in the </l><block var="Scale"/><l> Minor scale.</l></list></block><l>4</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block></script><comment w="90" collapsed="false">Checks to see if the specified notes are in the selected minor scale.</comment></block><block s="doReport"><block s="reportDifference"><block var="Note 2 Position"/><block var="Note 1 Position"/></block><comment w="90" collapsed="false">Reports the numerical interval between the specified notes in the selected minor scale.</comment></block></script></block-definition><block-definition s="%&apos;Scale Type&apos; Scale: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="261.91194196428586" collapsed="false">Reports all notes in a specified scale using the provided note and octave number as the starting note of the scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Chromatic<options>Chromatic&#xD;Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale Type"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Chromatic</l><custom-block s="Chromatic Scale %s Octave %s Reporter"><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Note %&apos;#&apos; in %&apos;Major/Minor&apos; Scale: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="239.67513950892862" collapsed="false">Reports the note in a specific position within a major or minor musical scale. (e.g., The third note in a C Major scale starting in the fourth octave is E4.)</comment><header></header><code></code><translations></translations><inputs><input type="%n" readonly="true">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Note %n in Major Scale %s Octave %n"><block var="#"/><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Note %n in Minor Scale %s Octave %n"><block var="#"/><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Interval Between Notes %&apos;Note 1&apos; and %&apos;Note 2&apos; in the %&apos;Major/Minor&apos; Scale %&apos;Note&apos;" type="reporter" category="Music"><comment x="0" y="0" w="187.85714285714286" collapsed="false">Reports the distance in steps between two notes in the selected scale. (e.g., In the C Major scale, there are two intervals between C4 and E4.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="evaluate"><block s="reifyReporter"><script><custom-block s="Switch %s %br Cases %l %br Default %cs"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l></list></block><block s="reifyScript"><script><block s="doReport"><custom-block s="Interval between Notes %s and %s in the %s Major Scale"><block var="Note 1"/><block var="Note 2"/><block var="Note"/></custom-block></block></script><list></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>Minor</l></list></block><block s="reifyScript"><script><block s="doReport"><custom-block s="Interval between Notes %s and %s in the %s Minor Scale"><block var="Note 1"/><block var="Note 2"/><block var="Note"/></custom-block></block></script><list></list></block></list></block></list></block><script></script></custom-block></script><list></list></block><list></list></block></block></script></block></script></block-definition><block-definition s="Switch %&apos;Object&apos; $nl Cases %&apos;Cases&apos; $nl Default %&apos;defCode&apos;" type="command" category="control" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block must be called. It executes a specific commands when corresponding conditions are met.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doForEach"><l>Case</l><block var="Cases"/><script><block s="doIf"><block s="reportListContainsItem"><block s="reportListItem"><l>1</l><block var="Case"/></block><block var="Object"/></block><script><block s="doRun"><block s="reportListItem"><l>2</l><block var="Case"/></block><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block></script></block><block s="doRun"><block var="defCode"/><list></list></block><block s="doStopThis"><l><option>this block</option></l></block></script></block-definition><block-definition s="List of Chromatic Scales" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><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><l>A</l><l>A#</l><l>B</l></list></block><l>12</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l></list></block><l>11</l></list></block></list></block><block s="reportNewList"><list><l>Db</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l></list></block><l>11</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l></list></block><l>10</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l></list></block><l>9</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l></list></block><l>9</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l></list></block><l>8</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>G#</l><l>A</l><l>A#</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></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G#</l><l>A</l><l>A#</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></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>A</l><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>A#</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><l>3</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</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><l>A</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>B</l><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Fb</l><l>G</l><l>Ab</l><l>A</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><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><l>A</l><l>A#</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="Chromatic Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Chromatic Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Chromatic Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Chromatic Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Chromatic Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Note"/><l>C</l></list></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Chromatic Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>12</l></block><custom-block s="Chromatic Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Note [ Pitch: %&apos;Pitch&apos; Duration: %&apos;Duration&apos; ]" type="reporter" category="Music"><comment x="0" y="0" w="246.42857142857144" collapsed="false">This block reports a list that consists of a specified note name and duration. These values can be selected using the drop-down menu or entered directly.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="Pitch"/><block var="Duration"/></list></block></block></script></block-definition><block-definition s="Chromatic Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports all notes in the western chromatic scale. A drop down menu determines whether the scale will be reported using sharps or flats.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><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><l>A</l><l>A#</l><l>B</l></list></block></block></script></block-definition><block-definition s="Major Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="354.8333984374997" collapsed="false">Reports all notes in a given major scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportLetter"><l>1</l><block var="Note"/></block><l>C</l></list></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Major Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>7</l></block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Minor Scale %&apos;Note&apos; Octave %&apos;Octave&apos; Reporter" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="354.8333984374997" collapsed="false">Reports all notes in a given minor scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportLetter"><l>1</l><block var="Note"/></block><l>C</l></list></block><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><block s="reportNumbers"><block s="reportVariadicSum"><list><custom-block s="Minor Scale Index %s"><block var="Note"/></custom-block><l>1</l></list></block><l>7</l></block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block></block></list></block></block></script></block></script></block-definition><block-definition s="Major Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a major chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Major Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Notes of Scale %&apos;Scale&apos; before %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Scale"/></block><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Note"/></list></block></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Subscale"/></block></script><script><block s="doReport"><block var="Subscale"/></block></script></block></script></block></script></block-definition><block-definition s="Notes of Scale %&apos;Scale&apos; after %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><block s="reportListAttribute"><l><option>length</option></l><block var="Scale"/></block><l>1</l><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="i"/><block var="Scale"/></block><block var="Note"/></list></block></block><script><block s="doInsertInList"><block s="reportListItem"><block var="i"/><block var="Scale"/></block><l>1</l><block var="Subscale"/></block></script><script><block s="doReport"><block var="Subscale"/></block></script></block></script></block></script></block-definition><block-definition s="Major Chords in a Major Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block></block></script></block-definition><block-definition s="Minor Chords in a Major Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use minor chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>2</l><l>3</l><l>6</l></list></block></block></script></block-definition><block-definition s="Major Chords in a Minor Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a minor scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>3</l><l>6</l><l>7</l></list></block></block></script></block-definition><block-definition s="Minor Chords in a Minor Scale" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">This block reports the chord positions in a major scale that use major chords. </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block></block></script></block-definition><block-definition s="Position of Notes in Diminished Scale" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>3</l><l>4</l><l>6</l><l>7</l><l>9</l><l>10</l><l>12</l></list></block></block></script></block-definition><block-definition s="Diminished Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Scale</l><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Scale</l><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block var="Note"/></list></block><custom-block s="Notes of Scale %s after %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block><custom-block s="Notes of Scale %s before %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></list></block><comment w="139.16666666666669" collapsed="false">Arranges the Chromatic scale to begin with the input note.</comment></block><block s="doFor"><l>i</l><l>1</l><l>8</l><script><block s="doAddToList"><block s="reportListItem"><block s="reportListItem"><block var="i"/><custom-block s="Position of Notes in Diminished Scale"></custom-block></block><block var="Scale"/></block><block var="Subscale"/></block></script><comment w="90" collapsed="false">Selects the notes of the Diminished scale from the Chromatic scale.</comment></block><block s="doReport"><block var="Subscale"/></block></script><scripts><comment x="248.79622395833346" y="10" w="268.33333333333337" collapsed="false">Reports all notes in a given diminished scale in order, beginning with the input note. Does not include octave.</comment></scripts></block-definition><block-definition s="Diminished Scale %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="296.6563151041664" collapsed="false">Reports all notes in a given diminished scale in order, beginning with the input note and octave.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Scale</l><l>Subscale</l></list></block><block s="doSetVar"><l>Subscale</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Scale</l><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block var="Octave"/></list></block></autolambda><list></list></block><custom-block s="Notes of Scale %s after %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><block s="reportVariadicSum"><list><block var="Octave"/><l>1</l></list></block></list></block></autolambda><list></list></block><custom-block s="Notes of Scale %s before %s"><custom-block s="Chromatic Scale"></custom-block><block var="Note"/></custom-block></block></list></block><comment w="90" collapsed="false">Arranges the Chromatic scale to begin with the input note and octave.</comment></block><block s="doFor"><l>i</l><l>1</l><l>8</l><script><block s="doAddToList"><block s="reportListItem"><block s="reportListItem"><block var="i"/><custom-block s="Position of Notes in Diminished Scale"></custom-block></block><block var="Scale"/></block><block var="Subscale"/><comment w="90" collapsed="false">Selects the notes of the Diminished scale from the Chromatic scale.</comment></block></script></block><block s="doReport"><block var="Subscale"/></block></script></block-definition><block-definition s="Roman Numeral Conversion" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>I</l><l>1</l></list></block><block s="reportNewList"><list><l>II</l><l>2</l></list></block><block s="reportNewList"><list><l>II°</l><l>2</l></list></block><block s="reportNewList"><list><l>III</l><l>3</l></list></block><block s="reportNewList"><list><l>IV</l><l>4</l></list></block><block s="reportNewList"><list><l>V</l><l>5</l></list></block><block s="reportNewList"><list><l>VI</l><l>6</l></list></block><block s="reportNewList"><list><l>VII</l><l>7</l></list></block><block s="reportNewList"><list><l>VII°</l><l>7</l></list></block></list></block></block></script></block-definition><block-definition s="Converted Roman Numeral %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Converts roman numerals to arabic numerals using an association table.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Roman Numeral"/><custom-block s="Roman Numeral Conversion"></custom-block></custom-block></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Diminished Chord %&apos;Octave&apos; Octave" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a diminished chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Diminished Scale %s Octave %s"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Minor Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a minor chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block><block s="reportListItem"><l>5</l><custom-block s="Minor Scale %s Octave %n Reporter"><block var="Note"/><block var="Octave"/></custom-block></block></list></block></block></script></block-definition><block-definition s="Major Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">I<options>I&#xD;ii&#xD;iii&#xD;IV&#xD;V&#xD;vi&#xD;vii°</options></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListContainsItem"><custom-block s="Major Chords in a Major Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Major Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><list></list><comment w="90" collapsed="false">Outputs the major chords in a scale.</comment></block><block s="doIf"><block s="reportListContainsItem"><custom-block s="Minor Chords in a Major Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Minor Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Major Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><list></list><comment w="90" collapsed="false">Outputs the minor chords in a scale.</comment></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><l>7</l></list></block><script><block s="doReport"><custom-block s="%s Diminished Chord %s Octave"><block s="reportListItem"><l>8</l><custom-block s="Diminished Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><list></list><comment w="90" collapsed="false">Outputs the diminished chord in a scale.</comment></block></script></block></script></block-definition><block-definition s="Minor Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Roman Numeral&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s">C<options>C&#xD;D&#xD;E&#xD;F&#xD;G&#xD;A&#xD;B&#xD;Sharps={&#xD;C#&#xD;D#&#xD;E#&#xD;F#&#xD;G#&#xD;A#&#xD;B#&#xD;}&#xD;Flats={&#xD;Cb&#xD;Db&#xD;Eb&#xD;Fb&#xD;Gb&#xD;Ab&#xD;Bb&#xD;}</options></input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">i<options>i&#xD;ii°&#xD;III&#xD;iv&#xD;v&#xD;VI&#xD;VII</options></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListContainsItem"><custom-block s="Major Chords in a Minor Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Major Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><list></list><comment w="90" collapsed="false">Outputs the major chords in a scale.</comment></block><block s="doIf"><block s="reportListContainsItem"><custom-block s="Minor Chords in a Minor Scale"></custom-block><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block></block><script><block s="doReport"><custom-block s="Minor Chord %s Octave %n"><block s="reportListItem"><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><custom-block s="Minor Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><list></list><comment w="90" collapsed="false">Outputs the minor chords in a scale.</comment></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="Converted Roman Numeral %s"><block var="Roman Numeral"/></custom-block><l>2</l></list></block><script><block s="doReport"><custom-block s="%s Diminished Chord %s Octave"><block s="reportListItem"><l>2</l><custom-block s="Diminished Scale %s"><block var="Note"/></custom-block></block><block var="Octave"/></custom-block></block></script><list></list><comment w="90" collapsed="false">Outputs the diminished chord in a scale.</comment></block></script></block></script></block-definition><block-definition s="List of Major Scales" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Each major scale is listed, along with the notes it contains and the  number of notes in the scale before an octave change.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>D</l><l>E</l><l>F</l><l>G</l><l>A</l><l>B</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D#</l><l>E#</l><l>F#</l><l>G#</l><l>A#</l><l>B#</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>Db</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Db</l><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l><l>Bb</l><l>C</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>E</l><l>F#</l><l>G</l><l>A</l><l>B</l><l>C#</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D#</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>G</l><l>A</l><l>Bb</l><l>C</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A#</l><l>B</l><l>C#</l><l>D#</l><l>E#</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Gb</l><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l><l>Eb</l><l>F</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>A</l><l>B</l><l>C</l><l>D</l><l>E</l><l>F#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l><l>F#</l><l>G#</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B#</l><l>C</l><l>D#</l><l>E#</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>C</l><l>D</l><l>Eb</l><l>F</l><l>G</l><l>A</l></list></block><l>1</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C#</l><l>D#</l><l>E</l><l>F#</l><l>G#</l><l>A#</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="List of Minor Scales" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Each minor scale is listed, along with the notes it contains and the  number of notes in the scale before an octave change.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>D</l><l>Eb</l><l>F</l><l>G</l><l>Ab</l><l>Bb</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>C#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>C#</l><l>D#</l><l>E</l><l>F#</l><l>G#</l><l>A</l><l>B</l></list></block><l>7</l></list></block></list></block><block s="reportNewList"><list><l>D</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D</l><l>E</l><l>F</l><l>G</l><l>A</l><l>Bb</l><l>C</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>D#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>D#</l><l>E#</l><l>F</l><l>G#</l><l>A#</l><l>B</l><l>C#</l></list></block><l>6</l></list></block></list></block><block s="reportNewList"><list><l>Eb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>E</l><block s="reportNewList"><list><block s="reportNewList"><list><l>E</l><l>F#</l><l>G</l><l>A</l><l>B</l><l>C</l><l>D</l></list></block><l>5</l></list></block></list></block><block s="reportNewList"><list><l>F</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F</l><l>G</l><l>Ab</l><l>Bb</l><l>C</l><l>Db</l><l>Eb</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>F#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>Gb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>F#</l><l>G#</l><l>A</l><l>B</l><l>C#</l><l>D</l><l>E</l></list></block><l>4</l></list></block></list></block><block s="reportNewList"><list><l>G</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G</l><l>A</l><l>Bb</l><l>C</l><l>D</l><l>Eb</l><l>F</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>G#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>G#</l><l>A#</l><l>B</l><l>C#</l><l>D#</l><l>E</l><l>F#</l></list></block><l>3</l></list></block></list></block><block s="reportNewList"><list><l>Ab</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Ab</l><l>Bb</l><l>Cb</l><l>Db</l><l>Eb</l><l>Fb</l><l>Gb</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A</l><l>B</l><l>C</l><l>D</l><l>E</l><l>F</l><l>G</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>A#</l><block s="reportNewList"><list><block s="reportNewList"><list><l>A#</l><l>B#</l><l>C#</l><l>D#</l><l>E#</l><l>F#</l><l>G#</l></list></block><l>2</l></list></block></list></block><block s="reportNewList"><list><l>Bb</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Bb</l><l>C</l><l>Db</l><l>Eb</l><l>F</l><l>Gb</l><l>Ab</l></list></block><l>1</l></list></block></list></block><block s="reportNewList"><list><l>B</l><block s="reportNewList"><list><block s="reportNewList"><list><l>B</l><l>C#</l><l>D</l><l>E</l><l>F#</l><l>G</l><l>A</l></list></block><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="Major Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the number of notes in the specified scale before an octave change.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Major Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Minor Scale Index %&apos;Scale&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the number of notes in the selected scale before an octave change.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Scale"/><custom-block s="List of Minor Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Major Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes in the specified scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Major Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="Minor Scale %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Reports the notes in the specified minor scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><custom-block s="List of Minor Scales"></custom-block></custom-block></block></block></block></script></block-definition><block-definition s="%&apos;Major/Minor&apos; Chord %&apos;Note&apos; Octave %&apos;Octave&apos;" type="reporter" category="Music"><comment x="0" y="0" w="163.5714285714284" collapsed="false">Reports the notes comprising a major or minor chord, using the specified note and octave as the root note of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Chord %s Octave %n"><block var="Note"/><block var="Octave"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Chord %s Octave %n"><block var="Note"/><block var="Octave"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="%&apos;Major/Minor&apos; Chord %&apos;Note&apos; Octave %&apos;Octave&apos; Chord Position %&apos;Numeral&apos;" type="reporter" category="Music"><comment x="0" y="0" w="337.8571428571429" collapsed="false">This block finds the notes in a specified chord along the selected scale. Roman numerals differentiate chord positions from octave numbers (e.g., the Roman numeral “I” reports the notes of the first chord in the sequence). Upper case Roman numerals represent major chords within the scale. Lower case Roman numerals represent minor chords within the scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s"></input><input type="%n"><options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true"><options>Major Positions={&#xD;I&#xD;ii&#xD;iii&#xD;IV&#xD;V&#xD;vi&#xD;vii°&#xD;}&#xD;Minor Positions={&#xD;i&#xD;ii°&#xD;III&#xD;iv&#xD;v&#xD;VI&#xD;VII&#xD;}</options></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Major/Minor"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Major</l><custom-block s="Major Chord %s Octave %n Chord Position %s"><block var="Note"/><block var="Octave"/><block var="Numeral"/></custom-block></list></block><block s="reportNewList"><list><l>Minor</l><custom-block s="Minor Chord %s Octave %n Chord Position %s"><block var="Note"/><block var="Octave"/><block var="Numeral"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Add Note %&apos;Note&apos; to Chord %&apos;Chord&apos;" type="reporter" category="Music"><comment x="0" y="0" w="280" collapsed="false">This block reports a chord and appends an additional note.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>New Chord</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>New Chord</l><block var="Chord"/></block><block s="doAddToList"><block var="Note"/><block var="New Chord"/></block><block s="doReport"><block var="New Chord"/></block></script></block></script></block-definition><block-definition s="Chord Rest" type="reporter" category="Music"><comment x="0" y="0" w="189.2857142857143" collapsed="false">May be paired with a musical duration to insert a rest into a sequence of chords.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>R</l><l>R</l><l>R</l></list></block></block></script></block-definition><block-definition s="Measure %&apos;Pairs&apos;" type="reporter" category="Music"><comment x="0" y="0" w="286.4285714285714" collapsed="false">This block is used to group sequences of notes and chords into measures. Each note or chord in the measure is paired with a note duration. The pairs are entered into the block using a list. </comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block var="Pairs"/></block></script></block-definition><block-definition s="Section %&apos;Measures&apos;" type="reporter" category="Music"><comment x="0" y="0" w="428.2220145089286" collapsed="false">This code block groups measures together. This can be helpful for separating groups of measures that repeat in various places throughout a song, like verses and choruses. This block works with both notes and chords. To add measures to a section, put the measures into a list.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Section</l></list></block><block s="doSetVar"><l>Section</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Measure Number</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Measures"/></block><script><block s="doSetVar"><l>Section</l><block s="reportConcatenatedLists"><list><block var="Section"/><block s="reportListItem"><block var="Measure Number"/><block var="Measures"/></block></list></block></block></script></block><block s="doReport"><block var="Section"/></block></script></block-definition><block-definition s="Beats in Measure %&apos;Measure&apos; $nl Time Signature %&apos;Time&apos;" type="reporter" category="Music"><comment x="0" y="0" w="297.14285714285717" collapsed="false">This block determines if the combined durations of notes or chords within a measure are correct. The combined duration of notes within a measure must equal the number of beats specified by the time signature. For example, in 4/4 time, there can be four quarter notes within a measure. The Beats in Measure reports the discrepancy between the number of actual beats in a measure versus the required number of beats.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s" readonly="true">4/4<options>4/4&#xD;3/4&#xD;2/4&#xD;6/8&#xD;5/4&#xD;7/4&#xD;9/8&#xD;12/8</options></input></inputs><script><block s="doDeclareVariables"><list><l>Beats Necessary</l><l>Actual Beats</l></list></block><block s="doSetVar"><l>Beats Necessary</l><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Time"/><block s="reportNewList"><list><block s="reportNewList"><list><l>4/4</l><l>4</l></list></block><block s="reportNewList"><list><l>3/4</l><l>3</l></list></block><block s="reportNewList"><list><l>2/4</l><l>2</l></list></block><block s="reportNewList"><list><l>6/8</l><l>3</l></list></block><block s="reportNewList"><list><l>5/4</l><l>5</l></list></block><block s="reportNewList"><list><l>7/4</l><l>7</l></list></block><block s="reportNewList"><list><l>9/8</l><l>4.5</l></list></block><block s="reportNewList"><list><l>12/8</l><l>5</l></list></block></list></block></custom-block></block></block><block s="doSetVar"><l>Actual Beats</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Measure"/></block><script><block s="doSetVar"><l>Actual Beats</l><block s="reportVariadicSum"><list><block var="Actual Beats"/><custom-block s="Note Duration %s"><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block var="Measure"/></block></block></custom-block></list></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block var="Actual Beats"/><l>of</l><block var="Beats Necessary"/><l>beats</l></list></block></block></script></block-definition><block-definition s="Note Duration %&apos;Duration&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="311.42857142857144" collapsed="false">Each note duration is assigned a numerical value, with a whole note equallying four beats.&#xD;&#xD;Dotted Notes are equal to the named note plus half of the named note&apos;s duration.&#xD;&#xD;Triplet notes are equal in duration to two of the named notes divided by three.&#xD;&#xD;Unlike the &quot;Adjusted Note Duration&quot; block, the values reported here are not linked to the global temp reporter.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>4</l></list></block><block s="reportNewList"><list><l>Half</l><l>2</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>1</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.5</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.25</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>6</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>3</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.345</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>0.1875</l></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>4</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>8</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.125</l><l>3</l></block></list></block></list></block></custom-block></block></block></script></block-definition><block-definition s="Melody with Instrument %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note/Duration Pairs</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Pair #</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Notation"/></block><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportConcatenatedLists"><list><block var="Note/Duration Pairs"/><block s="reportListItem"><block var="Pair #"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Melody</l><block var="Instrument"/></list></block></list></block><block var="Note/Duration Pairs"/></list></block></block></script></block></script></block-definition><block-definition s="Melody Loop with Instrument %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note/Duration Pairs</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>Pair #</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Notation"/></block><script><block s="doSetVar"><l>Note/Duration Pairs</l><block s="reportConcatenatedLists"><list><block var="Note/Duration Pairs"/><block s="reportListItem"><block var="Pair #"/><block var="Notation"/></block></list></block></block></script></block><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Melody</l><block var="Instrument"/></list></block></list></block><block var="Note/Duration Pairs"/></list></block></block></script></block></script></block-definition><block-definition s="Chord Track with %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Chords</l><block var="Instrument"/></list></block></list></block><block var="Notation"/></list></block></block></script></block-definition><block-definition s="Chord Loop with %&apos;Instrument&apos; Notation %&apos;Notation&apos;" type="reporter" category="Music" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Chords</l><block var="Instrument"/></list></block></list></block><block var="Notation"/></list></block></block></script></block-definition><block-definition s="Drum Pattern %&apos;Step&apos;" type="reporter" category="Music"><comment x="0" y="0" w="245.96442522321422" collapsed="false">This block reports a series of beats that tell the drum when to play. Beats are represented as an “X,” which can be typed into the block. Beats can be added or subtracted using the arrows on the right of the block.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Steps in Sequence</l></list></block><block s="doSetVar"><l>Steps in Sequence</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Step"/></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Step"/></block><block var="Steps in Sequence"/></block></script></block><block s="doReport"><block var="Steps in Sequence"/></block></script></block-definition><block-definition s="Drum %&apos;Instrument&apos; Loop %&apos;Pattern&apos; Beat Duration %&apos;Beat&apos;" type="reporter" category="Music"><comment x="0" y="0" w="288.5714285714286" collapsed="false">This block reports a drum pattern, assigns a drum to it, and sets the duration value of each item in the pattern. Different drums can be selected from the drop-down menu. Beat durations can be selected from the drop-down menu or entered directly.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Snare Drum<options>Bass Drum&#xD;Snare Drum&#xD;Crash Cymbal&#xD;Cabasa&#xD;Toms={&#xD;High Tom&#xD;Mid Tom&#xD;}&#xD;Hi-Hats={&#xD;Closed Hi-hat&#xD;Open Hi-hat&#xD;}</options></input><input type="%l"></input><input type="%s">Eighth<options>Quarter&#xD;Eighth&#xD;Sixteenth</options></input></inputs><script><block s="doDeclareVariables"><list><l>notes and durations</l></list></block><block s="doSetVar"><l>notes and durations</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Drums</l><block var="Instrument"/></list></block></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Pattern"/></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportListItem"><block var="i"/><block var="Pattern"/></block><block var="Beat"/></list></block><block var="notes and durations"/></block></script></block><block s="doReport"><block var="notes and durations"/></block></script></block-definition><block-definition s="Track %&apos;Type&apos; Instrument %&apos;Instrument&apos; $nl Musical Notation (Notes or Chords) %&apos;Notation&apos;" type="reporter" category="Music"><comment x="0" y="0" w="272.8571428571429" collapsed="false">This code block specifies the type of track to be played and assigns it an instrument. Both the track type and instrument are set using drop-down menus. This block accepts notes or chords paired with corresponding durations. This block also allows for the creation of note or chord loops that will repeat for the whole duration of the song. Both types of loops may be selected from the track drop-down menu. For a loop to play, it must have an accompanying track that is not a loop.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Melody<options>Melody&#xD;Chords&#xD;Loops={&#xD;Loop-Melody&#xD;Loop-Chords&#xD;}</options></input><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Guitar, Overdrive&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Music Box&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Type"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Melody</l><custom-block s="Melody with Instrument %s Notation %mult%s"><block var="Instrument"/><list><block var="Notation"/></list></custom-block></list></block><block s="reportNewList"><list><l>Chords</l><custom-block s="Chord Track with %s Notation %s"><block var="Instrument"/><block var="Notation"/></custom-block></list></block><block s="reportNewList"><list><l>Loop-Melody</l><custom-block s="Melody Loop with Instrument %s Notation %mult%s"><block var="Instrument"/><list><block var="Notation"/></list></custom-block></list></block><block s="reportNewList"><list><l>Loop-Chords</l><custom-block s="Chord Loop with %s Notation %s"><block var="Instrument"/><block var="Notation"/></custom-block></list></block></list></block></custom-block></block></block></script></block></script></block-definition><block-definition s="Play Tracks %&apos;tracks&apos; Time Signature: %&apos;timeSignature&apos;" type="command" category="Music"><comment x="0" y="0" w="198.57142857142858" collapsed="false">This block is used to play multiple music tracks. In most cases, several tracks with musical instruments are played in parallel. </comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input><input type="%s" readonly="true">4/4<options>4/4&#xD;3/4&#xD;5/4&#xD;7/4&#xD;6/8&#xD;9/8&#xD;12/8</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playtracks(tracklist, timesignature)</l><list><block var="tracks"/><block var="timeSignature"/><block s="getTempo"></block></list></block></script></block-definition><block-definition s="Convert MIDI %&apos;#&apos; to Note" type="reporter" category="Music"><comment x="0" y="0" w="217.80831473214303" collapsed="false">Reports the corresponding note (in scientific pitch notation) for the specified MIDI number.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Octave</l><l>Note</l></list></block><block s="doSetVar"><l>Octave</l><block s="reportLetter"><l>1</l><block s="reportDifference"><block s="reportQuotient"><block var="#"/><l>12</l></block><l>1</l></block></block></block><block s="doSetVar"><l>Note</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="#"/><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><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><l>A</l><l>A#</l><l>B</l></list></block></block></block><block s="doReport"><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></block></script></block-definition><block-definition s="Convert Note %&apos;Note&apos; to MIDI" type="reporter" category="Music"><comment x="0" y="0" w="273.5714285714286" collapsed="false">Reports the midi number of the specified note. The note should be entered using scientific pitch notation (e.g., &quot;C4&quot;).</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><custom-block s="MIDI %s Note"><custom-block s="Get Note %s"><block var="Note"/></custom-block></custom-block><block s="reportVariadicProduct"><list><l>12</l><block s="reportDifference"><custom-block s="Get Octave %s"><block var="Note"/></custom-block><l>1</l></block></list></block></list></block></block></script></block-definition><block-definition s="Get Note %&apos;Note + Octave&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts the note name from the provided scientific pitch notation. (e.g., An input of &quot;C4&quot; produces an output of &quot;C&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="Note + Octave"/></block><l>2</l></list></block><script><block s="doReport"><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block><block s="reportLetter"><l>2</l><block var="Note + Octave"/></block></list></block></block></script></block-definition><block-definition s="MIDI %&apos;Note&apos; Note" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Association list for note names and their corresponding MIDI numbers in the first octave. Used to convert note names to MIDI. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="assoc %s %l"><block var="Note"/><block s="reportNewList"><list><block s="reportNewList"><list><l>C</l><l>24</l></list></block><block s="reportNewList"><list><l>C#</l><l>25</l></list></block><block s="reportNewList"><list><l>D</l><l>26</l></list></block><block s="reportNewList"><list><l>D#</l><l>27</l></list></block><block s="reportNewList"><list><l>E</l><l>28</l></list></block><block s="reportNewList"><list><l>F</l><l>29</l></list></block><block s="reportNewList"><list><l>F#</l><l>30</l></list></block><block s="reportNewList"><list><l>G</l><l>31</l></list></block><block s="reportNewList"><list><l>G#</l><l>32</l></list></block><block s="reportNewList"><list><l>A</l><l>33</l></list></block><block s="reportNewList"><list><l>A#</l><l>34</l></list></block><block s="reportNewList"><list><l>B</l><l>35</l></list></block></list></block></custom-block></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></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="a-list"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="key"/><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></script><list></list></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="Get Octave %&apos;Note&apos;" type="reporter" category="Music" helper="true"><comment x="0" y="0" w="90" collapsed="false">Extracts the octave number from the provided scientific pitch notation. (e.g., An input of &quot;C4&quot; produces an output of &quot;4&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="Note"/></block><l>2</l></list></block><script><block s="doReport"><block s="reportLetter"><l>2</l><block var="Note"/></block></block></script><list></list></block><block s="doReport"><block s="reportLetter"><l>3</l><block var="Note"/></block></block></script></block-definition><block-definition s="Initialize TuneScope" type="command" category="Music" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/WebAudioFontPlayer.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/webmidi.iife.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0020_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0121_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0180_Chaos_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0230_Aspirin_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0241_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0260_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0320_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0350_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0400_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0420_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0460_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0560_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0580_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0600_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0650_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0680_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0700_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0710_Chaos_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0730_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0770_SBLive_sf2.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1040_Aspirin_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1050_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1070_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12835_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12840_6_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12842_0_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12846_0_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12847_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12848_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12849_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12869_6_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/TS_init.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/TuneScope.js</l></list></block><block s="doWaitUntil"><block s="reportApplyExtension"><l>ts_loaded()</l><list></list></block></block></script></block-definition><block-definition s="Play MIDI Controller: %&apos;controller_name&apos; Instrument: %&apos;instrument&apos;" type="command" category="Music"><comment x="0" y="0" w="285.7142857142857" collapsed="false">Passes through the signal from a MIDI controller, allowing the user to play the controller using the assigned instrument. The name of the MIDI controller must be input exactly as it appears on the user&apos;s computer.</comment><header></header><code></code><translations></translations><inputs><input type="%s">MPK mini 3<options>MPK mini 3&#xD;MPK mini play&#xD;MPK Mini Mk II&#xD;M-audio Keystation 49es</options></input><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Guitar, Overdrive&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Music Box&#xD;Organ&#xD;Vibraphone&#xD;}</options></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_playMIDI(controller, instrument)</l><list><block var="controller_name"/><block var="instrument"/></list></block></script></block-definition><block-definition s="Tone Number: %&apos;number&apos; Frequency: %&apos;frequency&apos; Amplitude: %&apos;amplitude&apos;" type="command" category="Music"><comment x="0" y="0" w="292.14285714285717" collapsed="false">This block assigns a number, frequency, and amplitude to a tone.</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_settone(id, frequency, amplitude)</l><list><block var="number"/><block var="frequency"/><block var="amplitude"/></list></block></script></block-definition><block-definition s="Tone Number: %&apos;Number&apos; %&apos;newOn&apos; On/Off" type="command" category="Music"><comment x="0" y="0" w="371.424916294643" collapsed="false">This block turns the specified tone on or off. This block will play a sine wave. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%b"></input></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_turntoneon(id, bool)</l><list><block var="Number"/><block var="newOn"/></list></block></script></block-definition><block-definition s="Tone Off" type="command" category="Music"><comment x="0" y="0" w="234.8779296875" collapsed="false">This block turns off all the tones currently playing. </comment><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Initialize TuneScope"></custom-block><block s="doApplyExtension"><l>ts_stoptones()</l><list></list></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;ca:_ Hz durant _ segons amb mostreig de _ 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="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></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="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></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;ca:graus de _ radiants&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:o som _&#xD;ca:so de nom _&#xD;</translations><inputs><input type="%s"><options>§_soundsMenu</options></input></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetSoundAttribute"><l><option>name</option></l><l></l></block><block var="name"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>sounds</option></l></block></block></block></script></block-definition><block-definition s="plot sound %&apos;name&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations>pt:desenha o gráfico do som _&#xD;ca:dibuixa el so _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_soundsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>sound</l></list></block><block s="doSetVar"><l>sound</l><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportIsA"><block var="name"/><l><option>list</option></l></block><block s="reportIsA"><block var="name"/><l><option>sound</option></l></block></list></block><block var="name"/><custom-block s="sound named %s"><block var="name"/></custom-block></block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><block s="reportGetSoundAttribute"><l><option>samples</option></l><block var="sound"/></block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportGetSoundAttribute"><l><option>length</option></l><block var="sound"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>4</l></block></block><block s="doForEach"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block></block></script></block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations>pt:$circleSolid-1-255-0-0 uma nova gravação&#xD;ca:$circleSolid-1-255-0-0 enregistra&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_record</l><list></list></block></block><block s="doWaitUntil"><block s="reportVariadicNotEquals"><list><block s="evaluate"><block var="callback"/><list></list></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="note from %&apos;pitch&apos; hz" type="reporter" category="sound"><header></header><code></code><translations>pt:a nota com _ Hz&#xD;ca:nota de _ Hz&#xD;</translations><inputs><input type="%n">440</input></inputs><script><block s="doReport"><block s="reportRound"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>12</l><block s="reportQuotient"><block s="reportMonadic"><l><option>log</option></l><block s="reportQuotient"><block var="pitch"/><l>440</l></block></block><block s="reportMonadic"><l><option>log</option></l><l>2</l></block></block></list></block><l>69</l></list></block></block></block></script></block-definition><block-definition s="hz from note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:a frequência da nota _&#xD;ca:freqüència (hz) de la nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><l>440</l><block s="reportPower"><l>2</l><block s="reportQuotient"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block></block></list></block></block></script></block-definition><block-definition s="name of note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:o nome da nota _&#xD;ca:nom de la nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block><l>1</l></list></block><block s="reportNewList"><list><l>A</l><l>Bb</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block></block></block></script></block-definition><block-definition s="ask %&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="notify %&apos;message&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Ok</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="prompt %&apos;title&apos; options %&apos;options&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">choose!</input><input type="%mult%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><block var="options"/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options"/></list></block></block></custom-block></block></script></block-definition><block-definition s="submenu %&apos;title&apos; items %&apos;items&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">title</input><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><l>menu</l><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block></block><block var="items"/></list></block></block></script></block-definition><block-definition s="divider" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="menu item icon %&apos;icon&apos; label %&apos;text&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input><input type="%s">option</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="icon"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block var="value"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block var="text"/><block s="reportNewList"><list><block var="text"/><block var="value"/></list></block></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block var="text"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu item speech ballon %&apos;orientation&apos; message %&apos;message&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">left<options>left&#xD;right</options></input><input type="%s">hey!</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu examples" type="command" category="sensing"><comment x="0" y="0" w="212" collapsed="false">open my definition to look at examples how to use the menu blocks</comment><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="10" y="79.00000000000001"><block s="doAsk"><l>what&apos;s your name?</l></block></script><script x="10" y="118.00000000000003"><custom-block s="ask %s"><l>what&apos;s your name?</l></custom-block></script><script x="10" y="151"><custom-block s="notify %s"><l>Alert!</l></custom-block></script><script x="10" y="190"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><l>baz</l></list></custom-block></script><script x="10" y="223"><custom-block s="prompt %s options %mult%s"><l>choose!</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></script><script x="10" y="261"><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><l>quux</l><l>garply</l></list></custom-block></script><script x="10" y="294"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><custom-block s="submenu %s items %mult%s"><l></l><list><l>fred</l><l>test</l></list></custom-block><custom-block s="divider"></custom-block><l>quux</l><l>garply</l></list></custom-block><l>baz</l></list></custom-block></script><script x="10" y="377.8333333333334"><custom-block s="menu item icon %s label %s value %s"><l></l><l>option</l><l></l></custom-block></script><script x="10" y="411.8333333333334"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item icon %s label %s value %s"><l>monkey</l><l>monkey</l><block s="reportObject"><l>monkey</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l>Octo</l><l></l><l>42</l></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>choice</l><l>yay!</l></custom-block><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><custom-block s="menu item icon %s label %s value %s"><l>Alonzo</l><l>Alonzo</l><block s="reportObject"><l>Alonzo</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>foo</l><l>bar</l></custom-block></list></custom-block></list></custom-block></script><script x="10" y="565.8333333333335"><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block></script><script x="10" y="599.8333333333335"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><l>hey!</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>wassup?</l><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>left</l><block s="reportObject"><l>Alonzo</l></block><l></l></custom-block><custom-block s="menu item speech ballon %s message %s value %s"><l>right</l><l>so?</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></list></custom-block></script></scripts></block-definition><block-definition s="drumloop1" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWait"><l>0.50</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.75</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.25</l></block><custom-block s="Set Instrument To %s"><l>Closed Hi-Hat</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>F4</l><l>Whole</l></custom-block><block s="doWait"><l>0.75</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.50</l></block><custom-block s="Set Instrument To %s"><l>Closed Hi-Hat</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>F4</l><l>Whole</l></custom-block><block s="doWait"><l>0.25</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block><block s="doWait"><l>0.50</l></block><custom-block s="Set Instrument To %s"><l>Closed Hi-Hat</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>F4</l><l>Whole</l></custom-block><block s="doWait"><l>0.5</l></block><custom-block s="Set Instrument To %s"><l>Bass Drum</l></custom-block><custom-block s="Play Note %s for Duration %s"><l>A3</l><l>Whole</l></custom-block></script></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos;" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _&#xD;ca:digues _ amb accent _ _ to _ i velocitat _&#xD;</translations><inputs><input type="%s">Hello, World!</input><input type="%txt">en-US<options>العربية=ar&#xD;Български=bg&#xD;বাংলা=bn&#xD;Català=ca&#xD;Català - Valencià=ca-VA&#xD;Česky=cs&#xD;Deutsch=de&#xD;Dansk=dk&#xD;Ελληνικά=el&#xD;English-American=en-US&#xD;English-British=en-GB&#xD;Esperanto=eo&#xD;Español=es&#xD;Eesti=et&#xD;Euskara=eu&#xD;suomi=fi&#xD;Français=fr&#xD;Galego=gl&#xD;Hrvatski=hr&#xD;Magyar=hu&#xD;Interlingua=ia&#xD;Bahasa Indonesia=id&#xD;Italiano=it&#xD;日本語=ja&#xD;にほんご=ja-HIRA&#xD;ಕನ್ನಡ=kn&#xD;한국어=ko&#xD;Malayalam=ml&#xD;Nederlands=nl&#xD;Norsk=no&#xD;Polski=pl&#xD;Português=pt&#xD;Português do Brasil=pt-BR&#xD;Român=ro&#xD;Русский=ru&#xD;Slovenščina=si&#xD;svenska=sv&#xD;Tamil=ta&#xD;Telagu=te&#xD;Türkçe=tr&#xD;Українська=ua&#xD;简体中文=zh-CN&#xD;繁體中文=zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="text"/><block var="lang"/><block var="pitch"/><block var="rate"/></list></block></script></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos; and wait" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera&#xD;ca:digues _ amb accent _ _ to _ velocitat _ i espera&#xD;</translations><inputs><input type="%s">Hello, World!</input><input 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Pad,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent,Silent</list></variable><variable name="get"><list struct="atomic" id="15327">1wrwwwrwwwrwwwrwwwwrwwwrwwwrwwwrwwwwwwwwwwwwwwwwwwwwgwwwgwwwgwwwgwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwfwwwwwwffwwwwwwwwwwwwwwwwwwwwffwwwwwwffwwwwwfwwfwwwwfwwwwwwwwwwwwwwwwwwwwwwfwwwwwwwfwwwwwwwwwwwwwwwwwwwwwwfwwwwwwwfwwwwwww</list></variable><variable name="color"><list struct="atomic" id="15328">1,w,r,w,w,w,r,w,w,w,r,w,w,w,r,w,w,w,w,r,w,w,w,r,w,w,w,r,w,w,w,r,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,g,w,w,w,g,w,w,w,g,w,w,w,g,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,f,w,w,w,w,w,w,f,f,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,f,f,w,w,w,w,w,w,f,f,w,w,w,w,w,f,w,w,f,w,w,w,w,f,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,f,w,w,w,w,w,w,w,f,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,w,f,w,w,w,w,w,w,w,f,w,w,w,w,w,w,w</list></variable><variable name="newcode"><list struct="atomic" id="15329"></list></variable><variable name="newlist"><list struct="atomic" id="15330"></list></variable><variable name="md"><l>0</l></variable><variable name="m"><l>go</l></variable><variable name="ptcs"><l>0</l></variable><variable name="L"><l>0</l></variable><variable name="R"><l>0</l></variable></variables></scene><scene name="Paint"><notes>Converted by Snapinator</notes><hidden> reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment reportAtan2 reportVariadicMin reportVariadicMax</hidden><headers></headers><code></code><blocks><block-definition s="UNSUPPORTED: event_definition" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><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="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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mediaID="Sprite20_cst_costume1"></ref></item></list></costumes><sounds><list id="16020"><item><ref mediaID="Sprite20_snd_pop"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="74" y="206.36363636363635"><block s="receiveGo"></block><block s="gotoXY"><l>60</l><l>-155</l></block><block s="doSetVar"><l>icon color</l><l>blue</l></block><block s="goToLayer"><l><option>front</option></l></block></script><script x="115.33333333333333" y="116.81818181818181"><block s="receiveInteraction"><l><option>pressed</option></l></block><block s="doSetVar"><l>PEN COLOR</l><block var="icon color"/></block><block s="doBroadcastAndWait"><l>pINK</l><list></list></block></script></scripts></sprite><sprite name="Sprite22" idx="19" x="95" y="-120" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="0,0,255,1" pen="middle" id="16042"><costumes><list id="16043"><item><ref 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mediaID="Sprite4_cst_costume1"></ref></item></list></costumes><sounds><list id="16068"><item><ref mediaID="Sprite4_snd_pop"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="0" y="0"><block s="receiveInteraction"><l><option>pressed</option></l></block><block s="doSetVar"><l>PEN COLOR</l><block var="icon color"/></block><block s="doBroadcastAndWait"><l>Black </l><list></list></block></script><script x="-64" y="156.8181818181818"><block s="receiveGo"></block><block s="gotoXY"><l>95</l><l>-155</l></block><block s="doSetVar"><l>icon color</l><l>black</l></block><block s="goToLayer"><l><option>front</option></l></block></script></scripts></sprite><sprite name="Sprite12" idx="10" x="-115" y="-120" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="0,0,255,1" pen="middle" id="16090"><costumes><list id="16091"><item><ref mediaID="Sprite12_cst_costume1"></ref></item></list></costumes><sounds><list id="16092"><item><ref mediaID="Sprite12_snd_pop"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="0" y="0"><block s="receiveGo"></block><block s="gotoXY"><l>-115</l><l>-120</l></block><block s="doSetVar"><l>icon color</l><l>yellow</l></block><block s="goToLayer"><l><option>front</option></l></block></script><script x="169.33333333333334" y="-63.18181818181818"><block s="receiveInteraction"><l><option>pressed</option></l></block><block s="doSetVar"><l>PEN COLOR</l><block var="icon color"/></block><block s="doBroadcastAndWait"><l>Orage</l><list></list></block></script></scripts></sprite><sprite name="Sprite2" idx="3" x="-80" y="-120" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="0,0,255,1" pen="middle" id="16114"><costumes><list id="16115"><item><ref mediaID="Sprite2_cst_costume1"></ref></item></list></costumes><sounds><list struct="atomic" id="16116"></list></sounds><blocks></blocks><variables></variables><scripts><script x="0" y="0"><block s="receiveGo"></block><block s="gotoXY"><l>-80</l><l>-120</l></block><block s="doSetVar"><l>icon color</l><l>green</l></block><block s="goToLayer"><l><option>front</option></l></block></script><script x="146.66666666666666" y="-78.63636363636363"><block s="receiveInteraction"><l><option>pressed</option></l></block><block s="doSetVar"><l>PEN COLOR</l><block var="icon color"/></block><block s="doBroadcastAndWait"><l>Green</l><list></list></block></script></scripts></sprite><sprite name="Exit432" idx="25" x="-223.93344487823038" y="169.3736556618906" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="16138"><costumes><list id="16139"><item><ref mediaID="Exit432_cst_86594032-"></ref></item></list></costumes><sounds><list struct="atomic" id="16140"></list></sounds><blocks></blocks><variables></variables><scripts><script 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s="receiveInteraction"><l><option>pressed</option></l></block><block s="doBroadcastAndWait"><l>Eraze</l><list><l>Pencil</l></list></block></script></scripts></sprite><sprite name="Suspend" idx="28" x="-203.50920245398765" y="169.6319018404908" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="16172"><costumes><list id="16173"><item><ref mediaID="Suspend_cst_86594032-"></ref></item></list></costumes><sounds><list struct="atomic" id="16174"></list></sounds><blocks></blocks><variables></variables><scripts><script x="113.99999999999999" y="45.33333333333335"><block s="receiveGo"></block><block s="goToLayer"><l><option>front</option></l></block></script><script x="118" y="159.3333333333334"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSwitchToScene"><l>SnipOS 7</l><list><l>suspendpaint</l></list></block></script></scripts></sprite><sprite name="savebutton6543" idx="27" x="200.5787096339243" y="170.22180751004234" heading="90" scale="0.35000000000000037" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="16188"><costumes><list id="16189"><item><ref mediaID="savebutton6543_cst_costume1"></ref></item></list></costumes><sounds><list struct="atomic" id="16190"></list></sounds><blocks></blocks><variables></variables><scripts><script x="132" y="50.33333333333334"><block s="receiveGo"></block><block s="goToLayer"><l><option>front</option></l></block></script><script x="301.71289062500006" y="507.3333333333334"><block s="reportVideo"><l><option>snap</option></l><l><option>myself</option></l></block></script><script x="368.71289062500006" y="387.33333333333337"><block s="reportPenTrailsAsCostume"></block></script><script x="245" y="349.33333333333337"><block s="doSwitchToCostume"><l>costume1</l></block></script><script x="133.00000000000003" y="184.33333333333337"><block s="receiveKey"><l><option>s</option></l><list></list></block><block s="doBroadcast"><l>save</l><list></list></block></script></scripts></sprite><watcher scope="Sprite7" s="yPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/></sprites></stage><variables><variable name="my variable"><l>0</l></variable><variable name="PEN COLOR"><l>green</l></variable><variable name="icon color"><l>green</l></variable><variable name="thickness"><l>8</l></variable></variables></scene><scene name="Loucheman calculator"><notes></notes><palette><category name="IDE tools" color="230,230,34,1"/></palette><hidden> reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment reportAtan2 reportVariadicMin reportVariadicMax</hidden><headers></headers><code></code><blocks><block-definition s="$arrowLeftOutline %&apos;NbMove&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="changeXPosition"><block s="reportMonadic"><l><option>neg</option></l><block var="NbMove"/></block></block></script></block-definition><block-definition s="$arrowRightOutline %&apos;NbMove&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="changeXPosition"><block var="NbMove"/></block></script></block-definition><block-definition s="$arrowUpOutline %&apos;NbMove&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="changeYPosition"><block var="NbMove"/></block></script></block-definition><block-definition s="$arrowDownOutline %&apos;NbMove&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="changeYPosition"><block s="reportMonadic"><l><option>neg</option></l><block var="NbMove"/></block></block></script></block-definition><block-definition s="$arrowLeftOutline" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeXPosition"><l>-1</l></block></script></block-definition><block-definition s="$arrowRightOutline" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeXPosition"><l>1</l></block></script></block-definition><block-definition s="$arrowUpOutline" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeYPosition"><l>1</l></block></script></block-definition><block-definition s="$arrowDownOutline" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeYPosition"><l>-1</l></block></script></block-definition><block-definition s="$arrowRightOutline center $arrowLeftOutline" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeXPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportGet"><l><option>left</option></l></block><block s="reportGet"><l><option>right</option></l></block></list></block><l>2</l></block></block></block></script></block-definition><block-definition s="$arrowUpOutline center $arrowDownOutline" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeYPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportGet"><l><option>bottom</option></l></block><block s="reportGet"><l><option>top</option></l></block></list></block><l>2</l></block></block></block></script></block-definition><block-definition s="-- = %&apos;n&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE" readonly="true"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doChangeVar"><l></l><l>-1</l></block></script><list></list></block><list><block var="n"/></list></block><block s="doReport"><block s="evaluate"><block var="n"/><list></list></block></block></script></block-definition><block-definition s="animate setter %&apos;setter&apos; getter %&apos;getter&apos; delta %&apos;delta&apos; over %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="control"><header></header><code></code><translations>de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _&#xD;ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _&#xD;pt:anima com modificador _ e inspector _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%cmdRing"></input><input type="%repRing"></input><input type="%n">50</input><input type="%n">1</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>end time</l><l>destination</l></list></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>destination</l><block s="reportVariadicSum"><list><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></list></block></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="reportVariadicProduct"><list><block var="delta"/><block s="evaluate"><block var="easing"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></list></block></script></block><block s="doRun"><block var="setter"/><list><block var="destination"/></list></block></script></block-definition><block-definition s="glide %&apos;steps&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:gleite _ in _ Sek. beschleunigt: _&#xD;ca:llisca _ en _ segons de forma _&#xD;fr:glisser _ en _ sec. accélérer _&#xD;pt:desliza _ em _ s de forma _&#xD;</translations><inputs><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>destX</l><l>destY</l><l>end time</l><l>deltaX</l><l>deltaY</l><l>func</l></list></block><block s="forward"><block var="steps"/></block><block s="doSetVar"><l>destX</l><block s="xPosition"></block></block><block s="doSetVar"><l>destY</l><block s="yPosition"></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="steps"/><l>-1</l></list></block></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>deltaX</l><block s="reportDifference"><block var="destX"/><block s="xPosition"></block></block></block><block s="doSetVar"><l>deltaY</l><block s="reportDifference"><block var="destY"/><block s="yPosition"></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></block><script><block s="setXPosition"><block s="reportDifference"><block var="destX"/><block s="reportVariadicProduct"><list><block var="deltaX"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></block><block s="setYPosition"><block s="reportDifference"><block var="destY"/><block s="reportVariadicProduct"><list><block var="deltaY"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></block></script></block><block s="gotoXY"><block var="destX"/><block var="destY"/></block></script></block-definition><block-definition s="animate %&apos;attribute&apos; by %&apos;delta&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:animiere _ um _ in _ Sek. beschleunigt: _&#xD;ca:modifica _ amb _ en _ segons de forma _&#xD;pt:anima _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%s" readonly="true">x position<options>x position&#xD;y position&#xD;direction&#xD;size&#xD;ghost effect&#xD;color effect&#xD;saturation effect&#xD;brightness effect&#xD;fisheye effect&#xD;whirl effect&#xD;pixelate effect&#xD;mosaic effect&#xD;negative effect&#xD;tempo&#xD;volume&#xD;balance</options></input><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>accessors</l><l>func</l></list></block><block s="doSetVar"><l>accessors</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>x position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setXPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="xPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>y position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setYPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="yPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>direction</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setHeading"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="direction"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>size</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setScale"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getScale"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>tempo</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doSetTempo"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getTempo"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>volume</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setVolume"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getVolume"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>balance</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setPan"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPan"></block></autolambda><list></list></block></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block></block></autolambda><list></list></block></list></block></block></block></block></block></block></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reportListItem"><l>1</l><block var="accessors"/></block><block s="reportListItem"><l>2</l><block var="accessors"/></block><block var="delta"/><block var="duration"/><block var="func"/></custom-block></script></block-definition><block-definition s="easing %&apos;choice&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Beschleunigung _&#xD;ca:de forma _&#xD;pt:a forma _&#xD;</translations><inputs><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>linear</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>id</option></l><l></l></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportDifference"><l>2</l><l></l></block></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>4</l><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block></block><l></l></list></block><l>1</l></block></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><custom-block s="-- = %anyUE"><block var="t"/></custom-block><block var="t"/></list></block><block var="t"/></list></block><l>1</l></list></block></autolambda><list><l>t</l></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>4</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><l>1</l></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block><l>2</l></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block><l>2</l></block></list></block><l>1</l></list></block></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportVariadicProduct"><list><custom-block s="-- = %anyUE"><block var="t"/></custom-block><block s="reportVariadicProduct"><list><block var="t"/><block s="reportVariadicProduct"><list><block var="t"/><block var="t"/></list></block></list></block></list></block></block></autolambda><list><l>t</l></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>8</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block></list></block><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportVariadicProduct"><list><l>8</l><block s="reportVariadicProduct"><list><custom-block s="-- = %anyUE"><block var="t"/></custom-block><block s="reportVariadicProduct"><list><block var="t"/><block s="reportVariadicProduct"><list><block var="t"/><block var="t"/></list></block></list></block></list></block></list></block></block></autolambda><list><l>t</l></list></block><list><l></l></list></block></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicSum"><list><l>90</l><block s="reportVariadicProduct"><list><l></l><l>90</l></list></block></list></block></block></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><l></l><l>90</l></list></block></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportQuotient"><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>cos</option></l><block s="reportVariadicProduct"><list><l></l><l>180</l></list></block></block></block><l>2</l></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>elastic</l></list></block><script><block s="doReport"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>p</l></list></block><block s="doSetVar"><l>p</l><l>0.3</l></block><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportPower"><l>2</l><block s="reportVariadicProduct"><list><l>-10</l><l></l></list></block></block><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><block s="reportQuotient"><block var="p"/><l>4</l></block></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>2</l><block s="errorObsolete"></block></list></block><block var="p"/></block></list></block></custom-block></block></list></block><l>1</l></list></block></block></script><list></list></block></block></script><list></list></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; $nl in %&apos;time&apos; secs easing %&apos;easing&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _&#xD;ca:per _ = _ fins _ _ en _ segons de forma _ _&#xD;pt:para _ de _ a _ _ em _ s de forma _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">0</input><input type="%n">100</input><input type="%n">1</input><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input><input type="%ca"></input></inputs><script><block s="doSetVar"><l>i</l><block var="start"/></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reifyScript"><script><block s="doSetVar"><l>i</l><l></l></block><block s="doRun"><block var="action"/><list></list></block></script><list></list></block><block s="reifyReporter"><autolambda><block var="i"/></autolambda><list></list></block><block s="reportDifference"><block var="end"/><block var="start"/></block><block var="time"/><block s="reportIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><block var="easing"/><custom-block s="easing %txt"><block var="easing"/></custom-block></block></custom-block></script></block-definition><block-definition s="costume from text %&apos;text&apos; size %&apos;size&apos; (center pivot)" type="reporter" category="looks"><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;</translations><inputs><input type="%s">A</input><input type="%n">72</input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="getCostumeIdx"></block></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="write"><block var="text"/><block var="size"/></block><block s="gotoXY"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="xPosition"></block></list></block><l>2</l></block><l>0</l></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doRun"><block s="reportJSFunction"><list><l>costume</l><l>name</l></list><l>costume.name = name;</l></block><list><block var="costume"/><block var="text"/></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doReport"><block var="costume"/></block></script><scripts><script x="218.57142857142858" y="250.54761904761884"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block></script></scripts></block-definition><block-definition s="add %&apos;cst&apos; to my costumes" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doAddToList"><block var="cst"/><block s="reportGet"><l><option>costumes</option></l></block></block></script></block-definition><block-definition s="Delete all clones from this sprite" type="command" category="control"><comment x="0" y="0" w="174.2857142857143" collapsed="false">Delete all clones from the current sprite.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>clone</l><block s="reportGet"><l><option>clones</option></l></block><script><block s="doTellTo"><block var="clone"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block></script></block></script></block-definition><block-definition s="Show all sprites" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doForEach"><l>sprites</l><block s="reportGet"><l><option>other sprites</option></l></block><script><block s="doTellTo"><block var="sprites"/><block s="reifyScript"><script><block s="show"></block></script><list></list></block><list></list></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="Hide all sprites" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doForEach"><l>sprites</l><block s="reportGet"><l><option>other sprites</option></l></block><script><block s="doTellTo"><block var="sprites"/><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="is JS enable?" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">return is javascript is enable&#xD;&#xD;Thk to Joecooldo </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>JS?</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>JS?</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>return true;</l></block><list></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>JS?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="JS?"/></block></script></block-definition><block-definition s="item at col: %&apos;col&apos; line: %&apos;row&apos; of %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><block var="col"/><block s="reportListItem"><block var="row"/><block var="list"/></block></block></block></script></block-definition><block-definition s="MouseCoordinate" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportMouseX"></block><block s="reportMouseY"></block></list></block></block></script></block-definition><block-definition s="On Stage (pivot)?" type="predicate" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Return true if the pivot (rotation center) is on the stage</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></list></block></list></block></block></script><script><custom-block s="error %txt"><l>Don&apos;t run this into the stage !</l></custom-block></script></block></script><scripts><script x="256" y="227.20000000000002"><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></script></scripts></block-definition><block-definition s="On Stage (sprite)?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></list></block></list></block></block></script><script><custom-block s="error %txt"><l>Don&apos;t run this into the stage !</l></custom-block></script></block></script></block-definition><block-definition s="On Stage horizontally (pivot)?" type="predicate" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Return true if the pivot (rotation center) is on the stage (watch only x axis)</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicLessThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></block></script><script><custom-block s="error %txt"><l>Don&apos;t run this into the stage !</l></custom-block></script></block></script></block-definition><block-definition s="On Stage vertically (pivot)?" type="predicate" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Return true if the pivot (rotation center) is on the stage (watch only y axis)</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></block></script><script><custom-block s="error %txt"><l>Don&apos;t run this into the stage !</l></custom-block></script></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="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="radians %&apos;degrees&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:_ radianos em graus&#xD;</translations><inputs><input type="%n">90</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="degrees"/><custom-block s="PI"></custom-block></list></block><l>180</l></block></block></script></block-definition><block-definition s="pick random odd number %&apos;min&apos; to %&apos;max&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="min"/><block var="max"/></list></block><script><block s="doDeclareVariables"><list><l>SaveValue</l></list></block><block s="doSetVar"><l>SaveValue</l><block var="min"/></block><block s="doSetVar"><l>min</l><block var="max"/></block><block s="doSetVar"><l>max</l><block var="SaveValue"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="min"/><l>2</l></block><l>0</l></list></block><script><block s="doChangeVar"><l>min</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicNotEquals"><list><block s="reportModulus"><block var="max"/><l>2</l></block><l>0</l></list></block><script><block s="doChangeVar"><l>max</l><l>1</l></block></script><list></list></block><block s="doReport"><block s="reportDifference"><custom-block s="pick random even number %n to %n"><block var="min"/><block var="max"/></custom-block><l>1</l></block></block></script></block-definition><block-definition s="pick random even number %&apos;min&apos; to %&apos;max&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="min"/><block var="max"/></list></block><script><block s="doDeclareVariables"><list><l>SaveValue</l></list></block><block s="doSetVar"><l>SaveValue</l><block var="min"/></block><block s="doSetVar"><l>min</l><block var="max"/></block><block s="doSetVar"><l>max</l><block var="SaveValue"/></block></script><list></list></block><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportRandom"><block s="reportRound"><block s="reportQuotient"><block var="min"/><l>2</l></block></block><custom-block s="%n div %n"><block var="max"/><l>2</l></custom-block></block><l>2</l></list></block></block></script><scripts><comment x="362.8571428571429" y="47.28571428571428" w="90" collapsed="false">add comment here...</comment></scripts></block-definition><block-definition s="pick random %&apos;min&apos; to %&apos;max&apos; with %&apos;NbDecimale&apos; decimals" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">2.5</input><input type="%n">2</input></inputs><script><block s="doReport"><custom-block s="Round %n to %n decimals"><block s="reportQuotient"><block s="reportRandom"><block s="reportVariadicProduct"><list><block var="min"/><block s="reportMonadic"><l><option>10^</option></l><block s="reportMonadic"><l><option>floor</option></l><block var="NbDecimale"/></block></block></list></block><block s="reportVariadicProduct"><list><block var="max"/><block s="reportMonadic"><l><option>10^</option></l><block s="reportMonadic"><l><option>floor</option></l><block var="NbDecimale"/></block></block></list></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportMonadic"><l><option>floor</option></l><block var="NbDecimale"/></block></block></block><block var="NbDecimale"/></custom-block></block></script></block-definition><block-definition s="Round %&apos;number&apos; to %&apos;NbDecimals&apos; decimals" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">10.12345</input><input type="%n">2</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block var="number"/><block s="reportMonadic"><l><option>10^</option></l><block var="NbDecimals"/></block></list></block></block><block s="reportMonadic"><l><option>10^</option></l><block var="NbDecimals"/></block></block></block></script></block-definition><block-definition s="prev costume" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><block s="reportIfElse"><block s="reportVariadicNotEquals"><list><block s="getCostumeIdx"></block><l>1</l></list></block><block s="reportDifference"><block s="getCostumeIdx"></block><l>1</l></block><block s="reportListAttribute"><l><option>length</option></l><block s="reportGet"><l><option>costumes</option></l></block></block></block></block></script></block-definition><block-definition s="simple message %&apos;message&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%mlt">This is a message !</input></inputs><script><custom-block s="save all sprite properties"></custom-block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="gotoXY"><l>-60</l><l>-30</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="bubble"><block s="reportJoinWords"><list><block var="message"/><block s="reportUnicodeAsLetter"><l>10</l></block><block s="reportUnicodeAsLetter"><l>10</l></block><l>(Clic to continue)</l></list></block></block><block s="doWaitUntil"><block s="reportVariadicAnd"><list><block s="reportMouseDown"></block><custom-block s="On Stage position: %l"><block s="reportNewList"><list><block s="reportMouseX"></block><block s="reportMouseY"></block></list></block></custom-block></list></block></block><block s="doWaitUntil"><block s="reportNot"><block s="reportMouseDown"></block></block></block><custom-block s="restore all saved sprite properties keep vars? %b"><l><bool>false</bool></l></custom-block><block s="bubble"><l></l></block></script></block-definition><block-definition s="On Stage position: %&apos;position&apos;" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>1</l><block var="position"/></block><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportListItem"><l>1</l><custom-block s="stage size"></custom-block></block><l>2</l></block></block></list></block><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><block var="position"/></block><block s="reportQuotient"><block s="reportListItem"><l>1</l><custom-block s="stage size"></custom-block></block><l>2</l></block></list></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>2</l><block var="position"/></block><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportListItem"><l>2</l><custom-block s="stage size"></custom-block></block><l>2</l></block></block></list></block><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>2</l><block var="position"/></block><block s="reportQuotient"><block s="reportListItem"><l>2</l><custom-block s="stage size"></custom-block></block><l>2</l></block></list></block></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="stage size" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></block></script></block-definition><block-definition s="restore all saved sprite properties keep vars? %&apos;KeepVars&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%b">false</input></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveShown</l></custom-block><script><block s="doIfElse"><block var="@SaveShown"/><script><block s="show"></block></script><script><block s="hide"></block></script></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveX</l></custom-block><script><block s="setXPosition"><block var="@SaveX"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveY</l></custom-block><script><block s="setYPosition"><block var="@SaveY"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveDir</l></custom-block><script><block s="setHeading"><block var="@SaveDir"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveCostume</l></custom-block><script><block s="doSwitchToCostume"><block var="@SaveCostume"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveGhostEffect</l></custom-block><script><block s="setEffect"><l><option>ghost</option></l><block var="@SaveGhostEffect"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveColor</l></custom-block><script><block s="setEffect"><l><option>color</option></l><block var="@SaveColor"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveSaturation</l></custom-block><script><block s="setEffect"><l><option>saturation</option></l><block var="@SaveSaturation"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveBrightness</l></custom-block><script><block s="setEffect"><l><option>brightness</option></l><block var="@SaveBrightness"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveFisheye</l></custom-block><script><block s="setEffect"><l><option>fisheye</option></l><block var="@SaveFisheye"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveWhirl</l></custom-block><script><block s="setEffect"><l><option>whirl</option></l><block var="@SaveWhirl"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveNegative</l></custom-block><script><block s="setEffect"><l><option>negative</option></l><block var="@SaveNegative"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveMosaic</l></custom-block><script><block s="setEffect"><l><option>mosaic</option></l><block var="@SaveMosaic"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SavePixelate</l></custom-block><script><block s="setEffect"><l><option>pixelate</option></l><block var="@SavePixelate"/></block></script><list></list></block><block s="fork"><block s="reifyScript"><script><block s="doIf"><block s="reportNot"><block var="KeepVars"/></block><script><custom-block s="delete var %txt"><l>@SaveShown</l></custom-block><custom-block s="delete var %txt"><l>@SaveX</l></custom-block><custom-block s="delete var %txt"><l>@SaveY</l></custom-block><custom-block s="delete var %txt"><l>@SaveDir</l></custom-block><custom-block s="delete var %txt"><l>@SaveCostume</l></custom-block><custom-block s="delete var %txt"><l>@SaveGhostEffect</l></custom-block><custom-block s="delete var %txt"><l>@SaveColor</l></custom-block><custom-block s="delete var %txt"><l>@SaveSaturation</l></custom-block><custom-block s="delete var %txt"><l>@SaveBrightness</l></custom-block><custom-block s="delete var %txt"><l>@SaveFisheye</l></custom-block><custom-block s="delete var %txt"><l>@SaveWhirl</l></custom-block><custom-block s="delete var %txt"><l>@SaveNegative</l></custom-block><custom-block s="delete var %txt"><l>@SaveMosaic</l></custom-block><custom-block s="delete var %txt"><l>@SavePixelate</l></custom-block></script><list></list></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="delete var %&apos;var&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%txt">MySpriteVar</input></inputs><script><block s="doApplyExtension"><l>var_delete(name)</l><list><block var="var"/></list></block></script></block-definition><block-definition s="save all sprite properties" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="create sprite var %txt defaut %s"><l>@SaveShown</l><block s="reportShown"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveX</l><block s="xPosition"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveY</l><block s="yPosition"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveDir</l><block s="direction"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveCostume</l><block s="getCostumeIdx"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveGhostEffect</l><block s="getEffect"><l><option>ghost</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveColor</l><block s="getEffect"><l><option>color</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveSaturation</l><block s="getEffect"><l><option>saturation</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveBrightness</l><block s="getEffect"><l><option>brightness</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveFisheye</l><block s="getEffect"><l><option>fisheye</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveWhirl</l><block s="getEffect"><l><option>whirl</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveNegative</l><block s="getEffect"><l><option>negative</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveMosaic</l><block s="getEffect"><l><option>mosaic</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SavePixelate</l><block s="getEffect"><l><option>pixelate</option></l></block></custom-block></script></block-definition><block-definition s="create sprite var %&apos;var&apos; defaut %&apos;defaut&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%txt">MySpriteVar</input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><block var="var"/></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>sprite</l><list><block var="var"/></list></custom-block></script><list></list></block><custom-block s="set var %s to %s"><block var="var"/><block var="defaut"/></custom-block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="set var %&apos;_name&apos; to %&apos;_value&apos;" type="command" category="variables"><comment x="0" y="0" w="240.4931640625" collapsed="false">This block sets the given value (last input) to the variable named with the name givent (var input).&#xD;&#xD;It looks for that variable following the scope order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos; (the first match it finds).&#xD;&#xD;If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the &quot;does var (name) exists?&quot; block. </comment><header></header><code></code><translations>ca:assigna a _ el valor _&#xD;es:asignar a _ el valor _&#xD;pt:altera _ para _&#xD;de:setze var _ auf _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>var_set(name, val)</l><list><block var="_name"/><block var="_value"/></list></block></script></block-definition><block-definition s="remap value %&apos;value&apos; from range %&apos;int1a&apos; , %&apos;int1b&apos; to range %&apos;int2a&apos; , %&apos;int2b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="int1a"/><block var="int1b"/></list></block><script><custom-block s="error %txt"><l>int1a should be different of int1b</l></custom-block></script><list></list></block><block s="doReport"><block s="reportVariadicSum"><list><block var="int2a"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="value"/><block var="int1a"/></block><block s="reportQuotient"><block s="reportDifference"><block var="int2b"/><block var="int2a"/></block><block s="reportDifference"><block var="int1b"/><block var="int1a"/></block></block></list></block></list></block></block></script><scripts><comment x="497.7705078125" y="22" w="424.0000000000001" collapsed="false">Remap a value from a original range of value to another range of value.&#xD;&#xD;example:&#xD;you have a value in a range of 0 to 5 and you want to transpose this value to another range of values 0 -100.&#xD;&#xD;in this case:&#xD;if value = 0 return 0&#xD;if value = 3 return 60&#xD;if value = 5 return 100&#xD;&#xD;another example:&#xD;you want to do 2.5D (size change with y position)&#xD;you can remap the y position of your sprite to obtain the size of your object&#xD;remap &quot;y position&quot; from range -180 to 180 to range 100 to 10&#xD;&#xD;if y position = -180 return 100 (the size)&#xD;if y position = 100 return 30&#xD;if y position = 180 return 10&#xD;use the result to change the size of your sprite !&#xD;&#xD;Block by Loucheman&#xD;&#xD;See example at: https://snap.berkeley.edu/snap/snap.html#present:Username=loucheman&amp;ProjectName=remap%20value&amp;editMode&amp;noRun</comment></scripts></block-definition><block-definition s="value %&apos;Value&apos; in range %&apos;Range1&apos; to %&apos;Range2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="Range1"/><block var="Range2"/></list></block><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block var="Value"/><block var="Range1"/></list></block><block s="reportVariadicLessThanOrEquals"><list><block var="Value"/><block var="Range2"/></list></block></list></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></script><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block var="Value"/><block var="Range2"/></list></block><block s="reportVariadicLessThanOrEquals"><list><block var="Value"/><block var="Range1"/></list></block></list></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></script></block></script></block-definition><block-definition s="set stage size w: %&apos;sizeH&apos; h: %&apos;sizeV&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%n">480</input><input type="%n">360</input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/SciSnapExtensions.js</l></list></block><block s="doApplyExtension"><l>SciS_setvalue(which,value)</l><list><l>Stage size</l><block s="reportNewList"><list><block var="sizeH"/><block var="sizeV"/></list></block></list></block></script></block-definition><block-definition s="insert substring %&apos;substring&apos; to string %&apos;string&apos; str at pos %&apos;pos&apos;" type="reporter" category="operators"><comment x="0" y="0" w="90" collapsed="false">by Loucheman&#xD;&#xD;Insert a substring into a string at a defined position</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>pos</l><block s="reportMonadic"><l><option>floor</option></l><block var="pos"/></block></block><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="pos"/><l>1</l></list></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="substring"/><block var="string"/></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="pos"/><block s="reportTextAttribute"><l><option>length</option></l><block var="string"/></block></list></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="string"/><block var="substring"/></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportLetter"><block s="reportNumbers"><l>1</l><block s="reportDifference"><block var="pos"/><l>1</l></block></block><block var="string"/></block><block var="substring"/><block s="reportLetter"><block s="reportNumbers"><block var="pos"/><block s="reportTextAttribute"><l><option>length</option></l><block var="string"/></block></block><block var="string"/></block></list></block></block></script></block></script></block></script><scripts><script x="175.71428571428572" y="269.47619047619116"><block s="reportJoinWords"><list><l>hello </l><l>world</l></list></block></script><script x="303.2857142857142" y="274.45238095238085"><block s="reportVariadicSum"><list><l></l><l>1</l></list></block></script></scripts></block-definition><block-definition s="// %&apos;commentaire&apos; %&apos;code&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input><input type="%cs"></input></inputs><script><block s="doRun"><block var="code"/><list></list></block></script></block-definition><block-definition s="position" type="reporter" category="motion"><comment x="0" y="0" w="157.14285714285714" collapsed="false">Return the x.y position of a sprite</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicNotEquals"><list><block s="reportGet"><l><option>self</option></l></block><block s="reportGet"><l><option>stage</option></l></block></list></block><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block><block s="reportNewList"><list><l>0</l><l>0</l></list></block></block><comment w="90" collapsed="true">If into stage: return 0,0</comment></block></script></block-definition><block-definition s="key pressed" type="reporter" category="sensing"><variables><list struct="atomic" id="18928">LastKeys</list></variables><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="LastKeys"/><l>0</l></list></block><script><block s="doSetVar"><l>LastKeys</l><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doWarp"><script><custom-block s="let %upvar be %s"><l>currentKeysPressed</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportKeyPressed"><l></l></block></autolambda><list></list></block><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><l>control</l><l>shift</l><l>alt</l><l>()lock</l><l>func</l><l>space</l></list></block><block s="reportNewList"><list><l>up arrow</l><l>down arrow</l><l>left arrow</l><l>right arrow</l></list></block><block s="reportUnicodeAsLetter"><block s="reportNumbers"><l>33</l><l>126</l></block></block></list></block></block></custom-block></script></block><block s="doSetVar"><l>LastKeys</l><custom-block s="pipe %s $arrowRight %mult%repRing"><block var="LastKeys"/><list><block s="reifyReporter"><autolambda><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block var="currentKeysPressed"/><block var="value"/></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block var="LastKeys"/></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><l/><block var="currentKeysPressed"/></list></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><custom-block s="$flash remove duplicates from %l"><l/></custom-block></autolambda><list></list></block></list></custom-block></block><block s="doReport"><block var="LastKeys"/></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="183.33333333333337" 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="$flash 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="doReport"><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportApplyExtension"><l>dta_analyze(list)</l><list><block var="data"/></list></block></block></block></block></script></block-definition><block-definition s="pipe %&apos;value&apos; $arrowRight %&apos;pipe&apos;" type="reporter" category="control"><header></header><code></code><translations>pt:a aplicação a _ de _&#xD;</translations><inputs><input type="%s"></input><input type="%mult%repRing"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="pipe"/></block><script><block s="doReport"><block var="value"/></block></script><list></list></block><block s="doReport"><custom-block s="pipe %s $arrowRight %mult%repRing"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="pipe"/></block><list><block var="value"/></list></block><block s="reportCDR"><block var="pipe"/></block></custom-block></block></script></block-definition><block-definition s="pick random (real) %&apos;n1&apos; to %&apos;n2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="n1"/><l>1</l></block><l>.5</l></list></block><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="n2"/><l>1</l></block><l>.5</l></list></block></list></block><script><block s="doSetVar"><l>a</l><l>.6</l></block></script><script><block s="doSetVar"><l>a</l><l>.5</l></block></script><comment w="153.57142857142858" collapsed="false">By adding 0.5 or 0.6, the &quot;pick random&quot; is switching to the real world...&#xD;If (n1+.5) and (n2+.5  (2 integers)), adding .6 instead...</comment></block><block s="doReport"><block s="reportDifference"><block s="reportRandom"><block s="reportVariadicSum"><list><block var="n1"/><block var="a"/></list></block><block s="reportVariadicSum"><list><block var="n2"/><block var="a"/></list></block></block><block var="a"/></block></block></script></block-definition><block-definition s="dash line %&apos;pos1&apos; %&apos;pos2&apos; dot type %&apos;type&apos; flat line ends: %&apos;flat line ends&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input><input type="%txt" readonly="true">small<options>small&#xD;medium&#xD;large&#xD;x-large</options></input><input type="%b">false</input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="type"/><l>x-large</l></list></block><script><block s="doSetVar"><l>type</l><l>4</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="type"/><l>large</l></list></block><script><block s="doSetVar"><l>type</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="type"/><l>medium</l></list></block><script><block s="doSetVar"><l>type</l><l>2</l></block></script><script><block s="doSetVar"><l>type</l><l>1</l></block></script></block></script></block></script></block><block s="doDeclareVariables"><list><l>saveFlatLineEnds</l><l>dist</l><l>dotLength</l><l>spaceLength</l><l>nbSegment</l><l>nbDot</l><l>nbSpace</l></list></block><block s="doSetVar"><l>saveFlatLineEnds</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doSetVar"><l>dist</l><custom-block s="distance between %s %s"><block var="pos1"/><block var="pos2"/></custom-block></block><block s="doSetVar"><l>dotLength</l><block s="reportVariadicProduct"><list><block s="getPenAttribute"><l><option>size</option></l></block><block var="type"/></list></block></block><block s="doSetVar"><l>nbSegment</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block s="reportRound"><block s="reportQuotient"><block var="dist"/><block var="dotLength"/></block></block><l>2</l></block><l>1</l></list></block><block s="reportRound"><block s="reportQuotient"><block var="dist"/><block var="dotLength"/></block></block><block s="reportVariadicSum"><list><block s="reportRound"><block s="reportQuotient"><block var="dist"/><block var="dotLength"/></block></block><l>1</l></list></block></block><comment w="90" collapsed="false">should be odd...</comment></block><block s="doSetVar"><l>nbSpace</l><custom-block s="%n div %n"><block var="nbSegment"/><l>2</l></custom-block></block><block s="doSetVar"><l>nbDot</l><block s="reportDifference"><block var="nbSegment"/><block var="nbSpace"/></block></block><block s="doSetVar"><l>spaceLength</l><block s="reportQuotient"><block s="reportDifference"><block var="dist"/><block s="reportVariadicProduct"><list><block var="nbDot"/><block var="dotLength"/></list></block></block><block var="nbSpace"/></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat line ends"/></block><block s="doIfElse"><block var="flat line ends"/><script><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="down"></block><block s="forward"><block var="dotLength"/></block><block s="up"></block><block s="doRepeat"><block var="nbSpace"/><script><block s="forward"><block var="spaceLength"/></block><block s="down"></block><block s="forward"><block var="dotLength"/></block><block s="up"></block></script></block></script><script><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="forward"><block s="reportQuotient"><block s="getPenAttribute"><l><option>size</option></l></block><l>2</l></block></block><block s="down"></block><block s="forward"><block s="reportDifference"><block var="dotLength"/><block s="getPenAttribute"><l><option>size</option></l></block></block></block><block s="doRepeat"><block var="nbSpace"/><script><block s="up"></block><block s="forward"><block s="reportVariadicSum"><list><block var="spaceLength"/><block s="getPenAttribute"><l><option>size</option></l></block></list></block></block><block s="down"></block><block s="forward"><block s="reportDifference"><block var="dotLength"/><block s="getPenAttribute"><l><option>size</option></l></block></block></block></script></block><block s="up"></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="saveFlatLineEnds"/></block></script><scripts><script x="435" y="962.2000000000002"><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="forward"><block s="reportQuotient"><block var="dotLength"/><l>2</l></block></block><block s="down"></block><block s="forward"><l>0</l></block><block s="doRepeat"><block var="nbSpace"/><script><block s="up"></block><block s="forward"><block s="reportVariadicSum"><list><block var="dotLength"/><block var="spaceLength"/></list></block></block><block s="down"></block><block s="forward"><l>0</l></block></script></block><block s="up"></block></script><script x="312" y="1105.333333333333"><block var="dotLength"/></script><script x="309" y="1144"><block s="forward"><l>0</l></block></script><script x="386" y="443.19999999999993"><block s="doIf"><l><bool>false</bool></l><script><block s="doShowVar"><l>dist</l></block><block s="doShowVar"><l>dotLength</l></block><block s="doShowVar"><l>spaceLength</l></block><block s="doShowVar"><l>nbSegment</l></block><block s="doShowVar"><l>nbDot</l></block><block s="doShowVar"><l>nbSpace</l></block><block s="doPauseAll"></block><block s="doHideVar"><l>dist</l></block><block s="doHideVar"><l>dotLength</l></block><block s="doHideVar"><l>spaceLength</l></block><block s="doHideVar"><l>nbSegment</l></block><block s="doHideVar"><l>nbDot</l></block><block s="doHideVar"><l>nbSpace</l></block></script><list></list></block></script><script x="309" y="885.5333333333335"><block s="doGotoObject"><block s="reportNewList"><list><l>80</l><l>0</l></list></block></block></script></scripts></block-definition><block-definition s="line %&apos;pos1&apos; %&apos;pos2&apos; flat line ends: %&apos;flat line ends&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input><input type="%b">false</input></inputs><script><block s="doDeclareVariables"><list><l>saveFlatLineEnds</l></list></block><block s="doSetVar"><l>saveFlatLineEnds</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat line ends"/></block><block s="doIfElse"><block var="flat line ends"/><script><block s="up"></block><block s="doGotoObject"><block var="pos1"/></block><block s="down"></block><block s="doGotoObject"><block var="pos2"/></block><block s="up"></block></script><script><block s="up"></block><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="forward"><block s="reportQuotient"><block s="getPenAttribute"><l><option>size</option></l></block><l>2</l></block></block><block s="down"></block><block s="forward"><block s="reportDifference"><custom-block s="distance between %s %s"><block var="pos1"/><block var="pos2"/></custom-block><block s="getPenAttribute"><l><option>size</option></l></block></block></block><block s="up"></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="saveFlatLineEnds"/></block></script><scripts><script x="278.42857142857133" y="412.78571428571325"><block s="doGotoObject"><block var="pos2"/></block></script><script x="268.85714285714266" y="312.73809523809433"><block s="reportQuotient"><l></l><l>2</l></block></script></scripts></block-definition><block-definition s="distance between %&apos;param1&apos; %&apos;param2&apos;" type="reporter" category="sensing"><comment x="0" y="0" w="163.57142857142858" collapsed="false">Calculate the distance between 2 positions (x1y1 -&gt; x2y2) or 2 objects.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>x1</l><l>y1</l><l>x2</l><l>y2</l></list></block><custom-block s="// %mlt"><l>Détermine x1y1</l></custom-block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="param1"/><l><option>list</option></l></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="param1"/></block><l>2</l></list></block><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="param1"/></block><l><option>number</option></l></block><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="param1"/></block><l><option>number</option></l></block></list></block></list></block></list><comment w="90" collapsed="false">Si le paramètre est une coordonnée</comment></block><script><block s="doSetVar"><l>x1</l><block s="reportListItem"><l>1</l><block var="param1"/></block></block><block s="doSetVar"><l>y1</l><block s="reportListItem"><l>2</l><block var="param1"/></block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="param1"/><l><option>sprite</option></l><comment w="90" collapsed="false">Si le paramètre est un sprite</comment></block><script><block s="doSetVar"><l>x1</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="param1"/></block></block><block s="doSetVar"><l>y1</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="param1"/></block></block></script><script><custom-block s="error %txt"><l>Parameter 1 : must be a sprite or a list (x,y)</l></custom-block></script></block></script></block><custom-block s="// %mlt"><l>Détermine x2y2</l></custom-block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="param2"/><l><option>list</option></l></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="param2"/></block><l>2</l></list></block><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="param2"/></block><l><option>number</option></l></block><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="param2"/></block><l><option>number</option></l></block></list></block></list></block></list><comment w="90" collapsed="false">Si le paramètre est une coordonnée</comment></block><script><block s="doSetVar"><l>x2</l><block s="reportListItem"><l>1</l><block var="param2"/></block></block><block s="doSetVar"><l>y2</l><block s="reportListItem"><l>2</l><block var="param2"/></block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="param2"/><l><option>sprite</option></l><comment w="90" collapsed="false">Si le paramètre est un sprite</comment></block><script><block s="doSetVar"><l>x2</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="param2"/></block></block><block s="doSetVar"><l>y2</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="param2"/></block></block></script><script><custom-block s="error %txt"><l>Parameter 2 : must be a sprite or a list (x,y)</l></custom-block></script></block></script></block><custom-block s="// %mlt"><l>Pytagore:on trouve la longueur de l&apos;hypoténuse</l></custom-block><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportPower"><block s="reportDifference"><block var="x1"/><block var="x2"/></block><l>2</l></block><block s="reportPower"><block s="reportDifference"><block var="y1"/><block var="y2"/></block><l>2</l></block></list></block></block></block></script></block-definition><block-definition s="// %&apos;rem&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input></inputs></block-definition><block-definition s="costume from commands %&apos;commands&apos;" type="reporter" category="looks"><comment x="0" y="0" w="125.71428571428571" collapsed="false">Return a costume from commands.Last position will be the pivot.&#xD;&#xD;ex:&#xD;goto 0,0&#xD;pen down&#xD;move 10&#xD;rotate 90&#xD;move 10</comment><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;ca:vestit amb el text _ i mida _&#xD;</translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>pen state</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>pen state</l><block s="getPenDown"></block></block><block s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doRun"><block var="commands"/><list></list></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doIf"><block var="pen state"/><script><block s="down"></block></script><list></list></block><block s="doReport"><block var="costume"/></block></script></block-definition><block-definition s="right mouse down?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return this.world().hand.mouseButton === "right";</l></block><list></list></block></block></script></block-definition><block-definition s="$find-1-0-0-0 %&apos;search block&apos; $in-1-0-0-0 $project-1-0-0-0" type="reporter" category="IDE tools"><comment x="0" y="0" w="270.75162760416674" collapsed="false">Finds each instance of a block or variable in a project and shows the script(s) it is in (minus any hat block)&#xD;&#xD;If you enter plain text, it will return scripts that contain that text.&#xD;&#xD;Note:  You need to right-click and ringify the block/variable being searched for</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doIf"><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportIsA"><block var="search block"/><l><option>text</option></l></block><block s="reportIsA"><block var="search block"/><l><option>number</option></l></block></list></block></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="search block"/><l><option>blocks</option></l></block></block><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reifyReporter"><autolambda><block var="result"/></autolambda><list></list></block><l><option>blocks</option></l></block></block></list></block><script><block s="doSetVar"><l>search block</l><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block var="search block"/><l><option>blocks</option></l></block></block></block></script><script><block s="doSetVar"><l>search block</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="search block"/><l><option>blocks</option></l></block></block></block></script></block></script><list></list></block><block s="doSetVar"><l>result</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="key"/></block><l></l></list></block></autolambda><list></list></block><block s="reportCDR"><block var="key"/></block></block></autolambda><list><l>key</l></list></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block><l>1</l></list></block></autolambda><list><l>result</l></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportAskFor"><block var="sprite ref"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>name</option></l></block></autolambda><list></list></block><list></list></block></list></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block s="reportListAttribute"><l><option>flatten</option></l><block s="reportTextSplit"><block var="value"/><l><option>blocks</option></l></block></block><block var="search block"/></block></autolambda><list><l>value</l></list></block><block s="reportAskFor"><block var="sprite ref"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>scripts</option></l></block></autolambda><list></list></block><list></list></block></block></list></block></autolambda><list><l>sprite ref</l></list></block><block s="reportCONS"><block s="reportGet"><l><option>self</option></l></block><block s="reportCONS"><block s="reportGet"><l><option>stage</option></l></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportAskFor"><block var="all sprites"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>parent</option></l></block></autolambda><list></list></block><list></list></block><l></l></list></block></autolambda><list><l>all sprites</l></list></block><block s="reportGet"><l><option>other sprites</option></l></block></block></block></block></block></block></block></block></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="new %&apos;color&apos; costume w %&apos;w&apos; h %&apos;h&apos;" type="reporter" category="looks"><comment x="0" y="0" w="314.65714285714284" collapsed="false">Return a new costume of the color of your choice.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%clr"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>rgb</l></list></block><block s="doSetVar"><l>rgb</l><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block s="reportJoinWords"><list><block var="color"/></list></block><l>rgba(</l></block></block><l>)</l></block></block><l>,</l></block></block><block s="doReport"><block s="reportNewCostume"><block s="reportReshape"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="rgb"/></block><block s="reportListItem"><l>2</l><block var="rgb"/></block><block s="reportListItem"><l>3</l><block var="rgb"/></block><l>255</l></list></block><list><block s="reportVariadicProduct"><list><block var="w"/><block var="h"/></list></block><l>4</l></list></block><block var="w"/><block var="h"/></block></block></script></block-definition><block-definition s="%&apos;numerator&apos; div %&apos;denominator&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="numerator"/><block var="denominator"/></block></block></block></script></block-definition><block-definition s="button costume from text %&apos;text&apos; size %&apos;size&apos; MarX %&apos;MarX&apos; MarY %&apos;MarY&apos; pen size %&apos;PenS&apos; box color %&apos;boxColor&apos; bg color %&apos;BgC&apos; txt color %&apos;TxC&apos; PivotX %&apos;PivotX&apos; PivotY %&apos;PivotY&apos;" type="reporter" category="looks"><comment x="0" y="0" w="155.83333333333334" collapsed="false">Button costume from text v1.1&#xD;By Loucheman&#xD;&#xD;Create a costume for any button you want !&#xD;&#xD;text: text on the button&#xD;Size: size of text &#xD;MarX: left and right margin to increase the width of the button&#xD;MarY: save as MarX but fot height&#xD;pensize: thickness of the line&#xD;&#xD;Thk Dardoro for the color picker functionality.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Button</input><input type="%n">20</input><input type="%n">20</input><input type="%n">10</input><input type="%n">5</input><input type="%clr"></input><input type="%clr"></input><input type="%clr"></input><input type="%txt" readonly="true">center<options>left&#xD;center&#xD;right</options></input><input type="%txt" readonly="true">center<options>upper&#xD;center&#xD;bottom</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>MarginX</l><l>MarginY</l><l>PenSize</l><l>SavePensize</l><l>SavePenColor</l></list></block><block s="doSetVar"><l>MarginX</l><block var="MarX"/></block><block s="doSetVar"><l>MarginY</l><block var="MarY"/></block><block s="doSetVar"><l>PenSize</l><block var="PenS"/></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>SavePenColor</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="getPenAttribute"><l><option>transparency</option></l></block></list></block></block><block s="doSetVar"><l>SavePensize</l><block s="getPenAttribute"><l><option>size</option></l></block></block><block s="setSize"><block var="PenSize"/></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doDeclareVariables"><list><l>UpperLeftCorner</l><l>BottomRightCorner</l></list></block><block s="doSetVar"><l>UpperLeftCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block></list></block></block><block s="doSetVar"><l>BottomRightCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="PenSize"/></list></block><block var="MarginX"/></list></block><block s="reportVariadicProduct"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="text"/></block><custom-block s="letter width at size %n"><block var="size"/></custom-block></list></block></list></block><block var="MarginX"/></list></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block var="PenSize"/></block><block var="MarginY"/></block><custom-block s="letter height at size %n"><block var="size"/></custom-block></block><block var="MarginY"/></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block><l>1</l></block></list></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><custom-block s="set pen color to Dardoro color %s"><block var="boxColor"/></custom-block><block s="down"></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><block s="up"></block><block s="gotoXY"><custom-block s="average %mult%n"><list><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block></list></custom-block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></list></custom-block></block><custom-block s="set pen color to Dardoro color %s"><block var="BgC"/></custom-block><block s="floodFill"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="MarginX"/></list></block><block s="reportQuotient"><block var="PenSize"/><l>1.5</l></block></list></block><l>0</l></list></block><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block var="MarginY"/></block><block s="reportQuotient"><block var="PenSize"/><l>1</l></block></block><custom-block s="letter height at size %n"><block var="size"/></custom-block></block><l>1</l></block></block><custom-block s="set pen color to Dardoro color %s"><block var="TxC"/></custom-block><block s="write"><block var="text"/><block var="size"/></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportListItem"><l>1</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportListItem"><l>2</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportListItem"><l>3</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="SavePenColor"/></block></block><block s="setXPosition"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotX"/><l>left</l></list></block><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotX"/><l>right</l></list></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block></list></custom-block></block></block><comment w="90" collapsed="false">pivot x</comment></block><block s="setYPosition"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotY"/><l>upper</l></list></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotY"/><l>bottom</l></list></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></list></custom-block></block><comment w="90" collapsed="false">pivot y</comment></block></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doReport"><block var="costume"/></block></script></block></script><scripts><script x="412" y="903.2"><block s="setColor"><color>16,4,0,1</color></block></script></scripts></block-definition><block-definition s="Delete all clones from %&apos;sprite&apos;" type="command" category="control"><comment x="0" y="0" w="194.2857142857143" collapsed="false">Delete all clones from a selected sprite.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>§_objectsMenu</options></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>clone</l><block s="reportAskFor"><block var="sprite"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block><script><block s="doTellTo"><block var="clone"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block></script></block></script></block-definition><block-definition s="Delete all clones from all sprites" type="command" category="control"><comment x="0" y="0" w="174.2857142857143" collapsed="false">Delete all clones from all sprites.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>clone</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>2</l><l/></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block var="value"/><block s="reportAskFor"><block var="value"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>temporary?</option></l></block></autolambda><list></list></block><list></list></block></list></block></autolambda><list><l>value</l></list></block><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>other sprites</option></l></block></autolambda><list></list></block><list></list></block></block></block><script><block s="doTellTo"><block s="reportListItem"><l>1</l><block var="clone"/></block><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block></script></block></script></block-definition><block-definition s="add color picker functionality" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">by dardoro</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reportJSFunction"><list></list><l>//Based on Snap! code base with minor modification&#xD;&#xD;if( !InputSlotDialogMorph.prototype._createSlotTypeButtons){&#xD;InputSlotDialogMorph.prototype._createSlotTypeButtons = InputSlotDialogMorph.prototype.createSlotTypeButtons  &#xD;}  &#xD;&#xD;InputSlotDialogMorph.prototype.createSlotTypeButtons = function () {&#xD;  this.addSlotTypeButton(&apos;Color&apos;, &apos;%clr&apos;);&#xD;  this._createSlotTypeButtons();  &#xD;}&#xD;&#xD;InputSlotDialogMorph.prototype.fixSlotsLayout = function () {&#xD;    var slots = this.slots,&#xD;        scale = SyntaxElementMorph.prototype.scale,&#xD;        xPadding = 10 * scale,&#xD;        ypadding = 14 * scale,&#xD;        bh = (fontHeight(10) / 1.2 + 15) * scale, // slot type button height&#xD;        ah = (fontHeight(10) / 1.2 + 10) * scale, // arity button height&#xD;        size = 13, // number slot type radio buttons&#xD;        cols = [&#xD;            slots.left() + xPadding,&#xD;            slots.left() + slots.width() / 3,&#xD;            slots.left() + slots.width() * 2 / 3&#xD;        ],&#xD;        rows = [&#xD;            slots.top() + ypadding,&#xD;            slots.top() + ypadding + bh,&#xD;            slots.top() + ypadding + bh * 2,&#xD;            slots.top() + ypadding + bh * 3,&#xD;            slots.top() + ypadding + bh * 4,&#xD;            slots.top() + ypadding + bh * 5,&#xD;&#xD;            slots.top() + ypadding + bh * 5 + ah,&#xD;            slots.top() + ypadding + bh * 5 + ah * 2&#xD;        ],&#xD;        idx,&#xD;        row = -1,&#xD;        col;&#xD;&#xD;    // slot types:&#xD;&#xD;    for (idx = 0; idx &lt; size; idx += 1) {&#xD;        col = idx % 3;&#xD;        if (idx % 3 === 0) {row += 1; }&#xD;        slots.children[idx].setPosition(new Point(&#xD;            cols[col],&#xD;            rows[row]&#xD;        ));&#xD;    }&#xD;&#xD;    // arity:&#xD;    col = 0;&#xD;    row = 5;&#xD;    for (idx = size; idx &lt; size + 3; idx += 1) {&#xD;        slots.children[idx].setPosition(new Point(&#xD;            cols[col],&#xD;            rows[row + idx - size]&#xD;        ));&#xD;    }&#xD;&#xD;    // default input&#xD;    this.slots.defaultInputLabel.setPosition(&#xD;        this.slots.radioButtonSingle.label.topRight().add(new Point(5, 0))&#xD;    );&#xD;    this.slots.defaultInputField.setCenter(&#xD;        this.slots.defaultInputLabel.center().add(new Point(&#xD;            this.slots.defaultInputField.width() / 2&#xD;                + this.slots.defaultInputLabel.width() / 2 + 5,&#xD;            0&#xD;        ))&#xD;    );&#xD;    this.slots.defaultSwitch.setCenter(&#xD;        this.slots.defaultInputLabel.center().add(new Point(&#xD;            this.slots.defaultSwitch.width() / 2&#xD;                + this.slots.defaultInputLabel.width() / 2 + 5,&#xD;            0&#xD;        ))&#xD;    );&#xD;&#xD;    // loop arrow&#xD;    this.slots.loopArrow.setPosition(this.slots.defaultInputLabel.position());&#xD;    this.slots.settingsButton.setPosition(&#xD;        this.slots.bottomRight().subtract(&#xD;            this.slots.settingsButton.extent().add(&#xD;                this.padding + this.slots.border&#xD;            )&#xD;        )&#xD;    );&#xD;&#xD;    this.slots.changed();&#xD;};&#xD;</l></block><list></list></block></script></block-definition><block-definition s="button costume from text %&apos;text&apos; size %&apos;size&apos; MarX %&apos;MarX&apos; MarY %&apos;MarY&apos; pen size %&apos;PenS&apos; bg color %&apos;BgC&apos; txt color %&apos;TxC&apos; PivotX %&apos;PivotX&apos; PivotY %&apos;PivotY&apos;" type="reporter" category="looks"><comment x="0" y="0" w="155.83333333333334" collapsed="false">Button costume from text v1.2&#xD;By Loucheman&#xD;&#xD;Create a costume for any button you want !&#xD;&#xD;text: text on the button&#xD;Size: size of text &#xD;MarX: left and right margin to increase the width of the button&#xD;MarY: save as MarX but fot height&#xD;pensize: thickness of the line&#xD;&#xD;Thk Dardoro for the color picker functionality.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Button</input><input type="%n">20</input><input type="%n">20</input><input type="%n">10</input><input type="%n">5</input><input type="%clr"></input><input type="%clr"></input><input type="%txt" readonly="true">center<options>left&#xD;center&#xD;right</options></input><input type="%txt" readonly="true">center<options>upper&#xD;center&#xD;bottom</options></input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>MarginX</l><l>MarginY</l><l>PenSize</l><l>SavePensize</l><l>SavePenColor</l></list></block><block s="doSetVar"><l>MarginX</l><block var="MarX"/></block><block s="doSetVar"><l>MarginY</l><block var="MarY"/></block><block s="doSetVar"><l>PenSize</l><block var="PenS"/></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>SavePenColor</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="getPenAttribute"><l><option>transparency</option></l></block></list></block></block><block s="doSetVar"><l>SavePensize</l><block s="getPenAttribute"><l><option>size</option></l></block></block><block s="setSize"><block var="PenSize"/></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doDeclareVariables"><list><l>UpperLeftCorner</l><l>BottomRightCorner</l></list></block><block s="doSetVar"><l>UpperLeftCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block></list></block></block><block s="doSetVar"><l>BottomRightCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="PenSize"/></list></block><block var="MarginX"/></list></block><block s="reportVariadicProduct"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="text"/></block><custom-block s="letter width at size %n"><block var="size"/></custom-block></list></block></list></block><block var="MarginX"/></list></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block var="PenSize"/></block><block var="MarginY"/></block><custom-block s="letter height at size %n"><block var="size"/></custom-block></block><block var="MarginY"/></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block><l>1</l></block></list></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><block s="setColor"><color>16,4,0,1</color></block><block s="down"></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block><block s="up"></block><block s="gotoXY"><custom-block s="average %mult%n"><list><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block></list></custom-block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></list></custom-block></block><custom-block s="set pen color to Dardoro color %s"><block var="BgC"/></custom-block><block s="floodFill"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="MarginX"/></list></block><block s="reportQuotient"><block var="PenSize"/><l>1.5</l></block></list></block><l>0</l></list></block><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block var="MarginY"/></block><block s="reportQuotient"><block var="PenSize"/><l>1</l></block></block><custom-block s="letter height at size %n"><block var="size"/></custom-block></block><l>1</l></block></block><custom-block s="set pen color to Dardoro color %s"><block var="TxC"/></custom-block><block s="write"><block var="text"/><block var="size"/></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportListItem"><l>1</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportListItem"><l>2</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportListItem"><l>3</l><block var="SavePenColor"/></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="SavePenColor"/></block></block><block s="setXPosition"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotX"/><l>left</l></list></block><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotX"/><l>right</l></list></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>1</l><block var="BottomRightCorner"/></block></list></custom-block></block></block><comment w="90" collapsed="false">pivot x</comment></block><block s="setYPosition"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotY"/><l>upper</l></list></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="PivotY"/><l>bottom</l></list></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block><custom-block s="average %mult%n"><list><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="BottomRightCorner"/></block></list></custom-block></block><comment w="90" collapsed="false">pivot y</comment></block></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doReport"><block var="costume"/></block></script></block-definition><block-definition s="letter width at size %&apos;size&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">72</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="size"/><l>55</l></list></block><l>100</l></block></block></script></block-definition><block-definition s="letter height at size %&apos;size&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">72</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="size"/><l>360</l></list></block><l>564</l></block></block></script><scripts><script x="121.00000000000006" y="98.66666666666664"><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="size"/><l>133</l></list></block><l>200</l></block></block></script></scripts></block-definition><block-definition s="average %&apos;nums&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:a soma de _&#xD;</translations><inputs><input type="%mult%n"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="nums"/></block><script><block s="doReport"><l>0</l></block></script><list></list></block><block s="doReport"><block s="reportQuotient"><block s="reportCombine"><block var="nums"/><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="nums"/></block></block></block></script></block-definition><block-definition s="set pen color to Dardoro color %&apos;color&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>rgb</l></list></block><block s="doSetVar"><l>rgb</l><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block s="reportJoinWords"><list><block var="color"/></list></block><l>rgba(</l></block></block><l>)</l></block></block><l>,</l></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="rgb"/></block><block s="reportListItem"><l>2</l><block var="rgb"/></block><block s="reportListItem"><l>3</l><block var="rgb"/></block></custom-block></script><scripts><script x="408.99999999999994" y="35.66666666666663"><block s="reportJoinWords"><list><l>hello </l></list></block></script><script x="473" y="126.6666666666666"><block s="doSetVar"><l>rgb</l><block s="reportNewList"><list><block s="reportVariadicProduct"><list><block s="reportTextSplit"><custom-block s="substring of %txt before %txt"><custom-block s="substring of %txt after %txt"><block s="reportJoinWords"><list><block var="color"/></list></block><l>(</l></custom-block><l>)</l></custom-block><l><option>csv</option></l></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l></list></block></list></block></list></block></block></script></scripts></block-definition><block-definition s="substring of %&apos;string&apos; after %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="203.33333333333337" collapsed="false">Reports the portion of the first input string starting after the first occurrence of the second string.  If the second string isn&apos;t found in the first string, reports an empty string.</comment><header></header><code></code><translations>pt:o texto de _ depois de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="index"/><l>0</l></list></block><l></l><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><block s="reportVariadicSum"><list><block var="index"/><block s="reportTextAttribute"><l><option>length</option></l><block var="marker"/></block></list></block><l></l></custom-block></block></block></script></block-definition><block-definition s="position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="operators"><comment x="0" y="0" w="294" collapsed="false">Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.&#xD;If it&apos;s not found, reports 0.</comment><header></header><code></code><translations>pt:a posição de _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportIfElse"><custom-block s="use case-independent comparison"></custom-block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><custom-block s="to lower case %txt"><block var="small"/></custom-block><custom-block s="to lower case %txt"><block var="large"/></custom-block></list></block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><block var="small"/><block var="large"/></list></block></block></block></script></block-definition><block-definition s="use case-independent comparison" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportApplyExtension"><l>var_get(name)</l><list><l>_case indepent</l></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="to lower case %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="275.3333333333333" collapsed="false">Reports the input text with lower case letters instead of capital letters in the input.  Uses the user&apos;s locale&apos;s rules for case conversion.</comment><header></header><code></code><translations>pt:em minúsculas _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>txt_lowercase(txt)</l><list><block var="text"/></list></block></block></script></block-definition><block-definition s="substring of %&apos;str&apos; from position %&apos;start&apos; to position %&apos;end&apos; inclusive" type="reporter" category="operators"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1).  If the third input is empty, reports the portion from the first position to the end of the string.&#xD;If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.</comment><header></header><code></code><translations>pt:o texto de _ entre as posições _ e _ , inclusive&#xD;</translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportLetter"><block s="reportNumbers"><block var="start"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="end"/><l>0</l></list></block><block s="reportTextAttribute"><l><option>length</option></l><block var="str"/></block><block var="end"/></block></block><block var="str"/></block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="index"/><l>0</l></list></block><block var="string"/><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><l>1</l><block s="reportDifference"><block var="index"/><l>1</l></block></custom-block></block></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><comment x="0" y="0" w="220.66666666666663" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;ca:fixa el llapis al color r: _ g: _ b: _&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="button associated to %&apos;button&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><l/></block><block var="button"/></list></block></autolambda><list></list></block><block var="buttonsClones"/></block></block></block></script></block-definition><block-definition s="all but first letter of %&apos;string&apos;" type="reporter" category="operators"><comment x="0" y="0" w="199" collapsed="false">Takes a text string as input, and reports a new text string containing all but the first character of the input.</comment><header></header><code></code><translations>pt:_ sem o primeiro caractere&#xD;ca:_ sense la primera lletra&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="string"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="all but first letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="string"/></block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><block s="reportCDR"><block s="reportTextSplit"><custom-block s="require nonempty %s %s"><block var="string"/><l>All but first of empty word.</l></custom-block><l><option>letter</option></l></block></block></block></block></script></block-definition><block-definition s="all but first word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="223.000001" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE➞LIST and processing the resulting list instead of doing recursion on sentences in text string form.  List operations are faster.)</comment><header></header><code></code><translations>pt:_ sem a primeira palavra&#xD;ca:_ sense la primera paraula&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>All but first of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportCDR"><block var="sentence"/></block></block></script></block></script><list></list></block><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportCDR"><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>All but first of empty sentence.</l></custom-block></block></custom-block></block></script></block-definition><block-definition s="all but last letter of %&apos;string&apos;" type="reporter" category="operators"><comment x="0" y="0" w="218" collapsed="false">Takes a text string as input, and reports a new text string containing all but the last letter of the input.</comment><header></header><code></code><translations>pt:_ sem o último caractere&#xD;ca:_ sense la darrera lletra&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="string"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="all but last letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="string"/></block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportTextSplit"><custom-block s="require nonempty %s %s"><block var="string"/><l>All but first of empty word.</l></custom-block><l><option>letter</option></l></block></block></block></block></block></block></script></block-definition><block-definition s="all but last word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="211.99999999999997" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end.  (Note: consider using SENTENCE-&gt;LIST and processing the resulting list instead of doing recursion on sentences in text string form.  List operations are faster.)</comment><header></header><code></code><translations>pt:_ sem a última palavra&#xD;ca:_ sense la darrera paraula&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>All but last of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block var="sentence"/></block></block></block></block></script></block></script><list></list></block><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>All but last of empty sentence.</l></custom-block></block></block></block></custom-block></block></script></block-definition><block-definition s="first word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="236" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the first word, with no spaces before or after it.</comment><header></header><code></code><translations>pt:a primeira palavra de _&#xD;ca:primera paraula de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>First of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="sentence"/></block></block></script></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>First of empty sentence.</l></custom-block></block></block></script></block></script></block-definition><block-definition s="last letter of %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="260" collapsed="false">Takes a text string as input, and reports the last character in the string.</comment><header></header><code></code><translations>pt:o último caractere de _&#xD;ca:primera lletra de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="last letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><l>0</l></list></block><script><custom-block s="error %txt"><l>Last of empty word.</l></custom-block></script><list></list></block><block s="doReport"><block s="reportLetter"><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><block var="word"/></block></block></script></block-definition><block-definition s="last word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="262" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the last word of the input, with no spaces before or after it.</comment><header></header><code></code><translations>pt:a última palavra de _&#xD;ca:darrera paraula de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>Last of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block var="sentence"/></block></block></script></block></script><list></list></block><block s="doReport"><block s="reportListItem"><l><option>last</option></l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>Last of empty sentence.</l></custom-block></block></block></script></block-definition><block-definition s="empty word? %&apos;word&apos;" type="predicate" category="operators"><comment x="0" y="0" w="208" collapsed="false">Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.</comment><header></header><code></code><translations>pt:a palavra _ está vazia&#xD;ca:paraula buida? _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="empty word? %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><list></list></block><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><l>0</l></list></block></block></script></block-definition><block-definition s="empty sentence? %&apos;sentence&apos;" type="predicate" category="operators"><comment x="0" y="0" w="221" collapsed="false">Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.</comment><header></header><code></code><translations>pt:a frase _ está vazia&#xD;ca:frase buida? _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListIsEmpty"><block var="sentence"/></block></block></script><list></list></block><block s="doReport"><block s="reportListIsEmpty"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block></block></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><comment x="0" y="0" w="230.66666666666666" collapsed="false">Like JOIN, takes any number of words (text strings) and reports a sentence with its inputs concatenated, but inserts a blank space between the inputs.&#xD;Consider using SENTENCE (Lists palette) instead.</comment><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;pt:uma frase com as palavras _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="words"/></block><script><block s="doReport"><l></l></block></script><list></list></block><block s="doDeclareVariables"><list><l>first</l><l>bf</l></list></block><block s="doSetVar"><l>first</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="words"/></block><l><option>list</option></l></block><custom-block s="join words %mult%txt"><block s="reportListItem"><l>1</l><block var="words"/></block></custom-block><block s="reportListItem"><l>1</l><block var="words"/></block></block></block><block s="doSetVar"><l>bf</l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block><block s="doIf"><custom-block s="empty sentence? %txt"><block var="bf"/></custom-block><script><block s="doReport"><block var="first"/></block></script><list></list></block><block s="doIf"><custom-block s="empty sentence? %txt"><block var="first"/></custom-block><script><block s="doReport"><block var="bf"/></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block var="first"/><l> </l><block var="bf"/></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><comment x="0" y="0" w="165.33333333333334" collapsed="false">Takes a sentence in list form and reports the sentence as a text string.</comment><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;pt:uma frase com as palavras em _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="196" collapsed="false">Takes a sentence in text string form and reports the sentence as a list of its words.</comment><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;pt:uma lista com as palavras da frase _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><l></l></block><l>0</l></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="text"/><l><option>word</option></l></block></block></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="146.42857142857144" collapsed="false">report a list in which each item is one letter from the input word</comment><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;pt:uma lista com os caracteres da palavra _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="word $arrowRight list %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><list></list></block><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><comment x="0" y="0" w="158.57142857142858" collapsed="false">join all the items of the input list&#xD;into a single word, and report it</comment><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;pt:uma palavra com os caracteres em _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="list"/></block><script><block s="doReport"><block var="list"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>list</option></l></block></autolambda><list></list></block><block var="list"/></block><l></l></list></block><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script><list></list></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportNewList"><list><custom-block s="list $arrowRight word %l"><l/></custom-block></list></block><l></l></block></autolambda><list></list></block><block var="list"/></block></block></script></block-definition><block-definition s="sentence %&apos;phrase&apos;" type="reporter" category="lists"><comment x="0" y="0" w="302.6666666666667" collapsed="false">SENTENCE is the main constructor for sentences, represented&#xD;as lists of words.  It takes zero or more inputs, each of which can&#xD;be either a list or a text string.  If a list, the input is assumed to be&#xD;a list of words.  If a text string, it is converted to a list of words using&#xD;SENTENCE→LIST.  Then all the lists of words are appended to form a new list of words.&#xD;&#xD;If the inputs are lists of lists rather than lists of words, SENTENCE,&#xD;like APPEND, does only one level of flattening, reporting a list of&#xD;all the items of all the input lists.</comment><header></header><code></code><translations>ca:frase _&#xD;</translations><inputs><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><l></l><custom-block s="sentence $arrowRight list %txt"><l></l></custom-block></block></autolambda><list></list></block><block var="phrase"/></block></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="printable %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="188.66666666666669" collapsed="false">Takes a (possibly deep) list as input,&#xD;and reports a human-readable text form &#xD;of the list (namely, Lisp notation).</comment><header></header><code></code><translations>ca:notació textual de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block></block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><l>()</l></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="printable %l"><l/></custom-block></autolambda><list></list></block><block var="data"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> </l><l></l></list></block></autolambda><list></list></block></block><l>)</l></list></block></block></script></block-definition><block-definition s="require nonempty %&apos;text&apos; %&apos;message&apos;" type="reporter" category="operators" helper="true"><comment x="0" y="0" w="220" collapsed="false">Helper function for word/sentence library.&#xD;Reports its first input, unless that input is empty, in which case it gives its second input as an error message.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIfElse"><block s="reportIsA"><block var="text"/><l><option>list</option></l></block><block s="reportListIsEmpty"><block var="text"/></block><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="text"/></block><l>0</l></list></block></block><script><custom-block s="error %txt"><block var="message"/></custom-block></script><script><block s="doReport"><block var="text"/></block></script></block></script></block-definition><block-definition s="first letter of %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="260" collapsed="false">Takes a text string as input, and reports the first character in the string.</comment><header></header><code></code><translations>pt:a primeira palavra de _&#xD;ca:primera lletra de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="first letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><script><block s="doReport"><block s="reportLetter"><l>1</l><custom-block s="require nonempty %s %s"><block var="word"/><l>First of empty word.</l></custom-block></block></block></script></block></script></block-definition><block-definition s="Add leading %&apos;char&apos; to %&apos;string&apos; Total length: %&apos;Length&apos; (2)" type="reporter" category="operators"><comment x="0" y="0" w="322.8571428571429" collapsed="false">Add leading char to a number By Loucheman v1.2&#xD;useful to display the score in a game&#xD;&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%txt">0</input><input type="%txt"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportJoinWords"><list><block s="reportReshape"><block s="reportNewList"><list><block var="char"/></list></block><list><block s="reportDifference"><block var="Length"/><block s="reportTextAttribute"><l><option>length</option></l><block var="string"/></block></block></list></block></list></block><block var="string"/></list></block></block></script></block-definition></blocks><stage name="stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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id="22120"><item><ref mediaID="stage_cst_yrieurf648r64838#$%^&amp;^%$#$%^&amp;*&amp;^%$%^&amp;^%"></ref></item></list></costumes><sounds><list struct="atomic" id="22121"></list></sounds><variables><variable name="@SaveShown"><bool>true</bool></variable></variables><blocks></blocks><scripts><script x="17" y="42.499999999999986"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Display line1</l><block s="reifyScript"><script><block s="doSayFor"><block s="reportMousePosition"></block><l>1</l></block></script><list></list></block><list></list></block></script></scripts><sprites select="6"><sprite name="Button" idx="2" x="-500" y="0" heading="90" scale="2.5" volume="100" pan="0" rotation="0" draggable="false" costume="17" color="80,80,80,1" pen="tip" id="22142"><costumes><list id="22143"><item><ref mediaID="Button_cst_1"></ref></item><item><ref mediaID="Button_cst_2"></ref></item><item><ref mediaID="Button_cst_3"></ref></item><item><ref mediaID="Button_cst_4"></ref></item><item><ref mediaID="Button_cst_5"></ref></item><item><ref mediaID="Button_cst_6"></ref></item><item><ref mediaID="Button_cst_7"></ref></item><item><ref mediaID="Button_cst_8"></ref></item><item><ref mediaID="Button_cst_9"></ref></item><item><ref mediaID="Button_cst_0"></ref></item><item><ref mediaID="Button_cst_+"></ref></item><item><ref mediaID="Button_cst_-"></ref></item><item><ref mediaID="Button_cst_X"></ref></item><item><ref mediaID="Button_cst_/"></ref></item><item><ref mediaID="Button_cst_C"></ref></item><item><ref mediaID="Button_cst_."></ref></item><item><ref mediaID="Button_cst_="></ref></item></list></costumes><sounds><list struct="atomic" id="22144"></list></sounds><blocks><block-definition s="create button %&apos;button&apos; type %&apos;type&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>clone</l></list></block><block s="doSetVar"><l>myValue</l><block var="button"/></block><block s="doSetVar"><l>myType</l><block var="type"/></block><block s="doSwitchToCostume"><block s="reportJoinWords"><list><block var="button"/></list></block></block><block s="doSetVar"><l>clone</l><block s="newClone"><l><option>myself</option></l></block></block><block s="doWait"><l>0</l></block><block s="doAddToList"><block s="reportNewList"><list><block var="button"/><block var="clone"/></list></block><block var="buttonsClones"/></block></script></block-definition><block-definition s="create buttons" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><custom-block s="let %upvar be %s"><l>grid size</l><l>50</l></custom-block><block s="doSetVar"><l>mySize</l><l>250</l></block><block s="doSetVar"><l>buttonsClones</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>numberA</l><l></l></block><block s="doSetVar"><l>Operator</l><l></l></block><block s="doSetVar"><l>numberB</l><l></l></block><block s="doSetVar"><l>result</l><l></l></block><block s="doSetVar"><l>lastValue</l><l></l></block><block s="doSetVar"><l>lastTypeOfButtonPressed</l><l>operator</l></block><block s="doSetVar"><l>displayL1</l><l></l></block><block s="doSetVar"><l>displayL2</l><l></l></block><block s="setScale"><block var="mySize"/></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doFor"><l>i</l><l>0</l><l>9</l><script><custom-block s="create button %txt type %txt" scope="local"><block var="i"/><l>number</l></custom-block></script><comment w="90" collapsed="false">generate buttons for numbers</comment></block><custom-block s="create button %txt type %txt" scope="local"><l>.</l><l>number</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>+</l><l>operator</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>-</l><l>operator</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>X</l><l>operator</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>/</l><l>operator</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>C</l><l>operator</l></custom-block><custom-block s="create button %txt type %txt" scope="local"><l>=</l><l>operator</l></custom-block><block s="gotoXY"><l>-500</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>9</l><script><block s="doTellTo"><custom-block s="button associated to %txt"><block var="i"/></custom-block><block s="reifyScript"><script><block s="gotoXY"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportDifference"><block var="i"/><l>1</l></block><l>3</l></block><block var="grid size"/></list></block></list></block><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>neg</option></l><block var="grid size"/></block><block s="reportVariadicProduct"><list><custom-block s="%n div %n"><block s="reportDifference"><block var="i"/><l>1</l></block><l>3</l></custom-block><block var="grid size"/></list></block></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list><l>#1</l></list></block><list><block var="i"/></list></block></script><comment w="90" collapsed="false">place buttons on the screen</comment></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>C</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>0</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><l>-1</l><block var="grid size"/></list></block><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>.</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><l>0</l><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>+</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block var="grid size"/><block var="grid size"/></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>-</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block var="grid size"/><l>0</l></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>X</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block var="grid size"/><block s="reportVariadicProduct"><list><l>-1</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>/</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block var="grid size"/><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block><block s="doTellTo"><custom-block s="button associated to %txt"><l>=</l></custom-block><block s="reifyScript"><script><block s="gotoXY"><block s="reportVariadicProduct"><list><l>2</l><block var="grid size"/></list></block><block s="reportVariadicProduct"><list><l>-2</l><block var="grid size"/></list></block></block><block s="doSetVar"><l><option>my anchor</option></l><block s="reportObject"><l>Calculator</l></block></block></script><list></list></block><list></list></block></script></block></script></block-definition><block-definition s="assign value" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myType"/><l>number</l></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l></l></list></block><script><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="myValue"/><l>.</l></list></block><block s="reportVariadicNotEquals"><list><custom-block s="position of %s in %txt"><l>.</l><block var="numberA"/></custom-block><l>0</l></list></block></list></block></block><script><block s="doSetVar"><l>numberA</l><block s="reportJoinWords"><list><block var="numberA"/><block var="myValue"/></list></block></block></script><list></list></block></script><script><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="myValue"/><l>.</l></list></block><block s="reportVariadicNotEquals"><list><custom-block s="position of %s in %txt"><l>.</l><block var="numberB"/></custom-block><l>0</l></list></block></list></block></block><script><block s="doSetVar"><l>numberB</l><block s="reportJoinWords"><list><block var="numberB"/><block var="myValue"/></list></block></block></script><list></list></block></script><comment w="90" collapsed="false">if 1st number</comment></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="myType"/><l>operator</l></list></block><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block var="myValue"/><l>=</l></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicNotEquals"><list><block var="numberA"/><l></l></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicNotEquals"><list><block var="Operator"/><l></l></list></block><block s="reportVariadicNotEquals"><list><block var="numberB"/><l></l></list></block></list></block></list></block></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l>+</l></list></block><script><block s="doSetVar"><l>result</l><block s="reportVariadicSum"><list><block var="numberA"/><block var="numberB"/></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l>-</l></list></block><script><block s="doSetVar"><l>result</l><block s="reportDifference"><block var="numberA"/><block var="numberB"/></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l>X</l></list></block><script><block s="doSetVar"><l>result</l><block s="reportVariadicProduct"><list><block var="numberA"/><block var="numberB"/></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l>/</l></list></block><script><block s="doSetVar"><l>result</l><block s="reportQuotient"><block var="numberA"/><block var="numberB"/></block></block></script><script></script></block></script></block></script></block></script></block><block s="doBroadcast"><l>update display1</l><list><l>Display line1</l><block s="reportJoinWords"><list><block var="numberA"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l></l></list></block><l></l><l> </l></block><block var="Operator"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="numberB"/><l></l></list></block><l></l><l> </l></block><block var="numberB"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="result"/><l></l></list></block><l></l><l> = </l></block><block var="result"/></list></block></list></block><block s="doSetVar"><l>numberA</l><block var="result"/></block><block s="doSetVar"><l>Operator</l><l></l></block><block s="doSetVar"><l>numberB</l><l></l></block><block s="doSetVar"><l>result</l><l></l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myValue"/><l>+</l></list></block><script><block s="doSetVar"><l>Operator</l><l>+</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myValue"/><l>-</l></list></block><script><block s="doSetVar"><l>Operator</l><l>-</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myValue"/><l>X</l></list></block><script><block s="doSetVar"><l>Operator</l><l>X</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myValue"/><l>/</l></list></block><script><block s="doSetVar"><l>Operator</l><l>/</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="myValue"/><l>C</l></list></block><script><block s="doSetVar"><l>numberA</l><l></l></block><block s="doSetVar"><l>Operator</l><l></l></block><block s="doSetVar"><l>numberB</l><l></l></block><block s="doSetVar"><l>result</l><l></l></block><block s="doBroadcast"><l>update display1</l><list><l>Display line1</l><l></l></list></block><block s="doBroadcast"><l>update display2</l><list><l>Display line2</l><block s="reportJoinWords"><list><block var="numberA"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l></l></list></block><l></l><l> </l></block><block var="Operator"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="numberB"/><l></l></list></block><l></l><l> </l></block><block var="numberB"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block 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line2</l><block s="reportJoinWords"><list><block var="numberA"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Operator"/><l></l></list></block><l></l><l> </l></block><block var="Operator"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="numberB"/><l></l></list></block><l></l><l> </l></block><block var="numberB"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="result"/><l></l></list></block><l></l><l> = </l></block><block var="result"/></list></block></list></block></script></scripts></block-definition></blocks><variables><variable name="mySize"><l>250</l></variable><variable name="myValue"><l>=</l></variable><variable name="myType"><l>operator</l></variable></variables><scripts><script x="14.285714285714295" y="14.285714285714283"><block s="receiveGo"></block><block s="doWait"><l>.1</l></block><custom-block s="create buttons" scope="local"></custom-block><block s="doBroadcast"><l>update 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s="setScale"><block var="mySize"/></block><custom-block s="assign value" scope="local"></custom-block></script></scripts></sprite><sprite name="BACKUP" idx="5" x="230.7880711347043" y="142.37620687640364" heading="90" scale="1.15" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="29.999999999999996,29.999999999999996,29.999999999999996,1" pen="tip" id="23056"><costumes><list struct="atomic" id="23057"></list></costumes><sounds><list struct="atomic" id="23058"></list></sounds><blocks></blocks><variables></variables><scripts><script x="9.174311926605505" y="9.174311926605505"><block s="doDeleteFromList"><l><option>all</option></l><block s="reportGet"><l><option>costumes</option></l></block><comment w="90" collapsed="false">expand the stage size to maximum before running these blocks...</comment></block><block s="doFor"><l>i</l><l>1</l><l>9</l><script><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n 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%txt"><l>+</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>-</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>X</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>/</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><l>C</l><l>20</l><l>0</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></custom-block><custom-block s="add %obj to my costumes"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY 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name="myLastValueDisplayed"><l></l></variable></variables><scripts><script x="9.174311926605505" y="98.33835736129318"><block s="receiveGo"></block><block s="setScale"><l>107</l></block></script><script x="200.60288335517697" y="16.481214504150298"><block s="doSetVar"><l>myLastValueDisplayed</l><l>hhuihiuhihjfobgsdf`.g&lt;`dfg</l></block><block s="doForever"><script><block s="doWaitUntil"><block s="reportVariadicNotEquals"><list><block var="myLastValueDisplayed"/><block var="displayL1"/></list></block></block><block s="doSwitchToCostume"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><custom-block s="Add leading %txt to %txt Total length: %n (2)"><l> </l><block var="displayL1"/><l>30</l></custom-block><l>13</l><l>1</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>30,30,30,1</color><l>left</l><l>upper</l></custom-block></block><block s="doSetVar"><l>myLastValueDisplayed</l><block var="displayL1"/></block></script></block></script><script x="9.174311926605505" y="188.88597640891223"><block s="receiveMessage"><l>update display1</l><list><l>data</l></list></block><block s="doSwitchToCostume"><custom-block s="button costume from text %txt size %n MarX %n MarY %n pen size %n box color %clr bg color %clr txt color %clr PivotX %txt PivotY %txt"><custom-block s="Add leading %txt to %txt Total length: %n (2)"><l> </l><block var="data"/><l>30</l></custom-block><l>13</l><l>1</l><l>0</l><l>2</l><color>30,30,30,1</color><color>255,255,255,1</color><color>255,237,225,1</color><l>left</l><l>upper</l></custom-block></block></script><script x="31.17431192660552" y="384.5764525993884"><block s="doSayFor"><l>Hello!</l><l>2</l></block></script></scripts></sprite><sprite name="Calculator" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="155.54999999999998,55.998,0,1" 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s="receiveGo"></block><block s="goToLayer"><l><option>front</option></l></block></script><script x="118" y="159.3333333333334"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSwitchToScene"><l>SnipOS 7</l><list></list></block></script><script x="37.857142857142875" y="247.42857142857167"><block s="goToLayer"><l><option>front</option></l></block></script><script x="27.0183486238532" y="353.4097859327218"><block s="changeXPosition"><l>-2</l></block></script></scripts></sprite><watcher var="result" style="normal" x="9.33852140077829" y="9.338521400778212" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="displayL1"><l></l></variable><variable name="displayL2"><l></l></variable><variable name="value"><l>0</l></variable><variable name="lastValue"><l></l></variable><variable name="buttonsClones"><list id="23418"><item><list struct="atomic" id="23419">0,0</list></item><item><list struct="atomic" 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var="n"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="$globe longitude of x %&apos;x&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Längengrad von x _&#xD;pt:a longitude no $globe da coordenada x _&#xD;ca:$globe longitud per a x _&#xD;</translations><inputs><input type="%n">0</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_lon(x)</l><list><block var="x"/></list></block></block></script></block-definition><block-definition s="$globe latitude of y %&apos;y&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Breitengrad von y _&#xD;pt:a latitude no $globe da coordenada y _&#xD;ca:$globe latitud per a y _&#xD;</translations><inputs><input type="%n">0</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_lat(y)</l><list><block var="y"/></list></block></block></script></block-definition><block-definition s="set $globe to lon: %&apos;lon&apos; lat: %&apos;lat&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe auf Länge: _ Breite: _&#xD;pt:altera a posição no $globe para (longitude: _ , latitude: _ )&#xD;ca:$globe centra a longitud: _ latitud: _&#xD;</translations><inputs><input type="%n">-122.257852</input><input type="%n">37.872099</input></inputs><script><block s="doApplyExtension"><l>map_view(lon, lat)</l><list><block var="lon"/><block var="lat"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="y of $globe latitude %&apos;lat&apos;" type="reporter" category="other"><header></header><code></code><translations>de:y von $globe Breitengrad _&#xD;pt:a coordenada y da latitude _ no $globe&#xD;ca:$globe y per a latitud _&#xD;</translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_y(lat)</l><list><block var="lat"/></list></block></block></script></block-definition><block-definition s="x of $globe longitude %&apos;lon&apos;" type="reporter" category="other"><header></header><code></code><translations>de:x von $globe Längengrad _&#xD;pt:a coordenada x da longidude _ no $globe&#xD;ca:$globe x per a longitud _&#xD;</translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_x(lon)</l><list><block var="lon"/></list></block></block></script></block-definition><block-definition s="change $globe by x: %&apos;x&apos; y: %&apos;y&apos; pixels" type="command" category="other"><header></header><code></code><translations>de:ändere $globe um x: _ y: _ Pixel&#xD;pt:desloca a posição do mapa de (x: _ , y: _ )&#xD;ca:$globe canvia la ubicació en x: _ y: _ píxels&#xD;</translations><inputs><input type="%n">10</input><input type="%n">10</input></inputs><script><block s="doApplyExtension"><l>map_pan(x, y)</l><list><block var="x"/><block var="y"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="$globe distance in km to %&apos;target&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Entfernung in km zu _&#xD;pt:a tua distância em km a _ no $globo&#xD;ca:$globe distància en km fins a _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>trg</l></list></block><block s="doSetVar"><l>trg</l><block s="reportObject"><block var="target"/></block></block><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><block s="reportIsA"><block var="trg"/><l><option>sprite</option></l></block></list></block></block><script><block s="doReport"><l>-1</l></block></script><list></list></block><block s="doReport"><block s="reportApplyExtension"><l>map_dist(lat1, lon1, lat2, lon2)</l><list><custom-block s="$globe latitude of y %n"><block s="yPosition"></block></custom-block><custom-block s="$globe longitude of x %n"><block s="xPosition"></block></custom-block><custom-block s="$globe latitude of y %n"><block s="reportAttributeOf"><l><option>y position</option></l><block var="target"/></block></custom-block><custom-block s="$globe longitude of x %n"><block s="reportAttributeOf"><l><option>x position</option></l><block var="target"/></block></custom-block></list></block></block></script></block-definition><block-definition s="$globe current location" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktuelle Position&#xD;pt:a localização corrente do dispositivo no $globe&#xD;ca:$globe ubicació actual&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>geo_location(acc?)</l><list><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block s="evaluate"><block var="callback"/><list></list></block></block><l>2</l></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="$globe current latitude" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktueller Breitengrad&#xD;pt:a latitude corrente do dispositivo no $globe&#xD;ca:$globe latitud actual&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="$globe current location"></custom-block></block></block></script></block-definition><block-definition s="$globe current longitude" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktueller Längengrad&#xD;pt:a longitude corrente do dispositivo no $globe&#xD;ca:$globe longitud actual&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="$globe current location"></custom-block></block></block></script></block-definition><block-definition s="update $globe" type="command" category="other"><header></header><code></code><translations>de:aktualisiere $globe&#xD;pt:actualiza o $globe&#xD;ca:$globe força refresc&#xD;</translations><inputs></inputs><script><block s="doApplyExtension"><l>map_update</l><list></list></block><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doSwitchToCostume"><custom-block s="$globe as costume"></custom-block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="$globe as costume" type="reporter" category="other"><header></header><code></code><translations>de:$globe als Kostüm&#xD;pt:a parte visível do $globe na forma de traje&#xD;ca:$globe vestit del mapa actual&#xD;</translations><inputs></inputs><script><block s="doWaitUntil"><block s="reportApplyExtension"><l>map_loaded</l><list></list></block></block><block s="doReport"><block s="reportApplyExtension"><l>map_costume</l><list></list></block></block></script></block-definition><block-definition s="set $globe style to %&apos;name&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe Stil auf _&#xD;pt:altera o estilo do $globe para _&#xD;ca:$globe fixa l&apos;estil de mapa a _&#xD;</translations><inputs><input type="%s" readonly="true">OpenStreetMap<options>OpenStreetMap&#xD;Wikimedia&#xD;Watercolor&#xD;Toner&#xD;Terrain&#xD;Topographic&#xD;Satellite&#xD;Streets&#xD;Shading&#xD;Mapbox (experimental)</options></input></inputs><script><block s="doApplyExtension"><l>map_style(name)</l><list><block var="name"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="ask %&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="notify %&apos;message&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">Alert!</input></inputs><script><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doAsk"><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="message"/></list></block><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><l>Ok</l></list></block></list></block></list></block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="prompt %&apos;title&apos; options %&apos;options&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">choose!</input><input type="%mult%s"></input></inputs><script><block s="doReport"><custom-block s="ask %s"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><block var="options"/><block s="reportNewList"><list><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block><block var="options"/></list></block></block></custom-block></block></script></block-definition><block-definition s="submenu %&apos;title&apos; items %&apos;items&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">title</input><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="title"/><l></l></list></block><l>menu</l><block s="reportApplyExtension"><l>ide_translate(text)</l><list><block var="title"/></list></block></block><block var="items"/></list></block></block></script></block-definition><block-definition s="divider" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="menu item icon %&apos;icon&apos; label %&apos;text&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input><input type="%s">option</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="icon"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block var="value"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block var="text"/><block s="reportNewList"><list><block var="text"/><block var="value"/></list></block></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="text"/><l></l></list></block><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="icon"/><l><option>text</option></l></block><block s="reportObject"><block var="icon"/></block><block var="icon"/></block><block var="text"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu item speech ballon %&apos;orientation&apos; message %&apos;message&apos; value %&apos;value&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">left<options>left&#xD;right</options></input><input type="%s">hey!</input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="value"/><l></l></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="orientation"/><l>right</l></list></block><block s="reportNewList"><list><l></l><block var="message"/></list></block><block s="reportNewList"><list><block var="message"/></list></block></block><block var="value"/></list></block></block></block></script></block-definition><block-definition s="menu examples" type="command" category="sensing"><comment x="0" y="0" w="212" collapsed="false">open my definition to look at examples how to use the menu blocks</comment><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="10" y="79.00000000000001"><block s="doAsk"><l>what&apos;s your name?</l></block></script><script x="10" y="118.00000000000003"><custom-block s="ask %s"><l>what&apos;s your name?</l></custom-block></script><script x="10" y="151"><custom-block s="notify %s"><l>Alert!</l></custom-block></script><script x="10" y="190"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><l>baz</l></list></custom-block></script><script x="10" y="223"><custom-block s="prompt %s options %mult%s"><l>choose!</l><block s="reportGet"><l><option>costumes</option></l></block></custom-block></script><script x="10" y="261"><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><l>quux</l><l>garply</l></list></custom-block></script><script x="10" y="294"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><l>foo</l><l>bar</l><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><l>frob</l><custom-block s="submenu %s items %mult%s"><l></l><list><l>fred</l><l>test</l></list></custom-block><custom-block s="divider"></custom-block><l>quux</l><l>garply</l></list></custom-block><l>baz</l></list></custom-block></script><script x="10" y="377.8333333333334"><custom-block s="menu item icon %s label %s value %s"><l></l><l>option</l><l></l></custom-block></script><script x="10" y="411.8333333333334"><custom-block s="prompt %s options %mult%s"><l>choose!</l><list><custom-block s="menu item icon %s label %s value %s"><l>monkey</l><l>monkey</l><block s="reportObject"><l>monkey</l></block></custom-block><custom-block s="menu item icon %s label %s value %s"><l>Octo</l><l></l><l>42</l></custom-block><custom-block s="menu item icon %s label %s value %s"><l></l><l>choice</l><l>yay!</l></custom-block><custom-block s="divider"></custom-block><custom-block s="submenu %s items %mult%s"><l>more</l><list><custom-block s="menu item icon %s label %s value %s"><l>Alonzo</l><l>Alonzo</l><block s="reportObject"><l>Alonzo</l></block></custom-block><custom-block s="menu item icon %s label %s value 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color="243,118,29"/></sprites></stage><variables><variable name="Zoom"><l>100% Zoom</l></variable><variable name="Version"><l>Beta 1.6</l></variable><variable name="dtv"><l>n</l></variable><variable name="b"><l>1</l></variable><variable name="a"><l>20</l></variable><variable name="lon"><l>0</l></variable><variable name="lat"><l>0</l></variable></variables></scene><scene name="Notepad"><notes>THING&#xD;&#xD;TEXT EDITOR!</notes><hidden> reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment reportAtan2 reportVariadicMin reportVariadicMax</hidden><headers></headers><code></code><blocks><block-definition s="length of %&apos;str&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportTextAttribute"><l><option>length</option></l><block var="str"/></block></block></script></block-definition><block-definition s="all but first letter of %&apos;string&apos;" type="reporter" category="operators"><comment x="0" y="0" w="199" collapsed="false">Takes a text string as input, and reports a new text string containing all but the first character of the input.</comment><header></header><code></code><translations>pt:_ sem o primeiro caractere&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="string"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="all but first letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="string"/></block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><block s="reportCDR"><block s="reportTextSplit"><custom-block s="require nonempty %s %s"><block var="string"/><l>All but first of empty word.</l></custom-block><l><option>letter</option></l></block></block></block></block></script></block-definition><block-definition s="all but first word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="223.000001" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE➞LIST and processing the resulting list instead of doing recursion on sentences in text string form.  List operations are faster.)</comment><header></header><code></code><translations>pt:_ sem a primeira palavra&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>All but first of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportCDR"><block var="sentence"/></block></block></script></block></script><list></list></block><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportCDR"><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>All but first of empty sentence.</l></custom-block></block></custom-block></block></script></block-definition><block-definition s="all but last letter of %&apos;string&apos;" type="reporter" category="operators"><comment x="0" y="0" w="218" collapsed="false">Takes a text string as input, and reports a new text string containing all but the last letter of the input.</comment><header></header><code></code><translations>pt:_ sem o último caractere&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="string"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="all but last letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="string"/></block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportTextSplit"><custom-block s="require nonempty %s %s"><block var="string"/><l>All but first of empty word.</l></custom-block><l><option>letter</option></l></block></block></block></block></block></block></script></block-definition><block-definition s="all but last word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="211.99999999999997" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end.  (Note: consider using SENTENCE-&gt;LIST and processing the resulting list instead of doing recursion on sentences in text string form.  List operations are faster.)</comment><header></header><code></code><translations>pt:_ sem a última palavra&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>All but last of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block var="sentence"/></block></block></block></block></script></block></script><list></list></block><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>All but last of empty sentence.</l></custom-block></block></block></block></custom-block></block></script></block-definition><block-definition s="first word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="236" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the first word, with no spaces before or after it.</comment><header></header><code></code><translations>pt:a primeira palavra de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>First of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="sentence"/></block></block></script></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>First of empty sentence.</l></custom-block></block></block></script></block></script></block-definition><block-definition s="last letter of %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="260" collapsed="false">Takes a text string as input, and reports the last character in the string.</comment><header></header><code></code><translations>pt:o último caractere de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="last letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><l>0</l></list></block><script><custom-block s="error %txt"><l>Last of empty word.</l></custom-block></script><list></list></block><block s="doReport"><block s="reportLetter"><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><block var="word"/></block></block></script></block-definition><block-definition s="last word of %&apos;sentence&apos;" type="reporter" category="operators"><comment x="0" y="0" w="262" collapsed="false">Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing only the last word of the input, with no spaces before or after it.</comment><header></header><code></code><translations>pt:a última palavra de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doIfElse"><block s="reportListIsEmpty"><block var="sentence"/></block><script><custom-block s="error %txt"><l>Last of empty sentence.</l></custom-block></script><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block var="sentence"/></block></block></script></block></script><list></list></block><block s="doReport"><block s="reportListItem"><l><option>last</option></l><custom-block s="require nonempty %s %s"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block><l>Last of empty sentence.</l></custom-block></block></block></script></block-definition><block-definition s="empty word? %&apos;word&apos;" type="predicate" category="operators"><comment x="0" y="0" w="208" collapsed="false">Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.</comment><header></header><code></code><translations>pt:a palavra _ está vazia&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="empty word? %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><list></list></block><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><l>0</l></list></block></block></script></block-definition><block-definition s="empty sentence? %&apos;sentence&apos;" type="predicate" category="operators"><comment x="0" y="0" w="221" collapsed="false">Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.</comment><header></header><code></code><translations>pt:a frase _ está vazia&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="sentence"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListIsEmpty"><block var="sentence"/></block></block></script><list></list></block><block s="doReport"><block s="reportListIsEmpty"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block></block></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><comment x="0" y="0" w="230.66666666666666" collapsed="false">Like JOIN, takes any number of words (text strings) and reports a sentence with its inputs concatenated, but inserts a blank space between the inputs.&#xD;Consider using SENTENCE (Lists palette) instead.</comment><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;pt:uma frase com as palavras _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="words"/></block><script><block s="doReport"><l></l></block></script><list></list></block><block s="doDeclareVariables"><list><l>first</l><l>bf</l></list></block><block s="doSetVar"><l>first</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="words"/></block><l><option>list</option></l></block><custom-block s="join words %mult%txt"><block s="reportListItem"><l>1</l><block var="words"/></block></custom-block><block s="reportListItem"><l>1</l><block var="words"/></block></block></block><block s="doSetVar"><l>bf</l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block><block s="doIf"><custom-block s="empty sentence? %txt"><block var="bf"/></custom-block><script><block s="doReport"><block var="first"/></block></script><list></list></block><block s="doIf"><custom-block s="empty sentence? %txt"><block var="first"/></custom-block><script><block s="doReport"><block var="bf"/></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block var="first"/><l> </l><block var="bf"/></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><comment x="0" y="0" w="165.33333333333334" collapsed="false">Takes a sentence in list form and reports the sentence as a text string.</comment><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;pt:uma frase com as palavras em _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="146.42857142857144" collapsed="false">report a list in which each item is one letter from the input word</comment><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;pt:uma lista com os caracteres da palavra _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="word $arrowRight list %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><list></list></block><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><comment x="0" y="0" w="158.57142857142858" collapsed="false">join all the items of the input list&#xD;into a single word, and report it</comment><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;pt:uma palavra com os caracteres em _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="list"/></block><script><block s="doReport"><block var="list"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>list</option></l></block></autolambda><list></list></block><block var="list"/></block><l></l></list></block><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script><list></list></block><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><block s="reportNewList"><list><custom-block s="list $arrowRight word %l"><l/></custom-block></list></block><l></l></block></autolambda><list></list></block><block var="list"/></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="require nonempty %&apos;text&apos; %&apos;message&apos;" type="reporter" category="operators" helper="true"><comment x="0" y="0" w="220" collapsed="false">Helper function for word/sentence library.&#xD;Reports its first input, unless that input is empty, in which case it gives its second input as an error message.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIfElse"><block s="reportIsA"><block var="text"/><l><option>list</option></l></block><block s="reportListIsEmpty"><block var="text"/></block><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="text"/></block><l>0</l></list></block></block><script><block s="doReport"><l></l></block></script><script><block s="doReport"><block var="text"/></block></script></block></script></block-definition><block-definition s="first letter of %&apos;word&apos;" type="reporter" category="operators"><comment x="0" y="0" w="260" collapsed="false">Takes a text string as input, and reports the first character in the string.</comment><header></header><code></code><translations>pt:a primeira palavra de _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="word"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="first letter of %txt"><l></l></custom-block></autolambda><list></list></block><block var="word"/></block></block></script><script><block s="doReport"><block s="reportLetter"><l>1</l><custom-block s="require nonempty %s %s"><block var="word"/><l>First of empty word.</l></custom-block></block></block></script></block></script></block-definition><block-definition s="store key: %&apos;key&apos; value: %&apos;value&apos; in browser" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_store(key, val)</l><list><block var="key"/><block var="value"/></list></block></script></block-definition><block-definition s="stored data in browser" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_getall</l><list></list></block></block></script></block-definition><block-definition s="remove key: %&apos;key&apos; in browser" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_remove(key)</l><list><block var="key"/></list></block></script></block-definition><block-definition s="clear data in browser" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>item</l><custom-block s="stored data in browser"></custom-block><script><custom-block s="remove key: %s in browser"><block s="reportListItem"><l>1</l><block var="item"/></block></custom-block></script></block></script></block></script></block-definition><block-definition s="get value from key: %&apos;key&apos; in browser" type="reporter" category="other"><comment x="0" y="0" w="199.33333333333334" collapsed="false">Reports the value previously stored under&#xD;the input key in the browser&apos;s local storage.&#xD;Reports False if the key is not found.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_get(key)</l><list><block var="key"/></list></block></block></script></block-definition><block-definition s="$flash 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 first 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="doReport"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListIndex"><block var="value"/><block var="list"/></block><block var="index"/></list></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block var="data"/></block></block></script><scripts><script x="14" y="164.2222222222222"><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></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="$flash remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="$flash remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block></script></block></script></scripts></block-definition><block-definition s="$flash 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="doReport"><block s="reportApplyExtension"><l>lst_sort(list, fn)</l><list><block var="data"/><block var="function"/></list></block></block></script><scripts><script x="15" y="142.55555555555554"><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><list></list></block></script></block></script><list></list></block></block><block s="doSetVar"><l>merge</l><block s="reifyScript"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="#1"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block var="#2"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="#2"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block var="#1"/></block></script><list></list></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="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportCDR"><block var="data"/></block><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doRun"><block var="split"/><list></list></block><block s="doReport"><block s="evaluate"><block var="merge"/><list><custom-block s="$flash sort %l ordering with %predRing"><block var="odd items"/><block var="function"/></custom-block><custom-block s="$flash sort %l ordering with %predRing"><block var="even items"/><block var="function"/></custom-block></list></block></block></script></scripts></block-definition><block-definition s="$flash 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="doReport"><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="key"/><block s="reportListItem"><l>1</l><l/></block></list></block></autolambda><list></list></block><block var="a-list"/></block></block></script><scripts><script x="19.333333333333332" y="108.22222222222221"><block s="doIf"><block s="reportVariadicEquals"><list><block var="a-list"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="key"/><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></script><list></list></block><block s="doReport"><custom-block s="$flash assoc %s %l"><block var="key"/><block s="reportCDR"><block var="a-list"/></block></custom-block></block></script></scripts></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="doIfElse"><custom-block s="☠︎ linked? %l"><block var="data"/></custom-block><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></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><script><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="data"/></block></block><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><script><block s="doSetVar"><l>#</l><block var="i"/></block><block s="doSetVar"><l>item</l><block s="reportListItem"><block var="i"/><block var="data"/></block></block><block s="doRun"><block var="action"/><list></list></block></script></block></script><list></list></block></script></block></script></block-definition><block-definition s="☠︎ linked? %&apos;data&apos;" type="predicate" category="lists" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>lst_linked(list)</l><list><block var="data"/></list></block></block></script></block-definition><block-definition s="☠︎ link %&apos;data&apos;" type="reporter" category="lists" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><block s="reportCDR"><block var="data"/></block></block></block></script></block-definition><block-definition s="printable %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="188.66666666666666" collapsed="false">Takes a (possibly deep) list as input,&#xD;and reports a human-readable text form &#xD;of the list (namely, Lisp notation).&#xD;&#xD;Will not work on circular lists.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="data"/><l><option>list</option></l></block></block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><l>()</l></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block s="reportAtomicCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="printable %l"><l/></custom-block></autolambda><list></list></block><block var="data"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> </l><l></l></list></block></autolambda><list></list></block></block><l>)</l></list></block></block></script></block-definition><block-definition s="sentence %&apos;phrase&apos;" type="reporter" category="lists"><comment x="0" y="0" w="302.6666666666667" collapsed="false">SENTENCE is the main constructor for sentences, represented&#xD;as lists of words.  It takes zero or more inputs, each of which can&#xD;be either a list or a text string.  If a list, the input is assumed to be&#xD;a list of words.  If a text string, it is converted to a list of words using&#xD;SENTENCE→LIST.  Then all the lists of words are appended to form a new list of words.&#xD;&#xD;If the inputs are lists of lists rather than lists of words, SENTENCE,&#xD;like APPEND, does only one level of flattening, reporting a list of&#xD;all the items of all the input lists.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>list</option></l></block><l></l><custom-block s="sentence $arrowRight list %txt"><l></l></custom-block></block></autolambda><list></list></block><block var="phrase"/></block></block></block></script></block-definition><block-definition s="$flash 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><list></list></block><block s="doReport"><block s="reportCONS"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block><custom-block s="$flash zip %mult%l"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="lists"><comment x="0" y="0" w="105.33333333333333" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="multimap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="267.3333333333333" collapsed="false">Takes as input a function of N inputs and N lists.&#xD;The function is called with item 1 of all the lists as its inputs, with item 2 of all the lists as its inputs, and so on.  (The lists should all be the same length.)</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="function"/><custom-block s="%s"><l></l></custom-block></block></autolambda><list></list></block><custom-block s="$flash zip %mult%l"><block var="lists"/></custom-block></block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><comment x="0" y="0" w="196" collapsed="false">Takes a sentence in text string form and reports the sentence as a list of its words.</comment><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;pt:uma lista com as palavras da frase _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><l></l></block><l>0</l></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,252,238,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list id="26494"><item><ref mediaID="Stage_cst_backdrop1"></ref></item><item><ref mediaID="Stage_cst_minesweeper"></ref></item></list></costumes><sounds><list id="26495"><item><ref mediaID="Stage_snd_pop"></ref></item></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite1" idx="1" x="-120" y="-136" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="11" color="0,0,255,1" pen="middle" id="26500"><costumes><list id="26501"><item><ref mediaID="Sprite1_cst_hi"></ref></item><item><ref mediaID="Sprite1_cst_0"></ref></item><item><ref mediaID="Sprite1_cst_1"></ref></item><item><ref mediaID="Sprite1_cst_2"></ref></item><item><ref mediaID="Sprite1_cst_3"></ref></item><item><ref mediaID="Sprite1_cst_4"></ref></item><item><ref mediaID="Sprite1_cst_5"></ref></item><item><ref mediaID="Sprite1_cst_6"></ref></item><item><ref mediaID="Sprite1_cst_7"></ref></item><item><ref mediaID="Sprite1_cst_8"></ref></item><item><ref mediaID="Sprite1_cst_covered"></ref></item><item><ref mediaID="Sprite1_cst_marked"></ref></item><item><ref mediaID="Sprite1_cst_mine"></ref></item><item><ref mediaID="Sprite1_cst_mine2"></ref></item></list></costumes><sounds><list id="26502"><item><ref mediaID="Sprite1_snd_pop"></ref></item></list></sounds><blocks><block-definition s="Generate Map" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doSetVar"><l>Markers</l><block var="Mines"/></block><block s="doDeleteFromList"><l><option>all</option></l><block var="Mine Map"/></block><block s="doRepeat"><block s="reportVariadicProduct"><list><block var="Map X"/><block var="Map Y"/></list></block><script><block s="doAddToList"><l>0</l><block var="Mine Map"/></block></script></block><block s="doDeleteFromList"><l><option>all</option></l><block var="Render Map"/></block><block s="doRepeat"><block s="reportVariadicProduct"><list><block var="Map X"/><block var="Map Y"/></list></block><script><block s="doAddToList"><l>9</l><block var="Render Map"/></block></script></block><block s="doRepeat"><block var="Mines"/><script><block s="doSetVar"><l>item</l><block s="reportRandom"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Mine Map"/></block></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="item"/><block var="Mine Map"/></block><l>0</l></list></block><script><block s="doSetVar"><l>item</l><block s="reportRandom"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Mine Map"/></block></block></block></script></block><block s="doReplaceInList"><block var="item"/><block var="Mine Map"/><l>1</l></block></script></block></script></block></script></block-definition><block-definition s="Click %&apos;selected tile&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="selected tile"/><block var="Mine Map"/></block><l>0</l></list></block><script><custom-block s="Check for tile number %n" scope="local"><block var="selected tile"/></custom-block><block s="doReplaceInList"><block var="selected tile"/><block var="Render Map"/><block var="tile number"/></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="tile number"/><l>0</l></list></block><script><block s="doIf"><block s="reportNot"><block s="reportVariadicLessThan"><list><block s="reportModulus"><block var="selected tile"/><block var="Map X"/></block><l>1</l></list></block></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="selected 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" 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" 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" mediaID="Stage_cst_ur"/><costume name="sss" center-x="305" center-y="118.875" 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" mediaID="Stage_cst_sss"/><costume name="sss(2)" center-x="305" center-y="118.375" 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" mediaID="Stage_snd_OS7 STARTUP (1)"/><costume name="Screenshot 2024-06-29 7" center-x="184" center-y="180" 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" mediaID="Sprite_cst_Screenshot 2024-06-29 7"/><costume name="7578467488475894754" center-x="240" center-y="180" 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gQIAAAQH2AwQIECBAIBAQ4ADdJAECBAgQEGA/QIAAAQIEAgEBDtBNEiBAgACBC/HICG+MQ7VCAAAAAElFTkSuQmCC" 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" 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mediaID="Sprite_cst_97533d"/><costume name="3.7" center-x="-1" center-y="20" 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mediaID="15"/><costume name="qweee.85467.y" center-x="7" center-y="7.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAPCAYAAADUFP50AAAAAXNSR0IArs4c6QAAAQtJREFUOE+lkjFLxEAQRt+kOLFRYhIrKxHxegtPwdLisFb/ggf2Wt1ZaS+cf0Gt5Qo7BRMLaw9ErKyMEqzEKzKywSxyBMnidvvNe7OzMELFGSww4WfMm1Lm89x+4msck9/B3Swbec4esDkGXnoeJyuvXJW5FeOII5T9qglsJhyvphyYeyHehnQFen9KP0WF3tobhxIHLCEM60iWUZqShHRNFxfRTCdxyAPQdBGBoRHVUSrwf4nXwLrjqzeSBOyq0HcRRelIPMUMDV6AyZryJyPmigVIIrZVOasjirDTSjm3K5dEbAF9VYKqBiK8A51WyoVduRK895keecWf2wKLJld4FGXQyDldzvgo2W8kmkaRH+ysJgAAAABJRU5ErkJggg==" mediaID="Sprite(4)ee_cst_qweee.85467.y"/><costume name="backdrop1" center-x="240" center-y="180" 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" 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mediaID="rec_cst_rec"/><costume name="73x.f" center-x="63" center-y="18.5" 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" mediaID="autodrum_cst_dr1"/><costume name="dr2" center-x="240" center-y="172" 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" mediaID="autodrum_cst_dr2"/><costume name="metronome_5756829" center-x="126" center-y="148" 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" 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fPmYkNwbws4YSgt7fqLLQ2CEay0Lzx4a2BGmeA+G3AfB8SW8K4nGmQkhaeqSmxQTtRNgCSedm6nYQs0keDeAMAE1n1IdLClKjbq4sNEGcrCkkB8LXdMWbOQLBEVhO0l+7Sp2Uhaar/Cb9nfBN0PK2Y0RgR0mtC1PWyULTJ6hO+D7Rdl05ItDqlGeTLDR9guKE7xNt15UjAo+X1Gixr2kWmj5BccL3ibbryhGBNSTdWsfwtllo6sgO1cYJHwpJl1MqAitKslNwcz5dstBMkh3y7074kGi6rFIROECSbest9YTIQtMnaE74PtF2Xbki8KwlL9GEzELTJyhO+D7Rdl25IrAVgJOmUqSHzkLTJyhO+D7Rdl25IvBYK+0MwK7MBs9C0ycoTvg+0XZduSJgtdztaLOdfw+ehaZPUJzwfaLtuhyBgRFwwg8cAFfvCPSJQNKEl6Q+wXBd6SHQ4kpwek4kZFGqhJ8v6YaEcHJTBkSA5HVWjRWAZXL1pwMCqRJ+M0k/7OCXdy0EAZKnAbAc7XaX3d/4OsY1RcL3ljywI3bePSICJL8F4MMA/gfAXRFVjUp0ioQPknRgVFEszFmSiwCcCeCqkFVXCoOplTspEr7WZYVW3nqnpBEgad/oVkftfAB3RDLWqsg8PmJF2UhmhxGbIuFXknR3GPdcSi4IVFVXPgXgxwDui2C3HZ7ZFcArqrTQz4+gI3mRKRJ+ZUmDZPRMPlqFGkjyuQAuBvC7SC6uWx2NfZ6kTUhaMlA7OTe6JznC+977uMYgyQ0BWO73IOWQl0BvOQA7ADhC0rOn/43kZgB+NC60E6we64QfxxCscr59vaoGE2O7bc6KRST3rvLDjwPwykuf4UcV7jScJWm3z5rmiK9rvM3qm0r6/lwdSL4FwPF1hZbSzglfSiQT94OkEfC9AD4L4C8RzLWrq49ukH/uEwBeEsGOpEWmRnjfkkt6uLQzjqTtqdtsek07CRN7rQzA0knbJ0Kth+QVALYF0LnQRC2FiTRKivD+/Z7IqAhoRlWq+dMtKrfWscIqr64PYG9Jdvy20UNyfrVg2Khfzo2d8DlHL2HbSZ487bRcjLrnVlP9mQBeKumFbaAg+ayxXchxwrcZKd5nTgRIvrg6yWan5UKvwNu3+mMAvEzScV1CQfJwy1XXRUZufZ3wuUUsYXtJngjAFsOsUsu9EUy1V/gdq331BV3lV2f2D+sqJ6f+TvicopWwrST3AmA33Ky8cuhZ3Ty3hbnDJL0jFAwkLwBgdo/mSYnwT5Z0+WiQL8hRkmtWyR3/HsmtaGODpF2kuTaS3cmJTYnw+0j6THIIuUGTvtdjjSH7Vn8EgAPbrMDXDRvJ7as3k7pdsm4XK1htQDla0jFtOnqffhGInIXGxuQ8AFtKuiS2Z9W24dmx9aQiPyXCnytp31SAcTuWRqCHLDS2KGf31Z8rqZfVc5JvB9BptT+nsZIK4R8K4FJJW+QE3phs7SELjY2B7Zes4RYbY5KnAzh4LCfuUiH8BpIsM6k/cyBQXfi4HsCvAPxmlkG6CoBVAdgd8MdJshms9dNjFpr9u+6rt3WS5FoAatWAb6sjlX6pEH4PSRemAkpKdpA8CIBl8P15RfImW152c8xW0O3O+daSbJ+89tNnFhpJlgRjkIfkUwCMYocoFcK/SdK7B4l2okqr++JGdJt5QqR8WgnA2tVi2Ccnud13FppJ9sT8O8l9AJwXU0cqslMh/CmSDkkFlCHtIPmCKt2TFS2Msa/9EJv1Jf1yNj+HykIzFO4kXwngI0Pp71NvEoT3W3IPhJyk5Vm7LRLRlxxX9rq/uaTLpv4wdBaaPgf+dF0kjwYQ7ATfUH7U0ZsC4TeWdHUdY0tuQ3L5QK/uTWGypBG/SSELTVPDQ7avfmwtuWXRTwqE31HSN4pGeRbnSFqapzcC+FykyyZDw9ooC82QxpJ8AoDiJ54UCL9Q0seGDPZQukkeAMCSQ/x5KBsi6m2chSaiLRNFk7TsttFP9k00JHKDFAh/jCT7hhrVQ9KuZdqhjz8V5ninLDRDYUHSClNYvr2in6EJvyKA0yQdWDTKSzhH8hQAJxR42KNzFpqhxgFJO21nxStj5Mcfyq2l9A5N+LUl2amx0Twkbb3CtiBLKoIQLAvNkAOBpJ1SLLrq0dCEf6qk7w4Z5L51k3xeVSwxxh573+6YvqBZaIZwYEonyfWqE41DmhFV99CE31fSuVE9TEg4yTOqGmcx8rIP4WnwLDRDODGN8HZ568ohbYite2jCv0rSh2I7mYp8kpZS+caQ9kw/tESyz3hGy0ITEp8mskhuB+A7Tfrk1rbPAbIkNpQUI31xsjEIQEh7fbbqunNWWa2O536hqvAS8tOhlyw0QwaQpPnY5ILSkOY21j0k4deRdHNjizPtQHKjjpVXHgXg2ZJqZ2epEkva3rIlluzy9JqFpouhXfuStM+Uu7vKSbX/kIS3gn8lrVTPGeOOs7stJh0lyS55NHpIvq3abrL7820eGyN2y+4FfWWhaWNkqD4kVwNwZyh5qckZkvDPbFILLDXgmtrTgfD23f9WSS9vqnOqPUnLFfjB6j59UzF2xv+Fks5q2jHH9iQtcUixW8VDEn40K/TVddM2GX0sa6vlCjiqK3lI2uGm/25R482u01pG4Yl36LvamEL/DrFKwfyJNgxFeLua+WpJduKs+IeknUBrc4T2eZKCHfckuTmAq1oA/jRJRa9eT3sbenq1Ul/kwt1QhF9F0u9bDLwsu5C0BI1N997XAHCspFeFcprk66rz+00v62wk6aeh7EhdDkl7qwm5u5GMy0MRfr6kG5JBIbIhLe+6byvp0tCmkbQFuF83lLvuXBlyGspKvjnJFUrNYjsU4beQ9P3kIx/IQJL2CdP0Uoatigf/bm5ZWmlVSVYJdhQPSSuEcU+Jzg5F+O0kfbtEQGfyqc0rYsy0Xy12DMZG+GL34ocg/DKSivw+mu0HrAXhV5QUbYZxwk+ealpgNFloAi2GIPzDJN2VgO+9mdCC8MtKavoJUNufFoN5VDO8AdkCo9r4D9lwCMKvJslSMI/maUF4w+YASXa7LujTMnebEz5oFIYTNgThR7XiW80WbRbtniPpgtBDg+R8ADc1lLu6JEufPZrHZ/hwod5Q0jXhxKUvqeU2T5S7BiTtEk7TFff1JAW91pt61JzwYSJkbxTPkHRxGHF5SGm5zWOHdexYrZ2DD/JUJZXOb7FFuJkkK3s1mqfD6cikMer7lT7qYlSqSJN8OIA2C5VBidby0I3BOqqLTlPjqMRZvm/CryCp6RHTVHlc264OmVQsGcN+IW6qVXnXv9UiuYNlFrYFxNFkJnLC1x7aExvOk9TmEslEwak36DhbHNLlolGVCKPtAuCjJP02dXxj2NcxZjFM6iyz7xl+dHvw02aLNhdopgf4FZIaVTgladluLP/9F1uOFBsfVnDyBy37Z93NCd8xfDGPi3Y0rZfuAQbQEwEcKWm/SQaTPBnAqR2TZi4n6a+TdJX69xIX7nqd4Z3wXClAHTlLZLkNgK0APE6SXXld/JB8HwC7xvo9ACFW1deQdGuphJ7kF8ltARRVN8EJPynqAf9O8kUAgt+AC2jig0T5DzT3B1A7aWisOISU64QPieYEWSTt/IG9jueQrXd0B6SWDB/J91blvHscJXFVOeHj4ruUdJLHA3hH4vXgR7ubMj1gJL8GYJeeh0hUdX0Sfi1Jt0T1JgPhJK+1lNMAPpOwua8fQ0rqOviTQdZd6qjqpU1vhB/79+AMr4ttE0rGHhg7S7ootpJc5JPcrKRKv074AUceybUA2C20FDKk2liwVf9RXWyaFH6SBwAoJie/E35SxCP+neQiALYwZIUPhiS9ZWndBMDxkvaM6HJ2okm+uTq8lJ3tMxnshE8gjCSNbD8biPSWofWpkr6ZABTJmUDyTAALkzOspUF9Ef7RktrWNmvpWl7dSO4GwLbt+jzZZpVtFkj6eF5o9WttSSfu+iL8LpK+2m+Y8tNG8oiqHFQftc02BHCgpCPzQ6pfi0tauOuL8FZWyooZ+jMBAZJ2Eu9cAF+OVLbYZnXLef8fHox6CJDcHcD/1muddqu+CH+apNemDUVa1pE8B4DVlbNv6xDli60q6q4ArIjnc9LyNm1rSB4M4ANpW1nPur4I/01JO9QzyVtNR6A6jvt5AHbq60oA9zdAyC7rPBnA3gB2k2R7//40RIDkSQAOb9gtyeZ9EH50GU+TjLQb1QmBlgVBO+mM0bkPwm8p6YoYxrtMR6AvBEhuACD7Aqh9EH6hpI/1FRjX4wjEQICkrX9kf+S4D8K/TZLdDvPHEcgWgdxyGcwGdB+EP6dOSqZsR4IbPgoESL4BgKUNy/qJTfhVJP0+a4TceEegQqBlQZGk8ItN+CeNNeNpUlF2Y4IgQPKxAH4RRNhAQmIT3s5pf2Eg31ytIxAUAZJbVGchgsrtU1hswh8qya6A+uMIZI8AyWdXR56z9SU24RdJOjRbdNxwR2AaAmT+WWxjEv6hkv7sI8YRKAkBkssDuC9Xn2ISfvRpjnMdFG737AiQXB1AtrX2YhJ+V0lf8cHjCJSEAMmNAGSb9y8m4V/smVRKGuruiyFA0kp8ZXs3JCbhj5D0Hh8mjkBJCJDcCcA3cvUpFuFXknR3rqC43Y7AXAjkvHAXi/DrSbrRh40jUCICJFcB8MccfYtF+C0kfT9HQNxmR2ASAjmv1Mci/B6SLpwEnP/dEcgRAZLzAdyUpe2RjD5A0hmRZLtYR2BQBEg+AcDVgxrRUnmMGX4FSX9paY93cwSyQIDkMgNVCuqETwzCryHp1k5WeWdHIHEESC4H4G+Jm7mUeTEIb0cPrdDBqbmB4fY6AnUQIPlSAFYwxAlfBzBv4wg4AsMgEGOGH8YT1+oIOAITEXDCT4TIGzgC5SDghC8nlu6JIzARASf8RIi8gSNQDgJO+HJi6Z44AhMRcMJPhMgbOALlIOCELyeW7okjMBEBJ/xEiLyBI1AOAk74cmLpnjgCExFwwk+EyBs4AuUg4IQvJ5buiSMwEQEn/ESIvIEjUA4CjQgvSeW47p44AvERINmIY7EtmsuYZQGsCMDSVX0qtiEu3xEoGQGSuwH4NoB7Adw/lK+zEd6ycm4v6fyhDHO9jkCJCJDcHsDlAO4Zwr+ZCG8JLF4p6bghDHKdjkDpCJBcCOAzAHqv3bAk4Y3sr5F0TOmgu3+OwJAIVKS3T+VeZ/rphH8ogBdJ+uiQQLhuR2AsCFSv95f2+U0/nfCbSfrhWMB2Px2BFBAgOa/PWX6K8Kb0FZIWpQCC2+AIjAWBavX+q335O0X4tSTd0pdS1+MIOAL/RKDPvfopwm8oKdsi9z54HIGcEeid8H6CLufh4raXgEBfpLcZfhlJfy8BNPfBEcgVgT4JT0mDHfXLNUButyMQEoE+CW92byLpJyEdcFmOgCNQD4G+yG7WTC3arSfpxnrmeStHwBEIicAQhF9N0u0hnXBZjoAjUA+BIQj/EAB7SfpsPRO9lSPgCIRAgOQGAG4IIauOjOlHa/3wTR3EvI0jEBABkssDuC+gyDlFTSe8/fsZki7uS7nrcQTGjADJxwC4uU8MZroPv6cnvugzBK5rjAiQ3BRA7ztjs2W8WQDgKEmWncMfR8ARCIQAyU8DeCeAKwOJbCRmrpx28wEcIun1jSR6Y0fAEVgKAZKXALCUcWcBuG0oiOpk1NwcwDYANpZ0+FCGul5HIEcESJ4A4CoA3wNw/dA+1CH80Da6fkfAEQiEgBM+EJAuxhHIAQEnfA5RchsdgUAIOOEDAeliHIEcEHDC5xAlt9ERCISAEz4QkC7GEcgBASd8DlFyGx2BQAg44QMB6WIcgRwQcMLnECW30REIhIATPhCQLsYRyAEBJ3wOUXIbHYFACDjhAwHpYhyBHBBwwucQJbfREQiEQHDCx6hi02eSv0C4upjEEPBx+UBAQhJ+WUl/ixVnJ30sZIuXGzUFe27j0glf/HgfvYNO+GlDwAk/ej4UD4AT3glf/CB3B/+JgBPeCe98GBFjo/a2AAAB6UlEQVQCTngn/IiGu7vqhHfCOwtGhIAT3gk/ouHurjrhnfDOghEh4IR3wo9ouLurTngnvLNgRAisK+mXsfwd80k7SrrfgY2FgMtticDyku5t2XditzET3sDZRFLwipgkFwI4cyL63sARmBmB90s6ODQ4uZHd/A95tNbkRfleIrkngAtDB8zljQaBN0r699DeOuGB1STdHgHYJwL4cWi5Lm80COwq6SuhvXXCAw8BsJekz4YCl+QxAOzX+Z5QMl3O6BB4OIAzJD0vlOckNwBwQyh5fckJ/Upvdq8l6ZZQDpC0ctVWbtcfR6ALAjtLuqiLgOl9SS4P4L5Q8vqSE4PwJvMZki7u6gTJ/QH8F4Boq/9dbfT+2SCwLIA3S3pHV4tJPgbAzV3lDNE/BuGn/NhT0vltnSJ5KIBT2/b3fo7ALAicLOmwtuiQ3BRA8J2otvY07ReT8GbLAgBHSdq+iWEkDwJwepM+3tYRaIDA25rO9CQ/DeCdAK5soCe5prEJbw7PB3CIpNdP8p6kvb6fCOBHk9r63x2BDgjY6/2OAP5t0kIeyUsA2JvqWQBu66Azia59EH7KUVt82wbAxpIOn/pPkosAXAfgcgDfA/D3JJBxI8aAgK3e25jcEsBjpx/OIXlCtVhsY/L6UsD4f/w7gMD7wkA/AAAAAElFTkSuQmCC" mediaID="metronome_cst_metronome_5756829(2)"/><sound name="Finger Snap" 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mediaID="metronome_snd_Finger Snap"/><costume name="costume69879779787876765758765585" center-x="40" center-y="53" 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" 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mediaID="a_cst_a"/><costume name="Pin" center-x="60" center-y="120" 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