<snapdata remixID="10424946"><project name="in and out" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>animation loop</notes><thumbnail>data:image/png;base64,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name="Bühne" 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" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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image="data:image/png;base64,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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="setColor"><color>0,44,31,1</color></block><block s="setSize"><l>1</l></block><block s="doDeclareVariables"><list><l>i</l></list></block><block s="down"></block><block s="doForever"><script><block s="setPenHSVA"><l><option>saturation</option></l><l>30</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doWarp"><script><custom-block s="for %upvar = %n to %n %cs"><l>k</l><l>1</l><l>180</l><script><block s="forward"><block var="k"/></block><block s="turn"><block var="i"/></block><block s="changePenHSVA"><l><option>saturation</option></l><l>0.3</l></block></script></custom-block></script></block><block s="doChangeVar"><l>i</l><l>2</l></block></script></block></script></scripts></sprite><watcher scope="Objekt" s="xPosition" style="normal" x="14" y="14" color="74,108,212" hidden="true"/><watcher scope="Objekt" s="yPosition" style="normal" x="14" y="67.2000028" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),    context = stage.penTrails().getContext(&apos;2d&apos;),    rotation = radians(this.direction() - 90),    trans = new Point(      this.center().x - stage.left(),      this.center().y - stage.top()    ),    isWarped = this.Warped,    len,    pos;if (isWarped) {endWarp(); }context.save();context.font = size + &apos;px monospace&apos;;context.textAlign = &apos;left&apos;;context.textBaseline = &apos;alphabetic&apos;;context.fillStyle = this.color.toString();len = context.measureText(text).width;trans = trans.multiplyBy(1 / stage.scale);context.translate(trans.x, trans.y);context.rotate(rotation);context.fillText(text, 0, 0);context.translate(-trans.x, -trans.y);context.restore();pos = new Point(  len * Math.sin(radians(this.direction())),  len * Math.cos(radians(this.direction())));pos = pos.add(new Point(this.xPosition(), this.yPosition()));this.gotoXY(pos.x, pos.y, false);this.changed();if (isWarped) {this.startWarp(); }stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><list><l></l></list></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><list><l></l></list></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l></l><custom-block s="join words %mult%txt"><list><l></l></list></custom-block></list></block></block></script><scripts><script x="229.000003" y="196.77778077777762"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><list><l></l></list></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><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="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportSum"><block var="from"/><l>1</l></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition><block-definition s="cascade %&apos;num&apos; times %&apos;function&apos; %&apos;init&apos; %&apos;#&apos;" type="reporter" category="control"><comment x="0" y="0" w="138" collapsed="false">Call f(f(f(...(f(x))))) n times where the three input slots are n, f, and x from left to right.  The # variable can be used inside f to represent how many times f has been called.</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%repRing"></input><input type="%s"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block var="init"/></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="function"/><list><block var="result"/></list></block></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="cascade until %&apos;pred&apos; %&apos;function&apos; %&apos;init&apos; %&apos;#&apos;" type="reporter" category="control"><comment x="0" y="0" w="90" collapsed="false">Call f(f(f(...(f(x))))) until condition is true, where the three input slots are condition, f, and x from left to right.  The # variable can be used inside f or condition to indicate how many times f has been called.</comment><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%repRing"></input><input type="%s"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block var="init"/></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list><block var="result"/></list></block><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="function"/><list><block var="result"/></list></block></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="compose %&apos;f&apos; %&apos;g&apos;" type="reporter" category="control"><comment x="0" y="0" w="90" collapsed="false">Returns the function f(g(x)) where f and g are the two inputs.</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="f"/><list><block s="evaluate"><block var="g"/><list><l></l></list></block></list></block></autolambda><list></list></block></block></script></block-definition><block-definition s="repeat %&apos;action&apos; until %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="90" collapsed="false">Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time.  So the script is run at least once.</comment><header></header><code></code><translations></translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;action&apos; while %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="90" collapsed="false">Run the script repeatedly, as long as the given condition is true.  Runs the script at least once before testing the condition.</comment><header></header><code></code><translations></translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat while %&apos;pred&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="90" collapsed="false">Runs the script repeatedly, as long as the condition is true.  Tests the condition before the first time the script is run.  Like the built in REPEAT UNTIL except that in this block the condition must be true, not false.</comment><header></header><code></code><translations></translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doUntil"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;num&apos; %&apos;#&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="171" collapsed="false">Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script.  TryREPEAT (200)                MOVE (#) STEPS   RIGHT 92with the pen down.</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; step %&apos;step&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doIfElse"><block s="reportLessThan"><block var="step"/><l>0</l></block><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doUntil"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="let %&apos;a&apos; be %&apos;val&apos; in %&apos;loop&apos; %&apos;body&apos;" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Provides LOOP as a function of one input that runsthe body of the LET with A set to the function input,so the body can run itself recursively.See COPY block in Variables for an example of use.</comment><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%s"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>a</l><block var="val"/></block><block s="doSetVar"><l>loop</l><block s="reifyScript"><script><block s="doSetVar"><l>a</l><block var="new value"/></block><block s="doRun"><block var="body"/><list><block var="a"/></list></block></script><list><l>new value</l></list></block></block><block s="doRun"><block var="loop"/><list><block var="a"/></list></block></script></block-definition><block-definition s="copy %&apos;value&apos; %&apos;n&apos; times" type="reporter" category="lists"><comment x="0" y="0" w="133.33333333333334" collapsed="false">copy VALUE N timesreports a list containing N (identical) copies of VALUE</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input></inputs><script><custom-block s="let %upvar be %s in %upvar %cs"><l>result</l><block s="reportNewList"><list></list></block><l>loop</l><script><block s="doChangeVar"><l>n</l><l>-1</l></block><block s="doIf"><block s="reportLessThan"><block var="n"/><l>0</l></block><script><block s="doReport"><block var="result"/></block></script></block><block s="doRun"><block var="loop"/><list><block s="reportCONS"><block var="value"/><block var="result"/></block></list></block></script></custom-block></script></block-definition></blocks><variables></variables></project><media name="in and out" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>