<snapdata remixID="8825528"><project name="for-animation" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes>animation of spirals using the for-loop</notes><thumbnail>data:image/png;base64,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name="Bühne" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="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" 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BAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIXFnUlRA7sXrvAAAAAElFTkSuQmCC" 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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>0.05</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="67.20000280000001" 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="for-animation" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>