<snapdata remixID="7439044"><project name="Scratch-Conference_Pixels" app="Snap! 4.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Bühne" width="240" height="200" costume="1" tempo="60" threadsafe="false" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="IMG_0040" center-x="120" center-y="100" 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" id="3"/></item></list></costumes><sounds><list id="4"></list></sounds><variables></variables><blocks></blocks><scripts><comment x="20" y="20" w="448" collapsed="false">for this project, you need to import the tools, pixels and &quot;bigger data&quot; libraries</comment><script x="20" y="74"><custom-block s="show picture %l"><custom-block s="map %repRing over %l"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>3</l><l/></block><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>2</l><l/></block><l>255</l></list></block></autolambda><list></list></block><custom-block s="%s of %obj"><l>pixels</l><custom-block s="current costume"></custom-block></custom-block></custom-block><comment w="205.33333333333334" collapsed="false">this script swaps the color channels of each pixel</comment></custom-block></script><script x="20" y="161"><custom-block s="show picture %l"><custom-block s="map %repRing over %l"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportDifference"><l>255</l><block s="reportListItem"><l>1</l><l/></block></block><block s="reportDifference"><l>255</l><block s="reportListItem"><l>2</l><l/></block></block><block s="reportDifference"><l>255</l><block s="reportListItem"><l>3</l><l/></block></block><l>255</l></list></block></autolambda><list></list></block><custom-block s="%s of %obj"><l>pixels</l><custom-block s="current costume"></custom-block></custom-block></custom-block><comment w="205.33333333333334" collapsed="false">this script subtracts the actual value of a color in each pixel from the maximum value of 22 and creates a negative photo</comment></custom-block></script><script x="20" y="273.99999999999994"><custom-block s="show picture %l"><custom-block s="map %repRing over %l"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>2</l><l/></block><block s="reportListItem"><l>2</l><l/></block><block s="reportListItem"><l>2</l><l/></block><l>255</l></list></block></autolambda><list></list></block><custom-block s="%s of %obj"><l>pixels</l><custom-block s="current costume"></custom-block></custom-block></custom-block><comment w="205.33333333333334" collapsed="false">this script creates a monochrome picture</comment></custom-block></script><script x="20" y="360.99999999999994"><custom-block s="show picture %l"><custom-block s="map %repRing over %l"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>1</l><l/></block><block s="reportProduct"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportListItem"><l>2</l><l/></block><l>60</l></block></block><l>60</l></block><block s="reportListItem"><l>3</l><l/></block><l>255</l></list></block></autolambda><list></list></block><custom-block s="%s of %obj"><l>pixels</l><custom-block s="current costume"></custom-block></custom-block></custom-block><comment w="205.33333333333334" collapsed="false">this script creates a &quot;comic&quot; effect by reducing the information in the green color channel (only 255/60 = 5 different values)</comment></custom-block></script><script x="20" y="488.9999999999999"><block s="doDeclareVariables"><list><l>yellow</l><l>green</l><l>purple</l></list></block><block s="doSetVar"><l>yellow</l><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>255</l></list></block></block><block s="doSetVar"><l>green</l><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>255</l></list></block></block><block s="doSetVar"><l>purple</l><block s="reportNewList"><list><l>102</l><l>0</l><l>102</l><l>255</l></list></block></block><custom-block s="show picture %l"><custom-block s="map %repRing over %l"><block s="reifyScript"><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><l>2</l><l/></block><l>160</l></block><script><block s="doReport"><block var="purple"/></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><l>2</l><l/></block><l>70</l></block><script><block s="doReport"><block var="green"/></block></script></block><block s="doReport"><block var="yellow"/></block></script><list></list></block><custom-block s="%s of %obj"><l>pixels</l><custom-block s="current costume"></custom-block></custom-block></custom-block><comment w="205.33333333333334" collapsed="false">this script creates an &quot;Andy Warhol&quot; effect. Depending on the amount of green in a pixel, it either gets colored purple, green or yellow. The report-block is a shortcut that &quot;leaves&quot; the function</comment></custom-block></script><script x="20" y="786"><block s="doDeclareVariables"><list><l>yellow</l><l>green</l><l>purple</l></list></block><block s="doSetVar"><l>yellow</l><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>255</l></list></block></block><block s="doSetVar"><l>green</l><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>255</l></list></block></block><block s="doSetVar"><l>purple</l><block s="reportNewList"><list><l>102</l><l>0</l><l>102</l><l>255</l></list></block></block><block s="doForever"><script><custom-block s="show picture %l"><custom-block s="$flash map %repRing over %l"><block s="reifyScript"><script><block s="doIf"><block s="reportGreaterThan"><block s="reportSum"><block s="reportListItem"><l>2</l><l/></block><block s="reportMouseX"></block></block><l>160</l></block><script><block s="doReport"><block var="purple"/></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportSum"><block s="reportListItem"><l>2</l><l/></block><block s="reportMouseX"></block></block><l>70</l></block><script><block s="doReport"><block var="green"/></block></script></block><block s="doReport"><block var="yellow"/></block></script><list></list></block><custom-block s="%s of %obj"><l>pixels</l><block s="reportListItem"><l><option>last</option></l><block s="reportGet"><l><option>costumes</option></l></block></block></custom-block></custom-block><comment w="205.33333333333334" collapsed="false">interactive version of the script above. Mouse x-position controls the coloring. Uses &quot;bigger data&quot; library to fast map over the pixels. </comment></custom-block></script></block></script></scripts><sprites></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;attribute&apos; of %&apos;costume&apos;" type="reporter" category="looks"><comment x="0" y="0" w="187" collapsed="false">reports a list of all pixels in the given costume. Each pixel is represented by a 4-item sublist of RGBA values</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">pixels<options>pixels
width
height</options></input><input type="%obj"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="attribute"/><l>width</l></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>costume</l></list><l>return costume.contents.width;</l></block><list><block var="costume"/></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="attribute"/><l>height</l></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>costume</l></list><l>return costume.contents.height;</l></block><list><block var="costume"/></list></block></block></script></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>costume</l></list><l>  var i,&#xD;    pixels = [],&#xD;    src = costume.contents.getContext(&apos;2d&apos;).getImageData(&#xD;      0,&#xD;      0,&#xD;      costume.width(),&#xD;      costume.height()&#xD;    );&#xD;  for (i = 0; i &lt; src.data.length; i += 4) {&#xD;    pixels.push(new List([&#xD;      src.data[i],&#xD;      src.data[i + 1],&#xD;      src.data[i + 2],&#xD;      src.data[i + 3]&#xD;    ]));&#xD;  }&#xD;  return new List(pixels);</l></block><list><block var="costume"/></list></block></block></script></block-definition><block-definition s="update %&apos;costume&apos; with %&apos;pixels&apos;" type="command" category="looks"><comment x="0" y="0" w="286" collapsed="false">overwrite the pixels in the given costume with another list of pixels.&#xD;&#xD;Caution! This operation directly changes the costume. Make sure to use a copy in case you would like to revert changes later.</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%l"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>costume</l><l>pixels</l></list><l>  var i, k,&#xD;    ctx = costume.contents.getContext(&apos;2d&apos;),&#xD;    src = pixels.asArray(),&#xD;    dta = ctx.createImageData(costume.width(), costume.height());&#xD;  for (i = 0; i &lt; src.length; i += 1) {&#xD;    px = src[i].asArray();&#xD;    for (k = 0; k &lt; 4; k += 1) {&#xD;      dta.data[(i * 4) + k] = px[k];&#xD;    }&#xD;  }&#xD;  ctx.putImageData(dta, 0, 0);</l></block><list><block var="costume"/><block var="pixels"/></list></block></script></block-definition><block-definition s="current costume" type="reporter" category="sensing"><comment x="0" y="0" w="178" collapsed="false">reports the sprite&apos;s actual current costume, which may or may not be part of its wardrobe e.g. if it is a copy</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return this.costume;</l></block><list></list></block></block></script></block-definition><block-definition s="copy of %&apos;costume&apos;" type="reporter" category="looks"><comment x="0" y="0" w="206" collapsed="false">reports a copy of the given costume. This is especially useful when modifying a costume, so you can keep the original around</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>costume</l></list><l>return costume.copy();</l></block><list><block var="costume"/></list></block></block></script></block-definition><block-definition s="show picture %&apos;bitmap&apos;" type="command" category="looks"><comment x="0" y="0" w="88" collapsed="false">display the given bitmap in a copy of the current costume (so you can switch back to the original costume again)</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><custom-block s="let %upvar be %s"><l>copy</l><custom-block s="copy of %obj"><custom-block s="current costume"></custom-block></custom-block></custom-block><custom-block s="update %obj with %l"><block var="copy"/><block var="bitmap"/></custom-block><block s="doSwitchToCostume"><block var="copy"/></block></script></block-definition><block-definition s="let %&apos;var&apos; be %&apos;value&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>var</l><block var="value"/></block></script></block-definition><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),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#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;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;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 $arrowRight Wort _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportSum"><block var="from"/><l>1</l></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition><block-definition s="$flash map %&apos;fn&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicMap(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash keep %&apos;test&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicKeep(fn, data);</l></block><list><block var="test"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash combine %&apos;fn&apos; with %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicCombine(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$flash reverse %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>list</l></list><l>return new List(list.asArray().slice().reverse());</l></block><list><block var="list"/></list></block></block></script></block-definition></blocks><variables></variables></project><media name="Scratch-Conference_Pixels" app="Snap! 4.1, http://snap.berkeley.edu" version="1"></media></snapdata>