<snapdata remixID="11061209"><project name="experiment 3 dec" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="true" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="2.9558577807620168e-12" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,0,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="10"><block s="receiveKey"><l><option>space</option></l><comment w="417.217391304348" collapsed="true">SCRIPT 0: een &quot;opschoon&quot;-script dat je waarschijnlijk goed kan gebruiken.</comment></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block></script><script x="18" y="159.16666666666663"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l><comment w="267.16666666666663" collapsed="false">SCRIPT 1: Experimenteer met de twee numerieke invoeren en met het veranderen van de √ naar een X in het tweede veld bij FLAT LINE ENDS,</comment></custom-block><block s="setSize"><l>30</l></block><block s="forward"><l>100</l></block></script><script x="18" y="238.9999999999999"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l><comment w="290.16666666666674" collapsed="false">SCRIPT 2: Kijk in het tunnel-blok en waarom het veranderen van √ naar X doet wat het doet .</comment></custom-block><custom-block s="tunnel, size: %n"><l>.5</l></custom-block></script><script x="18" y="576.0000000000002"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l></custom-block></script><script x="18" y="317.20000000000005"><block s="setPenHSVA"><l><option>brightness</option></l><l>100</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l><comment w="312.2173913043479" collapsed="true">SCRIPT 3: Klik hierop. Pas het dan aan. Experimenteer.</comment></custom-block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>7</l><l>1</l><script><block s="setPenHSVA"><l><option>hue</option></l><block s="reportProduct"><block s="reportRandom"><l>1</l><l>10</l></block><l>10</l></block></block><block s="setSize"><block s="reportProduct"><block var="i"/><l>50</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>50</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>-50</l></block></block><block s="up"></block><block s="forward"><l>10</l></block><block s="down"></block></script></custom-block></script><comment x="18" y="697.1666666666669" w="516.6666666666666" collapsed="true">Bedenk nu je eigen kunstwerken.</comment><script x="557" y="68.00000000000023"><block s="setHeading"><l>300</l></block><custom-block s="bol, steps: %n color: %n size: %n"><l>50</l><l>0</l><l>200</l><comment w="195.33333333333334" collapsed="false">SCRIPT 4: bol lijkt een beetje op tunnel met invoer die je meer invloed geven. Klik op dit script en experimenteer daarna met andere invoeren.</comment></custom-block><block s="down"></block><block s="forward"><l>40</l></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="2.951970784519517" y="2.951970784519979" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="2.951970784519517" y="9.151110022406087" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="3.247167862972674" y="10.922293083512244" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tunnel, size: %&apos;steps&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setPenHSVA"><l><option>brightness</option></l><l>100</l><comment w="145" collapsed="true">brightest possible</comment></block><block s="setPenHSVA"><l><option>hue</option></l><l>0</l><comment w="115.83333333333336" collapsed="true">happens to be red</comment></block><block s="setSize"><l>300</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><block var="steps"/><comment w="254.1666666666667" collapsed="true">does what your first experiments would predict</comment></block><block s="up"></block><block s="forward"><l>10</l><comment w="216.66666666666669" collapsed="true">move to a new location without drawing</comment></block><block s="changePenHSVA"><l><option>brightness</option></l><l>-17</l><comment w="231.6666666666667" collapsed="false">change things: here, to make a tunnel, we get darker and smaller. For other purposes, we could change color and get larger, or....</comment></block><block s="changeSize"><l>-40</l></block></script></block></script></block-definition><block-definition s="bol, steps: %&apos;steps&apos; color: %&apos;color&apos; size: %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="setPenHSVA"><l><option>brightness</option></l><l>10</l><comment w="266" collapsed="true">This dark shade makes any color look almost black</comment></block><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="setSize"><block var="size"/></block><block s="doRepeat"><block var="steps"/><script><block s="down"></block><block s="forward"><l>.5</l></block><block s="up"></block><block s="forward"><block s="reportQuotient"><l>65</l><block var="steps"/></block><comment w="151.33333333333334" collapsed="true">Try 20 or 200 instead of 65.</comment></block><block s="changePenHSVA"><l><option>brightness</option></l><block s="reportQuotient"><l>100</l><block var="steps"/><comment w="176.66666666666666" collapsed="true">Lighter shade shows more color.</comment></block></block><block s="changeSize"><block s="reportQuotient"><l>-240</l><block var="steps"/></block></block></script></block></script><scripts><comment x="161.99999999999997" y="125.4666666666666" w="265.3333333333333" collapsed="false">Experiment: start with a /light/ shade and get /darker/.</comment></scripts></block-definition><block-definition s="flat line ends %&apos;tf&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>tf</l></list><l>SpriteMorph.prototype.useFlatLineEnds = tf</l></block><list><block var="tf"/></list></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></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="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;&#xD;try{&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        break;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        break;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        break;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        break;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        break;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        break;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        break;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        break;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) break;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        break;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;        break;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;        break;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;        break;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        break;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        break;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        break;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        break;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;};&#xD;}&#xD;finally {&#xD;ide.savingPreferences = false;&#xD;};&#xD;</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;try {&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        break;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        break;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        break;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        break;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        break;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        break;&#xD;};&#xD;}&#xD;finally {ide.savingPreferences = true;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><variables></variables></project><media name="experiment 3 dec" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>