<snapdata remixID="13690808"><project name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACrVJREFUeF7tnd2LVVUUwNdNR5T5J4I+pAhJh8YeKpCYf8EeJwgfQ0If7EUCGRL/hoKe8sHHKNB0CDSTUhQdpLKiRyF88NGa8cZad60z6+yzz8c99zrHvfYaGPTe87HPXus362vvs/doPB6PwX9cAgNJYOQADiR5b5Yk4AA6CINKwAEcVPzeuAPoDAwqAQdwUPF74w6gMzCoBBzAQcXvjTuAzsCgEnAABxW/N+4AOgODSsABHFT83rgD6AwMKgEHcFDxe+MOoDMwqAQcwEHF7407gM7AoBJwAAcVvzfuADoDg0rAARxU/N64A+gMDCoBB3BQ8XvjDqAzMKgEHMBBxe+NO4DOwKAScAAHFb837gBOy8D4P4DRwuSq8dPJv6MX+LM6Nu19Mz3fAWxTPEG2paDTAG4xgLuqACKosGsbzrZ2Mj3uAMYUr60cWToN3RQAiqUM75EpbLFuO4AilQp0mwCj3XHLVrjgFgtYnKfu5TCWOHQANYDaZdZaPYQJXe4IYKwBHE8+t0IbuPTMrWHeAHZ2tQgdJhr4uwWAC9ohhBpAgg9pQjifThKUNhjdGma4OhaBwkkDgRImGOh20bqhpYpBpCxdCUBtGXWcuDkBlwDGa/E8yaLxPHwWyaL1s+VhGvOzgE1WrzHhiCQiJQDrEpWa72PWL3y2DBjMD8A2xdfGfnMGsO0PIQP4qISaxQqppGx0c+J6I66wSEC0i0U3POZ4D+8h7plhjFpAdW86Ppq0Ta5XkpdYbZHvTeBhnInun121YRjzAFCsHsViqmgcfi7FZjpOw/9jvKhhXAiSEAXlCLMRhK6LW0ZIFWwEbR7w2beAUTenLE3pOJdU0BLqjDYGkXwXs4BR6FTmjNaNfiKjJ2GSkkGWbNwCRlwZAVIDYRS20A2j5WtwwaVj4n47WMI6+MiFc0HcoCs2DiCGcBGXVgJNHdfjvhrUAioBrwuAAp2OCdX4MI0VByFBZehOlWgMwmfTBUdjqCDpiJZbggRDn1MCcDe7aIzxeIsVjPkoaUD3zXW+ENpSm7F6oEo4Qisdi2GNAGnXAlaUGELYAEEFHonhZCSEi8rlUU2AEbprhBBh5DivEUSZ6FAXlxJ5E6hhNwAlN7Z+7AJYWA2shNRZFw2hdpVq6K3W/bILJR44a607Vw/NVVy7wFdjpclP2S3H2AKQlBvETbUxoLhcHQOipcFSi040wrhPfZYhtDYANZiSVJRiwGBIsHDXunbJoOuhQwPG0BaAdVavrQ5ILg4tDcZ3nCVTQiJ1PxyjRffHM2AE0CiA+AeA1kxdWypGI9yqvcp4dE0dkIC1Zw3tAShWIaaw8Dv6zGWOCoQ1VrCACUHhSQRkATn2a7WgGr6gTNTlmQ1YPd0FGwDWWYeirBIbhhMXHFo/BAlFxHP7ZAiNMl6eHSOwagALCyqzX8RaolXF73B6PpeFCgsqFk0SDVWWkeE4NUfx0aNHcOHCBbi8fgWWDi3Bp6dOJY+jDQDJxfL4atRNsaUJJ5yWrJ+O/RgamfNHrpkTkzFSJKMZygISCggZwqRArdyDLWtRYN5kdy2Jxhg2Njbg6/Pn4e69Dbh56yYgeJtb0ibAV198Caurq8nDR6qyNxlBrAnHdJN6yOQn6oLFCqlEIJbNEjBc5ytuGAIocSTC0pDMSAFahwD8fL8/+As+OnYMrl2/XgFsz8IeuHvnNux/db8J+GwAqEc1QrWQ60PXqV2bgChDXAIsWi90m5FCMkGMv/wa5iQb4F/Z71vv+y11wgiEJVeswwA+l/vw+PFjeOe9d2Hj/n36Zt/effDPw4ewuLhoBj4bAJLlENDEDYplEl2JC9ZZJFu8kjXi46WyCd5Lg4f3RKARXM1CCCifVyrRSDwo7UjGWy4dLS2/Bbd+/gX2Li7Ck3+fwPtHjsDlS9+bAk86Y88FN8Ko3bNMt5LaH1ojmQsYZMCFxSPalUtnI1hCI7CWRfyoYz9x5dsTDS5eugQ/3bgBn50+ve3g9yzAuc/PwskTJ0zCl74FpGA/tHZKV1KEpq+Cl8SLeFCNAZNEBBS2fPrlo2kxKK6Ve8m9ty3xx8ePw4erq7B06FDp7mtra7CysgLLy8vTtprU+WlbQIGoEHnD1CUNo54dLRazmK2MFpHqJUqR4ecuOq65B08Fe/Hll+DvP/7sciPT56QNYEU1EtdpdiJTmmIwFt9pFxqL/7rwoOGT/08SoQMH34S7t+90uUkW5xgDMNQZ1+TCJEJPSJWhMHK//O5vUWjuY/nCZxjB+g9X4cr6OqydOZMFVNN0Ml0Ao+6X38XQtb+KNNC1YlYcuFiK1/jYNBJsOPeTk6fgg6NH4e3Dh+d0R3u3SRfAGFgygaBcHwnOZEhLyUvEddMwW1h+6QbAK6+9AQ9+/a3byZmfZQjArprkt9sa4ZLRk1Khr7WB1w8chPv3NlrP8xO2JZAugIW1exbqjI1uxNu5eu1H+Obb7+Dc2XPP4kHM39MBrFWxzOnrwIDhGcsdej/TKekC2LvbHV0wJcBdXHAwztz7ufK80BCAUnJBaJrAmXcS4gDO8qeTLoDPTRnGAcwTwE693olCtAPYSRU1J6VrAaMdmvdQXGxILWzYAcwXwOdiMoIDmDGAOzAdq3VExAHMF8BYz+c5IRWXwwB+a64YXw6nafG7IrNoIeNrbcSAOzkln94b0cQ4gLP8/aQP4FAvJRGIPGZcrLo/iyryvDZ9ACt6m9drmfIusJ5Gr14qonb5dQAHsPdfjx0A5/liOi2fywuM0/u9LS+mO4CZAzjPpTnolctgWQ1a5R5lXLM0hwOYOYDRbDiymlTj4kR6oaKmJdn0CgnugnuTxxfaccEiiVprGFmTuVgxQa1SFS7PJnXApuXZ3AL25tAWgH0WqCytz4cLBel1AlsWqvQkpDd4cqEtAENx1K23V7wVp1cmnXaJXnl/mHfOnFkVed7ALoB6LWbS7TwWKZddNIO1YdwF9/7rsQdg320a9CJF4ZZdRbEbXbSUaNRK+Q6gA1grgZ3aqKa3CvK+0J4FLOmzbquucNuGcGNC2b+jbkPCyE5JeXPUu/e2AQzHicO4sHRcb1aIi1TiOC+ulhDbJ9gB7E1ccKFtAHVnwxINfVaLl8dAo9ylaV84htZjwN485gFguBZzmBHTcVk/EEszPORW2eEocNV6u9beKsj7wjwAjNUHK9t3NcSB2hLWWcW8Oerd+/wAJGunNv6LxokdYXQL2Bu8PEZCYuKhvdZ4t/LKNll6M2teQYHODTc1lE1sPAaclcD8LGAlMelSktG7Z8q+cThFywF0AGeVgFxfSkRU9hvGf/SSElpFnjOIxz0L7q2FvC1grTWU7RrwrbgGGN0C9gYv3xiwi8g6JybugruIs+kct4BtEix23Ixlxg5gm/jajjuAbRJqqiESnLK6/rQ38vNJdPZ2y3TFpiQBBzAlbRl8VgfQoFJT6pIDmJK2DD6rA2hQqSl1yQFMSVsGn9UBNKjUlLrkAKakLYPP6gAaVGpKXXIAU9KWwWd1AA0qNaUuOYApacvgszqABpWaUpccwJS0ZfBZHUCDSk2pSw5gStoy+KwOoEGlptQlBzAlbRl8VgfQoFJT6pIDmJK2DD6rA2hQqSl1yQFMSVsGn9UBNKjUlLrkAKakLYPP6gAaVGpKXXIAU9KWwWf9H1TVhwJeIwyYAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="2020 - U1L3-AngleExperiments2 (starter)"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#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;        return;&#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;        return;&#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;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#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;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="48"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="91.35454576425991" y="40.67366430758011" heading="66" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="15.666666666666657" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="15.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="15.666666666666657" y="74.66666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="15.666666666666657" y="108.6666666666666"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="279" y="136.16666666666666"><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="486" y="129.16666666666669"><block s="clear"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="18.666666666666657" y="482.33333333333326"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="67.66666666666663" y="285.49999999999994"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="593" y="577"><block s="forward"><l>-100</l></block></script><script x="355" y="309.1666666666667"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>