<snapdata remixID="11199547"><project name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADKhJREFUeF7tnUuvVTUUgHvg3oRETNREJ0YjIwdG+QEoGjRGGakDwYHRgTo3IUTDmDgiGH6B4EDjPxBBozOGgPj6AQw0ESExkfA4Zq2zVu/q2u1+3HvubU+7bkL0nN29291+Z73ars7m8/nc2Z/1QKYemBmAmXreqsUeMAANhKw9YABm7X6r3AA0BrL2gAGYtfutcgPQGMjaAwZg1u63yg1AYyBrDxiAWbvfKjcAjYGsPWAAZu1+q9wANAay9oABmLX7rXID0BjI2gMGYNbut8oNQGMgaw8YgFm73yo3AI2BrD1gAGbtfqvcADQGsvaAAZi1+61yA9AYyNoDBmDW7rfKDUBjIGsPGIBZu98qNwCnMjC/49xsfXHX/P7iv7Nd9Flcm/rcRssbgEMDj5DdE9BJAO8RgLu7AAKobvcGnEP1NHrdAIwNvJRyKOkkdBMAZEmpn9EobLHXNgC5VzrQ3XVuthaXbF4FD0hAX048y2AMODQAJYBSZSalHsAEKnfm3FwCOF98HoRWqfTGpWHbAI5WtQAdOBrw755zkNAOIJQAInxAE8B5f+GgDMFo0rDB7FgICjkNCIp2MEDtgnQDSRWDSEi6AEApGaWdeHcBLgIM90I59qKhHLSFvWjZtjZEY3sSsE/q9TocEUckADDlqCS+j0k/3bYGGGwPwKGBT9p+SwZw6IfQAHwYQm0iQyoONqg5Vr0RVegdEKliQQ3Pyd6DZ7B6JhijElA8G6/PFnWj6mXnJRZbpGcjeGBngvonVV0xjG0AyFIPbTERNNafA9tM2mnw/2AvShjXlRMioJyBNwLQjVHLAKmADaFtA776JWBUzQlJE1ynkApIQunRxiDi72ISMAqd8JxBuuFfZPZEOykNeMmVS8CIKkNAEhBGYdNqGCRfjwoOrrH6HSEJU/ChCqeAeIWquHIAwYSLqLQANHFdzvtKUD1UDN4YABk6aROK+WGcK1YmQWfqToRoKoSvThUctaGU0xENtygHQ5YJAFwjFQ02Hh2xAjYfOg2gvinOp6EN6ozFA4XDoaV0zIatBMh6JWBnEDWEPRB04GEbjmdCKKgczmo6NwN1DRACjGTn9YLICx1SdimSt4DarTmHzk1df/UC6KUGREJS0kVCKFWlmHpLql9SocgDea2psnJqrqPaGb6ElEY9VW84pi4AcXCV3ZS0AVnlShsQJA2EWqSjoe0+8Zmn0IYAlGCyUxHYgGpK0KvrjdglnKh25swZd+z4cXfn9u1qxGBdAKak3lAcEFUcSBqw78hLRoeE434wRwvqj1bAMKBRAOEHANJM3BsEowFuUV9nPnrjB3Hp0iX32uHD7p9bNxftm8/d/C6HcepgsD4AeVxQwkTUr/wOy1CYowNhQgp6mAAEWkSAEpBsv0EJKuELw0Q3btxwL770krv6y7UuXRXCh0NRxVRcDDaUGDzlFZuGYxWspR+ABDfT2j6eQkOPl1bHMKwSQC9BefULS0uQqvAdLM+nsJCXoPwDYftvzR16+RX3w08/hgBWCl89AErYokY7SRq94DSQftL2I2h4zR+qZnJM5kARq0EhAREZgAxgEqB2nkGS1QeY75K63nA03njrTfft+fPuP7D1KoavLgC9zOCwBdl0i3gI2VBKLQeSUzgCMW8WgaE4n3+gBpDtSAC0x5nhALQ0AZxzZ8+dcwcPvuD2PbXPzdYB+vpsPm1brL4K1vO98g1R9YHqFDMOKC2F7efjbCC9QG1GAskIMfyjbZgL45L+8Xnf8txvjhNGIAxU8Ub879MTJ9xnJ0/ik69fv+4ef/KJAYcjErZZQb9k9QFEoBg0VoMsmXhEWAVLp4QkXiCN6HoQNoFnSfDgmQA0ACBHXANK5YIQDduDG+145LFH3d9//hWgc/nKZbf/uf0RnLjN9AOoYI64DgCjUi8Go1TPvNyKY38gjXgtoPKAvcRD2oVKJyEYoKKkpbcfQ9vv7XeOum+++nqEzJLQKUk+4u7Si6w2gGjsa2knupyD0PiV2iTu7T8xB4yChUEhySc3H00dTX8vP2vdXbh40e3Zs8c9f+BA+mlBuwdWwwz1wdQ273D5FQeQnArfaT2DJQdVro5m9e1XK4NExHiJGAr9ecwoqXtm6+7d999zX35xNnGzMBO0zervIAkd6v6VnqpbbQA7QynVFV3UU3OoRWm2ASUexQj9d1KFxuy/qfDtcg889LD79+atyI0D0AWSsOd9xjSp0DKVAah7mWJy2omQC1J5KszDSPs3vN0XeBqThvHjY5+406dOqXukQyTnrWkbKC/xwrvqs/l0B64ugGzDBeqX9mLI2F8HGQAKIFAqFu01ujYJs27hX3/7w12+8rM7euQIXaRgM37icA/FCmX7+Vqyfg5y01yzLLeiK2ZWF8AYWLyAQNtIQVmCNHBeIqobp9l0+GWYzEOvvu6+/+6Cc05CF7EhAynM04a0ACJZDS3x9zHI4faUXqIiAMd2Ne1u64WLZ0/Gq9+nn3nW/X7taqIRAM5iNUv8D65DEJwBG/suq19udQH00m47BiE2uxGv59Tpz91HH37gHty7N14AoNvFCxy2o63wzNUF1wDstbdgKm2r0PADtvygnoYYgFsdpR28f6QK7lWZU5trKjjVY6srAQt1QpI2Xid4LFNxmBMy9Sedv3zBYZhO56CDwXalhWGC6FEVK6KH4maZAtGLZokQDIZeKHklXrJAdEUqGEZ02VNxMn43YT44kHh8n4wr8gyHTcWtNoBRNZzIo5J7MQJLwkAKysUTthghv103tQVDS5GWsRxrkzMiC+0L88owu7GxHGuxGpuXfdGmKf7M72/LsaaSUFD53tXRExekQjoMmFLzthz8j5pDxh+BjPHpWRSw8ygPtd8KwHtLhATU6xN9l9qC1ILoSjRlJ5fko30n2iHtvU7sUEk+Xh3tJSBvQpeJyllCyq2kXJ8tyS8PxlybknjuFmHSq1Mmbkryi2JlDhve55JaZGubksqDEVu0rG2ZvBeYl+jzlktWyVBXalsmb3bnvSX6WeQFq22ZgX0YU8F6BU2hIzClWavtBcs35SwI2qDHMhM3pmP6XEowjvt7t7Ax3ccBY7Yg2ZiYR0aewAk2Y0QFe6+/nkMQ6wBwmak5cBWySquB3iyAPCU1B02veXh5watI5eZ/LCy15QroyI/Ge8mRvDdTxE5BZesAMNahk5MTyURFfSnZZIYEmZyIMqeOSk7EEk/lsB7T5oLgWUZT6gMwKQ0jOZn9ngsBgk7P5mN4m0jP5mOI8qwQtgtZxerjwhLHNKTeaxkUZHxGXQBuJkFlkJ8PltHLPIEDiSonJ6iEtB8w2pyHkMMvwwkqF4xEymWEZxlV1wWg7pGUSvPepBzQqSl6ef8wed4+uWUE2t4UvQyhpehdBtDlPEPmYpbhGb97bDNJyvkUTZUbBgPQlBsGHRZeSQ2Oh7InkVd9boglKS8HnK22ZLPHNMgkRfrILg8MqGgO0chM+ZyYCMIjYMOxihXSUIKn26iD6Z0fD2f0qm+fcN0qGAfdDqrZ6m96O++vHMDUUV362AZ9MKFQk33nwU29FlW/ibZwWTuqazv53+ZnD6m24Lo8rBC8VVCrwoYLVOiIo7oC2CgTAzo/dlihHPXKJaB4VR2iwc9iuqvjGCipGJV2BBOm9eg7QzjmeLDk01K6vlBLn5hpA0A96a9PpsTrPL9KezbkymUZYuk4E7S3IwYwJzbHs4Pl6UsDB1bHVsdss7LI9fg2AIzFBzvHd/XYgSnbLXpieo+0S0lZ/fxcNGSotz0AUdqJg/+iduJIGLcCYAdqmIKhBOkZQMhVZYMAwlInOq28c0yWPMyaMihgWX2oIR9iI21AgAfKQrBaPAdPX+e0cbHgt1wNLduWC4mdrbc9AGX/jpZ+0n4TQEkJiDDT+XBy6m1q6GVnxz97bW0DqGHUJynpGREsT8du8cGF8BVLSQyx0LbQpFetHJDsCORtgAHI/R9IQz6uYQgmoYL7JB2fN8eptrTkzctA1toNwFj3j1bNIwFs2MsdotsAHOohf+JmzDMeAFCfTTJUV4PXDcCpgx7YdpRDmvNNm2qd2puVnBc8+bXthlJ6wCRgKSPRaDsMwEYHvpTXNgBLGYlG22EANjrwpby2AVjKSDTaDgOw0YEv5bUNwFJGotF2GICNDnwpr20AljISjbbDAGx04Et5bQOwlJFotB0GYKMDX8prG4CljESj7TAAGx34Ul7bACxlJBpthwHY6MCX8toGYCkj0Wg7DMBGB76U1zYASxmJRtthADY68KW8tgFYykg02g4DsNGBL+W1DcBSRqLRdhiAjQ58Ka9tAJYyEo2243+QNWcg/nV1OwAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><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><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="47"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="86.60254037844356" y="50.0000000000004" heading="60" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" 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="16.666666666666657" 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="16.666666666666657" 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="16.666666666666657" y="108.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></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="16.666666666666657" y="279"><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="391" y="86.16666666666666"><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="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="594" y="252.16666666666663"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</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="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>