<snapdata remixID="13057874"><project name="23-11-16 U1L3-AngleExperiments2 BG" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADqZJREFUeF7tncuSJTcRhnWmp9ngmYcgwnjPJbxiYuxHYgHP5jBgsM0KeAFgZ5Z4HGZhE54z3Y5U56/5lZVVqlNV6jp2ZW+m57RKUqW+kxddUqf7+/v7FD8hgZ0kcAoAd5J8NJslEAAGCLtKIADcVfzReAAYDOwqgQBwV/FH4wFgMLCrBALAXcUfjQeAwcCuEggAdxV/NB4ABgO7SiAA3FX80XgAGAzsKoEAcFfxR+MBYDCwqwQCwF3FH40HgMHArhIIAHcVfzQeAAYDu0rgBwYgTg+cHoR2/yal040K0PxtV7FG43MlcP0A3r9O6XT7Fjj5DdAN/nZK6fREyFQ4n86VQ5TbSQLXB+D93QNAFWQC0ukBqlEABdQZ5XYSdDTrS+A6AMymVDQXTOuI1nPhhHYc05SiDc+kRQVwaUrai5+9JbAjgOKzKXDpLiWBK2swUYACjADyxGg9CxNDZ3+f0ob6t4fGqB97D8fx2t8PwKz1BEDVRNmf86C5BDpPG3K9ov1GQD/e2F/FGz8ygKxtPNNofb8xoOznHHTY39n8Eow5UKG/ZU2YbfNVDMxROvHIAFpT6wUV0IJshuV3mW6RQMQxu+wbcqBSBS0TZr6YfW3jKKN/Be/5yACqfydmF0HAmOkdA6kqrzDasjDtWcMBXALa8zkF7jKneAUjc5Au9Acwayfyu4rpQyBgNdMcDafzfdCGFYB4nk2s50eOtD8wzQchYafX7A9gfrE3KUkOJES5dqJ4EPUCMDbDnrab+xmZ+sosA0zAaP+/06gcqNl+AA7m9s7q49NUS/b55f8j2srTbO5nCmqOIzSQqaD2tKKZ7nH9QOmX1Bdzhr2+E/0AHJha+H+ADgCQjwY/TOCBn1iZWYlQNVoVf638zWpCmT/UCLcC1s4vklbObbIfKK6BTBXxnGGvYThuvR0BVG2UQaBBrAbamLwSYMjn6jcikMi+pK5gAAwXwBFIq8DD+oRGOxeXIaLi3l+N7QHkKDX3HoMtg4lJZ9JwDEbWVqqVBuDJFAyghMYb+3fMJPNUDk33FFfA0dL5FahfvUfkYPVvDyACDB7U8hlMnNV8AoxoLpjVpw++V4aRzWkLPPt3nYbJdZFGLabegJW1M7kI7rscjJDOr9sBQO1xGUwyY9UAzzG/AAogqTkv/t3rB2gFLruCIUBXGhNQA0RnWW4AH+YRIwjpxeF2AIrpLRPMWM5SyASSMvHMWoYhRFBy+3Yzwmj6aoFIymmblXSgNaWMaE8ELdCkvOFBlvR06Y4DkGJy2Qd0yvUalQPVux2AxVeSgSd/zzNjY5qwWlJDFKvrt4iM4VdmuMSEQjvx9ItoO6stoc0AOk8H4QsCyNgMwwcUjUlfpANB0vNVtwWwBB3wrTjwkM+wIiIaEpPT4vcZH40114NT9lA+m1uGTqAAgPw7noEWRAQtbSEqZxClfmfaJX8htL1YpuvC4XoAYa54fbcCEVvodXqkzPGp71amVGgndKW9BJo50PFuFtVWGXh9Pv87At/AX2VNaKZicl+slu8yNoeodD2AWUy6npsniWWjAQ4KiZZxtEg14KSJBhsQRLup9spakIMN/j9tbK00omrMDB+gMedFqi/EGHg6L5nbx0aK2La1xTdkIwDRlYmBguYofhRMHu9WEd9N122L6cUeQp2WyYDB3AJO+5keTMqWWHxFDkjgK3IUjPMm1s8DkM4XawvpRx0r7wkpGovOcxQW1VSV6BIm2O4B5I0CmG6BprPwYZWDouwyiKyRJrbZwyRjysXV0Apnrpu2jpW2sFLjvHdAdZEEVmpA1ngCAI5FEgxlgPE31VZlaU3NI8x3MbOAiGGc824MpzGT8AOzFran7FgLcl/RpmhsDZayO+C865zuRZlKAisB5LoYRtYc5uAR+4mV9tF5umxiEVCwBrx05MZ8NJhrbP/HdI7n3wV0l0r90vIrAJw6QwEYyW8rxy4dPxGbVsuqBvmUl77RwHfkChC4qFkt7XLg5EFHQVXVnzhHsmh46KF1ACKahUkqZsnTjA6MJTCBL4WgQp7f4hJP+IwUpGCJrorY50CHL470jSJzbPlfOxIHfX4FgB5kPDiYIIavpFBhtaP4fICEp1i2gM9qPkBN/Sk+nWhAOiKai+q8ZO4nXAE163yI/qDgbPXaGwHodQdaxYESA1gmsXWaI1fD/t8Wr2kjZ7RB0BXYJvq6RVeijoEElgOYNwLIj9kpMqkdACW0in2eP99ytNgUc708jyiBrdGClZKHRnSeR/KkLbt8kLqWAwhthX17RWAeRDptgTJ5oNWcYTqmWvHoYYI5YBAzDNj03Eflc17yDrEisua7shLAuU2zOcYzHHDIZ4CylxbkTQu235do8bnvHOXmSGAhgBwRzmlmTplLwDulb775Nv33yy/TV69e5d/v7u7S6/M5nc/ndHNzk54/e5aeP3+e3nn2Tvrf11+n995713cZ5nStVSZ2yrQkNPr3KwJwTDP6fb+7S+njP/wx3T69SS9fvkhPngx3Lb969VX657/+nd5//9fpVDTsYlmNPxgALhbqQgCXtOdpTU/r8Q6Ydjvn81367PO/pvu7c/rwww/KA1988Z/07f+/Sz9/92e0Xd/6lsY3zfOY9rN2H6LEcglsAOBCJz73GctuAIO3Xl0aiJzSnz75S3p6c0ovXvwm1/7Jnz9NH7x8oQCiPmhKmYZB31mA9kvhAclzm8uFH0/KENyPHryYlk+ZhgFIVLxoERshjqwmZPO4dPNB3c27+5Q++ujj9PzZT9Pt7W36xS9/laF8+GEzbaeCxrTfjC9YTMMs/i4tB3BOk2WClzUbryZgcLEKQhsXCpRzGhqWeX1+kz779PP0t7//I/3+d7+tz46UZTicU0b/zLygu7S4rD/xlC+BDQGcmGSuJqe9dVc9QjlIl3upGR6+5Hev36Sf3GpCy7KRlZf/VDNWOap50jmg7PnlWQGgs/1KeuquJljo7G4U2rns7gtcKwK7EqIat8pDzZslnBWRwdqwA+7abh7w+ZUATmSOKlud4NtxUkqzW5q3RQ32AsqorNGEvF1fIcsbU6Ve0m7l3LKe6OPNEm52rNgVvcX3ZQWATvN2c0GlDb19gEKBDDjyAXq7n6G9lkLIKywIRBS8chcJoLMHqubCuMVQHLOO9QBOQqdappgvDLA5fZYDcU2FVh1KYu3HW+2nBstG3gAY8CHlGvrAfcJZEOfkW6XRne1bx+Rn9VuvA7AcSvJ2keCoJvtKTpaBsqkVh84ZmOxUmuOYMOnWNPNUDu/fo1QduTo9H4zjo7wpttKIxk9kUfP2rVgFWQXhOgC9psuAIhMW73rhLAPIG4OARFO25ToBEO9gsb8DTDar7O+hHv1scBoOOWp0u32VD4Y2LhTYIi3HKtJGHt4IwKmD26QJS8Z6TtNBmVIRGPDpteowuncwHQAiqCB4SlYEzhWjUyy5LzDDXm4YLzGRdND4iT1G5UB1bgCgHjAfDIyXZcAm/1EtWF3RZRMLXZqaQwBEHhk6wM6pOdjnzIoSZ5ORsEie83LC0BctUvdu8jXZAMCxaNhkGcARzJI5i5MB2fQcHHDw6sjc5ETs99kDSWP5YWzypMiKtQlhjUo2BnBEG9rkPyXBD+fqQ7Z8JBSaSs+mE942aZFopZLYSC+zrvJJcxucnd9c01Bp84lERY8xQj/yNrYD0MuI6iZ/bCWoRH6Yqa3ucxNUkvlGJoRsOvlyHLgBNoc1Z/XCKTlExmPnhH/ktHR4ve0AtJ0rJtdmyOdrGvgmS5tAUjOgZq0Gbeak6EXmq9EUvUjLJvVxEnTOD61aDnmqs1+ofmD4eh2we1tlHwCb+aHNJTGD7PiSLkOj2gzgnOTkXlZUZFellY/qApupy3N0GqdcK6HuQtfhOF7l2wNYckXDTMGHoktgBneFYBVEVyKKL2dzPKNcC0jOsoXJZ2hbkxnVXlAzyJQ/cnXD8Vjp8sbbA1h1c8q/coKAcseIRqAAsUpYpNMsrmbE/SA6aV3dpkRwu7dl8mYJe11DF9lHpaIbFu+IboqP5/iwGuLdy4GVEJMnsPtVXeZqLnvBjpspv/nSUeBCCfQDEDcdlQPoFj7WSIAV1yZ497xN3YzJF9IgA6o1uabu7OLRfcLlRicOmnjV5ELJRvFZEugHoGuKsTOZgYOPdYkmZL8O0e3UZ3z5IWs+0w8PwllijEJLJfAIAHqmmKZfMFdYluN6XViNbVgCPE//sCamyDcOGi1l6qLnHgfA3CX4gdb3IjNYZckn81d9zuU9s8wbXL15RqTitVe1ci5o3vJ1kTyj8IUSeAQAuUe8AqHzfLjPLSsfC4xEvLhiC797GpIDmLHfjaYbBB2slS+UYhRfLIFHBpD39BngBlMjDmgFUvUlMUHNZhw7l8tN7COm17ZXzp1EtqvFNC148JEBpB6yWbURKd8ZNwodALYwep/jbmB7RQTdoL5AePHIegnsB2B1BhhrsdgdI1pLt/lXoNroeUpLjkFHz4TWW0/Qyhp2BNBqQ87dzGCx1tLzxeXsxhiA/IwDd46JYkfLSnY2efw6AORXqXw4G5hYE2oBnKP1NpFbVLKRBK4PwPxiNA1SAg3eOo+DRFZTQosarTdI+bGR9KKa1RK4UgDH3stG0bS9Pvy51TDsUcEPDMA9RBRt9pRAANhTulF3UwIBYFNEUaCnBALAntKNupsSCACbIooCPSUQAPaUbtTdlEAA2BRRFOgpgQCwp3Sj7qYEAsCmiKJATwkEgD2lG3U3JRAANkUUBXpKIADsKd2ouymBALApoijQUwIBYE/pRt1NCQSATRFFgZ4SCAB7SjfqbkogAGyKKAr0lEAA2FO6UXdTAgFgU0RRoKcEAsCe0o26mxIIAJsiigI9JRAA9pRu1N2UQADYFFEU6CmBALCndKPupgQCwKaIokBPCQSAPaUbdTclEAA2RRQFekogAOwp3ai7KYEAsCmiKNBTAgFgT+lG3U0JBIBNEUWBnhIIAHtKN+puSiAAbIooCvSUwPdGom8gjpjdAgAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="23-11-16 U1L3-AngleExperiments2 BG"><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="-97.81476007338117" y="20.791169081776534" heading="282" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="21" 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="21" 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="21" 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="21" 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="253.33333333333334" y="122"><block s="clear"><comment w="68.5" collapsed="false">Script A. part b</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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="10" y="481"><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="26.333333333333343" y="288"><block s="clear"><comment w="68.5" collapsed="false">Script A. part c</comment></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="23-11-16 U1L3-AngleExperiments2 BG" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>