<snapdata remixID="12591261"><project name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAEAxJREFUeF7tnWl0FUUWgG8AE4GwJjqCo2zBBBREZzxzDBBZJBgEl4QlEFA22bdAQIYZTaIzGUwCYd9kkzUEAigoCLIYMJ45nqNIZImETUdwNFEJAZUtc25htfdV+r2XN3kv3em+/Sed7qp7q+/9XlVX1a1qv9LS0lLggy1gkAX8GECDLM9qhQUYQAbBUAswgIaan5UzgMyAoRZgAA01PytnAJkBQy3AABpqflbOADIDhlqAATTU/KycAWQGDLUAA2io+Vk5A8gMGGoBBtBQ87NyBpAZMNQCDKCh5mflDCAzYKgFGEBDzc/KGUBmwFALMICGmp+VM4DMgKEWYAANNT8rZwCZAUMtwAAaan5WzgAyA4ZagAE01PysnAFkBgy1AAPoofkb3BUMP35fqJvL1T0P1dgmOQOo4+r5CxfA+LHjtDt9YvvB5sxN4v/oPr1h6+YtuoDQezQPJlZl2oYwNw/KAP5moOd7x8C2Ldm65qrmfwfcunZd3MvNzYXw8HDddPQezaMmdqXLbmAygE48Xj84CH4qLBJ3p778MqS98YZHbNA8VJZHQmyQ2NYA3lHzTrj+8y+am7s91R327n5f/D99xgyYmZLiFQSoLKoDhatl8IrCKiTE1gCin65evQq1atUSLktMTobkxESfuo/qoLp9qtTEwm0H4MAXX4B1b63RXBIZ9RTs2bVb+3/L1mzoHR0j/m98/31w4auvxXnYgw/CyWPHxPmevXsgslukg1vpNZqWyqCyMbOqWy2bibnxWtFsByBaTu0g9O0fC1kbM4VRH2zbFo4dPSrOhwwfBquWrxDn9YIawqWiH8T508/0gnff2eHgBHqNpqUyqGyqU69MXvOwyQXZAkC9pm5maipMnzZNuCc/Px9CQ0Ndumrf/n3QtUtXkaZuwwZQ/MOPDunpNZrWmVCqk5ZFprdL82wLANGp7sbhatYJhJ8vlwj/17gzAG788qs4D23dGvKPH3fgqHqAP9z89ZrbazQvlUl16QHqrqwmr9Q8Kp6lAVRrkR69esJ7O3ZqBgoJC4WCk/kuDdbz2Wdg59vviDRv73gHnu31DLRu0waO5+U55JPXZBq8SfM6U6KWQS2j1WtCSwOoV/PRTgHe/8O9jeG/31wo07TWrlcXrlwqduAmsH49KPnpEvwjJQX+PmOGwz15TaahN6ks2lRT3ZheLZsdakLLA4iOVWsVtQn97rvv4O677xbM5BzKgYiOEQ5w/SU8HP6dmwttH3kEjn72mcsaU6aReWhiKpvqxDRqmdQye9SuVaHElgRQbzhDrV3oAPDGTZnQv1+scNtLI0fCm0uXivNOXbvAwX374fEOHeDjw4c9cqvMI2WosqlOdTBaLSvmteoQjSUBRIfpzcWqtUyzliFw9lSBAMu/Vk24dvVncS7hSZk5E2ZMn+4ReGpiKYNCTHXRMujVhM6epUKFMlFmywKINtYb3lBrGxq1og4Mo4x1G9bDwAFxENXzadi1810YO348LJw/X9eF8p5MK/PSxFSHGjGjNy2n9wwm4qfCRbEUgM7mVdWeplrrrFm3Fl4YOMjBmLIGffjRR+HzTz+FVg89BCe++AL87qgBpddvwKtJSfBaUpLII8/lPZlW5tWrjVWdapmc9dCtNndsKQARBhy2eC4m2mF6Da+rPU619pH09RvQHzZt2Oj0l/3CkMGwZtVqh/FBOd4n7znL7Ey2Wha1rCgPa87t2Vu1eesKVz0mEWA5AKVdcarr9aRkhxkO7HnuO7Bf63DQWujatWvg7+8vsst3xfuaNYWvz57TIlYoYLRWo+cyjayppAz6/kl10TJgx6Rr5y5ajxzLgjMmryQlalOFJuHGa8WwBICuAjz1Zh1oJwAtKYFYvHQJjB45Shh3zry5MGnCRFi0ZDGMGTVaXPtj0ybwn3PnxTmN8aPnNI3MK2VhPqmDQojX1TLhNVczJlYJarUEgPLniLF24Y+H64ZUqfO3aodDgtHruWdhx/a3tV94ano6TEtIcIABx/gaNbpHNIl4YJN/8eK3YqyQgiPzSmFSNgVdNq80IkdvrhnTYShX7se5Wsyi16ohAwVZCkBpRwx7SkxK1qJa5HUcCF67br02zofX6XuZBETWYrJj0PyBlnDmy1NCDEY64wzFnl27tAFrlBsZFSXWkcjIaZlHypAyKeDqOyGOQQ4aGFdmIByjaJKTErUwMQN58brqKg+gu+kqGgQgracOLNP3MwmKzEcHhdtHRMDxE8dhdno6DHlxsIMzVr21GiYnJEDrVq3ho5wccU/mlbJo86yOSeoNduuVnSp19+xep8UHAqs8gNIm+B42asRIp2H0enO7tPNA39Ok42VHoqSkBOo0qA/pqWkwJT7epRtmZWRAwrSpcPnHnyAwMFDrwFCYqC69IRq9skqlGN6/ZNlSbb2KD5ioVJGWAZBaDWue7pGRWjApvYdTYxjNTGc4ZE8V08kmU8LXpEVzSHr1Va3GW75yBZSUXIFOERHQrl07IfrIkSNwMCcHAgNrw/Chw8Q1rBGTXnsNzp8+o0FIx/qoTkyPMyYYVY1Tf+qBQa3v79mjRWdXKiE+VmZJAKnNcIyuZcsQLaRK3sNZirT0WWKQGQ/ssSJY2OGQTSfChwDhet8dO3dCm4faiLQnTp4QtVvm+vXi/9i4OMBaslVYK/F/3hd50KtnT7F+WMqQMrFjgqDKnjUOVk9NmCJmW+iBoVynThWUiUX0MQ+VLr7KA4iDuNlbt8KU+Mlul05i77VatWplAgvo7ILsPCBQm7O3CPAQJKzRUE+L5i1gbkaGAKttm9tAHs3LE6BOjI+H02dOQ0x0tKgxEVwEsU9MbwEs7czozWjge+CtW7e03rQzGrAjNCtjttAjF8xXOjleUljlAdSzAy4KuvjtRdi6ebMWRq+mw/nac+fOi+k1edBxNzmthqAsW7JEa4Lf2/UePBcTA8uXLYPxEyeKrPPnzoXhI0bA9uxs6BHVQ2uCR4waJZZ9Sll4Qx3bw2m7pk2biHlmvQPD+6P79IFG9zTSFkV5yfemEGNJAFXLYpRy3KBB0LxZc914Ppy92H/ggDbIjL3d6OefFx2ORx97DBo3bqQ14TgA/GFODhQXF0NpaalQ5efnB3Xr1oUnIiK03RWwCb1w4SJ8+skngB2Trdu2ab1j7A136dxZTOmpB8YTnjl7BtavXSuir61+VGkAcTOgzp06QUL8ZKfbZThzIEau4HvfoIEDHUDA5g07GrgBEf5dtHgJdOzQAbpHdoM3V6yAOoGBsCEzE2rUqCGgg1KA4svFcOPGDRgQGwuXS0rgpWHYadgLhw4fhjGjR4mOCZYV/9IdFhD8tevWifdBZxE2zsqP24CkZ8yGAwcPOt0sqSrAW6UBdGZg7E3OnT9fAHDlyhUIfSAUBvTvXyaMXs2P74ifH/0cFi9cKJrcOfPmwV//NkMsVsKpMnyPw5rvruBg+L6wULyv4VG9enUIDgoS1xBKfH/E2EJsbv/1zxSYNGGCeIccPXYsPNz2YbfveBjev2HjRsj/Mh9q164tfgATx48vsxa5KgDmroyWBNDdQ8v7GEa1KSsLThWcEuB0euIJmDxpkjYTgcMr3aKeEhEorycnw9Dhw0XNd/PmTdH84l8JIP7Fe1gTrly+HF5JTBSROXt37daGa3DGZPacOXDwww8FyC1DWkK/vn21sK7ylttK6WwNYHkciZ0ArAlzDh0SNVtQwyAoLCoUAGJcYPceUbBn717xHhgcHAxFRUWipozo2FHUfHItcXl02TENA+jG62UADAqCwsLbAIrj1i2o36ABjB8zFuLi4qDdn/8kwroYwPL9nGwNIDaTWZs3e9wEYzOLh2yCEUKoVk2zeIC/P2zZlCU6JK3Cwlw2wX379BHNu10PSwKodkLCQsOgf2xsuTshixYsgKGDh7jshBQWFWkA4uD2zevXHSCkQNX0D4AFCxfAmHHjyt0J2ZiZCSfzT3InxMy/zIoMw4ybMAEWLl4EA+PiYO3qt7THVIdhFi9ZCh3at9cfhqlTF8APRIcCa0UVwp5RUZCWmgZhYWG6wzCDBr8I69avh7Gjx8CCefM8MjUPw3hkLmMTy4HoZk2bQd6RI2UK424gGoNP5W5Y7gait2/bJmrCgIAAEZrl6UB0m3bt4Oy5szwQbSwyFdMup+Kys7Lgya5P6grz5VScX/VqAkIclqnoVNwH+z6AmL59eSquYkj4LrcMRpg8KR7SU1NdKqpoMMKW7GwIaRHiMhih4HQB9I6JgaFDh8KaNWtE0+ztYISEadNg9pwMDkbwHVbek4zhWCEhLcpsKPn/hmPheB9GReuFY2GTi8Mz3gjHwg0vCwpOcziW91CoPEkYexfZrRusXrGyjNKqGJA6eNhQMdgttwuuPEv6XpNlhmEqHpI/T8xc4OH7kPzfdXFIvjak73vafaHB3cIcTxcl3dvkfvjm/FcahHqLkmalpYlxQnqsXL0Kpkyd6nJRkpSN+XhR0m3rWaYGpDBUdFmmBMWbyzKlTF6W6VgNWQpAXJjePry9WESkHlZYmI6LnD7K/YgXpvuiKa2ITN9szXH7Pc07W3P8/s7HW3NYuAakj8abE1XkJ115eS3VBKPZfL09G87f4twx/QSDPJf3nLmPt2craxlLAViZG1RiKJcMo5LnvEGl5zWnpQBUH98XW/RiFI2zyBV5j7foLT+IlgWQNykvPwRGprQkgPyZBiOR8ky3JQFUTeCtD9VgrJ5ePCHVJ9Pwh2rKB6LlAVSn6vhTXeUDo7JSWRpAb3yskH4HWH6IkH73VzpKXqMfK9T7rrDqWP5YYRUPRijvL9Vd0AJ/rrW8lvRuOkvXgNJU3vhgNYbGy/B+dx+spmmduYs/WH3bMrYAUIVAHaLBabusjZkiGW1eMRBUBrXWC2oIl4p+EGn0mlZ6jaalMqhsqhNl6g0bebeuMac02wGoDtGon2vAUK7e0THCW7TDggudTh47Jq7jumPc5pce9BpNS2VQ2ZhX1W3VL2K6Qt92AKrGoM0zhjvphXJ5s+6gOqz+NfTy2M3WAKpzxxhPuHf3+8JuuBv9zJSU8tjQbRoqi+rAjFb7+KBbYygJbA2gK2PRz2/hMkh3Sz5VWTQPleWpg6yengH8zcOuglppBwG3xAgPD9flgt5z1amwynfevPHjYAB1rKiOGdLPqeLO97hrvt5B76mfYHU3DukNZ1ZFGQygh17DDZFw/2i9w9U9D9XYJjkDaBtXm/NBGUBz+sU2pWIAbeNqcz4oA2hOv9imVAygbVxtzgdlAM3pF9uUigG0javN+aAMoDn9YptSMYC2cbU5H5QBNKdfbFMqBtA2rjbngzKA5vSLbUrFANrG1eZ8UAbQnH6xTakYQNu42pwPygCa0y+2KRUDaBtXm/NBGUBz+sU2pWIAbeNqcz4oA2hOv9imVAygbVxtzgdlAM3pF9uUigG0javN+aAMoDn9YptSMYC2cbU5H5QBNKdfbFMqBtA2rjbng/4PMr9YTYuyIiAAAAAASUVORK5CYII=</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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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="-4.547473508864641e-13" y="3.410605131648481e-13" heading="300" 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="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="428.66666666666663" y="14.666666666666657"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></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="617" y="218"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></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="802" y="26"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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="27.666666666666657" y="125"><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="105" y="453"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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="153" y="667.6666666666667"><block s="forward"><l>-100</l></block></script><script x="547" y="464"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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><script x="397" y="672.6666666666667"><block s="forward"><l>-100</l></block></script><script x="843" y="534"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="doRepeat"><l>60</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>60</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>