<snapdata remixID="12698949"><project name="21-22 U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="21-22 U1L3.1 Student"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>70</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Pentagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>75</l></block><block s="turn"><l>72.5</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>70</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Hexagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>70</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="1: Experiments" idx="1" x="-100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="157,41,255,1" pen="tip" id="60"><costumes><list struct="atomic" id="61"></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><script x="10" y="160.39999999999998"><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block></script><comment x="209" y="12.666666666666629" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="383" y="14.666666666666629" w="154" collapsed="false">EXPERIMENT!  Change the inputs (arguments) to the repeat, move, and turn blocks.  Observe the impact each change has on the drawings on the stage.</comment><comment x="183.6396484375" y="161.33333333333337" w="90" collapsed="false">To make copies of this script, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="-203" y="-107" heading="234.76" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="105.04000000000003,255,92.00000000000001,1" pen="tip" id="86"><costumes><list struct="atomic" id="87"></list></costumes><sounds><list struct="atomic" id="88"></list></sounds><blocks></blocks><variables><variable name="side 1"><l>64</l></variable></variables><scripts><comment x="232" y="20.666666666666657" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="251" y="144"><block s="doRepeat"><l>50</l><script><block s="down"></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="changePenColorDimension"><l><option>brightness</option></l><block s="reportRandom"><l>0</l><l>100</l></block></block><block s="setHeading"><l><option>random</option></l></block><block s="doRepeat"><l>2</l><script><block s="forward"><block var="side 1"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="side 2"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="floodFill"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="doSetVar"><l>side 1</l><block s="reportRandom"><l>40</l><l>90</l></block></block><block s="doSetVar"><l>side 2</l><block s="reportRandom"><l>40</l><l>90</l></block></block></script></block></script><script x="10" y="17.00000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="clear"></block></script><script x="253" y="545.5"><block s="down"></block></script><script x="96" y="470.5"><block s="setXPosition"><l>5</l></block></script></scripts></sprite><watcher scope="3: Epic Challenge" var="side 1" style="normal" x="10" y="10" color="243,118,29"/><watcher var="side 2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher scope="2: Polygon" var="sides" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher scope="2: Polygon" var="Side Length" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><sprite name="2: Polygon" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="158"><costumes><list struct="atomic" id="159"></list></costumes><sounds><list struct="atomic" id="160"></list></sounds><blocks><block-definition s="Polygons %&apos;sides&apos; %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="down"></block><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="sides"><l>7</l></variable><variable name="Side Length"><l>20</l></variable></variables><scripts><script x="18" y="20.00000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><comment x="228" y="31.666666666666657" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><comment x="396" y="31.666666666666657" w="189" collapsed="false">FIRST: Make a triangle, square, pentagon, and hexagon&#xD;NEXT: Look for the pattern.  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