<snapdata remixID="12265321"><project name="Lab 2.2 - Pseudocode" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 2.2 - Pseudocode"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-150" y="-100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219,21,0,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="6.25" y="6.25"><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>66,239,0,1</color></block><block s="down"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>8</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="forward"><l>40</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>5</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="forward"><l>20</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="199.8076923076924" y="15.708333333333258"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-100</l><l>100</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>40</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block><block s="up"></block><block s="gotoXY"><l>100</l><l>100</l></block><block s="down"></block><block s="setColor"><color>2,0,210,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>40</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>1,220,1,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>40</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>219,21,0,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>40</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="11.25" y="429.77083333333366"><block s="clear"></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block></script></scripts></sprite><watcher var="Sides" style="normal" x="9.999999999999773" y="9.999999999999986" color="243,118,29" hidden="true"/><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="41.200001999999984" color="4,148,220"/></sprites></stage><variables><variable name="Sides"><l>6</l></variable></variables></scene></scenes></project><media name="Lab 2.2 - Pseudocode" app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>