<snapdata remixID="10687026"><project name="Lab 2.1 - Loops" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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="true" sublistIDs="false" scheduled="false" 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s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="1044" y="10"><block s="receiveKey"><l><option>6</option></l></block><block s="show"></block><block s="bubble"><l>Star</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,219,10,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="242" y="517"><block s="receiveKey"><l><option>8</option></l></block><block s="show"></block><block s="bubble"><l>Circle</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>97,255,63,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turnLeft"><l>1</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="463" y="546.6666666666666"><block s="receiveKey"><l><option>9</option></l></block><block s="show"></block><block s="bubble"><l>flower</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,16,171,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="turnLeft"><l>45</l></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>2</l></block><block s="turnLeft"><l>2</l></block></script></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="684" y="559.6666666666666"><block s="receiveKey"><l><option>0</option></l></block><block s="show"></block><block s="bubble"><l>...</l></block><block s="setHeading"><l>0</l></block><block s="setColor"><color>21,5,0,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1 - Loops" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>