<snapdata remixID="12608398"><project name="Triangles and Squares" 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="Triangles and Squares"><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="85" y="-85" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="80.51171875" y="10"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="clear"></block><block s="gotoXY"><l>-200</l><l>75</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="up"></block></script><script x="263.51171875" y="12.166666666666657"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="gotoXY"><l>-200</l><l>-45</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="up"></block></script><script x="444.51171875" y="16"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="gotoXY"><l>-150</l><l>-155</l></block><block s="setHeading"><l>60</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="up"></block></script><script x="644.51171875" y="18"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="gotoXY"><l>100</l><l>30</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="up"></block></script><script x="641.51171875" y="405.83333333333337"><block s="up"></block></script><script x="193.51171875" y="293.33333333333337"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="gotoXY"><l>85</l><l>-85</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block></script><script x="421.51171875" y="350.33333333333337"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script><script x="549.51171875" y="449.8333333333335"><block s="receiveGo"></block></script><script x="431.51171875" y="514.1666666666667"><block s="setColor"><color>145,26,68,1</color></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Triangles and Squares" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>