<snapdata remixID="10443006"><project name="Marilyn Ramirez Lab 2.1 Squares and Triangles Redux " 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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="55.782688945538894" y="-58.782688945538325" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,117,20,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="27.000000000000142"><block s="receiveKey"><l><option>1</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="bubble"><l>Square!</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="hide"></block></script><script x="177.50000000000034" y="28.00000000000017"><block s="receiveKey"><l><option>2</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Triangle!!</l></block><block s="setColor"><color>31,255,36,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block></script></block><block s="hide"></block></script><script x="335.50000000000045" y="26.000000000000057"><block s="receiveKey"><l><option>3</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Diamond!</l></block><block s="setColor"><color>255,179,117,1</color></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><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></block><block s="hide"></block></script><script x="492.50000000000114" y="29"><block s="receiveKey"><l><option>4</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Pentagon!</l></block><block s="setColor"><color>97,178,255,1</color></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block></script></block><block s="hide"></block></script><script x="658.333333333334" y="29"><block s="receiveKey"><l><option>5</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Parallelogram!</l></block><block s="setColor"><color>255,66,102,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>200</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block><block s="hide"></block></script><script x="831" y="31"><block s="receiveKey"><l><option>6</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="bubble"><l></l></block><block s="setColor"><color>255,31,216,1</color></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script></script></block></script><script x="1007.0000000000002" y="31.999999999999773"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="16" y="390"><block s="receiveKey"><l><option>7</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="bubble"><l>Square!</l></block><block s="setColor"><color>0,41,12,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="turn"><l>36</l></block><block s="forward"><l>50</l></block></script></block></script><script x="209" y="392"><block s="receiveKey"><l><option>8</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="bubble"><l>circle!</l></block><block s="setColor"><color>255,117,20,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>150</l><script><block s="turn"><l>3</l></block><block s="forward"><l>3</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Marilyn Ramirez Lab 2.1 Squares and Triangles Redux " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>