<snapdata remixID="8831654"><project name="Lab 1.3 Squares and Triangles" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="100" y="50" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="5" color="20,224,0,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Black" center-x="6" center-y="6" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAMCAYAAABWdVznAAAArElEQVQoU73RsY5BQRSH8d8tPIDKdhKJROFFbHZLGoWOiIfAO0jEdltoKIUnUShEoqPyCGTkjnCzGypTnfnP903OzEk8ri6aqKbxGlOMI5akRR6/+M5cELcLtHCKwgTtf+AY/6AThBpWT+B4/BmEAfovCsP3C0cUMu3dZ9eWctiglIIHfPxR71CJ31rH7MnDG5hHIbBfGKGYEffoYRnyeyFyYdplnLFFmPJtXQCPGB1bipxNXgAAAABJRU5ErkJggg==" id="10"/></item><item><costume name="Red" center-x="6" center-y="6" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAMCAYAAABWdVznAAAAXElEQVQoU2NkQAL/BRn+I/NhbMb3DIxwNpQh+F+Q4R02xUiahBgYGN6DdeIyGd0AkE2MxCqG2zQcNDAwMLD+F2T4hS9IkYKWjfRghekmFFqw2IZHOS6NyMkCpAYAuAAgXaJRGrkAAAAASUVORK5CYII=" id="11"/></item><item><costume name="Blue" center-x="6" center-y="6" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAMCAYAAABWdVznAAAAXElEQVQoU2NkQAZs+/+j8GGcX46MMCaMIcjAtv8dVsUITUIMDAzvIRpwmYxuwi9HRkaiFUM1Dw8NDAysDGz7f+ENUkTQspERrDDdhOICGtvwKIc7CV0jUrIAqQEAbAke5oHdNtYAAAAASUVORK5CYII=" id="12"/></item><item><costume name="Yellow" center-x="7" center-y="7" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAOCAYAAAAfSC3RAAAATUlEQVQ4T2NkQAM/PzD8RxcD8dkFGBiRxVE4uDTBNCBrhmskpAldM1gjsZqQNTOSqgmmeURoJDtUKdJIimZY6qE8ySEnYPREgZ7AQWoB48Mpl5lELoIAAAAASUVORK5CYII=" id="13"/></item><item><costume name="Green" center-x="7" center-y="7" 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