<snapdata remixID="12428276"><project name="Shapes" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Shapes"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="start a program" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-220</l><l>-160</l></block><block s="doAsk"><l>Width?</l></block><block s="doSetVar"><l>Width</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Length?</l></block><block s="doSetVar"><l>Length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Turn angle</l></block><block s="doSetVar"><l>Turn angle</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>x starting value</l></block><block s="doSetVar"><l>x start</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>y starting value</l></block><block s="doSetVar"><l>y start</l><block s="getLastAnswer"></block></block><block s="gotoXY"><block var="x start"/><block var="y start"/></block><block s="bubble"><l>Click the down arrow to draw a shape..</l></block></script></block-definition></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" 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