<snapdata remixID="9927557"><project name="Shapes - colours/width lab revised" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Hey, this is a project for computer&apos;s 9&#xD;It&apos;s an experimentation, the first assignment.&#xD;&#xD;Shapes:&#xD;1 - Square&#xD;2 - Triangle&#xD;3 - Pentagon&#xD;4 - Diamond&#xD;5 - Parallelogram&#xD;6 - Star&#xD;&#xD;Instructions:&#xD;&#xD;- Press the [W] key to increase the pen size&#xD;- Press the [S] key to decrease the pen size&#xD;- Put your cursor over a selected colour than select a shape to be drawn in the chosen colour&#xD;- Press space to clear the canvas </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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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