<snapdata remixID="14197952"><project name="malevich" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes>My completion of the "Malevich" challenge in my computer science course.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="malevich"><notes>My completion of the "Malevich" challenge in my computer science course.</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives><block-definition s="set pen color to %&apos;color&apos;" type="command" category="pen" selector="setColor" primitive="setColor"><header></header><code></code><translations></translations><inputs><input type="%clr" readonly="true" irreplaceable="true"></input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>setColor</l></block><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block var="color"/></list></block></script></block-definition><block-definition s="pen %&apos;#1&apos;" type="reporter" category="pen" selector="getPenAttribute" primitive="getPenAttribute"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true" irreplaceable="true">$_hue<options>size=$_size&#xD;hue=$_hue&#xD;saturation=$_saturation&#xD;brightness=$_brightness&#xD;transparency=$_transparency&#xD;&#126;&#xD;r-g-b-a=$_r-g-b-a</options></input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>getPenAttribute</l></block></script></block-definition></primitives><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="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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