<snapdata remixID="9970670"><project name="conditional 2" 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="216" y="198" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="253,35,0,1" 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="406" y="29"><block s="clear"></block></script><comment x="395" y="89.66666666666666" w="90" collapsed="false">well when you click the space bar the sprite will go to your mouse and begin to draw wherever your mouse is and is you go below the middle of the stage, then the sprite will change colors.</comment><script x="132" y="49.833333333333485"><block s="receiveKey"><l><option>space</option></l></block><block s="up"></block><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doWait"><l>2</l></block><block s="down"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>253,35,0,1</color></block></script><script><block s="setColor"><color>17,0,226,1</color></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="conditional 2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>