<snapdata remixID="12848559"><project name="U2L3-Predicates" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L3-Predicates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="12.5" y="95.03333333333325"><block s="write"><l>Hello!</l><l>12</l></block></script></scripts></block-definition><block-definition s="color change" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicLessThan"><list><l>70</l><block s="yPosition"></block></list></block><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="setColor"><color>209,0,61,1</color></block></script><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>70</l></list></block></list></block><script><block s="setColor"><color>72,35,255,1</color></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>44,255,59,1</color></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></list><comment w="90" collapsed="false">This makes the color positions, so when the sprite gets to a certain ponit it chnages colors</comment></block></script></block-definition><block-definition s="pen up" type="predicate" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></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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</pentrails><costumes><list struct="atomic" id="69"></list></costumes><sounds><list struct="atomic" id="70"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-559" y="-259" heading="56" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="44,255,59,1" pen="tip" id="75"><costumes><list struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="setSize"><l>3</l><comment w="90" collapsed="false">I just made the pen a little thicker in size to its more noticeable</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l><comment w="90" collapsed="false">this follows the mouse pointer</comment></block><block s="forward"><l>1</l></block><custom-block s="color change"><comment w="90" collapsed="false">This is the block I created, and inside is more annotations</comment></custom-block><block s="doIfElse"><block s="reportMouseDown"><comment w="90" collapsed="false">if the mouse board is down the pen will draw, if its not down it will not draw anything</comment></block><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="down"></block></script><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="up"></block></script></block></script><comment w="90" collapsed="false">my forever loop</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U2L3-Predicates" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>