<snapdata remixID="13110179"><project name="conditional blocks" 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="conditional blocks"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(3)" idx="3" x="219.0624032017049" y="188.05292184549813" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,24,215,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="236"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="291" y="458"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></script><script x="489.275" y="268.66666666666663"><block s="reportMouseY"></block></script><script x="340.7427734375" y="344.5000000000001"><block s="reportMouseX"></block></script><script x="20" y="10"><block s="receiveGo"></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="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>247,34,0,1</color></block></script><script><block s="setColor"><color>0,24,215,1</color></block></script></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="216.64652664805547" y="190.46879839914757" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,24,215,1" pen="tip" id="52"><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></list></sounds><blocks></blocks><variables></variables><scripts><script x="64.64160156249989" y="209.50000000000006"><block s="xPosition"></block></script><script x="409" y="76.89999999999998"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="228" y="133.00000000000006"><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="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>247,34,0,1</color></block></script><script><block s="setColor"><color>0,24,215,1</color></block></script></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="221.96674372813607" y="192.89864616272487" heading="133" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,24,215,1" pen="tip" id="88"><costumes><list struct="atomic" id="89"></list></costumes><sounds><list struct="atomic" id="90"></list></sounds><blocks></blocks><variables></variables><scripts><script x="425.33333333333326" y="20.166666666666742"><block s="receiveGo"></block><block s="down"></block></script><script x="48.333333333333314" y="355"><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="direction"></block><l>180</l></list></block><block s="reportVariadicLessThan"><list><block s="direction"></block><l>270</l></list></block></list></block><script><block s="setColor"><color>255,35,35,1</color></block></script><script><block s="setColor"><color>49,255,5,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script><script x="49.333333333333286" y="168.0000000000001"><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="direction"></block><l>90</l></list></block><script><block s="setSize"><l>5</l></block></script><script><block s="setSize"><l>1</l></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script><script x="44.333333333333286" y="10"><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>-1</l></list></block><script><block s="setColor"><color>249,6,0,1</color></block></script><script><block s="setColor"><color>51,255,18,1</color></block></script></block></script></block></script><script x="421.33333333333337" y="145.56666666666678"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="43.3333333333334" y="565.233333333333"><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="direction"></block><l>30</l></list></block><block s="reportVariadicEquals"><list><block s="direction"></block><l>60</l></list></block></list></block><script><block s="setSize"><l>10</l></block><block s="setColor"><color>0,77,205,1</color></block></script><script><block s="setSize"><l>1</l></block><block s="setColor"><color>244,107,0,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script><script x="34.66666666666663" y="785.733333333333"><block s="receiveGo"></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="reportVariadicLessThan"><list><block s="reportMouseX"></block><l>0</l></list></block><script><block s="setColor"><color>247,34,0,1</color></block></script><script><block s="setColor"><color>0,24,215,1</color></block></script></block></script></block></script><script x="29" y="1000.8999999999996"><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="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>247,34,0,1</color></block></script><script><block s="setColor"><color>0,24,215,1</color></block></script></block></script></block></script><script x="365" y="762.6333333333332"><block s="clear"></block></script><script x="390" y="874.8"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="256.02311197916663" y="797.3999999999996"><block s="yPosition"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="conditional blocks" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>