<snapdata remixID="9481637"><project name="Row of Houses" 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" id="1"><pentrails>data:image/png;base64,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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="175" y="-150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="9.999999999999993,255,218.0000000000001,1" 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="310" y="61"><block s="receiveGo"></block><block s="gotoXY"><l>-200</l><l>-150</l></block><block s="down"></block><block s="setColor"><color>255,10,47,1</color></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many houses would you like to draw?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>75</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>75</l></block><block s="turn"><l>30</l></block><block s="forward"><l>75</l></block><block s="turn"><l>120</l></block><block s="forward"><l>75</l></block><block s="turn"><l>30</l></block><block s="forward"><l>75</l></block><block s="turnLeft"><l>90</l></block></script></block></script><script x="94" y="62"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Row of Houses" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>