<snapdata remixID="10589398"><project name="U1-Row of house" 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="-1.864464138634503e-11" y="6.0538241086760536e-12" heading="20" scale="1" volume="100" pan="0" rotation="0" draggable="true" costume="0" color="80,80,80,1" 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="485" y="154.66666666666666"><block s="down"></block></script><script x="371" y="67"><block s="clear"></block></script><script x="515" y="56.99999999999997"><block s="doGotoObject"><l><option>center</option></l></block></script><script x="54" y="178.66666666666666"><custom-block s="draw house size, %s"><l>4</l></custom-block></script><script x="146" y="355.66666666666663"><custom-block s="draw square size, %s"><l></l></custom-block><custom-block s="draw triangle, size %s"><l></l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw square size, %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block></script></block-definition><block-definition s="draw triangle, size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block></script></block-definition><block-definition s="draw house size, %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doUntil"><block s="reportGreaterThan"><block s="reportSum"><block s="xPosition"></block><block var="size"/></block><l>240</l></block><script><custom-block s="draw triangle, size %s"><l>4</l></custom-block><custom-block s="draw square size, %s"><l>4</l></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1-Row of house" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>