<snapdata remixID="9234415"><project name="RowOfHousesPam" 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 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s="forward"><l>50</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="changePenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>10</l><l>90</l></block></block><block s="down"></block><block s="forward"><l>52</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="House" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="NumRows"/><l>1</l></block><script><block s="doRepeat"><block var="NumHouses"/><script><custom-block s="Square"></custom-block><block s="turn"><l>-60</l></block><custom-block s="Triangle"></custom-block><block s="setHeading"><l>90</l></block><block s="forward"><l>50</l></block></script></block></script><script><block s="doRepeat"><block s="reportQuotient"><block var="NumHouses"/><block var="NumRows"/></block><script><custom-block s="Square"></custom-block><block s="turn"><l>-60</l></block><custom-block s="Triangle"></custom-block><block s="setHeading"><l>90</l></block><block s="forward"><l>50</l></block></script></block><block s="doGlide"><l>1</l><l>-144</l><l>101</l></block><block s="doRepeat"><block s="reportQuotient"><block var="NumHouses"/><block var="NumRows"/></block><script><custom-block s="Square"></custom-block><block s="turn"><l>-60</l></block><custom-block s="Triangle"></custom-block><block s="setHeading"><l>90</l></block><block s="forward"><l>50</l></block></script></block></script></block></script></block-definition></blocks><variables><variable name="NumHouses"><l>10</l></variable><variable name="NumRows"><l>2</l></variable></variables></project><media name="RowOfHousesPam" 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