<snapdata remixID="11672090"><project name="Anja Ball - Unit 1 Assessment" app="Snap! 7, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="16"></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="0" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="79.2,25.999999999999986,145,1" pen="tip" id="22"><costumes><list struct="atomic" id="23"></list></costumes><sounds><list struct="atomic" id="24"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="clear"></block></script><script x="20" y="55.83333333333326"><block s="doReport"><block s="reportRandom"><l>1</l><block var="size"/></block><comment w="90" collapsed="false">1a</comment></block></script><script x="20" y="112.83333333333326"><block s="doReport"><block s="reportRandom"><l>1</l><block s="reportVariadicProduct"><list><l>2</l><block var="size"/></list></block></block><comment w="90" collapsed="false">1b</comment></block></script><script x="20" y="169.83333333333326"><block s="down"><comment w="90" collapsed="false">Number 2</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script><script x="20" y="415.3333333333335"><block s="clear"><comment w="90" collapsed="false">Number 3</comment></block><block s="up"></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>size</l><l>100</l></block><block s="down"></block><block s="doRepeat"><l>7</l><script><custom-block s="Square %s"><block var="size"/></custom-block><block s="forward"><block var="size"/></block><block s="doChangeVar"><l>size</l><l>-15</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script><script x="20" y="668.5000000000002"><block s="clear"><comment w="90" collapsed="false">just a fun thing i made</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="doForever"><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="turn"><l>45</l></block></script></block></script></scripts></sprite><watcher var="size" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="size"><l>-5</l></variable></variables></scene></scenes></project><media name="Anja Ball - Unit 1 Assessment" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>