<snapdata remixID="8664665"><project name="U1L3.2 Blocks and&#xD;inputs" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="false" 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="200" y="50" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,87,112,1" 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="287.66666666666646" y="10.000000000000014"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="47.66666666666649" y="14"><block s="up"></block><block s="gotoXY"><l>-200</l><l>-100</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><custom-block s="Draw Square %s"><l>50</l></custom-block><block s="up"></block><block s="forward"><l>100</l></block><block s="down"></block><custom-block s="Draw Triangle %s"><l>50</l></custom-block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="Draw Hexagon %s"><l>100</l></custom-block><block s="up"></block><block s="gotoXY"><l>200</l><l>0</l></block><block s="down"></block><custom-block s="Draw Polygon with %s sides %s lengths"><l>5</l><l>200</l></custom-block><block s="up"></block><block s="gotoXY"><l>100</l><l>-150</l></block><block s="down"></block><custom-block s="Draw Hexagon %s"><l>10</l></custom-block><block s="turn"><l>120</l></block><custom-block s="Draw Hexagon %s"><l>10</l></custom-block><block s="turnLeft"><l>120</l></block><custom-block s="Draw Hexagon %s"><l>10</l></custom-block><block s="up"></block><block s="gotoXY"><l>-200</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doUntil"><block s="reportGreaterThan"><block s="xPosition"></block><l>190</l></block><script><custom-block s="Draw Row Of Houses %s"><l>100</l></custom-block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw Square %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="setColor"><color>36,181,255,1</color></block><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block><block s="doPlayNote"><l>60</l><l>0.5</l></block></script></block></script></block-definition><block-definition s="Draw Triangle %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,87,112,1</color></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>120</l></block></script></block></script></block-definition><block-definition s="Draw Row Of Houses %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><custom-block s="Draw Square %s"><l>100</l></custom-block><custom-block s="Draw Triangle %s"><l>100</l></custom-block><block s="up"></block><block s="forward"><block var="size"/></block><block s="down"></block></script></block></script></block-definition><block-definition s="Draw Hexagon %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>7</l><script><block s="setColor"><color>199,7,0,1</color></block><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script></block-definition><block-definition s="Draw Polygon with %&apos;sides&apos; sides %&apos;size&apos; lengths" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3.2 Blocks and
inputs" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>