<snapdata remixID="8755747"><project name='Polygon' app='Snap! 5.1, http://snap.berkeley.edu' version='1'>
  <notes>1 to draw left and right to rotate by 15 degrees. Space to clear. 2 to go to x0, y0.</notes>
  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</thumbnail>
  <stage inheritance='true' id='1' volume='100' height='360' tempo='60' lines='round' width='480' name='Stage' sublistIDs='false' threadsafe='false' codify='false' color='255,255,255,1' scheduled='false' pan='0' ternary='false' costume='0'>
    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</pentrails>
    <costumes>
      <list struct='atomic' id='2'/>
    </costumes>
    <sounds>
      <list struct='atomic' id='3'/>
    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
    <sprites>
      <sprite x='0' pen='tip' id='8' y='0' name='Sprite' idx='1' volume='100' rotation='1' scale='1' heading='90' draggable='true' color='80,80,80,1' pan='0' costume='0'>
        <costumes>
          <list struct='atomic' id='9'/>
        </costumes>
        <sounds>
          <list struct='atomic' id='10'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='93' y='111'>
            <block s='receiveGo'/>
          </script>
          <script x='97' y='163'>
            <block s='receiveKey'>
              <l>
                <option>2</option>
              </l>
            </block>
            <block s='gotoXY'>
              <l>0</l>
              <l>0</l>
            </block>
          </script>
          <script x='478' y='169'>
            <block s='receiveKey'>
              <l>
                <option>1</option>
              </l>
            </block>
            <custom-block s='Draw octagon %s'>
              <l>50</l>
            </custom-block>
          </script>
          <script x='348' y='54'>
            <block s='receiveKey'>
              <l>
                <option>space</option>
              </l>
            </block>
            <block s='clear'/>
          </script>
          <script x='124' y='403'>
            <block s='receiveKey'>
              <l>
                <option>left arrow</option>
              </l>
            </block>
            <block s='turnLeft'>
              <l>15</l>
            </block>
          </script>
          <script x='137' y='310'>
            <block s='receiveKey'>
              <l>
                <option>right arrow</option>
              </l>
            </block>
            <block s='turn'>
              <l>15</l>
            </block>
          </script>
        </scripts>
      </sprite>
    </sprites>
  </stage>
  <hidden/>
  <headers/>
  <code/>
  <blocks>
    <block-definition s='draw square' category='variables' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs/>
      <script>
        <block s='doRepeat'>
          <l>4</l>
          <script>
            <block s='forward'>
              <l>50</l>
            </block>
            <block s='turn'>
              <l>90</l>
            </block>
          </script>
        </block>
      </script>
    </block-definition>
    <block-definition s='draw triangle' category='variables' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs/>
      <script>
        <block s='doRepeat'>
          <l>3</l>
          <script>
            <block s='forward'>
              <l>50</l>
            </block>
            <block s='turn'>
              <l>-120</l>
            </block>
          </script>
        </block>
      </script>
    </block-definition>
    <block-definition s='house block' category='variables' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs/>
      <script>
        <block s='down'/>
        <custom-block s='draw square'/>
        <custom-block s='draw triangle'/>
        <block s='forward'>
          <l>50</l>
        </block>
      </script>
    </block-definition>
    <block-definition s='houses block' category='variables' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs/>
      <script>
        <block s='doUntil'>
          <block s='reportGreaterThan'>
            <block s='xPosition'/>
            <l>190</l>
          </block>
          <script>
            <block s='down'/>
            <custom-block s='draw square'/>
            <custom-block s='draw triangle'/>
            <block s='forward'>
              <l>50</l>
            </block>
          </script>
        </block>
      </script>
    </block-definition>
    <block-definition s='Draw octagon %&apos;length&apos;' category='variables' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs>
        <input type='%s'/>
      </inputs>
      <script>
        <block s='down'/>
        <block s='doRepeat'>
          <l>8</l>
          <script>
            <block s='forward'>
              <block var='length'/>
            </block>
            <block s='turnLeft'>
              <l>45</l>
            </block>
          </script>
        </block>
      </script>
    </block-definition>
  </blocks>
  <variables/>
</project><media name="U2L3 Groups of houses" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>