<snapdata remixID="8899506"><project name='Nonagon' app='Snap! 5.1, http://snap.berkeley.edu' version='1'>
  <notes>just click the green button</notes>
  <thumbnail>data:image/png;base64,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</thumbnail>
  <stage inheritance='true' id='1' volume='100' height='360' tempo='60' lines='round' width='480' sublistIDs='false' name='Stage' threadsafe='false' codify='false' color='255,255,255,1' scheduled='false' pan='0' ternary='false' costume='0'>
    <pentrails>data:image/png;base64,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</pentrails>
    <costumes>
      <list id='2' struct='atomic'/>
    </costumes>
    <sounds>
      <list id='3' struct='atomic'/>
    </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='150' costume='0' color='31,20,0,1' pan='0' draggable='true'>
        <costumes>
          <list id='9' struct='atomic'/>
        </costumes>
        <sounds>
          <list id='10' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='195' y='109'>
            <block s='receiveGo'/>
            <block s='clear'/>
            <custom-block s='Make a hexagon %s'>
              <l>50</l>
            </custom-block>
          </script>
        </scripts>
      </sprite>
    </sprites>
  </stage>
  <hidden/>
  <headers/>
  <code/>
  <blocks>
    <block-definition s='Make a hexagon %&apos;counter&apos;' category='variables' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs>
        <input type='%s'/>
      </inputs>
      <script>
        <block s='doFor'>
          <l>i</l>
          <l>1</l>
          <block var='counter'/>
          <script>
            <block s='setSize'>
              <l>2</l>
            </block>
            <block s='setColor'>
              <color>31,20,0,1</color>
            </block>
            <block s='down'/>
            <block s='doRepeat'>
              <block var='i'/>
              <script>
                <block s='forward'>
                  <block s='reportSum'>
                    <block var='i'/>
                    <l>10</l>
                  </block>
                </block>
                <block s='turn'>
                  <l>40</l>
                </block>
              </script>
            </block>
          </script>
        </block>
        <block s='up'/>
        <block s='gotoXY'>
          <l>0</l>
          <l>0</l>
        </block>
      </script>
    </block-definition>
  </blocks>
  <variables/>
</project><media name="Nonagon" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>