<snapdata remixID="8667614"><project name='centralstar' app='Snap! 5.1, http://snap.berkeley.edu' version='1'>
  <notes>My Turtlestitch pattern</notes>
  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</thumbnail>
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</pentrails>
    <costumes>
      <list id='2' struct='atomic'/>
    </costumes>
    <sounds>
      <list id='3' struct='atomic'/>
    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
    <sprites>
      <sprite draggable='true' x='90.00000000000023' pen='tip' id='8' y='-60' name='Sprite' idx='1' volume='100' rotation='1' scale='1' color='0,0,0,1' hidden='true' pan='0' heading='240' costume='0'>
        <costumes>
          <list id='9' struct='atomic'/>
        </costumes>
        <sounds>
          <list id='10' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='69' y='10'>
            <block s='receiveGo'/>
            <block s='doSetVar'>
              <l>triangleLength</l>
              <l>120</l>
            </block>
            <block s='gotoXY'>
              <l>90</l>
              <l>-60</l>
            </block>
            <block s='setHeading'>
              <l>0</l>
            </block>
            <block s='clear'/>
            <block s='down'/>
            <block s='doRepeat'>
              <l>6</l>
              <script>
                <block s='doRepeat'>
                  <l>3</l>
                  <script>
                    <block s='forward'>
                      <block var='triangleLength'/>
                    </block>
                    <block s='turn'>
                      <l>120</l>
                    </block>
                  </script>
                </block>
                <block s='forward'>
                  <block s='reportProduct'>
                    <l>.25</l>
                    <block var='triangleLength'/>
                  </block>
                </block>
                <block s='doRepeat'>
                  <l>3</l>
                  <script>
                    <block s='forward'>
                      <block s='reportProduct'>
                        <l>.5</l>
                        <block var='triangleLength'/>
                      </block>
                    </block>
                    <block s='turn'>
                      <l>120</l>
                    </block>
                  </script>
                </block>
                <block s='doRepeat'>
                  <l>3</l>
                  <script>
                    <block s='forward'>
                      <block s='reportProduct'>
                        <l>.25</l>
                        <block var='triangleLength'/>
                      </block>
                    </block>
                    <block s='turn'>
                      <l>90</l>
                    </block>
                    <block s='forward'>
                      <block s='reportProduct'>
                        <block s='reportMonadic'>
                          <l>
                            <option>sin</option>
                          </l>
                          <l>60</l>
                        </block>
                        <block s='reportProduct'>
                          <l>.5</l>
                          <block var='triangleLength'/>
                        </block>
                      </block>
                    </block>
                    <block s='turn'>
                      <l>150</l>
                    </block>
                  </script>
                </block>
                <block s='forward'>
                  <block s='reportProduct'>
                    <l>-.25</l>
                    <block var='triangleLength'/>
                  </block>
                </block>
                <block s='turn'>
                  <l>60</l>
                </block>
                <block s='forward'>
                  <block var='triangleLength'/>
                </block>
                <block s='turnLeft'>
                  <l>150</l>
                </block>
                <block s='forward'>
                  <block s='reportDifference'>
                    <block s='reportProduct'>
                      <block var='triangleLength'/>
                      <block s='reportMonadic'>
                        <l>
                          <option>sin</option>
                        </l>
                        <l>60</l>
                      </block>
                    </block>
                    <block s='reportProduct'>
                      <block s='reportMonadic'>
                        <l>
                          <option>sin</option>
                        </l>
                        <l>60</l>
                      </block>
                      <block s='reportProduct'>
                        <l>.5</l>
                        <block var='triangleLength'/>
                      </block>
                    </block>
                  </block>
                </block>
                <block s='turn'>
                  <l>150</l>
                </block>
                <block s='doRepeat'>
                  <l>3</l>
                  <script>
                    <block s='forward'>
                      <block s='reportQuotient'>
                        <block s='reportProduct'>
                          <l>.5</l>
                          <block s='reportDifference'>
                            <block s='reportProduct'>
                              <block var='triangleLength'/>
                              <block s='reportMonadic'>
                                <l>
                                  <option>sin</option>
                                </l>
                                <l>60</l>
                              </block>
                            </block>
                            <block s='reportProduct'>
                              <block s='reportMonadic'>
                                <l>
                                  <option>sin</option>
                                </l>
                                <l>60</l>
                              </block>
                              <block s='reportProduct'>
                                <l>.5</l>
                                <block var='triangleLength'/>
                              </block>
                            </block>
                          </block>
                        </block>
                        <block s='reportMonadic'>
                          <l>
                            <option>cos</option>
                          </l>
                          <l>30</l>
                        </block>
                      </block>
                    </block>
                    <block s='turn'>
                      <l>120</l>
                    </block>
                  </script>
                </block>
                <block s='turn'>
                  <l>30</l>
                </block>
                <block s='forward'>
                  <block s='reportProduct'>
                    <block s='reportMonadic'>
                      <l>
                        <option>sin</option>
                      </l>
                      <l>60</l>
                    </block>
                    <block s='reportProduct'>
                      <l>-.5</l>
                      <block var='triangleLength'/>
                    </block>
                  </block>
                </block>
                <block s='turnLeft'>
                  <l>90</l>
                </block>
                <block s='forward'>
                  <block s='reportProduct'>
                    <l>.5</l>
                    <block var='triangleLength'/>
                  </block>
                </block>
                <block s='turnLeft'>
                  <l>60</l>
                </block>
              </script>
            </block>
            <block s='turnLeft'>
              <l>60</l>
            </block>
            <block s='doRepeat'>
              <l>3</l>
              <script>
                <block s='forward'>
                  <block s='reportProduct'>
                    <l>2</l>
                    <block var='triangleLength'/>
                  </block>
                </block>
                <block s='turnLeft'>
                  <l>120</l>
                </block>
                <block s='forward'>
                  <block var='triangleLength'/>
                </block>
                <block s='turnLeft'>
                  <l>120</l>
                </block>
              </script>
            </block>
            <block s='turnLeft'>
              <l>60</l>
            </block>
            <block s='doRepeat'>
              <l>3</l>
              <script>
                <block s='forward'>
                  <block s='reportProduct'>
                    <l>.5</l>
                    <block var='triangleLength'/>
                  </block>
                </block>
                <block s='turn'>
                  <l>90</l>
                </block>
                <block s='forward'>
                  <block s='reportProduct'>
                    <l>2</l>
                    <block s='reportProduct'>
                      <block var='triangleLength'/>
                      <block s='reportMonadic'>
                        <l>
                          <option>sin</option>
                        </l>
                        <l>60</l>
                      </block>
                    </block>
                  </block>
                </block>
                <block s='turn'>
                  <l>90</l>
                </block>
                <block s='forward'>
                  <block s='reportProduct'>
                    <l>.5</l>
                    <block var='triangleLength'/>
                  </block>
                </block>
                <block s='turn'>
                  <l>60</l>
                </block>
              </script>
            </block>
          </script>
        </scripts>
      </sprite>
      <watcher x='10' color='243,118,29' style='normal' hidden='true' y='10' var='length'/>
      <watcher x='10' color='243,118,29' style='normal' hidden='true' y='31.000001999999995' var='angle'/>
      <watcher x='10' color='243,118,29' style='normal' hidden='true' y='52.00000399999999' var='triangleLength'/>
    </sprites>
  </stage>
  <hidden/>
  <headers/>
  <code/>
  <blocks>
    <block-definition s='Post to smerge...' category='other' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs/>
      <script>
        <block s='doRun'>
          <block s='reportJSFunction'>
            <list/>
            <l>var ide = window.world.root().children[0];new DialogBoxMorph(	this, function(message){   var url = "https://smerge.org/sync/b0a5cec7-6f61-46b3-a16a-9eee509c7431?ancestor=940";   if (window.newUrl){      var url = window.newUrl;   }   url += "&amp;message="+message;   var data = ide.serializer.serialize(ide.stage);   var r =  new XMLHttpRequest();   r.open("POST", url, true);   r.setRequestHeader("Content-Type", "application/xml");		 r.onreadystatechange = function () {  	  if(r.readyState === 4 &amp;&amp; r.status === 200) {				   ide.showMessage("exported");    			window.newUrl = JSON.parse(r.response)["url"];      }   }   r.send(data);   },       this    ).prompt(      "What changes have you made?",      "",      window.world,      null);</l>
          </block>
          <list/>
        </block>
      </script>
    </block-definition>
    <block-definition s='Diamond %&apos;Length&apos; %&apos;Angle&apos;' category='motion' type='command'>
      <header/>
      <code/>
      <translations/>
      <inputs>
        <input type='%n'/>
        <input type='%n'/>
      </inputs>
      <script>
        <block s='doRepeat'>
          <l>2</l>
          <script>
            <block s='forward'>
              <block var='Length'/>
            </block>
            <block s='turn'>
              <block var='Angle'/>
            </block>
            <block s='forward'>
              <block var='Length'/>
            </block>
            <block s='turn'>
              <block s='reportDifference'>
                <l>180</l>
                <block var='Angle'/>
              </block>
            </block>
          </script>
        </block>
        <block s='turn'>
          <block var='Angle'/>
        </block>
      </script>
    </block-definition>
  </blocks>
  <variables>
    <variable name='length'>
      <l>50</l>
    </variable>
    <variable name='angle'>
      <l>30</l>
    </variable>
    <variable name='triangleLength'>
      <l>120</l>
    </variable>
  </variables>
</project><media name="centralstar" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>