<snapdata remixID="8828416"><project name='Minecraft' app='Snap! 5.1, http://snap.berkeley.edu' version='1'>
  <notes>A Minecraft world generator!!! Creates a Minecraft world (2D) and adds lighting and diamond ores. Maybe I&apos;ll add some more stuff later...
Took me SO LONG to make!
sorry if it gets slow. It has about 2100 clones going at a time, so if you have a slow computer, it might take a bit longer.
Press the flag to generate a new random world.

Thanks to Mojang (and Microsoft) for the costumes. I like Minecraft. Thank you Notch!                                                            (Note: Do NOT do in full screen)
</notes>
  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</thumbnail>
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</pentrails>
    <costumes>
      <list id='2'>
        <item>
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' center-y='180' name='minecraft sky' id='3'/>
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      </list>
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    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
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            <item>
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            <item>
              <costume center-x='8' image='data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA9klEQVQ4T3WTMQ6FMAxD6QwDGwMX5ADsHIFTMrAxwMyXI73KRP1ZCknqxE5a9n1/O7PrurrnecLT93183/fdDcNQfZ5ftm0LACVyQWfLzvMMt8DIDQCqEOSyV6ajDFw7GMcxYqKgb50y93MZivov67q+tOwBpwMIAMdxBIUAEAWv2OIOMJQ453n+duCVVEUJMn1jWeCgoKBQEbE1tkwPwOJ78E9AxM30BPqZAsq7+n45i6n8sizLO03TZ5EypbxgnzGyid5ea/bE877UTXSVGau/CcV9lRG6ipgfkS60lHdf7AFv4d+uZ+WzkHUKrREBmjXh5Sr+A8Eqyew5766SAAAAAElFTkSuQmCC' center-y='8' name='stone' id='13'/>
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            <item>
              <costume center-x='8' image='data:image/png;base64,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' center-y='8' name='diamond_ore' id='14'/>
            </item>
            <item>
              <costume center-x='8' image='data:image/png;base64,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' center-y='8' name='oak_log' id='15'/>
            </item>
            <item>
              <costume center-x='12' image='data:image/png;base64,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' center-y='12' name='leaves' id='16'/>
            </item>
          </list>
        </costumes>
        <sounds>
          <list id='17' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='30' y='10'>
            <block s='receiveGo'/>
            <block s='clear'/>
            <block s='hide'/>
            <block s='setScale'>
              <l>50</l>
            </block>
            <block s='doSetVar'>
              <l>moveable?</l>
              <block s='reportBoolean'>
                <l>
                  <bool>false</bool>
                </l>
              </block>
            </block>
            <block s='gotoXY'>
              <l>-236</l>
              <l>-178</l>
            </block>
            <block s='doSetVar'>
              <l>height</l>
              <block s='reportRandom'>
                <l>1</l>
                <l>40</l>
              </block>
            </block>
            <block s='doSetVar'>
              <l>brightness level</l>
              <block var='height'/>
            </block>
            <block s='doWarp'>
              <script>
                <block s='doRepeat'>
                  <l>64</l>
                  <script>
                    <block s='doSwitchToCostume'>
                      <l>stone</l>
                    </block>
                    <block s='doSetVar'>
                      <l>OreLevel</l>
                      <l>0</l>
                    </block>
                    <block s='doRepeat'>
                      <block var='height'/>
                      <script>
                        <block s='setEffect'>
                          <l>
                            <option>brightness</option>
                          </l>
                          <block s='reportDifference'>
                            <l>0</l>
                            <block s='reportProduct'>
                              <block var='brightness level'/>
                              <block s='reportProduct'>
                                <block var='height'/>
                                <block s='reportQuotient'>
                                  <block var='brightness effect'/>
                                  <l>100</l>
                                </block>
                              </block>
                            </block>
                          </block>
                        </block>
                        <block s='doSwitchToCostume'>
                          <l>stone</l>
                        </block>
                        <block s='doIf'>
                          <block s='reportLessThan'>
                            <block var='OreLevel'/>
                            <block s='reportQuotient'>
                              <block var='height'/>
                              <l>2</l>
                            </block>
                          </block>
                          <script>
                            <block s='doSwitchToCostume'>
                              <block s='reportRandom'>
                                <l>3</l>
                                <block s='reportRandom'>
                                  <l>3</l>
                                  <block s='reportRandom'>
                                    <l>3</l>
                                    <l>4</l>
                                  </block>
                                </block>
                              </block>
                            </block>
                          </script>
                        </block>
                        <block s='doStamp'/>
                        <block s='changeYPosition'>
                          <l>7.5</l>
                        </block>
                        <block s='doChangeVar'>
                          <l>brightness level</l>
                          <l>-1</l>
                        </block>
                        <block s='doChangeVar'>
                          <l>OreLevel</l>
                          <l>1</l>
                        </block>
                      </script>
                    </block>
                    <block s='doSwitchToCostume'>
                      <l>dirt</l>
                    </block>
                    <block s='doStamp'/>
                    <block s='doChangeVar'>
                      <l>OreLevel</l>
                      <l>1</l>
                    </block>
                    <block s='changeYPosition'>
                      <l>7.5</l>
                    </block>
                    <block s='doSwitchToCostume'>
                      <l>grass_block_side</l>
                    </block>
                    <block s='doStamp'/>
                    <block s='doChangeVar'>
                      <l>OreLevel</l>
                      <l>1</l>
                    </block>
                    <block s='doIf'>
                      <block s='reportEquals'>
                        <block s='reportRandom'>
                          <l>1</l>
                          <l>2</l>
                        </block>
                        <l>2</l>
                      </block>
                      <script>
                        <block s='doDeclareVariables'>
                          <list>
                            <l>treeheight</l>
                          </list>
                        </block>
                        <block s='doSetVar'>
                          <l>treeheight</l>
                          <block s='reportRandom'>
                            <l>2</l>
                            <l>4</l>
                          </block>
                        </block>
                        <block s='doSwitchToCostume'>
                          <l>oak_log</l>
                        </block>
                        <block s='doRepeat'>
                          <block var='treeheight'/>
                          <script>
                            <block s='doStamp'/>
                            <block s='changeYPosition'>
                              <l>7.5</l>
                            </block>
                          </script>
                        </block>
                        <block s='doSwitchToCostume'>
                          <l>leaves</l>
                        </block>
                        <block s='changeXPosition'>
                          <l>15</l>
                        </block>
                        <block s='doRepeat'>
                          <l>2</l>
                          <script>
                            <block s='changeXPosition'>
                              <l>-30</l>
                            </block>
                            <block s='doStamp'/>
                            <block s='doRepeat'>
                              <l>4</l>
                              <script>
                                <block s='changeXPosition'>
                                  <l>7.5</l>
                                </block>
                                <block s='doStamp'/>
                              </script>
                            </block>
                            <block s='changeYPosition'>
                              <l>7.5</l>
                            </block>
                          </script>
                        </block>
                        <block s='changeXPosition'>
                          <l>-7.5</l>
                        </block>
                        <block s='changeXPosition'>
                          <l>-15</l>
                        </block>
                        <block s='doStamp'/>
                        <block s='doRepeat'>
                          <l>2</l>
                          <script>
                            <block s='changeXPosition'>
                              <l>7.5</l>
                            </block>
                            <block s='doStamp'/>
                          </script>
                        </block>
                        <block s='changeXPosition'>
                          <l>-7.5</l>
                        </block>
                      </script>
                    </block>
                    <block s='changeXPosition'>
                      <l>7.5</l>
                    </block>
                    <block s='setYPosition'>
                      <l>-178</l>
                    </block>
                    <block s='doChangeVar'>
                      <l>height</l>
                      <block s='reportRandom'>
                        <block s='reportIfElse'>
                          <block s='reportLessThan'>
                            <l>1</l>
                            <block var='height'/>
                          </block>
                          <l>-1</l>
                          <l>0</l>
                        </block>
                        <l>1</l>
                      </block>
                    </block>
                    <block s='doSetVar'>
                      <l>brightness level</l>
                      <block var='height'/>
                    </block>
                  </script>
                </block>
              </script>
            </block>
            <block s='doBroadcastAndWait'>
              <l>start</l>
            </block>
          </script>
        </scripts>
      </sprite>
      <sprite draggable='false' x='0' pen='tip' id='205' y='0' name='Sprite(2)' idx='2' volume='100' rotation='1' scale='1' color='80,80,80,1' hidden='true' pan='0' heading='90' costume='1'>
        <costumes>
          <list id='206'>
            <item>
              <costume center-x='240' image='data:image/png;base64,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center-y='180' name='loading' id='207'/>
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        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='13' y='10'>
            <block s='receiveGo'/>
            <block s='gotoXY'>
              <l>0</l>
              <l>0</l>
            </block>
            <block s='show'/>
          </script>
          <script x='211' y='14'>
            <block s='receiveMessage'>
              <l>start</l>
            </block>
            <block s='hide'/>
          </script>
        </scripts>
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      <watcher x='5.70963869463435' color='243,118,29' style='normal' hidden='true' y='17.699881095299418' var='moveable?'/>
      <watcher x='8.517379557291633' color='243,118,29' style='normal' hidden='true' y='8.517379557291669' var='OreLevel'/>
      <watcher x='8.517379557291633' color='243,118,29' style='normal' hidden='true' y='26.403878331080108' var='brightness level'/>
      <watcher x='7.641761098130587' color='243,118,29' style='normal' hidden='true' y='23.68946093255785' var='water probablity'/>
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  <headers/>
  <code/>
  <blocks/>
  <variables>
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      <l>6</l>
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    <variable name='moveable?'>
      <bool>false</bool>
    </variable>
    <variable name='OreLevel'>
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    </variable>
    <variable name='brightness level'>
      <l>6</l>
    </variable>
    <variable name='Chunk'>
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        <item>
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        <item>
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        <item>
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        <item>
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        <item>
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        </item>
        <item>
          <list id='284' struct='atomic'>3,3,3,2,1</list>
        </item>
        <item>
          <list id='285' struct='atomic'>3,4,3,2,1</list>
        </item>
        <item>
          <list id='286' struct='atomic'>3,3,3,2,1</list>
        </item>
        <item>
          <list id='287' struct='atomic'>3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='288' struct='atomic'>3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='289' struct='atomic'>3,4,3,3,3,2,1</list>
        </item>
        <item>
          <list id='290' struct='atomic'>4,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='291' struct='atomic'>3,3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='292' struct='atomic'>3,4,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='293' struct='atomic'>3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='294' struct='atomic'>3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='295' struct='atomic'>4,4,3,3,3,2,1</list>
        </item>
        <item>
          <list id='296' struct='atomic'>4,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='297' struct='atomic'>3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='298' struct='atomic'>3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='299' struct='atomic'>4,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='300' struct='atomic'>3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='301' struct='atomic'>3,4,3,3,3,2,1</list>
        </item>
        <item>
          <list id='302' struct='atomic'>3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='303' struct='atomic'>3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='304' struct='atomic'>3,3,4,3,3,2,1</list>
        </item>
        <item>
          <list id='305' struct='atomic'>3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='306' struct='atomic'>4,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='307' struct='atomic'>3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='308' struct='atomic'>4,4,3,3,3,2,1</list>
        </item>
        <item>
          <list id='309' struct='atomic'>3,4,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='310' struct='atomic'>3,3,4,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='311' struct='atomic'>3,3,3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='312' struct='atomic'>4,3,3,4,3,3,3,2,1</list>
        </item>
        <item>
          <list id='313' struct='atomic'>4,3,3,4,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='314' struct='atomic'>3,3,4,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='315' struct='atomic'>3,3,3,3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='316' struct='atomic'>3,3,3,4,4,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='317' struct='atomic'>3,4,4,3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='318' struct='atomic'>3,4,3,4,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='319' struct='atomic'>4,4,3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='320' struct='atomic'>4,3,4,3,4,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='321' struct='atomic'>3,3,4,3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='322' struct='atomic'>3,4,3,3,4,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='323' struct='atomic'>3,4,3,3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='324' struct='atomic'>3,3,3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='325' struct='atomic'>3,3,3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <list id='326' struct='atomic'>3,3,3,3,3,3,3,3,3,2,1</list>
        </item>
        <item>
          <ref id='230'/>
        </item>
      </list>
    </variable>
    <variable name='water probablity'>
      <l>0</l>
    </variable>
    <variable name='brightness effect'>
      <l>15</l>
    </variable>
  </variables>
</project><media name="Minecraft" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>