<snapdata remixID="8185481"><project name='Draw/Stamp Perspective' app='Snap! 5.0, http://snap.berkeley.edu' version='1'>
  <notes>Perspektive 1</notes>
  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</thumbnail>
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    <costumes>
      <list id='2' struct='atomic'/>
    </costumes>
    <sounds>
      <list id='3' struct='atomic'/>
    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
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            </item>
            <item>
              <costume center-x='86' image='data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKwAAAD0CAYAAAAG7M1CAAASw0lEQVR4Xu2dTc4uNxGFk4UgJbABJBiyBAaIbIAFZMQKsgLEIOtADLIEhmQJkEgs5CJH+OLr2HWqyuXuavfJKMnrtsunnj5ddv98n3/Gf6hAMgV++cUXH0pI//7xx8/70H72P5LFznBepkCFtU67h5bAvgyI7NMlsNkzxPg+KtDDOioL6LAEJo0CBDZNKhgIUmAEKx0Wqcbfb1NA464lOJYEt6WIA1cFtO76E7Bt49G+F2WlArsVcAM726zdHTD7f68CM1hnLH7isLPN2vfKyZnvViAEWDrt7jSx/6KABOvUYaUDWdMSrF0KeGD9uEtgteVdk2C/71FgCVhkz3Ta94B0xUwRrFJJ+sk+LJ32inRxjDBgv/36qw9/+e77qaJ0WsK2qoAGVrXDotKAuwer6Xr38auwflx0tTIil+Ve7buhW5n9FmBLQIR2JS08dqSAFlZ0FR8+/GLpHA3A9FEBTanZqiStlUKAJbSEUlIg0gAhsH/+/W8+k3YO+kC5k0B4WwV6WP/2zR8+++M3fxdFWnbYEbTSwISW0FYFkLuO2DID29ccpdPyT++06GwhuO8GF7nrjKtlYIvsErTld8nmCe77wEWwSky5gJ257MxpEbRcmL0HWlQGtLCOeAoBFg1Sfi8lAsF9D5izmVrc9TJgRwO10BLcd4JrhTUU2L4s6F02AlqWCueAbS0F6sz7xby7JNAAq4FW47YE99ngjmAd7SLVxXs7263Ajlx2dqb0JQLBfTaUUvSeUmCLw2pd1gItwT0LXA2sktH1V+mlksAK7KxEGLmtFlyWC3kBXykFZmVBOLDobLG6LcHNC6SlDKim1N9EGtWtfb/aOlb9ba3+TNIEYXVbC7h03Xsh1zqr19xmLrsdWAnaWZlQU4Ge6ulTxlvA10EcUbdKLhsOrPbMmdUpfbD1LtlIciu4tQ8CvAdgzX5rBB/Lf5TDWxZooUWOay0Z6MDxwEaXAhIbKYCVFmRt8JLjekuGUfrownqod8I64iIVsJHgrjqvPmW2liedDLthnb3VsvRnj0ZBa3cLUKo1r+FoXDfSfVHMmt9PgDYaVk2uZ+sQ9S5B7SCijkWJ1kzIAu+dDvx0YCNg1eSzMoFemUkJrLZcqO2s8LYnjHcHAp10J+xUWGDtdwUskLawln8fHVtP/NTAWsGNAFgL4qxdfwI80WFn21bSO3zWt6tb/SxPcC0D259ZqwlHx3vO3BUHRvH0vz8dWAnW6NJKWv/MXPZxwHpddwTeDpCfDOxVsFpBbXNnBrYcfMXCy+psHue1jlHaI8ifCuwVsK6AWrQv5dUxwLbw7YbXchv5CTXsKqzo+xRo69PyTeIjgR05ZxTEpzksgrVqWa8c7fzRDgsCdbYjUN10lMfXANtP3gowArVP7FO2tUZPXUmlEoLUsgjX3t0Kr2EtQXrqxshjtKCOAG2TNQN4lNCsZUELq6XMGeVD46aobNPoFOKwTwBWAyqCtBX8DcBGumkErKWPo4HVQDpb+aNknQZsr4M0f6ubRsF6LLAaUC3A9ZdA6+VTc6mLLHssfUllQQvtCqQ1HumWqzZml8OWzp+6F7sCautCs3r2STVsn8dem93Aek7kI4BFjmp1ROlsH33wDm31eBKjdZzVdlqHXV2nRLiruyTI4rA7QZ19dbzMvXfRU4Ad1fOeV7b7kygK1scCuxvUIsxoDOlzohK0T3HYq4Bd0eNRJcEVoM4WCOjbt6cCO7qiWBdg2o9kaMqbMGBXaxwpWAlUdAcKbU9pnsWcLbbamE8pCzR70RZgI2ENLQl2ATuDdQeoXnftL6VP3ynQPDeghbbN30opUHOT1mHvAHVUuyLnrEKidhHJ0lwyPW36nYLRotKz+Ip215QOexeoK+56qsP2JY8V2uOBlVbmM+fw1KizvvrxJdfst71Odtj2KmKBNrocSOOwHleNBNW6jTX6m2XSXaLS/5NLAqnM0L5FEDV/Vw07e+hXW4i3AlhdFYHqXfxZ3bWHHAGbGVpUw6K6eJb3NA4b9QUYCZJepF2gWhdafXLaOTy1LJCA1fyd4eOBtbjqTlDRQqv8jmq23cDOrmZRl9gyRyuwI8eVTuTIq0tYSaAtByJdVTumdEnzlAKzkmaHw6JvsUaAi4Cd1fitDhKwETEu7cN6SoJIV40ANcJdrXWsNXEI1joHa7/9CawB1grtji0t9y6BFVgtrFdc/qUFH9rGGjn1rCQYlRPWS6MWWGu/XmAt0KYB1rpDoCkBrgY1yl2tCzYrWBZgrX230GodVjrZ0U7C6lXAXRJY3BXBeheoVtBQCbJj4TX7cuDMub3lweg1b+2bBujpuRbi1MBqSgAEK4IEndHo99XF1u6Fl+SupXSR9LPAsQKs1XEtcc3yZ94lQA6LYL0b1Gh3tS68tJfumcO2T1LNtLSAEQGs1mktcYUAi2CVYMgAamTt6l28eYHtHyBHD5Rr4SCw333/MZfo0rX7so9W9eV3z85A36+lvFgFtq1hI6BdBXY0953PA6tLAo27tg4riXkHqCN3Rff/LXFGLrykBVe/6FqFdgVYLazakxStO8rvbmAtydQEckUbixNa52fpGyUQAWuBFpUGkcDWHI6urCgObf5VwGr2A60J1gYY2U7rgp657AQWvWflvSW8klfJXR8BbAuWJ+GRYF5Vu+5aeI1cbzSn1a/PRALbxjdbu0S4LHRYzaRmsGUCd6e7enYfpLLAA2y7gNQuelA5UPrUvFXcArr7dXcI7AxGC8h3g2u5XK/EahknAthZLdv//5rD3uFeBWwLshbeFRhWSoYr3LXdIWkXH/Xfta5X2msddgSmxeE8wKKdAcv4npy6HdbrvFdDa3G91dg8d/lGdZ0FWK/LojtpNb/owey+Xn0csHWikuuugmE5M69y18g6tn96Cs3X83E6DbAaWC0nzCWLLiSW9DsqFXaDe6W7zoBdXQyhL9yMSg50Q6SAg3LTL7hmWlpOlvTA3u22V7vrqI5tgfUshjzAasbsjWa0FdUaigZYtF/8GGBHC4lWsF1OewewEYsva0ngcVkErAZWqRwYxfQoYK+GVuMI/WVvpfxpj5UWX5rdgghgrS7bO6wGWKkcOALYK6EduSt6ZfsKYDVlgRdY5HizRzylcsCyDjiqJGhh2L2DcKe7Riy+ooDVuuzMXVdh7U+gx5UEGmgj6tk73VUDLHLZXcDOxu2vLCUH1j3l2eKwdfVHAyuVB6vQZgW2dTyplvUCO+oTbXFpyyDphoAG1jLO44HdAW0GWDUuK72PZb3TJTknqis1wCLoXwVsNLQ9sCMwVh1ck+TSZnRZ1bisFVjpfTktTNKc0PO22jGOcNgq1Ggh5gELAevpUwto384DbL10asoC9GKn9qbDaH7t27nt75qtrNq+b3sUsDOntQCWCVapLLC6rOeyvgKrdIIS2Ead2XaXFtqZo9UhtP14HXV0nNdl275QDdmPO7qERwFMYDu1V0oDCdg7YI1yWVRDauG+GtroLa0yz/DnYSPcyQvtDNg7YdUsvmarfIuzSjBaXFGTP832WT+niPr1KGCzuuuKy2qcVeuau6FFJ9fRwHoWYFndFQGLFmAVBI2roTZXQrtjhyCtw862uqRL+wjYu0sB6zbXqDQYAYvcbHRZHz3g0p4smlKgbyOdIDvq18cBWwKeQdgDmw1W5LQWJ23BQXuxGhC9ZcXo6jCaR1Q5kB7YUWlwOrDaBdisnQbQmQNLx1rKiV3lwCOBnbls67BZ3VXrslJpMHPXf/3ww5C3X335pYphyy5DX0q0gPalR6S7Hglsdli90Ep16wzWnlQEr/aZAKl8qWNGg1r7TbkP2wvt3ZdVWctNjdAdsBqW5p6+FtjSpwSt5hbwbPE2knEHtAT2JmDLsFpoRyFWkC2w1n5aaNGCq7/cj8qVPoba/2uBtSy+buTPNbQXWiuwBaIWrAoVArafVAuwdLLsgvYRDjsCdrb4clFz80HodZQVh+1LgAqZB1gtrG3pEe2yrwYWPd2l4ThqkWeFVgPPrF4t0K4AO3LWdqy2fwLbUOSBJQJSCWRPTLOdA+1Wk3VLKxrYkYu/viRYqWN3QzoD2AtvjVcLbBkfud4sRm0NKzn6zMmj3bXM4TElgaeOvQvUHg4ruL/77S801cjwryHOVuwEViVpbCPtfmwUqK1DaL72h2arAVcLazuW93kCrbvWsaSdid5ld7jrkQ5rhTVSWC3UM3A9sK6A6wUWnZjl90hd2/EeVRJIdawW1F1CzkoWbX27Cms/zsx1rZBKW2oSuLt0PgJYDay7BGyTpvmqddu+Om00rBoH3NVm13OwNd7HAds72ew7UHWCV4A6c9fezf7xz//87HZshOPtgs/TL4EdqPbt1199qK46A/YqULWwzi7ZJwO7o5Z9pMN6zvydx8xKgZ1jZu57p8sS2IDMW7+FFTBk6i5e/cZB6swM/ghcife0y7w1BwTWqtiF7bO561U3ESSJCeyFAFqHygCsF1JprtarBIohahHMGtZKaNP+7sUWgsT6XMGCFPBQAgsl2t/gLndFoLYzH71l0NbZlr5WFCWwK+oFHXsHsBJgo29xzVxW88KhR6b+jYbovViWBJ6s/O+YLMBKr2ePgEX1qcd1r3oRkcA+DFhLuP3jgCuvxaBxCSxSKMHvdzisddrSB9tQX1anHdXLUbVrjZUOi7Im/P4EYEv4o28LzKZlgbTC2Oqw8wXEEjOBPQhYC5h12hZA6zEj1xxt8UW7K4FdgLUcms1hPfBZJNgBoGV8AmtVq2v/FmDLrsKv//TXFFfjFEEscnPb4dmA7evVFWHara8ssNJhVzKasCQYTUdTJqDPbGYoBbhLsAhrxho2YEofu9j5EPZKnCwJFtTLWBIsTGcIa/mfdNgIVRP0QWCvTwIddkHzE4Ed1bx02AVIMh36BmAzwcpdggD6W2jRU1ABw23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center-y='122' name='bat1 a' id='14'/>
            </item>
          </list>
        </costumes>
        <sounds>
          <list id='15' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='68.33333333333334' y='25'>
            <block s='receiveGo'/>
            <block s='clearEffects'>
              <comment collapsed='false' w='358.33333333333337'>Saturation and size of the costume are set depending on the sprite&apos;s y-position. If the mouse is pressed, the current version of the costume is stamped on the stage. </comment>
            </block>
            <block s='doForever'>
              <script>
                <block s='doGotoObject'>
                  <l>
                    <option>mouse-pointer</option>
                  </l>
                </block>
                <block s='setScale'>
                  <block s='reportDifference'>
                    <l>100</l>
                    <block s='reportQuotient'>
                      <block s='reportSum'>
                        <block s='yPosition'/>
                        <l>180</l>
                      </block>
                      <l>5</l>
                    </block>
                  </block>
                </block>
                <block s='setEffect'>
                  <l>
                    <option>saturation</option>
                  </l>
                  <block s='reportQuotient'>
                    <block s='reportSum'>
                      <block s='yPosition'/>
                      <l>180</l>
                    </block>
                    <l>-4</l>
                  </block>
                </block>
                <block s='doIf'>
                  <block s='reportMouseDown'/>
                  <script>
                    <block s='doStamp'/>
                  </script>
                </block>
              </script>
            </block>
          </script>
          <script x='68.33333333333334' y='264.83333333333326'>
            <block s='receiveKey'>
              <l>
                <option>space</option>
              </l>
            </block>
            <block s='clear'/>
          </script>
          <script x='60.338543666666695' y='384.1666706666666'>
            <block s='reportSum'>
              <block s='yPosition'>
                <comment collapsed='false' w='358.33333333333337'>the stage&apos;s coordinates range from -180 (bottom) to 180 (top) in y-direction. By always adding 180 to the y-position of the sprite on the stage you can avoid the transition from negative to positive numbers in the middle of the stage. </comment>
              </block>
              <l>180</l>
            </block>
          </script>
          <script x='54.16666666666667' y='476.83333333333337'>
            <block s='setScale'>
              <block s='reportDifference'>
                <l>100</l>
                <block s='reportQuotient'>
                  <block s='reportSum'>
                    <block s='yPosition'/>
                    <l>180</l>
                  </block>
                  <l>5</l>
                </block>
              </block>
              <comment collapsed='false' w='440.83333333333337'>Sprites at the bottom (front) should be larger than at the top of the stage (back) to create a perspective impression. The sprite&apos;s size is therefore set dependent of its y-position. To reduce the difference in size, the values for the y-position (y-position + 180) are divided by a factor (5). The sprite&apos;s maximum size (at the bottom of the stage) is set to 100 % (100-(-180+180)/5 = 100). Its minimal size at the top of the stage is 28 % (100-(180+180)/5 = 28).</comment>
            </block>
          </script>
          <script x='50' y='590.1666666666667'>
            <block s='setEffect'>
              <l>
                <option>saturation</option>
              </l>
              <block s='reportQuotient'>
                <block s='reportSum'>
                  <block s='yPosition'/>
                  <l>180</l>
                </block>
                <l>-4</l>
              </block>
              <comment collapsed='false' w='443.33333333333337'>Sprites at the bottom (front) should be more colorful (saturated) than than at the top of the stage (back) where they should appear paler. Therefore, the "saturation"-effect is set depending on the sprite&apos;s y-position. The original costume has a "saturation"-effect of 0. Negative input values to the "set saturation effect to" block will reduce the saturation depending on the y-position. The maximum saturation is 0 at the bottom of the stage ((-180 + 180)/ -4 = 0). The minimal saturation at the top of the stage is -90 ((180+180)/-4).</comment>
            </block>
          </script>
        </scripts>
      </sprite>
      <sprite x='-976.8292682926829' pen='tip' id='83' name='Draw' idx='2' rotation='1' scale='1' heading='90' draggable='false' y='90' color='143.25,191.25,152.25000000000003,1' costume='0'>
        <costumes>
          <list id='84' struct='atomic'/>
        </costumes>
        <sounds>
          <list id='85' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='25' y='32.5'>
            <block s='setColor'>
              <color>191,255,203,1</color>
            </block>
            <block s='doForever'>
              <script>
                <block s='doGotoObject'>
                  <l>
                    <option>mouse-pointer</option>
                  </l>
                </block>
                <block s='setSize'>
                  <block s='reportDifference'>
                    <l>36</l>
                    <block s='reportQuotient'>
                      <block s='reportSum'>
                        <block s='yPosition'/>
                        <l>180</l>
                      </block>
                      <l>10</l>
                    </block>
                    <comment collapsed='true' w='462.5000000000001'>Instead of the sprite size, like in the "stamp" sprite, the pen size is set depending on the sprite&apos;s y-position. the biggest pen size (36) is reached at the bottom of the stage, the smalles pen size (0) at the top.  </comment>
                  </block>
                </block>
                <block s='setPenHSVA'>
                  <l>
                    <option>brightness</option>
                  </l>
                  <block s='reportQuotient'>
                    <block s='reportSum'>
                      <block s='yPosition'/>
                      <l>180</l>
                    </block>
                    <l>3.6</l>
                  </block>
                  <comment collapsed='true' w='454.1666666666668'>The pen "brightness" is standardized from 0 (black) to 100. By adding 180 to your sprite&apos;s y-position and dividing that by 3.6, you can also normalize your sprite&apos;s position to values from 0-100.Set the pen brightness according to the sprite&apos;s position. </comment>
                </block>
                <block s='doIfElse'>
                  <block s='reportMouseDown'/>
                  <script>
                    <block s='down'/>
                  </script>
                  <script>
                    <block s='up'/>
                  </script>
                  <comment collapsed='true' w='454.1666666666668'>This conditional checks, wether the mouse is clicked. If this is the case, the pen is put down and the sprite is drawing. If the mouse is not pressed, the pen is put up and the sprite can be moved without drawing. </comment>
                </block>
              </script>
            </block>
          </script>
          <script x='31.666666666666668' y='290.1666666666667'>
            <block s='receiveKey'>
              <l>
                <option>space</option>
              </l>
            </block>
            <block s='clear'/>
          </script>
          <comment x='539.1666666666667' w='230.83333333333334' collapsed='false' y='8.333333333333334'>!!!To let your sprite always go to the mouse pointer and draw when the mouse key is pressed, you need make it undraggable by unchecking the box right under the sprite&apos;s name. </comment>
        </scripts>
      </sprite>
    </sprites>
  </stage>
  <hidden/>
  <headers/>
  <code/>
  <blocks/>
  <variables/>
</project><media name="Draw/Stamp Perspective" app="Snap! 5.0, http://snap.berkeley.edu" version="1"></media></snapdata>