<snapdata remixID="9721053"><project name="Master Painting Study" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAALZUlEQVR4Xu2db2xV5R3HP7e3tD0txRaVAqUFR1G82rBd5E+4M9IsGmIMQyRDloUY50n2YmTZErMsOhNZ4sZ8YfTFsuS4Dc2y6cKbGaKGNy2Ti47IEWy9La3ipNZSFKG25ZbWepfnPM8tRcstbCZq+71voKe/85zTk+/9Pb/z/f7+xHK5XI53MrA0AX8L4Ic+0eflADb48FEGhrP2WJUHsxPwdgANzu5MANU+Y2SId1m73DKPGAlwv4sO5s/pz8CAW2+WBzWJC9cydsFh8FfCuxk46+w8D5YnIHgO/HvtvQT7wL8DMicgW2yPecWQmEdPALXu9gh6wK+FzCBkS51dDBLFZAPwnF3+nMEMjLjLzvGgOAH9AVw1vt4Y+HG3XsytNwyJqyE4Bv4N0bHxczInJ9xfHBLVEHwI/rXu78ivl2M4a9cr8qAkAc8GsN1dtyOA5T6cmfD4SjyYn4C9Adzl7PLndGRgqNbdXg8kzOPbA/4Wd9lm8Jsg0wPZ+ITHdw0E3eDXObs+8Gsg8xFkc85uBBK1EKTBTzm7F8DfCJkMZM87uJRaWAXt4N/o7HaDfx9kOsA85lgEwD0BbPEtANcmrWVnaAF4JIAF7iojaajzLZjqnd1QGAHwPAGlJ6xdrj5NDPO0Aihzdj2hBa05t9Kt914aVvsWgEudXQsWgC8EcL2zey0N9/kWgMmb7P2FvRaABoipb9tjafPkVloAJvuc3acWgAaIqRpnNwq+FwGw2F32VGhBa87N396stAVoBKbkqFuvyAIwWm+uW+9t8BstAJMW5P3hEgva4FVILXd2pyxADQCT5W69MrfeGCMpi4Rs2gLegOked3/doQWgAWKVeyzH07DOtwBc5uz+HVrQmnNv2WYvcfDv8IB5fHsg6YAQmltpgqAZUo3u9sx3dYUFYHKOu71hC8DgKKTqnd0Rd24aklXO7h0LwKcDWHerPdbxCmw2122HtefssddaLQCD3ZC6TQAUAL8RALzGfb1yYWEP2GXtcsvCwh4w7xU/CAt7wDp33aNhYQ+YvHmCVyzgAZPzJnjFS3tAz13WC6fwgONf/+OFPWBymbvu6YIecDhpPeD5sLAHLHf3935Y2APe9AN72Tf+UdgDjntFs90W8IDJhe7PaCvsAb9zi7V77/XCHjC5Nu8BFQOOx42KARUDKgZUDKiXELOF6CUEwq/FS4hiwMnfghUDTvoWrBhQPCDiAcUDigcUD2gIaxHR33wiWjGgYsCjIB5QWrC0YGnB0oLT0oKVjGB4ypmTjKAYUDGgYkDlAyofUPmAECoGVAxoAiAlpCoGjJK+JmZEKx9w8oxo5QNOmhGtfEDVhKgmRDUhqglRURKgoiRIf22LksQDigcUDygeUDygeEDxgKb8WlqweEBpwZN1RhAPKB4wANWEqCZENSHqDaPeMOoNE2nGqglRTYgBwsTuWOoNM2l3LPWGUX9A1BtGvWHUG0a9YdQbRr1hvk4NKqUFSwuWFiwtWFqwtGBpwdKC1aR85jUpVwyoGFAxoGJAxYCKARUDKgZUDKgY8FKTkpQPqHxA5QNqVpwZ1aUe0eoRrR7R6hGtfECj6CofUPmAmhU3ybRM9YZRbxj1hlFvGPWGUW8Y9YaJQgT1hjFPYeLEdM0LnnRiuuYFGyK6wcyjB84EUO0zRoZ4VzY6lFvmESMx/rvoYP6c/gwMWDtmeVCTgJcD2ODWCw7blPx3M3DW2XkeLJcWLC1YWrC0YGnB0oKlBUsLhqCHC8Nyj4PfCMExacHSgqUFSwuuT6PeMOoNo94w6g0TkQ3SgqUFSwuWFjwI2VILBC8GiWKy0oKlBUsLlhYsLVhasLRglibt9igtmPMhUTb1swHSgvkoA8NOk63yYHbigq4rLdjFlMOQuNoS0f4N0bH+wIKIzEnIFju7OCSqIfgQ/GvtsWAM/DhkcgxnY9GhIg9KEhaAhtMzn44ApAVLC5YWLC1YWrC0YGnB0oKbIEhPkMPfAX8jPC0tWFqwtGBpwfSH0oKlBUsLlhZMfiaI5oRAeNrSNIaGSZY7ffiCEqI5IZoTojkh12hOiOaEaE6I5oRERXtp8HynaiRH3ZZZZJULk5KfmmuPpd8unJKfWu7sThXcgkdS8cguKwB+DoDqEa0e0eoRrbpgacHSgqUFSwuWFiwtWFqwtGBpwfvAvwMyJybk2xVDQlqwtGBpwdKCTRKtekSrR7ThFVUXbJ6CtGBpwcBrreDfB8FuUI9o1QWrLlh1waoLVl2w6oJVF6y64DGUD6h8QOUDKh8Q5QMqHUv5gMoHdOmPw+DXQHAUUvUurfEI+AWkuHW3um4OXxoRrXxA5QMqH1D5gMoHVD6g8gGVD6h8QOUDKh9Q+YDKB1Q+YIkH8xOwN4C7XB/BfE/BjgwM1bq2hD2QMCH0HvC3uLaEzfZNNtMDWVuMh2fSKcUDigdUWab5OnSGdoLlkQAWpOxXRC8hegn5Sl5CxAOKBxQPKB5QPKC2YG3BX8kWrBhw8i1YvWEuTKyd0KJXWnAAtck+p6Z/Cn6t4+3mTTjmRaO6it14klMh1PrQY9L03TEvnKI5UbLKrad5waF6ROeJLNUFqy5YdcGqC1Zd8CRbcKrGJbSNgn/pLbjS0Z7TsT9g0SfP0rT+u/Y5fAmfhQsX8GrzvoIrjY6O0nCzjWtaWg5x//33RmWZqdsglsvlpi5KEg84LXjAxx77HZs3b/oSYGeXqF9Uy8AjCSpm2RFjhT7xh9/kvZ6TkcmLL75I5dxfqC54ps0L3r9/P1VVVcRiMQ4ePMi6detobm6mrKyMlStXkk6nKS0tZdWqVdH/169fz7Zt29ixY0cEnLlz59LQ0MDIyAie5xH/7DxLnnPiMlDx6zfIDX0MuTHGug5wfu/OcUyW7uyk/Vgnxt+Z8ysqV2EmEF6eBxQNMy1omEOHDlFUVBSBYPXq1WzdupUHH3yQ06dPMzY2xlNPPcX27ds5efIkBw4cYNeuXWzcuJH29vYISAsWLKC3t5dNmzbx0EMPURb/7CIAzlq1ldItv2f0lT8RX7qWc0/eOQ7AkkePcbS1LQK/uf6Rt1ZdwRYsAE4LAD7x5F9Yfcv1EQiqq6s5c+YMK1asoK2tLfKA5nPu3DnKy8sZGhqKgGeAWVxczJw5cyL7PHgNmK/yZrHk+QsesNAWXPJoB6+HR6Lzu7u7GRi+9woAqBhwWsSAJh2r4ermCCd5T5QHzf/yc03NPOp2b5gq/It+f3bHQbq6uqL/NzU1qTcMieKIiDZd8M3HENCGiB7MwIgbjzzHg+LEhNm/xnB8vu8guPm+eN+secHPPPNMFOP9P+AznuxKz1+zZg2fxX8cNSfKdKAY8FJKyHSmYZI3WtiEZmKEyWpuhlSjPZbuAX8F/KHlKMtj/XxrsavDvCwfV9joP+9288nZUvr6V493x7p8GkYx4LSIAc0WPBUAV46FVFRURFt0/mO83ed/Xlxfz/4HlrBmYcmU8Cx5pI33ey0v+9K+Pn7201vFAxYiomeyFrzog5eoq6uLwNLY2Ehra+ukAMuNZLnu+Xsu+l35z/dx7ok7vmBf+psujnXa+K+3t4/bb/+eYsCZHANGoewlakKGT4TRm6rxeObNuLKykoGBAUpKSiL+bvbs2bS0tFASG+O6z70Bl/3ojwz/9SdfBODOTlrfyoyvm0wmFQPOVCluqi24umsPixYtisBiiOr58+dHtMzg4CCbN2+OKJvHH3+cipKiLwBw9q4TZP+8nbFjLReBsGRnJ4fDNyJQGw94993fv8ItWDHgjIkBbxw4EHF/eVrmUv+WFuW4ee/2KeM/Y/DpLw/zZlt7BOpXDg7x8K/uvEIAigecNjzgZB5w/FiffQv+7T//xbUfH2fxIlfXeVkwK2zUfeID4tQwEt9wUY/o/wK+I/ZEwR8HvgAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="3765" y="200" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="217.8000000000001,255,154,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="23" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>-235</l><l>200</l></block><block s="setHeading"><l>180</l></block><block s="setColor"><color>255,171,154,1</color></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="doSetVar"><l>rotate line</l><l>90</l></block><block s="doSetVar"><l>hue</l><l>1</l></block><block s="doRepeat"><l>20</l><script><block s="doRepeat"><l>5</l><script><block s="doRepeat"><l>59</l><script><block s="forward"><l>8</l></block><block s="up"></block><block s="forward"><l>4</l></block><block s="down"></block></script></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportDifference"><block var="hue"/><l>2</l></block></block><block s="turnLeft"><block var="rotate line"/></block><block s="forward"><l>5</l></block><block s="turnLeft"><block var="rotate line"/></block><block s="doRepeat"><l>59</l><script><block s="forward"><l>8</l></block><block s="up"></block><block s="forward"><l>4</l></block><block s="down"></block></script></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportSum"><block var="hue"/><l>2</l></block></block><block s="turn"><block var="rotate line"/></block><block s="forward"><l>5</l></block><block s="turn"><block var="rotate line"/></block><block s="changePenHSVA"><l><option>hue</option></l><block var="hue"/></block></script></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>59</l><script><block s="forward"><l>8</l></block><block s="up"></block><block s="forward"><l>4</l></block><block s="down"></block></script></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportDifference"><block var="hue"/><l>14</l></block></block><block s="turnLeft"><block var="rotate line"/></block><block s="forward"><l>5</l></block><block s="turnLeft"><block var="rotate line"/></block><block s="doRepeat"><l>59</l><script><block s="forward"><l>8</l></block><block s="up"></block><block s="forward"><l>4</l></block><block s="down"></block></script></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportSum"><block var="hue"/><l>10</l></block></block><block s="turn"><block var="rotate line"/></block><block s="forward"><l>5</l></block><block s="turn"><block var="rotate line"/></block><block s="changePenHSVA"><l><option>hue</option></l><block var="hue"/></block><block s="doRepeat"><l>4</l><script><block s="doRepeat"><l>59</l><script><block s="forward"><l>8</l></block><block s="up"></block><block s="forward"><l>4</l></block><block s="down"></block></script></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportDifference"><block var="hue"/><l>4</l></block></block><block s="turnLeft"><block var="rotate line"/></block><block s="forward"><l>5</l></block><block s="turnLeft"><block var="rotate line"/></block><block s="doRepeat"><l>59</l><script><block s="forward"><l>8</l></block><block s="up"></block><block s="forward"><l>4</l></block><block s="down"></block></script></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportSum"><block var="hue"/><l>-2</l></block></block><block s="turn"><block var="rotate line"/></block><block s="forward"><l>5</l></block><block s="turn"><block var="rotate line"/></block><block s="changePenHSVA"><l><option>hue</option></l><block var="hue"/></block></script></block></script></block></script></block><block s="up"></block></script></scripts></sprite><watcher var="rotate line" style="normal" x="369" y="317.000006" color="243,118,29"/><watcher var="hue" style="normal" x="396" y="339" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="rotate line"><l>90</l></variable><variable name="hue"><l>1</l></variable></variables></project><media name="Master Painting Study" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>