<snapdata remixID="10704882"><project name="sprite drawing game" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAEmhJREFUeF7tnXl8lMUZx3+bhEA4EkAUGkSOFCTcgiCHLaBYpSrKUTzCERW1HqiAgor9EKogWrEWFFREI0TrRTjEeiASQbkKckQNUJFDUQ6FEMBANsn2M0k27+zs+74z81777vK+f2n2mXmu7zxzvLOLLxAIBOA9URmBNVkvYsu8Raq233dgRVT45PMAjIo86Rr5fPOBKC8tDZO5cMjluHL2w6520APQ1ekRN6709BnMSbtGtcHw92ehSdd08c4clPQAdDDYTqj6au47+OKJeVEzLXsAOkFFBHS81iMDJw4cDtPcrE8XDH7nHxGwSF2lB6BrUmGPIbOaXqHa8dWvZCFtYB97lEr06gEoEaxoFd2xaCU+uW+GK6dlD8BopcqA3e9cMxYHt+wIa9mw9QUYkTffQI/mm3gAmo9h1PWgNS33mz4WnUYPctQfD0BHw+0eZT98sQWLb5gY8WnZA9A9TETEkg9uy8Luj74M093i8h4YtGCa7TZ5ANoe4uhQoDYtpzRPxei1r9vqgAegreGNrs6P7tqHnP5jwoy2872yB2B0MeKItWrV0C4IPQAdSWn0KXEKQg/AKGODBSO5WRNkrl9oixdOQOgBaEvq7OlU6/zOrumReJFz2Rgc3bkvxKHrcqajef/uljjpAWhJGO3vRAu+oGY7Idw6Lxers+aGONn51uvR9/F7TDvuAWg6hPZ3QM7pyHkd/dz44Ry8NfDu6j/ZCSBRUrjnABZcmhliwzltWyBjpfrVL9GoeACKRiqCcmz1C8JG/91uAIPuW70u9ACMIFgiql9KH4wzRSdVK10kACSGWAmhB6AIBRoydCI6jroW/Z+8z0Rv6k1pHQ3SmmHk6lerBSMFoJUQegAaRMaJHanW1Ks2HTo1BdPhsqISOgqgFQYb5MXyZrxdKVFoFgpaR5cxg/HHqcqmg61CZnUZDdCr3W/GyZ+OhDQfu/9j+OLjhLqMOIDEUGJwtD0iAJqBkFf93AIgsYMc0ZCjGq1Hb3A4BuDezzZi2cjJqjZGavSagZ5df82+4EoEysrDukxMroO/FiyRUsUeu/ScmIke92eE9RHJNSBrTHbvUSja97Oqn+e0bYmMlS+rfuYYgLnDH8KPX26NCQA3zFyADc8qr7/YASRSvfSIFG3vJgB5M4JWkXEMQNrApIYpKD56vDoH0VYBeYDwPteDL7vnCBT9cEgoNm4BkAef3lIkIgD2mTwGX057RSjIUnOXQ8J0wIe89wzO79U5RLMZAOm29c5vjFs25Gh65QYAWV/JG5rzOrUOOyt0VQUkmw6yZgo+0VwB1Ww3CqBMO/b9bCRiyNpLwCMABh+RARKRCkiCJWKcQwVNSg1v/cfuTkV3wlteycWaKcoL/6vnZyHtKu0vji8aNgEH1m2P2CBm4yDqJxtsRwAku0O24kUrgCJVSkSGTYRsG1l5qVEmIGyVfkcA3PzC2/hyeuiaLxYAVFv/Ga2AdDzuLFiMmsl1dTGg5Zv26oSh780UwMYaEb3307IaHAHw5Q5DcfpYUch0EQsAaq27ZKuDrDwL+R+z7kKX24fI5t6wPG1vo3atcPOKlwz35QiAtMHNLr0Ig99+OmrXgCIDRxYoWr5mSl3c+e1ibkJF7OB2YkBA1jeeCscBDF7njlQAeQHhfS5iNy1Drq4Tn/UekT711oxO7oBpW624Fe04gJG8TMmDi/f5j+u2IXfYg9ydpyxQsvLsFOwUgOwrQiv0egDyqKM+X37rFHz/8dqIA0guqJKNQPCxAgSRMFg9/RKdEQHQDkdEAmhWRtRu2YomKy9yFmnWV7X2tJ2Z63OQ3KyxaTWOA8habNdNYtORUelA5OjDCByyAL6Ufj3OFJ2KaAW0qupGFMBzLmyBjM/MfavKDtC0+qRB0Tr6EK2StA5ZAGl5crHj9vz3bA+DXa/+bAew+NfjmNdpmGqArBpFtke/SoEIKLRMp8zr0G/avVzzRPrVAvamT17Eue3TuDrMChgZWCI6bQdwX94mLM14JMyWaINPZOdJrlGR61SymwMzADoVR5HqLwIcK2M7gJtm/xtrZyjf5CIGOBU0IwHRa8MDxWiV4PUbYlNRHmalKz8c6VQspWyUCLztAP7nhr747otEpSrsfAKoe4mEie4QFTn6MFolpJK7vRtmDWxYEZQrxp9C+gTlWMi2SP3yJvDTzAq9Q546gfNHrLdMlb0AFgzE6yNKcPyg8g0pp0asZRGq6ojsbs9v8kLF/y2amBxexQ/Px6yL3pKefkWm9hBftndT/jd1AtDoZqtdDe+P1kk+7bTZMp32AXhgGvBrbvVoJRbXqJOEu3Yts8x4Jzs6vLgvzkur/IWCA/kJaJqxIVS9mSTRbXnJlZG1KkC0zhYzgeR+VvVs00F02Qngm0ojg9MF+e+mPTti6KJnLTPe0Y70AAuUAPm9FHM6bgR88eLmiUJVNRVWd8yDVdwCbUmSR5LP4GOxTnsqIBVQGkByZYicn0XlowegmepHgiEKoFE9bDsZmOi2yX2BFtYWEHMAntwMnNoMFH4CnNmjyhUN4J/+NQlthw2ISv5CIGHXQSHrsvFAo/Dv8Oo6bQRA0alwO/khyfDvK1fYw6tmRoGXyLA4gCfWAfsfBcqUi6VcPUntgeJvqsWO1spFwzbNuc0cE9h1I3D6f+rqarcDfk/99K1WMvaOB4o+NzdFiQBYlAfsnSCvR6v68QA8thz4YYqir1kW0OBay1OjDmDAX6m80ORPZpARJhJcy90S6FAvMWpTlBaA9N/j6gAdVgsoZ0REYmSkGqn5GFcL6BD+D9OEGW1En7zn8AWOfRjAkQVA8U4DzTWa+GoCHavOp0SCa51msZ52DgXO7OXL0lOUWkJO7wZ2DZevSqxmkRjRMm3fBxJT9e0nmyKyOaKf9nlAfD2+3w7BRwzxBbZ1DfAtoiSI4xc8CdTuINZMJLhiPVknpRVgNmk8AK1KFC9GRnairG31BwCFn6rHkPZz9x2V6/rgU6sV0OZd62LP9MQHsPEdQOM7jRvAC67xno21FN3NNrgGaDZV0aHWjv5b2nygThfzNjW6CUhVbl1XdEjrIRWMVDK9J78HEChTJJLSgeIC/TYEQur4rFqYt1Ex5nF1KwVAsjY4dxRwbiYQV9Nkt1RzNwHIQtQ6ByDJIc/+yUDhR4rhbOC/7guUKz+V6xu2Dm+PfwzDe6+sbGMmUXqDouQnYAe1+BfRI7K+FcmwiC6RfnRkxHfBRhW5BUA2kQQ8AmDwEZlOKRkCYPDJeSYBGYPEfpBRNYx6B8widtGdHpwNHM5W/kKqZdVLgYo/1moJtKm6P6gHquh60SgXVe3OHgD1EnlgOvDrIu3qpwLpLS88huxVV1d8EtilXLYwnA+tgSq7+eAtFdiqpgZhzZbAhfZfciWxOjsALPgz4Fd+8qxiDUXvBkWrDCNHqqDp6qdWgasgOb6+L1JqK9O+0DRP29jqZaBuN92jsO/XjEerFOocE8C+I79D88uXGx5LMg1tB9DXRjkKsKRSyHgXLPNVNgTeq3pfy9vdaulgDoMJgJb5RIOTOgFbj9yEcY9uwKqplf8a0dYzL6JLd/1/Hqs8vx/iAirvbbd3A71koN2rjgn1x/5TXsCqxT0NRFq+ScwDSA8Adrp8YFoZju5djgVj/14RuaMl6Wh4sfbv8VUIUaC8u38V/nJNsnzU1VqoVNcQUESmeaqPwlN1Ub9XVWUTBJCG1LKBxYlOTAO490AALfv7q0OwYEo+RmYo9+n04FSLG5EnFSPvm64gVSKwbChADoWteA69BBxSfkfZCAy0P40a+HBkQ41qy1hfgx/0a/8VlkyahPqjVoR44QFoQVL1AJOFr2LB3KYE2fc+jszn/1ZtnZWJGjduIZ774IYwz0V0bC0I4KLrlMEm0oZWZCQeFqTI/k1IJNeAtO7Jd8XjiXGVd/TyNpSj/8jS6vhNGRuPrLH69/e0KohsovWSpqZDtP+kjn6cPqO81BJtF7THA9CK4UT1kTmpFK8vVq4h0QmRDTZbXWhTtyytgS7pPkusZ+3q0MaH/OXKNCoKb40EoORbuaMh2ZhY4rATxzCRqoC03uapPuzNq0xk3c4lOFWshE+kUmhVP9JLi6Y+7FklBgkvaWYgoNu+NiMBmUPkDsbN6Ob5pTtwAoGA3GUESW2yALa6zI89P4abJAKK1prm2KZE1E8Gjh0HGnZXjoU6t/Vh6zJ9eNjEkL4yHy7F0k/Vq6tkeKrFG1xcgkLmqqWoz1bAY0UfRnx33S5Yq9qMuyUOzz6SIOSj1oJcNsgsFPePjsdzkyvXirIDS89wdrcelPUAFEq3vpBMovSmOqLFTEJqti9BibJJRHF+Imrp3LlY8mk5Bt+tbFRY/bStZAomU7HRx+wGR3ZgqdlpRR9G/HdNBSTndaQSBJ+LO8Thv7kJIZXmnPrALxv5i2s6mH26+vD0xAT0uVGhr1sHHzblyk29LPxWJUxv0AWXDnqJveo2Pz5eE7pkER2oWksWmcFuBLoQvW5ZA9KJqJ0EnNpWCZqRRNNtyC6VPh8TCa6IzueyyzBuunLnzkjS2fVu2gU+7N6vwGTkeEikjVcBmQjoJXzUxDIsXCKXaL2qwgOFbfvPR+PxQKb6GaGZaVhriqf7bN8a+PoD7Yqv5ifPP62KJTLozFY7VfDtrIDkuIMce+gtqrNml2HqbAWwVQsT0O+S0CMEmXWkWtUM6qc3EWrBSL/Kjx3fKxWId55G2+XzAeU7+cuDoF6thIuCQHbMZJPEPh6AVERSuvpRdFL/dF4k4LSMGqBsEows6nfuCaDtldQuRWDTI2K77HTXb4Qfn2/kv9Ew4qNWBavRrgSl1H7LKMRGKqStmxA6SMl1fTj+VejCXzSBtJzIGsfI1CRqCx3k+t1KcJy6/SSSOFYP+yaFnRHU+lQ7M9SbZfTAYCtpQnwA/gILv5LBodIxAE9uS0SdJMUa1vG+PXzIy1Hfmcqsi9Sm4CVzEnDdAO03AywUv21PRFItsfEsszxg9RCbiG30w9vctBvoR8Fu7XcHIoMgZBdK3dcU2aCJRUVcyjEAzRxjyFSn8nIgvq2yNuKtzVpf4cd3+5SEDugdhxXZYgfeLOx6ySc7cXJAHnxS6gGFm8PXjOxFCb132Gya27f24esPxF8Ldhnkx7Ydik1mzzPFsVMkbQNQDxp2muE5Lrou0tuAiAbHTAVp3MiHg2vDARg4phQfrQ79fRY9PXq7eNoP0gctK/sOWGZgi8ZPVi4iAMo6LrIuIo6n9inBz0dkQ6DIy8JHWjbp7cehX7Q3DUbe8YoAGLRVZgngpqk3aIvjAMrCRwzVm5aCjvx8JIDUPsouNiEeKKW+m83D0gh81UGk1lH3ZMTj+SnxFTdu6COooKyIHh6AWtOySN9qs4TIyQIvfkY/dwTA2rWAU9sTkdjOD3+pUi06XejDtvfF1iy8ka4G9t1ZZZj7pjaFWusw2WDygJGBTw2Q0YPjkP2U+rqUFxfWFyMVWTYeMvKOADh3agIGXxGHJr1DD05FRyxvsU82HWTzEXz8BYkgFdCphz2OUdMr46uM3TIAshshoscuu0R9cARAdrFsxHGtQI94sAxvLFOqXP+ecfhsgfguVjRQPLmE9BKUqRTblHo+FG4Wq/I8HWqfiwJ4y8OlyM4V3wgZscVIG0cAJN/Q+uWYMvUeXJuIxo3kzFUL9IMzyjDz1dCsR3pEy3llXloEQN7VMvNWGO/BEQBp8+rV8aFoi3xFoANNjm2eX1h+1sPHW5qQz9Uuu7ppkDoOoFHneQt9o/0aH7vuaMmrgGzcRO4YOumZowAamXqDwWC/TEQH6WyFj62APHCs/AYfT5fo544CaBYUtYW+2T5FA+VWOd7MELRb9i2JU/46BuDZDopdCRUB8Mo/+PDRfPl1t1020/16ADoRZQd0jHqoFAuXhh6z8N6xO2AWV4UtAN4ztRRz3rD2e7NcTzyBqIyALQAaed8bldHzjDYdAVsArNPZj9+K+dfKTVvvdRD1EbAFQBIV8n6UPGqXLqM+ap4DlkXANgAts9DrKKYj4AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3MegO7PUUxb6AEY0+l1v3P/B1KEmSCAsIBHAAAAAElFTkSuQmCC</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="-988" y="127" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="61" y="51.00000000000014"><block s="clear"></block></script><script x="158.33333333333337" y="70.33333333333329"><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></block></script><script x="254" y="172.3333333333334"><block s="setSize"><l>10</l></block><block s="doForever"><script><block s="down"></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>40</l></block><script><block s="setColor"><color>145,26,68,1</color></block></script><script><block s="doIfElse"><custom-block s="is %s between %s and %s"><block s="yPosition"></block><l>0</l><l>40</l></custom-block><script><block s="setColor"><color>255,209,50,1</color></block></script><script><block s="setColor"><color>0,37,249,1</color></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="is %&apos;var 1&apos; between %&apos;var 2&apos; and %&apos;var 3&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportAnd"><block s="reportOr"><block s="reportLessThan"><block var="var 1"/><block var="var 3"/></block><block s="reportEquals"><block var="var 1"/><block var="var 3"/></block></block><block s="reportOr"><block s="reportGreaterThan"><block var="var 1"/><block var="var 2"/></block><block s="reportEquals"><block var="var 1"/><block var="var 2"/></block></block></block><block s="reportAnd"><block s="reportOr"><block s="reportLessThan"><block var="var 1"/><block var="var 2"/></block><block s="reportEquals"><block var="var 1"/><block var="var 2"/></block></block><block s="reportOr"><block s="reportGreaterThan"><block var="var 1"/><block var="var 3"/></block><block s="reportEquals"><block var="var 1"/><block var="var 3"/></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="between (2)" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="sprite drawing game" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>