<snapdata remixID="12252636"><project name="conditionalStatements" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAAQxklEQVR4Ae1dCZgUxRX+Z3aOXRY8IiqSEJSon8RbYoRF5Q6KipJlQQQENBqinBExMUYOr3wiInhBEgWMSjQgKh4QRUEOd0XUKMYDlGBiTD6NyLKzMzszO516PXRP1/TMTs/s9NQm36uPod+r673++++q7uqqWo8mAjgwAooQ8Cqyy2YZAR0BJiATQSkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8LNxJiBzQCkCTECl8Ld94zt27EDjXXPwzCPLXXHWo4nQ6ppfXgu8vU2q5ovOFXhydFczbgh64Th8x9RVCOH5c+Bp6Ww9QPl1s1S41qZtbl+8CN3mTEVYYLfpe6eg18U/xmdVA1B1zHcRXbE0q+/+oTUoO/77WdMpoXACzr8N2LwR2CJ+WcKo1b1R27ujlDoe52MwzkJPtOyYVKhAJbHrI0Sf/iPCC+YCiYTzWrxeVEy/GYFLRsJ77AnOy/0f51x00SCMffNl6Qw/iQPeoSMQEth2OvhgdNqzE/Ha16Q8pJRfOQX+IcPgq+prS/PZYnJFzLsFmHdrrlxZ05fhRdCvMzrilxiDC1GVNW+hCfGtGxGePxvxrRsKq0IASuXpR6BViFYxE3iFVZ69VOTBeUCZuCShBqA5Ac8hh8I/eCjQ1IT423VI7Nktmgzx75BvQdv7NYJjr4LnyM7ZKyxSSvSZJ1pVU+ShRaCft3MXVMyah8DQkWZ9zlvANauAKy8zC2YVOhwEnD8Uz/YCrhvdiDias2alhJ44EdNQI9rE4rSIDWMuQGz9Cy3apERPxyMQOH8YYmufRuLLf+fM7x94Adr/4bmc+fLN0PzONjQ9sQzew49E+c9vzqt4bN2zaP7gXZSdfAb8A4bkVdZJ5thzK9FwVQ12Dp+A41YuTXbB3U5Gz/4D8PGO99C7W1c0rXgYENc8IG4U7V//RIxawLhoGlsI+k09Q9zcvfo47IKHDRJdrb1p1W1cfxPwQ9GK9RnQgklgEVbiHezEq3g7Y745uAKX47yMaU4iqbXbP0qUjzbZspd1PxmBIdXwD7oAZaf+wJZuRDT/5U3EXnoe0RdWiQv7nhGdOgaC6LBibdFaw8YbJ4m6+iBwYU3KRgFS8/vvoOm39yAwcnzRfNtf3U/vQXYNrsaJJ52MNevWYeiggcLOApRPnAGfuOa+cwUvWgiRu+ci/lZd1gah3e33AfQSkjV8+FdNO/d0TTs8IP9O66ZpS5dkLZYr4R7tSe1orcb2u1SbnatoxvTYlle1rzvB9qv/cV+N0goJVK5+WF9bnWSn0DoNP6h8aOZEQy3aMbppvRa6cXKr6mv+6H1tX9+TbOf9zRldtMiyBwuuOzxvtq1OwjI7Ad/apmnfbi8Tj4h4120FO2EtmBAKES6diPmSkC5mOvn2nvCtVpPE8JXq33vCoTYbhZIwvGRB0XwzfJSOkbBGF7uQEH/7De3r7wZs5xq+e24h1dnLJBLaftEoWK9XdgKe1FUm34ldNG3LRnulrYxZq9XZSDjKYUuYiXzU6rkRqF4rcCTnS8KGa0drsW1b3XDPVmdo2nhbXK6Ib049SjrHvad00mJbN+Qqlnd69IWnTDuZCXjJQJl8pLsYXtfet5Hwce2lFi3G6jaZJ2EQo766X4tlWptI9Ru2jGOsdpOjahvvnKXF6jY7ylusTPm0hOk3mFs3snFuRuNhJ+B80cVan/n69jDKuHrMRMI3tA+y2iw1YIYjhdglsPNtLQ17rT2GZlyVswrqYo0bio77+p+as0wxMhAmMgF3fiiTj4i4/Y1i2HJUx0ptg9QSZnseFF80JMDcvlvTnU8nIfnTUghNv6KlZFfTcpE/vvMDCUsiYOytWld9slYuE3D4+TIB16+15i2JnP5iQi1jerDerSRr8Vh6Fnd1Yc/mQxaLoWkTsqSULrph0tisxvaPGCSdS/SVF7PmdSPBaw7jfLoL2LjeVNH7XKD/4JReImkhpkiWFuJPkh4WH8atoWLm3OTXA2uk27L4WqHbtdiJpPlFSYndu1B2xlmWXGrEynsfAY3JpYfE7p2IvfaSGU0DxP5+hY/FmhXlIaQIuGqFXOz6X8t6ibQjcKj+ZcQwV4v3UYe/GioiYkKBGXw+lE9X46duV9g3Ak10SA9Nj/5WfC77aXq0El2LhG12o6sel+Lok2OpQ4qA1u+71PpViZ+iMAnVkmUiIQX62iGGzsUvGcqniq8wCoNsX7N9e/ZUVCr0TjZNN0LTY7+XIulbtxGo9SvF927DnnFMErB2i6Enj737yHqJtTJ4xeStE02r9xzohmmSgTVUzCj9HduSfat/TcsfRPmUX1qzK5W9XY4W32o/N32I120yZRL8GWaqSBlcUpIE3PSKXP0MtS0LOZNpckLk/t+Yfqq4W03jFsHqR9jin7ZvLxAIWHKqF1N9h+hN0q65qnmQSQKGQil0yspSskLpSjFRyxpoMoMWiZhR/l59TVmlIPlh8Q/+tkU+wsh75FEmVInGBlOGwmueJODihSlnft42uo32qEj5JCQxYinrHklVp3iyOGK9qdV5J1kOjrkaTb9LXuumJXebaRXT1LzIkQNJAuYzW9h0u7SCPu/MYrJi0g0WTZ1YPln2Iyrmx0VXPYr4e9vVOdWCZW3fN8nUNnLNU+MILTitKskjpv8aLV/z55/JbgTLZV2VJuYIWkNoznXAgYscvmUmKn59pzWZ5TQE9BYw4U11IzF/slFMy6dETXklxpq7HKPEh3yNeg86xCzStOwBU2YhMwI620avqkJzmQdbzjkcD0w7PnNOBbEJy3NfcOQ4+Hr3170I1FyuwJvsJg1/yL/giPFmRq3R8nJnxrJgRUAnIK1cO/aLoRgjiNiWQ4eV69HujvtRuWh5m3KT/CG/yL82HyrayKPLAaB0Al4ghn2NsAxrDbFNHrWvvmzTfsnv6m3L1fjrGxEcd43uVOCiGtO5yMP3mnKpBZ2A1gXj32B/qX3IaI/G/axhBJLdL61my7XqylquJLJYBab7JYwFx1wlmcw0CUDKUEIlvmUDPO076BbLjk99adL2/qeEXsimdAKeJvYssIZH8WerqkT+GH+X7B6Fw3Q9OP5niCy8TUpTrZA/5BcFb6fOkjvNH+6QdKVKu3am+bIe8iwd+nSoIugE7IPTJNtrxfwT1eF5vG66UIN+pvy/IAQvnWC6GV3zJ1NWL6QeENKnXUWfF+u+FQSdgGS3Gn1N81vwHnbjC1MvtZA+B3AoeksueA49DIkv/iHFqVLID9rBwBoCw0ZZVXkKmZRSOoWmsZVfM1MyGBgxztTjm9Yj8elOUy+VYBJwuIWAZHw2Hi6VDzY7xuwXSvDDh7NxipQneMUkhH81WYpTpYRvmoqg2PvEGvQF2z6/GRW+a7YpqxK0hnqb6aBYyG4NjQowNQlImwXRNhlGeA1/Qa1lIqgR7/ZxOuQ3silpcwMN+76+g9G8vdZQlRzjYlsN3zkDM9quSNtmIzRpTMZ8pYiMLLxd7Mky32aKZvJYZ/PENqyzzWm0FSpyhElAqneq2KPFGiZinlV1XSbCP43UPLWOOBjpk1MNJ4KXT0T0xdWGquQYe/4pGC8f6Q6UT78J3o5HmtHRVY+V/OKS8cTf/wZYZm6bDh0Q0mdBN0wYlp7FVV0iILWC/dHDNLgPIYzCHFN3U9iOj4St2ZKJezFd0tMVGsuKLLglPbokOj1TBS6sbtFW5ZI/Sun6fivbtkpxbivRJ5aj/Fr52c9qk1pA/6DU1DetXgzEiX1hShU8tNIp3Vg/sTDob/iXGU1d8wrMMvViC+/iE4wU9UcQNav+Ec7EElxv6tmE+NYNepK1K8mWt1jx+dgMXTFMtNRPp0yXV+Cg1RtRdtqZqTiXpNA1l6Fy4TLxIJ17bmJ91XFoFouojEB4dlj1qqG6dpRaQMPKb5Ac0zJ0WpPhVktI3e4luFEiHxHeCfnIPwIqseeTknVvRL7EZ7ulZycDp0zHyodXy3nF4qD6IWe57m9oyjgEJ0xyRD7yu938hyT36TxL0RJmJOBZ6C5avNmSQ0TC7mJDyWK+mNDXDup2jSlXZLCQ1jYw6kpo9ftcv6h0UchOwDLOJ4GURaGWRGqhRadDF9etryQN4y5GuRgp8J1ZlcUje7Sv17m2Fo/Od2+3SldwTfxjD6iFzkhAco+eB9NJSF0kEWY05opd/gofM9qKHRgonu8W4EkJiULIZ1TgP+9iXWwYe5ERVdRjw+XJeg07+VZuI6GoIDxvFurP6Y7Y5uJMYqAXDlqf3H75MwV18Rm73XCjfrM0DB+AeJFGHeLifKNPPYbKBx7PvUHlNnwoOsgl2IXPbZgTYapwEiZnGSqxFvgM/8ZqvIbFeFZ0t03WJF2mVXCPF+k5k8hSPvE6udWxWXQWQa1AZPF8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select="1"><scene name="conditionalStatements"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="circle1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-175</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="direction"></block><l>90</l></block><block s="reportLessThan"><block s="direction"></block><l>0</l></block></block><script><block s="setColor"><color>32,255,85,1</color></block></script><script><block s="setColor"><color>255,21,6,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></block-definition><block-definition s="cirlce2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>238,24,0,1</color></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="direction"></block><l>180</l></block><block s="reportLessThan"><block s="direction"></block><l>0</l></block></block><script><block s="setSize"><l>1</l></block></script><script><block s="setSize"><l>10</l></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></block-definition><block-definition s="circle3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>238,24,0,1</color></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block 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s="turn"><l>1</l></block></script></block></script></block-definition></blocks><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" 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