<snapdata remixID="13688984"><project name="Concentric Square Programming Lab" app="Snap! 10, https://snap.berkeley.edu" 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select="1"><scene name="Concentric Square Programming Lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="numSquares+IncrementWanted %&apos;numSquares&apos; %&apos;increment&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>numSteps</l><l>10</l></block><block s="down"></block><block s="doRepeat"><block var="numSquares"/><script><block s="doRepeat"><l>4</l><script><block s="changePenColorDimension"><l><option>r-g-b(-a)</option></l><l>5</l></block><block s="forward"><block var="numSteps"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="doChangeVar"><l>numSteps</l><block var="increment"/></block><block s="changeXPosition"><block s="reportDifference"><l>0</l><block s="reportQuotient"><block 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wFeEq9QScYyfgCawImIDzuBBwmRUBVxGuUk/AOXYCnsCKgAk4jwsBl1m9BQH3m/12u9DutN6O2lettVfVuz7n9UNr7cLJPR631u4OfzXcm/uOCTgnSsATWBEwAedxIeAyq7ch4N/rL9qFdnRyrzv5flm963Nef/E32t1JePfo7Xj4q+Hy3HdMwDlRAp7AioAJOI8LAZdZvQ0B/37vp+7zi+pdn/P6907f3/Dr4Tsdz3bjBJyjJOAJrAiYgPO4EHCZFQFXEf5uPQHHTPtnpz+cDZ8s8GHl/mjGrQVmPBzNuLnAjMejGe8vMIOACTh+9e65sD8YBfWDBYL6+WjGRwvM+HQ04+cLzFhBwMNfzv88qpmZs77/dLQ3J+C9eAk4T14n4D1yfDl6wV2a/w2mPxvNuLrAjCejGdcXmPFoNOPGAjMIOH5VdwKOWaUXEnBKqjUCnsCKgAk4j8seVgQcI+xOwDGr83QhAefbIOAJrAiYgPO4EHCZFQFXEa5ST8A5dgKewIqACTiPCwGXWRFwFeEq9QScYyfgCawImIDzuBBwmRUBVxGuUk/AOXYCnsCKgAk4jwsBl1kRcBXhKvUEnGMn4AmsCJiA87gQcJkVAVcRrlJPwDl2Ap7AioAJOI8LAZdZEXAV4Sr1BJxjJ+AJrAiYgPO4EHCZFQFXEa5ST8A5dgKewIqACTiPCwGXWRFwFeEq9QScYyfgCawImIDzuBBwmRUBVxGuUk/AOXYCnsCKgAk4jwsBl1kRcBXhKvUEnGMn4AmsCJiA87gQcJkVAVcRrlJPwDl2Ap7AioAJOI8LAZdZEXAV4Sr1BJxjJ+AJrAiYgPO4EHCZFQFXEa5ST8A5dgKewIqACTiPCwGXWRFwFeEq9QScYyfgCawImIDzuBBwmRUBVxGuUk/AOXYCnsCKgAk4jwsBl1kRcBXhKvUEnGMn4AmsCJiA87gQcJkVAVcRrlJPwDl2Ap7AioAJOI8LAZdZEXAV4Sr1BJxjJ+AJrAiYgPO4EHCZFQHHCPvf7rfbxXan9XbUvmqtvdpTOrTWLpz8f8ettbvD3wz34iHhhQQcgmqtEfAEVgRMwHlcCLjMioBjhP3v9RftQjs6KdjJ98s9pRd/o92dhHeP3o6Hvxkux0PCCwk4BEXAOagdKwIm4EmJecPF/VHvv/0/DzeG794Oq62/r+8PRjM+WGDG56MZHy0wg4DjTPR/eHof7Ys9pe+d/t+Hv15gbz8dZePXC8z4cDTjVwvM+Hg04xcLzPhsNOOTBWbcH824tcCMh6MZNxeYQcAEHL8j7rmQgHOCnYBjWAS8wBs+Aef5I+Cc1fPRh5Urr7N7ptNYfzlqeGmBF8Oz0YyrC8x4MppxfYEZTsB5UAk4ZzU6AQ//883Z7X9rlHEn4L2MOwHn+SPgnBUB7znJE3AeIl9B56x+fyS9v1zggx0Bn+nw8ENLJOA44q0TcAyrEzABx2nZ91U6AccIOwHPL0c/A87z52fAOaunow/L1xb4sEzABBwnkoCrqBoBL/AmRsBxLjsB56wIeI8c/Qw4D5Hfgs5Z/Wz0ifeXC8jCCdgJeN8HWb8Fnb9W/Rb0Hjn6Jaw8RH4JK2fll7ByVn4GPL/k/RJWnj8/A85Z+QraV9BxWnwFXUW1ylfQ7esfue3dX6N/09rwvxc48fs74Dgz/iWsGJV/iGMfKn+GNCFETsAxLH8HHKNqv/N3wD8m4F3r3trwmID3vq85AccB9FvQMarmt6D3ner8GVKcou63oHNWb+NnwP+gv2jD//+nKHen233/FvRv3/Xun6J87J+iJOA4ynsvJOCcIQETcJ4WX0HXWb0NAf/9frsN7U5r7Wj31fLudPuDj96OW293h//lP8ZAwOWI+zvgCQgJmIAnxOXNlzoB5wjfxp8h5Xez/JX+Yww5Yz8DnsDKb0HveTP2W9Bxivxb0DGq5mfAOavzdCUB59sg4AmsCJiA87jsYeWXsGKEBByjOlcXEnC+DgKewIqACTiPCwGXWfk74CrCVeoJOMdOwBNYETAB53Eh4DIrAq4iXKWegHPsBDyBFQETcB4XAi6zIuAqwlXqCTjHTsATWBEwAedxIeAyKwKuIlylnoBz7AQ8gRUBE3AeFwIusyLgKsJV6gk4x07AE1gRMAHncSHgMisCriJcpZ6Ac+wEPIEVARNwHhcCLrMi4CrCVeoJOMdOwBNYETAB53Eh4DIrAq4iXKWegHPsBDyBFQETcB4XAi6zIuAqwlXqCTjHTsATWBEwAedxIeAyKwKuIlylnoBz7AQ8gRUBE3AeFwIusyLgKsJV6gk4x07AE1gRMAHncSHgMisCriJcpZ6Ac+wEPIEVARNwHhcCLrMi4CrCVeoJOMdOwBNYETAB53Eh4DIrAq4iXKWegHPsBDyBFQETcB4XAi6zIuAqwlXqCTjHTsATWBEwAedxIeAyKwKuIlylnoBz7AQ8gRUBE3AeFwIusyLgKsJV6gk4x07AE1gRMAHncSHgMisCriJcpZ6Ac+wEPIEVARNwHhcCLrPaqIDb11UyB1LfW2vftDb8t2GY+477h33X/fvH8KsFZnw8mvGLBWZ8NprxyQIz7o9m3FpgxsPRjJsLzCBgAq6+kfRHo6DeWCCoD0YzPlhgxuejGR8tMIOAq3Fbv763NjxcIBsEHO+2E3DO6unofe3aAtl9Pppx5fWMM31S7S9HDS8tcNPPRjOuLjDjyWjG9QVmEHD+YtiKgP9Zf9GGdnTyxHfntlcxgsO/sLfj4eFwee4n4gScEyXgCawIeM8pm4DjFHUn4JzVz0Yfun65wIeuf9pvt6Hdaa0d7b6SPZHwu/Do7bi1dnd4ONyb++kScE6UgCewImACzuOyhxUBxwj7WxBwfDMujAkQcIyqEfAEVgRMwHlcCLjMioCrCFepJ+AcOwFPYEXABJzHhYDLrAi4inCVegLOsRPwBFYETMB5XAi4zIqAqwhXqSfgHDsBT2BFwAScx4WAy6wIuIpwlXoCzrET8ARWBEzAeVwIuMyKgKsIV6kn4Bw7AU9gRcAEnMeFgMusCLiKcJV6As6xE/AEVgRMwHlcCLjMioCrCFepJ+AcOwFPYEXABJzHhYDLrAi4inCVegLOsRPwBFYETMB5XAi4zIqAqwhXqSfgHDsBT2BFwAScx4WAy6wIuIpwlXoCzrET8ARWBEzAeVwIuMyKgKsIV6kn4Bw7AU9gRcAEnMeFgMusCLiKcJV6As6xE/AEVgRMwHlcCLjMioCrCFepJ+AcOwFPYEXABJzHhYDLrAi4inCVegLOsRPwBFYETMB5XAi4zIqAqwhXqSfgHDsBT2BFwAScx4WAy6wIuIpwlXoCzrET8ARWBEzAeVwIuMyKgKsIV6kn4Bw7AU9gRcAEnMeFgMusCLiKcJV6As6xE/AEVgRMwHlcCLjMioCrCFepJ+AcOwFPYEXABJzHhYDLrAi4inCVegLOsRPwBFYETMB5XAi4zGok4PZ1taP6t0qgt9a+aW3402GYe27/uO+6f/8YfrHAjM9GMz5ZYMb90YxbC8x4OJpxc4EZj0cz3l9gBgETcPWNpD8YBfWDBYL6+WjGRwvM+HQ04+cLzCDgatzWr++tDfcXyAYBx7vtBJyzej56X7vyOrtn+hTZX44aXlrgxfBsNOPqAjOejGZcX2DGo9GMGwvMIOD8xfAv+4s2tKOTgt1551Vc6sLzQqC34+H+cHnu23ECzokS8ARWBLznlE3AcYr6Vk7Af9hvtwvtTmvtaPdV5omEPQ6HQG/H7dt2d/gvw725b5qAc6IEPIEVARNwHpc9rDYi4CoH9dslQMD5bgl4AisCJuA8LgRcZaX+MAkQcL43Ap7AioAJOI8LAVdZqT9MAgSc742AJ7AiYALO40LAVVbqD5MAAed7I+AJrAiYgPO4EHCVlfrDJEDA+d4IeAIrAibgPC4EXGWl/jAJEHC+NwKewIqACTiPCwFXWak/TAIEnO+NgCewImACzuNCwFVW6g+TAAHneyPgCawImIDzuBBwlZX6wyRAwPneCHgCKwIm4DwuBFxlpf4wCRBwvjcCnsCKgAk4jwsBV1mpP0wCBJzvjYAnsCJgAs7jQsBVVuoPkwAB53sj4AmsCJiA87gQcJWV+sMkQMD53gh4AisCJuA8LgRcZaX+MAkQcL43Ap7AioAJOI8LAVdZqT9MAgSc742AJ7AiYALO40LAVVbqD5MAAed7I+AJrAiYgPO4EHCVlfrDJEDA+d4IeAIrAibgPC4EXGWl/jAJEHC+NwKewIqACTiPCwFXWak/TAIEnO+NgCewImACzuNCwFVW6g+TAAHneyPgCawImIDzuBBwlZX6wyRAwPneCHgCKwIm4Dwu50fA7evqXatH4AwEemvtm9aGPx6GM1T/YEn/rO+6f/8YPllgxv3RjFsLzHg4mnFzgRmPRzPeX2DG09GMawvMIGACrr6R9M9HQf1ogaB+enoGAVe3pv7MBHprw2cLZJyA45V0At4jrpejN+NLCwT12WjG1QVmPBnNuL7AjEejGTcWmPFgNOODBWa8DQH/u/6iDe3oJHW7c8Kr+LXqQgTmJfBtOx7+/XB53qatOQHnRAl4D6tOwHGKOgHnrP6o324/aXdaa0e7rwBPJOyBwNsm8G07br3dHf7DcG/u0QScEyVgAs7Tso8VAZcZaoDAVggQcL5JAibgPC0EXGalAQJbJ0DA+YYJmIDztBBwmZUGCGydAAHnGyZgAs7TQsBlVhogsHUCBJxvmIAJOE8LAZdZaYDA1gkQcL5hAibgPC0EXGalAQJbJ0DA+YYJmIDztBBwmZUGCGydAAHnGyZgAs7TQsBlVhogsHUCBJxvmIAJOE8LAZdZaYDA1gkQcL5hAibgPC0EXGalAQJbJ0DA+YYJmIDztBBwmZUGCGydAAHnGyZgAs7TQsBlVhogsHUCBJxvmIAJOE8LAZdZaYDA1gkQcL5hAibgPC0EXGalAQJbJ0DA+YYJmIDztBBwmZUGCGydAAHnGyZgAs7TQsB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var="numSteps" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="increment" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="numSquares"><l>10</l></variable><variable name="numSteps"><l>510</l></variable><variable name="increment"><l>0</l></variable></variables></scene></scenes></project><media name="Concentric Square Programming Lab" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>