<snapdata remixID="13814003"><project name="square program Debugging" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAD1dJREFUeF7tnburVc8Vx+cqAbkKuSIqCWhip2hhIZrCQksTLHzgAwSjhYp/gY2I2Fj+UkTUQhElPvBRWFhqQAiKEgtFO8NtggbRCNoENHwPrvNbd34za9bM3ufs2XPmNF7Pnudan71mzZrHmfr+/ft3Uz9VAh1JYKoC2JHka7UDCVQAKwidSqAC2Kn4a+UVwMpApxKoAHYq/lp5BbAy0KkEKoCdir9WXgGsDHQqARHA3/11atC43/59vfnHrX922tBaeZkSEAF89OiROfhq65ye/+Z/vzfb/vtnc+rUqTIlUns1VgkEh+A//LTK/PtX/3I26v1fjHlw8aHZsmXLWBtdKytHAiKAM3+aMr/+48+dXfCfGXNhy70KXDn677wnXgBPnz5t/vb9p4H/9/Dhw84bmmMDdu7cOWjW3bt3c2xeL9oUHIJ70YsOGgn4CDz+d6gp9+/fN9u3bw8lm5jnFUCmaoJjx44d5t69e14IXMCFIDxw4IC5du2aqQDOFWsF8Ic8Tp48ac6cOTNHOq7vJNBczwg8XrDru4kxeVZHK4AKzROIISuHoigNLB0+dbiVBVwBNMaEhlyIUJOGRK1Jq0mjeDd6n6R4ADHcffnyxSxcuHDgg6V8uOWTwOHPNNbS15azZ8+ap0+fTsQMu3gAbSUTkDTJcPl5PI8PJJ7P59OFIKQyCLiNGzeaEydOpLwjvc0zcQByTQGAt2/fDr5yWccQQMePHzcrV64UofGVge+np6fN3r17J9pPLBrAFD+LwPj69asYYOZWT2NFYd0wrMYGrUMvQW9N34+GFw2gFO6Qntk+36ZNm4ZWTusDYlh98uSJobwSSFJbUE7Jw3LRAKZYB8nnw3AtWUbkhaXDpMeOKfIQTUq7Ss1TLICSVfFZMR98vtULlIOPa9XENyz76phUK9hrAKFk3+fly5dm3bp1asPhSv/69WuzZs2aYRmzs7Pm8+fP3nJRxvz58+fksctAYW20jXfMZW3VHe84YW8BDDn+PrlqltfIGtl+XIyuKC9ZR9vquiyhz9KW7AdOFIAh+ADA5cuXB34cHP+UWbQNKZUBqOE/rl27dugfuiBMfbFiXo6c0hYJoHaxn/bzQSEcjFEriMcfQ+Eeaou2T6Nue9vlTwyAZInsZa4uFUttwouAS8poudDVplLjgUUCyN9Slx+nDTajnCbDsAYalI/J0qtXr4ZBatt/bNvq5FRekQBSPI4CuNyvgsIPHz6sXv4aNYAcBl4Xt4LkP8auouQEmq8tRQDIFSRZHRdMXQ7Brrp5G+1ZMfUN+fBJ3d2TE5i9BFAKj9hKhfVD3G1qasq7DttFmCO0FAif0LbUvnYC2ibbzboEsjcASsOqT4C7d+82t2/fHu5SThV0yjCckoe3j6wd9UHbdnu7mTZfV+myBlAaTqV4Gd8OrwVBqguW6NKlS1E6inUFXIVT23lfY611ly6GRmBFAciHIvyNZTFYQC2EGoGNK40dosGKCrkT0ok9XyB8XO2OrSdrAKW33baAeNMRzqCZrz10aSBsywpKFlNjkaRlu9gQjaa+WGjaTJ81gFJHCcDQ8povzOErW3L0tZZHA7uvfl9e1/clLNtlD6APCAgfa7Z07JHe9FDwNwSHr74YP9CXNmSNQm3jqzmuGKcNdai+Ni1ZalnZA+gCCoJdtWrVnE2f3OcLCSOk6FEoLlRmqE3oE22WwN92UNqVX1NmSFajfp49gNwiSecw4PNh7552b1yKcjRWMGSBpdmuRtmhVZEQ6Jo6xpkmewDpzbdvGOD+D004YqGS0qdalNh8sW0mwEOg98U/zB5A2rpkLzuRgAHfggULBucwaJJw9OhRc+HCBdWLHAuAqlBlopi6XWvDrqGYqna5KcpmjTVZtgBy5fg2bmK7O+J8rmGnDQhDVkajKd+QGAOfa2IUsoS83pi6NH1qM012AGp9GA7HjRs3zL59+5xy0Qrfl85WvlSeDWzTkI52JUj7ouQ4LGcDYMxtUnzCIcHHidRYRBdcTQAM7XbxWRItUHy3TEqeNi1ZalnZABjqgL04H3NlWgyILgi1yuX1pMAH2PHRHkS32xUalkMy7uJ5VgBKwy+U8+zZs4HPhw+ti6ZsQwpZQ+2wHaOwUJla14PXCZlgqxmfoNFub99ewVA7YvrURtqsAJQ6ZK/ttuHPxIRheFr+99atWweXuPPv7LbF1NOGUlMsdhv1ppSRHYAuS0DwuYLSbbzRPovoK5sHpCkNKX3btm3mwYMHQ134ymgDEpSNu2dsK4jKfZEDbaA+BaaUPNkBiE5w55pbPtvKQPB8g8CuXbsGMrhz5060LC5evGieP3/+i/ghr9Pn16GyN2/emNWrV5v169cPf0XKN6mJ8fN4R1AePrzPdh2h8FW0YEacIWsA7WGXLCBmvjhFtmLFCnPkyBGviKCMefPmRQHpsoZcqdQGsoIEBTXCdxOCzypJ+kUdHz9+FG/sp/bQS2vP2skStuGyjILFLAGUlEVhl1iBHjt2zLx7984sX77cnD9/PihLn2UhBdNzDqAPPq2bQMAtXrw4egc2TcxcQ6y2/qBQRpAgSwClcxAEwJ49e8ytW7eSRYLh+tu3b6J1QeHcInJ/b2ZmZgAJAbho0SJz9erVOZMRzcwW+VOBo86TTEIHnXI81pkdgD6fD8KGsuh0WxtOPKdX8h9dEFJe7pcRoFI8z+XHJb9FPzLy+B9O0/l8xLZl1rTdyJ8VgDEnwGKH4FhhufxHApFeBNzvDJfg8ePHZvPmzQPF20rW+HGxbWuSPjcIswHQBx8NK/aS26gBtK0jH67JimH9mdp18+bNwSbRpn5cE7goL8ks9pLMNuqOLSMLAEOWDyESPtsFADiA1FVMi4Zr+KEIv7x48UI8+B6rlJT09kQDN/ifO3fOW1QulrAXAAI0fhtq1wBCefC1yALCL8WnSyffBjB0frgCaL2bPitIQ5zryo1xWUB7WCUA9+/fb65fvz7sCQ/DSFeBpFi4mDw09PpmxbnAVychglZd4RFSHPmACHLDEuJDs09b6QSr9khnDGgpaXOCLzsA0aBQGGZUtx1I4REeVpGCuqFlO/QPALQ9XNcwTMqrKOSRJiUUCjl48KC5cuVKcs3a8Ihra7u9XIeyPn36NPABNRDyRvPYZmpnqI2S35eb5aO+ZjEJcQkeM03XpgLpRgRJgbHhEWmRH/Xw5zwA7brcXLsUFttGu7++sIu2/tQXoEm+LAGkiYdtCSkcg4V3/O4aNqNKu4dTlrlcloIrkKwff0FoYwK3QC6la5bmuDI1/iPVSfD5NiP4fgKiCTxt5M0SQN6xmO1YTZa5fMtnLvgkwYdOo+E5v0QpRoku/1Gy1PxlqgAqJe06ZOTyCfHdhg0bBj8I2HSG6fOPfEOXyz3w3ZrgKyPWGrrER2XzssgCuvrURp1KNaqTZW8BqSe5bsmn9rl8QtczWzOj8M9ynXC4qMwKQEkZ8L0+fPgw51ASfr0yZTgLWYJRQBEqM9Qml/KQh98IQWEe6ZfXU+pRm7OEhFkBKLWfLCD9m3IsU3Ps0QVK6BSdq92hyYwPqJib7+uxzATipSzaX5HkB9O1zrVmWNLA5wsP2aEZ/N8VlwtZQuTTWikedtH0D2XHXADQsnqdxWVnAbU3HXCBS1uztIrxgWHvxGkKoAtUn6IlWFPg04I9DvCojuwAdDnuriEQCqDLiVyQhXaDcCH7FJ0y9NrKi51ha4dmgslXPv9eY3XHCR2vK1sAqZGwiDj4bV+3xq9nw2bR6enp4Q0BMW96l8qJqduOLyIIL/3SJtLbt8h2BZlUb/YAovGuYdl1QaV2uE0Nj2iAcaWR8mnKdFnrUF+1vnHXUPYCQBISh872++iiSu0sMlbxaIPk/1EbNdf42kqPaQv6zX9Z0y7LFZTuGrJeW0CfRbG35MMiYH8edsnY1/nGKrwN308Cw6UQLYS+9WGX2xGykjmAmb0F9MEAS4BfOaeLKaUlKM2Eg9L46sPBds2BdpTjs4KhiVEIQtfSmzTUhuqrADaQAA3BLv/Qp8iQgqXmxOT1pdUAEdP2cZ4MbKAqMWvWFlAaCl1XoOGmqCY/1SXV14YFhCY0w6INIc/juhNQ0rAG+lHBpSk3awC1gVg+q8VhcQzLyDuq7fsawTZNQ33nPp9r7TdUjwb4UBmjfJ41gDEWEELibzsNzdqhU0qnmf3aSpJmw1ooqE1Nls+0dY0Ssl7Pgrl1W7Zs2TAgrfF/YA1xY0FTJWghjpnshBRObQ4d2rfLwUuI3eJdnlEO9Y0/z9oC+joCy/j+/XvnRlTb54H1wC1W0jndUYRdQkoIHSDCMU871OQKtRBw0hasUFu6fN5LACEwbgEBED5YrrOtHQ9TaHa7jFMZvhtXfTu8qW/4ly89jrPNbddVBIC2UDBsLVmyZDhch85pSEJN8f+426A9LkCWmtLzF6xvw2oMpEUCaAsAlg+Xh9MFR7AguFgI/mEIkFEDSNaMbywAcDjrwsNKMUrtU9oiAZQO5JD/SD5hygSjLQXzLVUok/w4V5tidvi01b5xlFMkgFplAdSlS5cO5IwZ9rguO6INBaRgzYxV26dxQNNmHUUC6BOQK3Rj76zGJlfyH9uwjlQG+XGHDh0abpZwWWpNeKlNALouq1gAfWEO1+K9DQIHD3+n+GK2H+e6Ncu2fJMGH+DvLYChNzc2+Cz5jVQXIJJ2IaMMOx7XxjapNixxSF5dPS8WQCnQ6/OnfNBKl/5Aca6ZtG+bVMoZkVL9v6ItYOobLUGIcxjSMheFVHxnMWKtcmof+pSvWAsIJaRYQeQjUFzxOO35DspL1lGCT7JwJVu/4i1gisUhPy60oM+H5RAkrmCz1kqV7P8VD2BIyfDTsBrim1iEAIaVm52dTfo5BECLTx+OTobk2OR50UOwSzD27pFQ6MMHIbd6qT8Iw/PB0qX8+nsT5eeQt3gAARA+TbYrcQi1PmDIekrKp53PkwBk8QBq3nKNn6VJQ3Vp0mrSaNre9zQVwIAG+XZ4jVWjNKGhve/gtNX+CuAPSbpmsrGrGNq13Qrnz/hWANmrTKsXmrCKvY4bso78gFHo5oa2rEsfyqkAOgDUKI4DF4JPU96kpqkANtA8zbA1+/kaVFN01gpg0erNv3MVwPx1VHQLK4BFqzf/zlUA89dR0S2sABat3vw7VwHMX0dFt7ACWLR68+9cBTB/HRXdwgpg0erNv3MVwPx1VHQLK4BFqzf/zlUA89dR0S2sABat3vw793+nZN9cnKH9rwAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="square program Debugging"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="Square24" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="down"></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"><comment w="292" collapsed="false">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block></script></block></script></block-definition></blocks><primitives></primitives><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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</pentrails><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="1.9895196601282805e-13" heading="195" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="36"><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><blocks></blocks><variables></variables><scripts><script x="132" y="81"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>24</l><script><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"><comment w="292" collapsed="true">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block><block s="down"></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-192" y="146" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29.580000000000023,147.89999999999998,0,1" pen="tip" id="60"><costumes><list struct="atomic" id="61"></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><blocks></blocks><variables></variables><scripts><script x="34" y="33"><block s="receiveGo"></block><block s="doSayFor"><l>This program should draw a geometric pattern of 24 squares arranged around a center point. </l><l>15</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="square program Debugging" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>