<snapdata remixID="10578793"><project name="Concentric squares" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</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" 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bBpbQqz5lE8BOCGpAAzAH/hUI88MsX0DYADOzO6vVfsN2G/AfgMOzTAAAzAAh4bXb8B+A/5VAY08M8T2DYABODO7TsC+kv1NAY08M8T2DYABODO7AAzAAPz6+nNyfAEYgAE4OcHH4TdgvwH7DTg0wwAMwAAcGl6/AfsN2G/ATsC/TwGgA/pOQE9AsxOwE7ATcEJS+ZRPn/jUi1NogA9fQT/cOYZ2EkiINJ/y6U4n1t5+TsiwE7CTxR1PFn8/juNPx3H8IyGkH9T41+M4/v36+vq3j56jd2MzH/AngD8h2wAMwLcD8JcvX356eXn588vLyz8TQvqsxre3t7+8vb396+vXrz8B8P8r4AXBC0JKrgEYgG8H4JRw9qoTkAAp4cTa26e98nPlPAAMwAB8ZcIWmLt3YzMfoCcAfYHofbMEAAZgAP5mTLIHACZgJgCzt08TUgvAAAzACUltqLF3YzMfoCcAvSEywz4KwAAMwMPiNmchwATMBGD29umctJ1bFYABGIDPZSZudO/GZj5ATwB6QlABGIABOCGpDTUCJmAmALO3TxsiM+yjAAzAADwsbnMW6t3YzAfoCUCfk7ZzqwIwAO8E4F1uuDqX4m+PdmOWnO+U8x/ft/M1/H8n+v4MACyY2wRzlxuuvs3TcyPcmOXEmnBi7f3NyrmUzBkNwAC8DYDnRGifVXs3QPMB/0zwJyQTgAEYgBOSOqBGwATMmcDs7b8BkWleAoABGICbY7THBL0boPkAfSbQE1IJwAAMwAlJHVAjYALmTGD29t+AyDQvAcAADMDNMdpjgt4N0HyAPhPoCakEYAAG4ISkDqgRMAFzJjB7+29AZJqXAGAABuDmGO0xQe8GaD5Anwn0hFQCMAADcEJSB9QImIA5E5i9/TcgMs1LADAAJwDYDVfNUS9N4MYs/SChH7gJ61Gce7/BmM8b+bsCbrgqwbN5kBuz5M0JuDlGpyZwAvbGu/wb7ylHG3y5Al6MgToB1JcHocMCAAzAANwhSHeaAoABGID7JB6AARiA+2TpNrMAMAADcJ+4AzAAA3CfLN1mFgAGYADuE3cABmAA7pOl28wCwAAMwH3iDsAADMB9snSbWQAYgAG4T9wBGIABuE+WbjMLAAMwAPeJOwADMAD3ydJtZgFgAAbgPnEHYACeCWA3XPXJ8ehZ3Jilb8zsG27CepR4b8bejM+8GbvhajQ3+6znxiw5P5PzWVzo4/ZrZ3EC9iY77U32WmubfbYCsxqvdb0gzPZ+dX0ABmAArqbFuFMKACEQzjwpnzLrpMEADMAAPCl8uy8LwAAMwB+nHIABGIB3J+Gk5wNgAAZgAP5NAQ1hrYYwiQuWHaSAvK2Vt7vtxyCbNy3jBOwE7ATcFCEffqbA3Rq+513rhSMhmQAMwACckNTAGgFpLSDdbT8SIgPAAAzACUkNrPFuDd/zrvXCkRAZAAbgKwDshquE9F9foxuz9Jcr+oubsB5l1xvgWm+As/bDDVfXky1hBTdm6QfvCszqQwkZcQL2hto9IAnGV+M6Csxq0Nbd+wVhHYc/rwSAARiAE5K6cY1AuDcIZ+1vQmQAGIABOCGpG9c4q0Fbd2/wJ0QGgAEYgBOSunGNQLg3CGftb0JkABiAATghqRvXOKtBW3dv8CdEBoABGIATkrpxjUC4Nwhn7W9CZAAYgAE4Iakb1zirQVt3b/AnRAaAARiAE5K6cY1AuDcIZ+1vQmQAGIDPANgNVwmpzqvRjVn60Jk+5CasRxmf9aZj3TFv0G64yiNbQsVuzBqT37v1yQTvOwF78yy/eSYYWo37KnA3gHjetheThCQAMAADcEJS1Vj2KXC1gWsX/RIiA8AAXG5sCYZW474K7AIGzzHmBSEhCQAMwACckFQ1ln0KcGMAt7rOCZEBYAAuN7YEQ6txXwVWb/jqWwv8CUkAYAAG4ISkqrHsUyBcC4Sz9iMhMgAMwOXGlmBoNe6rwKxGbt1MoCckAYABGIATkqrGsk8BMxOYvfctITIADMDvjc0NVwlpVaMbs/Sr8otYQlwAmKEPN1wlRFWNbsxysn1XoHpSTkgMAANwgk/VSIGyAtUGbdzeQC8bZuJAAAbgifazNAX6KwCse4O1ur/9ndV/RgAG4P6uMiMFJipQbdDG7Q3qiRYsLw3AAFw2i4EUSFAAWPcGa3V/E7wKwACc4FM1UqCsQLVBG7c3qMuGmTgQgAF4ov0sTYH+CgDr3mCt7m9/Z/WfEYABuL+rzEiBiQpUG7Rxe4N6ogXLSwMwAJfNYiAFEhQA1r3BWt3fBK8C8N4AdsNVQgrV2FsBN2bt3dd+fH+819fXn3sbZ/R8ALyxUd1wNTpO1ltBATdmOQGv4MNKDQC8MYArBjCGAndVoPpVpnGZQE/wNQADcIJP1UiB7goAayZYq/vW3TAXTAjAAHyBrUxJgfUVqDZy4zJBvb4DjwOAATjBp2qkQHcFgDUTrNV9626YCyYEYAC+wFampMD6ClQbuXGZoF7fgU7AD/dol8AlGFCNFJilwC459xyzHNS+rhOwE3C7i8xAgUAFgCvzZFvdtwRLAjAAJ/hUjRTorkC1kRuXCeruhrlgQgDOBLAbri4Igylvp4AbszL7n5uwHkXVm+KYN0U3XN0OFB74AgXcmDWmX83iwgWW6T6lE3DgG2B3F5iQAhR4qsAsgFi37QUhwdIADMAJPlUjBaYpAIRtIJyl3zTDnFgYgAH4hF0MpcD9FJgFEOu2gT/BqQAMwAk+VSMFpikAhG0gnKXfNMOcWBiAAfiEXQylwP0UmAUQ67aBP8GpAAzACT5VIwWmKQCEbSCcpd80w5xYGIAB+IRdDKXA/RSYBRDrtoE/wakADMAJPlUjBaYpAIRtIJyl3zTDnFgYgNcCsBuuTpjXUAoMUsCNWWv1STdhPTL+rDedXdZ1w9WgdmoZCpxQwI1ZTsAn7HJqqBPwQm92p3bOYApQYCkFdjkI7PIcS5njSTEADMAJPlUjBZZXYBdw7fIcyxvmOA4ABuAEn6qRAssrsAu4dnmO5Q0DwGv9tpFgGDVSgAJr9Y1dgNn7ORJ86gTsBJzgUzVSYHkFegPEfG0vOssbxgm4bYN7ByTBMGqkAAXW6hu9+9Au8yX41AnYCTjBp2qkwPIK7AKuXZ5jecM4Aa/1JptgGDVSgAJr9Y1dgNn7ORJ86gQ85gTshquENKiRAm0KuDFrTD91E9Yjn/Z+g9llPjdctXU1n6ZAggJuzFrrm4EEzzgBD3hjSzCCGilAgTEK7HKwWP05xuxm2yoADMBtDvJpClDglAKrg2uX+k5tyqTBAAzAk6xnWQrcU4FdALf6cyS4C4ABOMGnaqTANgqsDq5d6kswDAADcIJP1UiBbRTYBXCrP0eCYQAYgBN8qkYKbKPA6uDapb4EwwAwACf4VI0U2EaBXQC3+nMkGAaAATjBp2qkwDYKrA6uXepLMAwAtwHYDVcJLlcjBdZSwI1ZbX3XTViP/LzLm1P1OdxwtVZXUw0FEhRwY9bjXar23eq4BC84ATe8iSVssBopQIFMBaqgMS5zf9+rBmAAznWvyimwsQLA2nZSTrAGAANwgk/VSIHbKQDAAPyLAoxwu+x7YApQYLIC+i4AA/DkEFqeAhS4pwIADMAAfM/se2oKUGCyAgAMwAA8OYSWpwAF7qkAAAMwAN8z+56aAhSYrAAAA/BdAeyGq8nNx/IUoMDhxqwHJqi+mCT4xz9DerBLbrhKsK4aKbC3Am7McgK+5Ql471h7OgpQYCcFqifCu41L2GMn4IRdUiMFKECBJwrcDazV500wDAAn7JIaKUABCgDwqW9kEwwDwAm7pEYKUIACAAzAH6Wg+tXA6uMknQIUoECKAqv301n1JeyfE3DCLqmRAhSggBOwE7ATsD5AAQpQYB0FZp0wV193nR16XokTcMIuqZECFKCAE7ATcPgJ2A1X2hgFKLCbAm7MCt3RW52A3XAV6lJlU4ACTxVwY1auOW4F4NxtUjkFKECBNgVW/822d31tao35NACP0dkqFKAABaYq0Btwq883Vezi4gBcFMowClCAAskKrA7M3vUl7BUAJ+ySGilAAQo0KtAbcKvP1yjXkI8D8BCZLUIBClBgrgKrA7N3fXPVrq0OwDWdjKIABSgQrUBvwK0+X8JmAXDCLqmRAhSgQKMCqwOzd32Ncg35OAAPkdkiFKAABeYq0Btwq883V+3a6rsA2A1Xtf02igIUuK8Ct7oxK2GbtwCwG64SrKZGClBgpgJ3uzFrptbVtbcAcPVhjaMABShAgY8VWP2r5Wp9CfsMwAm7pEYKUIACgxSoAm71cYPkaloGgJvk82EKUIACeymwOlir9SXsCgAn7JIaKUABCgxSoAq41ccNkqtpGQBuks+HKUABCuylwOpgrdaXsCsAnLBLaqQABSgwSIEq4FYfN0iupmUAuEk+H6YABSiwlwKrg7VaX8KuAHDCLqmRAhSgwCAFqoBbfdwguZqWWR3Abrhq2l4fpgAFKHBagS1uzDr91BM+sDSA3XA1wRGWpAAFbq3ALjdmJWzi0gBOEFCNFKAABe6ogK+g23cdgNs1NAMFKECB2ykAwO1bDsDtGpqBAhSgwO0UAOD2LQfgdg3NQAEKUOB2CgBw+5YDcLuGZqAABShwOwUAuH3LAbhdQzNQgAIUuJ0CANy+5QDcrqEZKEABCtxOAQBu33IAbtfQDBSgAAVupwAAt2/5LAC74ap978xAAQpQYKYCS9+YNVOY6tpTAOyGq+r2GEcBClBgTQVWvzFrTdX+t6opAE4QRo0UoAAFKNCuwKyvqtsrv34GAL5eYytQgAIUuK0CAPx86wH4trHw4BSgAAWuVwCAAfh6l1mBAhSgAAX+oAAAA7BYUIACFKDABAUAGIAn2M6SFKAABSgAwAAsBRSgAAUoMEEBAAbgCbazJAUoQAEKAPA4ALvhSt4oQAEKUOD3Cky5MSthC7r+MyQ3XCVsuRopQAEKjFNg1o1Z457w8yt1BfDny/BJClCAAhS4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var="sideLen"/><l>20</l></block></block><block s="down"></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="numSq"><l>20</l></variable><variable name="sideLen"><l>450</l></variable><variable name="sideWidth"><l>4</l></variable></variables></project><media name="Concentric squares" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>