<snapdata remixID="11779072"><project name="testCases_Jorden" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="testCases_Jorden"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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" id="5"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAHRJJREFUeF7t3X2MZWddwPHfmRb7AikJUGK0SCLtEjH+QySCRYIi3TvMHRMDNiFGjEYtGokmiCZiCAQ1KKIxQbTxLTFg4kaJ7d7ZvVsRMbSNLxgTg0pbsIaoxZQQ33ip0jlmprvbabuz9+Xc+/yee86HfwjZc87z3M/z2/1yZtrZJvyHAAECBAgQKC7QFF/RggQIECBAgEAIsCEgQIAAAQIJAgKcgG5JAgQIECAgwGaAAAECBAgkCAhwArolCRAgQICAAJsBAgQIECCQICDACeiWJECAAAECAmwGCBAgQIBAgoAAJ6BbkgABAgQICLAZIECAAAECCQICnIBuSQIECBAgIMBmgAABAgQIJAgIcAK6JQkQIECAgACbAQIECBAgkCAgwAnoliRAgAABAgJsBggQIECAQIKAACegW5IAAQIECAiwGSBAgAABAgkCApyAbkkCBAgQICDAZoAAAQIECCQICHACuiUJECBAgIAAmwECBAgQIJAgIMAJ6JYkQIAAAQICbAYIECBAgECCgAAnoFuSAAECBAgIsBkgQIAAAQIJAgKcgG5JAgQIECAgwGaAAAECBAgkCAhwArolCRAgQICAAJsBAgQIECCQICDACeiWJECAAAECAmwGCBAgQIBAgoAAJ6BbkgABAgQICLAZIECAAAECCQICnIBuSQIECBAgIMBmgAABAgQIJAgIcAK6JQkQIECAgACbAQIECBAgkCAgwAnoliRAgAABAgJsBggQIECAQIKAACegW5IAAQIECAiwGSBAgAABAgkCApyAbkkCBAgQICDAZoAAAQIECCQICHACuiUJECBAgIAAmwECBAgQIJAgIMAJ6JYkQIAAAQICbAYIECBAgECCgAAnoFuSAAECBAgIsBkgQIAAAQIJAgKcgG5JAgQIECAgwGaAAAECBAgkCAhwArolCRAgQICAAJsBAgQIECCQICDACeiWJECAAAECAmwGCBAgQIBAgoAAJ6BbkgABAgQICLAZIECAAAECCQICnIBuSQIECBAgIMBmgAABAgQIJAgIcAK6JQkQIECAgACbAQIECBAgkCAgwAnoliRAgAABAgJsBggQIECAQIKAACegW5IAAQIECAiwGSBAgAABAgkCApyAbkkCBAgQICDAZoAAAQIECCQICHACuiUJECBAgIAAmwECBAgQIJAgIMAJ6JYkQIAAAQICbAYIECBAgECCgAAnoFuSAAECBAgIsBkgQIAAAQIJAgKcgG5JAgQIECAgwGaAAAECBAgkCAhwArolCRAgQICAAJsBAgQIECCQICDACeiWJECAAAECAmwGCBAgQIBAgoAAJ6BbkgABAgQICLAZIECAAAECCQICnIBuSQIECBAgIMBmgAABAgQIJAgIcAK6JQkQIECAgACbAQIECBAgkCAgwAnoliRAgAABAgJsBggQIECAQIKAACegW5IAAQIECAiwGSBAgAABAgkCApyAbkkCBAgQICDAZoAAAQIECCQICHACuiUJECBAgIAAmwECBAgQIJAgIMAJ6JYkQIAAAQICbAYIECBAgECCgAAnoFuSAAECBAgIsBkgQIAAAQIJAgKcgG5JAgQIECAgwGaAAAECBAgkCAhwArolCRAgQICAAJsBAgQIECCQICDACeiWJECAAAECAmwGCBAgQIBAgoAAJ6BbkgABAgQICLAZIECAAAECCQICnIBuSQIECBAgIMBmgAABAgQIJAgIcAK6JQkQIECAgACbAQIECBAgkCAgwAnoliRAgAABAgJsBggQIECAQIKAACegW5IAAQIECAiwGSBAgAABAgkCApyAbkkCBAgQICDAZoAAAQIECCQICHACuiUJECBAgIAAmwECBAgQIJAgIMAJ6JYkQIAAAQICbAYIECBAgECCgAAnoFuSAAECBAgIsBkgQIAAAQIJAgKcgG5JAgQIECAgwGaAAAECBAgkCAhwArolCRAgQICAAJsBAgQIECCQICDACeiWJECAAAECAmwGCBAgQIBAgoAAJ6BbkgABAgQICLAZIECAAAECCQICnIBuSQIECBAgIMBmgAABAgQIJAgIcAK6JQkQIECAgACbAQIECBAgkCAgwAnoliRAgAABAgJsBggQIECAQIKAACegW5IAAQIECAiwGSBAgAABAgkCApyAbkkCBAgQICDAZoAAAQIECCQICHACuiUJECBAgIAAmwECBAgQIJAgIMAJ6JYkQIAAAQICbAYIECBAgECCgAAnoFuSAAECBAgIsBkgQIAAAQIJAgKcgG5JAgQIECAgwGaAAAECBAgkCAhwArolCRAgQICAAJsBAgQIECCQICDACeiWJECAAAECAmwGCBAgQIBAgoAAJ6BbkgABAgQICLAZIECAAAECCQICnIBuSQIECBAgIMBmgAABAgQIJAgIcAK6JQkQIECAgACbAQIECBAgkCAgwAnoliRAgAABAgJsBggQIECAQIKAACegW5IAAQIECAiwGSBAgAABAgkCApyAbkkCBAgQICDAZoAAAQIECCQICHACuiUJECBAgIAAmwECBAgQIJAgIMAJ6JYkQIAAAQICbAYIECBAgECCgAAnoFuSAAECBAgIsBkgQIAAAQIJAgKcgG5JAgQIECAgwGaAAAECBAgkCAhwArolCRAgQICAAJsBAgQIECCQICDACeiWJECAAAECAmwGCBAgQIBAgoAAJ6BbkgABAgQICLAZIECAAAECCQICnIBuSQIECBAgIMBmgAABAgQIJAgIcAK6JQkQIECAgACbAQIECBAgkCAgwAnoliRAgAABAgJsBggQIECAQIKAACegW5IAAQIECAiwGSBAgAABAgkCApyAbkkCBAgQICDAZoAAAQIECCQICHACuiUJECBAgIAAmwECBAgQIJAgIMAJ6JYkQIAAAQICbAYIECBAgECCgAAnoFuyrMDeND7RRvxH2VUXWu3pbcTtu6N470J3uZgAgY0WEOCNPj6bnyUwmcYdbcT/bTXx7lnXZv36/n7c3DTxnogYj0exl7UP6xIgUFZAgMt6W62gwEF8o43PjLfjtoLLLrXUZBo7ETER4aX43ERgIwUEeCOPzaZnCWxSfC98FhGedap+nUC/BAS4X+fp0xy8Rm7Qm++TD0yEjTCB4QgI8HDOehCfdJPj6014ECPqQxK4KCDAhqE3An2Irwj3Zhx9EAIzBQR4JpELNkGgT/EV4U2YOHsk0F1AgLsbekKyQB/jK8LJQ2V5AgUEBLgAsiXWJ9Dn+Irw+ubGkwnUICDANZyCPSwlMIT4ivBSo+EmAhshIMAbcUw2+WSBIcVXhM0/gX4KCHA/z7XXn2qI8RXhXo+0DzdQAQEe6MFv6scecnxFeFOn1r4JXFpAgE3GxgiI7+NH5SdmbczY2iiBYwUE2HBshID4PvWYRHgjRtcmCQiwGdhcAfE9/uxEeHPn2s4JeAM2A1ULiO/s4xHh2UauIFCjgADXeCr2dCggvvMPggjPb+VKArUICHAtJ2EfTxAQ38UHQoQXN3MHgUwBAc7Ut/YlBcR3+cEQ4eXt3EmgtIAAlxa33mUFxLf7gIhwd0NPIFBCQIBLKFtjLgHxnYtprotEeC4mFxFIFRDgVH6LXxAQ39XPggiv3tQTCaxSQIBXqelZSwmI71Jsc90kwnMxuYhAioAAp7Bb1JtvuRkQ4XLWViKwiIAAL6Ll2pUKePNdKedlHybC5aytRGBeAQGeV8p1KxU4iG/TxEM7J+ONK32whx0rIMKGg0BdAgJc13kMYjenp/GJrSY+Ir7lj/tChNs23rG7HW8vvwMrEiBwQUCAzUJRgek0nvXliAfHo3hm0YUtdlHg9DQ+EG08IMCGgkCugADn+g9u9fMBfmA8imcP7sNX8oFPn33szVeAKzkQ2xisgAAP9uhzPrgA57gfXVWA88/ADggcCAiwOSgqIMBFuS+5mADnn4EdEBBgM1BcQICLkz9lQQHOPwM7ICDAZqC4gAAXJxfgfHI7IHBJAV+CNhhFBQS4KLcvQedz2wGBYwUE2HAUFRDgotwCnM9tBwQE2AzUISDA+efge8D5Z2AHBHwP2AwUFxDg4uS+B5xPbgcEfA/YDOQLCHD+GXgDzj8DOyDgDdgMFBcQ4OLk3oDzye2AgDdgM5AvIMD5Z+ANOP8M7ICAN2AzUFxAgIuTewPOJ7cDAt6AzUC+gADnn4E34PwzsAMC3oDNQHEBAS5O7g04n9wOCHgDNgP5AgKcfwbegPPPwA4IeAM2A8UFBLg4uTfgfHI7IOAN2AzkCwhw/hl4A84/Azsg4A3YDBQXEODi5N6A88ntgIA3YDOQLyDA+WfgDTj/DOyAgDdgM1BcQICLk3sDzie3AwLegM1AvoAA55+BN+D8M7ADAt6AzUBxAQEuTu4NOJ/cDgh4AzYD+QICnH8G3oDzz8AOCHgDNgPFBQS4OLk34HxyOyDgDdgM5AsIcP4ZeAPOPwM7IOAN2AwUFxDg4uTegPPJ7YCAN2AzkC8gwPln4A04/wzsgIA3YDNQXECAi5N7A84ntwMC3oDNQL6AAOefgTfg/DOwAwLegM1AcQEBLk7uDTif3A4IeAM2A/kCApx/Bt6A88/ADgh4AzYDxQUEuDi5N+B8cjsg4A3YDOQLCHD+GXgDzj8DOyDgDdgMFBcQ4OLk3oDzye2AgDdgM5AvIMD5Z+ANOP8M7ICAN+CCM3D/DfGfzTXxjIJLLrxU+8X4nxP/Es9c+MYFbhDgBbDWdKkArwnWYwksKNAseL3LlxS4/0S0TeXabRtx4v5Y6y4FeMkBWuFtArxCTI8i0EFgrX/YdthX7249CPDBh1p34JaFK7W/8wF+cDxa75v2sg6ruG9vGp9s26o/38FXOfbH23H1Kj6vZxAgsJyAAC/ntvBdpQK38MbO31Byf6en8YmtJj6yczLeuOx+a73v9Lk41bTxXbXu7+i+2oi7d0fxLZuwV3sk0EcBAS50qiUDt8xHKr2/yTTuaJp4qE8RPhLfdjyKrWXOYZ33TKaxExGTiBif/++DL8uI8DrRPZvAZQQEuNB4lA7coh8rY399ivAmxXc8ir3JNN4REW87mBMRXvR3i+sJrEZAgFfjOPMpGYGbuakjF2Ttrw8R3rT4Hhz73l48v70yPh5tPD0iGhFe5HeLawmsRkCAV+M48ylZgZu5sfMXZO5vkyN8+mycaprD7/lW/2Xngzffo/MwmcYfRBMfiTZ+7TDCbdy9u+17wvP+nnEdga4CAtxVcM77MwM3zxaz97eJEd7k+B7MxORP4mR8OX52vB0vmUxjX4Tn+Z3iGgKrExDg1Vle9knZgZv1MWvY3yZFeNPje2EeJmfj76KJHxuP4s9EeNbvEr9OYLUCArxaz2OfVkPgLvdRa9nfJkS4L/E9fAuexo83ES/eGcUbzv9vb8KF/kywDAEBLjQDtQTuuI9b0/5qjnCf4nswC2fOxHX7W/HZRyKe/9pRPCTChf5AsAyBg+/5UCgjUFPgLvWJa9tfjRHuW3wvzMHeufiNto1Pj0fx8xe/NO17wmX+YLDKoAUEuNDx1xa4J3/sGvdXU4T7Gt+DOdjbi29qt+ID4+248ehc+J5woT8cLDNYAQEudPQ1Bu7oR691fzVE+PBf14m4dRP/VaN5x3syjT+PNn51vB0fvFSEI+Kj41G8Yt7nuY4AgdkCAjzbaCVX1Bq4Cx+u5v1lRngI8T38vu+5+N62jdftjmL3yQN/4U1YhFfyR4GHELgoIMCFhqHmwB0Q1L6/jAgPJb4Xvxc8jX9vr4hXjl8d/yjChf5gsMygBQS40PHXHrja93f4ljaNO6KNz4y347Z1H9vQ4nve913RxhXj7XjLpXy9Ca976jx/aAICXOjEaw9c7fu7cEwlIjzE+B747u3FifbKuHfnlri+aR77+6u9CRf6A8IygxQQ4ELHXnvgat/f0WNaZ4SHGt8j/wfnj6OJO8cn43eO+63hTbjQHxqW6b2AABc64toDV/v+LvEmtvIvRw89vodfhr4rviMejZ8cb8fLL/dbQ4QL/cFhmV4LCHCh4609cLXv75gvh64swuL7uPDkbNwXW/F945NxrwgX+gPCMoMUEOBCx1574Grf32W+HNo5wuL7RN3JNH6qibhxZxQ/OOu3hzfhWUJ+ncDxAgJcaDpqD1zt+5vxJrZ0hMX3qbJnzsT1+1vxmS9EXH/rKD4367eICM8S8usELi0gwIUmo/bA1b6/Wce0zD+YJb7Hq+5N43fbiI+PR/GeWfaH3zs+/7Oj/bCOebRcQ+AxAQEuNAm1B672/c1zTItEWHwvL7p3Ll7R7sevj7fj6+exF+F5lVxH4HEBAS40DbUHrvb9zXtM80RYfOfTnEzjLyLineNR7M13hzfheZ1cR8AbcMEZqD1wte9vkaO6XITFd37Jybn4oaaNW3ZG8br57xLhRaxcO2wBb8CFzr/2wNW+v0WP6VIRFt/FFG+/PZ52w/Pj4fbKePH42+OfFrnb94QX0XLtUAUEuNDJ1x642ve3zDEdjbD4LiN4+Db7KxHx+fEofmbRJ4jwomKuH5qAABc68doDV/v+lj2mwwjH4U91etbB3+fbNPGyZZ+1rvv29+Pmpjn8p43Hi3y/dV37Ofrcvb34hvaKmI5H8dXLrHchwm3Eg7uj+NplnuEeAn0VEOBCJ1t74GrfX5djmkwv/sUCf9nlOWu89+lbEbe/ZhTvXeMaSz96Mo2zbRPv3z0ZH1jmIXvnYr9toxmP/FsXy/i5p78CAlzobGsPXO3763JM5wP8wHgUJ7o8Z6j33jmNW5s2btvdjlctY7A3jU+3Ec8T4GX03NNnAQEudLq1B672/XU5JgHuovfYvZOz8c+xFa8dn4y/WfRpAryomOuHIiDAhU669sDVvr8uxyTAXfTOB3gab2sinrszih9d9GkCvKiY64ciIMCFTrr2wNW+vy7HJMBd9B6798yZuGH/irj/cxHXv+FkfH6RJwrwIlquHZKAABc67doDV/v+uhyTAHfRe/zeyTR+v424d3fBf1hMgFfj7yn9ExDgQmdae+Bq31+XYxLgLnqP37t3Ll69vx+/sLsdL17kiQK8iJZrhyQgwIVOu/bA1b6/LsckwF30nnjvZBp/GxFvGY/iQ/M+VYDnlXLd0AQEuNCJ1x642vfX5ZgEuIvekwJ8Lt7UtPHSnVF897xPFeB5pVw3NIHeBPiBF8YXo42roolHqjzENq6ucl9HNtVGxIn7+/fDEgR4dZN36lQ849rr4uH2aXHj7qviX+d5sgDPo+SaIQr0J8AnYv/w7zdu4ktVHuRBgGvXbiNuEuAqx6emTU2m8b6IeGg8infOsy8BnkfJNUMUqD0Jc5/J4RtwRNx0X1wz900FL3zgxGM/DrHWwNW+vy5H5Q24i95T7927K76x3Y9T4zl/trMAr9bf0/ojIMCFzrL2wNW+vy7HJMBd9C5972QaH26beN/uyfjDWU8X4FlCfn2oAgJc6ORrD1zt++tyTALcRe/S9945je9pIl6/O4rXzHq6AM8S8utDFRDgQidfe+Bq31+XYxLgLnrH37s3jX9rm7hlfDI+frkVBHg9/p66+QICXOgMaw9c7fvrckwC3EXv+Hsn0/i5JuLqnVG8WYDXY+yp/RYQ4ELnW3vgat9fl2MS4C56x9975k/jBftfjo994ZZ4zq1NPHrcld6A1+PvqZsvIMCFzrD2wNW+vy7HJMBd9C5/72Qaf9RGTHdH8ZsCvD5nT+6ngAAXOtfaA1f7/rockwB30bv8vXvnYry/H2/d3Y6XCfD6nD25nwICXOhcaw9c7fvrckwC3EVv9r2TafxDRNw2HsVHL3W1L0HPNnTFMAUEuNC51x642vfX5ZgEuIve7Hsn5+InmjZetDOK7xfg2V6uIHBBQIALzULtgat9f12OSYC76M2+94MfjGd/xbXxcHtVPHf3W+OzT77DG/BsQ1cMU0CAC5177YGrfX9djkmAu+jNd+9kGr/dRty3O4pfFOD5zFxFQIALzUDtgat9f12OSYC76M1375m74ub9/fit8Si+ToDnM3MVAQEuNAO1B672/XU5JgHuojf/vZNp3LPVxLteczJOH73Ll6DnN3TlsAQEuNB51x642vfX5ZgEuIve/PeensYPRMTO7ii+U4Dnd3PlcAUEuNDZ1x642vfX5ZgEuIve/Pe+/e2x9ZKXxsP7W/HS3VvigQt3egOe39CVwxIQ4ELnXXvgat9fl2MS4C56i907mcYvNU38787J+GkBXszO1cMTEOBCZ1574GrfX5djEuAueovde+ZD8aL9R+PD45PxlQK8mJ2rhycgwIXOvPbA1b6/LsckwF30Fr93Mo1JG3FqdxS/d3C3L0EvbuiOYQgIcKFzrj1wte+vyzEJcBe9xe+9cxqvbdp40+52vFKAF/dzx3AEBLjQWdceuNr31+WYBLiL3nL3Ts7Gp9omXr87ir/yBrycobv6LyDAhc649sDVvr8uxyTAXfSWu3dyLt7atHHDzih+WICXM3RX/wUEuNAZ1x642vfX5ZgEuIvecvfecVd81RX78eCjj8Rzrrwq/r6NeN54FL3582Y5FXcReKJAb35DPPDC+OLBR7vpvrimxkOuPXC176/LmQpwF73l7z19Nt4fTfz1VsSbBXh5R3f2V0CAC51t7YGrfX9djkmAu+gtf++Zc/Ft+238chPxLAFe3tGd/RUQ4EJnW3vgat9fl2MS4C563e6dTONjTcTXtBHX+xJ0N0t3909AgAudae2Bq31/XY5JgLvodbt3ci5+JNp4d0RcK8DdLN3dPwEBLnSmtQeu9v11OSYB7qLX7d5Tp+Kaa6+Lz0dEI8DdLN3dPwEBLnSmtQeu9v11OSYB7qLX/d7JNP47Ip4hwN0tPaFfAgJc6DxrD1zt++tyTAcBbppod07GVpfnuHc5gfP/BygEeDk/d/VXQIALnW3tgat9f12OaTKNT0bEC9o29ne344ouz3LvYgKnz8ajTRNbTcSndkZx42J3u5pAvwUEuND51h642vfX9ZgmZ+PuaOJmEe4qOf/9F+Ibbdwz3o6Xz3+nKwkMQ0CAC51z7YGrfX+rOCYRXoXifM8Q3/mcXDVsAQEudP61B672/a3qmER4VZLHP0d8129shX4ICHChc6w9cLXvb5XHJMKr1Hzis8R3fbae3D8BAS50prUHrvb9rfqYRHjVohHiu3pTT+y3gAAXOt/aA1f7/tZxTCK8OlXxXZ2lJw1HQIALnXXtgat9f+s6JhHuLiu+3Q09YZgC/Qnwidg/+HF30cSXqjzKNq6ucl9P2tRN9w/v72wV4eUnU3yXt3Mngf4E+ODvA27jqmjikSqP9SDAtWu30d50/zB/WpQIL/67RnwXN3MHgaMCtSfBaREoJiDC81OL7/xWriRwnIAAmw0CRwREePY4iO9sI1cQmEdAgOdRcs2gBET4+OMW30H9VvBh1ywgwGsG9vjNFNg7G3e3fnb0Ew7v4l+s0MY9O36282YOtl1XJSDAVR2HzdQkIMKPn4b41jSZ9tIXAQHuy0n6HGsR2DsXd7ftsP8WpYvxbeKenZP+VqO1DJqHDlJAgAd57D70IgJDfhP25rvIpLiWwGICAryYl6sHKjDEN2FvvgMddh+7mIAAF6O20KYLDCnC4rvp02r/myAgwJtwSvZYjcAQIiy+1YybjfRcQIB7fsA+3uoF+hxh8V39vHgigeMEBNhsEFhCoI8RFt8lBsEtBDoICHAHPLcOW2AyjXsi4pvbNvZ3t+OKTda4+BOuIu4dj+LmTf4s9k5gUwQEeFNOyj6rFOhDhMW3ytGyqQEICPAADtlHXK/AJkdYfNc7G55O4HICAmw+CKxAYBMjLL4rOHiPINBBQIA74LmVwFGBTYqw+JpdAvkCApx/BnbQI4ELEd6Qj+QfuNqQg7LNfgoIcD/P1adKFDh9Nv5rayu2Ercwc+n9/cN/cvu6mRe6gACBtQn8P4u82fAmu8GpAAAAAElFTkSuQmCC</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_clickGreenFlag"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts><script x="127.76422764227641" y="116.8780487804878"><block s="receiveCondition"><block s="reportMouseDown"></block></block></script></scripts><sprites select="4"><sprite name="Sprite" idx="1" x="-210.1621621621622" y="62.486486486486456" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="15"><costumes><list struct="atomic" id="16"></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="32"><block s="receiveGo"></block><block s="bubble"><l>Sprite 2 should draw a single square. Run the Code to check the Test Case. If it runs correctly, then create a comment: "This code is correct." If it doesn’t, correct the code and create a comment: “This code has been corrected.”</l></block></script></scripts></sprite><sprite name="Sprite(3)" idx="2" x="-35.1621621621623" y="61.486486486486456" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,155.54999999999998,6.222000000000006,1" pen="tip" id="24"><costumes><list struct="atomic" id="25"></list></costumes><sounds><list struct="atomic" id="26"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="bubble"><l>Sprite 4 should draw a single octagon. Run the Code to check the Test Case. If it runs correctly, then create a comment: "This code is correct." If it doesn’t, correct the code and create a comment: “This code has been corrected.”</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="3" x="-149" y="-120" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219.29999999999998,39.47399999999998,0,1" pen="tip" id="33"><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"><comment w="90" collapsed="false">This code has been corrected.</comment></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>-149</l><l>-120</l></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="14" y="-82" heading="225" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="179.928,183.6,0,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="90" collapsed="false">This code is correct</comment></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>14</l><l>-82</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>40</l></block><block s="turn"><l>45</l></block></script></block></script></scripts></sprite><watcher scope="Sprite(2)" s="xPosition" style="normal" x="7.708333333333371" y="7.708333333333336" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="7.708333333333371" y="23.89583487499999" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="xPosition" style="normal" x="7.708333333333371" y="40.08333641666667" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="yPosition" style="normal" x="7.708333333333371" y="56.2708379583333" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="testCases_Jorden" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="clickGreenFlag" center-x="191" center-y="133" image="data:image/png;base64,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" mediaID="Stage_cst_clickGreenFlag"/></media></snapdata>