<snapdata remixID="9822021"><project name="Debugging Assessment" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAATbElEQVR4Xu2dB3SWRbrH/19J+dJ7T4BQlU5EvBcQ1EWkIxYUsbC6a11W5eq651qOHBWwXg82QCkXRKXp4gKKoiJYliKgiCJ4CSQhvfd8Jff8J3whCUnewMuI7HnmnO8kkJln5v3Nf5555pkXYqmvr6+HFCFwDghYWFoKsLi4GOnp6SgtLVWfysrKdodmsVjg1fDpft/RZz5du03rt9fH+Wa36bOc7tjb4mC1WhEUFISQkBD16d69OwIDAzs6NabqNROg2+3Gr7/+isOHD8PPzw+RkZHqq7+/v6lO/h0ac7KDQ0LgdrmRk5uPysqq8/qxPPUeREdFwMduU86jpqZGffLz82G325UIk5KSQHHqLM0EePDgQRw5cgSJiYlKdIQupYFAbGwsvtl9BK8v/hCVtT7w1NtwPuMJCAjEjBtHYHhaLIqLixqnmWLkrpeVlYUrrrhCeUadpVGARUVF2L59Ozp16tRMfByQV4jtfc9BdqTemdah/Y6O5XT7MBo7t6WaOguuunEeIpMuRnBEN1itPjrnRb9tiwUOfx+8+nAyqivzUVdX12z+cnJyUFVVhVGjRimPqKs0CnDHjh3K/Xbp0kU8XwvaERER+Hrnz3j6je8RnTIMVpuvrvn4ze0ueqwzaipyUVtb26xvLvYffvgBvXv3Rp8+fbSNq1GAH330kQpAQ0NDT/E07P3HH3/E2rVr1ap48MEHERMTo4Tallf6+eef8e233+K6665TMWXXrl1VYNued2p5kDnTuoxl6c19fX2Rlpam+o+Pj8cHH3yAoUOHokePHm2OvbXDFLnMX7AWO9JTERTRlb5eTUi/HoEYNSQMVqsFm74qwv7DDXFhoMOGGZNiERRgQ1GpE8s35GHUJeG4oIsDtXX1WPdZAXztVowdFo4Ahw2FJU6s31qIMUMjEBfli7o6Dz7bUcItBX+4JAxuV72yfyynFuMvjUCXRH8UlbqU3ZFpoWocLDv2l6O4zKX68tTXKxtuDzBmaLgKF45k1eCfXxahqsbTKKjFT3RBWXGW8oAtd5nCwkLwc/XVV+sX4IoVK9TEMPZrKarq6mqsXr0al19+OTIzM9VqGT16tPralgBdLpcKYhlLLFiwAA899BA8Hg9oq73t1PukHdlu26trs9mQnJyMb775BuvWrVP9U5j8O3p6xjlGfXh/HhISijkvLccvJYMREJKkuo0K88GsWxJxOKMG3ZMdqKx24bXVOUpMt06MRf8egdi2pwzXXhGJXQcqlPg2bS/GkH4hKC134ni+EyPSQjD/3WwcTK9C12QH/v7HZGzYVogPPi9CrdODF2eloqDYCT9fKwpLndj1YwWuvzIKB9OrMXxQCNZuKUS/7oHIK3bizXU5CA+x48/XxKGq2o3q2npEhTdsnRzrG6uz8acpcVj9SQG27i5tJsDigmOtCpBz+PXXX+O+++7TL8BXXnlFeQevVysrK1PqZ0qG37csp5sCaKv+b2W3aT9mxt7eTJix217a6OzYtSIyKho5ZaHYfywIhVVR6lHeerwzivKPNtuCm/a3Z88ejBs3Th3CdJTGLfjll19WAmTJzs7G8ePHkZKSgujoaJWOkRNxwyGLH3rS8yV1z/CAhbtPUXEJjhwrQGbGURzKS0BGWQoWPZaKgtwjp8SAXrFRgOPHj0dcXJwO/ZFnQyKa2yRzP/R6Pj4+6nvJ/51k7nA4AKsfvv/xCI5l5aG4pOJEJKhlXs6KUS6StAE90DM1CnV1Jw8ZFOOe739RMeut1w9HZXmeygG2LKzHEObee+9V8bSO0ijA9957D9zz6fE6d+5smFJpbzBGsVVHYsDW7Jux27Tt6Y6d8KOiY/DAY8uw72AZ7AHJsPs4Gg8jOibmbNi02e3o1T0JD9/WCZ66ohOeuyGt5nK58cuhI/B3+CM2OrwxNm+6/TJOZjrmtttuOxvDadVGowDff/99FesNGDBA3X5IOUkgPDwcZeW1mPzH15DQYxx8/MPOo5DEgufuT0KofwXKy8ubTavL7ca+vfsQGRmB4OBg9TPvQuVXXkowDBsxYoQ2OTQKcP369SrhyEQ0S8vAly6ayWp6SQakbblkbzuekPnAzKHxiE/bLROaHQmuvU9+OnXZhvfX3EKYQmHqiGEFx8PFFRAQ0Ai0I3Z5G7B+03as3OxEeMIgWCw2RIb6qMkqrXDD7Tn5LgdTMMEBNhSXu1TqIzTIDt5m1dR6UFbhRliwHb6+FtR7gKKyhhNukMOmxsP0SFmlS9Xx97PC7a5HXpETAf5WhATZ1ZZfUu4CuwsLtsFqsaCiyo3yKrdqz1MwC8fkaTKmZ2cmItCnpPFOv+kz85DJFNsFF1zQTGQlJSUqW3Dttdeq1Jyu0mwLTkhIQFhY2Cl9EfS2bdtUbo0Dnjx5MkaOHAmn09nmuJiu2b9/P6688kps2LABQ4YMUVd87bU5Ww/J8f70009qEfXq1QvLly/HxIkTsXv3bvTt21ctMm86qCN9BgYG4dWF72BXRh8ERaTiwtRA/HVaIjJza/DaqmwUlrqUmcgwO6aPjcGwgaF4/n8zERvhgwkjIlVqhnpYt6VApWicrnrYrBZs+VcxenQOQGqiP0rLXSr1smpzAW4eH4OQQDsc/lY8uyQDQweGqjROfLQvPvyiCJU1bowfHoGScjfyiurw5vu5SIr1xV3XxiMzr06lXEorGsbEMu8vCQiwF7f6Ugnn49NPP8WgQYPA1BWZ0dnwnQDOM+dMZ2kU4EsvvYRLL71UeamWb2fx1MdJpOdj/s97Qc3ELrdtuurrr79etfvyyy+Vt+GKOnr0qEpAz5kzB1OmTMHUqVMxf/58JULGFd6TVV5eHl588UXceuutKvt+8cUXqziU9igansgPHDigVuK0adOUR124cCEKCgpwww03KHHz58xVcuUyUc6f0QsfO3YMS5Yswd133636ZWKa283ixYuV3bFjx6rnZiKehy5+5ZbD1AOfgyUoKBivLXoXu7P6YdCACzFjUhySY/1U/s4rQIefFTeNjcGQPsEID7Xj5ZXH0a9bADon+uOznaWYOCICb2/IQ1WtR3mtqaOjYbdRlIXKg/XtFojJl0Vg78FKpCY5sHJTHlzuenXaZlJ7xYY85UXtNgtG/2e4+rp9b0OekfaHDwxFaLANPx2pPkWAc/+SAIe1EBUVFa1q6fPPP1f5UXLhfHI+Bg4cqOZB5zXciZ224RT8zDPP4KqrrlIDbC3Y56Cefvpp7Nq1SyV1GSvy5Dxv3jwVqFJ4FChvS5YtW6Ze53r++eeV+N566y3ccsstyhNSdLzeYXL49ttvV56I/fHPr776KmbOnIlZs2YpT8sT+ccff6wE/sQTT2Dp0qWqj61bt2LSpEno378/nn32WTzwwANKkIMHD1ZC5wJhn4RJDzx37lzMnj1bjYfJ9NzcXGVnzJgx4HPz0p3jpmdkyuHtt99W42W4QY9AAb7+1ip8l9UPIZGpynvN/1tXZOXVNvOAdrsFN42JUbcVcxZnoLzSjQemJyIu0gdrPi3EOx/lKUFdfXkUpo2JxsbtRVjyj1x0TfLH329PRlmlGwf+rwqj/yMczJ5kF9Rh3tJMzL67E0ICbXB56vHexwXo0y0ATqcH2/eUYdqYGLy+Ohs/p1dh7swuyC1ytiLAePihQAmwaYznTa1t3rxZ3VIx1uUzX3bZZY2hmE7v10yAFBJXPt1wy8JB06PQHfONGQrszjvvBONGtuOVG++SGbDSgz3++OPYtGkTeLtCgbzxxhu4+eablcB27typrvEowieffFKtNsZoe/fuxcqVK5UAKSSKmjHcJ598ouK2GTNmgMly9kHPSy9HaM899xyeeuopFcfQ0/HajeLxLiQKkIvg0UcfVXW5yDIyMtQC6tmzJ5j/pADp+W666SbV16JFi9QiYxxJrxkcHIIFS9YoAQaFd1Gn39f/uxuOtxAg+5w+LgaTRkYqUQzpG6xuIVZtzseMibFY9s88JUZ6v537y7Hswzz4+ljw2J9TUFntxrwlmRgzLByDegVhy44STL0yGt8fqkTnBH8sWJOt/uzna1GekV6UHvC6UVF45d1sJVzenLQqwPvi4VOfd8ohxDvPX331FS666CK1WzFm/q3eBWwmQHoXXp219voNhcD4j+Li0ZxxFLcubqfDhg1TuSK6ayasKbBHHnlEeS6mdl544QXlOemtGF8ysRkVFaU8EbdZ78uv3BK58igOvoFBW+x3y5YtKjFO0VJk99xzj1oEhEZQ/Ht6zI0bN+K7775Tnpdj4/ZL2/SUzGNdc801ykvTQ9IuVz23WK56iptCnD59upoTLrCHH35YeVAKMDQ0DAuXUoD9TxHgqk8K0Ds1QE38V3vLGgX40oospMT74fLBYfg1sxoRIXbs2F+BSSMj4OtrxTf7ynDoWDVGpIWiR6cA7DpQjl+OVqtDB0VIkSVE+2HhmmykXRiMyFA7kuP88K8fypVYL00LRX6RU8WDi9bmoKjM1aYA59wXB7s7t9UbLe+9+f33339Osh+NMSAFw+CTecDWCl0zC+Ok1NRUFXO98847uOuuu9QkUUy89+Wk0gYPAUzeMqFN4fA0TLHwJQXGFRQ7YzmKix7Q+yYuPRi9HE+s9IIUIH/GOI2nV75UQBscK/+edWmH/fFkTg/GO20egtg/Rb9v3z5Vjx6NBy3GiYwNGfPQq3MS2C/jQ/bJ0z7fAKFNPjcF+Oaydfju+EkB0ivVOXlqdSM63AfVNR7kFNYpj8dT7PGCOrWNxkb6qC2bHqumzqNOz973CPlnxnL8sPDUm1PoRGiQTb3IUOesR/rxGnWSjoloiEdzC+vUCwb0pLzloPB4yGFJifOD88TJmba85Zl742BzZbcqQC4ysrrjjjt077at2m8U4KFDh1SMRu/GSWztrZCmFuipGA9yu2WM1laA25E0R1v3oF7Py7hxwoQJyvN5ixm77ZFuzS499rKVH+Lb9N4IDOt8TibKTKdz7uUWnKvCqKbP533lilewDEnORWkUIL3IF198obyD91UrbxzV1j0w6/FkSjG2dpXTsn1bNxntPTi9Gr0Ut1SeWr3ldG9FzgSutw969dIKJzbsDENGvo/aHs+HQs+bFOuDmVPDUJL/a7P7Xi5uej6GIDx4navS7JV8njopQm5B3CLlRuTktHC79gtKRGaBDTYbt9Hf/z9XcDprERvugdWZi5KS4maLlyEIswVMN9HDn6vSTIBc8fQ0DPApRMZ6DPQZR50PwHVDpCf05kB/7zw4l94P41h6PMZ7DJWYn73kkkswfPhwFSefy2dp9Z9lciLpnhmEc6Xw4x1ka7Hh6cZjLet7t2p+NWur6fh02f0t+jjbY2d6jQc4HsaYbunWrZvu9doh+20KsEOtpZIQMElABGgSoDQ3R0AEaI6ftDZJQARoEqA0N0dABGiOn7Q2SUAEaBKgNDdHQARojp+0NklABGgSoDQ3R0AEaI6ftDZJQARoEqA0N0dABGiOn7Q2SUAEaBKgNDdHQARojp+0NklABGgSoDQ3R0AEaI6ftDZJQARoEqA0N0dABGiOn7Q2SUAEaBKgNDdHQARojp+0NklABGgSoDQ3R0AEaI6ftDZJQARoEqA0N0dABGiOn7Q2SUAEaBKgNDdHQARojp+0NklABGgSoDQ3R0AEaI6ftDZJQARoEqA0N0dABGiOn7Q2SUAEaBKgNDdHQARojp+0NklABNgOwP/62//gxhvGISU5FgEOOxwO/8b/oNIkd2l+goAIsB0p9B22HsfzHIiJKMawiwORNiAaKQlWdEsNUb9ZSP0KVymmCIgA28E394X1WLS6F0qqesBmrYK7LgshgRXomepCfGQOosMyMeuvU7T9NnFTM3ueNBYBtjNR7763EbNfiUZu6eBmtfztWXBXrEdk4LdYv+Zx9V/eSjkzAiLAdrj9YfIa7D08RP16rPioMjhs36NbSg4mjE5RvzjnXP7v8mc23b+/ViLAduZkzDXL0efCOHROcmNA3wj073dhq7/K7Pc3refPiESA7cxVenoG4uNj5PelaNSzCFAjXDFtTEAEaMxIamgkIALUCFdMGxMQARozkhoaCYgANcIV08YERIDGjKSGRgIiQI1wxbQxARGgMSOpoZGACFAjXDFtTEAEaMxIamgkIALUCFdMGxMQARozkhoaCYgANcIV08YERIDGjKSGRgIiQI1wxbQxARGgMSOpoZGACFAjXDFtTEAEaMxIamgkIALUCFdMGxMQARozkhoaCYgANcIV08YERIDGjKSGRgIiQI1wxbQxARGgMSOpoZGACFAjXDFtTEAEaMxIamgkIALUCFdMGxMQARozkhoaCYgANcIV08YERIDGjKSGRgIiQI1wxbQxARGgMSOpoZGACFAjXDFtTEAEaMxIamgkIALUCFdMGxMQARozkhoaCYgANcIV08YERIDGjKSGRgIiQI1wxbQxARGgMSOpoZGACFAjXDFtTEAEaMxIamgkIALUCFdMGxMQARozkhoaCYgANcIV08YERIDGjKSGRgIiQI1wxbQxARGgMSOpoZGACFAjXDFtTEAEaMxIamgkIALUCFdMGxMQARozkhoaCYgANcIV08YERIDGjKSGRgIiQI1wxbQxARGgMSOpoZGAV4DTNPYhpoVAmwQsFsvK/wcQXLsep2eiPgAAAABJRU5ErkJggg==</thumbnail><stage 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