data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAAR7ElEQVR4Ae2dB8wURRTHB8QK9opYPnvB3rALRkWMDewdLChijX72ghIVJVZEEmNBYy+IFbFjV9RgVBQbsaBiF2MX1vd7+DZ79xX2bnfv9u7mJXc7O21n//duZt68N286BEIuAU2fPt1Nnjw5QQ2VK9q9e3e31FJLVe6B/klzRKDTHHO0k2HKlCnuq6++cr169WonV36Snn32WffTTz+5NdZYIz+NavCWdEzy/rXEfLwnfxTa/NdffyV5bV82RQQSMWCK7ahoVTNmzKjo8/zD2kYgcwa87bbb9On33HOPXvfff/+C1gwYMCC879ChQxguDtxxxx0atdBCC+mVqev9999fnC3WfcJpb6xn+EzxEAgZ8MMPP3S9F1nEff311/FKlpDr3HPPdXfeeWdYAkbj895777nRo0dr/EsvvaTXCy+80M0zzzxur7320jzGlEceeaQ78MAD3a+//qrxVpnVZff+WlsIhAy4+uqruzHTprmxyy7rRglzjJxvPte/T59U3mbo0KHugAMOKKiLXuj5558P47baaiu3xBJLuPPPP9/9/fffbsyYMZpmvdXAgQMdveCCCy7orrnmmrDcnnvuGYZ9oPYQCBmQpnfu3NnNvPpqfYuOMlHv8fjjyoww5JBFF3XDL7ss8Rtaj0ZFHTt2dIsvvnhYJ/fffvut9nDvv/9+GE+AoXuHHXYo6BWJf+edd7h4qlEEOkgPU7AOOEIYsNNJJ7V4nekyPHc+80zXfNppYRrLGrWyBGONps1+PdDQqP61YB3wt99+C5lv1rzzuomybDF63Ljqt9K3oG4RCIdghJB+3bq5viKEDJJOcfCff5bMfD179nTzzz9/m2Adf/zxbabFTTjrrLMKstqQ3t5zCwr4m1whEDIgQsj4n392yyyzTNkNnDBhgvtTGBdaVoSZnXbayfXr18/9/vvv7kwZvq+99lo3r/SsLAab9IpUu+uuu+o90vKNN94YpjG/mzRpkltyySVVQLGGkcdo1qxZmp9nbL311q6pqckxq3j66ac13vL5az4RCBkwafP40ReReSLMQm96+eWXOxgSxv7kk0/cqFGj9BFIuF27dg0fh1QL80B77723O+KII8K0dddd1y0qws8ee+zhCEMw3M477xzmsR6QCJ5lfyCe6akGEEAIKZeeeeaZNosKUwW//PKLpstyS5hPllI0vMoqq4RxbQVEEm6RJL1niziL4JnC4Hr7+eefW3TBlTaLAUVBnL+pHgItpOBS/jPlSsH//POPm3vuuUt5VGp5vRScGpSpVFQgBadSo1Ty1ltvOSRq1Gbrr79+i2rbYj75H7qZM2e6Tp0yaVaLdviI6iOQyhyQtcDttttO3+bhhx92Dz30kNt2220L5nPbb7+9Cghk2nzzzd2tt96q+ZkzQqeffrq77rrrdCGa+/lEE/Pkk0+6DTbYwDU3NxOl1L9/fzd+/Hi35pprOharUdntvvvu7rvvvnP33nuv22abbTTfZptt5i666CInQ70bMmTI7ML+O38IJBn9bQ4ogkAgarRABA2tbr/99mNxO9h4443D6rkXPbN+evTooelzzTVX0KdPnzD81FNPBdOmTdMyIqgEr7/+eiCakUCMSAvqufvuu8Ny3bp10zTawDO22GILLSN6Y70/8cQTw7IE/BywAI6q36TSAx500EEOq5dBgwa1+w9jaGX4/eijjzTfCSecoFIrSzUMvTvuuGNYnuUaQUeXc1DPGSEV77bbbuFSDvGo6Fj2gb755htdsqEsRD0mgWuE/8oVAlURQtJEYLnllnNffvll7Cq9EBIbqopkTKUHrEhL23hIKczXRhU+uooIZMqALBLbcFvqO2KZE4ewoPFUuwhU7NeDGflAXDHDQuux4oorug8++EDjkXgxRr3rrrtC7Yjlp8zbb7+tSzSLLbaYO/bYY8P6uPeMqBDW3FfFGBCV28iRI1XXi/HpWmut5U499VQnGgtdQgE5GAxVXbHx6r777qsCCcLGv//+qzvbECxM0GCn25ZbbqkGqzX3CzR4gzNnwGivR5heD/N71g0nTpyo8G+00UZ6xUKaPKYbtt/m0Ucf1f28ZqzKGiJrgFb39ddfr3Visu+pthCoeSm4VLi9FFwqYtnmz7wHLG7+Cy+8EEY98sgjYZhANK0gQW7oBT3VHwKZKF1Ru/3www+qCoOpPv74Y91CybDLMGsbkJi73XzzzQ7jBGz8UN8xr0M9h2oNQpV28MEHazlMvKL1XnDBBZou2hN36aWX6v4Q2wZafz9Vnb6R/OBlk6niiisQqDRKejhVhxWry1588UVNJ5+lEeYTVc+RyVRpMt/TdOKsXvKjyhNLbE1D/TYn8qq4OSFU2fRMh2CWVCB6tmI1G8soRlFVWlQ9R3prqjSrd7XVVtPlnGOOOUarevXVV1Ww8a43DNn8X6suhJSqSksKqRdCkiKYbvlMe8A4TfWqtDgo1W+ezBiQNTpbp0sKH3tCMHJ98MEHW1RldoUtEnxETSCQCQNiliVTWf1gGW3MiIsOETL0Azonn3yygkQ6cz3UaUi/3CM5G2HgiqTMjjurizTChx12mGUrSAsjfSDXCGTCgGZyz5ZLVG0wlxF2f+xsg6688kqHhTOaEVRwxPft21fTbHun3siXGLFaUJn0+++/d4ccckiBnxgyrLDCCmE+H8g/ApkwIM6D6Olwh4vOtz2p9JZbblE9Lubz9GiyROOWX355d8UVV7RAj3SIK70lJvivvfZamA+DV9YNPdUOAlWXgtnj+7g4QaoUeSm4UkjHe04mPWC8R8/OVUnmK6VdPm9lEEiVAZFUoalTp7bZehaPo2R7OXBAWUyWVhw/duxYb/9XDEqN3qfKgGx/jBqGsrUSE6k//vhD53TROVwxXnhQXXjhhdXogDmj5bV8K6+8cosjFsiDPhmXHDyX+zfffFOlbwQUfNN4yjcCqTLg2muvXfC2Xbp0cRtuuKEaEIi+NvQJg+qNZZooYYTKJnY8o5qqLZoOo7EUU0zsksNOEAMGjBM22WQTZUScIbGv2FPOEUiiei42RpBllEAslsMqCQvj6L2s6+mVPJBdCcuSi95bnFi8hOmkQewPtnTuLfzyyy9zG5LF4xvG/MSEiRLwxghRNKofTtUciyGQ5RcjwnjMgmx5xIZWu5IWXSfknj0eRpZmHhQs3srLRnSL0qvFs5TjKf8IpDoE5/91fQvzhkCmDIix6RlnnKHvjAf8Tz/9VH0AEsGcEMKXC9oPFq9ZtDYinSO18BmDJ3yOdLjqqqvcZf87Srcz3w4//HAVdPArgzDiqcYQSDILKJ4DFtclUKihqGy91CTuzQBVhkqNM+NU7pm/yQajMC8BEUiCpqamQNR1YbwM7cEuu+wSUObiiy/WZ1BW3Pdqnva+/BywPXQqn5bqHLD4v4dULIyikim6XOZnGKdGl0eY4w0ePFilYpZhkHajhI7YzPPN+ylGqz+LO2F8ypx33nlhdlRzqPQ81Q4CmariECZ+/PHHVNAQaVd1xkkr86q4pAimWz7TOWBazMcrs/HcU/0hkCkDpgEXgkeU0Hgw9EKo/jhbDoeVOMb0VHsIpMqAzPH4mA8X/L+stNJKGsd6IGmnyUlLXO0eyLAfxJSKeK4wFWuI3EOmZiMswoZ74IEHCDo8KnC2HBY1rPtRFmmbfSZQdE1SI/xX7hBIlQGLfbjYECyyldtnn33Cl+ceWnXVVfX0SxgVQ1UI3y/PPfecMprli/qZZo+wxZMfPTPzOnbdUZZ9w55qB4FUGbDYhwvGpmacYNcoNMThtEiOTYhGa8+HEUOTHDpDHs78sJOQOOQmSqTT01EHPSZ7RNABR3vQaH4fzhcCmUrB+XrV2a3xUnC+fpVUe0BeDX8vuMqApkyZote4X6+88krcrO3me+ONN9pN94n5QSAxA9qB0ZwD17NnTzd8+HB3++236xsiTEAYm7K1cvLkyeoxdZ111tF4DAkYMjGz4iguW2rBlo+jH8RLfuh8nAJTxdCVZyDIsOjMonZUBcf8kHKbbrppWA41n7j30OeV+oUPm3LLlvqshs0vE/qyCbWWzM8CsVBWdRhHNQiQgTgK0jrNV4swnN6Txgc1miyvBHZcA3GQXQnLEkt4LwIGUeG9aFI0bEcymAoOdZyVI3zDDTcEsksuEMNYLc9Xqao4+YMFfFo7Niys1AfKRiBxD4ilMr0ghgT0cHMihAYsng899FDd+4vgQI9lB91Y+bPPPluDGCQMGzZMw/iNRl1nhODBsgu9oZGVs/svvvii3V15lq+tKwcvQhi4ciCOp3QRqCkhBOaFIVmc7t27d1lIlCqE2D7l6MNgaj/PjCJSfjhTY4Tym9V6SRahK0XMJ/Hq0Bqx6A1jMkfEz7Wn8hHIDQNi13fTTTfFehN6wqyYEaGDfSxxHV2yED5u3DidgkTtGWO9iM/0/+y/zClka/aAgqna6cmRC4Go2ALZ7aYCgywkB6IqC0Rnq/ei/QhEjaZ5xelQKGDQFOrgg/AiC8p6lV5H40wAkUMKAzHlUiGIMggaJmzIXFHrJb6Y2hJCON8uKYkH10D82CStpqHKzxY/y3zlYgbEuFRUalobDAQZMxGW41tVMpWhK+BjeSwfVwjGMgbkPlqHMSBx1HH00UeTRQ1XBwwYEIg/mkDsBmMz4DnnnBOIUKR1pPUlDjPTqqru60mVAUELxpD9wcGECRM0zCnmxEFiH6hX7lk6YWnD0ujpjIjjs95664X5RT8cyJZLXcIhbdKkSZrHGF6MXwOWfe67775AhuhAjCCsuoJrtAccOHBgQVqaN5wM+sQTT6RZZV3WlToDZoWS6JXDITbJM4wBZW9Jkmpilx0xYkTsvI2YMfE6oPRGFSHWDZnwp0FyLnHBIdhp1NlWHccdd5zjIB1PrSOQWwZkgRovB1kQnhkqSTLUh/rxSj63Fp5VdQZElwuz8enevbvqhetxe+W7775bC/xQ8TZWnQHZEcf6H/5g8HqKVXOxOq0ejEzR3HCyvKdCBKquipOJt/Z+1iw8nrKFk3iInjFNKlUVl+azqQvLb4xlPc1GoOo9YDGDmS9oG5az+KHiHoadxbOPOuqoLKqt2ToTMSD/ZHNKWQsI0FbaXE0GjKturAU802hjoiGYBjBk2vm+GINCHFDIBqG80QILLFDgbb9a7cNfjpmYVasNeXluYmMEhkw2CuF4CDs/PBiwLbLYFW+1Xpg9w+WabmXV5uJpR1bPqYV6E/eAvCQTe4Y2JtjWC+bl5TGrimvZkpc2N1I7EveAHEQDde3aNTe9XvQHtE3q0Tgfzg8CiYQQXoPTkOj18jLkFkOLd648UvSAnTy2r1JtSsyAaC/yTOycyyOJNU8em1XxNiVmwIq3uE4eOGPGjDp5k2Sv4RkwGX5llxbj3LLL1lPBumdAJPQ8Ep69PInns3oHgXXAPBJ7oT01AAOanxr/Y+cTgbrvAbGkzhvZ0RV5a1c12lP3DIjjyrwR+5o9zUYgFVVc3sGkF8QLl6f8IdAQf0VOYcoLyd7lvDQlF+1oiB4QpDncJk+MmItfPweNaBgG5MSl1s4hruRvwJ4Qc95Zyefm+VkNMQTzA8B8bICqFj322GOe+VoBv2F6QHv3ag3FONNceumlrRn++j8CDdMD2i/OPBB/1pUkjq31zNc64g3HgMCAu4xKnaqJWw4v+bbOfMQ23BAchQLv/eLIPBqVWhhL8c8++0wP5E6t0jqsqCF7QPsdYb6hQ4fq2cMWl8YVXzDind8zXwwwG7oHjOKTxhLJJZdcoh7/K+38KPoetRb2DFj0izU3N7smOaMu7pINQy3GBcwpORnUU2kIeAZsBy/xcOrEf7UehNilSxfdeoqPQvb1YlB6yimntFPaJ8VBwDNgHJR8nswQaGghJDNUfcWxEfAMGBsqnzELBDwDZoGqrzM2Ap4BY0PlM2aBgGfALFD1dcZGwDNgbKh8xiwQ8AyYBaq+ztgIeAaMDZXPmAUCngGzQNXXGRsBz4CxofIZs0DAM2AWqPo6YyPgGTA2VD5jFgh4BswCVV9nbAQ8A8aGymfMAgHPgFmg6uuMjYBnwNhQ+YxZIOAZMAtUfZ2xEfAMGBsqnzELBDwDZoGqrzM2Ap4BY0PlM2aBgGfALFD1dcZG4D9Iwg4Fq1Cm4gAAAABJRU5ErkJggg==data:image/png;base64,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Hint for this Assignment: You will need to repeat lines of code multiple times. Can you find a block that allows you to repeat commands? .