<snapdata remixID="9301868"><project name="4.2 dwalker" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAfLklEQVR4Xu1cB3RVRdfdLz0hlAihJaFIL6FKCYj0XvJRlSJVRFBBPxVBPooUAUFRFFARAem9JiGhEwwgHQw1lFBCCwESSIC0f+0Jc/NeCOHmcvP9/1r/zIKVPN7MuXP27DlzylwsqampqVBNIaATgWPHjmHXrl06e7+8m2XJkiWpb7755st75lCPvXv3okePHpp0sxXMbNpNmjRBvnz5ckijl4s9fvw42rdvjxMnTiA2NhbFihUTgywWC6ztgRmfjx49iqpVq8LOzu6VZYeHh6NChQqmztVy+fJlYQSlsv8bP9etW4dPPvkE27ZtQ5kyZUxVUNJB6nX//n3kzZv3OX3v3bsHV1dX8VfiERMTg4sXL6JmzZqm43Pjxg0ULVr05Wz9P9Lj/PnzKF26tDYba85Yb57M+MNN9vrrr8PZ2RnXrl2zwdJy6dIlQUB2aNmyJRISElCvXj0ULFjwv6J6uXLlULhwYbHo+fPnz/SZ/O7w4cNo2LAhHj169ErzkhaGQNHyXLp0Seh+584dobunpycCAwPFnIKDg9G8eXMQ/J07dyIqKkqAOHv27Fe2VkFBQWjTpo3Qu23btnj//ffx6aefomnTpmjXrh24Kffs2SM2AL+vXLkyHB0dMXHiRF2b4dChQ9rGiYiIQIsWLdC9e3dhwa5evYoPPvgANWrUwKpVq8R6U8/Nmze/UPaaNWvQqVMn8T1lkyu0rtWrVxenCX+vVKkS+CwSdfny5ejdu7foa29vLzbbrVu3ULx4cVy/fh2lSpXCkydPYLlw4YIg4KBBg5CSkoIBAwagTp06mhXIrnVMuXYcQZPfh5N91jzxLvQaKowKEs+5e/cueBRLBUmEjz/+WEz41KlTYlE4P4JIC0UAjVpqzkrqRKBoiYoUKYKbN2/CxcVFgEnC0RL/8ssv8PDwQLNmzcDjh3Oh/zNhwgTDz5fzXrt2Lbp06SLmwufQStAVWrBgAd544w2MHj1aWAtu0IcPHwqScIPOmzdPAzarI5ryiSfbzz//LPS4cOECxowZI4wLrTt15Saj9ecGINkznhjyc0YCUjZlsL322mt48OAB8uTJg6SkJLFREhMTxVrFxcXBwcFB/P706VM4OTnh9u3b2mljiYiI0I7gM2fOoESJEgJc2eRi6f18c3IT1C7qlIF9lPd8rHOlzxaNDASMO1SCWrJkSWGduFO4ONHR0cJiUWkqZQYBM24u7lJauexuOiP9qW/nzp1z7FnWhDEyv4z4mi1Pk3/u3DlBwGJFPDHp2+81K0RT36tXL/H5jz/+QP/+/bFv3z6MGzcOK1euFH6U9S7jEUmhT2a2RiVPR42Abp+GAMmJiJ/Z9jmTGNF9o7YAPOJ49Bgllt5x1pO4uWMBTqz/FXbp++2VjvesBlcrVwz5By/XNjcXVFpAEj/mzk1E37ph2vNDdv2lrSXXt2SJ4jh55G/D8oN3pp9QJUoUx773iqFKQUfs9WiFCLdKhuVazp49Kwi48UM/ONTsinqd+guQLl++DDc3N2GmeUR6eXmBESrBooktUKCAiKx4bLEfCUkLmvqLvy0BhwYA9o6In9HiuUme6rxaI+CWLVvwzjvviGdbK3g6d00cyNPIsIIZB0q/i8/JNbspnF1z4fo7y+Hh8VqOWCMeTUWXdYNLSjyu99+qbTBpATm/eQMbYHRdZ5x2q4qEOgNQomKNV9Z3yZIlwsKy+Xh74dHo8nBxsGB3xS9QuVEHm1NOz8MWL16syYu/dwdl1vXA3SGhGmaFChXClYiziIuN1SMO3PNFXy8Dy+nTp8XZuPPf9RHX4DP4vdlAl4AXdXJe0A0VC6RbwKyEHW23RPuaBKTTyiYVDKsxFuXqNhNKkuSODna4eOa07vlJJR8/fqwtPH+XrfC85rjccyPy5s2nfb+6sy/aeDkJgLJqju754PDNduE3s9FvpL8mLTH9V/5OP45BTpnl/rjWL0QTaW0BiX3N2n4o1G+WtqCJV89gyZBOcLLTp27rPoPg0WkYTp9Ow+fIkSOaBYy/dxtl1vVE9OA92vwKFsiPcX5e8LBPzvIB1GHwphP4eeEyjYAJ9+/g6qnD8G3sr41d3rU6OhfVOdlnozz8B8Ny6tQpQcBdn72J2hNCEBISgtq1a4suRvJQVapUEdbxZY1Oamho2g4KCAgQDrbcsVQwYcs0FOnzoybm3M6N8Fk3Dg5W/unLnsHvPfyH4GGTARpR6AjLVuSPFogZvBvjx48Xf+lAPxn2BuwtgLtfOzyNPA2Hgj6w2Dvg0eFtzz3O4YdDWm6NBCxbtmw6uQsXxsmTJ7FixQp89NFHKPhrI1ztG2xDQKkvsS//4W/C8hEXOu27e1ZDfU8HPSpqfRx/PKzpuWxZOmEeP4jGtW0LUKnHKBHsMdgJX78A5Xb9rEu+R4fB+OWGi7Y+T2LvIneBIvjrr7RjnkHF4b7VUc2D87WIP6KRWRag+MxQRA5twOiPpEr7ybXp8AEs4eHh4gje88VbaD7zgDhe6Yjv379f1+RetROPdKYYrI8kKrh1zz74+/uLCI45wuPLZ6PygfnPHieDmueVfV7JwYht3F+bprSA3FxF57dE9KCdItpm8BUfH4/kf9cRPqG7X3s4FioG1wp1kJr4BAmn9yM59h7iQtdqsizfHRBuCBsJyIBJBnDUSxJwyJAhKDy3CSJ7B2ljrfXd/XkDgT2je0bA1gtaeOjPcClbAw75iyJu3ybk9muPpHs3kZqcjAdBf8C5dDXcmvmxkGs/46Amf+nSpTaEIZ4dOnTA3LlzMXjwYJxYMccKz7RhZTfG4Ma092x0TCPKYMyJctbkPY2LgXv+wkJXRtSc75F+NQQBCw39CS6lqiLx9lU4+5RD/Kl9cClTHc7FKyLh1AE8jYrQ5isIePLkSUHH0OEN0fSHfcKPq1ixomF/yLtQfvzcsRRyOWV9iNnZWdB14VncjYkRilgDRgVDdoeJ3UUC0oKcXPmLAIzEyF2vHeLCAuDmWw9Jd28gJSEObtWbIGbNTLiWewOe/SfgnH9aTpHg3W/YF8OHDweJwJSLbN4LW+P2wO0iDUEflwRM+ayuRsDCn85C9IJxsDi6IH/Pkbj10zDbxZm+X+S4JAF51Gqyvb01AjLnVnReM1x+N1D73voIltgTB/pS3BBH+9d8ZlGA4jN2ITH6Ouzz5Edy7F04l6iIpJhbcC5WHlc+a4qnUReEXLkhuBFo0WUaJvHhPQQ/C0pmzZqFDz/8EP+s+tWGgA4FvJCvzQCkxMciZvUPNnaFGM6+7qQd6ZTn5lFQrBtjBCb3jw14Q5uvXqMkCHjixAlhAf8a0RheH8y32cXCij6rkkihL/scMKwBBtfIZTsHK7Nr/YX7lEiEnzolFOFxzFwXf6eCW55FXbly5RLJ5/DVv6URsF4HPL0croEu5RXoO06QJWMjeDENeotjjY0kkzr4/NkGNwdstRli+YJzyATCDDrYu+dD4phAcWJIAtKKysaUkbSAzLF5z2+Biz3TE73WFnDvl43QZEaYzUNPDKyNqvmyTqa+/sdJXOzvmzaOZbxvwzQ9Fy1apFmspEf3EbQjVPvM7qfXzEXF/X/o4grdmFlXHTRCJ8c/gGs+TzFWYulxbBMeLJuiS56cr+fM/bAcP35cEDBsZBNE1RyisZyZbWbrV69eLdIvffr0EdltZs+5Q7lT6egycqX/RktF8uz7qhne9XXTJuI6cBlS7l3Fk9XDn5scCXj02DExjs68JAkVDNy+R5sLB3q6OeLu0Dqa/6BLU4sFVPJWfJKI6tmkBRSVkEVtcaN/iI21L1OmNE4ePmhTN33Rs8jT/EV9xAbJmAYiGVla3L17t0juF1vYChd6bNJEWecBiX2j7/baPIYWmYldvY3Jah7hsnGtZGKfeAZs221DQCaGrTdMVs+5cuUKfv/9d01eSkIsnPOknTCSgE53r2DJh51fGjR5euRFhxXHBHfEvjl69Kgg4P5RzRDbcDgaNWokwGTBnBUIAsEjilEofUNmvdnozDOzXq1aNfGZZRUu8uFxbWwI6NxlKuw8fJAwN/3CgVSWBDzw99/ieUwws/wlyJgQi81bd9kQsLi3F76u7/PSqI2yW/UeBOdW74HAyUaLRD3p5MtWYkl7XO+bngzn97c+qQ8ft5eUcaxWi5HcrTrdRWafjT6mLG1KC8gcaolFbXD+nQ2Z5gH3fdUUb01Lj1Ap58ivE+B7IRhOBpKUjNAXlUnL4WbEU07dA08QPrQxvHTo6tnzK8wMf5CeV3wcB0d3D7G5ZCn14MB6uoMm+pqMMVj2tBw5ckQQ8MB/mqPyyPV6N9wL+52a2gk9K6UtxssaCRi6N23n0yeilRWW5HEcNgbvEEGIdJovhazUHbWJDfLNHo0UDBC8vb3Fc0hAuWtLLu2Aq70DRe2StWD6Mk6jGmWZmKYPmqfJ24ia1EvIox9zs053sUHZeMSz0Q+TBOzXrx9KLm6Lc2+vfy4PKLF/c+ouUYbjBmewED6kPmp4OKDoqCWImtTzhVD6TAnEo0Mhz/ltf1ZJP83w5KHAk3VgFgxYYDi/cYHmA+Zu2AX52ryHq1+2yvQ5dGN+uATNglqePoK9W15R3uO68XbRmQ/fFD5g6WWXEbMmzYfMVbMZXCv54dqYzijyxVxc6Jl20cSGgIcOHRJByN+jW6De5B34888/RZGczUgahsVmgq+n7dixQ5CB/h+JIdMSVHB90DbxmX2oYMSmhQKwEj+HIeVJAu4HzEWuWi2FklETe8F7wlot8OCzH0/cBfqPbCSgvHlibQFLLf8XInttFkclrQWTxi6jmwgCllkThbi/NiLx5mWkJDxC6pN4FBz0LR5sXQz7vPltCBhV6218/fXXIrqUlzhYS5YE5MYqtbQ9znZbp8FiHYRI7HmKyNs4ckF9pm4BUpJwdWQ7eI1ehqQH0XApUwOPzx+Bk1cZIDVFzDE1OQkPtszH4/NHxTMW+g7WLJbEkzoy39qqVStc2PynRkA+w2Jnh6dXzwndkh/cxc2ZH2lzJQFnXEzV5NklxsPikhvdunUTASIviZz9qIEgIDeMQ4GisHN1R8yK6UhNSkJy3F2kPHqgzU0SUNwyOnjwoLCAh8a2Qt1J24RZpC/GIv35oQ3TIhvplT/L4zAl4F67Fe4HphfGrVlNSyLTE5mRmH4lS328KcHG5/P2hzwyqOC6wK2iusI6cMeOHXExYJEAjBHh3ZXfwcm7DJxf98Wjg8FITXyK5If3kPLwvqZkwoSdcHd3F5uBoNP343OY65Ot9IqOuNRjo/YdLyS4jmmaZgFF0CFm96z7s5SPVtJOz2Vdq9lV89c4XzYeTZKA7777rkhEn+6yxuYIlhvu4JiWAnv6hfTLuDDnPn5LW1DHgj5wLlkZCaf2w8mrtNgEeZv3wt1lU5H7rc7CAuZrOxAX+6WXxOZXGqRtaPukBKwNCBGymRinhb0UuFgjoNfYlSKijj++Bw8PBqPwp7MR0c3HhoDfRSRr8hySHyPVKZeN3xsxrNFLgyYp0MYCHjhwQCB5eFxrkYi2bl7ntiNWR2Rjn9sDrtNCxQVL2UjkFzXu/m+++QZ//51em7SOCqngms3BNrXMK1uW6o7aSJ5H47ZppKAFZNCUkYBlV3XGhXds3Y58P/ZA8v07egy4IOlrM/Yi8l68OMLZpN4k/tmzZ0UiumfPnii3siNYepRNWkB+5uavM9E2Go+f0BEFk+P0zSNDL0boc4t1syHM6k1bbIKQ2NB1KLp9li75Hj1GYvrRaG28Y8oTpDimuRyaO1OypBYfZCU0OTlZlHRls+zfv18Q8MjXbfDG11ty/DIALSIt4JQpU3DgwAFtItYEpIKrNgbZBCE8TsuXL68LMFpgBkiZpYwIgGzlVndBxNvrbKLgo3PGIvronpeW4lr2Gojkt3qIOrlszAZIi8+KA9NKvOJEH7PC6s4I77TKhoDSAhL7WuPTqyTsRH/t+uULmddWrYyyrDbwp7ObGx4npZUGeWFEyndKfYqVGwJtCKgLSKtOlCdPKMpLtHO24cqZRdPheyEk20GTZd++feIIPjahHWqMDfyvEfDbb78V6R25YNZHMBVcsT7AxgIyWjs1rImuqM0aXEaE9z5drl12paWSxCy/pivOdV0jUgzvvfdeWs15fCs4sxano90bFaSVHWll6ZRLfZgR4HHHxtJXpbVdcfJfK54LQvj90fFtUXNckI3PvX1Ii2zXVmmR748KErryjqEkoDMSNTw1y5PN6//WhHaxJOGpxQm88ECjQJfh0ufNRdDESoiszPBZBT+Yhtu/fPFCNC1hYWGCgMcntkf1MQE6YH/1Ljx+pk2bhrCwsEwXhAouW7sJdevWFSTltaXr21baZO5L/nIIlz54Q9dkrInCHCYbiVJhbTec6bwK586dQ9euXUXqKd+kNsIHzNuyDwoN+R7XxnaGg0chOPmUg0f7Qbgzf4zm+8Z8FagduSRgVu+ZVF7XDSf8lz9n8a2xp//IgIw3oK980eKFlQVWLeiDswKSsU4t5zRnzhxtAxPPpWs2vpIF5M1paQFd7ZLxONUBPE240ehuXB3eUsyXAY1D3gKiBGef+zUkx8XA0TOtnm6ftwAeHtyCXFUbIeXxIxHwWPbu3SsIePIbf1QZtfG/ZgG///57URjPzAJSwSWrNwjAZPH8xo7VWhR8+eP6KDnnoKbk47MH4Va1IeKP7xalutjtS20CpLsjA7TolIGGtICV1r+DUx1XiFvG3BC8SZJ/SntBwEIf/YiE8DC4Vq6PpJgbcC1fGw8PBAEpyZrsO19uErlLluB4szh37twvxK/Kxu443n6pzYaT9wFPTOqAqv/ZJI5ruiV8SYsL2nLsHFFHTbwZKeqqbFzYu0ungFWQa2M6iRprnsbdEPlJ2pW16BGbhb/L1wasCUM85Wepf3Z+0m2S493sUxCfbCduiPv5+YlA8dqXrQQBSy06J0iWu257RC+eiAJ9xoryXtKd64heOhleo5fj3qY5yNOgs4i2LaGhoYKA/0z+F3y/2qDLohjp1KBB2jUv7nBawBkzZojfMyMgFVy8ar3IA/IKPBPit3atFQQsNi0Ydi7usDg4iR0VvXgCPPtPRMzamcjbqi/urZsFz77jcHlwba1cJ4nC5zO6l8BX3tAd//gvs1GnwNQO+i6oWiy4/cUGrbJCC8ioWzZe4p0/P+3yBPWsuqkHjrVbkmkeUGLPFAyDGFY0ro9oLRa0+E97Eflx1m8t+kzeLNI0bLeHp0X1rExJwuRySMWilelZhuwQT66PNQHdHYGHibZpOsv3vQwFTZbdu3cLAjKBXGlEep7KCMn0jiEBf/zxR/HSDVvGNAwV/HNF+jsN7JN0JBhe22frfYTWjxF61AcLtDwgX4iRrcqmnjjRPv1OIv/dr25drb6b1cN4iYLviWTVSEAmodmqB/TCkTaLMq2EhE/p+FwRoPTVMMQtn5otfd3bvo8LFduK0iBTT5KAxHPh8jWvdARbEzC3kwWxT1KELrxEQotthNQcb9m1a5cg4OlvO6PC8DRiTJ8+HZ9//jmGDRtm6pHMJPWkSZPELeqffvpJWLfMLCAVXLAszeRv3bpVRJG1atVC0SKFXnwh9dndMy0qtFo6B2cXPHiUoNV3JVhVN/fC8XaLRbmR82BeUr6hl7G2a/QzS5vUs2ZQbxxu/WemPi83f8Uv14ryFI9lLjb9X7k55RWv7HzmJpdBSB5nO8xfmubD8bjkxuAVt8yyBC96Fuck5eV1scf9hCRRouU7x/SdrQOw7du3i1MrI2Ys39Lo8A08+WzLjh07RFB/ZloXlPt8lXhtjjcpmDyNjIzUhPC8Hzp0KKRwVg9Gjhwp/A1fX19MnjxZZMb59hovtPKtLut3PPiSEXN/o0aNEv4WrwXxPRDZrNMwVPCPJStFHo91VLaI3ZsNXUgVgy0WRH26Bj4+Pjb14eqBvXGk9UKhM0t1fCmKmf20IRZR52ZE+dVXX4m58ydfO2REOGLECEFWJsspl2kTbixe4pDjGzduLDY08akV3BeHWi3U9LWuhBD78l+sFou4cOFCUZLk4spG7HlFLmPjUc1cI9/ak431el7sYI5VWkDiOW/xCvEyF0t91NG6Tv7PP/+IO5mZNc6d1SMaDikvn6sDYh49FcSjoWIQZy2P82XxgHJZxeLG4vx51Y+nBl/fZOmSOlq2b98uCHh2ele4thuFqn6NsWHDBuF/ydfuyFYOJhnkpQQ68yQoSUIyMvPPhWD74YcfRJ6PfdhIPhJULmRd15sYMHOTKLNZE9Bawd8XLReXHziX7777DsXjrz2Lgq2u2z6r0PhMCRL35ER9VtxVTYWDpzfca7XUAoZrn6wWROOcZasR1AeHWy0QFQLOndemuPFkY1BBy8t6NF8nPHjwoMCB+b369euLAIkkk423wWUynhaAONDScNPWCemHv1susCGgtCjE3rP/r+IdW3mkyds7HMDgiK+pMlh6++23xYKSrFxAyuZNbIk9+3NevCQq5Xu4OSJwya84fD1ePIPGgeNkIynkacd3ohkI8f4kgyJe4mBVi5/l/cLXcjnhry3rUKxGI1HW460pWfakTGJEY0U/n9kF4sh+vKNIrnC+dBEGDhwIy7Zt28QRfP77t1GqbAUcKthGKMkMPm/nZnX08OVkAk6ivKgfj0+Sj9ZS/uT1dPepV8Rk5FWs9evX2yh4a+V/EJRcTSjCJm9Eu1VrhILvT4Wdi5u4jMqaY/KjWLhWqI3bv41Awfcn4/H5Y4he+LUo18ly4ZWhKwXR5MLyuTW39MWP+BeOX7guCvQMIrLSl4tDi88raVn14xEjycefsVEX8W/Leuxvnn7/ztrin/uuG8KLd8X1m7c094eXZ+UzaDFoXWm96MPKF7x5nLL2zFSVJCStMq0NrZwkIAmTb/X72F7+M7FhuN7EIaPfRktKo8NEPp/H7xnQMHDjsS3dgvzuzuIdk33N5okX2+k2SKvPMbJZl2H5TjfdqYzfW0JCQsSIiBnv4F3fXAh7UgxXS/nDu2yVTE2y0X/kg8+FbUH/J2lX2klAToiNESSVlu+iSAWXeLyLK3FpVQG3yKPPXSHPzlwiP14h0iXWL1/XCukPBzsLht9ribeaNBWLaGajhdqzcwe+zbdFiOWCyUZ/k9aVuEjspyd3gF/z9qb43bz1Ig2IxHP+w2oo5/+RoYCB9w1lmskzjxtKr+0uVFn6sDIOPfV6KQFfRFBLcHCwsIC1S3rAcV4ak3O8Wexw871tolzGXcLdwV1Nn4KfrRXc/bg4NsSXx7tdOqDQnH7Zu5D6TBHHpn0w5Z+H6NipIw4c+FvsZD7nzRPfIOVO+v8GkJN623m+jlDfkeK5tD50WeiUE/vcQSPg6xRt+uPDmv4uZOZ2toNvYPp7MUYfRAKX7fChGM7Tz4xmIft4D41VCaOhtNFx9KX69u2r6cHsvXyvwiwFMwOJZP/tt9+E42w0ujU6jjfI6R+y8UInNyGjcKMYvmxcxv8dy+i8szuOJxr145pm1QQBzWCykqEQMIKAIqAR1NQY0xBQBDQNSiXICAKKgEZQU2NMQ0AR0DQolSAjCCgCGkFNjTENAUVA06BUgowgoAhoBDU1xjQEFAFNg1IJMoKAIqAR1NQY0xBQBDQNSiXICAKKgEZQU2NMQ0AR0DQolSAjCCgCGkFNjTENAUVA06BUgowgoAhoBDU1xjQEFAFNg1IJMoKAIqAR1NQY0xBQBDQNSiXICAKKgEZQU2NMQ0AR0DQolSAjCCgCGkFNjTENAUVA06BUgowgoAhoBDU1xjQEFAFNg1IJMoKAIqAR1NQY0xBQBDQNSiXICAKKgEZQU2NMQ0AR0DQolSAjCCgCGkFNjTENAUVA06BUgowgoAhoBDU1xjQEFAFNg1IJMoKAIqAR1NQY0xBQBDQNSiXI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var="noun"/></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doDeleteFromList"><l>2</l><block var="noun"/></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doDeleteFromList"><l>3</l><block var="noun"/></block></script></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>verb</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>verb</l></block></block><script><block s="doAsk"><l>what number do you want to delete?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doDeleteFromList"><l>1</l><block var="verb"/></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doDeleteFromList"><l>2</l><block 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