<snapdata remixID="9079378"><project name="M4L4A2 Graphing App" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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MuIcVOzgx8zDg4UfjuCO+BmMuRlCuE/aw6/g98TN0ixY/4bBmoEwRhyFiv3DZsNzfnIJ0ICT2ztWnnUCSV8FnZ+2KsTSVz1tNPgPKmpNyOJxgBjjBKQanyDDN9pw07rbT7rnAA+/roRWX2zpreW+EwzcARF4PeomaOVf7d3S1AwWbwI04Hj3h9WRwMgEEm/AfZtCVJ/wCZwHrSajMGU3mJx3hyzvwKeh1SY13R49U3vQNTAbwHt94/sBdHv/ADBHolK+oqa49QyaaO2IKnynIYl/Q9tr1xOGY9NFgAacrn5STZYIJN+At4eo/sXXsgeg1YfRu/kmyHUvGrGdBpehoo6pud2ydChg3FeeRr+quQ9g4exHxxrW0O/z1hsQvi02qwMfwMK50eRrqEhOaicBGnA7aTMXCbSSQOINuHgAhPAdTiBuhLYPGsQUZljL+Yk9oO3RnpCDpKX1UwCfG7UFq40fH9mJRYXSHTBmb+8TN05BRZ3bytuCsZJDgAacnF6xUhLwEki+AX8Z7mlF3usSaHXc4I+k5R6gMCnYdvNf6PKqdd8OkyatgoHxs2HQO8LcoY+/o7pCF4SZu6HLu0eVknHjTYAGHO/+sDoSGJlA0ldB563/g8A3vQLFGdD22YM/K1hzYbB5AIARj6LS4Fm9hdI+MGboHeDg1ZotKEfqWPjRi0uhlbuHdRP7TvNfkqQSoAEntXOsmwSSTiBvXQqBoz0yhDgCjn3V4M/y1t0Q2DUgU+BiOOqEhuXnrT9A4KMhcX8JR32m4bi1TJTW8wDW8ww14iOo2PfVMp1j0kWABpyuflINCSSHgLTcQxem+wx4Xzj20Lu5hSmTUc3ZEOgaNuY1aLVa0yJl8TVADF8V/RaWYf3IjwosWL+Awae99ZuzoctnNK2JARJHgAacuJaxYBJICQFpPQDgQx41ObENFtjvHmAgS+vAVI+CEJugimfQtfhsOM6SpglMmzYOryw9F8KsD4F56O/+PhY97n0nuekkIQEKpS/AmCt9v/krtNouinSMGW8CNOB494fVkcDIBJL/HfA8CGzmNWBILFCV1La9UJQwwgnoG+havS1/AKQWbDKF0YCT2TdWTQLuVpRnDWKolIf+mbQrb70MgTU8ZU8YWAVz576RNCl11Sstd/ORTb1zzAHQ5d/UFYeDE0+ABpz4FlJAZgkk2YB32qkbz7y8zNe716GVf7eq9LVXWu5OW/7zht99/Sp9iqloBAI0YN4aJJBUAkk24ElbrI/+/ud86B1oNTGp7ai5bln8JCBu8I0vQyur5hgcmAoCNOBUtJEiMkkgyQY8cfJUVLtmefsmHoK2t099L92FZTD/Cuo0G0OX3fOJeWWEAA04I42mzBQSSLIBF4q7woi7fQZ8C7T98RR2KihJWn8HsJVP/6HQ9rWZ0E+RgwRowLwRSCCpBJK8CrpQPBhGXOczoCug7dHPAE5qr/x1y+J5gDjJ9+NroNVhaZFIHWMToAGPzYgjSIAEWk1AFr8GiAs8YYX4Jhw7mSu66+UjrT0A/M43rfYjFuvNx/GxJEADjmVbWBQJpJyAtNwTgL7uUWnEUajY/sMZ0gmip2cFdK2yOCBO5IpwZs9Jp2iq8hOgAfOeIAESaD+BsKMBjTgQFdt3PGH7S2tbRlm8HxAf9uU7Flpd2rYamKijBGjAHcXP5CTQBIEkfwcsrd8C2NOjvip2xEL7L00QSdZUaX0DwLe8RYvsLERLVrciqZYGHAlWBiWBNhBI8irosFXAA9gci5R7BnA2rnzf9hBV/x8cr0Ar7+5g2aCRSZU04Ey2naJTQSDZBvwUgI09fVhSXRPPzvlPKnpTqwhpvQbAu/uXwLZw1MO1huC45BKgASe3d6w86wSSbcDuAqQVhrXwrbcPps9WV6V1K4D9PKKFOR1OeUa2QGRTLQ04m32n6jQQSKoBFz7wXpj/uU9+wy7zFHS5Jw1tqUtDvvQVCHOxb8690OqjdcXh4EQSoAEnsm0smgSQ3NOQ8ptPhOh+0vfU9yic8gcy19feYgk5MdunewCrjV8RM2f6D6vIHJ60C6YBp73D1JdeAkldBS2nbAfkHvQ+AJs7UCnvm95mjaJMWu7+zxv6/iDZDU75D5nkkSHRNOAMNZtSSSAWBGRxf0Dc4jPgq1EpfyEW9bW7CFm6FjCHeA0Y34WjTm13KczXXgI04PbyZjYSIAFpuWfhumfiDrvMDOjy6ZmEk7cOg8BPvDjwCCpqm0zyyJBoGnCGmk2pJBALAqEbUJivQJd/EIv62l1Ez9QedA0sDKQdt2wtzJ//crvLYb72EaABt481M5FAawkk9jtg6xIAx3if+MSnUbGvby2gBEWT1lwAm3sqrorpWGjfnCAVLLVOAjTgOoFxOAnEhkBSX0OS1o0APuEz4I+gYt8XG7btLiRfvAxCHOVlYi5HpXx0u0thvvYRoAG3jzUzkUBrCSTXgP8IYCev2aCEilKtBZSgaIXSgTDmJl/F86DV5ASpYKl1EqAB1wmMw0kgNgSSa8DBj1sHBtbDorn/jA3bdhey2WZrYtm4fwfSDnT1YtHji9pdDvO1hwANuD2cmYUEWk8guQbsGs2aw4AMQKvxAKqth5SgiAXrbzDwbkZicDgq6qcJUsFS6yBAA64DFoeSQKwIJNOAuyCtfh/H56HVBrFi24liCtY5MDjFm1pcB21/thPlMGf0BGjA0TNmBhKIhkASV0Fvsvl66O5+3gdkFrTaMhpICYpaKO4KI+72VfwstNooQSpYah0EaMB1wOJQEiCBJgn0TulDLve4L8pd0GqPJiMnf/q0aePw6lL3lKguj5iq6cPCsp18gVTgJ0AD5j1BAiTQPgK9xY8iJ3x7HJtrocuHtq+IGGeS1j0APuKp0IjjUbG/H+OqWVqDBGjADYLjNBIggQYIFKzPwODn3pnmfOjy1xuIlr4pheJpMOJsn7DboNXH0ieWimjAvAdIIKkEkvgdcME6AQYX+Qz4JOjyBUltQ0vrLlgfhMFffTH/C61WbWkeBosFARpwLNrAIkigAQJJXAVdsL4Lg5O9asWh0Pa1DRBI5xRp/QfA6l5x1e2h5zyUTsHZVUUDzm7vqTzpBJJpwD+BwWE+9HtCq98nvR0tq1+Wfg2YA3zxvgGtvtOyHAwUCwI04Fi0gUWQQAMEkmjA0roTwF4+tVtBq5kNEEjnFGm5B1W4B1YMv+6HVrukU3B2VdGAs9t7Kk86gWQa8KMA3u9FbzaGLj+T9Ha0rP5C3xSYatkXz2Dg9fdg0aK3WpaHgTpOgAbc8RawABJokEAiDbi0CDCbeBQPvL4ijcV3D0jrKQAb+37Kj+ob/FclrtNowHHtDOsigbEIJHEVtLT+B2DFYdJeglbrjCU1c7+X1jUAfO9G83WttN0HNOC0dZR6SCCuBCZNWgX94//rK68Mray4ltyxumTpUMC4Jjz8+ge08n1837EKmbgFBGjALYDIECRAAjUQKBQljHB8I++DVt6dn2oIlfoh+ckbQ3S5H0N7L9G9DpxZL6Vef0YE0oAz0mjKJIGOE5DFbQHhf5f1emj16Y7XFscCpKUAFD2lCfNJOOVfxbFc1lQ/ARpw/cw4gwTiQSBp3wFLy91O8TdeeOb70OXj4wE0ZlVI6wcAjvU9Al8BbR8Zs0pZToMEaMANguM0Eug4gaStgpbWFwH8yPtEJ06HY8/oOMs4FiCL+wPiFl9pT0CrzeJYLmuqnwANuH5mnEEC8SCQPAM+A8C3fQZ8BBz7qngAjVkVPVNXQ9fAK4GqhCnAKeuYVctyGiBAA24AGqeQQCwIJM+Agx+pCnwMjrotFjzjWIS03IMZPsg/WuLYnOZrogE3z5ARSKAzBBJnwKUbAPNJr5lgWzjq4c4ATEBWWTwbEKf5mP0SjvpMAqpniWMQoAHzFiGBpBJIngHfD5gPe82EH6eOevvlrY9A4B7fmBeg1fpJvW1Z97sEaMC8G0ggqQSStwra3d94iteAF68Kx/FvzpHUjkRRdxeGdg8b7+WW2xLO7FlRJGTM9hGgAbePNTORQLYJyOJLgFhrGIRXoZXv3NtsIwpVL4t3AWI338fQX4OjLiKtZBOgASe7f6yeBJJCIAdpDfiK5Ss1tXQvb50Mge96DVjcCcfep5bpHBNfAjTg+PaGlZFAegj0TH4furpe8D3F/RmO+lB6REakpLdva+Sqj3iiG7yJilo5oowM2yYCNOA2gWYaEmg5gSR9B9xbLCEnZvtM5GZU1PSWc0ljQGn9G8CaHmk5fAgL1J/TKDcrmmjAWek0daaPQJJWQYet5hXmcjjlo9PXmAgU5a2bIHCg9w8YcxYq5W9GkI0h20SABtwm0ExDAi0nkCwD/jQEfuH9CFp8E459Vsu5pDFgvnQk3D9YvNefoNVOaZSbFU004Kx0mjrTRyBRBlw6HsJ8z2fAR8Ox/aaSvj61QtGm1mYYwLxAqMXjV8LzM93XlHglkAANOIFNY8kkMEggWQY8A8Kc6jPg6XDsm9nNGgnkrQoEej2jjdkHlfKdNUbgsJgRoAHHrCEshwRqJpAoA7auhsDhXgPGTnDUn2rWm/WBBetqGB9Dg4tQUV/LOpqk6qcBJ7VzrJsEkrQKulC6A8bs7WlazkzGgnLwY1V2NpxAoXgwjLjO98tZ0GpLIksmARpwMvvGqkkgWQQKxUdgxNaeosctWwvz57+cLCEdrHbTvg0wUH02UMHAwHpYNPefHayMqRskQANuEBynkQAJ1EFAWgsB9CyfwY0k6oA3bGjBehwGfZ7JRnwaFfv6xgJyVicJ0IA7SZ+5SSArBKT1JoD3DJNbgVYyK/JbprNgfQ8Gx/viXQmtvtiyHAzUNgI04LahZiISaDGBpHwHPHnyyljS9bpP/d+glfeg+RbjSWW4QmlfGHObT5sDrSamUm/KRdGAU95gyksxgaSsgp5o5VGF9nXidmi1X4q7E420SZNWQf/44PGNpmtTVB5fEE1SRo2KAA04KrKMSwJRE0iKARdK28CYh704zFXQ5SOiRpTK+LL4F0Bs79P2ZWj1o1TqTbEoGnCKm0tpKSeQGAO29oPBrZ5uGHEOKvZpKe9QNPKk9S0A3/AGFzdC2wdFk5BRoyJAA46KLOOSQNQEkmLA0nKfdH/sM+ATULEvjhpRKuPLKR8Gcvf7tL0IrdZNpd4Ui6IBp7i5lJZyAokx4NLpgPmO14DxGVTUL1PeoejkScvd/3lFX4KtoNXM6JIycqsJ0IBbTZTxSKBdBN5ZBS2E+wqKeyrOBACvQVQ/C2fO3e0qY8w8svR9wBznGVc1u2Jh+Z4x53JAOAFp/RbAnt5fipOg7QuILDkEaMDJ6RUrJYEgAVm8BRD7+36xBFqtEBtcsng9ILzfT1arU7FwzuzY1Ji0QmTpRMCc7yv7d9Bqr6RJyXK9NOAsd5/ak09AFl8CxFpBIeI6aPuzsRAorfsA7Oyppb9/fTw174VY1JfEIqQ1DcA/fKUvhlbDNztJorJM1UwDzlS7KTZ1BKT1CoDVRtAVj+8EpaUAFIfVuBR6zZWAB/pT1492CpLWvwCs401Z3Rl6zh/bWQZzNU6ABtw4O84kgc4SGPwOWNwIgZVGKOReaPXRzhYJIGgUz0CrjTteV9ILkKUbAPNJn4xvQ6v/S7q0rNRPA85Kp6kzfQRk8WxAjP4urcAxcNRlHRQvIK2qL/9MaLVVB2tKR2ppfQnAFV4x5kHo8g7pEJh+FTTg9PeYCtNKQBZ/AIhjx5D3Orq7N8MTs57vCIbe4rrICf9ReXdBqz06Uk+akub7NoWoPhGQ1L30vXjiCf/e22lSnhotNODUtJJCMkcgb/0UAp+rQffLEOJSOPZZNYxt7ZC8ZUHA9j2lXQtdPrS1iTIaTVru/s8Fj3oh9oNj355RIomSTQNOVLtYLAkMI5Av/hpCHOD9jy8WwqA3nJO4ENo+sa0M86VdIMy93pziAmj7pLbWkdZk0nJ3GPPuqS1wMRx1Qlolp0kXDThN3aSWbBHIF/8AIfyLrH4MgQNhsEYIjFegVdjPo+OWL9wgoKoAACAASURBVH0Kwvh3vDoZWp0XXdIMRQ7jKzAbjpqaIQqJlUoDTmzrWHjmCUjLPeDAe6SfwSmDO2IJfDOUT1XsiIX2X9rGLl/6CoTx7/l8GLS6pm01pDlRz+T3oasr+D51V25DPDn7uTRLT4M2GnAaukgN2SQgrRsBfML7EbT5LJzydZCW+x/f9YNg2rxBhyydDRjvSm2DvVBRv8tm0yJQLa3HAGzhuw8OgVP+eQTZGLKFBGjALYTJUCTQVgKy9CBgtvPmFLtA2/dj8uTxWNL1dwClYE1mY+jyM22pVRavBMQXPLlMdWtU5ri18WoFgbx1IQS+6jVg/ASO+nwrwjNGdARowNGxZWQSiJZA3qpA+BZcDWBzLFLzlyeWlvv60Xq+Qtq3WUO+eDuE2MeTv9rfg4XznooWToai54t7Q4g7vH/kYCEqKp8hComUSgNOZNtYNAkM7jC1DEC3h4X/HdBC6SwYc6aP1z+hld+Uo0EqrYUAeoYFN1iy8kp49uHF0STMYNR1SythZfNGQHkXNseTw/4YyyCauEumAce9Q6yPBMIIFLZYG6b/Rd+vXoNW3n2hN+3bAAPVZwMhjPk8KuWfRAo3b90DgY/4crR/JXakImMSXFoPAPiQ9ylYHIWK/cOYVMgyQgjQgHlbkEASCUycPBXVrlm+0udBq8kBOdJyVxz7N774G7T6YGTSC1Mmw+TmBOILvAlHrRxZ3qwGzhfPhBDejVYMbkZFTc8qkiTopgEnoUuskQT8BNyDGIS40/fj8MMX5JTtgNyDQYhvL9iKgm7e+iUEPhUS+n/QaqTDI6KoJBsxJ1o7ooo/+cS+DK1CjqrMBpIkqKQBJ6FLrJEE/ASk5e5+5O6CNOwyI2/xGPYRJcQN0HaYSTbHO1/cCkKMsMpZ3AhtH9RcAs4OJZC33gicjFXNfQALZz9KYvEkQAOOZ19YFQmMTiBscZUR56Bih5+OVLA+A4Pge6E5SCxQlZbilqVfA8a7RSZQhcE1qPDVmJayHh6sULoDxuzt/ZsMp6Cizo0sJwM3RYAG3BQ+TiaBDhEI2wMYOBZaXTpiRbK0CDCbeH4vcC4c5e6e1ZqrUNwVRtwdCOa+p+qo77UmCaOEEihYX4XBhd7fmbuhy7uTWDwJ0IDj2RdWRQKjE5DWbwHs6fuP7QHQ5d+MYsCnA+Y7viek/6Ci1gEw0BLk0vojgJ18sZ6EVpNaEp9BRiYwcepUVAf8C/OWQasVW9Zf8m8pARpwS3EyGAm0iUC+NAvCeDfcHxDbYJH9yCgGvA5g/hX4vTFHolL2HezegA5ZOggw1wdnis9B2z9rICKn1EsgfOOV/0IsXgeOs6TecBwfLQEacLR8GZ0EoiEgLfcd4LU9wYXYCI4dfOd3+KCwrSGBx6DVtKYLldbskK0vo33dqemiUxYg9JORQY0PQ6ttU6Y28XJowIlvIQVkjkChMAFmxbcCurXKATCj8uidvDVyXSFPyWIPaPuuhlkWSkfBmMsC83k4fMNIG5ooSz8EzJdD5wrxQTj23xqKy0mREKABR4KVQUkgQgKTSr3oN/6Vy89Dqw1qyiqtewD/DlXiFmj74zXNDwya3gU5fxGADX2/+h202quxmJzVEAFZ3BYQD40w935otUtDcTkpEgI04EiwMigJREgg37c9RNV/pu/fodXWNWUtFD8BI9yjDL2X/yCHmoIN7kl9BoBvB4ab3A6ozA7ZAKTWwBzXEAF35zNjDoEQ7ici3kuIo+HYlzcUl5NaToAG3HKkDEgCERMIN9BbodX+NWeWpScBM9Ez3uAiVNTXao7hDhzak9p9+n2PL9bPUVGH1BWLg1tLQFozAWzpC/oqICZB2/59xFubm9FqIkADrgkTB5FAjAgUrBPgmuXwy5jLUSkfXXOVsnQSYM7zjX8dA6+vg0WLgt8vjxQ4b10EgROCT1rVKXDmzK25Hg5sPYFC324w1eD3+sZcjUrZe0Zz67MzYg0EaMA1QOIQEogVAVk6HzAnemoS4nQ49oya6+yZuhq6BtynoHHeOeY46PIlNcXJ920KUX0iOFb8ANr+Sk0xOChaAuGr3gE0uegu2qozE50GnJlWU2hqCEjrl0DgoIPDoJV76lHtV754GYQ4yjdBQatSTUHCT1lagoGBHiya+8+aYnBQtASGviJw/0ha3ZdoFrTyfzwdbS2MHiBAA+ZNQQJJI5C3/gSBHT1l58yuWFB2VzfXfoUfaQgIsS8c+45RAxVK28CYhwNjjDkLlfI3ay+CIyMnkC8eCSGCC6/q/dQk8kKzl4AGnL2eU3HSCUhrgbv8ySND5IpwZgfP3x1La9jGDe4xh469z6hT88XbIYR/zAuYMNCDuXOXjpWWv28zAWndCyD4ClJVbIaFdsjXCG2uL6PpaMAZbTxlJ5iAtP4HwN3f991roGt1LHr81bpVSetjAIL7R1dNHxaW7dB4eWtPCLh7UfuuOr4/rrtQTmiKQG/f1shVQzZgMbdAlxt8/7upijjZ/SaeFEiABBJEYLPN1sSycf/2VfwGtFqlYRXScp+cJ/vmXwqtjg2NKYt/AcT2vt/NgVbFhmvgxOgJyOJ5gDgp+HeT+DQqdsge3tGXlPUMNOCs3wHUnywCecuCgP/JtLnThvKl4yGM/6jAJW9v4P9fD6BC8WAYcV0AmsDBcNQvkgUzY9XutFM3nnnZ/bg571O+CBMGJvGrg/bfDzTg9jNnRhJonIAs7Q6Y33sDiD9C2zs3HHTd0kpY2bivJHk303BfddJl7/my4U/Lf4FW3kVhDRfDiZESkFMOAnJhJ1ZdAG0Hn44jLYbBacC8B0ggSQTyxcMhxNWekg1+gYo6uCkZsngxIPzv7j4BrTZbHlcWjwPE90Py7AmtfH8UNFUNJ0dJoGDdBIMDg59i8LCGKLGHxaYBt5s485FAMwSk9Q0A3/KFOA9andxMWBT6psBUy4EYRhyIiv1rDJ3A5G45+T7fmNuglbuQi1dSCIy4gQp4WEObe0gDbjNwpiOBpgiEHTdnxPGo2GFPpvWlktatAPbzTjJ3Q5d3R6F0Fow5k09N9SGN7ehC8VQYEdw5jYc1tLVlNOC24mYyEmiSQNj7t0JMh2Pf3GRkYKTXi0Rud5jq7QDG+3JcA60OazovA3SGAA9r6Az3YVlpwB1vAQsggToISOsfAKb5nlK3gy7/tY4oIw/Nl2ZBmKm+Ae5H08FXjExuEiqzn2xJXgZpP4ERD2sQV6Ni87CGNnSEBtwGyExBAi0jIK0XAt/DVvt7sHDeUy3JUSgdBWMuGzNWI0cXjhmUA9pOgIc1tB358IQ04I7iZ3ISqIPARlusj/H9zwVmrDZ+PGbOXFZHpJGHTps2Dq8udV9JWm3EQQZvontJD5580r8hSEtKYJA2EuBhDW2EHUxFA+4ofiYngToISOuVEGNsbhessPQj7Zi0fKw4A9o+u47KOTTOBPLFL0OIH4bYA/sccd9owBEDZngSaAmBkT8afgtaefeFbjZhfupEiIGRvtt9CVq5ryJVm03D+TEiwMMaOtIMGnBHsDMpCdRJQFrugQlh79u2/gnYLS1vLYRAT0iVI+8RXackDo8RAR7W0JFm0IA7gp1JSaAeAtO7IOe7Hz8HD1wweAQVtU090WoaK4vHAuIHvrHRmH1NBXFQ5AR4WEPkiP0JaMBtR86EJFAngYL1GRj83DtLDADmARjzICrls+qMWNvwwa0nc0fAmJUg8BS6uz+DJ2Y9X9tkjkocAR7W0PaW0YDbjpwJSaBOAtK6E8Be3lnmKhgMrYiOyoDrLJPDU0CAhzW0tYk04LbiZjISqJOALG4EiKeDs8QuMNWhxVeV8m/rjMrhJDAygbx1EwQPa2jHLUIDbgdl5iCBRgnI0kmAOc83vbnzfxuthfOyQYCHNbStzzTgtqFmIhJogEDYfr0C34KjggcjNBCeU0gglAAPa2jLjUEDbgtmJiGBBgj0lD6ALvO3wMycmYwF5XkNROQUEqidQPhhDa8BYlNo290tjVeTBGjATQLkdBKIjEDB+h4MjvfFfwBafXjwZ/ni0MIsfgccWQsyHZiHNUTefhpw5IiZgAQaJBB28ALwZWj1o7cNeOj1I66CbhAwp41JQFo/BnBEyLg9odXvx5zPAaMSoAHzBiGBOBKQlrvrlbv71fDLwIxfHZWZr9GA49i0FNbEwxoibSoNOFK8DE4CDRKQ1o0APuGbfT20+vTyn+WLfAJuEC+n1UGAhzXUAau+oTTg+nhxNAlET2DDKWtgQu7lQCIh9oVj30EDjr4FzOAjwMMaIrklaMCRYGVQEmiCQPjJR89Bqw09UfkE3ARkTq2LAA9rqAtXrYNpwLWS4jgSaBcBaf0ZwA7edOJCaPtEnwFzFXS7esI8AA9raPldQANuOVIGJIEmCMhSETAqEMGY96NS/kcTkTmVBJojwMMamuMXMpsG3HKkDEgCTRCQxe8A4nRfhL9Dq62biMqpJNAaAjysoTUc345CA24pTgYjgSYJSMsBID1RBL4GR13UZGROJ4HWEOBhDa3hCIAG3DKUDEQCTRKYWPwoquIPgSjd3RuEnsPLnbCaBM7pDRHIT50IMfBkcK75I3R554ZiZnQSDTijjafsGBIoWD+BwWG+ym6HVvuFVstV0DFsYkZKGumwBogBoPpd6PIZGSHRlEwacFP4OJkEWkSgUJgAs+IrAIbO+F1+iU9B2zfQgFvEmWFaR0Ba7qLAaSEBDcb392LevKdalyydkWjA6ewrVSWNgCwdCphrfGW/Cq1WH1EKn4CT1uV01VuYshtM7q4RRN0GrdztVHmNQoAGzNuDBOJAQFruxva7+55+r4C2j6QBx6FBrCGUgLTKAKaE0zHbQZf/SnIjE6AB8+4ggU4T2KTUi25TCZQhsBMc9ScacKcbxPwjEthsag+WDdgAVgkZcy+0+ijp0YB5D5BAfAmEL2iZB60mj1o0V0HHt6dZqyxfvApCfD5E9mHQyv/VStbojKiXT8C8FUig0wSkNRtAyVfG/0Grb3e6NOYngZoJSOsxAFt4x4unsNEaBTzwQH/NcTI0kAacoWZTagwJyOK2gHgoUJnp2hSVxxfEsGKWRALhBAqlfWDM7cFfmhnQZf/ubqTIjTh4D5BAhwlI6xIAx/iquA9afaTDlTE9CdRPQJZuAMwnAxNFdQqcOXPrD5juGXwCTnd/qS7uBGTxJUCs5SlTiC/Asa8es3R+BzwmIg5oM4He0iTkzPzgJzq4GRU1vc3VxD4dDTj2LWKBqSVQKB0IY27y6VuGlcTqsO03x9TN94DHRMQBHSAgLXftQnAnLIGPwVG3daCi2KakAce2NSws9QQKxZthxMe9OsV10PZna9JOA64JEwe1nUAOecuBQK/3kx3MhqOmtr2aGCekAce4OSwtxQRkaR3A/Cvko7q9UFG/q0k5DbgmTBzUAQKF4iEw4tpgZvF1aPv8DlQUy5Q04Fi2hUWlnoAsHgeI7/t0Pg2tNqlZOw24ZlQc2AECsnQXYHbzZf4f+vsLeGreCx2oKHYpacCxawkLygQBablb9H3Q9xHduXDUKTXrpwHXjIoDO0CgUNoGxjwckvlKaPXFDlQUu5Q04Ni1hAWlnkDvlD7kco8HdOYGtsCCucGfjwSEq6BTf6skXmD4a3buSfSjb7OaeOG1CaAB18aJo0igdQQK1ndhcLIv4N+glfeJuHUZGYkEOkNgwylrYELOAeA/1etP0GqnzhQVn6w04Pj0gpVkhYAsLQKM77te8xXo8g+ygoA6M0RAFo8FRPDeFuIIOPZVGSIRkEoDznL3qb39BKS1B4CQVc5iXWj7xfYXxIwk0AYCheIjMGJrX6bnsWTlAp59eHEbKohlChpwLNvColJLQBZ/Bgjfe77iFmjb9z5wDQT4HXANkDgkFgRkaXfAuGde+y5zPnT567GosQNF0IA7AJ0pM0pg3dJKWNm8AmCch4DAJ+Ao/45YY0PiKuixGXFEfAjkresgcHCgoGp1KhbOcU8Ey9xFA85cyym4YwQKxc/DCP93Xi9DK+9e0LUWSAOulRTHxYHARCuPKtwFWX7fuRVa7d9UiUMb25wL4H2AuQ+6fEFT8do0mQbcJtBMQwKQ1j0A/KccXQqtjm2IDg24IWyc1EEC0voGgG8FKhBiOhz75oYq23SLPgz0/933ydLT6MptiydnP9dQzDZNogG3CTTTZJyAnFIAciHn+1a3h54TPA+4Flw04FoocUzcCEjrCQCb+sqaC62mNFRq3poHgc1C5r4BiKOh7ZAtMRvK1PJJNOCWI2VAEgghEP6Xv4JWpYZ50YAbRseJHSQgSwcB5vrgU7A5HU55Rl2V5UtHQpjLR59jrsUycTyeVu76i1hdNOBYtYPFpJaAtOYAmOzRJ8xpcMrnNKyZq6AbRseJHSZQKN0BY/b2VbEMZqCAytyna6quMGUyTM5dvNVdw/hnURUnYGGDH3PXkKCRITTgRqhxDgnUQ2CitSOq+FNgSrfI4wl7YT2hOJYEUkGgUNoSxswM0XINtDqsJo3haypGnyrMDzG+ejzmzl1aU46IB9GAIwbM8CSAQulyGHOkl4S5G7q8O+mQQGYJ5K2LIHBCQL/BR1FR947KRVpnAPh2YIzAT2FEN2AOGWX+kwCOh1Yh7yW3txs04PbyZrYsEpCW+93Taj7ph0Gra7KIg5pJYJDApEmroH+8+1rSOj4if4VW241Iqbe0A3LmzyG/n4fVxvdh5sxlkNbnAHwv5N+7YdPEhdD2iZ3sBg24k/SZO/0EwhecvAWxeDU4zpKmAPA74KbwcXIMCOSLX4YQPww+BYujULGDP3cHSusxAFuM+eQsixsBuBgQB4yidBZyOB4LVJihRw6IBhw5YibINAFp3QpgPw8D92MyRx3eNBeugm4aIQPEgIAs/gUQ2/sqeQlicQGO81/PzwvW92BwfLBqczZ02f1YOngVSkfBmIsDO9ANHynwLTjqzHbToAG3mzjzZYfAJpuvh+7u5wOChdkNTvkPTYOgATeNkAFiQCBf2gXCBL/zFbgYjnr3O2JpfQzAb0LM90Ho8g6jKuktTUJu0IRHWXchHoKpHo9K+R/tokIDbhdp5skegYL1VRhc6BNegVayJTBowC3ByCAxIFCwfgKDsNXPW0GrmeiZuhq6BtxXjjYO/kGb2xLO7Fk1qZClkwBz3hhjT4ZWY42pKd1Yg2jAYxHi70mgUQLSehTA+73TR/morN48NOB6iXF8XAkMfl8r3AVZ430l/hZa7Q1ZujZ0ZbPBV1FR7mKr2q+hV6Dcp+GRn5oN/oAuczwWlOfVHrj+kTTg+plxBgmMTUBa0wCEfJQlLGi7PHaAGkbQgGuAxCGJIVCwToFB2MY0PwbwxRAdt0Er92Ppxq588UwIcdYokwfefl3p0sYSjD2LBjw2I44ggfoJyNL5gPG94mDG/q6qnkxcBV0PLY5NAgFpuX+c+veErgLI+cp/DWagVPOuWSNpH3qlyX0a3nIUPL+BGTi+6VwhCWjASbgpWWPyCEjrWQAbeAoXOAaOuix5YlgxCbSJQL70cQhTw6lI4tCWHrIgi+cB4qRRVBoA7slK32jl+/s04DbdV0yTIQKF0j4w5vaA4hWqa2LOnP9kiASlkkD9BKR1C4CRzwcW+Akc9fn6A48xo9C3G1C9GCb0ZKV3Jxvz/latlKYBt7yLDJh5AgXrFzD4tI/Dr6DVJzPPhgBIYCwCecuCgD3CsH9hwkABc+e+MVaYhn4/bdo4vLLkYghx1MjzzXHQ5Usaiu+bRANuBUXGIIF3CBQ+8F6Y/7lbT/q+szIHQJdD3mFsAh2/A24CHqfGmoAsPQiY4HaU7foaJ188AEJcBWD1ACdR3R3OnLtbwY8G3AqKjEEC7xCQ1pcAXOED8i9o9b6WQ+Iq6JYjZcCYEOjpWQG5VZ6DwBrDKroPWn2kbRXmp60KsdR9k6EwLOd50OrkVtVAA24VScYhAZeAtP4IYCcPDP+OPq0iRQNuFUnGiSsBae0BYVYBuhbUvNlGq7UUrA8Cufdi/LKHWv3RNw241c1ivOwS6LE2QxeCL+7nxDZYYD/ScjA04JYjZUASaCcBGnA7aTNXugkUSmfBGP+G7rOg1WjvGDbOhAbcODvOJIEYEKABx6AJLCElBKT1BIBNfWqi21eWBpySG4cyskqABpzVzlN3awnI0s6AuS8Y1GwMXX6mtcnejsZV0JFgZVASaBcBGnC7SDNPuglIy92v9gifyKGN5HmRAAmQQAgBGjBvCxJomsD0Lsj57ru/q3hCCXMInPLPmw7PACRAAqkkQANOZVspqq0ECsWDYcR1vpxvQK+5OvBAf1trYTISIIHEEKABJ6ZVLDS2BKR1J4C9fPVdCa3CjlBrnQx+B9w6loxEAh0gQAPuAHSmTBEBWfwBII4NKhK7QNv3R6qUq6AjxcvgJBA1ARpw1IQZP70EZPFKQHwhROCT0GpS5MJpwJEjZgISiJIADThKuoydXgI9U3vQVXUA0xUQGdXWk/5ENOD03l9UlgkCNOBMtJkiW04gX7wdQuwTHre6M/Qcd0/oaC8acLR8GZ0EIiZAA44YMMOnkEDB+ioMLgxXZp6CLve0RTUNuC2YmYQEoiJAA46KLOOmk4C0pgFwjyjzX0sgxD0Y3/9xzJ27tC3iuQq6LZiZhASiIkADjoos46aTwIgHhYv94Ni3p1M0VZEACURBgAYcBVXGTCcBWTwbEKcFxBl8DxX11XSKpioSIIGoCNCAoyLLuOkiUCjuCiPuDhH1GLRyP5bmRQIkQAJ1EaAB14WLgzNJYPLk8VjaNRsGmwX1V7eHnvNQR7jwO+COYGdSEmgVARpwq0gyTnoJSOsKAF8KChRnQNtnd0w4V0F3DD0Tk0ArCNCAW0GRMdJLQJYOAsz1AYEC98BRu3ZUOA24o/iZnASaJUADbpYg56eXwCabr4fu7tkA1vaJXIou9OFJNb+j4mnAHcXP5CTQLAEacLMEOT+9BPLWTRA4MCDQmCNRKbsf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items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="DerekData1927to2015" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>1928</l><l>0.00</l></list></block><block s="reportNewList"><list><l>1930</l><l>0.00</l></list></block><block s="reportNewList"><list><l>1935</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1940</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1945</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1950</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1955</l><l>0.03</l></list></block><block s="reportNewList"><list><l>1960</l><l>0.05</l></list></block><block s="reportNewList"><list><l>1962</l><l>0.08</l></list></block><block s="reportNewList"><list><l>1963</l><l>0.08</l></list></block><block s="reportNewList"><list><l>1965</l><l>0.1</l></list></block><block s="reportNewList"><list><l>1970</l><l>0.2</l></list></block><block s="reportNewList"><list><l>1971</l><l>0.26</l></list></block><block s="reportNewList"><list><l>1972</l><l>0.25</l></list></block><block s="reportNewList"><list><l>1975</l><l>0.2</l></list></block><block s="reportNewList"><list><l>1978</l><l>0.24</l></list></block><block s="reportNewList"><list><l>1980</l><l>0.4</l></list></block><block s="reportNewList"><list><l>1981</l><l>0.36</l></list></block><block s="reportNewList"><list><l>1982</l><l>0.38</l></list></block><block s="reportNewList"><list><l>1983</l><l>0.38</l></list></block><block s="reportNewList"><list><l>1985</l><l>0.36</l></list></block><block s="reportNewList"><list><l>1987</l><l>0.43</l></list></block><block s="reportNewList"><list><l>1990</l><l>0.37</l></list></block><block s="reportNewList"><list><l>1995</l><l>0.23</l></list></block><block s="reportNewList"><list><l>2000</l><l>0.17</l></list></block><block s="reportNewList"><list><l>2004</l><l>0.12</l></list></block><block s="reportNewList"><list><l>2006</l><l>0.14</l></list></block><block s="reportNewList"><list><l>2010</l><l>0.12</l></list></block></list></block></block></script></block-definition><block-definition s="go to xGraph: %&apos;x&apos; yGraph: %&apos;y&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><custom-block s="xStage for xGraph: %n"><block var="x"/></custom-block><custom-block s="yStage for yGraph: %n"><block var="y"/></custom-block></block></script></block-definition><block-definition s="rounded xGraph" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="round %n to %n decimal places"><custom-block s="xGraph at xStage: %n"><block s="xPosition"></block></custom-block><l>2</l></custom-block></block></script></block-definition><block-definition s="rounded yGraph" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="round %n to %n decimal places"><custom-block s="yGraph at yStage: %n"><block s="yPosition"></block></custom-block><l>2</l></custom-block></block></script></block-definition><block-definition s="plot point xGraph: %&apos;x number&apos; 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