IM 8.6.9 Practice: Looking for Associations

A scientist wants to know if the color of the water affects how much animals drink. The average amount of water each animal drinks was recorded in milliliters for a week and then graphed.
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[/img][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcsAAAEECAYAAABHvB8mAAAgAElEQVR4Ae2dB5hURbbHfYrKri/4dp8JMZGDktMAkiRnkCygYCApoiIIJhAQFCXnIDlnBUGQjCAgUaJEETGABMO6rrrnfb/j1mxPMz3M7enu6Z4+9X013XNv3bpV/6quf51Tp05dJRYMAUPAEDAEDIEYRuD333+XX375RfgMV7gqXBlbvoaAIWAIGAKGQCQQ+Pvf/y7ffPONEma43mdkGS5kLV9DwBAwBGIYASS1n376SX744Yc0x7/97W9hk/r++c9/yokTJ6RZs2Zy6tSpsCFuZBk2aC1jQ8AQMARiF4H9+/fLsvffl6XLV6QpvrfsfVm1apWcP39efv311ySAoDaFSE+fPi1HjhyRgwcPymeffSbnzp0TpMXffvtNLly4oCTIde4fO3ZM75MXz589e1aWLl0qN910k77n0KFDcvLkSfnHP/6R5F1p/cfIMq0I2vOGgCFgCGRABDp16iTZ8+STHMUS0hSz31tIihQrLmvXrVNJ1ReqH3/8UaXC/v37y4MPPihVq1aVJk2ayKRJk5Rcf/75Z9m2bZv07t1batasKVWqVJEWLVrI4sWL9T6EuGzZMqlfv75cc801kpCQIDVq1JCOHTsKeYcyGFmGEk3LyxAwBAyBDIJA7dq15Ya8RSXb67PTFPN26CU5ChSR+QsWqjrXwYP6dM+ePUqOJUqUkNatW8tTTz0lDz/8sLz00kty8eJFJTyIr1GjRtKhQwfp0qWLVKhQQcqVK6fSJFLnyJEjlWSvvfZaad68uTz33HMycOBAkywd0PZpCBgChoAhED4EkOT+o8D9cs20g2mKt/SaJtkLl5R58xfI999/rwWGKFkLHTJkiOTIkUPGjBmjqlNUtcePH9eIGpZ1048//lg2btyo6lfuzZgxQ8myV69emgdq2MGDB8uf//xn+eSTT+TSpUtKsqG2jDXJMnx9zXI2BAwBQyBmEYAsrypYXq6aeTRN8abXZkq2IqUuI8uvvvpK2rZtK8WKFdN1SX9yY70SA6MvvvhCDhw4oES4efNmee+991Qdi8QJ4ULAkC1kyZpmuIKRZbiQtXwNAUPAEIhhBMJJlhAjRjhNmzaVVq1aJbu+CFHu3btX1x8rVaokuXLlkmzZskmWLFkka9asqpY1sozhDmZFNwQMAUMgIyAQTrJEDXvmzBnd7oFxDuuTXPMNqFxZv8Rop1u3brJ161bZt2+fLF++XKpVq5ZIlhDm2LFjTbL0Bc++GwKGgCFgCEQGgXCTJWuLGOzky5dPiRCnAlxj3RLV6urVq6Vs2bJKqBgCsZ2E9Um2oXAdgx+Ikq0nWM/ecMMNur7J80il/mrdtKJmati0ImjPGwKGgCGQAREIJ1kCF2Q2a9YsKVCggFqxrly5UtjbCUmyNWTNmjVq5VqxYkXdHoJUyXolVrqoY9naAlmyfQRp88Ybb5SePXvK7t27dV+m7bPMgJ3SqmQIGAKGQLQhEG6ypL5IgePGjZPq1atL0aJFlTgx+MF4B0cFSIysVxYsWFAKFSqk20aeffZZvd+jRw+VIFHfkrZNmzZSuHBhjWxDQboMZTDJMpRoWl6GgCFgCGQQBCDLq+8rK9dO2ZemeMsrkyVb4RJJrGEdRFi84jwAK9e5c+fK1KlTZd68efLpp58q2XFv/fr1MnPmTJk+fbpKkKhrd+zYoSpX5xGIbSaHDx+WOXPm6NYSpFKTLB3K9mkIGAKGgCEQNgTq1q0rf76vlNw4dFWa4p1dh0rOQsVkwcKkTgnCVvAwZWySZZiAtWwNAUPAEIhlBNgDmS1nLilStmKaYoFipeTe+wqoVIgxTqwGI8tYbTkrtyFgCBgCYUQAVejiJUvSHBctXixLly3T7SGoXWM1GFnGastZuQ0BQ8AQCCMCWKuyJsjaX1oj+fjvowxj0cOStZFlWGC1TA0BQ8AQMAQyEgJGlhmpNa0uhoAhYAgYAmFBwMgyLLBapoaAIWAIGAIZCQEjy4zUmlYXQ8AQMAQMgbAgYGQZFlgtU0PAEDAEDIGMhICRZUZqTauLIWAIGAKGQFgQMLIMC6yWqSFgCBgChkBGQsDIMiO1ptXFEDAEDAFDICwIGFmGBVbL1BAwBAwBQyAjIWBkmZFa0+piCBgChkAGQACPQT///LPGaPH8Y2SZATqWVcEQMAQMgYyCAOT43Xffyeeff67nVLpjuNK7fkaW6d0C9n5DwBAwBAyBRATwSbt//36pVq2ajB07VqLlpBIjy8Qmsi+GgCFgCBgCDoFQO1J3+V7pk/fu3btXHnjgARk5cqSR5ZUAs/uGgCFgCBgC6YfAmTNnZM+ePbJn9+40xd27dsnBgwflp59+kuSO6ELt+ve//13vkwZJcvfu3ZeRJel4nrVM0hF5Lrk8IVyX548//iguuvyDQdUky2BQs2cMAUPAEMjgCLzyyitSJiFBKpYtk6ZYNqGUVK9WTbZt26ZE5wubI0qI+cSJExq//PJLTVupUqUkkiVrlz/88INw//jx4xp5DiKEHF3gO4Tr8jxy5Ii4yHOnTp1yST19Gll6gssSGwKGgCEQHwjUq1dPCmW5RYbVqpim2LlSGSmcL48sWrhQyc4XvW+//VbWrFkjDRs2lIIFC0rRokWlefPmMm7cOClevHgiWUKUGPy88cYbUrduXSlUqJDG+vXry4wZM9QQyOX79ddfy4IFC6Rp06aaZ4ECBSRXrlxyzz33SOHChaVz584uqadPI0tPcFliQ8AQMATiA4GaNWtKxZtulC9rlEpTnFctQUrmzy0L5s2T77//PhE8toesXLlSypcvL1WqVJF+/fopOXbr1k1KlSqlROfWLCFAvkN27dq10+8jRoyQli1b6vOjR4+WX375RSXMtWvXSkJCgpLuW2+9JcOGDdNnsmTJIo8++qisX78+sQxevhhZekHL0hoChoAhECcIQJaVb7pRLtQomaa4pHqCJOTPIwvm/5ssUb9eunRJXnjhBbn99ttl9erVqk5l/RG16vPPPy/33ntvomT50UcfSYkSJaRDhw6qhiUd0ubJkydVKuUekieEOXHiRLnttttk69atcuHCBZVmP/vsM7nvvvvkmWeeEd4dTDCyDAY1e8YQMAQMgQyOQLjJ8vTp09K6dWs15Ll48WIiiUGEGzdulLJlyyaS5ahRo6RYsWIyd+7cROnUGfwMGjRIiRQpFaKdNGmS3HnnncIzn376qRw+fFhmz54tefLkURL2Xd/00oRGll7QsrSGgCFgCMQJAuEmSwxtGjdurKpUSM4FyGzXrl1SsWLFRLJkrRLpccWKFUqILi2fSJIQ6eLFi/UeezQbNWqkalyMhGrVqqV51a5dWz7++GPfRz19N7L0BJclNgQMAUMgPhAIN1l+9dVX0qpVK6lTp46cPXtW1apIi6xlbtiwQdcd3ZolBj8lS5aUKVOmyPnz51UKdVavb775phQpUkRWrVqlVrDffPONTJ8+XdM3adJE1yv79OkjBw4cSNOeTSPL+Oj3VktDwBAwBDwhEG6yZBsIa4jZsmUT1iRZw4Qo+cTYJ2/evImSJfcx2nnkkUd0ewl7KNlvefToUZVOsaI9duyYEi6SJZawffv2TVzfRLULuQa7XglwRpaeuo8lNgQMAUMgPhAIJ1mCIAT27rvvSunSpdW1HVarSIRIgWwNYSuJkywhUO5DoBj5TJ06VSPbTHgeYsTgBzLct2+fsKWEOH78eM2T7SWLFi3SNUwcEwQTjCyDQc2eMQQMAUMggyMAWVa66Ub5pmapNMWF1ROkFFtHfKxhHXTnzp2ThQsX6jYPtpCwxojRD0Y6bBGZN2+eWrhCrKht2QqCapW0RCRICJF7BJwR7Ny5Ux5//HHdp1mmTBkpV66cRki1U6dOsnnzZvd6T59Glp7gssSGgCFgCMQHAhjElLvlr3KgZkKa4tRqpaU4W0cWzL/MKQFIIhFyygiER+Q7Bj+oadmX6axX+WRrCASLdx4iaVHJusDz3bt313XQ7du3q7cerG6/+OILtaSFYDt27OiSe/o0svQElyU2BAwBQyA+EGjWrJnkyHq7NC5VJE2xSpECki93blmyZIn6c/VHz20BgTSJbn0RcnRE6Z5JLq1bh+QTX7ZVq1aVCRMmqCEQa6AQLOT7ySef6J5MpM5ggpFlMKjZM4aAIWAIZHAEli1bJn37vCav9+mTptj3tdfUTd2Xp08rGYYTNpwUIBGzXskaJYZBRPZZPvzww0qk8+fPD6oIRpZBwWYPGQKGgCGQsRFAIsMYBnVoWiNrif5SYjjQQ23Lvsvq1avrmiX7L4msV0KiY8aMUTVuMO+OKbJEzHYid0qVdencZ3Jp3T33mVwarrn7fFowBAwBQ8AQiG4EWMPE9d26det07+WHH36oRj1cQ80bbIh6soSk0DsjXuOdHie46LT9A+nYd8MRLICE13lcI+FzkIVgF8iLBV82sGJphaiOdRSmyQ5I8gJw9vAsX75c5syZo/p2rKwiNUNy5bVPQ8AQMAQMgdQjwPjNWA4fMF4T+c417gUboposEdvxGYh/v9dee03Fao5ngfD8A+k4MPS5555TfTV+BbF8wsyYTaouMLsYMGCA+iPErJj44IMP6l4cvEgAJmR86NAhdfKL2TF5kY4Nse+//75aaKUFdFcW+zQEDAFDwBCIDQSimiwhRQgQP3+cbcYmVfwFokv3DZAqVlDopNm0yhEvOM/F9yAHhWJq7EiQfTp4s8d8GEJE8mzRooXmjfNe8mYm8vTTT+txMByAirTKXiDyhzjJ10mhvuWw74aAIWAIGAIZE4GoJktUodOmTdONpKhN8dbgT5aQIGbBeH3Ily+fqks5lgXSg2whNciUT9SxEB6+CFHFkj/iOT4DOb4FZ72k4TiX/PnzS5cuXXQfjyNQnPjmyJFDLauQZC0YAoaAIWAIxAcCUU2WqENRjSLZoT7F9NefLEmDT8CHHnpIGjRokLhRFWe7ztcghAox4nEe1eyLL76oBOpUqZzWDRGTP66S2A8EWb7zzjuJFlyk5R4eJiBR33XQ+OgqVktDwBAwBOIXgagmS9csSIZ4km/Tps1lZIn0CAlWqFBBUJnirR6yYy8N64sY6WD2jAk0+4buv/9+4VRt3wCxorqFCNmTg3kxjnnJxzdA2mzUxQ0UBB0oQKyU+bffiL9ZNAysD1gfSNc+wHjkhINA45ZdTxmBmCdLVKSQYIECBZRMOaole/bsevgn3uwx3tm2bZsSJtaxrDnirNc3oFJFBcu9Dz74QAYOHKjHu6D69Q2obvFXCDGjug0UIEgkWdY+f/rJomFgfcD6QPr2gZ9//rv84x9pswYNNN7Fy/WYJ0tIafLkyWrYg6d6zj1jzRHjneHDh+vp2FjSojZlq0hyZMkaJxay3IMgMQLCoCg5ssRVEqrggwcPBuwj589fkDVr1smiRUtkwYJFFg0D6wPWB9K1DyxbtlxOnDhphokBR+0r34h5skSynDVrllqu9u/fX9cpneoT9SrGPC1btlQCRQKFEEeNGpUEGZzxdu3aVUmQPZcQbuHChS9Tw6J6ZStKjRo1UlTDQr7Ll38gs2fPlVmz5lg0DKwPWB9I1z6wYOFiOXbsuJFlkpHf2z8xT5asWbLOiGoUNSuSJrp5IuuUSIINGzZUSRCnAqxLsrbpNqiS7uuvv1YDocaNG2s6JEq2l3BMjNsigs6f/Z48/9hjjyUeCZMc3L5qWLcp1j7/2BxsOBgO1gci3wdQw7oxL7kxy65dGYGYJ0uICYkPQmzbtq1g2QqBInGyxgi5YRgEISJpkg5pE8Mf0kCo7NFkf+bLL7+sW0V4jj2dnOLNPk3egZHQ0qVL5a677lLJk/9TCpDw77//YegD0Vo0DKwPWB9Irz7gBIiUxiy7lzICMU+WdAL2WXKKdsmSJXVbCG7x8AeIhSsGP2PHjtX9lHRULF1xqgsRIpEuXrxYWrVqpdavOCiAQJFOIU6kVdY7sbblpG22puDJB6tYJ3GmDK/dNQQMAUPAEMgICMQMWeKFp3PnzmrdiuToH9iH2bNnT0lISBAMfYiQIipXPO64wBYUHBhArKxLYkWLwQ5ky55OAqTKM+ynxNCHdDgtwKEBql7I2YIhYAgYAoZA/CAQE2SJ9IjEh+u7LVu2JDoK8G0m0iARcsAn2z+IO3bsSFzDdGlJxzEu3MMjD+lYiyR/7rnAd1S6SJU4U1+5cqUcOXLE9P4OIPs0BAwBQyCOEPBMlqgfkayQ0CCPXbt26T7G7du3y969e1VFiXUpbuSQ0EIVIC+nIg2UJ++DMJ0BAd+TK4N/On+idPk7Qx3WNckzOYnWpbVPQ8AQMAQMgYyLQKrIEqKCOFCFsr8QVeTrr7+uPltxQo6jcyJrf6guR4wYoWuGqEYhVp61YAgYAoaAIWAIxCoCqSJLpEm83HDyBpakOXPmVIfirPvxf7169TRWrlxZfaribByn5u3bt1dpE8tRXxVnrIJl5TYEDAFDwBCITwRSRZZIlG+++aZUqVJFj7aaMmWKruV99dVXwgZ8F1G/so2DNT4kT/YtQqCsM6IStWAIGAKGgCFgCMQiAqkiS/Yn4i8VYxi2TaBaZf3Ofz0Q6ZFrrFdiWcr+xUGDBulzrAtaMAQMAUPAEDAEYhGBK5Kl25B/8uRJ3bDPsVdYk14pIkmivsU4BjWsrVvGYvewMhsChoAhYAiAwBXJEqLD0nXRokWeIqdyIH3aWqV1NEPAEDAEDIFYR+CKZMl6ZceOHXXzPhv4Uxtxao5UacEQMAQMAUPAEIh1BK5IlqhdOdqqV69eniIb/s2oJ9a7h5XfEDAEDAFDAASuSJYkcoY7GO/4RtYhA0VTv1oHMwQMAUPAEMgoCKSKLP0rCxESsXB13nL8PzHuMcL0R87+NwQMAUPAEIhFBDyTJZIklrAY8HBk1fTp0/VEDk7l8I24wbPtIrHYJazMhoAhYAgYAv4IeCZLiHLjxo1St25dPfOxaNGieryV/ydODMzAxx9u+98QMAQMAUMgFhHwTJb79+/XA5Q51oqzITkDkvMj/eNnn31mZz7GYo+wMhsChoAhYAhchoBnsly/fr2eEzlx4kQ5c+aMSo/+65XuhA5bs7wMb7tgCBgChoAhEIMIeCbLTZs2Sfny5dVBAT5hjRBjsNWtyIaAIWAIGAKeEPBMlocPH5amTZtKnz59hCO42EuJIY9/xBDIiNRTW1hiQ8AQMAQMgShFwDNZ4v4Oh+rlypWTdu3a6dmVY8eOFf+4efNmdagepfW2YhkChoAhYAgYAqlGwDNZcgzX7NmzJW/evBrvv/9+qVSp0mVx2LBhRpapbgZLaAgYAoaAIRDNCHgmy3379knNmjWlQoUKMmDAAFmyZIm89957uueSfZcuHjp0yKxho7nlrWyGgCFgCBgCqUbAM1liDVuqVCnhAGikTE4WSS76n3WZ6hJZQkPAEDAEDAFDIMoQ8EyWH330kbDHEmny4sWLUVYdK44hYAgYAoaAIRB6BDyT5fHjx6VDhw56Agmq1rNnz6qEiZTpG/HeY9Jl6BvMcjQEDAFDwBCIPAKeyRJpElVs2bJlpXnz5jJ+/HhVyaKW9Y07d+5U9Wzkq2RvNAQMAUPAEDAEQouAZ7I8ceKEdOrUSdctWbvEGpZtJP5xyJAheiJJaItruRkChoAhYAgYApFHIFVkiXMB52QAyRKpce3ateoXFt+wyUV8w+KowJ1/aQ4KIt+49kZDwBAwBAyB0CCQKrKE9L788kvBIYEjwJRe78gVH7HffPONnD9/3raRpASY3TMEDAFDwBCIagRSRZZff/21vPDCCzJz5kz54osv1NlASpIiUigS6N69e6VLly6yePFiU8lGdTewwhkChoAhYAikhECqyJIzLEeMGCHVqlWTli1bqmu7LVu2KBmibj169KjGgwcPqooWd3gvv/yyPPDAA9KgQQPBkcGvv/6aUjnsniFgCBgChoAhELUIpIosITpOGJk1a5a0bt1ajXuqVq0qLVq0kPbt22tkO8njjz+u5FimTBl1f9e1a1dhXybqWwuGgCFgCBgChkCsIpAqsnSVgzTZV4lU2bt3b2ncuLEUKlRIsmXLJjlz5tSju9q2bSsTJkwQ9mCGkiRR+zpjIVce30/f+6iBXdrk1MUubTDpfN9p3w0BQ8AQMATiAwFPZAnJQJgY7iBpQpxfffWV4Kjg5MmTwtrmuXPnBLUtR3dBRmkNvBN3eseOHVPJdt68eZflCzHy3o0bN+q+z0GDBsno0aPVSpe1U99yYKDE0WJIyYMHD5bhw4fL+++/L5cuXUpUFfNOyn/gwAGZPHmyvP322zJq1CjdX2rOFtLaova8IWAIGAKxh4AnsgxUPciFGOoACULKu3btks6dO6sUW7du3STODlyaSZMmSb169VT9y97P0qVL63euQ+ouQOrPP/+8OlXAsQIq4+rVq+uaLJa71ANyhSifeOIJzYf8SNewYUOBrJkMhKO+roz2aQgYAoaAIRBdCISELMNVJSTKTZs2KQmyRlqsWDH1S4t06ALEhmT76KOPytNPPy1r1qwRHCcsW7ZMHSbwDNccCXJodcGCBdW6F+MkpFGcLNx3333y4Ycf6tYYJOfHHntM12bfeustlZqRPh966CEpWbKkGjOZwZJrAfs0BAwBQyDjIxDVZPnzzz+rJPfiiy8qqWFQhBN3X7KEBFGZsg8UlSv3IFnUsu+8847kz59fpk+frirWU6dOqRSJhIgUyXNESLNIkSLy2muvyZkzZ+TTTz/VszrZLkOe5EdZcL6QO3duQVrlugVDwBAwBAyB+EAgqskSqRGVJwQG0T388MOXkSXNBGE6gx7XbJAZKlMMkFifhOwwTMItX69evTS9U6WipsXKFzJmm8vChQvl3nvvVV+35OvegWq2SpUq0rFjRy2Te5d9GgKGgCFgCGRsBIIiSyfNQUhIaJAZZESAXJynn1BBR568p02bNsmSpf97SE+ZkBTZG7pt2zbBMIdjxVh/HDNmTJJH8DDUvXt3zRu17MiRI6Vo0aKa3jch6l2cx7PGyd5SC4aAIWAIGALxgUBQZMl6HZ58ZsyYocd11a9fX8kDEkUSfPfdd9V6NVQQeiVLVLGcjIJqFatYjIR+/PFHmTt3rhr2UG7fAOmzNonBDw4VBg4cqGuTrGH6BlS97CutUKGCGgD53rPv3hHAJow+E6vRe43tCUPAEIhVBDyTJaSzfft2adSoUaLF6c0336wqTidV1qlTR/daOmkzreCkliwZdJ1REPs9n332Wfn22291vZJyz58/Xwlx6tSpSYoEmb7++ut6b9WqVUqcxYsXl5UrVyZJxwQBQyLWTfFWFCiwDWXnzl2ybv0GWbt2ncUAGHzwwUrd6jN06FDdxsNWnmiPlHXs2LGyYsUH1q4B2tX6fPT95jdv+Vi+/PJM4va4QGOXXQ+MgGeyRBXJlooaNWoIpAMB3XLLLWq16sgSdSnbM1BvQmBpDakhS/fujz/+WCBKLGMPHz6caAyEhStSI2pYXPf5Bg6thlhxz8fzOFUoXLiw+rT1TcdeTxwx1KpVSy1ufe/5fse4aPr0mTJ02AgZMnS4xQAY9OrdR+68804pkDWLlL4ra0zEglmzSNasWeXlV3pZuwZoV+vz0febHz1mnOw/cNDI0neg9vjdM1mypoe6EgtTyBBLUgYP3NpBWEhwWK+yHQOHBZEgS97Be3HczvaO5557Tg2CfN+NahYrVwixR48eKoFynzLjTKFJkya6HonnIbaaYEXLwdZuiwjpyL98+fKqeqZugQLSLeVBvXvhgsVAGOzfv1+uv/56eadQDtlfsXBMxNlFc8s111wju3bttra1vh0zfeD7739Qy//ff0+78BJo3Mvo1z2T5bp16yQhIUGWLFmiXm/8yRLjnqeeekojKlBfwgoWTIgqkIEP+UOEnK+JahhDHRwPQFi+gTwoG6SIgQ6kyLYRDH927NghOXLkkL59+wpSJu/CwAd/t6henVUup6cwMZg2bVqKrvwcCf/22+/6LM9bvBwDtBSQ5fzieeRs9RIxEZeXyieZMmVSrYW16eVtaphEJyaMf6EYi33H1Hj77pkskc44SQTpDDUn3nVuv/123YMIObK9AlVnv379VLoKBaApkSWSHxIfnn3wsoMRD+uOSMAuOj+1/JBRHUP2rD0iQbKtpHbt2lKiRAlVJUO8xDfeeEPzwxk8xkLjxo1Tj0AY95w+fTpR4gxF/eI1D9wOZs6cWRYVzyMXapSMibgyIb+S5ZEjR+K12azehkBcIuCZLDGGgXAgjZ49ewp+WLNkySJDhgxRQuHkkcqVKytRQXKhCOTDOiDrkEiPvlIj3ydOnKiWr9mzZ9dPpELfiKs8iJx8+GRrCEY6WMuyDxOiRVrkHQTSIVGy9QTiJy+8/nA8GZ58ULFaSDsCRpZpx9ByMAQMgcgg4JksEeXZHsKaJZLcHXfcIX/5y1/krrvuUlUmbunY/B9KQuGdkCISHa7tfEmY76w5ItHu2bMn2YhaFpWrU0Ng7MM1HBCwbgYxIqG6+w566olRD5Ir+fMe33e7dPYZHAJGlsHhZk8ZAoZA5BEIiiwhFoxX2D6xaNEiJU7UmStWrFAyg2RQZYaSWBxhQnq+wV1nmwrrj8lF/7JQLq5BmjzHd3+i5B2obXmfS+cr0fqWwb4Hh4CRZXC42VOGgCEQeQQ8kyVGMhjAOJJxRjKQFNeQKDH62b17d6JXn8hXy94YCwgYWcZCK1kZDQFDAAQ8kyWGDRjvOKMZJ5EhhUGkqDXZh8kmfyRMC4ZAIASMLAMhY9cNAUMg2hDwTJa4fHv11Vf12CzUrkiUBIxjZs+erc4K8Me6dOnSJIY40VZxK0/6I2Bkmf5tYCUwBAyB1CHgmSxRtUKYWKZy1BX7G520ieUo50BiaIPVrJM6U1cUSxVvCBhZxluLh6e+zgaBJSC0WbES0cQlZ1gYHpQs17QicEWyhPDojA2xUv8AACAASURBVL6bjVmnRA3bpUsXPfKKo61Kly4tvXv31r2XEGoojXvSWkl7PjoRMLKMznaJtVIx3mAjMX/uXJk9Y4bMmRn9cdaM6TJn9my1ysfA0EL0I3BFsnSzNl8rU2ZwzIogTHzAsnUEf6psx+AeEctRkyyjvwOkZwmNLNMT/YzzbraUtW/XTvJku0ey3XaL5MoS/fHuW2+Wu+/IKn379FGvYRmnNTJuTa5IlqhTJ02apP5W8bnqG3Frx0HI+fLl0437+IN19zmmixmfBUMgEAJGloGQseteEKAftXzoIWlfs7IsrlNW1tQpE/VxWo0EqZA3u7zY4wV1lOKlvpY2fRBIFVniM5Vjt/wjnm9wFYcjAox6atasmZiGY4yMLNOnUWPlrUaWsdJS0V1ONFotmjWTF+vXkEO1SsvZWqWiPm6pXlJq5c8uL3bvplvxohthKx0IXJEsUaeyYI73muQip28kF3mGdU4LhkAgBIwsAyFj170g4Mjy5frV5WjNhJjwMby1WgmpbWTppZnTPe0VyZJ1R0gP0vSPLEwHijxja5bp3r5RXQAjy6hunpgpnJFlzDRVTBf0imTpXzsMflCv4jN127ZtunWE7SMucoQXp3TQgSFXC4ZAIASMLAMhY9e9IGBk6QUtSxssAp7J0plpt23bVo+1ypMnj57xyCeGPpwLycHJnELi78c12ELacxkTASPLjNmuka6VkWWkEY/P93kmS9YnOfKqePHi8uabb8rMmTOVHKdMmaLbRzACaty4sZ5zaXst47NTpbbWRpapRcrSpYSAkWVK6Ni9UCHgmSw5/BlC7NWrl54wwv+cC7l9+3Z1ecfeS86zZLsJp3VYMAQCIWBkGQgZu+4FASNLL2hZ2mAR8EyWu3bt0i0iY8aMUXI8ceKElCpVStcvcd2EFSySJ/stz58/b0Y+wbZMHDxnZBkHjRyBKhpZRgBke8WVt474Y4RhT6tWrZQMz5w5I6dOndJ9lnPnztUzLnFi0K1bN8FBAVtNzCLWH0H73yFgZOmQsM+0IGBkmRb07NnUIuBZsoQMcW2HP1hUrpw2gkq2QYMGMnHiRD0IumTJktK9e3e5dOlSasth6eIQASPLOGz0MFTZyDIMoFqWlyHgmSyxhuXUEdYoL168qNtItm7dqqrZEiVKSEJCgpQtW1Y4vsscBF+Gt13wQcDI0gcM+xo0AkaWQUNnD3pAwDNZ4lAdVSyO1J3jAfZTbtq0SbeLcOjztGnT5LPPPtPjZzyUxZLGGQJGlnHW4GGqrpFlmIC1bJMg4JksDxw4II8++qggTfruo3ReflC9DhgwQAYOHKiSZ5K32T+GgA8CRpY+YNjXoBEwsgwaOnvQAwKpJksMdZAg8dqDw/QPP/xQyRDCdBEV7dmzZ+WZZ56RJ598Ur+bgY+H1oizpEaWcdbgYaqukWWYgLVskyCQKrKE8CDCLVu2CKeJ4JAADz1LliyR999/PzEuW7ZMxo0bp/dffPFFkyyTQG3/+CNgZOmPiP0fDAJGlsGgZs94RSBVZImKlS0izZs3V5d2HPZ81113qWu7nDlziou4uuM7Bj5InjxnwRAIhICRZSBk7LoXBIwsvaBlaYNFIFVkiWQJ8TG44d6uXLly0q9fP90mMmfOHPGNCxculJ07d6oBkKlgg22W+HjOyDI+2jnctTSyDDfClj8IpIosHVR46Pnmm29kxIgRunaJhx489vjGH3/8Udc2zS+sQ80+AyFgZBkIGbvuBQEjSy9oWdpgEfBElrwEwsTnK5FtJJBjcpE9liZZBtss8fGckWV8tHO4a2lkGW6ELX8Q8EyWECBWsbi64wxL3NwlF3GwbudZWidLCQEjy5TQsXupRcDIMrVIWbq0IOCZLHFGsHHjRnVvhwP18uXLS4UKFS6LQ4cOVQvatBTOns3YCBhZZuz2jVTtjCwjhXR8v8czWeK955FHHlEjHxwPzJ49O4mBjzP24XQSX6cF8Q2z1T45BIwsk0PFrnlFwMjSK2KWPhgEPJMlUmWZMmVk6tSp8t133wXzzrA9g4rYPwZ6WajTBXqPXQ+MgJFlYGzsTuoRMLJMPVaWMngEPJPlhg0bdB8lzgiwgo2WgPWt8yDE0WDffvutnnqS3F5PjI+w5PVNB3n6B/JjQvDVV1+pNyJU0BZCh4CRZeiwjOecjCzjufUjV3fPZIlv2EaNGsngwYP19BGIB0Me/5gcSYWrWhAlBkeTJk3So8OqVKkitWrVkpdfflmOHz+uez7duzkpZceOHdKuXTshXY0aNeS1115TpwtY+BIgTkjygw8+SJLf6NGj9T12mopDM22fRpZpw8+e/gMBI0vrCZFAwDNZ4vt18uTJUqdOHXnnnXeEtcm9e/cK1q++EaktEoQJsbGFZdiwYZI3b16pXbu2PPbYY0pyhQoVkvr162sZAZO0SMYQJMeJtW3bVpo2bSoYKj3++ONy9OhRgXgh/sWLF6vREgZM5Md5naVLl1YChkiTk0Qj0WAZ6R1GlhmpNdOvLkaW6Yd9PL3ZM1li4NOpUyfJmjWrurwrXLiwFCtW7LL41ltv6f7LcIMJISM9Nm7cWInyxIkTqn7lzE381GbPnl2QCCE3SBDjJEhv5cqVqopFxfree+/JPffco0eLsWcUdSvrsg8++KB88sknqm7G3R/53H333eoj14yX0t6yRpZpx9ByEDGytF4QCQQ8kyUS4/jx4wVH6T169JCXXnpJpS1Unr4Rp+qRUFdClkeOHJF69erpSScQHdIhn5yxCbm9/fbbSpT79++XihUrqhTJeivP4mQBIqxcubI8/fTT+sNbt26dSqlY+0KeEC114ViyokWLCmd2RptxUyQ6S6jfYWQZakTjMz8jy/hs90jXOlVkCVlALI40WPdDHYsRTaAIyUBa4Q68AwJH2mUNEpUwZYIAUc1CbgsWLFCPQ2vWrJH7779fkHp9w7lz56Rjx46qWsavLYdXFyhQQJ0t+KbjQOu6detKs2bN5IsvvvC9Zd+DQMDIMgjQ7JHLEDCyvAwSuxAGBFJFlkhfWI/ySUQq43+kq0ARYxnINRIBwnz33Xd1HRL1KWupXbp0kSJFisioUaOU2CFvSNPd9y3XhQsX5NVXX1Ur31WrVqkkyjFky5cv902mjuRbt26t0unBgweT3PP/h7pbTBkDBrnMmTPLouJ55EKNkjERVybkl0yZMgkTJ2vflNs3Uviw9NKiWVN5uX51OVozISb60dZqJaR2/uzSs9vzOtmPFFb+45T9n3oErkiWrPOxbsfxXCtWrBCsYVG98j/rhIEiRkAY3kQi0NH4wfTt21duvfVWXX/kuDAOqd6zZ4+SO2Q5b948JUROTvENSMqoXDlaDAtYvmMAxDFjvoF10Pbt26vhDzgECkwmduzYKevXb5C169ZbDIDBnLnz5Lrrros5srzmmmtkxoyZ1q4B2jXSfX7O3LlSrUoV6VmnakyRZc2890jb1q1l8eIlYe9LmzdvUUt+NIQWgkPgimSJJIlqkmO5Zs2apRavzkgGQgkUUXW6rRjBFS11TyFVIuVyKDUqVtSpHEr91FNPqSEPZI6VLgTG8WEQ4sSJE5NkjmTJeivPr169WrfFYLTEXlLfgCSEZFmpUiU5dOiQ760k38+d+05mzJwtw0eMkmHDR1oMgMHLr7wq1157bUySZY+eL1m7BmjXSPf5V3v1ltIJCdKzTpWYI8tG9RtIn76vh70vjR03QQ4ePKSawSSDlf2TagSuSJZIbZAe60sYzSChsacRq1gMawJF1LORmMVA5ps3b5aqVauqKpW1VCRaPrFyRRWLipV1yfXr16svW4icernAvQ4dOqgkyh5MXPix7QTXfb7p3JolBAwegQLODL48c0aOHz8hx44dtxgAg00ffRSzkuXateusXQO0a6T7/KZNH0mDevXkxbrVYoosa+XLJk91aC/bP/kk7H3p81OndJdAJOxIAo2LsX79imRJBSEMSAmgic6K1N8Rge//kWoUtnAMHz5cqlevrtaqWK26Ml66dElatmyp0iDkxhYTrF7ZN0lZqReR7SM4g3/iiSc0DXtHc+fOrYZA1NthgDq6YMGCagmMEVGgQJ6uDL9icWsxWQxoj+uvvz4mJUs0C9au0dG3mbg3bxqba5Y9nu+qwke4+xJjdqTG5EDjYqxfTxVZRnMlIUccCKBCffPNNwXDGw6oxhqWI8Tuu+8+6dy5sxoiQawY/qCKnT9/vnogQjKeMmWKZMuWTQ2DIFgkaLai4IgAC1ryY9vJgAEDNB1bSyKhYo5m3ENRNrOGDQWKlodZw1ofiAQCMU+WzJiQUJ588kl1jNCmTRvp2rWr/o+BD1tHFi1apJIkgKKybdiwoa47QpxImZBnkyZN1HiJ2RfSJOuVePrBbR75tWrVSi1peQ9Spc3S0t49jSzTjqHlYE4JrA9EBoGYJ0tggriwVMX5AGuXeBUqWbKkrkMiESIpuoB0icEPVq0Y8WCghIMF9k06rzyoUVl3xNgHNS754RKPMzpZC3WqWZenfQaHgJFlcLjZU0kRMMkyKR72X3gQ8EyWqD2xLGXNL1qkK8gNosOqFeMjiJNPJECMfXwNjSgzKlTuuXQY+Li1Tgcz6SBZVLCnT5/WdU2sbt1ap0tnn8EjYGQZPHb25L8RMLL8Nxb2LXwIeCZL9hfi5g5jFwjGgiEQLAJGlsEiZ8/5ImBk6YuGfQ8XAp7JksOf2XPJmp6vejNcBbR8My4CRpYZt20jWTMjy0iiHb/v8kyWrAFiJcr6YErbJ+IXUqt5ahEwskwtUpYuJQSMLFNCx+6FCgHPZMn6Hm7j2FoxYcIE2b59u1qRop71jRCp71phqAps+WQcBIwsM05bpmdNjCzTE/34ebdnssTgBScA7GvEkhQp8+GHH74szpgxI9G6NH7gtJp6QcDI0gtaljYQAkaWgZCx66FEwDNZsqcRAx9cvtWvX18jhOkfkToj5Ug9lIBYXpFDwMgyclhn5DcZWWbk1o2eunkmS7ZosIUCF3FszwgU8YRjatjoaehoLImRZTS2SuyVycgy9tosFkvsmSypJHsQkRpZl2TAO3r0qDpYZ78jBAmZmju4WOwOkS2zkWVk8c6obzOyzKgtG1318kyWblM/PlM51gr1a0JCgvpOdRv5Bw8eLJzeAXlaMAQCIWBkGQgZu+4FASNLL2hZ2mAR8EyWeO/B12rx4sX1pI6HHnpIbr75Zvnoo49U4mTvJWuZHINla5bBNkt8PGdkGR/tHO5aGlmGG2HLHwQ8kyVHEzVq1Eg4ABoHBZwRedttt8mmTZsSybJTp056ugfbTEy6tI4WCAEjy0DI2HUvCBhZekHL0gaLgGey3LBhg56+wV5LfLFyIHLWrFkTJUsOh+7Zs6dAmF9//bWRZbAtEwfPGVnGQSNHoIpGlhEA2V7hXbLkLEfWKBcsWKAO1f3JEjUsx15x/BUGQCZZWi8LhICRZSBk7LoXBIwsvaBlaYNFwLNkieVr27ZtpXXr1vLxxx+rIc/tt98uq1at0tM5li1bpkdfjRo1yixig22VOHnOyDJOGjrM1TSyDDPAlr0i4JksMfBBFVuxYkU9GBnvPbfeeqs888wz8vjjj0vlypXVYQE+ZLGOtWAIBELAyDIQMnbdCwJGll7QsrTBIuCZLFGrYuXK1pF27drp+qU7HLlKlSry7LPPCkZAts8y2CaJn+eMLOOnrcNZUyPLcKJreTsEPJMl0iLnWGLIgxcfJMidO3fK7t271diHdUru2SHJDmL7DISAkWUgZOy6FwSMLL2gZWmDRcAzWWLhOmfOHF2fxPUdxPnzzz9rhCC5tnr1at1WYtJlsM0SH88ZWcZHO4e7lkaW4UbY8gcBT2SJVLlr1y712sP+StSxuLfzjaxpvvrqq9K9e3f57rvvzBrW+llABIwsA0JjNzwgYGTpASxLGjQCqSZLt1aJIwLWJt9//33dGgI5unjx4kX1FdukSRNp3769cJyXbR0Jum0y/INGlhm+iSNSQSPLiMAc9y9JFVkiUZ49e1b69OkjzZo1k2zZsknDhg2lTZs2agGLFSzx0Ucf1ev58uWT8ePHm5FP3HevlAEwskwZH7ubOgSMLFOHk6VKGwKpJkvWH5EmIcXs2bOrdFmnTp3EMy3xB1uvXj1Bqhw4cKDQgW3rSNoaJ6M/bWSZ0Vs4MvUzsowMzvH+llSRpQMJ4x2sX3FKgPMBBjssYl3E+AdrWIjVzrJ0qNlnIASMLAMhY9e9IGBk6QUtSxssAp7IEkkRd3a4uEMtCylCoL4R69hff/3V1iqDbZE4es7IMo4aO4xVNbIMI7iWdSICnsiSpyBCDHr27Nmj0iUO1f0jfmM//fRT3WuZ+Cb7Ygj4IWBk6QeI/RsUAkaWQcFmD3lEwDNZsqcSn7BNmzZVH7B58uSRO+64Q3Lnzi158+aVHDlyyL333isjR47UvZcey2PJ4wgBI8s4auwwVtXIMozgWtaJCHgmS9YnO3TooCePjB49WpYuXSoFCxbUA6FxVoCBD0S6d+9eM/BJhNm+JIeAkWVyqNg1rwgYWXpFzNIHg4BnsoQEsYJlG8mxY8dU3VqkSBHZvn27rmPiF7ZGjRoyduxY2zoSTIvE0TNGlnHU2GGsqpFlGMG1rBMR8EyWePCpWbOmkuG5c+fkxIkTUqpUKdm6dWvieuZzzz0nTz/9tJw/f94MfRKhti/+CBhZ+iNi/weDgJFlMKjZM14R8EyWx48fl0ceeUTJ8Msvv5RTp05J9erVZfr06XLp0iXBiw8njzz55JO6pSS9PPjwXqx3k3s/19z9QGkA0jdNSum8gm7p/0DAyNJ6QigQMLIMBYqWx5UQ8EyWFy5ckClTpkjz5s3lwIED6v+1X79+SpjDhw+XcePGSaFChaRnz55KnlcqQLjus60Fd3ucgIIFr29gewtSL/tCSQPJJ0eqGDPh35Z1WvaPsm3GQugQMLIMHZbxnJORZTy3fuTq7pks2VMJeaCORYqElHbs2KHkWbZsWSlXrpweCr1u3To9kSRyVfn3m9jasmTJEi3LoEGDdKuLu0uZV61aJa1atZJKlSqpJ6Lnn39e9u3bp47hSYcUiYp59uzZ8uCDD2q6atWqyYABA3SdFrK1kHYEjCzTjqHlIOotrEWzZvJy/epytGaCXKhRMurj1molpHb+7PJi9246Ybd2jH4EPJMl5Ij6FckMSQvpi2tsJ5k8ebJKllu2bFEijXT1ndp08+bNArndcsst8sILLyR2Ru7jsu+BBx6QihUryiuvvKLq5PLly8tDDz2kh1ZDlBw1hvR8//33qzFT79699aBrJgJdunRRaZN0FtKGgJFl2vCzp/9AwCRL6wmRQMAzWaJ6ZXvIww8/LO+8807igc9IcxAnkidqz/QgE1zsoSbGwXuZMmWU7F566SUlS4gSiRBH8JAghEpaJEiOG7v77rtlwoQJqrZFLYuFb4sWLeTgwYN6DXUt67JZs2YVpGbqaSFtCBhZpg0/e/oPBIwsrSdEAgHPZHnmzBkZMWKEPPbYY7pFBGkLAuL8SiTLNWvWqOSJtJncOmC4KsW7ILlhw4aplDhq1ChdR0V6hOiQFlG1IlF26tRJpWLIFWL/4osvtC4dO3ZUlQ51wMHCkCFDlCjJm+fZHlOiRAnp1auXSpfhqku85GtkGS8tHd56GlmGF1/L/Q8EPJMlEhXkw37LtWvXypgxYwSSqVq1qpQsWVLXCVnnw9F6JNf2IOfdu3fr+uLChQuFczdr1aqlB1FTXu5/+OGHwrrq4MGDk7Q/RjxPPfWUkuvOnTtVBVugQAGZP39+knRHjhzRU1aoHwSbUoBgf/+XRS5StsXLMWCQy5w5sywqnifq15jcOtjKhPySKVMm1ahYm17epumBCdvXYnXNsme359XQMNy4MR4RLQSPgGeydK8CeCSzn376SS1FN2zYoGuA7Lm84YYbpGvXrkkMa9xz4fikLDh35zxNpEYGYU5H8SVLrGLxWYt6FgnYN6COZV0SIsX45+2335bixYvLihUrfJPpKStsm0E6RT0bKDhcvv/+h8SDsd0B2fb578PC9x84INdff33MkeU111yjEzNry3+3ZXpiwW+9aePG8lIMGvg8/+wzajQYbvywL0E7ZoQZaNS+8nXPZAnYzpk6BDVt2jR55pln1GgGt3dIl507d9Z1vUhIlpSHjoDKFM9CeBBCikyOLHH4DiHOnDkzCTJYyL711lt674MPPtDzOFG3Ion6Bgyb2rdvLxUqVNBtM773fL+zDrpgwSIZP2GijB03wWIADPq9PkCuvfbamCPLq6++Wnq/1tfaNUC7RrrP9+//hpQtU0Z61K4SU9awNfLcLY0bNJSBbw0Ke1+aMnW6HDp0+LJtdL7jln1PGQHPZIkVLBalWJnWrl1brU7xBYvXHixI2UaCWoT1Q1QL4Q7MllavXi0NGjQQfNOyd5Iybtu2TVXD3bp10/Kgal20aJESIoY8vgHJEkMg1l9Zrxw6dKg6iUeV7BuQWNlygjXt4cOHfW8l+Q75rlm7ThYveVcWLVpiMQAGY8eNl+uuuy7myBLJcuTI0dauAdo10n1+3LgJ8kDFitKzTtWYIsuaee+RVs2by+TJU8Pel95/f4WcPPm5kWWSkdrbP57JEmvY+vXrq/UonnveeOMNQQULkUASqCAjJerzHtQXuN/DwhUJFwcJ/fv3V+k2X758SuYY5LCGSTmRCimzbxmRBNu1a6eSKWTPWiVS8qxZs5KkgyCZIGDQhHFKoPDrb7+pZTCq3x9+sBgIA7QAsaqG3bv3U2vbKOnbLIk0adRIXqoXa/sss0m3Z5/RsTPQbyRU13/66W+mhg00YKfyumeyxFgGyQt1Zs6cOSV//vzyxBNPyLvvviunT59W69FISJTUD8JDimSd1B0RxvFgxGzZssmNN94oWbJk0fXHSZMmCa76MERq3bq1Gh/xPBEnC6xlYqiEVIzxEvnhhADJ1b0LaZW8Wd/Eo09KweX9+++43bOYHAaxb+Bj7Zpcu0b6Gr/Z5s2axqRTgn8b+IS3L7nxKKUxy+6ljIBnssQa9uzZs7o2iJcctmrgB5b1wkaNGqk6duLEiWoAg5QZ7gCZMegipfhGjHOQNlljxEoWcmMfaI8ePfR4MfaIQu6sbWLQkz17dl3LRFJlDRR3fkisixcvVutfJE62xzBBwAED66IW0oaAbR1JG3729B8I8PuPVWtY8+ATO73YM1lSNWYpECHrkjhSR+KaO3eusD5YuXJl3aM4cODAdN24D3E2bNhQjxKD3F3Ys2ePEiHSaOPGjZXk+Y6VK1tDkIoxYEJtW7duXV3HhDg5diwhIUHJFuIFAwtpQ8DIMm342dN/IGBkaT0hEgh4JktIAkLB0pW9hmzUZ42PrSL4Wr3rrrskV65cKq2xZpdegYGYtcoZM2aopx5XDiRj1l0x6GHtFUKF2JEynVce6ogUumnTJl0HdVIz0ijrm5CphbQjYGSZdgwtB/MNa30gMgh4JkvIArdvHTp0UDUla5elS5dWF3ivvvqqOIcArANGQg0bCCbIHCtX9oH6khtEjwqVelBGrGexlCW971or3yF7pFK8FpGO/GyvUiDEvV83svSOmT1xOQImWV6OiV0JPQKeyfLYsWO68R+pjPVA1ixXrlypruQY/DC48Seo0BfbcswICBhZZoRWTP86GFmmfxvEQwk8kyXrdTgSxy0cEhcGMUhutoYXD90ltHU0sgwtnvGam5FlvLZ8ZOvtmSxRraKyRB0JSaKuNKKMbKNllLcZWWaUlkzfehhZpi/+8fJ2z2QZL8BYPcOPgJFl+DGOhzcYWcZDK6d/HY0s078N4rYERpZx2/QhrbiRZUjhtMwCIGBkGQAYuxx+BIwsw49xPLzByDIeWjn962hkmf5tELclMLKM26YPacWNLEMKp2UWAAEjywDA2OXwI2BkGX6M4+ENRpbx0MrpX0cjy/Rvg7gtgZFl3DZ9SCtuZBlSOC2zAAgYWQYAxi6HHwEjy/BjHA9vMLKMh1ZO/zoaWaZ/G8RtCYws47bpQ1pxI8uQwmmZBUDAyDIAMHY5/AgYWYYf43h4g5FlPLRy+tfRyDL92yBuS2BkGbdNH9KKG1mGFE7LLAACRpYBgIm1y7gd5NBqTkbBmX0sxH379sn1118vi4rnkQs1SsZEXJmQXzJlyqRnn8ZaH0lNeelHHFXHWbWx0Ico4969e6VRw4byYt1qcrRmQkz0o63VSkjt/NnFDn9OTa+MjjRGltHRDmkuBedv9uvXTx557HFp9ejj0jIGYp2GjZR4jCzT3PwhywCiXLt2rXR48klp2aZtTPSjug82lpw5ckj3Wg8YWYasJ1hG/ggYWfojEqP/X7x4UcqXLy9ZipaRG6o3l8w1H4r6eF2lhnLV1VebZBlFfQ6Jcvjw4ZI1Z27JXKlB1Pch+vkNlerLX7PcKc9Vq2BkGUV9KaMVxcgyg7Qo6lcO4f7Pls9KptGb5D/GbYv++MZSuSrTdUaWUdQH6UeDBw+WWwqWkP/ouyD6+9C4bfKnAUskS4kK0rVWZSPLKOpLGa0oRpYZpEUZ5EqVKiV/atNDrp7yqVw147Poj0PXyVXXGllGUxekHw0aNEhuLlJGrhq4PPr70IzPJPPQ1XJ76SrStXZVI8to6kwZrCxGlhmkQR1ZZm7bU66aul+umnk0+uOwDXLVtWbgE01dMAlZvvVB9PehmUcl87C1ksXIMpq6UYYsi5FlBmlWI8vIWNNmdGtYI8vI9COzho29gdfIMvbaLNkSG1lGZpAzsow+jYVJlskOCXYxxAgYWYYY0PTKzsjSyDIUfc8ky8j0I5MsQ9FbI5uHkWVk8Q7b24wsIzPImWRpkmUoHGgYWYZtKAxbxkaWYYM2shkbWRpZhqLHmWQZmX5kZBmK3hrZPIwsI4t32N5mZBmZQc4kS5MsTbIM2zAW1RkbWUZ186S+86SsnAAAFV5JREFUcEaWRpap7y2BU5pkGZl+ZJJl4D4YrXeMLKO1ZTyWy8gyMoOcSZYmWZpk6XFwyiDJjSwzSEMaWRpZhqIrm2QZmX5kkmUoemtk8zCyjCzeYXubkWVkBjmTLE2yNMkybMNYVGdsZJlC8/zzn/8Uzvf77bff9JP/ozUYWRpZhqJvmmQZmX5kkmUoemtk8zCyTAFvzog8d+6cnDlzRr799ls9XDmF5Ol6y8gyMoOcSZYmWZpkma5DXbq93MgyGeiRJiHHUaNGSZ06daRixYpSuXJl6dGjh57KzgG50RaMLI0sQ9EnTbKMTD8yyTIUvTWyeRhZJoP3P/7xDz0Al/MhH3roIZk4caK89NJLUqlSJXn00UdV2oRQoykYWUZmkDPJ0iRLkyyjaeSLXFmMLP2whgTPnj0rBQsWlEceeUQOHz4sf/vb3/TanDlz5I477pDly5dLtEmXRpZGln5dOah/TbKMTD8yyTKo7pmuDxlZ+sEPMa5atUry5s0rI0aMkJ9++kkw7EHa/OSTTwRp88UXX1Tp0u/RdP3XyDIyg5xJliZZmmSZrkNdur3cyNIP+kuXLsk777yjkuWCBQuS3D169Kg0aNBA6tWrJ6dOnUpyL73/MbI0sgxFHzTJMjL9yCTLUPTWyOZhZOmH9/nz5+Xtt9+W4sWLywcffJDkLgTZpk0bNfg5ePBgknu+/yCJum0nqHUjEb/77jspVaqUZG7TQ/5j8l65avrh6I9D18lV114nC4rnkXM1SsZEXJGQXzJlyiSfffZZRNo1En3H9x2u/99UuLRc9eby6O9D0w9L5iGrJUvpyvJsrSpyuEZCTPSjLdVKSK382aVnt+flq6++Cn9f+teY5DtO2XdvCBhZ+uEF6QwcOFBKlCghH374YZK7X375pbRv314qVKggBw4cSHLP9x+2nJz8/HM5fPgzOXTocETitu3bpUiRIpKlfhu5ru9Mufr1eXJ1/yiPL4yRqzJdK/3LFpDlDcrFRBxcobBcc801snLlqoi0a6T6j3vPtu2fyAsv9JC/5C4gVz83NPr7UP958ufuoyRrwZLSsuL9Mqd+bPSj8bVKS5lcd0uHdu1k85YtYe9LR48dkwsXLyop+45V9j31CBhZ+mGFGmr48OFSrFgxWbp0aZK7J0+elJYtW0qVKlVUskhy0+ef7747L/PmL5TxE96RseMmRCQOHTZCqlSpKrmKlZJsZR6Qu8pWifp4Z/GycsttWaRknlxSrdC9MRHL3ptX17P7D3gzIu0aqf7j3kM/ate+g9xXorTcVTQh6vsQ/fzuEmXl7py5pFCe3FKhYGz0o/vvyydF77tX2j3RTgYPGRb2vjRlyjSdvP/6668+I5V99YKAkaUfWt9//70sWrRI1yxnzJih6lSX5NChQ1KzZk0lzJTWLH/44Qc5duy47N37qezesycicceOnbJ8+QqZP3++zJ49JybirFmzZcqUKTJz5syYKC+4zp07VxYvXiJbt22LSLtGqv+49+zYuVM2bNwoixYtjpk2oR9NmzZNpk+fLrNmzYqZcs+bN1+x5rfr8A/X58FDh+Ts2XNiZOlGc++fRpZ+mP3yyy/CemS+fPmkd+/ewv8E1iA3b96sUsWbb76pW0n8Hk38l7S4yKNjRjJSVra0xEr8+ee/CyprYqyU2ZUT6+hItm0k30XdXD1j4dO3H/E9FsrsyhipfuRcdiYOUvbFMwJGln6QYeyAZPjYY4/JAw88IFOnTpWvv/5aPvroI3niiSckd+7csmvXLt176feo/WsIGAKGgCGQQREwskymYZnFb9++XZo1a6b7KlG9litXTsqXLy+vv/66SpVIj9Ea2Bv66aefysUrLOgjieL39vPPP9f9pNFaHyuXIWAIGALpjYCRZTItABGiGty2bZv0799fOnToIF26dJF58+YJ1rKQaTQH9oMiAWPN69TIyZUXJ/Hdu3dXl35HjhxJLknMXovmyUzMgmoFD4iA9beA0GSYG0aWAZoSdSwSGoSCGhbH6khqEGW0/zD2798v//u//6vWvKyNBArs73ryySelbt26sm/fvkDJYuo6bcM6EJ6YUqp7TFXKChvVCDBWMDZYf4vqZkpz4Yws0wxh9GWACvZPf/qTLFmyJMUfMCpY9o3WqFFDT1OJvpp4LxGSNBqBZ599Vjd7e8/BnjAEvCHApJr+tmLFCm8PWuqYQsDIMqaaK3WFdWTJNhLUxnhl4RNXfqiXnWTsT5ZOKvvxxx81ne/bsKZjWw0Sm68amu8MFuxP5R3MsEnDbDu5wHXKwTMuDe9lVk45KR/vcoF0lIf3kB6pkf9dnXgv/zvrY8owbNgw3QsLaZKOPJxGgE/S+5aXd7qykA9lcXXF2Iu0/M+74yWAA7jQng5rsPVtY9oNXMAXzEgLVvxP4D6TFzAkDyJtT1qHt0vnMCd/0vEMz5IHgXZzbUL78S7S+ra/S6sP/OsP9aA/UibfJQlXLspD3gSep41J6+pAOt/+4t5H+UlPubGev+eee2TMmDFadtK4vkI63u/KS93I293nveTBO3zfRR78n1yd/lU1+4gwAkaWEQY8Eq9zZInbvq5du6obvHvvvVf92s6ePVt/rPwI/cmSH+fWrVulUaNGup/Qt6z8yDt27KhqW1TSLhw/flz69u2rBlD33Xefnvs5YcIEHTT8f+j8z4kueEBi+40jbgYOpGAcQUB0DGAuDBo0SA2tqBPpcWbfs2dPNbzifffff796XPrmm280b9IXKFBAbr31Vrnzzjv1O+vNDKy8B89LHLdWtGhRARP8/LLPkwGM8jFIjx07Vuu6adMm6dSpk7o+5Kg2XNzFS2CwZt8iDjjAM3/+/ImxbNmyQhszyGP8RputXLlSateurbhy0AABEqI/PfPMM5oHJ/m0aNFClwdoSwKY853DC9q2bavvKFSokGo8tmzZkjhxwiHIww8/rGfMjhs3Ti3VaX/a8dVXX1UjNUd6mvG//lCPN954Q9vZd6mBpYr69etLkyZNdImF5PSPPXv2SKtWrfQQBa7t3LlTunXrpv2N/uKM/PgNkH7Dhg2az3/+539KlixZtJ707xMnTuiEgH7HXmJworwcxEB5fW0EcKvJublg0K9fP/19UC9sDsDYQnQgYGQZHe0Q0lI4suQHxxYYBn9OUGndurWUKVNGcLYAKfiTJYMWP34Ou2Yw9A2s20KiDCRffPGFDmK4/3vuuef0x/3aa6/J6NGj1WAIAnvrrbcuO5mFgRFSIh/OBXU+MRl4ICWMkmrVqqUzdZe2adOmOqBB1gwc1IVnGaCZyaP+Kly4sH7HqheHEtWrV9e8GHg4i3TdunUqgTCAPfjggzq4DRkyRBh0wadq1aoyadIkncnzHgZXsCMf1nTBYtmyZZfVxxefjPadtuT8ViYa4IwLyGrVqimZ4eEKBx20JdizxYpJxyuvvKJ4sx8ZiW7Hjh3adpAS/Y/D1CE8LMshVyQu4nvvvadY0z95L2lpJ/AnD9qd9/F++hb3SDN+/Hjp3LmzTrKYFEKM/oGJFw4LSpYsKUwUCfQtysLJQkwCmBRBfJQFpwa8d+PGjZqO9zz++OMyePBg7S+8j7yYiNJX2EbG5OC///u/1W80/Y3fFyRJvx4wYICW+YUXXlAc+Z1Q/6efflp/f+DEgQ1MEKgXkQkfBHv69OlEqde/XvZ/5BEwsow85mF/oyNLBjFm9pAixMYghjEPP0g8EPmTJYPFmjVrJCEhQQcT34LyPETGTBzSQQpduHChIGUwQDBrR/JCGoCAGBDWr1/vm4V+h5AZDJBY9u7dq4Mqs/fKlSurBMnsGzeDDF6ot5ilM2AzqBCRMFCvMjMnMhtntg+JQ5ZEyBSn8pSFAYuJAYMX72VQQpKkvMeOHdPJAYM09UBVhuTbq1cvHfwg8N27d6uBF/eoczwEyKRhw4Y6iQBrJkdgTXvfdNNNujZHX0F1mCtXLsmZM6cSEVbYTIDAG4IDP/rMu+++q+fC0p6cBUvfgDRJS7sweWrevLmsXr1ayAPpH6kWSRRygZSQBHkuR44cSn70AyZwaBrY/0y/oY/6B8pJGyIV0q70K8rNWj2+lCFfiBCihVghQ7aM0ZfBgfLQTyFrtChMvPgNkQZcKD9enf7yl7/I0KFDtb/Rh+gr9H8kSSaUH3/8sWJIv8PCnv5J3wUnSJx60Y/BgH7p8qAMFqIDASPL6GiHkJbCkSWzZwYaF/hhIxVwgDU/2rSQJVIFAw7EikTBLB/SZMCALN2g5t7tPhlEkF6ZvU+ePFkHL1SykCckxsDLbJz1KWbcDDbM9gkMHAxoSBvc4yg19r2ShgEMoqSOqIuRihicXYDgkXAgS9RglBWJEUmG67fddlsiMXL/lltuUYzihSAdTnyizkQtyOBNX2JAB1faGCtr1IO0hSNLiM6pHXmee/Q72pJ2YJLi+gdSO/nSZkxmIAYImEkYfYd2IUJskBlECnFBljxHuSAwF5jEoCW48cYbdSLlrrtPysIEDaLlxCBIiDqhMkZrAKGTJ5MB6oikTPuTjmepO9Kj62/0VVSqaCMgbMgYKZk60B9dYK2S/vXXv/5VyXLkyJGJdYM8mQig+WBiAVniMYzfEcsJFqITASPL6GyXNJXKkSUGPgxoLvDDRE35X//1XzoApIUsyRfpg3VBiJFBhsGNQQD1FhHy8w9Ih4cPH9a9ne3atVNpDlUra1lIBkh5XGeA7NGjh0omEDuDD4MTBM2JMKhJeSeqW4gNi17uByJL1qIYbG+++WaVhigrEfJkUGewQopC2kGaQVIhP94bbwGSQIp0GEM0qO/Bi3aC4AiOLJHGIEeeI9DGSGFZs2bVtgFL1z+Q8MCbPFF1InGx3kda1kZdu6AezZMnj9A3IDLI0mkZUE+6wOQJkv2f//kfbS933fcT8kcNylm0aDFQk9JfIH2kQiZ8c+bMUS3M3Xffrfepm9NScJ/1dMpGmbJly6aTu5TIkkkWxJo5c2atL78LVzf6LHWFLHkPZMl9JgnJqZJ962Lf0w8BI8v0wz5sb3ZkyZocEpoLDCysPzELhjySI8u1a9fqmgxrgr6BAQopgZk+UgQ/8kceeUTVWBjnMOhBNi4yKKEm8w+QDwMCRhMQFKoo1kiRPpilI20y60ddxwwewoREGXyeeuopJTx89i5evFjfiYqP51H3ObJEWvCXLCFo1rxQtzJhcOV0n6jawIqZfZ8+fXRw9x2U/euR0f9HKkcCAlsmL2CPFE6/cX3KkSXrxkzEHFnSxuAI8dBfUO2zHOCwxjsW+aMiR+UK0T3//POqtnRp+ESDwKSJ9zmyJB0TGhe4R19lzZD2Ty5QHtacnftKJmQYHUHCED9kyP/UD1LkN8Cki0kT6lLWJDHCoQ5sD2F9Fk2II0v6sL9kiboXzQ4TASRO1kV96waOPE+/hiyZTKB65jdqIToRMLKMznZJU6kcWbIuxIDPD5LIOiUDBQMAg5A/WaKuYl2TAYNBif95DhLjx415PNIkZMk1jBxQp+E/F7Wsew/PEZOzTqRiDF6QNupgBmEGZMiW9JBs48aNlSR5HxIOgzLvY0Dh/ajFGFR4JwMYUg+qNAYfJBxndESZGbSQdCBcriMtsS5EftyjzK68DPYMkpAlUkA8kyX9gHbAoApCo+9AbqglaT+CL1ny3ZEln7QNqnYkOCYq4A3WPO++0y4QH+3K0XesAXLfpaNdaCPe58iSSZbvJCy1ZEkZUBdjrINkh0EXz/IufhNMpFiHRJJFzYtUCSkizbIuSlrKDeFxzZElZWRZAY0FWLkyUzcmdNmzZ9elAocd9SEN9aS/g5UjSyReI8s0DX1hfdjIMqzwpk/mkOUNN9ygqkRUZKibIAgkLlRibPXgx+tPlvyQGSQwemAA48eLqgz1EIPJ//3f/+naIGRJWsgIyQEjD2blDBoYNSDRIv0FmumDCus8qLRQ4VJGBmMGRQZCCJR7DDQ4sOc6AwyDGUTOjJ1yoeZlrfL2229PVMOyhoWUipqL+kLCTAyQZiFi1F0M4pQXQqDM5Ie1JwOnkeUffRYLVYyuWGNEcgJv8EIlDhESApEl98ASjQN9CakfqYk8yAtLaUdWtBdq1OLFi6uKl2eQwng/69EYe0FSaSFLCIn+jsUsfZW+hbRLvyJSFtS+qIdRjZKWyRUqf65TDspE2VjfRiPiyBLCQ0JFjUw9qR/kCkaQLuv3qPoheSRWMGQNnv6G0RDPG1n+0eei/a+RZbS3UBDlgxwgC2a6ztgFCRCS4EfKfQYgBgVUaBAeP1wGDgY51JSsTaGyRGqDkF5++WW1YGQWjsRFWmbbDACQEgMF6YlIf1gYpmSsAOEy00dVh/GEU+Mx48YwggGNfJwxB+SMJSIqQQZWysXARbkgV4iUcvE8AzplghhZG2NwhiyROpntY7aPSs6Vlz2U+P3lHaQjPdKurwQTRDPE5CMQC1IRakukdSZXqCkdVhAofYhJBX2ItmDfKuTAsy7QP5iMoRmAMMCTNmPdGMtl2pJn6G+sb6J+R7p066Oo0em7WLLSpvRZ+iFGMLigdAHCZnJGP0pJE8BkCw0I/Qrp0a27UmYkZ/ovEieETp5EDJAgTLaKUH+WBzA+g1CxKHe/A6RBJmjUDazoT9Sd3wfl5xn6Kr9B8mHiyTUIGaz5vVFv+iC/AwvRiYCRZXS2S5pKBSkwE3aGEQxMzHhRISHtOfUPP2YGKtaPGPxccBaDzL55DukMAkJiheTI3wUkAwYyBhmkVyKzZyRUBpxAgQGG53gHAwuDqws8yzt5H/kTGNT4zsAGQbtyIXFQB8oF0ZEPAyN1ot6Uh/sMQgxMvJd7lBfplvusjTHwcZ8BHCmX98ejSowJAxijgmUihWQHTkQIlIkGpMBaMURHn6Kf8Zx/AE/6Em3k+iBtx5olhMczjpxRx6KpoD1oWzQU/E8fJR/6HJoB2saXUCBSrpGvb7/0LwvvIR2aCtrf9SvS0ffpa/xm6EO8j37kJFq0D2hneJY+y2+IPuP6B/Ugb7CgP9P/KYvri6SnztQNHN1vk35KuVA/8/tickZ9LEQnAkaW0dkuVipDIF0QgJzY5sG6HIM+Az4DOgGSQlJEQkT6t2AIxBMCRpbx1NpWV0PgCghAiHiPwRAKyRI1OFIfkhMEiXqUPYZIVhYMgXhCwMgynlrb6moIXAEB1ICoKSFK1tZYo8SYhU/WMFnLRh3LercFQyCeEDCyjKfWtroaAldAAJWrW7fEShNjFrbSYJCC1ShruazxoZ61YAjEEwJGlvHU2lZXQ8AQMAQMgaAQMLIMCjZ7yBAwBAwBQyCeEPh/RemHxHypCyAAAAAASUVORK5CYII=[/img][br][br] Is there evidence to suggest an association between water color and animal?
A farmer brings his produce to the farmer’s market and records whether people buy lettuce, apples, both, or something else.
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[/img][br][br]Make a table that shows the relative frequencies for each row using the applet below. [br][br]Use this table to decide if there is an association between buying lettuce and buying apples.
Researchers at a media company want to study news-reading habits among different age groups. They tracked print and online subscription data and made a 2-way table.
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[/img]
Create a segmented bar graph using one bar for each row of the table.
Is there an association between age groups and the method they use to read articles? Explain your reasoning.
[size=150]Using the data in the scatter plot, what is a reasonable slope of a model that fits this data?[/size][br][img]data:image/png;base64,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[/img]
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Information: IM 8.6.9 Practice: Looking for Associations