IM 7.4.6 Lesson: Increasing and Decreasing

Here are the scores from 3 different sports teams from their last 2 games.
What do you notice about the teams’ scores? What do you wonder?[br]
Which team improved the most? Explain your reasoning.[br]
A cereal box says that now it contains 20% more. Originally, it came with 18.5 ounces of cereal. How much cereal does the box come with now?[br][br][img]data:image/png;base64,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[/img]
The price of a shirt is $18.50, but you have a coupon that lowers the price by 20%. What is the price of the shirt after using the coupon?[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMoAAADSCAYAAAAL4F9eAAAgAElEQVR4Ae1dBXgU19r+b/W2hQqlSGkplBYKVHAprhHi7kIISYAQLHhwd3cS3B0SCCS4Jbi7BLcCbaFC2/v+z/vR4W5zI5vdTbIJZ55nnt2dnTlz5sz3ns+/839QmxoBNQKZjsD/ZXqGOkGNgBoBKKAYSAR3797Fxrg49OzeA1bNmuObChXxRanSslcoWw41q1ZDo/oN0LxJU1g0bQYbSyvY29jCwdZOdid7B3i6ucHTzf0fu4+XF1r6B7zYfTy94OX+33PcnJzhaGsHW+sWsGzWHI0bNETdWrVRo0pVVK9cBdWrVEWDOnXhYGOL0ODWGDxwIJYvXYrjx47h559/NvBp1WUKKFmggd9//x137twRgIS3aQsXFzd4+gaiU++BGDRpNsYvWIWJi9Zg7NxlGDY1Br2Hj5P/Qjt2R0BIOLwDguHs7g07R1fY2DvB2sYeFlY2aG5hjWYWVmjW3Eq+W1hYw8KyhezN+WllA+sW9rB1cJZrndy8pa2AkHYI69QdHXsPRNTIiRg2bS5GRy+WffjUOeg1ZDRCI7rA09sP3l4+aN8uHCuWL8e1lBT88ssvWXhydaoCSiY08J///AcEyI3rN7A1MRFDBg2Gk5MLvAJaoe/oKViy7QDijl7CltM3sPX8HWy/dA/bL93H9ov3sPX8bWw5cwObTlxF7JGLWH/wHNYkncaqvcexdMdBzNu0G9Hrt2LG6s2YvnITpq+I++e+ciNmrI7H7HWJmLdxl9xr5Z7j0gbbij16EfEnU5Bw9ia2XbiDbRfvIfHcbWw+fQMbj1/FhsMXsHr/KcxcswU9hoyBd2BrODg4o1vXbli/dh2uXLmCX3/9FX/99Vcmo6D+VkBJhwZIPCSiBw8e4MTx4xjYfwDs7OzBGT5q1CSsPXBGwLH2wFlMW70ZI2OWYujMBRgRsxQTl27AnE27sXL/ScQevYSNJ64i/uQ1IeCEs7eEmBPP38HWC3eFuEngAi4CLI2d/2+7cFfOTzx/G2xjy5mbiD91HRtPpCD22GWsSjqF6LgdGD13OQZMjkH/ydEYOWcZZsdux7pD5+X8DYfPC9extLaDpYU1unTuguSkZNy7dw+//vKLAkw6tMDDCijpDM7Tp0+RtH8/+vaOQq3qNQQgPYeNE65w4O5v2H75AToNHImSn3+BN954A6+//jre/Pe/Zef31994A/9+6y0UKvwRSn/5Fb6tXhN1m1rCwtEN9t4BcAsKg1/bTgjq2B0hXfugTc+BCI8ajPA+Q/7eB6Nd1GCE9eiP4MjeCIiIhFdoBJz9g2Ht6oUGVnao+n19fFH+a3xUrDjeevtt6ccbb76J1157Ha++9pr06Y033sQnpT5Hm54DBKDs+6bjV9Bv7FRY2dijWuUq6B7ZFbt37cKTJ0/SGQ11WAFFhwb++OMPPHz4EHt27xbisbG2gYOTG6JGTsDa5NMiViXd/gWHHvyBpbuOonKtuiBh/t///Z/s//rXv8Bd9/crr74qoHmnQAEUKFgQBd99Dx98+CHeff8DvF/oQ3z4UREULlJMdoLqgw+5F5ZP+a8o/yuKDwoXfnHNex8UwjsFC6JAwXfl/q+++tqL++reX+sH+/hN1RqI2bhL+p5851fsuPxAQD9g3HQ4OLuhhVULRHbqjN27dssYcCzU9t8ReOmBQh3kl6dPRcGNi41D/7794OXpDXdvf5Hr523aJfoGiYsA0fZF2w8K8aVFmBqB6n5qIMroU/d8fk99bnrHUl+X+jfbKf9dZczesO1F//kcAphL9zF/8x70GjYOHj6B8PLywYB+/bFp40Zcv3ZNxE+O0cu+vbRAefb773j8+DFSrl7F9m3b0C2yG+zsHNDcygYdowZh1b4T2HX14T8ISwMJP6l71G7UHK+9/voLDpKaQM3lNzlOldr1sDrpVLrPs/vqI1H8u/QbCgtrOzjYOyGqd5SIZATMTz/+iGfPnr20eHmpgMKZ8c8//xQrFk2kixYsRKB/AGpUqw4rGwf0HTP1hQ6iC4q0vlN0CekahYLvvW/2QHmnQEF4h0aIMSCtZ9E9Rh0m9vAF9B83HS3snFC7Zi2Etg7B6lWrcPv2bQELx/Bl4zIvDVD+/OMP/PDgAfbv24dhQ4bA2tIKzZpZwDcoFBMWrBKr1O6URyKOHLr/LN2ZVyOq5Lu/YcbaBHxetrzZA4XK/ITF65B057l+pT1D2p/PZAw4FptPXcOkRWsRENIW9O042jlg4vgJOHz4sHDjl8msnG+BwhmPooJm3p03Zw46to+Au5sHXD180KnPIExdHosNh86DRMGZNG3C+a9ekvp/ml1dAkNEWaceYC6iltYP9omioY27D1YnncZBPSYA3WfkmOy59lg4DP08XQcMh6dvAHx9/dG9azcsX7oMZ8+cwaNHj4RT52e5LF8BhTMcPc70C/AFbkvciokTJiAwIBAOji5w8fRD575DsGDzXnEOkivoEkZWv++6+ghjFqzCx59+JmDRCNRcPgmSIsU/xpAZC8TKldXn0z2foKEvZ/HWZEQOGAEP35ZwcfNEmzbtMGvmLOzauRPnz5/H/fv386UBIE8DhVyDZkw6Bn/66Sd5SclJSRg3Ziz8/fzRoH5D1KlTH60jIjFteRziT6RkeVbVJZbU3zlDbzqZgqBOPUCT7SuvvGI2XIV9oQnaPShMDA9Z5SapnzX17y2nrmPGqniEde6J+g0ao2mTZmjVMgiTJ03GoUOHhJPznfDd/PHsWZ7XafIsUAiS3377DRcuXEDs+g0SWuJgZy9BgfSet27fBaNmL5YQjz3XfgT9Hwfu/W4UB0lNLPy9/9ZTxB2/gobWduIjMQcRjH2gn6VWw6bild9384nJn/vgvd9lTPdc/xFbTl+X+DbGtNHrT+MIgz4ZkLl2zRqcOX1anJl5WafJE0DRwkkYsctBT9i8RUSqlgEBcHV2hZOzKzx8/BHerQ8mL1mH5TuPCEBo3j1wzzjxKi1w6B7jTE1CnJ+wD3WaWogVLDc5C0FCR2S1ug0lfGXvjZ9w8L7pJwjdMeAYa8r/8t1HMXVZLCJ69IOnTwAcnVzg7OgEH09P8c+sWLYcB5IPSJwZOQ4taHlhM1ugcAB//PFHXLp4EVs2b8aMadPRv19/hLQOhbunNzx8AuAb3Aad+gzByNmLsGznYSScuSkzvKnFDF2iSOs777f3xs+YG78Hth5++Kj4xxI+8q9XXnnhNMwuvYXA0HbqJPTiWzq5Y/aG7SAnzY2xSLr9FIlnb2HFriMYFb0YnfoMhnfLEDi5ekpQpquLG9qHh2P8uHESiX3x4kXx05gzxzE7oBAgjDm6ceMG6CkPaR0Ca2sb1KvfELaOrmjfox+mLNsARtEyOje1xzwtQs6pYxTv1h48i/A+g/HZF2VFR2D8FzkMidnUYGGbbPvNN/8tnOzTz79A68jeYuGiSJhTz53ZffiOtp67DXKbcfNXIqRjN1i2sEeduvVhZWktk9/m+HjcunkTjLEzR8CYHVAIkm1btyK4ZRCqfFcZrt4BEvHKsHJaXjhDyiyZRVNnZi/TVP+zb/tuPcG8LfvgGRKOT0qXEWImQWv7q6+++uJ7ZiDSwJDetTxOq5trYIhEDz/XRzL3A5nqebPUzt/vjmNEiyPf6ciZC+EVGIIa1WqgTWiYWM8IFnPbzAYo5CScUWKio2FrYwdndx+Rden0oq6hn7MsfZ9Hll6oTkyXIdeRECiKMRx+xb4T6DlqMuo1t0bJMl/KzM/IXl3uooGBUcjazgjktLgQQcbAyk9Ll0GdJhaIHDIWy3Yfk7yX5/qImYIkjTHlO6Vuw1yemA3bJF+GuT7z583H7Vu3zIqzmAVQfvv1N1y7dg2jR46Co5Mr2nWNwvKdhyEvPhssVYYQv6HXUBxjjsmaA2cxecVGRI2bjrAe/eDoG4QGVraoXq8hvq1eCxUqVUXFyv/ceYz/UTGvb2kDB59AhHTrg95jpkrOy+rkM+Lb2H/bfMQsQ8aJE8v+m0+w7sBZ9BgyWnTQMaNG4+rVq2JeNgfukutAofc8JSVFfB9NmjQTHYT+Dn3CSAx5Kbl9jYhmN58It6Fnf/me41i84xAWbk3GgsSkf+w8tnj7ISzfcwxrD57DlrM3se/mz6BpNrefI7vuzyzRIVOiYW1jhxHDhuPK5cviBshtsOQqUOgLuXf3HubPnSfBd20jeyP+xNV8SwTZRVz5rV1yYNYgqPN9XUyeOAk3b9zIdYdlrgKF4SasZGJv5wCvgGDJPdcSo/Lby1fPo7/+SL8Mw2VCOnZH82aWWDBvHh4/epSrTCXXgELl/eCBAwgLbQM3nwAs3XFIfCCKoPQnqPw8VlT06QKgUcfT3UMKe1BMpxSSG1uuAIVJU3du38aggYPg7OYptvWkO7/muHMsPxNaXn826nKULgZPioaVtS0i2oWLwYdhS7mx5ThQOCM8/OEhli1ZCgsLK/QdMwWMws3rL1b1P3s4IU3sbSJ7oX7d+oieNVuCLXODq+Q4UDgjnDxxQqolBoa1x9rkM4qTpOFjUMB7Djxa+BYm7IODiwdaWFji2NGj+O3XX3OcqeQ4UK5fv47p06ejfv2G4lBk9KkiiuyZjfPLuO68/ABDpsSgVs3amDBuvLgTchopOQqUX57+gq2JW+Hi7Iqwzj3EspGffQL5hVBz+zkYurT51HX4h4TDztYe8Zs25XgNshwDCuXKK5evoE9UHylaoKxciotkBYD7bz3BooT9EkzJNOSLFy7kqAUsR4BCkDATcdWKlXB2dpN0XM4SWRkoda4CFgMpIwcMl1D9hQsWSE2EnFLscwQoVOAvX7qEAD9/ePq3wsZjlxVIlAJvEA0wSNavVRt4uLlLEh9TjXNiy3agMLfgwf0HmDJpMuwcnDFy1kLJCFQcQnEIQ2iAeTZcWsPRxR0jhg0Ds17pvM7uLduBwvySkydOwsnBEUFtO8ryB4YMkLpGAUujAS5zEdGzH1gb+vChQ5IdmaeBQvmR4fNjRo+RSh2s46tiuRTBawRv6Cf12zX7T8HGwQW9e/XGpUuXsl2xz1aOwkw1png2b2aBboNGSrFrhiYYOkDqOgUyjQaY8DVmzlI0b24l5V5ZXyE7t2wFyvlz59C3T19Y2zpg5d7jYNEB7UHVpyJ6Y2iAXIU1Ezz9gxEZ2Q3Hjx3PVq6SLUChAk/dZMXyFXB2cZf1BQkSxU0UOIwBR+prWactZsN2uHv5YfasWVLaNbsKU2QLULjmIUua+nr7wrdVGymQllWQ8Hw6mVjBI6vXph5Q9dt8Acp3y+gMQ/1qLMnUue9QWcyVVUJpLs4O34rJgUJEs2jz2NFjYO/oInWdDKnQSDMglX8uJkrAKGI3X2I35t1wIuRSeSxnZEixQgKNNMIVl3v37IX79+5li7nY5EDhWubHjx+Hva2d1PxlhQ1DBpJAYcgC/S4ZLehjSNvqGvMBHYNiZ66Ol5WSDa20s/vaY1kyvEULW+zdu1cmalMr9iYFCh0/V69cwcABA2VN9PnxewzOWqQZed2BM7I8HKsOKuI2H+I25bvgMuP9xk7D6v0nDXYdUHRjtEerdp3QsUNHnD1z1uSrg5kUKDTR0RzM6n89ho4Rc7Chg0qWzHCFPqMmCWAMbUddZ94AI4FzGYm4Y5eNqt3G0lYzV2+WbMiVK1bKygam5ComBcq5s2fRq2cvNLOyxfpD56UaoKGESuVu+8X7GDZtnqxnYmg76jrzBgqjyPuOniK1io1dr4a+ldYdusqaLYcOHjSpUm8SoNDKwMrkjOi0tXPEiBkLntefMsK5SCWNNaxYnZ61hpXly7wJ3tAJiVxg2LS52HnlB6OX5Ui++6ssUuvq6YuxY8YKVzGVudgkQGEIPRHcOjgE/iHtJMnGEEtX6sFmG7R8DZ8xXyoJpv5f/c7b4KF4PTp6iSzyROONsZMhr997/Sf0HDoWgS2DkbglQYrnmcJcbDRQqMA/fPgQE8aPl4oqY+cuN8jMlx7RL96WjP7jpmHHpftKoc9nofkUlQaMnyGitbEg0aUfxoH5B7cRNeDWrVuyCrSx+orRQKE5mEuRtbBqgYie/WVtRN1OG/t91d7j6DV8glg1TDmYxvZLXW8cN+O7ZBRw1MiJsraNKceTfrdx81aghY0dNqxfLxO5sVzFKKBQ/mMh5a5dIuHo4oGFW/YZ7GFNb6A2Hr8ia55PWxFnNGtO7x7quHFEb8j4ESiLtyah75ipsuqwIW2kdw3bphWNdRn8fPxw+vRpo83FRgGFIlfClgSJDo4aMcEoc3B6D83SmlyLseuAESYV6dK7nzqeM6DhcnmDJ0fLu2Vwo6nHfd+NnxG9YSuaW1hj6ZKloAhmzGYwUKibnDx5El0ju8HB1RPrD53LltWvqJzNWrsF/q3bYeeVB0ZbRkz9QlR7WQcWZ3y+V668NWttArKjZBXvQXoJ794XLVu2wt49e42qim8wUBjPNScmRsrzj527DERwdhANLV+r9p6Ab6swFaqfT5R5WrtiD1+AX3BbCV0xhYU0LdpjSAyXw2PxvGFDh+HmzZuAgbWLDQbKoYOH0Dq4NTwDgrO9Plfs0UvoPni01ChmXE9ag6KOZX1mz60xIzeh/6Rz3yHYcPhCtr5P+la69BsGHx9/bIrbaPAqXlkGCkWux48fY9zYsXBy88TU5bHZLg5tu3gXc2K3i9d124U72TqwuUU8L9N9Gd8V0WsAJi9Zj8RzptdPUo9l3NFL8A4MRkR4hHAVpoFkdcsyUOiB37ljBxwdnNAparAsu5a6Y6b+TQ/9mqTTcPdtiZV7jhkVE2Tqvqn2ssbJOMOz3rSLlz+W7TiM3SnZLyGQfkbMXAA7eyeJHnnw4EGWOUuWgPLHsz+k7muXjp3g4uEjXvPski91CZDRobS5twrvLJYS1qLV/V99zxqx5uZ40clIK6abb0tZOIr6Sk70h7GHgaHt4eXhKeZiLmKVlS1LQKE5eNvWbfi+1vfoN3aqxOfkxEPyHowFGjJ1DoIjIqUCR07dV93HtCCkTsKVtNp27S26bU6NL0NkaGGr/X1dxETHPFfss4AUvYFC3eTE8eOyQpajm5eEwOcEN9EG8rn4dQrOHr6YsHCVEr/yoAWM0cEMcLVz9gAdyDkhdmn0Q3MxdaPw7n1gY2OHnTt2ZslcrDdQ7t27J+Zgrn7E8IDssH1rD5XWJ1k0nY/B7bvIvuWMYZmTabWtjpmWa6Q3nlzxt02XXnDy8BGxi7N8eudmx3HJmk1MkqpANBdfuXJFb56SKVAYI8Po4APJyQgLawuvwNbYdvFejnvJOSPwQblCl42DKyT4koW+jQjlz46XodpMG3TUM2khbWHvLE7A3VcfmTzcKbOxJw0xc7Zdtz7w9PKV5SNYF1ufOLBMgaJFBw8dPETiuebG7czRWSD1w09asg4W1nZSz4kcxpCCBKnbVL/TJm5TjQtBwroHAWERaNzUEiNmLpTKK6ZqP6vtrD94Tiyooa1DcP3aNb3iwDIFCutzJSQkwNbGTszBLA+T1Y6Z8nwWnLB1dMP3depj2oqNYAqoKdtXbZkeNPtuPsG8+N1o0KipTHKz12/N1XfGGnP9x0+Hja0D5kTH4MfHjzMVwTIECh0zKSkp6NShI9y8/SVvICcV+LSIdsOh8/Dwa4XvvvkObj6BkkLKGSutc9Ux0xN9Vsf0uRJ9H8HtI1Hpu8pw8vCVUKSstmPK89knFi7xaRkKb09vnDt3DpmZizMEyv379xEXF4emTZtj4ISZZlE2KOH0DRn0CuXKo3r1mpi+klwle+LMTPlyXta2qBMs3pqMOnUaoMJX5WV5ufgTKbk+sVESYWRAo8bNMCdmDm7euJmhrpIuUJ49eyar9wYGBMLj78V/GBqd2y+cekmnPoNRvtxX+OrLspIsRmdkbvdL3T9t7rXj8gP0GTUZFctXRPmy5RDera8UuzOH8Uo4cxOtI7rA2ckF+/ftlyqT6clg6QKF3GTunLlo1KgpJi9dbza6wM7LP6D3iAn4unxFfFn6c7RwcMGK3UcVUMzUr0KPuHdQKL78vAwqfFUB3QaNMpu0blpR52/ajUaNm2PihIm4ceNGejhBmkChpStp/34EBbUWczDDDnJbN9FmIFpPmBX3dYWv8UWp0iJ+0VSsyq6mPaNr45Ybn6SZ+fG7Ua9+I3xR6nOZ3FinjVEWudGf1PekrkIRLKxTD3h4eGPHtu3p5tenCRQia+iQoXB288acuB1mZYIlUBg+802Fr1Hms1KgrhLWpWeOBGemHmj1O2Nw7r3+o1SBrPRtJZnUKAWYE1D4/gjmZTsOwc3LHz179MTly5fT5CppAmX9unWCsA69BoLchMgzF6LgbMSCBJR5CRTOVDQXrztw1mz6aC5jldv9YAi9X+t2okvyXVX8qgJ6DB1rNqKXNj5MOuw6cCTc3L2wbMlS/YESFhIKd+8AqRKuNWYun1TmO1KZL1tOgMIXQCcWY4fMpY+qH885DVMirO2cX7wnzfjCUBZzGyPWPvYKCIa/j6/+QGnYoBF6DR9vFubg1AO65fR1BLXrJIo8QcK9Vq06Io6lPlf9zlg0yu7xmbR4LRo2bvYCKDS+0DvPmtLZfe+sts/YxcGTZ6PO93X1B0rVylWlMJm5KF26D71630k4e/qJzEuQcPCrVK6G9j36IfnOLyr2y4ysX9Qla9euqzOplYaTu48k3+m+U3P4zoiTMXOWoVrV6voDJdA/AKzfyhmB65swctdc9BTmFDRpbo2yZb5A5W++hbODIxrWb4jANh3MTp8yBwLIrT6wyHqH3gPRuFETONk7oOp3lVCuzBdo1NQCM1bFm8eEdv+ZFJKnH276qk3w9AuCu6u7/kBJ2LIF/r5+sLBqIaaz1ftOYNfVR9lSjkjfF0mgMo108JQYVK1SDd9V/Bpe7h7YuXMnfLx94O4XhG3n75iNGVvf58qP52lm19YRkfD08EJcbCxaBbaUia1ypSpSIpce+9ycfDn501C1Nuk02nWLgqW1LTzc3LFu7Vr9gaLFeE2eOBEtrKzxfe26Uvh41b4TyC3vvJaP4tOqjVhPGtSth7Vr1uDChQsICQ6BgyuTya7neOh2fiR0Y5+JJld65H2CwuDn64fjx44hMSEBTRo0RMVy5f+O0buZa8l3BCiVd+rhderUh5WFlRRLYX5KeoUn0jQPE1KM02ey1pHDRzBh/ATY2znCzslNFpbceOySwStpGfoS9lx7jOj120Rxr1apMkKDW+Pu3btSATCycxfYO7tj04mrRq3JYmjf1HX/NBoQKKyW4+nfCgxlv5aSgoc//IAO4e1Ro0o11KhRC1OXbZAZPSfHjp745wsXDYe9kxvs7Bwwftw4HD58WGiJC6Wmt6ULFO0CIuzWzZvYtnUr+vSOgpOTq5jRhk2fh3UHz+ZIaAtTSONPpki+PJ1XLSytELt+gyxqyYoa/fv2g4OzuwwCOU9ODr661z9BwvGgfsI4KkZ3d+vaTYiQdarp+Xa0s0elb7+Db3CbNN8XZ3ttN9XY0k/CHJRh0+cL7To7uwotb01M1Lt8UaZA0QDDsBZGWG5NSISnmzssLKzgFRgs9bZoF2cISXaFu9P6NnfjTpmJateoiZHDR8iClsxMY42xUSNHwdHZPUerepjqJebHdp5PbNckNWPQwEH44YcfJDKXKx9MmzIVdWvVBnWVWWu2/COigpwo/vR1rE46jbUHzyFR6MqwdVOoIpAmSZtz43ZISL2lhTW83N2FhknLpGl9N72BojXIxlnba/68eXBzcRFzGm3jzHzMjiQqzi6s6eUZ0FrMjCGtWska9uwPgcK+TJk0Gc5uXgooZmIaJlAoBrt6+cky6pzMtHTby5cuo2NEBMp+Xkb0yuU7j8gEy/fMAiIerduh0EdF8HHJUgjp2gfrD18wSJxmW4wza9m2o9Cou4srFsyfL/SSFYBodJ9loPCBeSNmhV25fBlrVq+Bq7MrGjRoLLVkl24/KHWI+eCmmC2poDPsoXrV6rBqboF9e/fh179rMrEvzMCMnh0NF3dvBRQzA4qblx8mjp8ALoKrAYW674kTJ+Bga4dqVapJmgT1BtIKRbbeY6ehVqNmApT3CxWGV2h7rBQjUub0pIFt2c7DCAyLQMOGTeDm6o61a9ZKIQn2g7Sr9UUDgT6fWQaKbqPMWaGOwIWEJk2YCB9vXzi5eiKi5wBw6WwWqiM7NQQwvI4BkGPmLoeFpQ0smzXHqpWr/jHo+A/w9MlTxBAoHgoohoxzdlyjcZTnQJn4j3dGIqUIxjrANlbWaNrMAoMmzpIKOzT/s3AJgdFj1CSULFMWn5b+AlHjpmcYJSI5+VceYnFikvhunN294evrj0kTJ+LwocP44cEDvfLidWk79XejgKI1xod/9PChrOPYNyoKdjZ2olwPnjQL9KRTx8iKWZkzA4txs95w46YWsGxugYkTJki65j8Wr1RAMWgSyg5w6LaZEVBIM//56y9Jkho9ahRqVquOatVrYfyCVS8mVr7/HVd+QEi3PihW4lNYOnkg7tiV//G78DxOphTNucCuk5sX7G3t0a9PH5m8ueKCIdxDo2vdT5MARbdB6gy7d+1C5w4dUff7umK27TdmKrZeoML/VC8Os//mE6ly7ujqhcYNG2HypEl4+vSp7m2ef1dAyZNA4cvjhLdgwQJUrFARhQt9iPoNm0hoi1YvjrQSHbsDn5Upi5oNmmDZrqMvgEIOwgIRXNdz0MTZcHL3Rv069YTmSHukQVNvJgcKB4ByKMuvJiclIyK8PerXa4BmljYya2QWEMdZgtXHO/YeiAb16mPyxEnS1j84iTYKCih5GigrV64UoLzz9jv4unwFuPm0lOWvKYKxDsK4RWtQ4rPSqNPUUixhpA1yrsSztzB1WSys7ZzQoH5DqVKfnJQkdELaS5NWNJox8NPkQNH6QZZHZF++dElCGDp26CiLT7KAHiuL82HT8nlwiYdx85bLcndkzabN8AkAAB/zSURBVHfu3EnfjKeAkmeBQvo4f/486tevj4IFC6JK5cpSWYfectYn3nDkIhpY2qJI8RLwCo1A/Knr4sScuHA1fFu1kVJDHSM6Cm2RxkhrphKzNBrW/cw2oGg3YedZCoahJvPmzJXFh+wdnBHasTtmrNokIddaGi+Bs2TbAbQMDUerli2RcjUlYyVMASXPAoX0QaV+4MCB+OKLL/DRRx+heNGiqFrze7TtOQC2Hn74sEhRlP+uCgZPmydVJtt37wtHJ1ehIRpwLpw/LyJ5dgJEo+NsB4p2I34++/0Zzp87Lz4Yy6bNYGHJoMvuWL7zsDieaHvv0GuARHAePnRISrnqXv8/3xVQ8jRQ+D4vXryIVq1aoVixYnj33Xfxxhtv4JVXXsGrr76KQoWLICSyt8SMWbewQ7PGTcTCefbM2XRjsv6HRkx0IEeBwj7/9edfwmHu3L6NSRMmiD29du06CI7oioDQ9rC0tJYANcbdZDpTKKDkeaBQn6B1atmyZWjfvj2+/vprvPXWW3j33fdgaeckRfNo9RwxfIRUSfnl6dP0RXETgSKtZnIcKOwEAcDC3/TBnDp1CksWL0Fwq9YI9A/EhHHjJdAxU5BIQ8qPomuWNZfvmZmHUxMinYB0HFMfHTp0KMqUKYNCHxSCjbUNpkyegmPHjkmALv12etFF6huY4HeuAEW333x4WsiokNHTz9mFINJrUxwlz3OU1O95165d+P7771G0SBHQKnb16lX8/lvW11xM3a6xv3MdKEY9gAJKvgPK7du34e7ujsKFC2PatGkSeWwUjZjoYgUUM4mPMhexyRT9yKropUvLtISNGjUKJUqUgK+vb5YW+9Ftx9Tf8wVQGBTJ6OHYIxfT9M2Y4uWrNv437yS9MTEGKBS74+Pj8eWXX6J69eqinxgS7auAojsCf4te0bNmw8HJFVwSIi0nZnovVB3Xn/izMlbGAIXK+tGjR1GvXj3xryQmJma6JIMuSWTX9/zBUWbNhr2jK1gQWgEle4g/p4BCQr906RI8PT1RtGhRLF26VJLzsgsA+rargKJ0FJMbBIzhKCRcKvRdunRBgQIFzEahV0BRQDE7oNBFMGLECIkB69evn6z6pu/Mn13nKaAooJgdUGj5io6ORqFChRAeHi7Bk9kFAH3bzdtAASQojgtWUplXOkru6yfUZYwVvZh7RGdj8eLFxUTM1OHc3vI8UBiZvGDefDg4uymgmAl3NBYojPOjibhkyZJwdHSUulsKKEaOgAKKeXARXauYsUBh8tW2bdtQqlQptGjRAgcPHjSSSoy/XHEUM5mFdQktu79z3fc913/KtmqfpgDKjh07ULp0aVhZWeHAgQPGU7qRLSigvIRAmRu/B75tO6FD/+Hgd2YPsg6WqQBqCqBs3boVn332GWxsbBRHMRLkcrkSvfQXvZhzziryLTt2R9ESn6Dgu+/hy4rfoGWHbpi3eS9ij16SBDo6bbX8dEPA8wIo3v6y2u5PP2YtTZfvNDY2Fp988glcXFzEU28KWjGmDcVRXiKOknTnF8SfvIbq9Rrj3fffx3vvvYc333wTr732Gj4oXBiNWjig56jJ2HL2JiiesSCdIYDRgOLu7S/5JFnNZ6fVa8mSJeKZDwwMlJwlY4jcFNcqoLxEQNmV8gjjFq1F0RKfSs7Hhg0bRGn29vZGhQoV8P4HH+D9Qh9K5ROKZtNWb8aWs7eyDJYXQPEJwPRp0yU3PisJV6zoOHnyZAFyZGSkhLSYgtiNaUMB5SUBCmthURdpaueMosU/RqdOnSSTlKbYlJQUbNmyBWPHjkXTpk3F2lTs4xIoXbY8LJw80GXwGCzecUiKZutT+dNYoHA5jx49eohnfty4cdJPY4jcFNcqoLwkQGGdrOlrtkj5n/IVKmDTpk1Sf00jIs74FJHOnDmDWbNmwcHBARUrVkTx4h+jSLGPUalmHQHMjLWJUkpo59WHsgJaWjqMsUBhwQkGRRYpUkREMIa05PamgPKSAIV6R2j3fnjjjTdBuZ81tTLaWIF++/bt6N27t3CYDz74AAUKFhSxzMrFS0S4TSdTQHGOVR11dRljgELA0hxctWpVlCtXTvpA5T63NwWUlwQoS3YeQc2GTSUil6VMWacgo43VUVjPgEUfKAox9srNzU285W+8+W+8U6Agvvq2MsL7DEF03A6wFKoGFmOAQkWeKcCffvopLCwscO7cuVwrKKE7PgooLwFQdl/7EX0nzMQnpUpLOaDjx49nqS4WQUMOc/nyZdC/MXjwYNSsWROfliyJwkWL4csK36ChlR2GzlwkpU8plm08fgXuBijzLCZBsY8F8SZMmCCVWXQJNre+K6C8BEBZd/gCGts4oFjx4ujZs6dwiKxYoXSJk6m65EZHjhzB8OHDpRDEV199haJFi6Fk6TKo17wFOg0ciZFzlsLKxh5Tp0zV2+rFtufMmYNKlSrhm2++kXVUyNHMYVNAyedAobVrRMxSmfXLli0rOehprQxA69f9+/elPNC1a9fkO8/LCFAkbNbi2rx5M3x8fCTPnZzgvfffF+5VuvTnGDRwoJTTpULO9UDTa49ciyIexTvGeHXt2lUAaQ758gSqAko+Bgp1BjoOudxbiZKfCTFrq06lnqW5GBRFHpY1JaEyD4TKPAMUM9pI+CRygobWqjFjxsDS0hJvv/02XnnlVTHxNm7cWEzPTPFNb3lqHp89e7bkyVerVg27d+/OuO50Rp3Khv8UUPIxUPbffop1hy7g66o1ULZsOSFEEnRaszqTpagfMPeDYlXnzp1hbW2NefPmSXGHtK5JTY8kduoy5Ei0XAUHB+Pbb78VfYOmXlZWocWNBSNu3LjxAjQEGhdEbdCgAT7//HOpFknxjsfNZVNAycdAoVIdOWQsPi75GRo1aiQgSI/wCASNO9DadfbsWbRp00b8GRSJeEzfje3w/Js3b4JRwCyTamtrK9yC8Vs0+1JUo4OTIfQEVnJyMqjr1K5dW6IFzEXk0p5ZASWfAoUm2thjl/FNtVr4pORnQqyc7fXdeC7DSCg20XNPEYz+jFu3bkmQIusB83hmcVwEDfUfWswYv8X8kufKf1HJYKxRo4Ys/TB69GhxMDII8vDhw/p2M8fOU0DJp0DZnfJYnIKFPiqKGjVqYs+ePWmKXGlRGkUeEnZAQABcXV1FySax06xMLkMdhmua+Pv7ix6TkZKeun1asZKSkjBgwADx/GtLPTA481//+pdkNJLLEJjpiYmp28yJ3woo+RQom06kSM7JW2+/g44dO+pdyYQiD0Whbt26yWpYdE4SJCxK5+zsLIlULKTNWZ8lhcgh9u7dq3eROoKQwKJRgaLZ8uXLxdJF/YVro9AIQI7D6is0JlB3MQddRQElHwKF+STzE/ajYqWqKFKkqKw9QhEpvY3iEc23p0+fxsSJE8FoYhbK5polFLX4H6N47ezsJEaMXIFiGMHi5+cnYS6aWEeTMgHA6zILPeF92a8rV65IuyNHjhSFnss+sLAE/SnsC61hJ0+eFHDllu6igJIPgbL90n0JLSlStJhwBYaBpCYw/tYsXfS2T58+XSqeeHl5CSioXHM2JzehqNSkSRMBEY9pG8HQoUMHuY7HuSckJMiCQH369BHLlwYg7Zr0Psk1CBpa3RgxTFM1Q/8//vhjSQlu1qyZhLbQOEDdiByJQMupTQElHwJl6a4jspLuhx9+KLMxF2xKvZFLrF69WjgCZ25yEHrFGT2s6RwkRJppIyIixPpFX4sucXJdTi4rFxISIgv9rFu3TkQxgoSiE/UZLhSV1Y2gYf/oyOS9KZZJUGaBAqLXtGzZUkJpaI0juNjf7BbPFFDyGVDoie83cRbKlCuPKlWqSFAhuYLuRm6yatUqIToSYUxMjOglVKD5nwYGKtMEDsNJaAFjqVPdjdyDZl+aeSk+tWvXTqxrPI9iXFBQEPbv3//iErarr4LOc2lipijHtqdMmSKKPtd6pB7z/vvvo1atWnJvioCZiXkvOmHgFwWUfAQUJlVtvXAX9t6BKPlZKYSFhYkDMPVsSyKkw2/FihVC6A0bNgRFLhado3edgOE5JFLmrtNpyMQu3bgr/kcvPJ2EFM34Px2M9KjzPJYbCg0NFT2G9+exhQsXiliWFQsc6ZqAoahFzz7bpb5E7z1BQ9Hsu+++E45Hjsb+6/bTQFz8z2UKKPkIKCwcEb1xJ8pW/Bblyn0lXCM9RyGJlzoKHYsMoaeIQ2Wd4CKHof5B/WLu3LmSG0LdgdxA23gd47Koo5CD0A9CcYsciOIaFy5l/WD+JkcYP368cBiKd4wAIBAN2dgHilzkVFx6m34XWskYlk+TNUVIRh3TEnf9+vUXoDfkXrrXKKDkE6AwrmvX1UfwbdcJxT/5VMr8UOlNzU10X772nUTLgEgSF4MRWSKI+gf1BBI2nYIEBsUytkcxh952nrd27VpR+BlJzGP0gTB7klxqzZo18ltrk+betPQlrR9Z/WR/aGEj12NFSYa/MFSGy0WQy5Dz0KxNczefhbqMoZsCSj4BCrnJmuQzqFi5Gj4qUlRy4mmFyurMTSBoyjwBQT2EoldcXJxwIB7buXOngKdXr17CeUiwBAjFNw8PD7G0kZvQrEuuQxGMxGoMoWZE4HxGts2szWHDhqFu3boSjEkH5jvvvCMgmjp1qvQho3Yy+k8BJZ8AhVHCs2N3SEGIt98pIFYiptNOmjRJghwpDum7aeAiaAg2FnqoX7++6AHMZafZlpYuchldUFHvIVeinjJo0CAJqqQeQ25D8/LMmTNFzyCwTL2xzxQzyTkoclFnYjwZ160nhyGnoYhGkZDmcPZVV5TMrD8KKPkEKMl3f5UqKcNmL4ZPmw4oX6kqipX4RBYN5XLUrLpCLzhFKuom+ohkJB4SH4mKijiJn6Zf+jlo1WI7uhuVaB6nV59RwosWLQKdiHQacgFTLl5KfSgroNVtX9/vBA05HwFDEzMzMps3by46DAHDohkMz6EljZHSFDsz43YKKPkEKFo1FFq+Es7dxrwt+9A6Mgrf1aiNj0uWQpFixUWGpyOPy71RdqcSToLSBzTkAgQCFXyNi2iES8LkcSrY9HHQf0KfC8U2zbNOfwfBQr2BBJzexrZ5LjmZvn1Lry3tOC10dLqSoxEw5cuXF2sZI5m5ViRz9GktywgsCij5DCgaYPjJCOLEc7cxbNYi2HkFoHCx4njz32/hnQIFxJLFWC2adimuaD4Ujbiy8kmuw8hgWqCo0FMf4TGKXLSiaZEB1GlY1YUKeOqNYCOhUpyjbkORkf4R9o1tpd4IbvaZ4OVOX1FmIp3GaSh6UZykleyVV14Rn0xmnE4BJR8D5dD9Zzhw7zepXE//yrLdRxHWox+q1mkgRSEKFiwovghWjKcZmGKTvg5BjXBJsDTX0lRLMefevXtC8OQKNDnPmDFDuAPNzdRvSJD8T3fTCJh9oF+GRfho5qVSTvMzw2l0wcLzmYI8ZMgQATyvYQgOzc6Z6R28lgDj9TRZ0+NPn8y+ffsyvFYBJT8DRefZaD5m/S1ymCU7DmPwjAVw8A1Cma8qoEixYihVqrSYdEmYNONSPKLok9lGwiNxEiDUWTirEzx0EFIEY2AlzdQUbxjuQp0gNTFTNKKYVqdOHeE4NAjQ/8JjVMip81A04r24UcyjFYtAYsQA2yYomVVJzsL/MzMHE1QEIxdUZch/Zr4dBRQdYtIVW/L79703fwYL2E1esRHuwW1RvV4jKW7HQMqKX38tJt3FixeLLkOOoXnrMwMO/9dmbUYiM6WYsz3FsvXr1wv3Sd0GZ3cClHW8SOy8FzcCbv78+WJipq+Exwk0hv6T61D/oUmY+gzFORI7fTgU/6gP8RoaIrT2tPuyXYbwVK9eXRyVBCbBldGmgPKSAkV3IqAPZuW+kxgwOUaCKQsXLY4C776HosWKoV69+jLjMsyd1iHqA+Qa2uyeEXGReOl0pJWMREtnI4lUd2M7DJxknTA6Nymi6W4MWWEeDKMFyOFYWJy5/AzDp8+GyWS0opHQGVlMCx+ta23btpXsTLZJ7qK7kYPRCcr1V9iGPiKbAooCiiwgRF2GotmOKz9ILotfeBdUqFwN/37rLVkagjFVzD2h0k6CTy0+6RKi9p2g4HlU0qljpAUuHmexCc7uVN4psuluVOzpdWccGtsj+AgEJoxpYTcUvcj9aJJmBRjqNGyHoTMEUOq+kgvRr8OwF9ZZzoybsD8KKAoo/1hpi7oMxTLWKqbyP2TmQuEyJT//QnQZzsIsAEHlnWISxbK0AKBL7Bl9J3ei6ENOQO++RrQEBTkBiZ+zPnP0eR/6ghiTRh8NQUO/ELkMRTttcVQaFWj6JkBScz+2QbGMJmI+Bw0YqaOr0+qvAooCyj+AoiuS0Sez+9pjrD1wFnRkeoW2R+VadWS1rhKffIoaNWuKDkJnJAmOIlDq2TstotM9RsKlOZlKO5VqchXqLAQBuQktWlTYKfbRWkZHIUNi6Afipl1PHYdeeP7HmmQUyQgS3Y2/aXSgfsMsSlrNyHlSn6d7jfZdAUUBJV2g6IKGnIZi2fLdx6QE0tdVqqNYiU9RqPBHsjQERRnqEfSDkNA1XUYjtIw+aS3buHGj6BS0jNFM3LdvX5nxafGiDsNZnxxMAw4VeG4ECo9TPKPeQesYQULwpdaH2AaVfZZLooWN/hRer8+mgKKAohdQ0gLN+MXr4BbUBkU/LoHXXn8dr7/+uszUnNEp/lCMIrHqQ4zkRORKFIuY18JYMjodaabmjM+2yAGoyDOfRQMB/2OIP1OFuTZ9RiZtcjxa4ZjHwj5Sh9F3U0BRQMkyUAgaimVc6oHhMquSTqHrsHGoVrchin9SUpaUo1WKgZQUnzjDczbXiDst4iSYqPRTFKKYRRGJ4KCyTxAxaYsKP8FDvww3XkMdiUYGRgBQXEtP9NOASPGMugxNzKlj1dLql3ZMAUUBxSCg6HIYWsy2XbyHpTuPoP/kaLgFheHzchVQuEhRWdmXRfQY40UTMQk+KwRKQiWAmN/PtGNatDTPPrmJdpxWMYIxPe5FADJAkynEjERgLJo+uokCigKI0QDRBYv2nT6ZhLO3MH7xWnxbpTpKflpSzLCscs8wd87+dPaRy1CXoaiUHnFrREquQs5BTz11ExI4uRMBw3wXhs7TKpbRRj2HAaFvvfWWmITpiMzKpjiKAozJAaOtuOXm9bzmFz3zrDhJXwxDRgoVKiQORgZJcmanGZjcgADIDDQacRM8tJBRKWf8mKbca//rfrJdmpMZXk+zMM3QdDpmZVNAUUDJJqCkwMMnQNaZp75BRZqEzehh6i5c457lVBnqTh8ITcz0kKcON0mPmMlR6PhkTgl1lvR0E17PezPujECloSAti1h699GOK6AooGQLUOJPXoOXfxBmTJ8hOgk5BUFA0DBeizM8o4k5y5coUUKK3LHiPlcEo1WLohG5RnochsfJKSh+sd30ziOha6EtBCUrtWhOTQ0E+nwqoCigmBwoB+7+hs2nrsM7oNU/gKIRJImaIODMzuIUnO3pH6HXn2EllStXlnrJTDCjLkNwUaHP6sb78Dr6V+g7YTEMmpv15Vq691NAUUDJcaDoEiCJmfoCHZXMQGT1FnIY5okw151edBbY4/9aUGZGYpZu2+Q49JXQ6sYkLcaEETgZcR/d63W/K6AooOQqUEiMJFzqHAQAxSLmw7ACP4tYsIoKl4Sg74NOSJqD9Y0vo4GAsWEECcHC5CxDQMI+KqAooOQ6UHRnbgKGJmOajmnSpUWLeSos/cpayhTPaAxg6D6NA+nFlxEQtIQxoJIgo/iVOoRf976ZfVdAUUAxK6DoEiyJnY5C5tzTk86weuatcCEj6jLMcOzevbtwDZ5DMzPFLW7UQ8iZyE3ImajEk8MYuimgKKCYLVB0iZqchroMLWaMMmY4CzlF4cKFpboMvfZMO2a8GEPsaTImiOiJZ6AlE8+M2RRQFFDyBFB0iZygoWJPfYV+EQKGq3VRl6G5mYGPTEOmiEajAK1nxpZyVUBRQMlzQCFoKGJRlyEAWECcefK0mDEymJ5/chLuFNWoyxhiXtYFpwKKAkqeBIouEdMnQ8WdgGCOPNdl4Zou1GWY10LnpaHWLu0+CigKKHkeKBox85OchtYt5sOwyB0dllmNVtZtT/uugKKAkq+AohG2qT8VUBRQFFD0QJUCigKKAooCyh8mJwItQUl9pj+2mQVF6kGXZneK4iiKo5h8MlFAMTucQ2zpC+bNh4OzG9YfOo/kO7+a/MUr7pE+90hrbBRQFFAUCPXgwAooCigKKAooZogCPbrEMAYlemVNNEpLXDLlMcVR9CDcnD5FAcW8QELAKaDkNAr0uJ8CigKKHmRi9CnKPKyHzG1KseRlaEtxFKNxafoGFEdRHMX0VPW/LSqOojiKyS155ChbTt+AT2BrzJwx80Vdr/8lv7xzRAFFAcX0QLn3O7ZfvIfg8E6YPTtGAcUc5gMlepmf6MVFh/Zce4wOPfphztx5CigKKOZHpOZgLCBQ9t38GV36DsG8ec/XITE2wzC3aU2JXkr0MrnoJQum3vgJnaMGYu68+Yqj5DbKeX8lepkfVzt473fsvPIAbTp1R0zMHAUUBRTzI1JzEL1o9Uo4cxN+rcIwa+YsBRQFFAWUtID5X4djsDIPmwNIlOhlnkD9L1DSXvbBXGgnK/1QyrxS5k2uzCugZAWCOXTuL0+fYk50DOydXFWGo5mAXgElh4hf79v8B1K4OXrWbNg7KqCkpS/kxjEFFL0pOIdOJFCePIUCinnpKgooOUT/et9GAcXk+oUpOJACit4UnEMnKqAooOQQqeVtq5cCigKKAooeI6CAooCiB5mY4hTFUczEpGoK3cBc2lA6iimgaco2FEdRHMWU9JRBW/mGozg4uWGDKqlqFsBRHCUDxOXKX39zlJjZ0XB280LskYuq9rAZiJIKKLmChgxuqgMUFw9vxB29pICigJIBwRj+V74QvchRFFDMxzuvy1GmT5uOn376yejFRg0ncdNcqYBiBjOwuVirTNUPDSie/kGYNHESfvpRAcU0cDWwFRYsePLkCaJnz4aLuxK9TEXoxrZDoCScvQXfoFBMmjQZP/74o+IoBtK4SS4jUPgSJk2YCGd3b2w8dhnJd9VCQsYSurHXS8785Qdo1a4TRo0ajYcPHyqgmITiDWyEQLl37x76RvWBu08AEs7ckErqxr5odb1x+g6rsOy/9RQRPfqhe/eeuHXzlgKKgTRuksv++usvnDt3Dq2CWiGkQzfsvf4T+JIUoRtH6KYav6iRk9AqOARHDh8B31Ve3vK0Mv/nn39ia2Ii/AOCMGRKDA7c+12BxIyMEyNnLoSHpw9WrVgBvqu8vOV5oMTFxsLT0wcDJ8xE0u1fFEcxA6BoBfB6DhsHOztHLJy/QAElN2cJsvMDScnw8/WHh18Qlu04hM2nrmHn5QfYf+uJAk0Ogyb57m/YnfIY8SdTMHPNZji6esDdzR07tm9XolduAgX/+Q+ePnmCZUuXwsHOHtWr1YB3yxD0Hz8dS7YfxL4bP4MvjyLZwfvcn/0NHqXHGKaHPB8/Gcd7v8u4cmxpDuY4s+jdhAWr4BXYGt9+/S0c7exF7OI7yutbnha9OPjkKvT8Xrp0CYsWLkJoSCgsLaxQp059NLNsgfY9+mPiojVYsu0AYg9fQOK5W9hx+QH23vhJWciywHFoxeK4kVusTT4t4xm9fitGxyxBz+HjEBAWgYaNm6PO9/Vga2OLkcNH4MyZM+JszOuKPOkszwNFm6mePXuGR48e4cL580jckoCZ02ega2RX+Hj7wsXVHW6evvAOCIZfcBv4t26HwDYdEBwRibAuPdEpajC6Dx6F3iMnYvDk2RgxcwHGzl2OyUvXiwgRE7sdCxP2YcWuI1i17wTWJJ/G+oPnBHiML6P/Jv5ECjafui6zauLZW0g8dxtbuZ+/g20X7mLbxXuG7RfuShvS1t9tsm3eI+HsTVmwh/eNP3kNm45flb7EHbsscW8MEuXkwKjqdQfOYk3Saazefwqr953Eyj3HsHzXESH4+fF7ELNhO2au2YIpyzZgzJxlGDZtLvqMmoTIASPQJrIXgtp1gk9QGFy9A+Dg4gkbeydYWduiRQs7ONg7wsfLBz179MS8OXOxf99+3L1zB7/99lueNwtr9JVvgKI9ED85g9Fjf/36dRw9cgRrVq/BpIkT0a9PH3Tp2AlhrUMQ6OcPXy9veHt4wtvTC16ye8PL0xteXj7wlN0Xnl6+8PDyhae3Hzx9AuDlGwjflq0RFBqO0PadEdahqxSjDu8Whc5RgxDZbyi6DRiO7oNGottA7iPQY8gY9Bw6Fj2GjkX3IWPQffBodNP2QaPQNYOdhNqpzxCdfTA6Rg16vvceiPbd+yK8Wx+EduqO1hGRCA7vjKC2HRDUpgOCwtqjZWg4AoLbyOpXnr4t4e7l93z39oOHtnv5yfN5+fjD29cf3t5+8Pb2hZeXNzw9POHh5gYvdw8Zr5b+AWgX1gbdI7ti6OAhmDVjJjbGxeHkiRO4deuWlI/SfRf55Xu+BIo+L4cc6Oeff8b9+/cFUBfOX8CJ4ydwIDkZu3ftQmJCAuI2xGL1ypVYsmgx5sbMwdQpUzB29BgMHTQYfaOi0C0yEh3C2wvwSEAEnauTM+xtbGFtYYmmDRuhQd16qFOzFmpWrYaqlSqj0jffouJX5VGh3Feyf1n6c5T5rFSG+xelSqN82XJyfsVyX+Gb8hVQ5btK0l7NatWl/frf10GTBg3RvElTtLC0goOtLVwdnaRPnBRCgoPRvl07RHbujL69o+QZxo0Zg+lTp2H+3LlYvnQZ1q1dh83x8di5YweSk5Jw/Phx4dCccB7cvy+TT1438+pDG2md89ICJa3BUMfUCKQ3Agoo6Y2MOq5GQGcEFFB0BkN9VSOQ3gj8P7+gIqGXe9krAAAAAElFTkSuQmCC[/img]
Select the situations that could be represented by this diagram:[br][br][img]data:image/png;base64,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[/img]
Select the situations that could be represented by this diagram:[br][br][img]data:image/png;base64,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[/img]
Draw a diagram to represent the situation: The number of ducks living at the pond increased by 40%.
Draw a diagram to represent the situation: The number of mosquitoes decreased by 80%.
What could it mean to say there is a 100% decrease in a quantity? Give an example of a quantity where this makes sense.
Employee A gets a pay raise of 50%. Employee B gets a pay raise of 45%. So Employee A gets the bigger pay raise.[br]Do you agree or disagree with the statement? Explain your reasoning.
Shirts are on sale for 20% off. You buy two of them. As you pay, the cashier says, “20% off of each shirt means 40% off of the total price.”[br]Do you agree or disagree with the statement? Explain your reasoning.
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Information: IM 7.4.6 Lesson: Increasing and Decreasing