Which graph is which? Enter the correct titles.
Which quantities appear to be in a proportional relationship? Explain how you know.
For the proportional relationship, find the constant of proportionality. What does that number mean?
For each line, highlight the point with coordinates [math](1,k)[/math] and find [math]k[/math].
Who was biking faster, Lin or Andre?
Which equation represents the graph?[br][img]data:image/png;base64,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[/img]
Which equation represents the graph?[br][img]data:image/png;base64,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[/img]
Which equation represents the graph?[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAR0AAAEsCAYAAAD+TGdzAAAgAElEQVR4Ae19B5hVxdk/IIqCiD3WIKJiQdFowFjwQ2M0aqJJ1JjvS9TE9gV7onlU/GP/UFHKUmRB+rJ9F5bdpbOVpS69g/Teey/v//nN3ffs3LPn3nvu3jZzds7znJ05M3Nm3jL3tzPvmXmnHgW5Tp8+HSTXZBkJGAkYCYQvgXrhv2LeMBIwEjASqL0EBOjs2rWLOnXqRK+88gq9/PLL9NJLL9HHH39Me/furX3N5k0jASMBIwEHCQjQmT17NrVo0YI++OAD+uqrr+jLL7+kfv360cGDBx1eMUlGAkYCRgK1l4AAnUmTJlH79u39QMbYc2ovVPOmkYCRQGAJCNDJysqiRx99lA4cOBC4pMkxEjASMBKIggQE6Pz44490xRVX0B/+8Ad64okn6O2336YlS5bQqVOnotCEqcJIwEjASKBaAgJ01qxZQ0lJSTRo0CAaMGAA/elPf6KrrrqKYOsxl5GAkYCRQDQlIEDHXiHsOQ899BD9+9//piNHjtizredt27bRsGEplJWVQzk5I0WIuM53WloGjUhN15oHu/xT0zIIfHF6dnauFec0lcPMzGw/ekF/yog0P55UoR+0jRo1ml5//U16551/+dEdjEbBU0oqZWRkuX4nWH2JyuO+hRA3cOHgwcMWZiDiCDrIePPNN+nFF1+kw4f9X5ANzOnp6dSx4xu0efNW2rVrD+3cuVuEiOt47969l0pLy6lwzDhCXEce7DSDjwkTJlFxcWkNnnTlEXTnjS6g6dNnKqcjLDNJSUmlM844g/7xj3+4pg88paam04IFi1y/Y9e1as/btu0QIIpQvgToHD9+3EoDqOBT+V133UXfffcdHTt2zMqzR55++mkxDduwYYM9i2RwqpGpYALTO2/ePCqfMpW8tBh72rQZNHv2XCF1mS85rqBKLJJYNxwio6i4lJYsWWaVUSWC3wJME+3atXP8MAMemA85DvoxQlq/fqOVrwpPbulgvrg8cKWgYAw5gg4WAv71r3+lr7/+mj777DO677776MEHH6TNmzfz+zXCpUuX0mWXXUb16tWj5ORkQgP2Rmu8pGSCv7F83rwFVFo2RUlKa0vU1KnTqbKysravK/keQGfx4qVK0YZ/0A8//DCdf/754kMMiHP7m0C5vLx8Wreu5j9wpZgMgxhgAnhyBJ0FCxbQp59+Si+88IJYkYyvWfv27XOsnoUIcGrUqJEAnfvvv5/2798vynO+48saJM6dO1eMdDQg1RWJ0EdFxTSqrJwjyuuqH9At0z5pcrFyoNO5c2fxe0hJSSGiU370srJkHuxpGOkAdOy8cjnVQ6abeTxx4gSNHl1ggQ6nWzYdTnDDGOatt912m5i3YqRz5plnUlFREaERnS/IYO7c+VRSWq4zG360gyffSMcHOn6ZGj9MLipRCnQKCwsF4Lzxxhu1kir05LWRDkZ+9pEO+LRAJxxJZWZmUuPGjYWQATr169cX+7XwpQuV6nzNmTOPysordGahBu0AnVmzfMsfdNNPIHpVAp21a9cKU0Pbtm39VvXXUESIBAadQDyHeF25bEyvgo503FKMBYNPPvkkNWzY0AIdAM/PfvYz+umnn7QHHbbpeEXx0Ov0qTOs6ZVbPatajvWiCujgHy2Wl8h2nNrKDqADQ7JXLjvoMF9hj3Rg8zj33HPp0ksvpebNm9MFF1xArVq1ogYNGtC3334b9GsXN6pyiOmVF0c6bNNRWfbh0KYK6Hz44Yfin29GRkY45DuW5ZGOY6aGiVEDHexEf/bZZ2nRokX0v//7v9SmTRtat24dff755/TII4/Q9u3bNRRPNckGdKploXJMBdDJy8sTgPOvf/0rKqIyoFMlRh7O4hHItXDhQmtPFkCndevW1perlStX0u7du8Wb8ntR0UicKjGgEydBR9hMokEHpoRLLrmE7r33Xjp06FCE3PheN6DjQoz//Oc/6eabb7ZAx8UryhcxoKO8igSBiQQd2HE6dOggTAvLlkVvgaIBHRd9zz7ScfGK8kUM6CivIkFgIkGH7Tj4iosLo/pojOwN6LjoewCdW265RYx0oiF0F03GvIgBnZiLOCoNJAp0cnJyhB3n3XffjQofciUGdGRp2OIMMK+99pqw6TitXuYytleVfzSgo7yKBIGJAJ3ly5fTRRddRFiBb7fjRKO/G9Bx0ffkkY6L4loUMaCjhZoo3qADbwsAm4svvlisRwsmpdoCkAGdYFKtygPo3HrrrZ4yJM+fv5CmVEwTHNa287gQXVyLwAUEVlp76SouKaOlS5fHjaX33ntPrEXLz8+PWZtYvbtxY+BN1jFrOMKKA/1OorZOR6YPoHPjjTcShp0bN26sutdLcU7TJywqKqHR+YVa81CtC5/cx4wZR+PHT7R42rRpkxW3l1X1GS4jQBuHuSPzqKxsSlT44Do5lGWwbctWwgZOrLr/2wvP09bNW6LSptwGx0eMSBPbVfhZt9Der7A9BE7Jtm/fKcNGeHuv7IiGT+YtW15P8Ew3cmSeuHNzRhNu8ZybTyMVv0fl5gk/JoLm3Hzq3/9H6tW7H+XmjtKGh2AyBh99+/Sn5H4DBT/YySx0pCN/VX0MfatHz140cODgqPUv1j/CUSMLxJ03egx9360HNW58LrVr9yvKzR4pnIeh/aj2jyq+vuvag4YNTdW+31myHJkvfks4V4+xA2HY2yBkyGJD8oF9PrcWvjz4p/H3USO/o16c6fXRvHDhYpo6bYZ6ZEZA0YwZswjbV/wv5ts/Vc0nppVDEltVli9fGRNy+QdCp4ke/c0jYjPnqlWr8BiDvu3rd6i5sHAsbdq0pYqn6vSqBO2CE8eO05iCsbR1S5RHOliRvO/AfmutAjaZ+26sXahewwBFqngDH310+eiGIRlOvHSg3a082bVFdXlf/61+VlM31fSxjnw/e+iG/elUl4mcB0gF9fH11jtvU716DWjkyJGcJIBHPiQl8var2/T3p+Prj5HXH7lcgtEgy4zLcdqxE8cJo0X71qiIRjr89cp/pGPpR5OI/38UGFzhrtRLl+zaQn++fPqK5dcr/HjS0tKofr169NFHH1kiQzqdPmk9RzsCQ7KXPAdipFMwutBy4sXyigh0YNPhvVdCIdLqTH7mhlQNeUTD9PEnc13oZ7qDhfJIB+X4n7kOPDKNHDKf0XJXKtfLcbjihfcEuKw4evQoNxmTEG1yu/zJnJ85jEnDMa4UtMfs65VZkRxj7UWhergrZSdeUahOiSomFxfFxHMgDiW4++67hR0HX1/ieTHocJs6gw54YNDZutXf80REIx2eXrF/ZBaWziGPdHTmwU47j3Ts6To/x2p6haOX8Hm8oKAg7uKxg07cCYhygww6jo7Za9uWAZ3aSi6+79Vl0JFHC3LcSQOw4wBwOnXq5JQd8zQDOi5EbEDHhZAUKFKXQccu/kDAA6d0zZo1E3acYGe92euL5rMBHRfSNKDjQkgKFDGgE1wJMA/84he/oKuvvpribceRKTOgI0sjQNyATgDBKJZsQKd6LYzTSAeLXOHje/z48QnVnAEdF+I3oONCSAoUMaATWAnDhg0Tdhz4+E70ZUDHhQYM6LgQkgJFDOg4KwEn2+Jkk8cee0x83nUuFb9UAzouZG1Ax4WQFChiQMdfCZhisR3nqquuEjvXnaZd/m/F/smAjgsZexV0sPfKS5cT6KjwIwtHxnZ6w1mnY38X7aLv4mTaRNtxZBl4bRuEWacjazdIvE4tDqze2xhEIgnOAo1MJ4dUveHTDXV20Bk4cKAAnC+//DLg6/Z3AhaMYoYXRzr5+YXCn44sz4hXJPPeqyjKPqFVwbVFxdTpCaUh2o37XFvMj3a1Ca2vpLScauPaYt68edS0aVNxYKTMAH4U8g9DzotXHD/QzZu3xqu5mLdz4sQJKigYE/6Gz2CKEE68rruBCgrHEjbgwd0Ahr245TinqRgWF5cSvAXyPXz4CBrw4yCCO8xJk0stflSk3Q1N4GvQoCE0dFgKgVfoBWm+d8u040/oq7iUkvv/SKmp6SHpF7xOLqaSkjKaMGEStW59G5133vkEL32oi2XI/ZVDTo99WK2Dnkl9KTtnpEVT7NvmfhCbcOKkIkpOHkBw4iVfIUc6oUDnhhtuoJkzK2nJkiViA97ixUu1DvHfJjMrR/jfXbxouda8sC5yckYS7AVLliwTN6frxN8iqV8tW7ZCeKscO3a8K/2Ab4yKHn74ETrjjDMpOzuXVqz4ydW7lqyk9mORBn/PgwYOo+Kicn8dxbjdWPDCdWLWMGxYCu3YsUPGnMg8B8IYZ59eBQMpv5YVfViwYJHlmF1REsMmS55eyfqR42FXGucXZFoRx0gU4OP2Gj58uFiP8/XXX7uaRsntuW2jNuXkdvAPD36GvXCBLxiSazW9CiYAr369KiuvCMa2dnlwbVFZOUfQzbZYDrVjpopgTD3wH9XNBVetjRs3pt///vcEO4OqlxcNyRhhy7vMAUYhp1fBFGRAJ5h01Mlz+mSuDnW1o8Qt6MCegGOSrrnmGuVHEeaTuYu+YEDHhZAUKFJXQEeeqrDYn3/+eTrjjDOotLSUk0ToVNavQAIe6sJIB2I1Ix1b56pT63RsvOv0KI90AgFIv379xHqc7777zmItUFmrQAIjBnRcCN+MdFwISYEidXGkM3PmTDrnnHPoT3/6E52Sj2+Q9KEaANUp0Kmt8A3oSD1Y4WhdAB25D8OOA9/dLVu2pK1bt7r6WqWC+gzouNCCAR0XQlKgSF0AHYgZwIMbdpyGDRtSeXm5AtJ3T0KdAh33YvEvaUDHXx6qPtUV0IH8+/TpI9bjdOvWzRrh8CiIQ1X1ZEDHhWYM6LgQkgJF6groTJ06lc466yx65pln6OTJ2B2KFyuV1lnQwX8DnGr4/fff05EjR4LK14BOUPEok1kXQAdL7Vu1akXYlrNzp//Z2cooIgQhdRZ0Bg8eLE43/OMf/0iHDh1yFBMPU70IOjhW2Msrkh0VqmFiUVH1YXvoj88995wY5UybNk1Dbnwk5+Xl0bp167Sl3044Vn9ja4e8Ihll/NbpLFy4kO6//3566aWX6L//+79rgA6DDV5EXAYdPPNtb1z1Z+YL4bx5C2iKB88y520QqusiGH2sJ5SBjlauXCWKJyUlCTtOz549Ldc7wepRNQ8jnbVr16tKXth0VTvx2ub3rgU6mEr99re/pSFDhoip1bPPPks4YhWXrGz5GaBz88030v79e6VKccC975B7KVGbqPcXB8q6keOKqkjeJFYVx6ZIOFIfPGQYTZw8iRo1aiRGOj4ONOApgKgBOuvXbwyQq0Oyv+wBOvl5/nuvwEU9BpRPP/1UjG4OHz5M2Ikrg44Tu3iPRzoHDhywipw6TYQbl9xfrAKKRU7baJ07f574L4pkHeh3I85p02bQ7NlziXl1845KZVgPCEtKSgh+jevVayDuRo3OpDZt2gg7Dvokl1WJ/lC0MM2j8vJp3boNggfBi64Kq2IYoJMnNnw6jHSwLwWHxq9Zs0aMarp27Up//vOfrZFOIKH5Rjqtafv27cLojNHSsaOH6diRo+KZQ6Srfh89coiOHj1KlTPn0uSiMjp+9JjyNLuRKU6rLC0tJwAP4keq+ASviLupI9Fljh4+QvhneHD/Abr7nl+JqVT9+vVECPB566236OTxE0J/Rw4fFDwJferE35FjNDJnlJgyHj+m/u9F7hO+vgSa/fvTvn37KG/k6Jo2HQDGPffcQ9ingjgs/507d6annnpKeMkHWtkvHh117NiRmre4hgYOGkKpaVniHpGeRbhT0zL8njldtdBHZ4agOS09k5L69KXuPZIoNSOTRqRminTVaA6HnrTMLOqe1IeS+vQTPAm+hI7As4/vcOqLd1n0K7SZkZFFyT8OpPPOO88CG5w7jvvOO+8UjtdwFrmgLzWdUjOyRR+MN73htsf8paenU5dvvxdeK319L12L309KGn4jvn7ki2cRh8NT06hnUm/avXu3H4TUGzt2rBiu3n777cT3FVdcQeeffz7dcccdNGfOHLF3hYFGfhvuSm++ubWoFOAEazX+44jw5EkRIq7DffLEMbG2Y07lXMJpEDrQ7JZGGF3h3RFrV/AOh27fT2Q50OrrU6cII5772t8vNnEy4GCk81Gn/yd4OnnyNEGPgseqfphI2t22Df6OHz9Jo3LzaM3qDdZvyO376pTzyR70QG/4+g13HVu3bhewwRhSD8ZiTKtWrFgh7pUrV9J//vMfYVTG1ywMawNdbNPBGUK4uNJA5XVIh+Pusil6LZ8PJVes04FNR7500ZWdzsLCwqqRjm+U06FDB9q2zd9mIPOpU1x/Q7K/tDEQsTvxQgnr65VcvEuXLmJ3Ln+9kvPkuB105Dxd497/eqWrZkj898R6HIzC33zrHeF/F7YFr1x1bnGg/B8FUypMuzBMCnYZ0AkmHXXyvLIiGavkMa0aOnQozZw121qnY5e03JfteSo/1znQgTJYWRyGUpABnVASUiPfC6BTXFwsdo7/7W9/E0LFkUdufSSroYXQVNRJ0IFY3AIOyhrQCd2RVCihO+hs2bJF+DiGr2N8CUEflT0HsoyRHk7/5fdUCess6EABbhVnQEeV7hqcDtVBJ1h/wxQfpzjgNIfZs2dbjAYCHauAhpE6DTpu9WVAx62kEltOddAJJh2sjocdB+eP8wWQcgIdztc1NKDjQnMGdFwISYEiuoLO5MmTqUGDBvSPf/yjhhSNTaeGSJRLCOuTuVvqDei4lVRiy+kIOtjU2bx5c7rtttto7155Q7FPlmakk9g+5ab1mIDOa6+9Jhxgyxs+3RCjchmzTifx2sEeMbbjYPmG02VAx0kqaqUBdEL60wmXZOeRjv/29nDrjHd52YiJOIOOnB5vmqLZHvjASMe+IjmabUS7ri+++IKwoVO248htgCcvgQ73Ndh09HZtIWuJxFnmjtsg/IuF92QHHRZeeLWoVRqeA8uNE6+EKWX8+PFibxX6VrDLK6Aj/2a8Bjr48oiRzvbtPvexzKvjNohgypbz0DFat25NvPcKeVyxXE6XOGj32kgHzo2mVUwn4TmQHR0pqqcNGzbQVVf9XOwah1uEQBf0xKCjc3+z8+e1r1eYJssjHeY3YtDBoWYy6HDFuoYAHa+NdOBLp7KyUmmV4L8iPFfCdcWCBQtC0sqgYy+oKwiBbvxAvemudIefmiICHbi2sI90/GrX7AGKX7BgEU2p0Ne5t5PIZ8yYJUZwKv8g4X4Un8czMzOdWKiRhk/my5at0HpkbWcKU5GNGzfbk7V9hiG5oGBMTSdekXAE0MGRH7NmzaIlS5aJvTAIdbuxh4dphuIzs3Jo6dLlVhrn6Rrm5IwkDN3xI5V5leOJ4g3O1TMyMoQd59FHHxU0uqEFDtfGjZugvY5kHcAZXklJGS3W+Lck627hwsWUkpJKO3bs8oOZiEc6OC8aP9TJk4ute9KkIisupysfLyqhYcNHCO9tGL4rT68k84C0FpUIz45Dh6UIO0iRYnwNGTKMmjZtJhzIjR8/kZi+YH0IZfolD6C0tAztdcT8YuSW1KsPZeeM1J4n9EXoD3dy8gDatWtP9EDH/vXKr2ZNH4DOFVOna0q9M9nwGghblYoX1uNceOGFBIdx4VzFJWViVBTOO6qX9eL0yrUTL7fK8QLo2O0c/PXKrQx0KKfqiuSPP/5Y7KtKTU0NW4yBDMlhV6TQC177ehWTFcleAB17nzOgY5dIZM8M6nKIeEFBgQCcN954QzTA+W5b8zrohCsPt3KLZzkDOi6ljRM+vXassLwiOZGdmduGT+7LLrtMHHsUyiVuILXBBgKjpZcuM9JxoU0z0nEhJAWK+NbpOO9hihd5DDg4I+mhhx4Sfo6XLFni2DyXdcysSvTqSIe3QbiRQTD5qJBnRjouteDF6VVFxTTfimSXMohlsU6dOolpFc6oiuTyKujghE+vXAZ0XGrSi9MrFUY6EP/IkSMF4LzzzjsutRG4mAGdwLJRJceAjktNeHGko8LXq59++okuvvhiuv/++8UhbC7VEbCYV0GHp1cBGdcow4COS2V5EXQwvZo1q9q/sEtRRFRMtknAjvPAAw8I0MGhjtG4vAg6o0aNNnuvQnUOY0gOJSE18jHSiQfoyEAjc44TY+HnODs7W06OKO5F0DFfr1x0CQM6LoSkQBH79CoQOMSC1NzcXAE47733XlSrrwugE089RVU5VZWZ6ZVLqXpxemUHHZeiiLjYqlWr6JJLLqH27dtHxY4jE1QXQEfmV8e4AR2XWjOg41JQIYodOnSI7r333hp2nGj99zagE0IBCmQb0HGpBAM6LgXlUEwGlHfffVdMq0aNGuVQMvIkAzqRyzDWNRjQcSlhs07HpaACFAPwwBEXDMcffPBBgFKRJwN0vLgNwnwyD9E3vGhI9iroxOs0iOXLl9NFF11Ev/71rwkuSGN1Ye8VHK156YIbCAM6ITQKz4EtWrSkESPSKDd3lPb3yJF51D95EPXq3Y8Q9wpPfXon0w99B0SFJ8jFLhuRNmo0ZWXnCmdcOHc8Kak3jcrLj4kM0V6Pnn1oQP/BMak/EXrHGp2u3/WgIUNH1JBvIuipTZv2fgGPlb17942uEy+ATqtWrWj16tW0Y8cO2r59u7i3bdtmxTlN1VCmG/HS0nIaM3a8Hz+q0u6GLvDEHvlQXubXzftuy8A73Asv/F1Mq7Kysmj37r0x6wPgYXR+oTjPy05frPiztxPt5507d1JGRhbNm78wZjqKNs32+uyy37x5M2VmZkffR7IXHLPLBtD58xd68jQInl7JvIYYyFrZbt7Bwr9Y2XG4fQ5BWKDpFcrI5SwmNIhgerVhwyYNKHVHYkwNyV45Vhid1Ytfr7ANAqBz+rS7zhJuKbioaNasmbDjYMtDPH70Xvx6BdDBLvN4yC9cHdemPJ97tW1b9RE04C0ix+xOhmQWGIe1ITaR78igoysPdvlFaxuEkzzghKtdu3Z0+WWXE5xz+V3S4X5+6bV8kNsPBDpymVo2E9fXZHph19HNkAz67TcLEB8SjI9klkaQEMcKw3Og3BmCFNcii1ckx4InuButX7++cD8aD2EwD4FAJx40xKoNs/fKhWSdRjr8GncOftYllEc6utAcik4GnVDl3OazbuFQHXaczp07V716ym0VtSrH7eJlr4KObiOdYIqMiU3ntddeIy8eK+w1H8mx8By4ePFiYcd5+OGHCXN3+yUDhD0vGs9eBR3jOdChd8idKdhIx+FVLZLMSCe0mvDhoG3btnT55ZfT2rVra7wg95EamVFKMKATJUHGsJqYjHQM6MRQY1GsOtrTK4xwYccpLCyMIpXhVWVAJzx5JaK0AR2XUjcjncCCwghmyJAhwo7zxRdfBC4YhxwDOnEQcoRNGNBxKUADOs6CAuAsWLCAmjZtSo899pjYV+U0jXJKc64xslQDOpHJLx5vBwUdOFvCfy6cRwTH2X/7299o1qxZdOpU8K8RZnoVD9VF3kak0ysAyf79++mOO+6gq6++mjZu3Bg5URHWYEAnQgHG4fWgoPPhhx/Ss88+S/gEiuNen3/+ebr22msJTrSDAY8BnThoLgpNRAo6IIHtOBMmTPCjSB7ZyHG/QjF4MKATA6FGucqgoGP/5HnkyBG64YYbCAeinTx5MiApBnQCikapjEhAB0ACOw4Mx59//rkyfBnQUUYVAQkJCjr2t7BrHMPooqKioD5RDOjYJafmcySgM3fuXDr33HPp8ccfJ3QiVS4DOqpoIjAdAUGHh8QbNmyg/Px8GjhwIGHB10cffVTDmTaX5WYAOrzL3J7HZXQL583zbYMA3V7hqXrDZ3g7Pvfs2UO33XabmGpv2bIlQar0tyuyTgA6XvMcKDvxYj4TJPSoNBsQdLj2sWPH0iOPPEJt2rQRU6vevXsTdgwHu+BP56abbqJNmzbRnj37tLzh96Wa9j1UMWUGjZ8wSUrTky+Zp8mTi6m8vEL4uEG6P892/vbQ3r17CQsA//73v9MZZ5xJ8HO8f//BhMgkEK0FhWNp5szKhNBULVu77Gr3vHfvfqGTzIxcWrxouSd4gt7gIyg7O5e2b9/pByPWLnNGVuwMxZer6667jpKTk4MOqV9//XXxX3DwkGGUnp5O6emZGt8++vv0+YG6de+tMR81ddCzZy/q1auP4AmOolhPaWkZVhxpeMYND4DPP/+isOP8/e8vUXZOnl85fj+R4ffdelDfH5KVo6s2MmE9fPP19/TjgCFa8yT3rxGpmZTUs68AVBl1BOgw4HAGnl9++WV64YUXCEblQBdPrw4e2BeoiHbp8+ctpilTK7SjOxjB06fPFH6CgpWR8xYvXETNzmtGTz75pG+KGd6sTK4qqnG5nxaXlNGyZdE5ojiqREZQWX5+IW3cuDmCGtR69eTxE8JkI/vTAYX18EncDiy8t+azzz6rkSezxYbkffsPWj415Hwd4tUd2Wc7gOG0rHwaEfnbEnTgJRCNMCS7OVYYsoAdp/WtbejnzVvQ1q1bfXqV7Fs+ecVTNv5tsb5g01m4aEkglrVM19W1BesEv5nqONHR48dodN6Ymu5KATDPPPOMWKfTqVMnwvGvv/zlL+mee+4RTpnkSuya5F3mB/bvtWdp+4wVyaXlZdrS70R4OF+vYMdpeEZ9KimeLFXl/8OXMhIWNV+vEiZ61w2fOHacMHqrMdIBqMycOZO6dOlCHTt2pHfeeYeGDRsm/uOFqh2GZK+4tmBw9W2DwEjHO5fbkU7fvn3Fvqpvv/3WYp7lYiUoEgHoLFq8VBFqokMGRjpe8qdz4sQpd54Dw+lkbNPBaMkrV13dezVjxgw6++yz6emnnxar0MPpB4nQ/eTiIlrsQdAx/nRC9Ca26WBfjleuugY6AJddu3bRzTffTC1btiQcH6TDZaZX6msp5Dqd2rBgQKc2UovvOwCVUDYdbPBt2LAhlZWV+RkCVR7tGNCJbz+qTcCPtNgAACAASURBVGsGdFxKra6NdNiO0717d5cSUqOYAR019BCMCgM6waQj5dUl0IEd55xzztHGjiOpybOO2Y1NR9ayQ9xMrxyEomCS0/QKR8LiSGid7DiyaM1IR5aGmnEz0nGpl7ow0sGC0Oeee44aNWpE06ZVLw9gGw6HLkWWkGIGdBIi9rAaNaDjUlx1AXR69uwp1uMkJSX5GY5dikiJYgZ0lFBDUCIM6AQVT3Wm10GnoqKCzjrrLPrLX/6iLeBAWwZ0qvusqjEDOi41Y4GOIpscXZIdtBhsOvPnLxSrzOE9ALYcuB3Q8eKpn1dBx0srkmMGOuzES8cO7ESzBTrY5OhUQMO0adNmiF3m8H191tn+dhwN2REkexV0vP71Cv80LH86tel8XtwGsXDhQqqYNrU24lD2nQXzlwj/OGeeeSb9+GN/iU71NnJKxAWNlpSWe9K1xaZNifLQGFTctcrESAcbPrdu3e73fsSgc/31raikpEy4Tpg5azbJ94yZlX7Pcp4q8VmVc4jphPsHeDpLGZFGlZVzlKcdMgTt4MFJnkjHyK1Hj25iX9V997WnOXPmBSzvVIdqadAL7mHDR9CoUaMd+VaNZjf0gKfk5AE0Zsw467cUSK9u6otXGf7t2NsD7VOnzaAhg1P8pvJRGelcd90NVFxcSjNmzKJp02dqeU+voh08ZGZmiw6tMz+sB3QI/Kc5//zzqU2bO6isbIr4kaIzcBndQjgkg27grTInZ6S2fNjlDter/fr1p8LCsVr9loL1pfIpU2nwoOF+oIMhT8QjHbtNhw19fuMpjR5wiqWXpld//etfxSgHPrDlS3c9eWV6JesB/yB0n17J/GB6BRCt4U9H7ojhxr24InnevAVUVu5zV6qjIVlWeteuXcV6nJdffpWWLF6h9Sdye980hmS7RNR7BujAR1BcQEfu+OqJIjhFsHkI0NERcSTWSktLxc5x/GPA0H327LlSrr5R7lsGdNTXYcw+mXvFcyCrUP5kzmm6hTijqkWLFuJMMjhYA+jAUOmly4CO+to0oONSR7qDDo4Q+t3vfkeNGzcWRwmBbacNny7FoWwxAzrKqsYizICOJYrgEd1B5//+7//EeVWDBg2yGDWgY4lC6Yiup0EEEqoBnUCSsaXrDDqTJ0+uMhy/7McVjhW2T6/YNuJXUKMHM9JRX1kGdFzqSDfQYfDA0c5XX3013X777eJYYE4H29gGYQcdl+JQtpgBHWVVYxFmQMcSRfCIbqADbtiO06RJE8JhgfYLIx03h+3Z31P52YCOytrx0WZAx6WOdASdr776SkyrZDuOPNKBTceAjssOkMBixqbjQvheXByoG+hMmDBBGI5x9nygK5AhWQamQO+qmm5GOqpqppqumI107NsgqpvULHbKtxpQZdCxg8T69evpiiuuoLvuuov27dsXUOBOhuSAhRXNsPPuddCx86uoWoKSFTPQMYsDg8o9qpncERFCoY888gg1bdqU4I4j2BVopBPsHRXz5EXiAnQWLVeRzFrThF3zsj8dmd9aV5rAF+MCOvgxyD8M8MtpqoZCJ6d8dJ+i0zRvznyxDQJxFWiu9iQG3zc+/zeg67NPPqV69RrQ8OHD/boV8vjiuAw6nCaHiKt++/Tk4wy0TppcXOMsc5kHlJSfVY0LjqpUNnp0ge8sczxX3arSzXT5NFL9F+l8HTt2jPLzCqLvTwcjHfksc5YXGq5unslQL5TpBXWYXpWWTVGGUJahCKsexo8fT/Xq16OOHTu6orNi6nSaPUv/bRCnq0AXTHt1pAN3pX46d6XhxBWSaeU4U4ORzqi8whpHVUfs2gJnYMOegGNNcJ8+WXXjv+dJXxrnqRgyvYL206eFkyts+Dx1iiyeEkk3y5BOnxQjnbVr19KVV15Jd/3iTsIZ8kw3/+fhkGnGP55pFdOF4y46dVqUt4dcVsUQtProJSECwe/JUwJ0Fi1aIkYzTnRDDk7pqqbhh4qRztq166v4xe9IjT4YTGbcl9BPEZflziOd7dt2Mw6JMGLQ+XnzFjRo8FDKyMym9IwsSs/KFjeeRVrVM6erFlp0ZmRRRkYW9e6TTN269xLOvGR+EkY36KqSZWpqOt35y7uEf5yvv+kqnFilZfpkjpBvmVbw1KNXb+rdu69VD/gSupH0Jb+jUtzqQ4LWTKEjpHXr3pN+6DtA8KwSveHSIvRXpY+vv/meBgwa6uNJA90IXkFnhq/vyc/QUWpaBvVM6ku7d+8WYATEAShFDDo33XSLmLPt33+QDhw4RAf3HxIh4pyGuA436J0+rZImTioR9KpAv0+eB+jo4SP07rvvivU4w4al0NHDxxxlyjQj9MUPCHeyUyqmOZbXQS9Wn9p3kPZX9aWx4yYIdx060B+KRujp4MHDwlXu8mWrlOl7oei257OeuA/u3btf/GPcvt3/5JGIQccTX694MnraZ9OZMkU9x+yFhYViPc7bb79t/dfwG7PaHvAfhS/ZkMxpuoUyP6C9qLiUFi9eqhsbjvSCN9yWIdmxlH6JsOkUFIyJjxMv/cRTTbGK63Rgx/nZz35Gd999Nx08eLCaWJcxL4COnVWvr9Ox86vjc1w+mesoGDvNKoCO/F8dxriHHnqILrjgAlq6tHb/2Q3o2LWs5rPZBuFCL2YbhAshRVikU6dOwo6Tnp5e65oM6NRadHF90YCOC3Eb0HEhpAiKjB492rLjoBqe+3OV8oiI05xCAzpOUlEvzYCOC50Y0HEhpDCLMJCsWLGCLr30UvrVr34l7DicHmZ1orgBndpILf7vGNBxIXMDOi6EVIsihw4dovbt29OFF15Iy5Ytq0UN/q8Y0PGXh6pPBnRcaMaAjgshhVkEI5r33ntP2HFycnLE25GMclCBAZ0wlZCg4gZ0XAjegI4LIYVRBOCSm5srAAfAE+gKF4QM6ASSpFrpBnQc9CF3dsQZdOQNnw6vaZWUyE/mK1eupIsuukhMrQ4fPhw1uRnQiZooY1pRnQIdgMbQoUPp6aefFj5asOp13bp1IVe+AnSw4RMbD3HJoBRT7cSgcqYdJ3zi4Pd4X0eOHKH777+fLr74QgL4RPMKBDrMczTbin5d1S495Lq9vjhQD93IGqkZty8OZJ7ENohvv/2W7rvvPurVqxeNGDFCAM8999xDmzdvrlmTlMIjHQYdKUvbqHyWeTyZeP/998W0CtOraF+BQCfa7cSzPoAOzmf30oWRDlxbeOXCgQHY2sFnmVugg8iuXbtIHs5v27ZNHGcyduxYOnkSLhWcLwadYK4ynd9UMxWy4LPMWUCRUmqvx/6M+rHwr379+vTBBx9E2pzj+wAdPssc7fPtWFixRGwhs9OLZ99IZ7Hj6Br5Ol7y9EonHmRa5bh9pMM6qbHhEy8BRK677jqC0283oGNGOixOd6GsGHwSxxaHDh060NGjR91VEGYpgM6sWbPCfEvt4l6cXrG7Url/qK2F4NS5Ah1mFvYdHNq2devWoLX+85//JDhm98JIh3nH9ApuIKL5z5LrtgsT63Huvfde4ZQLh+XxFag854cb4rA9jOC8dBWXlNGSJUs8wxJ0jqnIhg3V/UB35gA6rnaZw8l3q1atKDU1VRziFoxxuMu84YYbaenS5UJYEJhuN+bQTPPGjZtp8uRiyhtdQIjj5rxoh5s3b6W33nqHGjZsSP369SM8y23IdMnp4cbBQ2HhWJowYZLFT7TqDpeWaJUHTzm5o6isbIrFU7TqTlQ9mzZtoZSUVHESa6JoiHa7a9aso/T0TArqTwcuFO644w7q0qWLq6E+QOeaFi0pKzuXRucXan8XFI6lAT8Oor4/JBPi0eQpv2CMVd/4CZPo9TfeovoNGtLfX/oH4VnOl+OR0gA+fujXn/oPGEiFY8ZZNERabyLfB09JffoJj5WIR1NeieILfMAbYsqINE/wAznin3ffvv1o1649fmMXy6aDT+Tt2rWjL774IiDgYAgoD/3ZkOwlm86CBYsIjsxxybz6SS3Ch9WrV9Pll19ODz74oDhKhquLVXvTp88UDudjyRPzEK8Q06tly7z19So/v1CM3OIlw1i3E9Sms2bNGnrggQeoa9euAQHHiUAvgk4sFwcCVLAmCs644JQL4CMDjRx3kndt02DT4a9Xta1Dtfe8aEiWv16pJu/a0BMQdOAkCl9O8AXltddeIxiHEb766qvUv39/Qn6gyyugI//Y+ZN5IJ5rm85tvPnmm2I9DtyPxuvCCZ+6nmXOcrPLyuugE4hvuxxUfg4IOsgYPHgwYYHg559/bt2ffvopZWdn+w3/7Qx6BXRkvmI50klJSRGA07lzZ7lJv9GOX0aUHry6ONArPpJZzXVmpMMM1yY0oONeaosWLaJmzZrRb37zm6CjR/c1ui+J6VVlpf6H7ckce3WkwyuSPT3SkRUZbtyAjjuJwY7Ttm1bYTyGwZ6veHUsM9JhiasdmpGOC/0Y0HEhJCJ64403xLQK20pwxQtsmDoDOiwJtUMDOi70Y0AntJCwurtevXpkt+OEfjN6JQzoRE+WsawJoMPTq1i2E6+6AxqSIyHAgE5g6WE0M2/ePDr33HPpscceswzy8R7lgEIDOoH1pFKOGem40IYXQSdari2wHw3715o3b04bNybWXQFAx6zTcdGhE1zEgI4LBXgRdKL1yfyVV16hM844gyZPniwkmYgRDqvQjHRYEmqHBnRc6MeAjr+QGFiGDBki/ON8+eWXcTca+1Pke/Iq6CxZEvlJGU7ySlSaAR0Xkvci6EQ6vYIdp0mTJvT444+H3KXvQsRRKWK2QURFjDGvxICOCxF7EXQimV7t2bOH2rRpI+w4sn8cF6KMaREvjHR4FMmC8uriwHXrNjCL2ofm61UAFdo7cySg8+KLLwo7zsSJEwO0lphkL4COXXIGdOwSUe/ZgI5LnSxcuNhybeHyFVEMm2OxHicpKcmVHccOduG0FW7ZGTNmWa4twn1XtfIsN7i2WL48uqdmJJpXeNmDgzKvXDEBHexIv/ba6ygnZySNHTuexowZZ932ZzlP1ThoHjRoCCX3/5HGjZtg8QJ64X3Pie5Jk4po4MDB1LhxY7r11jaijEq8g5bkfgMFjYirRJuTPEOlgX7opk/f/jR06HBHnYSqQ6V87lfgqXu3XpSelq2tjuS+hTh4C+rEqzboCtBp1eomwuhg9eq1BPeEfONZlxs0M/0Txo2nkaMKCD6GmH45n+OcB1cYV155JbVo0YIWLFhAa9eut97jMokNVwvfu/ihOfGUWNpC9xGWtxyCD3irhGtZ1ekPRV81X2to2LAUgtEf73B6qPdVyrfTvGLFT5SWlhHcXWm4wAPQufXWWy3H7Dz05TDc+hJZXhxacppo/vyFVFFRQXyISShesB6nUaNGVFxcnEjyg7YNz4HedMzurU/msufAUP0uqMIVycT0CjzxuVdMluWulBPCCfnrFXZRe0FI4H3enLlUUj7FlRiSk5OFHQceF1W+vGZIRl+DIdlL63TAk/lk7uJXBNCRj6DREXhAs+/2MYx1OuXl5WKkw3ksCpm/GTNm0Nlnn01PPfWUWI/DedE8uobbjTSUQaeaTh7LRVp77N9nmtESx4uKS8krTryYJ4AOpucyn7GXbmQtgHa+7XTHxJAsj3SYdBYgP+sW4pN5aVnws8x37txJN954I11//fW0ZcuWGiyqJgMZdGoQq2mClz+Zq9Z/atNFwENMQUc+DQKN6Sy0QOt0mCeE//M//0NnnnmmGBGxQjifn4lOVUcTHAPoyBs+a9KaYAKDNH/6NI61hiz95ekV0JF1oeP0Sqaf1chpMuhwGsKIbDpw4H7LLbeQDDrcsF5hdYcOBDrMT+/evYUdp3v37pykdAgle3Wks2iRd074RCfCscLGn06InxNPr3QHHUZhsBsIdFBm+vTp4kvVs88+G/SM9xBii3u2V0HHKzYd7hA6jnSYdqdQHunI+RGNdLwCOrJAADrlU2radGQ7zrZt2+RXlI8b0FFeRYJAAzou9ORF0MHXq9Iy/0/mGOX85S9/EeeOT5kyRTublQEdF51ZgSIGdFwowYugg0V0PNLhaVePHj2EHadXr14upKJeEQM66unEiSIDOk5SsaV5DXQAMliRLI90sGYHX6rwxerUqWqDs00USj8a0FFaPRZxBnQsUQSOeA10wKls09m+fTtdd9111KpVK9qxY0dgQSieY0BHcQVVkWdAx4WevAA6PIUCu4jji8jMWbMF988884z4WoWvVjpfBnT00J4BHRd68gLoyGzu2rWLunXrQd92/Z6++eYbYcfp06ePXETLuAEdPdRmQMeFnrwEOitWrBD7yOCIC3f9+vXpueeecyEF9Yt40Ucy9l55acMnehFAx0uLA0+cOBGbXeY333wzYQ3LsWPHqu4jdPToUemZ01UOjwhDMQNOg3r1BfA8/fTTdPzoMXFX86cyH860wRgO74FHjx62dAR+dNETFpnZ5T9h4mRh9Len6/w8KjePVq1cLXjVRTf+/eiIH+3wPgEglV1bwIQR1uJA2f4BZH799depZcvrqf+AgZSSkkrDh4+glOHp4ub48GFppPQ9fISgu2XLlgJoGHgQXnHFFTRo8HAanlLF07C0av6q4krzBtkPH0Hdvk+iHt17++mF9aUD/YJG9K2UVKufdf2uG/VK+kHtvuWi74/A76WKr//r8g31Sx7g+x0hzcX7KuhP9CUbrcCBYcNHUI+evWjXrj1iOsD4ERbo2CcSPL3at2ev2BZw8uRJOnnyOJ06dUJ6Rpq6Nz6D43711VepPqZW9etZ4TPP/JlOnzwlbvCAcnKoMl9MG2iGU7JZM+dW6QY8HFdaJ0w7hz65o19V0z5pcjFh7xWX0T3Eb2b0qHxau3qdVvqRfxP23/2xI0cFT1Ed6Vigc2C/HY+0e85MzxAjnQb1zhDAc9utt9GyZT7PdPp4nnEW+9SKmVRZOcc5U9NUL/nTYRV4zZB87MRxGmWbXoHXkCMdHhKxYOSQQefAPh/ooGyw8vK7KsXhE+faa6+ltm3bEnaR9+zZk3CGFS6ZHzmuEv2haBFfr2bN8yumCy9MZ3UIVxckPAd6a8PnKTEq2LAO597rtwjVp59T4vfCujpx7Djl5xVEZtPx67VExKDjtMucG7a/o9ozhuV/+MOfqEmTc2jhwoX000+rafqMWYJM8KALH8HkCtCR/ekEK6tLntfclULuXhvp8C7zrVu3+3WrkCMdv9JVD/xDhGN2uz8dznN6T8W0Ll26iGkVzq3CZXdtoRs/TjLmdTpe4IX586YTrzxat24ds6j1Pzz0NQYd2aYD5moFOiyVYCMdLqNyiJM4sR7npZdessiUQccrP1IGHYtJD0S8AjqyKrw60qkBOk4/LKc0WTgc1xV0wN/GjRvp6quvpjvuuMPP86EMOsyn7qEBHT00WGdAJxJ16Ao6GPY98cQT1KRJE5o3z9/AyqDjFngjkV+83jWgEy9JR9ZOnQOd2vzIdAQd8Pnll18KO86QIUNq9BIGnRoZGicY0NFDeXUOdGqjFp1Ah0F10qRJ1KBBA7EYkHnmPDwb0GGpqB0am47a+gF1xpBMRBs2bKCrrrpK2HH27dvnqDUDOo5iUS7RgI5yKqlBkCvQ2bx5M3Xq1IlmzpwplpfXqMWWoNNIBxvTHn30UWratCnNnz/fxkn1I0BH9hxYnaNvzEyv9NBdnZteYSfyr371KzrrrLNo6NCh4qjcUKrSCXQ++eQT8Xk8JSUlKFtmpBNUPMpkmpGOMqoISEjQkc6aNWsE4AwcOJD+67/+i4YNGybmYwFrq8rQBXTGjh0rDMcdO3YMxZJnbTqzqrwhyvarkMJQsADT70XQGT26gNat26Cg1GtHkgw6rDfUJBYHYurBZ3I/+OCDngIdrPCEi4o777yT4N9DZt5JlDiCpqy8wilL27SKimlUWVmpLf1OhHsRdLw8vZJ/d34rkrFNPVzQad26tbW4Tq7YqaPEOw1ICzvOhRdeSD/99FON5p3oXbBgEU2pmFajrM4J8PGMaaOOGwlZ7qwrDotLymjZshWc7YkwP7+QNm3a4gleoCf8/sBTjRXJMocMOrDp4AVcrGS5HMex9wonJWAz4dKly8UNF5KII+Q458UitLfhe15Kq1atoQ8//JAaNjyLPvnkM7GR04kmTkOITlxQMIayc0aK+NIlKy2+YkF7POoETznZeTR69GgfT9CTpnz5dLtc8JGWnknjx0/00w/rMh5yjXYb0NOggcOotKTCj6dotxOL+lgvct1Ig78jOPjCqSryVWOk06FDB7/pVSjQadHyWsobXUBwqoR74qQicXOc0+MSTioSNJSWltMHH3aiMxqeRX/96/NUVjZFpE92oJHpAt2IDx2WIjwhYvg+cVKJSOMyuoYDBw2hoUNG0OTiIpo8qdRPR7rwxPqBDqGb5P4/UmpahtAP9zl7qANvFl9FJZTUsy9lZY8i8MjpOvEg0wr6x0+YRP369ScceCBfAnQYWBDy9Ap2nlAXDMny9Arlua5Q78YyH5/+mzdvTnfffTcdPnzYakqmTY5bBYgI06uKqXofOSPzg/jMmZU0d67vWB17nq7PJaXlYsSjK/1Mt9wPMRXZvHmryJLTuaxuIWZLhYVjiV1bME81RjoMOjy9Csaoil+vjh49ThitnX/++ZbnPz8e2A0gQo5LBcwnc0kYCkfxXxVDeC9dXjUkb9++01ITgKcG6Nx77700aNAgy6ZjlXaIqAg6H3zwgfg8np6e7kBx6CQvfr0yiwND612FEl4FnRqGZB7yQOiI5+XliRECjMpynpNSVAMd0I5THN59910ncl2lmZGOKzElvJD5ZJ5wFYQkALMlrD2qAToh3wxSIBGgEwgIV69eTZdeeindc889dOjQoSBUB88yoBNcPqrkGtBRRROB6fAM6IBFGXgQP3LkiFhJjfU4OKkzksuATiTSi9+7BnTiJ+vatuQp0IEQZOD597//LaZVOTk5tZWP9Z4BHUsUSkcM6CitHkGc50CHRZ6VlSUA5/333+ekiEIDOhGJL24vG9CJm6hr3ZAnQQdbGy666CJq3769OJebpSOPgjjNbWhAx62kElvOgE5i5e+mdc+BDuw4+Lx/8cUX08qVK93IwFUZAzquxJTwQgZ0Eq6CkAR4CnQwkmE7Tm5ubkjmwylgQCccaSWurAGdxMnebcueAR0ATnZ2trDj/Oc//3HLf8hyPCXzJuhM9Z5ri+IiWrx4cUi96lSgziwOjEQpfMJnIH/DkdQd6N0lS5bQBRdcQB06POS3rypQ+XDTATpTpkwN9zWly0+bNsNzxwoXFZWQt84y9+6xwtu2bfP7ffhtg/DLcfHAiwPhHEtcDnuZXFTjuggW/WET52WXXUarVq1y/Z7bghjtAHS85iN5WsV0qqyc47fMwK1MVCwHPfH0ikeoKtIZLk01Rjox/j2FS1+45U+cOEH5edUrkllXYYEOv8SNyyMd3j95ik4T7mjIi9tDfbjeeOtNMa0aXZDPJEQlRDtM75y58wn+ovHM7UalkQRWgl3zAnSq1jcJ/ZxmjhNImMumQam4q2hGPNBIh8uiasRVv/i3AloBOmur3JXKfKjOg0wf/2aRBk8Vo/LyKaojnddee83ftQVrOeoSO0VpGenUoF59+vTTzqI3yczJTNc6ftq34HDh/AU+z4HMS60rVONFyGnGtJk0e+6c6l+hTrxxX2Kaq0J4DoTTqBoXl0cGv1OjkEIJTONpEn6pNq7f5CNO5kMhcsMhBYbkwvwx1t4r/s1GPNK5pkVLGp6SSrkj8ygnd5TwugfPe1m5I0UcYW3vzJxcoYi+yf2pWbNm1PKG6yk9I4uyR46y2qpt3fweaGV6wQPa6tW7L+WMyqOs7Nxa0871JzoET0l9+tIP/foLngS/I/31lGgag7WfM7JaB6wr6KZ7Ui/hbM3e79BnUJ/QqQb6k3n67rvvaNDQIVbfFjxE8PsJJtdY5kEH+I0ixG9pz549flgVFuj4vUlEsOm0anWTcA2KnaR8w2kPx8MJnd5bu3Yttb7lJmHHWbxwEe3cuZO2b90m6ncqH0571WW30fatO4RbxbKSciooHEvwARK9+qtlU91mfNLAx4RxE8V0ZMc2n17Aa7zpqG17rGu8D33gBk/wVgmH8/Z6mTcua89X8Zl5gifE+XMXRLlvx0fX4IFly3H4e87MzBbpMnZEDDrwHBjLr1dwU4FjgAsKCmS6oxbnIR9XOG/ePCqv+nplz+MyuoW6f71iPXAI+RcVlzpPr3RTjkQv3EBs2FA1vZLSdY3a1+mw/iIGnVtuucU6DSKawgGBOH8L/nE6d+4czaqD1uXNdTo+Q3JQxjXL5K9XmpEdlNwaX6+CllY/0w46TLFSoMNICOIWLlxI5513njhCBsTH6zKgEy9JR9aOAZ3I5BePt7UAHRbE/v37xeF4OCRv/fr1nByX0IBOXMQccSMGdCIWYcwrUBZ05NENS+H1118X546PGzeOk+K2sM2AjiVypSMGdJRWjyBOWdBh0TH4wKE67DiffPKJABpORzmOc8jvRjM0oBNNacauLgM6sZNttGpWHnTA6KJFi+jKK6+Mux1HFrIBHVka6sYN6KirG6ZMedDBZ/f777+frr766rjbcVhICA3oyNJQN25AR13dMGXKg86bb75JZ599tjhzm4l2CmM5tUJ7BnScpK5emgEd9XRipygmoIO9V9FYp5OSkiIAB+tx4BEwkZcBnURK333bXgMd/DPVdZ1OoIFATECHXVvgE3dtrwULFogtDr/97W9p7969ta0mSu+dInPCZ5REGeNqvAY6ENeoUaNp/fqNMZZc/KqPOejY0S7Qs5wOsLrvvvuoefPm4lRR5Mn58RNPdUtzZi+gsvIKkZBoWqqpiiyGPUqzZs2OrJIEv23XBYOOPT3BZIbdvEw/tkGsXRvfdWlhExzGC3bQYV6juiKZKxV08ZZ9iUi/fCKS7Thw+GPPGswc4QAADH1JREFUl16NWdTuVsar06vZs+daMkyEnK3GoxRh0LFXpxtvMr3ySEdOt/Oo2nMgWgE6mDJiAyguLhcx6Ng3fHLFgQTD+UOGDKFzzjlH7Ks6evRooOJxTQdtXgWdyspKS+lxFWqMGgsEOjFqLi7VYqSzrsqJV1wajHEjMRnpwHMgQIdtOgwoHNp54vS5c+eKc8effPJJOnjwoPVj4HwO7e/H41neZR6P9uLRxvTpM73nI7m4lJYsWRYP8cWtDYwKNm7cHLf2YtkQfsMAnfz8wuh6DgTowJ8OjF+7d++lPXv2iRBxp2cYijdt2kRt27Yl7KuaPXs27dq1x3oPcX43ESHoLy+voHHjJyaUjmjzPmlSEZWUlHmCJ+gI/QQ+j2bOrPQET6zvrKwcWrhwsVY8yb95xOXnHTt2UXZ2rvBTJQNcRNMrgE6LFi1p6NDhlJmV43hnZGZb6fDE98B/PUhnnnU2df7kM+EhLdB7iUiHp7a+PyRTz6S+wmtgImiIdpuQec+k3tSnb78aPMm6iXa7sawPPHXrmUT9kgdYfSuW7cWjbvD0zbfdaNDAYdryBB5kWaF/9e7dl3bv3i1jDkUEOuF+Mh86dKiw43zxxRd+xwD7UZTgB+/adOYkWLLRbd6LNh1d1+kE0qzdpsPlogY6oewwsOPgCODf//73lg2IiVApNKCjkjYC02JAJ7BsVMmJOegEYxTDq3bt2tG1114rzh0/deqUZTwO9l4i8gzoJELq4bdpQCd8mcX7jbiAjjza4fjJkyfppZdeoiZNmlBhYSEBcFS+DOiorJ1q2gzoVMtC1VjcQYcF0b9/f2HH+frrr8XhW5zOoMTPqoQGdFTRRHA6DOgEl48KuQkBnZkzZ9KFF15If/zjH8k6elgFaQShwYBOEOEolGVARyFlBCAlLqAjt43zqe666y66/vrrafXq1cracGSaETegY5eIms8GdNTUi0xVXEEHdpuXX36ZGjduTOPHjyfYdVSdTslCQtyAjl0iaj4b0FFTLzJVMQEdLA508qeTnJyslR1HFpQBHVka6sYN6MRHN7UZLPA7MQEdp8WBU6dODWjHYWLiI67atWJAp3Zyi/dbBnTiLfHqXeJuW44L6Gzbto3uuOMOuvHGGwlnkOsAMnYBGtCxS0TNZwM6augl2G8coINV1jjjXL4iWpEsT69gx3nxxReFHae4uNhajxOMKJkQVeIGdFTRRHA6DOgEl48KuQAd3y7zKIKOPL364YcfqFGjRvT999+LfVVOYOOUpoJwZBoM6MjSUDduQCexugGgHD58OCgRMRnpAHR+8YtfiC9UF1xwAf35z3+mQ4cOBSVE9UwDOqpryEcfQMeL/nR08ZG8Y8cOeuWVV6hHjx60bt06x04TE9Dp2LGj8G/csmVLuukm+NVZH9KOo/pox4COY/9RLrHIg0684DlQF9CBe+GMjAxx/Pdll11GOBmmvLzcb3kMQAc8RdWm89Zbb9FZZ51FzZo1o9LSUgIhul8GdPTQoFdBZ8OGTXoogEjMap555hlxDDiOAj/zzDOpQ4cONGDAANq6davwHDhmzDjavn2n32AkqCF5zpw59Jvf/Ibat29v3Q888ICII4T3v/r169N5551HcjpO6pTfUTku0woe8PXttttus/hRmXY3tIEn8NOmTRs/nlhfbupIZBknOpGG9WGY2ieStmi2jR8rZgu//OUvlebJro+bb77ZAh1gAcAHIY4Hx0bv7777jrA7Qb6Cgg7OpPrDH/5Ajz32mOP985//XADO448/TrgDldMp/Xe/+x098cQTnuCF5Q6ecPOzF0L4ZfICTzjvDfpACJ506Hv8W0d46623WkDDgNOgQQNq1aoVffDBB4T9l9iRIF8CdGprZ8Enc/wXZcfsXHFt6+P3VQm9wIedB/lZjqsiczsddhpDPdvfN8+xkwA+GgH4ATa4mzZtSk899RTl5eXRvn37AjZcY6RjV2rAN4mI1+k4NRBOPcHaiFeeE71OafGiJ5bt6MSXTGuguCwruYycrltcJT5kWjgOI/GgQYPEVOq6666jDz/8kDAzsl9cXk73Ax2nAnJhjnM5eZ0O55lQTQmwztSkzlAFCeikI3wyf/vttwl+z+2O14PxgTxXoIOCfMvdg0HHaaSjmxBlvjgeTHhcRsdQZ76Ydg7t8g+Ubi+n2rPKdMu0cRwjHbutxq1M/UDH7UtcjkFHFwddTHddCrmTcFiXeDe8JkYC9r5mf44K6NgNyYlhNfJW7cKJvEZTQzQlYPQTTWlGt65wdBMW6NgrhqOuG264ocbXq+iyY2ozEjAS8JIEQoLOqlWraMWKFX5O1VkAM2bMoIKCAk+sRAag7tq1SytjHushUAj3IpWVlQH3xgR6T+X0PXv2EM5Qw5nzXpzWYxMl9KaTt017f4G9ByuSN2/eLG4cJQ7DMy78zvxAh0cyS5YsoTVr1lDXrl2pZ8+e1KtXL/r444/FQh8+QobLckX2hnV6PnjwIL366quE1ZW6ThVlfUB3Tz/9tFi127p1a2rRogW9//77Wv9zOHbsmOiD0BFWI8NnE+JwhyvzHiiuS3/EJkosuuUfqS50M53YCoU9WNdcc41YOIh1fLfffrv4ffE2qRqgM2LECLF3AsuXsZ+KQQao9dFHHxFGPrJiuTFdw8WLF9N9990nlp5DUIG+xOnEH7w3QlcbNmwQ/zGnT58u9sdlZWXpxIYfrQCdLl260JQpU8SeHoxyAKQAVB7x6N4vU1NTxUpegOmWLVu0/J0BWDIzM+mee+4RIzZsAscudIx8+PIDndGjR4vv7hgewS/O3r17uZwI0XmHDBkiplqyguW43wsaPOTk5NA333xDixYtEv9hMHz34vXrX/9aAJGXeMNiNLhUAbjypWtfxD9zjOAAPNiDJf9ImTfVQ8ge/xzgIx3HTuFy0ocFOvgP/8UXX1jTi+7du9P8+fOtkQ4qwLJnTLnGjBkT0oGPU2MqCw0dGCMdL4EOdIAb9gHskcE/DF0ve38CT1icdu+99zraG3XiE6ODRx99VJgxcFwTXMVgpKPLJevm6NGj9NVXX4k9m8uWLaOlS5daswcuZ4HOrFmzaPjw4WLoCmZhF8CGrQkTJhAMQfB/jLkaNqZhmI7RULCLGwhWRqU8gE7z5s39Rne68RBInjhlFeeP2VeOBiqvcnq/fv3oueeeE3YCAA6MrvKlo84w0sbmSZgyMN3XDXRk+WOkgwELfkuw54AXjODQB/myQGfy5MniS5QMJtu3bxfDvW7duokt6p9++qlAMaCZfOmoaJl+xDGqg6B4pKMTT8FonThxIl1++eVUVFRkZ1m7Z/AJwzE6Nfb6wM3Cv/71L61HOvhnD0MrT6d++uknwl4mu2lDZWXZ+x/wATbgI0eOCIM4/lFcdNFFVFJSItiwQAejGBiAZNCxM4qXcnNzg5axv6PLsx10dKE7GJ0VFRViypidnR2smLZ5MFDi2GqMxnW88Hkc/pswyhk8eLD4gPPZZ5/RJZdcQt9++y0BkLxwwdCP6SMGLbgs0MGo5uuvvxbo5MQo5p2w+bhxSer0vuppWPchj3RUp9dOn/2/DQAH/zFhKLdf9rL2fB2emQd8vYJZQNWL6XSiD6MZfCJ/9tlnhQ0ExteHH36YmjRpIn6kaWlpTq8pmxaIV4AOnAHi6yMuC3TwkJ6eLr5eYV7GFyrC6Kdv375ilMPf2jnfKyFAB97OeHqlM18AHHh1TEpKEgseYZTEcBf/WHgJhC78cUdmmyK80MGIjB8snIJjpLN8+XJd2KnxNYf5YwZgfAWQ2r3tcb7qIXQzbdo00d+AG/g9/fjjj3TVVVeJBZ2g3wIdMI87JSWFOnfuTFivg69U+ISHYdHIkSO1XlwWSlkw4GGoq9NcOhBPWOiIITrceWJxIG4Y8zCMxzxbxwu2DrhcBS/t2rUTRkrE0S/tl/2HbM9X9Rl0A3TgshT/IHTkA1NG9D94Dmzbtq2wV915551+I24LdGRFwKiFhYEw2iH02vYAmVeOA5Xx31RHRTMPHOIr1caNG8X6FaxhwY1psa4LzpgvLNmA7Q22RWyFQAfHpbLOZNrkOPNkDzGT0HFEKvOBmRLAE9gxe/Zsa/Eml3EEHc40of4ScNPR9efScKCSBOQ+5xQ3oCNpSxaQlGyiikgglH5C5SvChqfJCKQDOd2Ajqe7gGHOSCA+EpBBJVSLBnRCScjkGwkYCURVAgZ0oipOU5mRgJFAKAkY0AklIZNvJGAkEFUJGNCJqjhNZUYCRgKhJPD/AZPFsci4Mh3oAAAAAElFTkSuQmCC[/img]
Which equation represents the graph?[br][img]data:image/png;base64,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[/img]
Which equation represents the graph?[br][img]data:image/png;base64,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[/img]
Which equation represents the graph?[br][img]data:image/png;base64,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[/img]