IM 6.1.9 Lesson: Formula for the Area of a Triangle
[size=150]Study the examples and non-examples of [b]bases[/b] and [b]heights[/b] in a triangle.[/size][br][br][list][*]Examples: These dashed segments represent heights of the triangle.[br][/*][/list][br][img]data:image/png;base64,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[/img][br][list][*]Non-examples: These dashed segments do [i]not[/i] represent heights of the 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[/img][br][br]Select [b]all[/b] the statements that are true about bases and heights in a triangle.
For each triangle: Identify a base and a corresponding height, and record their lengths in the table below. Record their areas in the table. In the last row, write an expression for the area of any triangle, using b and h.
For each triangle, circle a base measurement that you can use to find the area of the triangle.
Now, find the area of any three triangles. Show your reasoning.
IM 6.1.9 Practice: Formula for the Area of a Triangle
[size=150]Select [b]all[/b] drawings in which a corresponding height for a given base is correctly identified.[/size][br][img]data:image/png;base64,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[/img]
For each triangle, a base and its corresponding height are labeled. Find the area of each triangle.
How is the area related to the base and its corresponding height?[br]
Here is a right triangle. Which of the following would be a corresponding height if we consider [i]d, [/i]as the base.[br][br][img]data:image/png;base64,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[/img][br]
Here is a right triangle. Which of the following would be a corresponding height if we consider [i]e, [/i]as the base.[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjIAAAEJCAYAAACOmc2qAAAgAElEQVR4Ae19B3gU1fr+vZeQ3iGUhBJCCxA6oVfpggoi0nuXJlVAeu+9twSS0IVLURRBRLpSpagoimBHRMGL7fe/3/95D3fW2d0kZDe7ye7OO89znm0zszPv+eac93z1H8KNCBABIkAEiAARIAJuisA/3PS6edlEgAgQASJABIgAERASGQoBEXABBP7v//5PHj16JA8fPlSv/+///T8XuCpeAhEgAkTA9REgkXH9PuIVGgCBn3/+Wc6fPy9Hjx5VryA03IgAESACRODJCJDIPBkj7kEEnIoAtDFnz56VuLg48fPzk8qVK8tnn33m1P/kyYkAESACnoIAiYyn9CTvw20RgPZl586dEhERIf/617+kSpUqJDJu25u8cCJABLIaARKZrEac/0cELBD44YcfZMGCBeLj4yM5cuSQF154Qe7cuWOxFz8SASJABIhAagiQyKSGCr8jAlmIAMxIAwcOlH/+85+SM2dOmTJlity9ezcLr4B/RQSIABFwXwRIZNy373jlHoLAuXPnpFmzZorIBAUFyY4dO+TBgwcecne8DSJABIiAcxEgkXEuvjw7EUgXATj6Hjp0SGJjY8XLy0uioqLkzJkz8vvvv6d7HH8kAkSACBCBxwiQyFASiEAWIPDf//5X0Cy3X3/9VdavX68cfeEjU758efniiy8EBIcbESACRIAIPBkBEpknY8Q9iECmEEByuz///FM1SzIDR99XX31VhV0HBARIy5YtBTlluBEBIkAEiEDGECCRyRhO3IsIZBgBkBUQl08++US2bNki48ePlz59+kjfvn1l4sSJ8vrrrytnXmhd4OjbuXNnFXYdHh4ukydPFmhpuBEBIkAEiEDGECCRyRhO3IsIZAiBv/76S77++mtJTEyU5s2bS+HChQUEBU68aLly5ZKYmBgZPXq0XL9+XU6ePClNmzZVjr758+dXJIf+MRmCmjsRASJABBQCJDIUBCLgIASghbl586bMmjVLihcvLr6+vqqBoJQtW1bi4+OldOnSiszguzFjxsiaNWvU93D0xW8ff/yxgAxxIwJEgAgQgYwhQCKTMZy4FxFIFwGYiT7//HOV2A6RR8jQC+1L/fr1ZdKkSZKSkiIHDhyQTZs2ycsvvyxFixZVJQk6duwoBQoUEH9/f7Xvjz/+KCwYmS7U/JEIEAEiYIYAiYwZHPxABOxDAAQkKSlJERSQmMDAQGndurW89dZb8ssvv5gilkB47t27p7QxBQsWFDj4IgleWFiYdOrUKVWHYPuuiEcRASJABIyBAImMMfqZd+lEBEBOUPTx2WefVSUGYFKqXr26+i4tf5erV69KtWrVFIn5xz/+IZGRkSqjrxMvk6cmAkSACHgkAiQyHtmtvKmsROD+/fuycOFClQsGvi7QtMCM9OjRozQvA2HXbdu2VRoZEJkSJUrI7t2709yfPxABIkAEiEDqCJDIpI4LvyUCGUYAmXgbNWqktDEhISHSqlUrAblJz9cFv/fo0UNFMqFQJByBoaXhRgSIABEgArYhQCJjG17cmwiYIQCyAgdeOO/CNwav27dvf2LkETQy7du3VxoZOPo+99xz8t1335mdmx+IABEgAkTgyQiQyDwZI+5BBNJEAFl4EUYNZ10/Pz9p0KCBfPnllybn3rQOvHPnjsozg7IEiG4aNGhQuqaotM7D74kAESACRkeARMboEsD7zxQCyBvTokUL8fb2VoSkV69eGSIkly5dkipVqihzFJLmzZ8/P11TVKYukgcTASJABDwYARIZD+5c3przETh9+rQq9PjPf/5TZfGdM2dOhv4UeWVAYHAcCkXS0TdDsHEnIkAEiIAVAiQyVpDwCyKQcQRQNyk2NlYQeYTMvLt27Ur3YNRhQkj2gAEDlDkKfjVImnfx4sV0j+OPRIAIEAEikDoCJDKp48JviUCGEIBmBQ6+IDIVKlSQI0eOpHscyhigUCSilGCOQs4ZZPdFfSZuRIAIEAEiYDsCJDK2Y8YjiIAJgZUrV0qhQoUUkQE5OXfunOm31N7AORjmp9DQUGVWgqPvq6++Kg8fPkxtd35HBIgAESACT0CAROYJAPFnIpAeAqtXr5bo6GhFZOC8e/78+TR3/89//iPIOQNTFMoSQItTpEgR2bhxoyA7MDciQASIABGwHQESGdsx4xFEwITAzp07VVZekJK4uDg5ePCg6Tf9G/jFXL58Wbp27SoIuYaTL44B+XnzzTf1u/I9ESACRIAI2IAAiYwNYHFXImCJwMmTJ6VixYoqGR6qXs+YMcMq/BpmI5icRo0apSpdwxSFUgYgMwjdRig2NyJABIgAEbAPARIZ+3DjUURAIXD79m15/vnnVbVrZOitW7euqnh969Yt5cD7ySefCCKb+vTpI6VKlVK/I2IJ+8LZt3fv3vLVV18RTSJABIgAEbATARIZO4HjYUQACPzxxx/KxwV+L6iZFBAQoKKXJkyYIIsWLVJh1uXKlVMOwU2aNJG9e/fKxIkTVY0lZAOeNWuWwAGYGxEgAkSACNiHAImMfbjxKCJgQgDZfaFZyZs3r9KygNCgwXyE8OrIyEh54YUXBGaoH3/80ZRDBmHbr732miAkmxsRIAJEgAjYhwCJjH248SgiYEIAhSO/+OILmTlzplSqVEny588vERERKpqpWbNmsmrVKoEJCvv98ssvMnToUKlevbq0a9dOrly5YjoP3xABIkAEiIDtCJDI2I4ZjyACVgj89ddfykR048YNefvtt5VfDMoXoDgknH218GqQmfv376tK1/fu3VNZfq1Oxi+IABEgAkQgwwiQyGQYKu5IBNJHAOUHQFgQav3bb78pkxGICzciQASIABFwHgIkMs7DlmcmAkSACBABIkAEnIwAiYyTAebpiQARIAJEgAgQAechQCLjPGx5ZiJABIgAESACRMDJCJDIOBlgnp4IEAEiQASIABFwHgIkMs7DlmcmAkSACBABIkAEnIwAiYyTAebpiQARIAJEgAgQAechQCLjPGx5ZiJABIgAESACRMDJCJDIOBlgnp4IEAEiQASIABFwHgIkMs7DlmcmAkSACBABIkAEnIwAiYyTAebpiQARIAJEgAgQAechQCLjPGx5ZiJABIgAESACRMDJCNhFZFBP5o8//lD1ZFBXho0YUAYoA5QByoCtMoB5hPXInDzLG+D0NhMZCB6q+k6bNk369esnQ4YMkTFjxrARA8oAZYAyQBl4ogy88sorat7o37+/TJ8+XT755BO1MDbAfMtbdBICNhOZkydPSqtWrSRv3rwSFhYm4eHhkjt3bjZiQBmgDFAGKANPlIFcuXKpeQPzR2RkpFoQ3717Vx48eCCYX3bu3GmYtn37dklISJAZM2bI4sWLZdmyZbJ8+fIsbevXr5etW7e6DObHjh2T77//3iZNnc1EZunSpVKgQAHx8vKSHDlysBEDygBlgDJAGbBLBnx9faV+/fryzTffyJ07d6Rr165SsmRJw7QSJUpI0aJFJV++fGpeLVSokGR1K1KkiBQvXtxlMK9Ro4YcPHhQfv311wzrb2wmMosWLVIsmiSGJI4yQBmgDFAGMiMDIDJ16tRRRObLL7+Udu3aqQkdi2VPb9BM+fj4mBFA4BEREeH0e4+KilJWFfw/lBIhISGSP39+p/9vRvq0YsWKsnfvXucSmSNHjijBCw4ONusAvTD7+PlIQFCABAYHshEDygBlgDJgUBnAPODt453qXJEzZ07lntCpUyeBaen+/fuSlJSk/C/hg+nJbcqUKdK+fXsBmdHPnQULFpQ+ffo4/d4nT54s8FGCW4ifn580bdpU+Ta5Aubr1q2TL774Qv766y/naWSg7oFdr2bNmhIUFGTWCegQsLtc+XJJ6fhSUrVhFanWKJ6NGFAGKAOUAYPJQJUGlSS2cqwEhQZZuSJoJKZBgwZy9OhRefToUYYnLU/YEZG/8AWKiYkxm0Pj4+Pl1KlTTr/FP//8U86ePavMWtDGzJ8/X5FJp/+xk/7AZtMSrgNCd+DAAaldu7ZAFaZnlCAyhUoUkt6Te8rqY8tl0wfrZdM5NmJAGaAMUAaMIgOJ76+TpW8ukM4jO0hIeIgZkcEcERoaKg0bNpT3339fMKkbbcM979q1SxEJ/fxZtWpVEhk7hMEuIoP/efjwoezfv1+qV69uJqToFKgSi8bFyMBZ/SXlUqLsuJ7CRgwoA5QByoBBZGD9qVXSd3JPyVsgj9X8AE1+kyZN5MSJE4YkMZg/QWT+/e9/S+nSpcXb+7HpDf4qUA6A3Dl7o0bmfwgjidFPP/2kvIurVatmJax+AX6KzAyaM0BSLifK9uvJsuOjFDZiQBmgDFAGPFgG1p9aLX0m95QCxaKs/GMCAwOlRYsW8t577xnOnKQnJ//973/l9u3bsmLFComNjVVWDZjZNm3aJPfu3dPv6pT3JDI6WEFmfvzxR3n99delUqVK4u/vb2Zm8g/0l5jSRWTogkGy+fwGkhkPHrxIUknSKQOUgXUnVkqfST2lcMlCgqAPvdlEIzEIGPnll190M4kx38KZ9fLlywJFAHDq3r27Sg6YFaY2EhkLmdM0M7t375bKlStbOQBDM1O8fDEZsfRlSTi7lmSGZIarccoAZcDDZGD79RTZcHq19BzfTYqUihZf/799J+ETg0UuzElvvfWWik6ymEYM+xFZjRE4AyKDaKVbt25lCRYkMqnADDKDaKbk5GSB17VlNJOPr7eKYhq1fJhsPLOGZMbDBjGuxLkSpwwYVwa2XUtS4/qAGX2lcGxh8dVpYkBiMB8g6R1IzM8//5zKDGLcr0hkHNP3djv7pvb3SDGtkZmAgAAztaK3d04pE19KRq8YTs0MiQxX5JQByoAHyMC2q0my4dRqGTp/oEQVjRIf37/NSSAxCO2FA+vhw4dVgEhq84ZRv0OBzXPnzqnFPzQyyGp89erVLKk7RY3ME6QOjBsOS+XLl7cKzQaZia1UUkYtH658ZriKM+4qjn3PvqcMuLcMbL+WrMxJLy8YLPkK5pWc3jlNi1dNEwP/D/jEoNgwt78RgBXjs88+kyVLlphyySDDMeoeff3113/v6KR3JDIZAFYjM6gjoXf2wnuEZiNZ3tg1o2Trlc1clXnAqowTkntPSOw/9p89MgCfx6HzB0lUTJTVOI/8YiAxMCdlhfNqBqYll9olrTwyTIhnXzc51LSkXQLY5nfffSebN29WoWVg5yZC45VDEM1UpmppGbf2FYFq0p6HiMdw8KUMUAYoA9kjAyAxyBOG6CTLEgQgMXXr1pV9+/bZVC9Hmz+M8Aoiw8y+jutppxAZXB5Cy1DRFD4z0Mzoi2OB2ASGBEqpyrEyfv2Yv5PmUTtBUkcZoAxQBlxaBkBiBs8ZIEXLxIiv39/RSVisom4P8qEg2RvyjCFfCjdrBEhkrDHJzDdOIzK4KJCZb7/9VhISEpRmRp9nRpGZ4EBlZpqwYSzzzHDwdunBmyv/7Fn5E3fXwh2lB4bMGyglyhcX/wC/vzXtOXKoxWqtWrUEqTiQX4wkJu2pGUQGOJUsWVJQdwokEK81atSQM2fOpH2gg36hj4yNQKLDINTIYFimTBnRRzOBzPj5+0nFOuVlQsI4SfxgPUOzSWhIaCgDlAEXkwE49qJO1MsLBknJCiWUe4DmLoBxHOakKlWqKHMJScyTJ0m4X6BoIyKV8uXLp4hMsWLFZPDgwXLz5s0nnyCTe5DI2AEgmDmEe9myZVKuXDmrDMAI2atUr6JMTHxVPSxchbnWKoz9wf6gDBhXBrZdS1YpMxBtikztfhbJ7rA4RZQqfD5oTsr4BIniy9C+gACCFHbq1EkuXbokCMt29kYikwmEQWaWL1+uCmVZVs1GOutK9SrI5M0TJOliAldkLrYi40Rm3ImMfW/cvocmBj4x49aOloLFCwqSm2qaGLyCxJQtW1a2bt2q8sTQnGTbBMmEeLbhldbeTvWRSe1PQWZWr14tUKNBJal/KJARsnK9ijJty2SGZpPIkMxSBigD2SwDm89tkHFrRkt0bGGzsRrjNgI44C6QkpKi/CFTG+/5XfoIkMikj09Gf81yIqOFZq9bt06KFCli9nB4eeWQgKAAqVi3vEzbMkmQ+pqrQeOuBtn37HvKQPbJAAr9It9XyYolrEKsvb29pUKFCpKYmCjI6E5NTEanXPP9SGTM8bD3U5YTGVwoopnu3Lkjq1atkqJFi5q8tsHyoaUJDguS8rXLybSUScwzk80rMk4k2TeREHtin10ysPn8Rhm5bJiUrFRCUPhXrzkHiYFfx4YNG+Tu3bskMXbMviB+wG7v3r1KqwV8n332WTl06FCWFNWkj4wdnZbaIQASZGbt2rUqRbPeZ8Yrp5cEhwdLhTrlZdbOaZJ8iT4z2TWg8X85mVIGjCUDSRc2yugVI1RqDGjI9SQGIcLQxCCVPvKEQcPOzXYEEM2L+lNPPfWUhIaGKowjIiKkTZs2qt6S7We07QgSGdvwSndvaGaQAXjhwoXKZwbJlLSHBpoZJM2r1qSqzNwxVTZf2EAzE7UzlAHKAGXASTKw/XqyCrSAY2/Z6nESGGxOYqCJiYuLkzVr1qh6QCQx6U5v6f7IhHjpwmPzj9liWtJfpeYzM2vWLJU0z5LMQK1Zs3l1mbFtCgtNOmkA44rbWCtu9jf721IGFIm5sFEmJo6TuGpllK+itqjEK8bl2NhYpUFHklOSGP0sZvt7EhnbMUvviGwnMtrF4eEAmbEsZ6AeIn8/qda4qkzfOlmSGZrNFSkJHWWAMuAwGQCJQXQSAixQNkafJ0YjMRiXUakZeWJIYrRZy/5XEJldu3aZRe/CClG1alU5ffq0/SfO4JE0LWUQKHt2g8115syZUrBgQTMHYPUwBfhJ9abVZM5r0xmazUHcYYO45cqUn6mtMJoMwCcGi0SQGC1dPsZcNIRYI1XG0qVL5bfffqNjrz0TWyrHgMjs379fKlasqLIiA2vk5GnYsKGcP38+lSMc+xWJjGPxNDsbmD4cgOfOnSv58+c3+cuoh8orh/KZqd60qszZPYOlDEhmSGYoA5SBTMpAyuVEmb5lsooStaxiDVKjaWJ++eUXkhiz2SpzH7SoJWhlkFAQc1zLli3ljTfeEGDt7I1ExskIA+AvvvhC5s2bJ5GRkWZJ8xDNFJIrRKo2qiKzd00nmcnkIGa0lSfvl9oWysDfMpByeZMqC4Po0IAgf7OFI0hM6dKlZf78+arwL81Jjp/4oJW5evWqVK9eXWHfs2dP+fTTT7PEdEci4/j+tDrjH3/8IZ9//rlMnTpVkRl4yyutDPLM5PSS0NyhiszM2ztbtlzexFUZCQ1lgDJAGbBBBqCJQW27Kg0qSVBokGl8xTirkRhEk96+fVsw4XJzDgJMiOcYXF3G2dfydkBmoJkBmSlUqJCy1erJDPLM1GpRU+b9exYdgG0YwLgi/XtFSiyIhRFlYMuHm2RqyiSJb1hZQsKDrUhM8eLFZcGCBXLr1i2SGMuJycGf9UQGpqXdu3fLyZMnnd6OHTumwujhwhEUFKQ0b0jQ566byxIZAIqVwFdffSXjxo2T6OhoczLj5aVCBBs8X0/m7p4pSReYNM+IgzLvmWSEMpAxGdh+PUWgiZm5Y5pUbRQvwWHmJAaOvTExMTJ79mz58ssvSWKcPKv/5z//URFKlStXVmQyd+7cysyEJHnObvXr1xf8r7+/vyIyIK4kMk7ucJiZhg8fLoULFzYjM9DQBAQHSP1WdZUDMB5SDmoZG9SIE3GiDBhHBhBijdQVc/fMlCpPVZLA4EAzTQwyq2OxCA04kpTSJ8a5kxrwhX/M+PHjlcVBszbAjQIakvDw8CxrqHmITM3379937k078ewurZHR7hse3jdv3pTRo0crnxnLEEFkAH6qTX1ZdGAeQ7NpZiKZpQxQBixkIOVSoszfO1v5xPj6+ZqRGGhisEicNGmSmsxIYrSZx3mvsDbs3LlTacA0EoNXlClo0KCBvPjii1nWYPG4fv26W1cwdwsiA3ECmYFmBqCHhYWZPYgQgODQIIGZaembCxjNZDGIceVtnJU3+5p9bSkDW69slnl7Zqk8XJYh1kjCBh/EKVOmKBKDcZab8xFIi8igGOfx48cFUUVZ1VAqyN3Jq9sQGYgWHIA/+ugjpZmB6k3PZHPm9JLwvOGPycxbJDOWgxk/c4KjDBhPBkBiZu2Ypsq8wAyvHzNBYuATA00MfBHdfTJzPv1w3D+kRWTi4+Pl1KlTjvsjg5zJrYgM+gTZJaEGGzFihLIh6s1MOb1zSu58uaR+67qy9K2FsvXqZqqYqZ2hDFAGDCkDIDHI2FunZS2VfyuH1+NsvSAzehIDTTdW5dyyDgEQmT179qhcPcjoq7VatWrJ2bNns+5CPOSf3I7IAHeQmY8//liGDh0qefPmFX2eGZCZXHnDpUn7RorMpHzIPDNciRtvJc4+N3afg8TMeW2G1G5ZS8IiwswSi4LIwMETmpgbN26QxGTDZA7t16VLl1QfDBkyRLSGrPaIGONmGwJuSWRwi7Af4iEcOHCgVdI8kJmw3KHSoltzWXxwvgo55MBu7IGd/c/+N4oMgMQs2DdbRXNakhhosFHLbuLEiSqLLDUxtk2Yjtz7999/l3v37sn3339vaijKCRcKbrYh4LZEBrcJx7Rr165J3759raKZvLxySGiuEGnZ/WlZ9Po8QRIoowxkvE9O2pQBA8oA8sRcSpSFB+ZKg9Z11fgHE5LmF4PopAIFCsjYsWNVslGSGNsmS+7tugi4NZHRk5nevXur0DX9g4sHODRXqDzTo4UsO7RItl5NIpmhvwRlgDLgkTKAPFqL3pgndZ+ro5KF6sdCmN9BYoYNG6ZW//DR4EYEPAUBtycy6AhoZq5cuSIgM4GB5omeQGagXoVmZtW7yzxyAOPq24Crb5IRPss6Gdh2LUn5BDZs+5RYhlhjDEQBXuThgumCIdaeMn3zPjQEPILI4GZgb7x48aK89NJLKjOipk7FK+zCEZG5pUXX5rLm2HIOgLoBkCSIJIgy4N4ysO1qkkp21/CFBhIUGij66CSMf/CJGTNmjNy5c4ch1trMl82vIJPffvutoObRwYMHTQ2h1/Cb4WYbAh5DZHDbqF0BMgOfGWhmzFSrPt6St2BeZWZafWy5bL+WTEJDQkMZoAy4tQyAxKDsQON2DVONTgKJQaoKFCekT4xtk6Mz94ZpDwSmXr16giKdWnvuuedUNJMz/9sTz+1RRAYdBDKDsLZOnTpJaGioGZnx8X1MZp7t1VJAZphnxr1XotQksP+MLAMgMQv2zVGpJpA/S79w0zQxI0eOVHm3GAnjWtM3E+I5tj88jsgAnkePHsm5c+ekc+fOkidPHmVa0kxNsB/DzNR24POy8sgS1mbiitytV+RGnsiNfO/wiVm4f6407dBYIvLnNiMxIDT58uUTkBhEdZLEOHbSdMTZSGQcgeLf5/BIIoPbgxoVZKZ79+7qodZnAPbK6aXITPuhbWXF4cUkMyQzJDOUAbeRAaSSQBRmk3YNJTxPuGA8My3UvL1VktB+/fpRE/P3POdy70BkXnvtNSlRooQgLF5r1atXl9OnT7vc9br6BXkskQHwWvbELl26SO7c5qsWPPgRkRHS4eUXlWYGalojr/B47zTTUAZcXwZAYpYfWqR8/ULCgs00MQixhiamV69eqsAukoZyc00EQGQOHTokTZo0kbi4OFND1evLly+75kW78FV5NJEB7iAzcACGz0xQUJBp5aKtYBSZGdZO1p9cxarZXJWTzFIGXFYGsNhacXiJPNf7GfH18zUjMTAnoVxL//795YcffmB0kgtPutqlPXjwQCUmRIZ6rd2+fVv5eWr78DVjCHg8kQEMCM3+4IMPpEePHqo4l0Zi8AqTU75C+ZTPzIZTq112EONq2fVXy+wj9pGzZEDliXlzgbTo2kyCQoOsQqyhiRkwYIDcvHmTJCZjc1+274UQbGhm4AahNXxmnh/bu8YQRAaw/Prrr/L+++9Lt27dxN/f32w14+PrI1FFIuXFwS/IhtNrZMd1DsjOGpB5XsoWZcA2GQCJWfzGfHm2Z0tVENcyOgnJ7lBzDo69NCfZPgnyCPdHwDBEBiz34cOHSjPTtm1bZWbSDwg+fj4SFRMlnUd2UGQGgwcHXNsGXOJFvCgDjpUB5LtCrbjnerWUvAXymDn2QqOMqEyYkz788EOleXb/KYl3QARsR8AwRAbQgMxAMwOv8DZt2kh4eLiVZiaySH7pNqazrD2+UugA7NhBmZMc8aQMZFwGtl9PVmUHnu3ZQvIWNE8jARITERGhyrKcP39efvvtN9tHfx6RbQhoC+tbt26pKuSffvqpekX2ZeRC42YbAoYiMoAGAgSfmRMnTigyYxnNlNM7p0RG55eer3aVNe8tJ5mh8yc1c5SBLJeBrVc2y4ojjx1780RFmOXCgl8fFmHw+QOJQd4sbu6FAIJQkB4E9a9QI1BrU6dOVX5O7nU32X+1hiMyGuRwqjp+/Li0atXKSjOD1U5UTKT0ntRD1h5fwXIGnMiyfCKj5iLjmgtPwwokZtU7S+X5Aa0kPE+Y5LTIE4PFV7t27VSeGCzKuLkfAph/du7cKTExMWaRtPHx8YJ6S9xsQ8CwRAYwQZhOnjwpzzzzjFU0E8hMgaJR0n9aH0k4u5ah2SQzJDOUAafLAMzZKJ/ScUR7CQwxrxcHn75cuXIpEoMwXdZOsm2yc6W9SWQc2xuGJjKAErblt99+Wxo3bixIKAUCozWYmQqXKCi9J/aQzec3OH0Q87SVJe/HuFoF9r3tfQ+fmNXvLpN2Q9tKSC7zZHcYk1A7DgnTPv74Y4ZYO3YezPKzkcg4FnLDExn4zPz888/y1ltvqSyLlmTG189HomMLS/exXSTxg3UkM1yVUwYoAw6XAZAY+MS0G9JWIqIirKKTwsLCpHXr1srswNpJjp0Es+NsIDJ79uyRMmXKSGBgoKnVrl1bzklpaXMAACAASURBVJ49mx2X5Nb/aXgig94Dmfnpp5/kyJEjSjPj62ueNdPP31eRGU0zg0GHK07bV5zEjJhRBqxlAOMJCth2GtFBIotECjTBmlYYryAxSBkBMziiLrm5PwKYc6BZW7VqlcyZM8fUEhMT5ZtvvnH/G8ziOyCR+R/gEKz79+/LO++8I/Xq1bPKM+Pr7yuFSxaSflN7Mc8MV+QkspQBh8gASMyqo0ul4/D2UqBoAfH2MTdvw5z0wgsvqChL5MHi5jkIQLMGa8C9e/dMDWULmNTQ9j4mkdFhBjKDFc++ffukTp06Ehxsbqf28fWWQsULSL+pvWXdiVXCpHnWq0uuuIkJZSBjMoBkd+tOrJROisREmZEYOPZi/IE56b333lPJPHVDFd8SASKgQ4BERgcG3oLMIKQRJdZr1aqlBhO9mtfLK4cULllYXprZ73GhyWs0M3HiytjERZyIkyYDiE5Codo+k3tK/uj8ZiQGeWJCQkKkUaNGKnknE6RZDNL8SAQsECCRsQBE+wgys3//foHzFWozmZMZL4kpHS1D5w2UhLPrGJpNM4NDzAzaJMdXzyY8IDHQxPSb1lty589t5hMDTQxITN26dVWyO2bs1UZkz3uFwy/mGfSx1vAZyfK42YYAiUw6eEG4YGaqVq2aWWZNkBqvnF5SpFS00swkX0jgREYyQxmgDGRIBmCWRhRkSO4Qq+gkRLA0aNBAFbjFRMfNMxGA5h/lCN544w2VGA/J8dAOHz4sP/zwg2fetBPvikQmHXAhbIhm2rVrV6pkxtfPV4qVLSoDZvSVlEuJGRrEuNr27NU2+5f9m54MIFN4j1e7Sr5C+awWRyAxDRs2lKNHj7IAZDrjsif8BJKKRXLlypUlb968pgZzIkoXcLMNARKZJ+AFNR8Y8t69e5WZCfZrvZnJP9BfSpQvLoPmDJCkCxtpZuKqnISWMpCqDKw5tlx6vNpNChUvaOYTg/EkKChImjZtKm+++aYgcoWbZyMAIsMSBY7rYxKZDGAJMvPjjz/KwYMHpWrVqlY+MyAzReNiZNDsAZL4/jrWZuJElupElt5Knb95tiYHPjE9x3dTKRx8fH3MFkMgMS1atJBDhw6pFBAZGJK4i5sjQCLj2A4kkckgniAziPmHmQlkBoOPXjODPDMxpYvIkHkDZeOZNSQzJDMkM5QBpaHdcHq1ik6CT52exMCxNyAgQEUngcRgfOFmDARAZBAZW7JkSUECVq3VqFFDzpw5YwwQHHiXJDI2gAmfmUePHklKSkqqZAYZOUtUKC7DFw99TGaYAZiTOSdzw8oA8kxhUYNUDShzgnIn2uIHJAY+MYiKhDmJJMaGgdgDdsXC+NixY9K+fXvl3A0Hb7S+ffuqquYecItZegskMnbADTKzffv2VM1MiGYqWbGEjFo+TNVmYjkDzzYZ0CTE/k1NBjQSM3TBIImMzi9IpqknMdDoVq9eXSW7Y9kBOwZhDzgE/f7VV1/JrVu3TO3bb79Vi2UPuL0svQUSGTvhRpKqHTt2SNmyZQWrK22QwiscgqGZGbVsGKOZqJEwrEYitQneKN8lfrBeRix9WXJH5raKTvLz85OKFSvKu+++y3T0do6/PIwI6BEgkdGjYcN7mJngAJycnCzlypWzIjPwmSlVJVZGLBkqWz7cxMmMhIYyYBAZSDi7VobMe0kKlyhkluwOixwk14QfBJJtQrOLcYQbESACmUOARCYT+MFhC6rALVu2SPny5a3ITGBwgMRVLyOjVwyXLVc2cyIzyERmFK0D79ParLbh9BqVigH5pXx0PjEaiUENtz179tAnJhPjLg8lApYIkMhYImLjZ43MwGcmLi5OeZ9rZiaYnIJCg6RM1dIyds1oSb6UwDwzJDMktB4qAxvPrDWRGD9/XzNzM8xJ9erVUyQGmlxqYmwcaD1sd/T//fv35aOPPpJLly6Z2o0bN5hHyI6+JpGxAzTLQ0Bmvv/+e0lMTFRkBiGVejKjNDPVSsur616RTefWk8x46ERGDYW1hsIomCB/FBx74RvnF+Bnev4xDoDEwJyEBGh3794libEcQA34GVFLx48fl27dusnTTz9taoMHD5ZPPvnEgIhk7pZJZDKHn+loCCYY9rp165TPjJ7M5PDKIShnUKF2OXl1/RiBIyCjmYw76RllcjfCfeI53nx+g/KFK1mphPgH/k1ioJEFialUqZIiMdTEmIZLw7/B4peZfR0nBiQyjsNSrbR++eUXWbNmjYpmwiCmaWbw6u2TUyrWKS8TEsaqwW/HdU7mRpjseI+eKefbryWrRcnYNaMkpkwRgYO/9ryDxGAxA985+MRgkUNzkgMHWzc/FYmMYzuQRMaxeKqzIbnV+vXrpVSpUlahlyAzZWuUkYmJ4xjNRBMT/WXcVQaupygzMXzf8kfnt6qdhEUMfOZQ3RjRSdyIgB4BEBlkiS9atKgKEgHxRYuPj5dTp07pd+X7DCBAIpMBkGzdBSsvFJqEmSk2NtYqmgk29Aq1y8uEjWNlK6OZOJm762Ru4OvedG6DjF45QqJLRVuFWCPdPPLEIAX9b7/9Rk2MrQOoAfYHkfn3v/+tyG5wcLBorW7dunL27FkDIODYWySRcSyeprNBUL/++mtFZooVK2ZGZsC8Ec1UsW4FGb9hrGy9ytBsml880/ziif0Kh32QmNLxpZTvm2ZOwitITJUqVWTbtm00J5lGQ76xRACL3du3b8vevXtV+g6k8EBDuQo4hHOzDQESGdvwsmnvv/76SwkrfGZQHMzb2zxNeXB4sFSsU0GmJE+gZsbAq3tPnOw99Z42fbBeZexGSgX/IH+TT4xGYmrWrKkmJGhk6RNj03BpuJ3//PNPQZmCBw8emBoyxmPe4GYbAiQytuFl894QStTTgJkJmhm9AzA0M8FhIDPlZfrWyZJ0MUHoAEzNhKeSAHe/L5iTRi0frjQxAcF/p1gAifHx8ZHKlSurgrLfffcdSYzNIyUPIAL2I0AiYz92GT4SZibkmVm0aJGUKFHCiswEBAVI1UZVZPqWySqaiaHZJDPuPul70vXjecQi45VVIyWuWhnB86o3J0HTiuikTZs2ib0kBtobjBNY+CCVAzciQAQyjgCJTMaxytSeGKiQR2L27NlWZAZ5Znx8faRm8+oyY9sUSbqwkQ6wNDVRBlxABhSJubBRpiRNULXT/AP/NidBowoNKzStqLlma7I7jAlwBgb5+eKLL+TDDz+U8+fPy8cffyx37txRZQxIajI17Lr0wX/88YcgXcdPP/1kajAzweTEzTYESGRswyvTe2Owg2amePHiZj4zysbu5yPVGsfLjO1TGZrtApOYJ2kVeC+2a/k0EjNty2RB7SQktdRrYuDYCxKDVAuYkGzxiQFBgX/EmTNnZOjQoYJoldKlS6txAUVoW7durRyGsQ83z0MAsvLZZ5/J5s2bZcWKFaa2Y8cOVb/P8+7YuXdEIuNcfK3ODgFGockFCxZIoUKFzKKZMEgiNBtmplk7p8m2a0lclZPQUAaySQZgToImpkT54lZ5YmBOwmJkw4YNNlexxhhw7949Wbx4scojovnN/etf/xI0jAMIx508ebJaqVsNIvzC7RGAGRHh+UjPgf7XGpzFQW652YYAiYxteDlkb9jBv/zyS6WZKVy4sBmZUQ7A4cFSvWk1mbl9KslMNk1i1GDYrsHwJMw2n9+oyomUrR5nlrEXJAMkpkyZMrJ69WpFSGzRxGAAgfkAydCKFCmizoVJDHlnevbsKSNHjlSvTZs2ldOnTyvTk0MGHZ7EpRAAkWGJAsd1CYmM47C06Uywg37++eeKzFhqZrxyeklY7lCp1riqzNpBzYwnTZC8F9cnSPBRG7fuFSlfq2yajr2rVq2Sb775xiZzEgYIkB5UOO7QoYPK+o2FS9u2beXgwYPK1IDcIhgXrl+/rsxV9JGxaVh1m51JZBzbVSQyjsXTprNpZGbWrFnKzIQQTs0GDzITmjtU4htWkbl7ZkrK5USaGKidoQw4WQaSLyaojNsV6pSXwJBA0/OoaWJQdmDp0qXKGdcekoFyBcjoGhMTo8xIBQoUkAMHDijHXls1OzYNNtzZpRAAkdm9ezdNSw7qFRIZBwFp72lAZmBmmjFjhsDMBAdCPZlBnplaLWrInNdmPM4z4+SBnBoD19cYsI+c0EfXUyTlUqJMTpoglRtUUvmdtOcQrzlz5lRJLZctW6aeV3tIDMYIRCiNHTtW/P391TlbtWqVqfPZO+7wuOxFAPID0+FLL70kL774oqm98sor8umnn2bvxbnhv5PIuECngZ3DAXj8+PGKzJhpZhDiGeAr9VrVkdm7pgtWjJzInDCRkSAaVq4QnZR8KVFmbp8ilepVtNLE4HmE+RfOuSg7Yi+JwVBz9epVadOmjfzzn/9UZAZ+Ngi/5WY8BKCdA7FFwlStISM0QvK52YYAiYxteKlBDFoUCBva77//ruL+MzO4aZeAQfLVV19VgyZWgPoVoZ+/r9R5ppbM3T2TodkkHYYlHQ4n8ddTJPlSgsz790yJq15G9Hli8PyBxBQsWFDmzJmjCsFm5jnHsYcPH5ZKlSops1LevHnVqvzhw4cqER4WNJk5vzaO8JUIpIYATJeear4kkUmtx9P4DoMMwiavXLkihw4dUgW/Tpw4oZz37t+/n8ZRtn0NZ79x48YJBjk9kcF7hGbXbF5DFu6fK1hFOnxQJ0EgpgaTgS0fbpIF++ZIhdrlVFJK/TMHR9yoqCiZNm2aijTKDMnABALNy/LlyyV//vzKrFSqVCnB+HHz5k1lXsKqHPlouBEBRyOASFksvJGEzxPJDIlMBiQGGhhk3kTiosaNG6vcD3ny5JGIiAg1KCEXwLPPPquKxWF1lRlBgcDBRjphwgTBf1gOrKG5QqXus3Vk/t5ZJDMGm3RJXB1rUoQDPTJpI2+Tf4C/WRoEaEThkAtHfKj77SExOAbE5OTJk4oMPfPMMyrkGufWTEtIglehQgUVfv3000/L66+/noERibsQgfQRgOz9/PPP8vbbb6uFcfv27QXy9/zzz0vfvn1l0qRJSssITaO+wXx69OjR9E/ugr+SyDyhU2DHhFNWr169lMkHTnpaavKAgAClesbAFBISonJLJCUlZXpVBXMVwi9hZrIkM/ivXHnDpd5zdWTB/jkkMyQz1CLZIQNw7J2aMlGqNakqQaFBZgsGPGNIdjd9+nRVvd4eEoNhBZWMt2/fLvXq1VOOwtCyImcMSAwS32EsCQ8Pl1y5cqmG7L7Q9HLzfASw2EWW93PnzimtHDRzaJcuXVIEJDMIQO6QVK9fv36CKDtoAENDQyUoKEglWoTMQRYjIyOtGhblIO/utpHIpNNjUMWdOnVKunXrpgYaJMKCqhnal2HDhqlVVp8+faRs2bKK3OD35s2bK42KvYOfdjn472vXrsmoUaPUf2Nw1bQzOb1zSu58uaTus7Vl0etzZeuVzZzM7JjMqOFwrIbDXfDccnmTTEmaqDQxIeEhpucKzxcWKSAxyKoLzSj8Vuzd8AxjdTt37lxFipDwDv42//jHP9TCp0uXLjJlyhQ1jsB8lZCQoDS/9v4fj3MfBCBXR44ckeeee06qV69ual27dlXjvr13AhLz7rvvKu0LFsGIgkWh4pYtW6p5rF27dhIfH68IDeQQDSkAqlatquYuzHXIOOxuG4lMGj0GxgxfGAw+uXPnVqsnZPNEmPTly5dVlBEYNQq8we6NVRVWWtHR0UqdB1tkZjcMhB999JEMGjRIMWgQJT2ZCc8TpqKZFr0+j3lmSGRIZjMgA1uubFbRfyjQCjOt9jxpJAbZdkFikLQOZt7MbFjMYGKBbwx861BXB6YkaGPwP++8844yW+E3NJilYcbm5vkIgMg4OrMv5A0aHZCVsLAwpf1r0KCBpKSkyIULFxRJ/uSTT5T5EmZMkHbMWZ06dVKaQxQsBXlHcWN320hk0ugx2BdRDwkrKBAIqNxWrlxplW0TAvn+++8LHPcgFGDBW7duVfVX0ji1TV9jYINw9e/fX6kI9WQGSfOQtKtJh0ZCMmNM7YK7aEFc4TqhuZy/b7aK/kPmbC+vHCYig+cKK1P4DqCYX2Y0Mak94DgfctAgVxT+q1atWnLr1i27fG9SOz+/cy8EnEFkQIRnz55tSuGBshcwVaIkht5vE5+3bNmiyA5I9VNPPaVMXO6FoPnVksiY46E+odNhUoK6DYMObIyDBw+W1CKTsGqDDw3UdyAyMD3t3bvX4bkAwKThpAXbpt7MhJVkYHCANO/cVBa/MZ+h2RlYlbvCpMpryELieT1FPRdL31oktZ6uIcFhQVYkBs84ogXv3LnjcBKDQQVVrFFHCf4J8FWA86WtFbNTGar4lZsiACKDeluono7xXGuYczCf2LNBew8TEs4FKwLMlfDx1JMYnBeL44sXLypnduxbtGhRlRYgs+4Q9lyzo44hkbFAEp0Ok87o0aPVoAMi06RJk1TtltgXEQ1r165VNm+wW7BgmJ4cvaLDZcIBuHv37opJ61XiisyEBErjdg1l6VsL6QBMMkMzk04GoInBc1G7ZS3xD/STHDpNDAbyfPnyKZ83qNSdNZijLhNqKsHZF5PMmDFjrCYYi6GIHz0YAcwP+/btUzmFIA9ag3bkgw8+sOvO4ViO+QfzUMmSJZXDb2ryjMU35iiNREFLiGi5zJpS7bpoBx1EImMBJAQMRdtq1KihtDEY5JBxF7Zu/YZOh2oY/jEwK4FMIAoBYdPwnXHGBib94YcfqrTW8ELXkxnYO+Ez07RDI1l2iGSGGo8s1HjoSIOr4Q4Ss2D/XKnVoqZKdofnRHtu8B6RG3CoR4ZVZyw+tHEAz23NmjXVJAM/uvXr12s/8dWACGARjHkCpOX48eOmlpmopXnz5intChbfSBOC+clSGwOoERULR2PMbXgW4NwOp/TU9nWXriGRsegpaGP27NmjzEkwFSEiaePGjSphFQgOBiQwaYRmInpJq48EYtG6dWvlnOsIR1+LyzJ9hKoQjlsDBw5UIXXaoIxXRDPliYqQph0by7JDi6iZceEJ1tUmfE+8HpCYef+eJU+1qS8h4cFmmhiQGJQdQG0bJKRzJonBw4tIEAQLaGPKsWPHTM803xgTAcgc5huM6VoDybBXFuHfBZ9ORCohX0xa1dnhfA7/T2Sthjwi0haOvu68kchY9B7s1gitDg4OVqFpYK2NGjVSgtGsWTMVJocBCSu5wMBAZe+GGg/+KxAGCKKzmS3s7fgv5AlA/hr9KtPbx1vyFsgjTdo3kuVvL5Zt15JoZiChMZwMbLuaJHN2z1AkBnmX9M8ISD9IzIgRI9TCIytU6jNnzlSTDExZWC3DoZgbEXAkAnqNDExUkDHLuQhafZiVMJeBxIDMYFGOwsXuvJHI6HoP9kSomNHJYLWIsccACLs2zEZaQ2gbmG/lypVV1dLExESnRDroLs3qLUxdcNjq3Lmz8uXBAKlpZ0BmoJl5uktTWXF4CR2ASWQMRWRAYhYemKvIfO78ua1IDBzyhw4dqgo4YmB39obFTe/evU2Ovlj0uGOIq7Nx4vkzhwCCTKpVq6bkHZYCRCYh+hYaHsxtWAAjpciAAQNUVnpNO4g0APjNnTcSGV3vYWWGUgRatBLIDPI94HOdOnWU0y9i9DEIIpXzwYMHlVoaasHs2KCWBJlBHgCUS9CTGZiZsBJt1edZpZlBTRlPNB/wnugLo5cBaCDh2NusUxOJiDQnMViUIOrv5ZdfViTGmSZgbTzAihgBAVDfYyGE/0dKeJAbbsZGAPMGZAMmIK2B4NorG6jVpeUcQ9Z5hPhv2rRJReAiChd5jLDw1VIAYDGOsjtpmaDcqXdIZHS9hYENkUFIWoVBDyGZUNchrA1qOjhPQWODeH177Zi6v3PIWzBt+MwgnBNJ+fQqdLwPzRUibfq3khWHFzMDMDUzHk1m4ROz+t1lKhWBpTkJJB/PB1ajSGKZFZoYPOB4PvF/iCbB84g0DVgpczM2ApALaEcwv6AUjdZALJACwJ4NcxIch1u1aiUgMtDQY4ELmYP7AzSRcEWAPyd8P1GKACQmK0yr9tyPLceQyOjQ0jQcsJ9DCBBdgOR2EDpX3rDqg/c7BBi+PXoyg/sIiwiV5/u3kpXvLKHPDMmMR5IZkBjIN3zDHueJMY9OAonBahS+AFk5cGPsQGgrxhKYqhG5REdfVx5Ns+baQDqckdkXGp3k5GQVSQuLAtwg4MsJAgO/ThBqmDZhTsJ8Z+lDkzV37/h/IZHRYQqVHhyhUPUWBAAMdtWqVXar+nSndvpbaJNAZjp06KAEF9evNRAbqNlb931W1h5f4ZETmd68wPfGMjfBnASNY9NOjSUgyF+Q8VqTfbwiR0ePHj1UAcisJDF46PF/SEwGkxLye6C2DjJ1czM2As4gMtDkIKkjCkUiEz2y/II0o/YSNDUoUIkIPfjNQCPpKSQGkkQio3ue0LkYZMBaoYqGCg55YVLL6Ks7zGXewmELtlAUHtNUi9qADgfgyOj80nbg87LuxEqSGWpmPEIGHvvELJBnejytNI+W2kgQCKxAUYA1q0kMBgasel944QW1IsYziYjI77//3mXGDF5I9iDgaCIDXxtkn0eWXuRAQ9ZgyBmCQrQGWfQ0AqP1HomMhsT/7NkQCAw8cMwDmWnatKnKkJgee8UACcet9PbR/Y3T3uL/UUcD5eA7duyo7kE/sPv4+kiBolGPyczxlcwzQzLj1mQGJAY1xp7p0UJF6ellHQQeqRNAYuAQnxWOvZYPNiYr+NShujEiH0GqUK/NMrmm5XH87PkIQDZ2796tTEAguFqDg+6ZM2dsBuCNN95QUbQwI8GEipI22T0f2XwTmTiARMYCPAwyq1evNqmC4dk9ZMgQlQgPJAGMFg37wR4JR+C33npLJc2DRiS7hQf/j1w4J0+eVLlvLPPM+Pj5SIGYKGk/tK2sP7lKEKpKU4yxTDGe0N8gMYsPzpfWfZ+TfIXyWpmTQBpQzgPqdHujQCyGBps/gjwhgaaWCh7qfvjLYBLjZmwE4DsFgo1K65hftAbnXwSV2LqtWbNGOfVi8R0fHy8JCQlKO4/gFfiFQTuDeQEymd1zlK33lpH9SWQsUIJ2BealNm3aKMdZCAbC1VAnBeUIEKuPsOukpCTl9Y1oIajyUKzr3r17LiEkEFSQKjB7ZHiEw5d+tQrNDMxMXV/pJGvfWyFbr24mmaF2xm1kYPu1ZOUT81yfZyRfoXxmaQegiUGkRp8+fZTPWHalRsCwgsUOVsq4HuTsQGJNe1bbFkMUP3oIAjD1oEwBtHZawxxiD/GGFh7aHC3nGUxM9evXV/NYz549ZezYsWr+evPNN1W0FCwPnkSoSWRSeShAZrBywsADPxmQGWRAROQDSA0a1NaoYgvBQZg2nPjgS+NKbBfsGwL+zDPPWJGZx+UM8kj3sV1kzXsrqJkhkXELIgMNIsh3mwGtJU+BPGaaGDyn0EBCE4OaNfZMCKkMB3Z/BadK5IzBOAFHXzgc37hxw+7z8UAikBoCsBAg/xm0OiDNkDVt4QoCjYYIJlReB8HBonvp0qXK8Tc7TK6p3UNmvyORSQNBdDA8vcFm0fkYjOA3ozFe2CIRDYF4fAxQrlo9FKwbZAbCm1podr6CeaXHq12VA/D268luMZl5gmmE92C7OU+RmOMrFYlBgVR9dBJIDBYdWFBAne4KAzTU+UigiUkECyGYEejom8aAy69tRgDmKWgcEWk7f/58lbQVi2pE28KMiWSuefLkMTmaQwahsQTRAeFHtunbt29nixO8zTf7hANIZNIBCCQAfjCwZSIrIpIWIXMiBiRUrz18+LBitfCdcWU1HRg7fGZatGihiJgWyYRXMPf8hfJJtzGdZeOZtSQy1My4pAyAZK89vlL5dgWFBpmRGMgxzKcwB8O/APKe3RsmGYS6litXTml0seiB3wKSaXIjAplFAJp/WAAgU1hMg8RXqlRJUNMLYz2cfRGph5QccIdA8jto5pEjDWM+tDRYlMO3BuYtd99IZJ7QgyAosGXCUQr2S3Q6qofiM2zgGDRdyZyU1u1gAEWpdlTohgDryQxCswsVLyhdR3cimSGRcTkiAxKDZHdtB7aRXPnCrUgM1OndunVTtn9XeR5h1oJGF6tjPGtw+D1y5IhHrH7TGmP4fcYRwJzx7bffqjwv8FvRGtJnYJ550gYfF+SJgdYF1gFoV5AzBt9DSwONJBrmLvhLgvQgzwxITcOGDU1kBhpDEG5330hk3L0HM3j9eHBgs8dgCjIDdbeezPj6+0p0bGFFZhLOrnO5yYymGNtNMZ6AGUjMiiOLlSYG0UkwIenlViMx2RmdlNojiIUOtLgIq8Xqt0mTJspvxx0WPandD79zLAJYICPaFaQCJXG0Bq0iTEXpbSDJCDhBdJK3t7d6fe+999TiOj35gpYQC/ElS5YofxlkmkYdQZRKSO+49K7FVX4jkXGVnsiC64CwgpmDzCA/DjQzmlMYJgc/fz+Jjo2WXuO7S8LZtYLoEE+YDHkP7kmCQGKWv71YOgx7UeU/goO6JYlBviSsYrMzOim1R/frr7+WkSNHKn8EEJnhw4crh8zU9uV3xkMARMbeEgXQ2MDNAT6PIDKjRo0SyFtGyAisCNu3b1e+MyAylStXJpExnvi5/x1D2KGZQa0NrAYsHYChmYGZqe+UXrLh9BrWZqKpKVvILEjMqneXSYeXUycxiMDQSAxU5660IeoRhVwRDovJAloZ+DLAJM2NCACBzBAZ5IVBZB6cdqFZR6HJjJij8L8wPU2aNEmN+5BNTymZQY2MAZ8rkBkw87fffltpZuAoptfMwGcmKiZSBszoK+tPriaZIZnJUjKDZHcoo9FpZAeJKhIpek0M5BTkG3mdkJMFcpzdG1T28EWATwLU/vBFgHMl0jVgsilVqpS6VleIpMpurPj/jxEAkXnttdekePHiSqsCzQpaxAfKyQAAIABJREFUtWrV5PTp0+nCBId2lKGBbOGYESNGqKR3OGdaG37DAha+OE899ZTSbCKKCWHYyGHj7huJjLv3YCauH8J96NAhlS8H4eV6tT3eFyxWUAbO6q80M1gh00TjniYad+o3hFhvPL1G+WohT0xqJObpp5+W8+fPK/KQCfF3yKFYFMCRHoX5zp49qyahRYsWqWglTDRI2YBCfnDs5EYENAQw9sJHBrnKQHS1Bh8Z5EBKb4P2RdOqQMZAhlBb6auvvlKOvSDVINR4BdGHvxbyF8Fnq3HjxkpDCE0OSmfAHwf7uftGIuPuPZjJ64caHA9UnTp1FLu3JjMFZNCcAbLp3HoSGWpmnCoDIMswZ/aZ3FNCcz9ORKmXR5BtDMQYlF1Fu4Hn57PPPlMOlwhtRR4PRJHALwYrXjhkukpem0wOFTzcwQggbQe0K5BnrSGvy5O0jJA5hFhDewM5Q4PcderUSdauXas07cgdhtxmSBMCjQ3kEOZYEB84zMO5GL+7mm+ZvRCTyNiLnIcchxUlHiikUofPjJY0SZtAUM6gSOlo6Te1F8kMiYzTiAxIDPLEdB/XRXLnz22miYEsIoEX8iBBEwMSA7l1hU0jMuXLlzcVacVEgWiqF198UWlpMFm4yvW6Ama8hscIwCQJ+UHKAK3h85NkBb9Dy3LgwAFVHkdz+oX2D/mUIHuoNYZXkBcsADCuo4HwwCwFDSII05P+y136ikTGXXrKidcJYYa6cv/+/UrVCburRmTw6hfgJ8XKFlUOwJvPb3DaZOZOJhBeq+PMbCAxa44tV+UyImPMfWIgfxicW7VqpfJkuNoKEpMRJpXk5GSZOHGiDBs2TGbMmCFbtmxRmhiSGCcOXAY+tSZ3IParVq1SPmMVKlRQeWWQuwgldEBaUPQ4Li5OZXYfP368qriNZHmelpiRRMbAD4P+1kFmkGMACZNSMzP5B/pL8XLFlM8MyAx9Zhw3kRuZFEGOVr+7THqM66ryGMHRXE+i4YiOjKRIGeCqgy/8HbSEYzAVfPPNN4rcYHXNjQg4CwGM2ZAxLEJhvoS5CZr1rVu3SmJioiLTe/bsEeSYQXZ6RDu5ehZ6e7EikbEXOQ88DiwfZAYPAyp6I2xUH80EMgPNzMsLB0viB+uYZ4ampkxp5zRzUp9JPVMlMTAnoUYYUgVA68GNCHgKAiAhIObwiUFmXa3BYfdJPjJpYYBzglTD0RfngDbQlcywaV23I74nkXEEih50DjwMmDSgmalZs6ayr+rJDPLMFI2LkWGLhjBpHomM3UQGJGbDqdXSa2J3KVIqWuCLpWliIG9wmG3evLlyXCSJ8aABhreiEMCiEXWQ4IiLwsRaQzQSKllzsw0BEhnb8DLE3iAzcD5DSB9C9KCZ0SYZvObM6aXIzPDFQyXx/XU0M5HQ2ERokCcm4f11yueqQNECojcngcRA3urWratqg7mqOckQAwFv0mkIQHNib2Zfp12UG5+YRMaNO8/Zlw615I4dO1RVVUsHYEw4MDONXDZMki5stGkiM7JPiNHvHZoYkN/Bc1+SiMgIq+gkkBiEiiLZnas59jr7eeP5jYMAiYxj+5pExrF4etTZoJlBNkisHFCTw7JgH8wBxcsXUz4zSRdJZoxOUjJy/xvPrJGXZvaTPFERZpoYaPpgTkJaf9ROQpIuyB83IuCJCJDIOLZXSWQci6fHnQ223O+//155wCMBkyWZgQNwbOWSMnjOS5J8MYGaGZqZ0pSB9adWSf/pfaRwyUJWyRdBYurXr6+q+npSfguPGxB4Qw5BAEQGEUVlypRRBB7yj1a7dm2Ve8ghf2Kgk5DIGKiz7b1VkBmElCI3RpUqVazITGBwgJSOLyXDFg6WlEuJaU5kGVmxcx/PDOted3KVqt0Fc6TesReaGCTsatCggRrYoQHkRgQ8HQFoG5HPZc2aNTJ37lxTQxkBRC5xsw0BEhnb8DLs3iAzqBezbds2KVu2rKq6qncADgwJVGRm7JrRymcGvhAkJZ5JSmzt1w2nV8vA2f1VHiJfP18zx3GsQpFRGllKM1rB17APIW/coxCADyLyD/3444+mBiKPQAtutiFAImMbXobeG2QGZeCRbAkqUaTENpEZrxwSEBQgpauUknHrXlHlDEhmSGQSzq5VtbrgS4XQfZO85Mih5Aeq9H379slPP/1k6GeLN08EiID9CJDI2I+dIY8EmUF2yNWrVysy4+fnZzY5wWwAM9OriswwA7Ct2gtP2R8kdvOFjcoRHOYkvSYGEW+QGziQw0+AJMaQQwlvmgg4DAESGYdBaawTIb8HyAzKz1uFZuf0krjqZWTCxnF0ADag868iMec3yLi1o6VwiUJWPjEgMZAbmJOY7M5Y4wbv9m8EsCiEGQkmJq2h5AC+52YbAiQytuHFvf+HAJzVsJJOSEhQk5LeZID3vn4+UrZGnExKfFW2XtlMfxkDERrU4hq7ZpREFom0IjG+vr7Kx+rtt9+WX3/9lSHWHFEMiQDGT5QnAJlHri6t4blAmRhutiFAImMbXtxbhwBWDohmWrt2rcTGxprVZcrhlUMCgwOlYp3yymdmy4ebSGYMQGZQgwtJErXoJC+vHCbTI3yqkOxu9+7dqs4M88ToHia+NRQCCL8GiUHm9AIFCphas2bNBBWtudmGAImMbXhxbwsE8ECiqipKyZcoUcI0aUErA1+I4PBgqVSvojIzUDPj2c6/yNg7YsnLUrpKrPj5m/tOwZxUtWpVSU5OZnSSxTPEj8ZDgAnxHNvnJDKOxdOQZ4Nd99atW7Jy5UopVqyYmc8MyExIeIgiM5M2vSrUzHgmmQGJGbV8mJStXkaQJFFvaoQ5CckUQWK+++47mpMMOUrwpvUIkMjo0cj8exKZzGPIM4gIyMydO3dkxYoVEhMTY5ZnRmlmwoKkQp3yMnPH1McOwNc9c0L3lKgjW+5j07kN8sqqkVKmamkJCDInMT4+PlKhQgVJSkpSeYhoTuJwQQREQGRee+01pcUG0ddajRo1VJ0xYmQbAiQytuHFvdNBAA8n8swgUyU0M/rQbJAZTHJVG8fLjG1THheaJJlxa78hRCehLAWik0Bi/C1IDKLZEJ0Eh3AkUySJSefh4U+GQgD+hUePHpW2bdtKnTp1TK13795y9epVQ2HhiJslkXEEijyHCQFMVohmmj17ttLMYEWuNzN4+3hL9abVZOb2qSxn4MbOv4rEXEqQqckTpVSVWPEPsNbEFCxYUDZt2qSylpLEmB4RviECCgFE7UGL/fnnn5sagidY9d12ASGRsR0zHvEEBDBpIYRw3rx5UrhwYTMi8zg021eqNqois3ZMlW1Xk9xaK2GLCcaT9k2+lCgztk+RonExVhl7oYlBv6NuDFKuk8Q84YHhz4ZFAM+GZTMsGJm4cRKZTIDHQ9NGAGYmRDMtWrRIoqOjzUKzYWYKCg2Sao3jZfrWySQzbqaZSbqwUSZvGi+lKscqEoP+1LRu0MCVLFlS1q9fr0gMk3ul/YzwFyJABByDAImMY3DkWVJBAFkrP/vsM+UzY6mZweQXFhEmNZ+uIdNIZtxGK7X5/EYZv36MVKxTwSo6CZqY0qVLK4dvRiel8kDwKyJABJyCAImMU2DlSTUEkHr7xo0bMmfOHClUqJC5Zianl4TnDVdkBtFMNDO5diQXSMzEhHFS5anKgmrnmhYGryAxKCS6dOlSZfenOUl7AvhKBKwRwPOBytcfffSRXL582dQ+/fRTlSzS+gh+kx4CJDLpocPfHIIAyMzNmzcVmUEWS70DsFfOx5qZak2qyrx/z5KUy4myg9FMLqehSbq4UdXOqli3ggSHBVmRGEQnLV68WOUTojnJIY8NT+LBCOAZOXHihHTr1k1atGhhaoMHDxaQGW62IUAiYxte3NtOBGBmgof+hAkTlGbGjMz8z2emzjO1ZO7uGZJ8KcHlJnJPctS19V5ALqcmT5BKdSso3ya9JiZnzpxStGhRWbhwIUmMnc8GDzMeAkyI59g+J5FxLJ48WzoIYBUC34mxY8cKQnMtyYyPr4881aa+zN87W1IuszaTrYTD0fsjxBokZvbOaQJNDGpn6UkMzEn58uVTmpivv/6aVXvTkX3+RAT0CJDI6NHI/HsSmcxjyDPYiADIDDQzUVFRZj4zmCR9/X2lXqs6smD/HNl2jaHZjiYntpwP5SQW7p8jcdVKi1+Aee0kaGLy5MmjotIQak+fGBsfAu5uaARIZBzb/SQyjsWTZ8sAAniIv/jiC5kyZYoiM/pVPqKZgsOCpdbTNZRmZvu1ZJqZsiE8O+VSoszeNV3K1ohT0Un6EGuQGGjU4MANEoP+5EYEiEDGEcAzs2fPHomLi5OgoCBTQ5bfs2fPZvxE3FMhQCJDQcgWBOAz8/HHH8vkyZMlMjLSTDODSRPRTPVb1SWZyQYSg2R307dOUUkLA4IDzPoGJAa1tGbMmCFfffUVzUnZ8vTwT90dAWgwb9++LQcOHJCtW7ea2qFDh+T7779399vL8usnkclyyPmHGgK///67XLt2TSZNmqTIjJlmJqeXRETmVj4zC/bNEfhr2GIW4b72hXLD0XralklSs3l1pRnT9wlIDGpogcQgrTqjkzRJ5isRsB0BLOYePHigEkciAzYayhagAC832xAgkbENL+7tYARAZpBLYfz48ZI3b16Vj0SbPDFx5s6fWxo8X08WvTFPtlzZTDLjRA0NHHuRablGs2oSmivEzLEXfVG8eHGZNm2aCg8liXHwg8DTEQEiYDcCJDJ2Q8cDHYUAyAyS5o0cOVJFwSAa5m8y8zjPDKKZFh+c/zjPjBMnc6NqcuDYO/u1GVKjeXUJzR1qwh/9AFMfkhnCpwn9RJ8YR0k+z0MEiIAjECCRcQSKPEemEYA6FTZjJIRCSK+ezGAiDQwOkOadm8hiaGY+ZGi2wwjX9RTZemWzihKr1aKmhKSiiUF00sSJE5U5iSQm06LOExABhQBMSw8fPpRffvnF1Ghask84SGTsw41HOQkBRDO99NJLEhERYeZkCs2Af6CfPN21mSw7tMg9yhm4QYZikBjgGd+wilWeGJiTwsPDZdy4ccqxlyTGSULP0xoOATj7IoNvQkKCLFu2zNTg+Iv0FNxsQ4BExja8uLeTEcBk+cknn8jAgQMld+7cViYO+G40btdIlr610KUdgOHPs+ncBqXtcJj2xMEmNVzjotfnSaV6FcUyOglaMGjGRo8eLd9++y0dEJ0s9zy9sRDAOKeFXwcHB4vW6taty/BrO0SBRMYO0HiIcxGAz8yVK1dkxIgRSjOj+cvgFVqCiMgIadqxsSw5ON/lyAzy3mw8u1Y6j+wotVvUlAHT+8j6k6tcrn4UzHPIoFynZS1VABLERcMZ71ETCxmYYe5jFIVz5Z1nNx4CIDI7d+5UqQy05w6v8fHxcurUKeMBksk7JpHJJIA83DkIPHr0SC5duiTDhw+30szk9M4peQvmlWadmsjSQ66jmUEm4jXvrZCuoztJVJFICQkPlmJli0qvCd1lHciMgzUq9p4PJGbOazNUNFhqjr2FCxeWMWPGKM0YzUnOkW+e1dgIkMg4tv9JZByLJ8/mQAT+85//KDIzZMgQ5asBbYy2etHIDHxmVhxenO0+MyAxq48ukx6vdpWomCjx9vEW1I5Can+QmT6Te8r6U6uznczoSUx4nnATnsAVmhiQmFGjRqn8PtTEOFCYeSoioEMARGb37t0SGxsrfn5+plazZk05c+aMbk++zQgCJDIZQYn7ZBsCv/32mzIzde/eXWlmLMlMnqgIadGtuax8Z2m2+aMoEvPuMuk+tosUKlFQfPx8JLJIpFRrUlVwfYi4ApnpP62PJJxdm21kRkUn7Zsj9VvVkVz5clmRGNS+ggbs6tWrNCdlm8Tzj42AAPIwwYTUv39/adOmjalhEQEfQW62IUAiYxte3DsbENAyAHfr1k35zFiSmbA8YfJ8v1ay4vAS2fph1ibNg0/M2uMrpNsrnaVwiULi5+8rkUXyy4DpfWXe3lnS4eUXJV/BvBIQFCBF42Jk4Kx+svn8BsnqGlIgW3CQbti2gSr/oGm2NE0MQqyHDRsm169fJ4nJBhnnXxoPAWic4UgPPzStoTwBFm/cbEOARMY2vLh3NiGAFQxqM3Xu3FmZmSydU1Fo8oUBrWXVO0uzzMyEsgnQsHQb01kKFI1SpiSQmB7ju0nShY3KEXn1u8ukw7B2EhEVoSp7FyxWQIYvGaoimrKq7MLWq5tl3fGV8lTbBirZnZdXDpM2BqQwJCREhg4dKjdv3iSJySb55t8SASJgPwIkMvZjxyOzGAGQmcuXL0unTp0kNNQ6+2x4njBpM6C1gDzscHYOl+spknwhQbqM7ij5o/MrEgMy03N8N9l0br0pmgpkZdXRpdJpZAfJlTdc7Ze/cD4ZvniIbPpgvdPNTNuuJimzGzIjB4cFmeXmARnMlSuX9OjRQ60IkaCLGxEgAkTA3RAgkXG3HjP49ULteu7cOYGZCZoEvYkEDsAw47Ts/rSsOLLEaSQB5AQ5YqCJiYqJNGlalEPvyVUmEqNFFcE3Zfnbi6TzqA5KIwJH4OjYwjJ4zgCn+sxAE7PkzQWq8CZITM6c5iHWqG01YMAAQRJCkBgk6eJGBIgAEXA3BEhk3K3HeL2qQiwc5aBJQCIpPZkBSYCjbeu+zypNiEYmHPUK35YNp1ZLn0k9BWYiRCUVLllIRSVBE5SW7wuiheCjAs0MQp79A/ykZMXiMmjOAJV3xlHXp50H5AnJ7pBvB5oqvTkJmpjIyEiVdJCOvXygiEDWI4BFw927d9Wi7MSJE6I1pJxAyQJutiFAImMbXtzbRRB48OCBnDx5UvnMBAWZm0wQ9gwzT5sBrZQjrqN8UTTH3n5Teknh/0UnFSxeUIVcrzyyROBQqxGJ1F5BZpa/vVheHNRGVfVGNFOpKrEyeO5LknB2XbrHpna+tL5T0Un756g8OxGRua3MSYhOGjRokFy8eFFpYlykS3kZRMAwCMBMfvToURWtVKdOHdFaz5495aOPPjIMDo66URIZRyHJ82Q5AiAz0My0bt1aaWb0DsAgMzD7vPDS84rMbL2aPslIixRo34MMrT2+UvpN6y1FSkWLj6+35CuUV7qN7ax8UOCLou2b3itIBkjPc72fURmKg0ICpXSVWBm2aIjyrUnv2Iz8hutYdGCuIjEI/dZjgvcwJ/Xu3VvOnz9PEpPlEss/JAKPEWBCPMdKAomMY/Hk2bIYAYQwnj17Vlq0aKEcgPWh2TAzYTKHOWfN8RUCn5GMkAHLfUBiNpxeIy/N7K/ywfj6+Qo0HV1Gd5I1x5Y/UROT2vmWHVoorfs8+1gzExKoNDOjlg+TpIsJVj42lsen9RkaoeWHF0vzzk0lT6Q5iYH5DQUgQWIuXLggf/zxRxb3FP+OCBABDQESGQ0Jx7ySyDgGR54lGxGAo+rp06elZcuWygFYr4UAscmdL5d0G9tFaVSeZP6xJAnbr6eo6KJBsweYSEyeAnmk3dC2suHMGtl2LdlucgSfmVZ9nlU+LP6B/lK8XDEZv36MXWQGmph1J1bJ012aqegoPQZ4HxgYqMxwqGHF6KRsFFb+NREQERCZXbt2SbFixZTWFM8oWtWqVdVYRpBsQ4BExja8uLeLIgCbM8hMs2bNxN/f38wBGNqI3PmhQeloc82jLR9uloGzB0jhkoVV2QFoYuDjkvjBOrs1JxpZgqYHZObZXi0lKDRIfP18lOPwxIRxknwxIcMECWQK5Q9QeyokV4iZOQn3Dh+iF198UW7cuEFNjIvKLy/LWAiAyOzdu1cqVqyoUiAgDQLaU089Je+//76xwHDA3ZLIOABEnsI1EICZCQ50zZs3tyIzCM1Gsjpk2lXVqJ9UwPF6imy5vEmGzBso0SULq+gkFKrE8SgMmVZ0kkZSMvoKB+DFb8yX5/u3+h+Z8VWan7FrRsnm8xufSGagYUISQIScg8TgPvVRXBgcO3bsqJLdIUMyQ6xdQ1Z5FcZGQItagq/a8ePHTQ15sn766Sdjg2PH3ZPI2AEaD3FNBDA4/Pzzz3L48GHlAGypmYEDMEgJNDMIoU6LbEBTgmR1I5YMVWUFYPZBfpqOw9urqKOMOvamdX7L71MuJcrCA3Oldb/nJCA4QPB/5WrEyWMysyHN6wSJQcHM5/s9pzROXro8MSAzERER0qVLF5VEkHliXFNmeVXGRQBFWR89eqTSSfz666/qFXmyoK3hZhsCJDK24cW9XRwBkBmsaN566y3lAOzr62umoUAtpCKlo6XrK51k4+k1ViQBJAbfD180RGlGsH/eAnmUOWnJwflOK0yZfClBFu6fK8/0eFpCc4VIcGiQVKhTXsasHimbL1hrZkBilh1aJG36txJkCtb7xIDEoHZS165dVVQXHXtdXGh5eUSACGQKARKZTMHHg10RAZCZe/fuyRtvvKFszgEBAWYTPchJdKlo6TGuqyS+v85kJlLRSadWy7CFQ6RkxRLi7estufPnUmafxU4kMZqGBqYsmJm0JHbB4cGKzMABWO8zYyIxA1pJZHSkpKaJQU0qhKZjxceNCBABIuDJCJDIeHLvGvjeNDPTkSNHFJlBBmC91gIh1IVKFJSBs/rLxjNrBHlm8Dp88VApVbmkKjsQFhGqzDbQfCD/i0Y4nPkKkgIzU5MOjSUsIkz5vVSsW0Emb54gKZcTVZTUqneXSduBz0tUEWsSExYWJu3bt5czZ84IfGK4EQEi4JoIwIz0448/Cipeaw3aZGpQbe8vEhnbMeMRboQABot3331X6tevr6J39GRGlTOIzi8vzeqnktrBJwaZdhE9BBLxTI8WypE2q0iMRpCgGZq3d5Y07dBIQsJDlBNwhdrlZeb2qcrRGFFTSMZnWTsJmidEJyHqAffNjQgQAddEAFGWSIUwe/ZsGTt2rKktXbpUvvrqK9e8aBe+KhIZF+4cXppjEIDzHHxm6tatK35+fmY+M/AngXmm0YsNJTo2WoVYI/oH5h0kwXNUdJJGUjL6CjIzf99sadi2gfgH+qnaTCXKF5OmHVA7KdzKnATH5kaNGinHXmpiHCM3PAsRcBYCGJN27twpMTExZuNRfHy8Mgk763899bwkMp7as7wvMwQQmv3mm28qzYylAzA0Myj+iFdoYpCPBRly7U12l1Gy8qT94DMzd89Mady+ofgF+gmirlBsUp+9GEQMVcCbNm0qKDgHnxiY1bgRASLgugiQyDi2b0hkHIsnz+aiCGByv3//vrz++uvSsGFDsSQzIAQgMlUbVVEmnKw2J6VFajaf3yBIkAeTF67RsqHswAsvvKCq6MKcRBLjogLIyyICOgRIZHRgOOAtiYwDQOQp3AMBTPJ3796VPXv2KDLj4+NjRgyg6ShcopD0nthD5ZFJi1xk1fcwL618Z6m0G9JWcuXLZXatIDRIdgefmPfee48+Me4hgrxKIqAQAJHZvXu3lCpVSiXvhGkYrVatWspRnzDZhgCJjG14cW83RwBkBhECGETq1KkjIDN6B+CAIH8pUaG4imaCNgRkIquIi/5/8L+rjy2X7mO7qLIFqWXsbdOmjbzzzjsCsxk3IkAE3AcBOPtevHhRpk6dKkOHDjW1+fPny+eff+4+N+IiV0oi4yIdwcvIOgRAZhD2uH//fqlSpYpY5pnxD/BXyfBGLn1ZaWay2uEXJGbd8ZXSa0J3KVIqWrwtyg7AJ6ZVq1Zy7NgxlQ0065DjPxEBIuAoBGAK/uGHH+Sbb74xNYxLdNa3HWESGdsx4xEegADIzIMHDxSZqV69uqoOrdfMIM9MTJkiMnrFcIcUiNRrW9J7DxKTcHat9BrfTeW50ZMYXB9IFwpjgsRQE+MBgshbIAJEINMIkMhkGkKewF0RAJlBvRP4zFStWtXKARgZc0FmRi0fJjAz7bie4lQzE0hM0sWN0ndKL4mMzm9VABKh4wghR5E5khh3lTpeNxEgAo5GgETG0YjyfG6HAAq2bd++XSpXrize3t5mTrXQiBQrV1RGLB0qSanUPEpPu2LTb9dTJPGD9TJwdn+V7A7lEfQRStDEQHN09uxZZU4CCeNGBIgAESACIiQylALDI6D5zOzatUuqVatmRWaQYya2UgkZtmjwY83MR47VzEATg+R7IDGRRSJVvpgcXn+HWgcFBSlNDKKTQLpIYgwvsgTAzRHAM/ztt98qEzHyW2nt9OnTquitm99ell8+iUyWQ84/dEUEEEWAgWXr1q1Su3ZtKzITEBQgpavEyuA5AxxKZpRj74mV0m9qb1WVG7ls9JoYkBjkvUH+G/j0kMS4ovTwmoiAbQgg/PrQoUPK3618+fKitXbt2qnSBbadjXuTyFAGiMD/EACZQQQByEyNGjWsyExg8GMy8/LCwZJ8KSHTPjOPScwq6TettzJfIXOvJYlBjShoin7++Wf2ExEgAh6CABPiObYjSWQciyfP5uYIgMwgz8yOHTukXLlyVrWZAkBm4kvJuLWvKJ8ZkBGbfGH+Z5ZS5qRTq2XQ7AFSvHzxx+YkXebewMBAlecG+W4QksmNCBABz0GARMaxfUki41g8eTYPQABk5t69e0ozExcXpzJu6jUlKOIYW6mkjF8/Rjadsy9pHhx7h8wbKMXLFbMiMYhOgkZo79696jo8AFLeAhEgAjoEQGSgaS1evLjS/CLIAA0+evCT4WYbAiQytuHFvQ2CAHxREOK8ceNGKVu2rFVoNnxZSlYoLq+uf6yZyWhoNjQxKZcTBeapmNJFrEgMMg1XrFhR9u3bR3OSQWSNt2k8BEBkDh48KA0aNFBkBoQGrXXr1nLhwgXjAZLJOyaRySSAPNxzEdDITGJioiIzllWnUTYgrloZVdQRlaozYmJKvpAgr6wYIQWLFRAfP3OfGJCYYsWKmUgMHXs9V7Z4Z8ZGAM82/N5u3LihnHuvXLmiXm/evCkPHz40Njh23D2JjB2g8RDjIIABBz4qKSlCf020AAAEaklEQVQpUqFCBbEkM/6B/lK+ZlmZsGGspFxKTJfMwJw0esUIKVSikPj6+5rVeII5CT45Bw4cUFW6Yd7iRgSIgOcigGf8jz/+UCUJUJYA7c8//xQ++7b3OYmM7ZjxCIMhgIHl66+/VmYmhElakpmg0CCpULucjFk1Mk0yg7IDwxcPlRL/c+zVl0NAsrv4+HiVlO/+/fscyAwmX7xdIkAEMocAiUzm8OPRBkEAZObLL7+UtWvXpmpmCg4Plop1K8grK0cqHxi9mWnjmbUybPEQZYaCJkbvOAwSU7NmTUlKSlIF5AwCJ2+TCBABIuAwBEhkHAYlT+TpCMBB7/bt24rMxMbGWuWZCQ4Llgq1y5vMTHDsTXh/nYxcNkziqpcRZAi2JDGITkLeGlTB5UYEiIAxEIDJGlm6MZ58/vnnpgbN76NHj4wBggPvkkTGgWDyVJ6PAMgMMgAjmikmJsYqmglJ88pWj5NpKZNk3clV8sqqkSrvjCWJ8fX1VbWdXnvtNbl7967nA8c7JAJEwIQANLwffPCBvPzyy9KtWzdTGz9+vNy6dcu0H99kDAESmYzhxL2IgAkBDEI//fSTLFiwQIoWLSqINtJrWmA+gmamy+iOUqJCcStNDPJFlCxZUjkQk8SYYOUbImAYBLAg2rlzp1oM6ccO+MqdOnXKMDg46kZJZByFJM9jKASgGkaYJMgMNDN6510MTAjN9vP3U6/6gQokJioqSrZt28bicIaSGN4sEfgbARKZv7FwxDsSGUegyHMYEgFoZmBmWrRokdLMWJIZy88gMdHR0UoTg5BuDGY4B0IutfBLvj4OQyUOxMGTZQDJNuEbV6RIETNtbpUqVVRFbE++9yfdG8ZFLBRt2UhkbEGL+xIBCwTw0MFZb8mSJYrM6LUv+vcI2c6bN6907NhRkR8chw1ZPIcPHy5dunRhIwaUAYPIQOfOnaVevXoSGhpqRmQwRjRu3NjQcjBmzBi5fv26WuBZDLdpfiSRSRMa/kAEMobAX3/9pTJ0zps3L1XNjL+/vwrZnj59uly8eFFpYrQzIwEe6qtERESwEQPKgIFkICQkxCryEf52IDdGHg9KlSql6lDZkuGYREabUfhKBDKBAMxDSDc+a9YsiYyMNPnMwJyEjL2IckI0gqaJ0f7q2LFjgtVZ/fr12YgBZYAyYHgZaNeunTKvwfyW0Y1EJqNIcT8i8AQEQGY+/fRTmThxoioAB0KDgpMrVqyQb775JtWj4WNz/vx5OX78OBsxoAxQBgwvA5cvX1aBELb4yZDIpDq98EsiYB8CMDOBnKA20/z581XtJJAYOPVyIwJEgAgQAccjQCLjeEx5RiJABIgAESACRCCLECCRySKg+TdEgAgQASJABIiA4xEgkXE8pjwjESACRIAIEAEikEUIkMhkEdD8GyJABIgAESACRMDxCJDIOB5TnpEIEAEiQASIABHIIgRIZLIIaP4NESACRIAIEAEi4HgESGQcjynPSASIABEgAkSACGQRAv8f75YfqCnt0TEAAAAASUVORK5CYII=[/img]
Here is a right triangle. Which of the following would be a corresponding height if we consider [i]f,[/i] as the base.[br][br][img]data:image/png;base64,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[/img][br]
Find the area of the shaded triangle. Show your reasoning.
Andre drew a line connecting two opposite corners of a parallelogram. Select [b]all[/b] true statements about the triangles created by the line Andre drew.[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZcAAAEICAYAAACTVrmbAAAgAElEQVR4Aex9B5hURdo1eTIDwww5Z8kokgUkSk5KzkkySM5pcs45R0ARE4oBFBUjJhB03f1c1113Xd3o5vB9//mf8/ZU0zNMV/cE6FGrn+c+t6erp7v63Ko697z1hjowD4OAQcAgYBAwCNQwAnVq+PPMxxkEDAIGAYOAQQCGXMwgMAgYBAwCBoEaR8CQS41Daj7QIGAQMAgYBAy5mDFgEDAIGAQMAjWOwC3kcuLECYSEhCAiIsLlR3h4OIKDg6U/fF4b+kRsAgMDERoa6vL+EBP2hxjVBmzYB3XNwsLCakWfalN/2BeOm6CgILlm/NvV1419YH84pmtLfzim2SeOodrQJ3XNasuYZj8452sLPhzD7A+vme3jFnLhm06fPo13330XV65ccenx9ttvIzU1FdnZ2eDz2tCnM2fOICYmBi+++KJLseG1eeedd/Dss88KRq6+Vur7L1++jOjoaLz11lu14npx3OTl5eH55593+fXi+H355ZeFUNgn9k3h5qozx1BiYqL0qTbML/aH609kZCQuXbpUK8bQuXPnkJKSgosXL7r8evEacW5FRUWB/aoN14x94BjKz8+35ZZbN/R5p/DGG2/gf//3f/H//t//c+nxr3/9CyUlJXjqqafw73//u1b0iYOfhPeLX/zCpdjw2vz3v//FT37yE8Ho//7v/1zaH34/j++++04m4j/+8Y9acb04hp577jl8/vnnLsVHXa+vv/4acXFxclPAvrl6jv3nP/8R8o2Pj5fxVBv6wxuUhIQEfPvtt7WiT59++imKi4vxm9/8xuXXi+sy51ZSUhLYL64Brr5m7BNvls6fP+8cubDDrn6QUE6ePImnn34anAS1oU9kaZLLl19+6Wp4ZPH+7LPPBKPagA378Ne//lXw+ec//ylk42qQOG446H/+85+7uityvX7729+CCzkJj31z9UMtDFzM+dzVDy6WvLnlnfDvfve7WtEn3sCRXHhj4OoHb+A4t5KTk+XGsjZcM857qhZaB2wft5jFlHKpDYuVIRfbS3Xrcw4sQy634mL7iiEXWzRufW7I5VZMyr9iyKU8ImX/NuRSFo8q/2WUi33ojHKxjw1buJAb5aLHyCgXPT5GuejxcbrVKBc9VEa56PFhq1EueoyMctHjw1ajXPQYGeWix8fpVqNc7ENllIt9bNhilIseH7Ya5aLHyCgXPT5OtxrloofKKBc9Pmw1ykWPkVEuenzYapSLHiOjXPT4ON1qlIt9qIxysY8NW4xy0ePDVqNc9BgZ5aLHx+lWo1z0UBnloseHrUa56DEyykWPD1uNctFjZJSLHh+nW41ysQ+VUS72sWGLUS56fNhqlIseI6Nc9Pg43WqUix4qo1z0+LDVKBc9Rka56PFhq1EueoyMctHj43SrUS72oTLKxT42bDHKRY8PW41y0WNklIseH6dbjXLRQ2WUix4fthrlosfIKBc9Pmw1ykWPkVEuenycbjXKxT5URrnYx4YtRrno8WGrUS56jIxy0ePjdKtRLnqojHLR48NWo1z0GBnloseHrUa56DEyykWPj9OtRrnYh8ooF/vYsMUoFz0+bDXKRY+RUS56fJxuNcpFD5VRLnp82GqUix4jo1z0+LDVKBc9Rka56PFxutUoF/tQGeViHxu2GOWix4etRrnoMTLKRY+P061GueihMspFjw9bjXLRY2SUix4fthrlosfIKBc9Pk63GuViHyqjXOxjwxajXPT4sNUoFz1GRrno8XG61SgXPVRGuejxYatRLnqMjHLR48NWo1z0GBnlosfH6VajXOxDZZSLfWzYYpSLHh+2GuWix8goFz0+Trca5aKHyigXPT5sNcpFj5FRLnp82GqUix4jo1z0+DjdapSLfaiMcrGPDVuMctHjw1ajXPQYGeWix8fpVqNc9FAZ5aLHh61GuegxMspFjw9bjXLRY2SUix4fp1uNcrEPlVEu9rFhi1EuenzYapSLHiOjXPT4ON1qlIseKqNc9Piw1SgXPUZGuejxYatRLnqMjHLR4+N0q1Eu9qEyysU+NmwxykWPD1uNctFjZJSLHh+nW41y0UNllIseH7Ya5aLHyCgXPT5sNcpFj5FRLnp8nG41ysU+VEa52MeGLUa56PFhq1EueoyMctHj43SrUS56qIxy0ePDVqNc9BgZ5aLHh61Guegx+l4ql3/+858oKirC2bNnwedkbVc/jHKxfwWMcrGPDVuMctHjw1ajXPQYGeWix8fp1m+++QZBQUFyXL9+HX/5y1/ABcyVD0Mu9tE35GIfG7YYctHjw1ZDLnqMvtfkEhYWhtdeew3/+te/QLOUKw5+9x//+EdERUWhV69e6NatGyZPnozVq1cL0ZSUlOCdd97Bb3/7W/z1r3/F3//+d1E2d6LPb775JlJSUvD555+7BBvb60E1d+PGDRQWFrr0eqk+Ef8//OEPSExMlOtyJ66H+m57Z46Nc+fO4bPPPqsV1+vXv/41YmJi8Mwzz8i4tdfvO/X6P/7xD+Tk5CAuLk7m0J36Xnvfw/5w/WF/vv7661rRJ97Yco796le/qhVjiGteQkICPv7441qBD+c5x9Bzzz1XhhnrlPkLkMU7NTUVp0+fdtlx6tQpJCUlYdCgQahTp471qFevHnx9fdG5c2cMHjwYDzzwABYvXoxHHnkE4eHhyM7ORnFxMUg+PE6ePCkHP6+mfk96ejpIwLm5uTX2mVXtG39XVlYWYmNjXd4X9RuIf2RkpFyHmsRdfX5lzxwDJLvacr3y8/Nl/LBP7Ftlf09Nv5/XiDdxHNO15Xpx/eF8LigoqBV94roSHR0NXruaxr+yn8drxDkWEREh611tuGb8DcSHhGf7uIVcQkJCBMQLFy7g4sWLLjlefPFFWTTvueceK7EokiHB1K9fHw0bNoSbmxs8PT2FcPz9/dG6dWtROpMmTcK2bdtkQXnyySflzvX555/HSy+9hOr+Lu4BcfHkPpCr8FHfy9/DC5ucnFzt36U+szpnYnv+/Hm5M+e5ulhXpy/qf1944QVkZmbWmuv11FNPyfhhn9g31U9XnTmGqBK4WPG5q/qhvpdzn6RCwnv66adrRZ8effRRWTh57VQ/XXXmNeLc4mLOftWGa8Z5Hh8fj4yMDFtuwS3kwjuY119/XeQfPW1ccdDcc+3aNUyYMMFKLnXr1UWDhg3kqN+gPurXrwcSTd26dW++p25deY3E4+HhgaZNm2L48OHYtWuXLMJffPEF/vznP+O7774Ts83f/vY3UIbz+5QJx9Hvfeutt6xmMUfvvd3t7Pcnn3wiTg80M9zu73P0+ewDzZlUnZTuxNTR/9zudl5fmsV++tOfurwvxINmMSpN9ol9u92/39HncwxR1ZFgasP1Yn9oFuNiRbN3begTzWK8qfzqq69cfr2IB+cWlS/7VRvw4bx3yixGOfrGG2+IZxY3aF1xcFOPiyYViFIsJJZZ62Zg8KR70bZbG/i3agbvJt5o6NawDMHw/SQcpXAaNGhgVTmNGzfGgAEDsHbtWqSlpeHtt9/G//zP/8ggJuFwIjr6vWpD/xe/+IXD9zr6rOq2Eye6SdIEyI2+6n5edf+ffaDTBfekuHByA7u6n1nd/+fApy2Ye2TV/azq/j+vFxdMLpzsE/tW3c+s7v+zT3l5eXJnzufV/bzq/j/nINcfLp7ffvutbPBX9zOr+/+ffvqpmKK4B1Tdz6ru/3NOcW7RWsF+1YZrxnnPMUTrkO3jFuWiyIUguOpBAAmcLbk0cm+E1FcSUfh+LjJeT8HR/INYcXAZxs4bgz5De6NT745o0a45fEoJh2RUr349UPEogiLp0KTWqFEjMaf5+flh4MCBWLFiBUJDQ0HZS8Lhd//mN78BlQ3vDHgB1eKtyOXLL790FTzW7yVO3Kim7d6V10t1iH3gXRVt5rwDJWaufnCxohnh5z//uau7YrzFnLgCnGuKXH73u98JZk782219i4lz0cPLec/9qO8tubh7uiHrjVQ8+kkxHv20BI9+UoLTnxTj9I1i5L+XjYgnQrAtZjMe3DQH980YiX4j+qJdt7bwbuJVhmCUsiHRKIWjVA5NaV26dMGUKVOwfft2uQMn4bz33nviKUKiMeRif6AZcrGPDVt4M2CrXEh8rn6wT0q58LmrH4Zc9FeAN2y8caNyIenVhmv2AyAXdwu5fFqCx35yssxBsiHJnPy4EEUf5SH7zXREPhWGvWm7sfrICsxaOx2jZoxEz3u6I6CNP9w83NCwUUNw70aUTV2LR5oiG+7ZuLu7g2a0rl27Yvz48Vi+fDkOHz6MPXv2YMuWLbKxx/0FSlSaN3iRCfKdfPA7jXLRI26Uix4fjiFDLnqMjHLR4/ODJpfyZFPm709PovhqvpjUgk4dx86ER7B83xJMWjwBfYf3hl9rv5vOAfUsakapmjqlpKPUDkmHrtDt2rXD/fffL3E3gYGBePzxx3H16lVxFOBk5d2FOgj87SIdQy76Qc9WQy56jAy56PFhqyEXPUY/XnL5yUkxo9GEdup6EUquFaDgvRykvZqMmHORCDpJwtmOhY/Mw7DJQ9C2W1t4eHuAezyybyMeaTeVja26oRt0QECABHnSbZpxN5s2bRJnAXq8cEPSdt+mpknGkIt+0LPVkIseI0MuenzYashFj9GPmlzKKJlyJjW2kXQK3s9BxuupSHghFscLD2PloWUYNWsEWndtJURDMxrJhqY07tGIG7QonZtBnnQWIOEw5qZDhw7o378/Fi5cKK6nimxoL+XeDU1ptC9zclPl8AJVlnwMuegHPVsNuegxMuSix4ethlz0GBlyqYBUrKTz6UmLg8ANi7rh3g0VDs1pRR/mIelCHHbEb8PkZRPRuXcneHl5wt3DHY3cGlk80mz2bKhsSDK2LtDcvyHptGjRAmPHjsXBgwfxxBNP4Je//CX+9Kc/iboh2ZBkKvMw5OIYLUMueowMuejxYashFz1Ghlx05KJr+/QkaFI7eb0QxR/lI/7RGOzY9wg2nViPORtm4e6xA9Cua1s0bxsA32a+8PByR4NGNxUOycbWFZqkQ7Lx8vJCs2bNcN9992Hz5s2SyoEBmoy7YaAdSYcqh4sjF4CKiMeQi37Qs9WQix4jQy56fNhqyEWPkSEXHYE40Sbuz5+WIO3pFITGhCD3UqaY02hSy34rHceLjmD14RWYsGAc+o/si859Olk80zzdygR5KmcBZVqzVTmMu+HezbJlyyTXE1PXMFEmo8uZEJJmNNuHIRdbNCp+bsilYlzUq4ZcFBL2z4Zc7GPDFkMuThCI1UymeW/6M6kIiwtF/us5VndoEo9yFij8MA9pryYh8ORRbA7fIOpmzOxR6D+yHzre1QG+/r5WZwESi62yUfE2DPJkzI0K8nzwwQfFBZqR7zSnUeEwKJBZBZgmhxlbuUjwIrvywe83QZT2rwCvkYlzsY8PW0ycix4fWjBMnIseI20rJ2H5CH13T/txLs6QQk29pyJy0X02iYdBntHPROBA5l6sPbYKM9dMx/Cpw9Clbyd4NfUSghGSsXF9VqY0dWY7zWmdOnXC6NGjJRv0vn37cOzYMRw5cgTMm8aYGy7w6tCCfBsaDbnoQTXkoseHrYZc9BgZctHj47D1h0QuJB7bIE86CeS8lYGE52MQWHIMu5N3YNWh5Zi8dBL6jegD/9bNQCJlzjRrkGdp2QESDNUO422YEZr7NnQSYFYBpspZuXIlGHfDbKkq7uZOBnkactEPbUMuenzYashFj5EhFz0+Dlt/aOTiSNmQcDIvpyLufDQY6LktejPmrJ+Ju8cMQNMWTdCw0c1s0MyXdtMN+qazABUOzWnMBE11w5xpEydOxO7duyXvz0cffSQZoemVxn0ITmLizMHKg8RQ3YchFz2Chlz0+LDVkIseI0Muenwctv6YyMWqbBjkeaPImsIm/0q2pLFJu5SE4NPHJUnnyBnD0apTS3j6eMCtNMizfGJOtW+j1I2Pj494pbVq1Qp9+/aVuBtWQrx8+bKkx1dBnsS8ugRjyEU/tA256PFhqyEXPUaGXPT4OGz9sZGLI2UjrtDMm/ZhHvLezUbkk6HYELoO4+ffjzZd28C7sTe8GnvB3eumOU1lhFYOAzzzIOnQWYCk06ZNG8yePVtMaSw6xH2b3//+9+IowPLAtoGezhCPIRf90DbkoseHrYZc9BgZctHj47DVkEvZxJyPMciTyTlLs0BT4Yh32tUCpJ9Pwf7AfZLChnE3A0cPQKdepeUHmvqgfsP61jgbms5IMErdqEBPmtO4h9OyZUvJmcYqnqwGSK80OlYw7oZeYBzYuochFx06JiuyHh1LqyEXPUqGXPT4OGw15FKOXOy4RrPsQM6FDESlR4o5jXs3TGMT/0IM9qTsxNK9izB69n0YOKo/uvbtIvVuPH08xVnAWu/GJsiTpEPCUc4CzZs3x6hRoyRBJ8vOnjlzRqoE3rhxA9988401IzQXBA56Qy76oW2Uix4fthpy0WNkyEWPj8NWQy6VIJeLmYjJjALVjZjXSlUOlQ4PqhzWwQk6eUzibuZunI0xc0ZLvZs2XVrB3du9TKyNreuzMqUptcMSBNy3mTlzppSOZrVA1rt5//33wcJOdBQwcS72h7chF/vYqBZDLgqJis+GXCrGxelXDblUg1zKq5zSvGkqyJP7NumvJSP8bAj2pe3CusA1UmBt9KyR6DmoB5o2b3JrvZtyrtAqyJOeab1798a4ceMkq8D+/fulhO/GjRslZQZLHtumsHF6ANTgG02Evh5MzjVTz0WPkYnQ1+NDi8X3vBLl9zOIUrdZX902MYuVVy7lycXB31Q3hR/kIvliAkLPBGFf2m6sPbYaDyyZiH4j+4orNONt6tMFupwbNBWNUjo801GAXmlt27a1Ek5ERASefvppqWFPouGdKRc0HrwLU+Y0/fCteqshFz12hlz0+LDVkIseI0MuDhZZZxf6ykboO/u5VXlfTZALv1c5Cyh1w30bxt0kvRSHyCfDcCh7HxbvWYgR04ehRYfmNvVuKq7kqRwFGOTJfZuOHTuiT58+UtFz586dyMnJsQZ5Kq80LnIcpDX9MOSiR9SQix4fthpy0WNkyMWQizUXWmWITIjnRrFkhM67kiWkE/54MFYeXoZhU4eiRccWYkZr5NbwZrBnfUvNG7Vno7zUmF2A6obVPEk6NKmtWbMGmZmZ+Pjjj8UFmhkFVL0bEoOts4B+iFfcasilYlzUq4ZcFBL2z4Zc7GPDFkMuhlyqRC6KiKzqhoGe1y3BniVXC8SkFnc+ClsiNogprWOvjmjarCkaN/WRuBua1JTpTDkG2GaCVm7QJB0WWJszZw6OHz+OZ599Fj/72c/wm9/8RsoPkHCqomwMuegXBkMuenzYashFj5EhF0Mu1SIXRTIVna1Bnh/lIftyOrbt3oZtUZsxd8MsDJ54L7r174o2XdqgWUs/S6CnqndTv14ZTzW6QjPIkwk6vb29Jchz/PjxoCmNm86vvvqqmNOYEZrBntzDUYGe9vZuDLnoFwZDLnp8DLk4xseQiyGX20YuQjilXmnFH+RLvZuTVwtx6nqxxN9kvpGKo/mHsPb4akxcNAFDJt6L7gO6oUX75nCzU+9GqRzbgE+WIBg0aJCksDlx4gROnjyJixcv4vr16+IKTRNa+Ychl/KIlP3bkEtZPCr6yyiXilC5+ZohF0Mut5dciO+nJ1HyYYHUuzl1rVgcBVR2AeUsoFyhA0uOYlvMZizcMR+TFk3APfffjU69O8G7ibel3g3VDZVNvZseaSQcOgvQlMay0QEBARgwYABmzJgh1TwjIyOFcC5duiTeacybRnfoZ555Rip8VsWsdnMKVf8ZF3JTz0WPo4lz0eNj4lz0+Dhs5ST8odRzqciMVFOv1ZS3WE31p0JycUDq/A10FIg5F4nDuQexIeRhLNw+D/fNGIFuA7rAu6k36tWrKySjHAR4rlNB7RsSDj3Thg4dirlz52L79u0Sd8M9HFb0pAnN1v2ZZKMOh4OyBt5gyMUxiIZc9BgZctHj47DVkEsNBlE6WNxrjFjsKRcnvl95pJ38uBB0Esh7N0vcoBnoeShnPzYEr8OU5Q9gwKj+8PVvDHdPt5v1bmyIhqRjW+9GJeds3749Bg8eLIRz+PBhnD592uoKfSfr3RhycTj1TfoXBxAZcnEAkKNmQy4/LnLRERyJp+RaAXLezkDKy4mIfjoce9N2gWlsBo4ZAL+WfpZcaRXVvLEhHnqs0aRGN2hmg+7Ro4dU9Ny6dStyc3OlXLQqP1BRzZuaMKkZcnE0801uMUcIGXJxhJCDdkMuhlxsCae8GzTJhkk6uX+T+04GJO7m4DJJ0sniah7eqt6NJd6mIldoeqVx74aeaTSn0TuNCuehhx5CXFwc3njjjRqvd2PIxcHEN4krHQL0vScXFpLiROAPccVBDx9m3mXpXrUwsPRv1uVU0EbPxcZVh4rQz3st22V9UL/99A1LVuTozCiX4yJ9+qQEJR8UICw2FKeuFd2ZPn1SYi0/UPhBHlhkLeqpMKwPWouJC8eh+8Bu8G/hD18/X6l507CRpXw0vdBk76Y0bxrHmXKFZswNk3SyouesWbNAzzTG3dBr6Msvv8S3334rjgKMveFYdXaucD/h66+/FvLi5/H/XTG/bL+T/aebd3x8vDVg1bb9Tj+nauT6k5CQIDgTszvdh/Lfx/3f4uJiibkq33an/yYeNOUmJSXhk08+qRXXjOOfY+j8+fNlyLFOmb8AhIWF4cKFCxJH8Ic//AGuODh5WUtk7NixVnJx83BD6osJKLqSj+L3XHeknEkSV9usF9Nd2g9iUPRuPjLOpSIqNRLFLsZFrsmVfORfzkZodAgK38q9Y9eKY6LoSh6K3s1D4Ts8clHwNo8cZL+ajkNRB7Fu7xrMXjML/Yb0RefundC8RQCYnoZ7NOoGhmcSDknG1gVaqRzWuxk9ejRoSktNTQULrH3wwQfiicZgT8be6OYLM0f/9Kc/BSuBPvHEE1K2QPf+O9HGPmVlZSE2Nlbcue/Ed+q+g3OfuFI9fv7557WiT++9954snp999pn2+up+V021cYzxBoXke+XKlVqBD/vEMfTkk0+WoZNbyCU4OBgZGRky+PlmVxyPP/44mM6ddeDVxHdzd0NgwnHE5cUgLt91R0RSOIJCAsEaKq7sh3x3XgwiUyIQEhXi+r6UXpPYnGgEhweBZ1dfK2LEfoTGhCA8OQyRGeEISw3FnmO7sWz1Mkye8gCGDh+KPv36oGOnjvBv7g93D4uzgDP1bpikc8SIEZg3bx42bdoEZoUOCQmRscv8aSUlJeI8wDo4Z8+elYOvMZlncnKy1Mdxxfyy/U72Kzo6GuHh4dI/2zZXPOfcZzog5VbO/rmiH7bfyYy/JF9eO9vXXfGceDz22GNgfSUW9KsN+PBGifhQTdk+KiSXoqIiMFaAEdGuOF555RUBjh4+tuQSnhOKlMeTXHrQBMXFM74wzqX9EBzOJCEuNwahMa7HRV2XpNMJgk/yY4mux+fxJCSfSQJvCOILYivsT9JjCYjID8OB+H3YeHw9Fmybh4kLx0uBtdadW0lGATUGHZ3pMNCsWTN069YN9957L6ZNmybxN1QqJBiOa5rDuJDzTu/ll192yfyyndOc5zSJkfBcOedVn4gR1x/2h2aW2tAnEh4XTl471U9XnYkHA4dJvuxXbcCHfeAYys7OtuUW3EIuNIu9/vrrEhNAe6wrDqb1YCLDiRMn3iQXDzdkvp6C09eLcfoGjxKXHGlPpcieQt6r2S75/jK/++NiZL+Ugej0qFJcXIOJtU/Xi8VUSKVw8qOiWtEn7v0kFMUh95WsCq6XZSwxwFO5QRd9lC/1biQbdM5+bInYKHE3o2aORNf+XeDVxAtuHo0gezf165fZt6FJzdYdmvs2nTt3xrBhwzB9+nRRN0ePHpXKnpyINEkxyJOZoW2Tdd7JOcfvpbcczVBqD+lOfn/57+Lcf+2112SxYsBpbegTM0CQ8L766iuXrIe2GHFPil6NtOywX7UBH/aJSt3hngvvqugpUxOul2VorBJ/cIPIBFE69hj7IQRR2nqF3Y7nvBlJLIkHbwaq8vm8kWEJgpSXExDxRCgO5x7AmqMrMWnxBCmu5uPnA5rQLDVv6t+seVNKNErtkHTomUZl06JFC8kITc80BnjyDpRJOtVCwU1bzgHlKHA756LajKUNn89d/eBv5/rDxZPkWxv6ZNK/6EcFx6cpFuZEQJ+jBUh5i+W/nlOlxcrR51em3ZCLYwKuLrnwetATjiRjSWFTiIL3cyXuhhU945+Pwf6MPXho8xwMGnc3fPwt2aBZgoCEUz59jXIUoJMAvdKaNGkiZMOM0KNGjcK2bdtkol67dk2yQat6N/RKuh0kY8hFv3Cy1ZCLHiNDLjVALFxoDLloFvSKcovVEO6VIV3b99YEudh+XkXPT90okkBPVvRksOfxosNYtn8xBk8chIC2/vD08ZS9m0bujSwqx6beja2yoeeayptG0unbt6+13s3Vq1cl7ua7774TswjNRzSXKFfdqhKPIRf9wmnIxTE+hlxqaJEz5GLIpTzBWOOOPinGqVKFwz2ck9cKJe4m7EyQxN1MWjIRnXt3QkCLAPg29ZVgT5aOVnnS1J6NUjeqoqcK9mTczezZsyXuhp5KH330EWzLD1SFYAy5OF48jXLRY2TIxZDL7Tfj/UiVS3mysf1bmdRINkUf5CH9Ygo2bt2IpeuXYPbDMzBs8hD0uvcutO/eDk2bN5Wqng1L693QpEbCobrhmaSj6t0wbxq90qZMmYI9e/ZI+MCLL74osQ+MD/njH/8o9W6obkgg9ojHkIt+4WSrIRc9RoZcDLkYcqmhMWBLHpV5zj2ywrfzEBwZjITiOJz62GJOS3wxFgcy92LFwWWYvGwShk4ajO4Du8KvZVM0aNTA6jFpa0JTKkeRDk1qdBSgZ9qyZXoQAdoAACAASURBVMtE3TAOggHRDP6jOa0igjHkol84Dbk4xseQSw0tLMYsZsxilSEU2/cqcmHQKz3YuB/EMgVSyfN6kWSEpmcayeZ40RFsjdqEJXsW4YHFrHczEG27tYGnjwcauVn2bsqb1KhsaEpzc3OTfGlM0HnPPfdICpv169cjNDRUAgGZ/eLXv/617N3QYYBu0YxTING4+mG8xfRXgI4d3G9jEC4VVW24ZoZcDLkY5VJDY8CWMCrzvEJycdAneqhlvZmG6HMROJJ3UOJuHto8F8OnDkW77m0k5oaqhURDclGmNGVOs1U7jLvp0qULhg8fLoSzY8cOWaRoVmNmDrpCc7HioXJmceGoSPHol8Cqtxpy0WNnyEWPj8NWDm4T56JRCKULknFFdozRnfAWc5ZgqkIuKiEoPdK4b1P8Ub6l/MDFBCk/QM+0tcdWSdxN97u7wcvXs3TfpqEQji3J8DmJiPs2VDf0SGvdujWYM43OAoy7CQoKwtNPPy2OAjSlMUki9224qN0JkjHkol8eDbno8XHYasjF8aLJBc2Qi2Ocvu/k4oi4OAZYfoDVPDMvpyLuuShsj92CaSunoNvArvBs7ClmNGYUUMGeVpVT6iygHAbolUZHAZaPZvmB8ePHY9euXRLkSa80mtBokikf7FmTxGPIRb88GnLR4+Ow1ZCL40XTkItzGP3QyUXGAYM8y7lBS80bUTnpOJJ3AIt3LcC9E+5B87YB8PX3ldibhm4N7QZ5cu+GZEOFw8wCJJ1+/fpJ6pr09HQwUzDToTDbL0mHpFATD0MuehQNuejxcdhqyMW5hdMoF8c4/RjIRaduaFazBnl+mCfqhs4Cq4+swPgFY3HXoJ5o1aYlmvo1hU9TH9gGeqr9G6VsbIM8WdGzf//+WLJkiSRRfP755/Hhhx9K+QHmBPvrX/8qCodkwfnsrEnNkIt+eTTkosfHYashF8eLplEuzmH0YycXRTwq0JM3JFQ5ks7mRjEK38/BzsM7sGDJAszb+iBGzhiOfsP7oEPP9mgS4CspbJRTgCIZ5f6sgj1JOlQ3TNI5depU7Ny5U+JunnvuOVE4v/zlL8Wc5gzBGHLRL4+GXPT4OGw15OLcwmmUi2OcDLnoMSLJhCeFITA8UMpG572bJfs2jLuho8CstTMwZs4o9B3WG627tBZXaJrTGjS0lJBWDgOKcFSQJ8tG0zPt/vvvx8qVKyXuhi7PVDjMeE5zGp0FmFHXVtkYctEvj4Zc9Pg4bDXkol8QrHejn5Qg52ImYjKjJF5Cve6ys4nQ17p782aAQZRl4lwcuCLf7mvJPkWmhEv1UD4v/31UOXSFDn88GLtTdmLloeWYtnIyBo7pj1adWoqTgDKfkWCEbOrWuSXwk+rG399fTGlUNw8//LBUvWWhKaaxYekBLpzlyxxzLXD1w0To668AFanJilwDE9kEUWqIz5DLLYuz7WL9fSQXBnmy38oVuqh03ybmXAROFB/BzoTtWLJ7Ie6bOQKd+nQU7zQ3Juhs1OAWV2gV5ElHAWaEbt68OXr27ClZBWbMmCHlo1mUi8XVjh07BprT6CxwJ12hK1pGDblUhMrN1wy51ACxcKEw5GLIxZYwKvP8e0kuDuYNlQ2zCqS/mizmtOOFh7H2+CpMWDgO3e7uAndPdzBXmnKDrl8u2FPt55B4PD09hXCYWaBdu3Yg4TC4k0WoSDTKjKayQVPVUO1wcXNmP+fmcli5Z4Zc9HgZcnEwSZxdJAy5GHJxdqyUf98PkVz4G1VyTlXRk4GeLD+QdyUb2W+m43Dufjy0eTYGjO4L34DGQjjWejflYm2Uk4BKY+Pl5QV6plHlDB06VMpGsyoki6v9+c9/FmWj9m30S2DVWw256LEz5GLIRWuyKb8QVulvYxbTYvxDJRfdWLG6Ql8tEMJhoOexgkNYsmchhk4ZgpYdWqJZSz80buojJQhURmiSjHIWUF5qtq7QzC4wYMAArFq1SqpWXr58GV988QW+/vpryQitVA4dBJS60S+R9lsNudjHhi2GXAy5aBc+3QLhdJshFy3GP0Zy4dhRbtA3XaCLpKon09kUvJ+N8CeCsT5oDSYvn4R+I/ugQ9f28GvmJ4Ge5QmGf9uqG1Xzhgqna9eumDlzJg4dOoQzZ85IuWSmkSLhMKtAVU1nhlwMuWgnttMLpAMSMmYxYxar6lj6sZKLDi9lUpN6Nx/liRntYNx+LFgyH3MenoVRM0Zi4OgB6NS7I5q18oObp5vs4VhLSJd6pinSsXWFVnE3W7ZsQUJCAs6ePQsqHJYg+NOf/iSxN8qkpiMeQy6GXAy5OCBG3SSvkTajXLRj0JCL5sakdOyevlGC1CeSxTW66N08lFzNR/LFeNm3eThojRRYu2/GCPS4uzv8WvmJilFOAfbOJB6a1FjvZsiQIZg/fz4OHDiAlJQUibu5ceOG1Luxt4QacrGHjOV1YxaroYXXKBfNAmHIxZBLNefZo2XIJR8kG5rT6CzAfGn5V7KRdCEOQSePY3fyDqw+vAIz107HvePvQbvubeHFRJ10hW5o3xWa+dLomdaqVSsMHDgQEydOxPLly3H48GGwwBrVzTfffCPOAjSnXb9+HcXFxWJe0y+zt7+V+0emnks1cDZBlJoF3Gby8k7YBFHqsTIR+np8OIZ0QZQ1omhtxqyjzytPLuyf7n9OXS+UEgTxz0cj+NRx7Ep8BIt3zseIqUPRvmc7MBs0TWhULtZs0Kp8tE2wJ9uZnLNDhw5WwmGgJ9VNbm4u0tLS8Ktf/UoSdNJJQLlBV9dZoLLLpCGXyiJW7v2GXPQLgppshlwc42TIRY/R951cxFmA+dJuFFvq3ZSWH8h4PRXJF+IRdiYImyM2YNKS8eg6oAt8mnpXWO+GpjNlPlP1bkg2dIGmwiHpTJ48GcePH8eTTz4pRMOsArb1bsotY7flT0Mu1YTVkIt+QTDk4hw+xMmQix6r7zu5qLlg7yyu0NeLpMgagz2TXorD7uRHMHXlZPS8twc8vT2EbGhKs9a8ocqpwBXaNvbGz89PKnqy3g090z7//HPJBK1q3tBRgMGeSuFUc0m0/rshFysUVXtiyEW/IKiJZJSLY5wMuegx+qGTC+eKeKSpTNDXLRU96Z1WcrUAWW+k4WjBQSzevQBDpwxGx7s6SM2bxn4+UkKaakY5CvC5rRs0FY6qecO4G5YgWL16NeLj4/Hmm2/ipz/9KX7961+LswBNaTqPNGdXSkMuziJl532GXPQLgiEX5/AhToZc9Fj9GMhFzZeKzqJsblicBQo/zEPapSSwdPTKw8sxaclE9BvRF53v6oRmAc3g7etldRZgGhshHhtXaNsgT2YVoLPA4sWLJYXNY489htdff12cA7h3o+rdKHXjLPEYcrFDGs6+bMhFvyCoSWKUi2OcDLnoMfqxk4uaS5Kg89MSa8AnceE+Tv572TiefRSLVy/C7DUzcf/c0Rg4agDa92gHHz+fMpU8VSYBko46lNJhok7G3UyaNAmbNm1CXFycNdBTlZB2Zn005OIMSpr3GHLRLwhqQhhycYyTIRc9RoZcHODzaQmyXkpHeEoYsl/NkCDP6GcisD9jDx4OXIMHN84Wwuk9tDcC2gXA3csdrHdDDzUSi61JjcrGNsizU6dOGDlypMTd7N27VzzTzp07h6tXr5ZJYcP1UCkbQy4a4nCmyZCLfsAbcnEOH+JkyEWPlSEXPT4cQ3T3j86IlFo8au6pc8m1fKS9moSwM8HYm7oLa46utNS7GdUP/m2aWUlGHARKXaBtzWmKfEg69Ezr27cvxo0bh6VLlyIwMBCPPvqokM13330nbtA0o9FpgKUJmNqGa6WrHyaIshK+9mrgVHQ2QZSayWiCKLUxGVzIv2/FwiqaA7fztcrGudzOvqjP1pGLchaQjNDXmCstF5mvp4JxN6GPBWJvyk4s2jkfI6cPR5uurORpE+Rp45FGwiEB0SNN1bsJCAgQUxoTdJJw1q9fL2lsLl68iJCQECmyRq80Vz+cJpewsDCJUFUbTWTGO30QMEbFMnJWMbu7h5tcNNpBOUlddaQ/nYKwuFDkvZbtsj6o38678uyXMhCdEQVOSvW6y843SlD8fj5CY0Jx6mqR2Kxd1pfSMXLqWjESiuOR+0qWy/Hh9Sp8KxfBkcHSJ/bN1fiwTxHJ4VIdk89d3p+Pi5F6Nkn6U/ROnihPV/dJ5lh6JArezK0UPhJ7Q8J5LwdZl9OQfCEBQSXHsO7YSoyaORJtu7ZGI7dGQig0mfEQhWPjoabWP77OfZumTZuiZcuWaN26NebNmyfrpArqvNPrtPo+cgUDTVl3x/ZRx/YPPmdxHpasvHDhAsiQrjheeukl5OTkYNCgQVZycXN3Q2hmMJJOxyP50QSXHVHpkQgKC0JcXozL+qB+f9LpBMRmR0sepiQXYqL6w3NCSZzgk3QqHrWhTxwv4QlhiM2tHdcrvjAWgcGB0idXj2VeL44hkl1gSKA8t72WrnhOTCJTIxAUEoiEotha0Sc1x+ILYis15zn+eSSejkfiqTgknIxFfHEM4oqiEVsYjej8SByNOYQlqxdj2IhhYJE0b29vUS4kE0Us6qzUDUmICodkM3fuXHC9dMU6rb6TXEEHhczMzDJ0cgu5BAUFyRuzs7Nlgecif6ePrKwssB99+vSxAkxyORJ6GBFJ4YhMjnDZERodgsCgE6JeXNkPfjexoEoIDg9ChAsxUTiwDxGJ4QgKtSyerr5WglFiOIIjghEWF+ayMWPFJylc+kFyYZ+IlWpz1ZnXiMTCPtWK65VkUVHsU3h8WK3oU1hsKIJCgxAW73gMUQUSx/DEMLmBCEsIRWh8CELiQhASG4yg6EAcDz+Gw0GHsP/oPuzatxNbd2zF+o3rpTbNrFmzZN1jdgBFKnXq1rF4n3HPpt7NuBu2jxgxQlLT3Ok12vb7yBURERGIiorSk0t4eLjUQaDkoWeCKw7KLGYqpdueApjlUrMup1pkqa3L4B1+rvZcxCx2h7+b9l3bg0n9ci5kIDozyuW4SL8+KUHJBwXgZDx1rahW9On0x8VILI5H3qXsMtjZ4njHnt8o3XMpNYuxb3fsu8uNHfW9HEMRKZYFXUyrdt6n3n+7zzTN3cyKnG8x97q4TzkXMhGdHikmTUe//xRr1LyXAxZFS3wxFlFPhUnOs8O5B7A7aQe2RGzEigPLMGfDLIx9aAwGjb0b3QZ2Q0D7ADTyaCTkIRv+depY1z4m4fTy9YRfi6aSvsa2nQk3mcjSFeu0+k5yRV5enmOzmCIX5fpWhoru0B/sLD0hbiGXN1JlMqqNNlecFbnkv56j3by9E32jLdokrtQ4GBhvMYdjlGPo+5y4ssbn2ac3I/pP3bBE82c8n4qw5FBkX8qQuJeM11OQ8EIMwh4PxtGCQ+IltiVqk3iKLd29CHM3zMYDSyZixLThGHBfP3Qb2BWturRC42aN4dXYSzI3M3szN/d5+DT1QUBbf7Tv3g7dB3RDv5F9MXTSYNw/ZzQeWDwRs9bNkMqda4+vxqg5I8UDTd10r1ixolqF0GpiSXd6Q9+Qi36xMuSiwcd4i2kXcy7kxltMM36YqqVcyn1iVmME8ulJ3BIsWU4VMa1/9lvpQh5Bp49jX/purDmwCtMfmoYZK6ZhyrIHMPbBMRj2wBD0G9EHXfp1QevOreAb4IuGbg2syoPqQh3MW+bXsik63NUevYf0wpBJ92L8/LGYtXYGFu2Yj1WHl2NL5EbsS9uN40VHEPlUKFJeTkDeu1lg1mf2mRiwbysPL5MsAYZcqkiLRrnoJ6CabEa5OMaJZpbEknjkvZpdc4tUFd3aDbk4vl7VJRdltqKnlqoBU3w1H0Uf5qHwg1zkvp0p9WDoJrwvYzc2hj6MpXsXYcbaaRg95z4MmXCvROCTBLr264J23duheZvmaOzbGF6iNDxEbVB5WFSIF3z9fdG2e1v0HnKXKI4JC8fhwU1zsOrQcjGD0Rx2KHs/AkuOIfxsCOKei0LqK4lCYoXv54D9I3Ew3xn7TMXEGjb8LWquG3KpIpmU/zdDLo4nIQebIRfHOBly0WPEMVSbzGKqEmVIdAjEFflGsSy0XGxJGEIaN4osi7BNEkpJRHmtAMx8nPpKgsSY7E55BGuOrcSDm+dg3IL7MXBMf3Qf2A1d+nQWE1Srji3h39ofTQJ8S4uMNZQiY9zjkKNRA8mUTGci/xbN0GtwT4lXmbZqCpbtW4xt0ZtwOOcAQk6fQORTYYg/H43kiwnIuJwqqqP4IxY7Ky5DELZkUdnnRrmUZ4oq/G3IRb8gqEFpyMUxToZc9BjVPnIpRsrZJARHBiH/zWwUf3hTdeQzXuTNNMQ+G4nDeQdEdczbOhfjF47DwPv7o233NmjavAl8/RrLPoaXr5eoDA9vD0nLwtQsHl7ukmafex1UHt6+3mjSvAm69OuEIZMGYfLSiVi8awG2xWzBieIjYh6LfSwKx6OPIfXFJCENbthTBZE8yiiO65bYLlEdjLMqpzzUvK3q2ZBLFcik/L8YctEvCGpwGnJxjJMhFz1Gt4VcbDbFbZWGUhc0A3FxZlLI3HcyxTxE76r0V5OR+EIc9kfvxdKVS7BszxIpYTx69n3oM6I3WnVuKaTB7MQkBhKEIg6ePX085HWfJt7wbdYYTQOaoFlLP7To0AJ3De6B+2YOl89bcWgZdiU9IuqG5inubVDx0HSmCIPmKWWa0kXoq7l4J86GXMozRRX+NuSiXxDUQDbk4hgnQy56jGqaXHi3ThLhYk2VkfJyIuKfjxGX3JBHT+Bo/iEpRbz2+Co8RHMV3XHH3Y0u/TuhaYsmkvSRJikpTczyxA3qi4nK3dsdjZv5oFmrZmjZoaWYtbr07Yyed/dA32F9MHLGMExfMxVL9y2WzfGj+QdF4XBzXqkL9usk9zTUwb2NUlObmN24z1GqOER1lG6kG3LRL+LGW6yKm7BqIVdn4y2mWayMt5jWvs6F6/vgLcaFlX0V1VG6r8EFmsW1eHfPO/2M1+iOG4uIJ0MRdOo4JI4jeQe2Rm7C2mOrsPCReZi6YjJGzhiBgaP7o2v/zpI12LuJd+lG+E1XXCoQX//G4o7bpksbtO/SDp26dET/4f0wZMJg3DdjJKYsn4QFO+Zh3YnV2JmwDccLDyPm2QjQLVjMVDaqgyRiqzzU3K3q2ZCLIRftxK7qwCr/f4ZcDLmUHxPO/v19IBf2seijPAkCjDsfJcRxMHsftsdtBdXG4p0LMHfDLIm/GDltOPqP7Iuu/bugZccWEuhXr7SIlgT6sZAWo8vr1YWHj4eQB91xuTF+77h7QHPX5CWTMHvdTKkEuT5kLXYmbMf241uxZccWJDwbK8TBPgnhcQ+j1J3YWcxr4n2GXAy5GHKpIXVW5QlplIt2DN4pcuFCTDOPCgKk6lDuuDRXZb6RJp5NwaePY2/qTsxfPh9Tpk/B3I2W4L+xc8dg+JShGDh6AHre0wOdendEq04txWylgv/olmtxx7VsjDdr44eOvTqgz7DSOI55YyX4j2S0+shKbApfL/scVDjBp08g5lykuOPmvJ1h2esodcct+agASWeY7ywIhe/kSdxLlcdjDc0HQy6GXLQTu6YGqFEuRrlUdSxVllzU3br1TFMVXXJt3HJtN8xpCiKR5L2bKV5OgSVHsSN+G9YcWwV6VU1YNA6DJ92M4+jWvwvadWuLZgF+8Pbxls1x2e+oX++WPY/GAT7o0Ks9+t/XF/fNHIHpq6Zi6Z5F2BT6MPYk78ShnP0IOnkMkU+Gyh5L2qvJyH03EyVX8yvlNVXdOJeqXhvd/xlyMeRiyKWG7tR0E03bZpSLdgw6Sy5W5cH9jmuFVtVR+H4u8q9ki1dVxNkQCQJce2IVHtpG4hiPu8cNQOc+HYUwWndqhebtmou3VBN/X4trbmOLd5XFs0opDy94enmiiV8T9BzcA8OnDcXU5Q9gye6Fsn9CpUHCoPsvc2Uxcjz9tRSpyJh3JQuFH+aW2TCXvY7S2BRFitoxU27MGnKxf/PGGwcToa8nOoetxlvM/gCznahcrHhXFZMZZU0RYdt+x58bcrGSi1pYlco4daNYvKjy3shGYNgJxOZHSwwHN8lpsqILLPc66KJLt9yIJ0KwN20nVhxaiplrp2HkjOHocW83+LfxEzfbxn4+sGyO33THZeLDRm4NxeOKdUKYdsTNw00Omq3uGtoTo2aNwKyHp0twIVOb8HsOhxzCoeMHkfvOTZdc9qsmN8WdHYuGXOzPfUMuDqnD8RsMudgfYLaT1JCLY5xc4YrM60KPJUk38k6m7HGkXUpC4otxiHg0FBu3bsC6nWux7vgqzNk4E/c/NEY8qtr1bANPX08pIMU67A0b8WiABo0aCFFQcfg09ZaI8mat/NCiXXNQobTt2hbd7umG4dOHYvpqS/T49tgtCDx5VFKdcJ9FUoxcLbCojGuF0j9xzb1WiLDEUARFBOHUx6WxHbYb6OWUhe34ux3PDbnYH9OGXBxzh8N3GHKxP8BsJ7QhF8c4VZVclGnK1h2XJipbd1yWs02+EC+5omg64kY14zj2p+/G5rD1sicxbeVkjJo5Av3v6yd7FsyM6+ntCU8vD8u5NBCQKdWZo8pf4jhaiGmLaUoYx9FnaG8MmnA3Ji4aJ3snTGmyM3GbkAez8zJfVvkgQBIH+84xohIf2o4d9ZzttSn9iyEX+2PakItD6nD8BkMu9geYWhR4NuTiGKeqkAsXZcZOpL+WDLrjhp4JFNLYk7ITmyM2YO2x1Vj4yHxMXzlFiMMSx9FF4jgaeTUC3XFZSdD2aOjeADRlBbQJQMtWLdG5RycMuK8/hk0egjFMrb5sIuZvf0jcfXfEb8XRgoOIOReBjMspQmjsk3UzXwX72SgMZYZTZ9txontuyMXxGDIb+vo12wRR1pC8N95imslYi/ZclPI4ebUQsQUxyLyQZt0YV8QR+1wkgk4dw4HMvdgeuxVrT6zGIonjmC2p1VlPY/CEe9BnaC907tNJYjkYJW7JS6U2xD0lW66PnzdadGgubrvMjsuo8zGzR2Hy0kmYu34WFu6YJ/U+Ngaux9KVS7H92FZEPx2OtFeTZJNeUo+Uy45LMuHv0CkPHXE402bIRTOeS9cMQy6GXKybqc5Mqqq+x5CLZjLeJnJRd+O3nHnnLu65ZV10aRLKeiMNJA+aqVY/shLLdy2VBX7y8km4f+5oDJ88FHczjmNQD4nPaNmhhUSJN3RvWEZxiPqoXw+NPBrCv00zdO7bSdxxR0wfhinLH8CC7Q9hTWkcx+7kHTiSdxAhjwWKd5UiDm6Mc7yxr9+HCP2qzo2a+D9jFrM/v4xZTE9yTrUas5j9AWY7gblY/SC9xVTiQ3pYXS+UTeibQYC5yHs3G4kvxYJBgExAyMjxedsexKSlEzB40iDJNcXgP+aeYhxHQMsANGvhZ0mt7mvxrrqpPrzA7Lm+AY3Rvmc7qQI4YsZwTF7+gGTHZb2PfWm7wFxVwadOIOIJuuVGyUY5U48w8aK448pmuWWjvLw7rrpmhlwcj2tDLvYxMuTiFH3o32TIxf4AUwsVz7WbXIqkf6I2VPAfCzhVVIuDG+XMXWUTSZ58MR5Bp4+B+w/L9y+RYk4jZw5Hz3u7W+M46C3FRIZNAppIHAdTjND9lt5V9LKyeFtZvK48GnugbbfWojrGzB2FWetnCCntTd0l2XGFMF6KQ+qlJHEFziFpfGCJ4aB5yhb3qj435OJ4XBtysY+RIRc9bzjVasjF/gCzXdhqLbnEhoJ7HTRPcUJwP4HeTHlXspHzdqaYrLjfcCBrryQinLNhplQB7D38Lvi394e7pyU2g0TBg265jN/gc3dPd4kkZ+oRxnk0buojcR/NWjdDt7u7ShDgtDVTsOzAYrBYFCsOBiYdR9rzKRJHwniSMm65zJRrmy3XJkuuMsPZYl6d54ZcHI9rQy72MTLk4hR96N9kyMX+ALNd3G4ruSjTVGmqEZp6aKKyJQxGizOlOTPkMrU6I7gjz4Zh666tOJx9QCr1Ldu7GNNWTpEgwF7D7kLLzi0swX/lanJI1HhjT1EgjCj3a+GH5m0D0LpjK7Tr2had+nSUglDjF4zFg1vmYPWxFRJkGP54ENIuqZocuWXyVEmfrxUiodiUObYdN7bPOYaMK7J+vpkNff16bbzFjLeY06Yd3rHzLonpPeiOy1gKlnFVqdX3pOySOA6Wep2xZhpGzboPA0b1Q8feHeDbvLHU36hf31KLQ+py8HnD+mBNDpaUpTmLgX+sUd578F0YOKo/Bk+8F0Icm+dg9dEVYBDg8eLDiH8+GrnvZEh/SBZy2NbhsHHR5UIpB1PGlx5VcUW2XXxr8jn7Zjb09Qu5US728THKRU9yTrUa5WJ/gNkudlys7G3oW/c6uM9hU5NDbYxzI5pV+JgzKuTRQPFy2p2ywxLHcXSV5JaavX4mJiwYh6EPDEbf4X1EPfi39YelEuBNV1xujns29kST5r6g11Xrtq2kVvmAUYzjGAq69E5aPAGzN8zEigNLsSl8AxgzEnjymAQgMt0J3YNvcccliSh33CreHBhy0Y8ljiGjXPQYGeWiX7aNcqni4mS7mPN5rXJFvlGCnAsZiM6MKr1TP2k58w75w1xRHdHPhONY4WHQTXZj6Dos2bsQcx6eiSlLJ2HMnFEYPH4QGJfRqVdHNG8XIOlHGATIOhxSi6NuXbA2B1/zbOwhsRz0wuo3og+GTx2GSYsmyOct2rFA8lVtDtuAFetW4HjhESEuelQVfZgrJFEeyzvxtyEX/cJpyEWPD8eoIRdDLk6bfaqzqN0pcqHy4F17mZocTG5YujnOu32qjn3xu7F03VKsC1yDRTvnY+rKBzBq5kgMnTRY6nHQ7GRxyW0j5OEb4CsqQ9SGtSaHl6iRm3Ec/TBi6jBMXjYJC7Y9JMF/WyI3YlfSDhwuTa3OhIc0l7HuOVWQUh0F7+QgOCoIielnTwAAIABJREFUJR9aEh9y8eJvqQ7m1flfQy76xdOQix4fQy56YmGrUS4uUi7K9s9JTLKQo9QjydYtV5mu1IY5iyjFPR8l5Vy3xWwSd9yZ66bhvlkj0G9EXynixNxTbTu3gX8Lf8lJ5dusMTy83cUVV9UeZ30OHvS4YixH574dcff9AzH2wdGYu3GWEMfO+O1iFmNurMgnw6SQFFOrMxAx/71snLxW4BxB3KYgSkMujhfAqmJkyMUxtka56AnGkMsdJher8igt4KT2OiwuuVni4RT2eBD2puzEqsPLMevhGRg9eyR6Db0LLTu2lDocTZs3gW8zX/iU1h339PEQN1x3L4s7rqe3BzxKEyDyPUw/0ntYL4yaNVI22lceWS7mMLrjMuiQKoOKJ/vNdFEb9PZiLAfdc7lZSGIrs2Gu9jtYWtYZ/Ay5aHHiQm429PVjyWzo28fHbOjrSc6p1tqyoa9Uh1IbVBopTyYhODoIWS+ny6JcaI3hyJIFm665XMDplsuU54/EbcGSPYskVcjQyYPRdUBnNG3Z1MYd1xMWknAHScOWOLwae8GniQ8a+zWWQMHWXVqh/6i+GDfvfjy4eQ4eDlqDHWHbsfvYTmS9kSoqg2RhMVGVksWNm8GMThGEMyRi7z2GXAy52BsbTr5uyMWQi1MkUdU31QZyIaFQbdAdl2RBMxHdYg8nHsTG7RuxJ3YXHondgpUHl0n0ONUCN7nbdGsDpk9ndDgjxZVZSpmm6FUlqdVbN0Orji3Rvns7SYrYfWA3cee9f94YqWW+6vAK7EzcjuBTxyWte8F72VZ1IUF/DPy7VojMF9IQmRZhKexU3i231B33tpOKWjgMuRhyUWOhimdDLoZcqsobTv1fTZGLMk3Z1uSgtCRp8A4/560MsIhT3PlosGwsa4CzFjg9q7ZGbsLqwyvw0Ja5mLhovKRG7zOsF1p3ag0vby+pxUFlwUhx6+a4rxeatmiCFu2bW+px9O1cGscxAIMn3CvmqulrpmLJnoXYELIOe9N2iRswVQ73WG6qjlIz1fUia00O/pbyJEEziz1X5PLvvSN/G3K55RrZ4m7MYvYXToWTIRf7GBmzmFP0oX9TTZAL9w7yr2RJLEfU0+E4UXxEijhtjdqE1UdWSGr12etuxnEwrXrHXh3QrLUf3DwaifstXXBtDyoR78ZeaBbQDJ3u6oi+w3tjyKTBEsfB1OqMC1m2fwk2ha8Hc1YxjiP+fDSy3kwT1aHMbBWdJa26s3sbpXeFhlzsT0S1WBlvMT1GHEMmzkWPkdnQ16/XTm/oh4WF4fLly/jvf/8LLvKuOP7973/j+vXrmDhxIurUqSMHzUzrg9ZIriiaqfIYBHgpESSOY4WHsCvxEWwIeRhL9y7G7Idn4oHFEyW1+rAHhkgVQJqd2vdoJ+64Pk19ZCNcNsNVRUBvS66qFh1aoEu/Lug3vK8EAE5cMB4kocU7F2LVoRVYsX0Zlq5eir3xFtUR91wU0i4lI++dLBR+kGfZ7+AG+dUCMVtJ6VjxDiuNHldR5DVw5sKZ/VIGojOiwDs+LhQuPW6UoPj9fITFhuLUVaouF/fnkxKc+rhY0r/kXspyLTb0FrxejMK38hAcGSx9Yt9cer1K+xSRHI6QqBDpn8v783ExUs8mS3+K3smrFX3KZixZeiQK3sx13fXi3PqoACsPLZMy2GpdXL58Of7+97+7ZJ1W3ECuyM3Nxfnz58uwUJ0yfwEIDQ3F2bNnZXG/ceMGXHF8/PHHeOqppzB8+HArubCuBtOGkCTuGTMQ944bJGlD7rq3p+xZtO7cSjLkejfxQkO3BlbFoepxMB0J9z0aN26M1m1ao3uP7rhn8D0YN2Us5iydjWWbl+LhfWux9cRm7InchSNJBxGcfQLRJ8OR9GQcMs6nIPuldMQXxiIkMhgpjyfKws7F3VVH1gvpSDqVgIjEcOmbq/px83vTkfFsKkKigpF5Pg1ZL6a7DBvVp6zn04R8U87Uguv1YjrSnkxGUFgQojMiwb6pfrrqzDEUGhuK4PCg2nG9XkhHXF4MgiOCkfZ0Sq3oU9LpBITHhyH1yWSXXa+sl9KR9lwyFm2eJ0lcFbnMmjULH374oUvWacUNFAKpqakoLi4uQye3kEtQUBCioqKQkpIi/8B/utNHcnIyjhw5gl69elnJRUWJM37Dkk69gXXDnK+p0rINGzZE8xbN0fOunhgydAgmTZ6EeQvmYfW61di4eSM2b9uM7Tu2YefundhzYA8OHD2AI4FHcCLsOAIjAhEUGShBgMHRwQiJDkZoTIhMvrC4UPDgoD8RdEIWUPWay85cFCKCZbFyWR9KcVHfz4UqKDQIodEhomDU66468/pxMZf+lOvrHe9TbKjckQeGBFr6FBMiY+qO98MWh9hQBAYHykHF6dK+xIUiNMYypokR1VRt6BP7Ye2PLXZ3+DnXphlzpouzkCKXYcOGITEx8Y6v0bacQK4IDw+Xw5ZdbiEXKpdXXnkF3333Hf7yl7+45OB3f/3111i5ciU8PDzQqFEjkDQaNGgAKhCqEZKNAtj2zNf53g7d20s+q22Rm5D8Qjxy38xC/ts5KHgnF4Xv5qLoSp6YcEo+KEDJB4U4+aFzByU7JwDtsM7+z+16H/tOhRCVGokSJ/t/u/rCz2UfCt7KlUWh+L3K4Xq7+lXyfgHiC2KR/WJGLbhehch7LRtB4UHSJ/btdv1uZz+XYyg8MUxuUiozD5z9/Mq+j5gkP5oo/cm/nFOpuVnZ73L2/ZY5FoG8V7Nddr1kbr2bi+X7lpQhl8WLF+P3v/+9S9ZpxQ9crzMzM3Hu3DlbbsEt5GK75/J///d/cMWhbHmUXRs3bsS0adMwZswYdOzYES1btoSvry/c3Ny0BFO3Xl0hIhIS92vadW8rSRgfDlyNsMeCJEU8gwkL388VN15nbc0q/QsXCWf/53a9jzZ8yS3GPRdX77eUfn/xBwXWPZfasA90+uNiJBbHI/dSLbheN0pkz4VmVZYBYN9cfd04hiJSSvdcasEeGfsjN3BRISh6J79W7NtlX8iUPZdCV+65fFIi+7gV7bn84x//kD0XV6zV/E6n91wob9544w3JF1OGhlzwxz//+U8UFhbi0UcfxR//+Ef8/Oc/l70YqqslS5Zg5MiR6NOnD9q3b4+mTZvC3d1dVMst6qZuHVE79PaiJxjdh+kZNmbOfWDa+EPZ+xF2JlhyZdFZgC7BKlqd8S62bsCKXPJfz9G6nSpvpdt55sJkXJH1nj5crBJLTD0Xe+OQY8h4i+nHkPEW0y/+TnuL1SZy+de//oWSkhIhFD6noiFT8vyf//wH3377Ld58803k5ORg3759mD9/PkaPHo277roLfn5+YkYrbzKzuhbXqyuEw70abvQzI/A9Ywdi+qqpWHd8tbgth58NlpQpp64XWonEkItmIpo4F+s4qWgx50Ju0r9oxg9Ld98oQeoTybJHVvRuvii7irC8k68ZcvkBkgtdkk+ePImnn35ayIQMqR58zoOSjMRDd7xvvvkGV65cwRNPPIH4+Hjs3LlTCIdeZzSpeXl5iTmNezLct1HEI84C9epBnAXcGkoKFtYlYQ2TsQ+OwfwtD2J98FoJsDyadBhHQ44g62K6qBsGaNoqmzs56I1y0S9UvBZGuegxMspFjw/HkCEXtepWfP5eKhcduVT8M8u++re//Q1ffPGFxO3QtBYZGYn169fj/vvvF1MaHQXEVbnUQcCqaso5C9SrVxeNm/mgU++O6HNPbwwePhjzNz0kkfysl1L0UR7EfMZ9B5sqiBIYWcU0GM6QlCEXxwuDIRc9RoZc9PgYcim7plb014+SXPijlQmN6oZeDb/85S9x9epVvPrqq+KXfezYMcyZMwd9+/aVGBjlncZ9G5KNVd3QQaBBfTG10UGAySQZW9Otf1cMHDUAk5ZOlESSjMrnvg2TRzJdA5Nd3i5lY8jF8cJgyEWPkSEXPT6GXCqik7Kv/SjJpSwEZf8iINy3+dOf/oRf/epX+PTTT/Hyyy8jJiYGdO9jjI2Pj4+Y0WxdoStyg6ZnGh0FmB6fgZ5UOCNnDJdo2hPFR5H3bqY16aSktHeQM8wZ1cL3GHJxvDAYctFjZMhFj48hl7LrZkV/GXKpABWCYusgQDMcPdS4f0Mf7p/85Cey50N36CFDhohHGpXNLd5odeqIyiHxiLphca5GDdHIvRHcPd2kHkvfEb0xd/NsHMjcI8kyC97PlQSaJBtOcGcJxfZ9hlwcLwyGXPQYGXLR42PIpYKFs9xLhlzKAeLMnyQeqhv6kdOk9tOf/lT2bbhnQyeBnj17ol27dggICLCqHDoL3GJSq2uJuWE1SCGbZj7oeW8PqfHC7MvhZ0MkrT7Naaz8KHnJrhdaMyLbEortc0MujhcGQy56jAy56PEx5OJ4pTTk4hijCt+h1I1SOG+99RaYnuZnP/uZmNOYzSAhIQHr1q3DuHHjMGDAACEcb2/vMh5pdepa1A1NaOJEUN+icqh03Dzc0K5HW4yZfZ+UM2ZG5ZBHA6XgWO67meIsYEsq6rkhF8cLgyEXPUaGXPT4GHKpcFks86IhlzJwVP2Pd999V/L4/OIXvxCTmnKFpmfaV199hddeew3Z2dk4ePCgBHqOHz9enAWaN28OT09PSWXDrAEkGKuzQN26khuN8TY0pbHYGIM8h00egjnrZ2F94FrsS9uNUGYWeCURLJVMZwEWC2NCu+jMKNxuzzRFaNqziXPRmje5kJs4F/1ibuJc7ONj6rlUfd2+5T+r64p8ywfWwAuKXL788kvtp5HN6SzADM+M06G62b17N+bOnYuBAwfC39+/DMEoornlXLeONciz99BeGDNnNOZumi3Fxo7mH0JkSRgiUsNvm0ealkzKu1kbcjHkUn5MVPJvQy6GXLQLa001fp/JhRgoUxp/B/dtmGCOXmmXLl3CmTNnJPv0pk2bQHXTqVMn0JSmUtjYeqWVCfJsZAnyDGjjjy59O6PfkL4YOnoIFu2cL2WRWd+GprTij/LvfJCnIRdDLpUkk/I3L4ZcDLnUFH9oP+f7Ti66H0dlQ6+03/zmN1KLgeY05lHbu3cvHnjgAdm3YXJOOgiobNC2Xmq2MTjct/Fu4g1mFSDhDBjdDzPXTcfmiA2IOReBwvdzrLnSTknhsmKcLg34rFFzmiEXQy6GXLRjoDyZVuZvYxbTraiVbPshkwuhIMEwyJP7NvytJBsm6CThMLMA426io6Ml7ob50pgNWu3blPFIo7MAHQWYJ431btwawtPHQwI9/Vs1Q4ce7TFq1kisOLgMgSePIvutdBSWBnnWaPoaQy7ahcXsudi/K1eLrFEu9jEy5FJJAtG9/YdOLrrfroiHGNBZgKTDinOsm7Bq1Sr069dP4m6YL42mNFuVY2tS4x4OVQ7VTSO3RvDwckeTFr4YPOleLNgxDyeKjyDjtWTkX8mWbNDFVy3mNMbflM8IrRYAu2dDLoZcjHLRjgG7c8cJ3Ay56FbMSrb9mMmFUJFguG+j9m6ocBh3Q1wY7PnZZ5+JowDr3UyZMkUIp0OHDpIRmlkFbE1nfK7UDVWPbbBnYz8f0Flg2qop2Ba9GaGPWdygVRqbRz8pdm7CGHLR4mSUi/27crXoGuViHyNDLpUkEN3bf+zkosOGxEOiYUG1vLw8/PnPfxayeeqpp8B6N8uWLRNHgbvvvlucBZo0aWJ1FihjUlPKpj7LRzeUmBvvpt5CNuPm3Y9Vh5ZjT/JOBJ06jrjzUch6M93qLGDNm/Zp6YQw5GLIxYk7cEUkFZ0NuRhy0a17NdZmyEUPJfdrVIoaqhsSjlI7bOPeDRN05ubmStzN0qVLJSN0t27dZO/mFrfnUqIRlUOlw/ibevWkBEH7Hu0weOIgzFo7HauPrMD+jD2IOBuCnLczcPpGkWVRNeRiyMWQi3YMVESozr5mlIt+PaxUqyEXPVwkEJrGWPOGpGL7UCRjG+TJBJ2M0zl79iwSExOxZ88ePPTQQ5I3jeWj6SzAvRttkKdbQ3j4eIBk06+03s3cjZa4myP5BxF/LhrHQ4+h6P08iyu0sya1ai5K9iaoidC3fydMzEyEvh4fYmTqudiuLLc+51qTn5+P559/vkxjnTJ/AahNlSgNuZS/OmX/1pFL2Xfe+hcHBE1pzJfGstaPP/64xN2sXLlS8qbRjFbeBVo5ClDR2Koeeqc1a+WHzr07YcDI/rj73ruxbO8SMI1N8sV4lFxjLXS6P1sOLmiq7o09Uqip1w256BdPQy56fAy53Lp2lH/FkEt5RKr4t7MR+lX8+Er9W3XIhV/EQcHP4N4NHQSYUYD1bhjo+c477+DUqVMSdzNjxgx07twZLEHArNCMvSHRKIJR5jPlJECvtCb+vmjRvjk69eqI/vf1w4w1Uy1xN8+ES3JOFlg7+XGhEM7tqnfDhcGQi37xNOSix8eQi+MlyZCLY4ycescPiVx0P5gDhsqRpQe+/fZb/PznP8dLL72EkJAQzJ49Wyp5kmjKu0GXdxZgwk7G3zA5p7evN5o2b4pWnVtiwsJxWBe4GtHnwsUFmpmgaVMm4YgbNMtHq0DPapjMDLnoF09DLnp8DLnoVglLmyEXxxg59Y4fC7kQDA4aWzdokg0reqqaN6zomZWVhYcffhiDBg1CmzZtJPaG+zYkGaVseLaqG+UG3aiBBHsyUad/62YY+sBgLNq1AMcLDyP1lUTxSst/z5KgszrKxpCLfvE05KLHx5CL42XRkItjjJx6x4+JXHSAcEDRpEbCYWYBmtQU2UyYMEFS2DBBZ/fu3dG6dWsxqalAz/Lqpl5pCWma09w93dG4mQ8GjhmA6aunYkvEBgSfOo7YZ6OQeikJue9mWRWONbuAcoWuQOEYctEvnoZc9PgYctGtApY2Qy6OMXLqHYZcysLEgcVDKRw6CSQlJYk5jWUJLly4IPVvmKBz+vTpGDx4sMTdMLNAGccAVe9GBXvWqyfmNEveNC90G9AFY+aMwuKdC/BIzFYcLzqC+PPRkqST8TZcBCo6DLlUjIvCypCLHh9DLmXne0V/GXKpCJUqvGbIxT5oHGR//etfpd4Ns0CrjAI0pTGFDZ0FGHdTVFSEEydOSIG1qVOnSoE11rvhHg4zC1TkCl2fedMaWerdeHh7oFPvjhgy8V5MWzkFy/YtwSNxWyXQM+XlRBSV5k3j3s2pa0VILIlH3qvZFZKPWmTvxJkLuannol/MTRClfXxMnIv9tafSLcYVWQ9Zdb3F9J9e+VZbcuG+DNWMvQffS1Pa9evXxT+eezeHDx/G/PnzJe7Gz89PPNJs3Z+pdMqonTp1ZF+HrtAsQXDXoB4YMW04pi6fgnUnVoP1bpIvxCO2IBq5l7Ks7s+yh6Mxpd0uojHkYn/hVJgbcrGPkSEXe6tJFV435KIH7ftMLvxlJB+VEVrVu2HcDdXhc889h/T0dGzduhUTJ060lo52pt4NPdOYDbrjXR3Qe3AvDBjcH7PXzMT22C1SgqDg/VxrCptKJ+e0Y35Ti6PubMjF/sKpcDPkYh8jQy769bBSrYZc9HB938lF9+uobKh+6Ab9+eef44MPPpBAz/3794OmtLZt24obNM1otjVvbJWO8laj2vH08ZRAz7Zd26LnPT0wdeVkbInciJhnI8QVmiWjbd2gFelUx1NNLZjqbMjF/sJpxehGCVKfSEZodAiK3s0Xd3TV5qqzidDXzVSLV6mJ0Ndj5FSr2XOxD1NlzGL2P+VmCz9PqRsV6Mm9m++++w7ffPMN3nzzTcTGxmLhwoXo2rUrGjduXKbejSIXcYUurXcjgZ6NGsDNneUHPODV2AvN2wdgxLRhWLp/MUIeC0Qeyw/Y1LupqUXNkIshl+qMJaNcbq4N1X5mlIsewh+yctH/8pvZBZSzgKp3Q1Pahg0bZN+mffv2oKMAy0fTDdrWWcB274alCEg6jLlx93JH0+ZNcO/EQVi4Yz4O5exHwouxyHg9BbnvZFpUjgr0/KRY9nGcXTAMuRhycXasVPQ+Qy6OVoVKtBty0YP1YyYXIkNlo9QNseD+jfJQo8JhUs/Tp0+D2aDHjh2LoUOHStxNQECAkE0ZgrHJAs2MAozFUelsGvv7oM+w3lLvZn3wWhwrOIyop8KQdilJyIYmtIoWg/KvGXIx5FJ+TFTm7+89uTC9B5MYXrt2DR9//LFLD9rZMzIyJOMmqzDWhj49+eSTYop55ZVXXIoNr81HH32EF198UTCqDdiwD1euXBF83n//fQmqdNUYYl+ID/uTnZ0N1rk5c+aMpK9ZsWIFRo8ejV69eoHF1fz9/a3mNO7flA/yJAmRaFS9G1//xug5qDvunzta4m42h23A/uQ9CM4/gdjHopD6TBLSzqUg/blUZD6fhqwX0i3H8+mynxAUFoSo9EhknmdbhkuPzOfTERobguDwIPC5y/tzPh2xuTHSn7QnU5BVC/qUdCoB4fFhcu1ch0860s4lY+Gm+ZLZQpl8Z86cCc41V85/fndKSoqEGNjeDt+SFTkwMFCqG7IAFTdpXHmwDklkZKTUkefz2tAnpqonAdP84kps+N3EIzU1VTCqDdiwD1zIWawsJyfH5deL/eG4iYmJQVpamvSHr/Fg/3gtOd537NgBZoOeM2cOxowZA9a7oSlNTWBHZxISCYrZCBgkygwFD817CBs2bcCR4MOISA5DZEqEHOGJYTgRdALBEcGITAlHZGqEa4+UCASGBEqfpI8u7084QqJCpD8RiaW4ubhPYXGhCAoNAq+dy65XSgRCE0Mwc94McWBRY3LkyJGSgolj2lXrEb+b2fQ5z2wft5ALF4bz58+DtT+++uorlx6M8OYiUFJSgi+//LJW9IlKISEhQe4WXI0PgxK5qU2MXN0X9f10JY6Pj8cXX3xRK64Xx9Bjjz0m7s2qj+rMMU4MObbY308++USyQdMNmpgeOXIEixcvlv0bmtJs691UZFKj4mEAKN2lmzVrhk5dOmHgkAEYP2ssFm9ZiF3ROxCccwJHjh1GRFoYcl7JQN7lbOS/kYMCFx35l3MQFh8qZMfnruqH+t7813OQUBwn/cl+KQO1oU9pTyYjIilc1KfqpyvOOZcysGTHwjLKZd68eZJUVo1pV5w5j3izTYuX7eMWcjH1XGzhufW58Ra7FRP1Sk17i6nPrc6ZXma8WWJW58o8uHfDVDb8v/fee08CPemZxiSd3Luho4ByEFB1b+gGrVyh1Z0lSaiRe0PJBt2+ezv06N8dffv3xbQFU7E3eacEebL8gGQTuFFkrXvD/ZmadIO2Z9vn91BB0fWXz+297069buJc7O9Lfe/3XAy56JcgQy728fkhkYtyFqCjAAmKXmnKBZpqiHZmVvQ8evQopk2bJhmhaUqzDfK0JRiSjkXZWPZuvLw94de8KVq2b4Hud3fFA0snYFv0ZsQ+G4n8K9mwrXdzOxd2Qy72F3OFu4lzsT/n2cK5QpOcqUSpx8lhqyEX+xD9kMjF/q+0tPC3Ut2QdJhPja7QzJsWFhYmCTo7deoEJudkvjRbN+jyzgIkIBJPg4YNpOYNgz1bdW6F+x8cjQ0h6xB3PgoF7+eg6KN8sOYNgz1rst6NIRdDLo7GuqN2Qy6OEHKy3ZCLfaB+TORCFPh7VTZo5QJN93kSDvOm0YuHtug1a9Zg2LBh4ijQokULUTckFKVsWFCN5jO+Jm7QDeoL2UiiTreGEuTJejcLdszDgYy9iDkXKTVvGHfDrALVMZ8ZcjHkYn9GO9diyMU5nBy+y5CLfYh+bORiH4myQZ6sd0OTGvdu6LLJmBt6lZFw6A7dqlUrUTlUOCojtNVhgMRTry4aNKwPqXfj5Y6Atv64e8wAzFo3A5vDN+Bo/kFEPBGKlIsJyGO9Gyqc64Wyf+OIeAy5GHLRjWNn2gy5OIOSE+8x5GIfJEMut2JDTNRBdfP1119LHBA9a27cuCEJOukosHnzZsyYMUM801TeNKuyKc3+XNe25o2qe1O/HnwDfNF9YDeJu1nwyDzJmXas4BASXohF4fs5WmVjyMWQy62jtnKvGHKpHF52323IxS40soiqei6OUu7b/5Sabamqt1jN9sLyaXQO+O1vfyuu2nR3JkYqZxpx+8lPfgIG5xYUFEisED3TpkyZgrvuugu+vr7Wejfl921U+pqGzJnm4Sbpa7r264KhkwZjytJJWLpnkdS7CXk0EOmvJd+sd0PvtOvFiDDeYlovObOhr58Nhlz0+DjdasjFPlQcZIZc7ONTnlxILPYe3LshEbF09AsvvCCEc+DAATz00EPo06ePJOmsyAXaak6zqp26YHG1lh1aoOegHhgyaTCmr5qC9UFrEXTyGLIupyIsMRTBkUFCNFQyNKWJOc0VNW9MVmS7RGdcke3Nliq8bnKL6UHjYsX8WSdPnhTVoH/37W815KLHuDLkQixVRmjOA6ocZoJm+QGmQnrppZeknDSTdHLvhkGb9E7jvs0tyobOAsyXVprChh5prHfTrltbdOvfFX0H9MGEyROwN3UXki/Gi3da8dV88Uoj2SiX3DtxNnEu9s10hlz086tSrYZc9HAZctHjw9babBbTKRdHv4zEQ0eBP/zhD5IJgSa1wsJCPPLIIxgxYoSko2HMjXKDVjnT6JFWXt2QjNw93NHE3xct2jVH3+G9MevhGdiTsgOpryRIYTUubKrezSma0yqZEdpZYjLkYsjF0divkXZDLnoYDbno8WHrD5Vc+NuobjgGbN2gqXBY1ZMmNZrTmAePQZ4sP0B14+Pjc0tGaDoOiCt0qbphzA2TdNI7jXs4bbu3wbh594spLfLJUGReTpNAT6obyQhdg+YzQy6GXBzP6hp4hyEXPYiGXPT4sPWHTC66X69MaiQblh/4/e9/j4sXL4qn2rJly8SU1rNnT6noSXMalQ2PilyhrUGe7o3g6eOB9j3a4b6ZI7HiwFIczTuI6GcikHwxAVlvpkuRNaVwqqJuDLkYctGytEBiAAASaElEQVSN6xprM+Sih9KQix4ftv5YyYW/ncpG7d2QbDhelNJRcTdFRUWibPr16yfmtB49esDPz09IxtYVmspGDlb0VMGe9S2ZBRh3M2jc3Zi5Zho2hjyMQ9n7Je4m/dVk0JzmrEmM7zPkYsjF8ayugXcYctGDaMhFjw9bf8zkokNHmdRoQsvMzBTzGYM8GX8TFRWFLVu2YO7cuUI4nTt3lhIEKm9aGYeBupb0NeIs4NYQ7p7uaNGe+zZ9MH7+WCzaMR+bwtbjSN5BySyQ83aG7OFQ3Zy+cWslT0Muhlx047bG2gy56KE05KLHh62GXPQYcQyxHgfLSPC5etCcxjIEly9fFm9EJrRdt24dxo8fD5INiUY5B1hVTd26N1Pa2LhCezf1QqfeHTFo7N2YtGgCluxZhN1JO8ScVvxRnmRjVu7PjLtJfSJZsjQXvZtfKzI1mzgXNSoqPvNGxSSurBibSr1q4lzsw8VBZuJc7OPDxds2iJLE5+qHPXJRyoZ9VMk5WfeGbtAXLlyQqoPHjh3DwoULMXDgQPz/9s41tqoqDcMqchNFwIhERQZQdETCTZ1IuKgjg8g4o9ERJpIBUcSJEVEG0XiJcpFbaQulF0uhglzF4TahKCSMEwRk4jjKKBAVJUYhQWOiP4z/vsmzYNdT2/11Fwt7C2+Tk3Par+1Z51lr73e96/a1bdu2OptnDWfDYoGzzjx6InTTs61Zi2Z2/gWt7dKul9ivr73Krr/lOrtt9K320PQHbcqy54yhtMKV+TZl5hRbumtxcDcNGVY7Eb8rcfFbqcTF55M4KnGJRyVxiWdD5JckLt4noZ5ZocbhnAgOqaw5WYAkcWPGjLG+ffsGsSHfTe5CAUQncjvRfA6up/k5nCrQ1i7pcrFd3qOr9enX24bc9jubvGCiLdxecvSstP8dPQ06LINmOO0k5btBrCQuXms4Orcn5+IzShSVuMRjkrjEsyFyqogLn4W6jhYJRO6GVWkkWPvqq6/s448/to0bN4Z8N0OHDjVOg47y3bAiDVHJFRhEh3kbYiyDbtGiubVq3SrsvenW93L7/ZihNqHgEZv/Rr4teWfRj/M2e5c3aMHA8TgbiYvfrmkLEhefUaKoxCUek8Qlng2RU0lc/E9q1acLMHfDUCmnC7AUmnw3LBTo1q2bdejQIaxMQ3TY7InLiYbUqsWHBQNNzrLo3LRzzm1pv7r6Mhs84mYbN+0Bm/n36Vb2r2JbtKvclryz2Nh7E5ZCN+JGT4mLX9sSF59P4qjEJR6VxCWeDZHTSVz4vLQH3E3kcHI3e+JwuJbIdzN+/PiQhqBnz57WqVOnsNETkYmcTZTvhrmbcIxN7mbP5k3tgovb2fVDrrN7xt9tfyt6zDigkxOhK3aWBaE5HreS+zcSF79dS1x8PomjEpd4VBKXeDZETjdx8WjQVhAbFgtwjA1DaSyF5ggbkquR72bgwIGG4HTs2LH63LS6NnlGp0KHfDcshe50kfW9qbcNG3WrjZtyvz1RPNGmr55iRVsKfsx3E7MUOldUotcSF68mNefi02lAVOISD0viEs+GiMTF50P7Yf6G5c/5+fm2e/fukO+mrKzMJk2aZCNGjAgnC5DvhiG06qGzY8ueq50O30e5b846085te65d0fsK6397P7vrr3fYuKkP2LOLn7KCqjxb9t/KeudsJC7115vmXHxGiaISl3hMEpd4NkQkLj4foriZHTt2hH03zNMwZ8ODYbRPPvnEtm/fbmvWrAnH2HBIJ+em9ejRw9q0aVNvvpuQNrpFs5Dvpss1na33oJ7227tvsrsfvtMeyXvYpq9+wRa+VVoj3w37byQufr1x3UtcfEaJohKXeEwSl3g2RCQuPh+ikbgUFRWFoTKY1fXFBusjR46EbJ4IzquvvmpTp0614cOHh3w3LBLA3TCMFi2BjpZB5zoehtRatGpu7S+90Lr26GK9Bva0IfcOtnFT77cXlj1rnCiw8I0ym1M6y5bsWGzhvLTcnDf743fUR8NqjfWsI/fragnH+TPt0PfBceEpn4vPiGGWzZs326effur/4kmISlzqh5xUXOjIsFCA3+c+wTE2pB/44osv7KOPPgruZ9GiRfbQQw9Z//79QwqCKN9NnUuhq/PdnB2Sq7W5sE0QnE5XXmY9rr/Gbr1ziE0sfMxKts1PLd+NxKX+9pP4NyQuPiqJi8+HqMTFZ0Qbquv4F/+vTlw0qbjUVwKEh/sHe2+++eabsO8GdzNhwoRwXlp0okCU8yZyOZG7qZ6/qV4K3dRatmpprdu1tiuv7WZ3PHi7TSqeYKX/LArDaCyBzs15U9e5aT/XwUhc6qv1BsQlLj4siYvPh6jExWd0qooLziZyN3xG2gH3E1anMYdz6NChsO+GfDekjmbeJsp507Jly3CSQCQwZx5bHBA2ejZpcnSz57GcNy1atbCOV15iN99zo419YYxNX/WCLdhaaBU7yuyV/1Q26vE1Ehe/LTcoKnHxcUlcfD5EJS4+o1NVXPxPXXOTJ+6G4bRt27aFI2zGjRsX9t306dMnHNJJCoLI2fx0KTTzN4gOCdaaR/lurupoA//Y30ZO+nP1MujCqjwr315ir7xbaSv2HD3KpqH5biQu9dVqA+ISFx+WxMXnQ1Ti4jM6XcUlopLrcBhK4wEThtLee+89W7FiRRhKu+GGG8LcTffu3cP8DYISOZvwHC19/knem6bNm1r7yy4MK9OGjRpq9z872iYVT7QZa6Za6ZtF4RibpMNlEpeo1hrhWeLiQ5S4+HyISlx8Rqe7uMTRQXRgwz0IkVmwYIFt3bo1nJdWWlpqTz75pI0cOdIGDRpkXbt2tdatW4c0BDic6AibSHzCcNrZTQyhifLddP/N1cHd3PHgH2zMc6PtqfInrGDTHKv898Ifz037Sb4biUtcbR3HzyUuPjSJi8+HqMTFZyRx8fkQ3b9/vy1fvtwOHz4cfhnhYXUaJ0K//fbbtn79+rAvhwRrgwcPts6dO1efk4aw8GD4LHpEosMzx9m0Or9VSB3de2BPu/HOATZ8wp9s4rxHLf8fs8MwGosDGEJj0cB9z/zFOIkg+h+jR48O80iUKa0v3lv7XBqBvva5xEOkkSmfSzwfbuS/lHwu8Z/ixEYaa7VYY5byp+LC/6atU590Xlgk8N1334V5mw8//NB27doVBId9N5wqwGKBaHUaaQhqOJtjw2lNjqWMbta8qbVud5516HSRdb2mi/Xs38OG3HuLjX3+Pnv+lWfsnkfvCvM7v1hx4fgFKjkag0zrmVUdjHnSM6ACqcy0yhK9L0dSYIsPHjyYello2Pv27QuMssCGMpCbvbi4OJwXlYU2RLupqqqyAwcOZKK+6P0WFhbapk2bQpuO2lVaz7QhliKTi4XXaZUjel9GK7j/kBmTTZJZKNPevXuDc2GFWVRO75nrgM9Bvpsvv/wy7Lt58803Q70zlIbYRCmjczd51uVs2OTZrGUzO6/teXZBh3Yh0RpuJxKXUaNGBReV5vXPe9OG2E+W+3VG7je8njFjhgGCFRRpP7hRLV261F577bVw00q7PLw/DZ+bJxu10i4PLoFETVjStMsSvT9HdnCj4rgOyhf9PK1n2hB5RbhBpFWG6H3h8fnnn9vcuXNtw4YNmWjT9LjZbFhQUJCJ+qI8JB6jPKzgykIbYs6F+xAdyqgukzxTdtof1wJCwybPr7/+OojmBx98YJWVlcbKtF69eoXja0g7EK1Gi8SD52hFGqISDbFFccSKxQdJynMif6eioiJ0mHL1pJa4TJs2zfLy8sINtKSkxNJ80HuZPXt2KA/HQXBTT7M8vDc3hunTp4deSNplYZKR8syZMycTbKgf6ok6Q2CyUF+UBz6UJwv1hWshpwllomxZKBMdSvZ70J7SLg9MaNOzZs0K11gWykSdwYjnxuDDdcHn4v/xWWkPTz/9tI0dO9aGDRsWToLu0qVLOA26ffv2IQVBXfluEJp+/fqlfq3xeagvPkfuVy1xAeLatWtDjxh1TfNBj6G8vDz0zHlNLz3N8vDe9DhpFLi7tMuyZ88e27Jliy1cuDATbKgfjk2Hz7vvvpuJMtFumIylN5yF+uJQRjpvy5YtC6uQslAmbpjc5GhPaZfn/fffD/cfTkVm7iILZeIaI+8MoxaNyYfrhQefkc8dPWizO3futHXr1gXh4AgbsnmSPpp8Nxxjw7wN8zicOJD2fZH3pw1xneV+1RIX1Ceac2EsLc0Hcy4UOJpzYQw/zfLw3qwOYc7ls88+S70sjOsy5wKjLLChDAwB0JMhRwfj5WnXF22I+Q1O1E27LPDInXOhbGmXiTbE8Ew055J2eZgj4yBKRi0YYs1CG2JIlc4A8ycniw/XEnVDG2E4i+FUuDC3MXnyZBswYIA9/vjj4eDOk1WmuPehrLSheudcsDf0rtJc2hapH3BXrlwZxsxpZFkok1aLRbVT+1mrxWozyf0JF6dWi+USqf2aGxX3H4bHSCAGs7S/6lotllaZWEjAMmjEF9HLAh+uey1FboQWIXGJhyhxiWdDROLi8yEqcfEZReLC6ACiJ3HxecVG5Vxi0YQADUtH7vuMcLw6cj+eEW3oVDwVOf4TNzySNefCUJnEpeH1WOMvJC41cNT6RuJSC0mtH0hcaiGp8QOJSw0cdX4jcakTS/UPNSxWjeLnvdCwWDw/DYvFsyHCjVxzLj4jDYv5fBgWk3PxGSWKyrn4mORcfD5E5Vx8RnIuPh+ici4+IzkXn0/iqJxLPCo5l3g2RORcfD5E5Vx8RnIuPp/EUTkXH5Wci8+HqJyLz0jOxedDVM7FZyTn4vNJHJVziUcl5xLPhoici8+HqJyLz0jOxeeTOCrn4qOSc/H5EJVz8RnJufh8iMq5+IzkXHw+iaNyLvGo5Fzi2RCRc/H5EJVz8RnJufh8EkflXHxUci4+H6JyLj4jORefD1E5F5+RnIvPJ3FUziUelZxLPBsici4+H6JyLj4jORefT+KonIuPSs7F50NUzsVnJOfi8yEq5+IzknPx+SSOyrnEo5JziWdDRM7F50NUzsVnJOfi80kclXPxUcm5+HyIyrn4jORcfD5E5Vx8RnIuPp/EUTmXeFRyLvFsiMi5+HyIyrn4jORcfD6Jo3IuPio5F58PUTkXn5Gci8+HqJyLz0jOxeeTOCrnEo9KziWeDRE5F58PUTkXn5Gci88ncVTOxUcl5+LzISrn4jOSc/H5EJVz8RnJufh8EkflXOJRybnEsyEi5+LzISrn4jOSc/H5JI7Kufio5Fx8PkTlXHxGci4+H6JyLj4jORefT+KonEs8KjmXeDZE5Fx8PkTlXHxGci4+n8RRORcflZyLz4eonIvPSM7F50NUzsVnJOfi80kclXOJRyXnEs+GiJyLz4eonIvPSM7F55M4Kufio5Jz8fkQlXPxGcm5+HyIyrn4jORcfD6Jo3Iu8ajkXOLZEJFz8fkQlXPxGcm5+HwSR+VcfFRyLj4fonIuPiM5F58PUTkXn5Gci88ncVTOJR6VnEs8GyJyLj4fonIuPiM5F59P4qici49KzsXnQ1TOxWck5+LzISrn4jOSc/H5JI7KucSjknOJZ0NEzsXnQ1TOxWck5+LzSRyVc/FRybn4fIjKufiM5Fx8PkTlXHxGDXYuNDr+KM3HDz/8YCtWrLANGzYYQpOFMu3evdtKS0vt4MGDqbKhXujl0fBhRI8mzbri/Xl8++23VlJSYt9//30m6os2VFVVZQcOHEiVT1Rfhw8ftsLCQtu0aZNRtjTrjPdGfF9++WWbN29eaE9ZKM9bb71l8+fPtyNHjmSiTPv27bPly5fboUOHUq8v7oFcWwsWLDDKxT0g7TqLOiibN2+uoUJn1PjOzKZNmxYqlga3ZMmSVB+LFi2yvLw8KygosMWLF4eLIO0yUakzZsywsrKyVNnAobKyMtzI586dmwk2tBnqbPbs2VZRUZGJMtFuaD8vvfRSJuqrvLzcZs6cWd2m027PtCHqizbN6yyUp6ioKDCCVRbKRGcSRpQnbT5cY1xbs2bNCp3cLPChTHPmzDHuQ7lfdYoLBUaFXn/99VQf9Djp5RUXF2eiPPCgcQFyzZo1qbKhLNTRqlWrAqO06yp6/40bN4YbA3WXhTZEGegIrF69OhP1tW7dOnvxxRdDmbLCJz8/P4hLVspDhwCxW79+fSba0MqVK4OzW7t2bSbaENcWHRRGLLJQZ1z7CAsduNyvWuKSG9RrERABERABETgeAhKX46GmvxEBERABEXAJSFxcPAqKgAiIgAgcDwGJy/FQ09+IgAiIgAi4BP4P/h3ktuW0bcQAAAAASUVORK5CYII=[/img]
Here is an octagon. (Note: The diagonal sides of the octagon are [i]not[/i] 4 inches long.)[br][br][img]data:image/png;base64,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[/img][br][br]While estimating the area of the octagon, Lin reasoned that it must be [br]less than 100 square inches. Do you agree? Explain your reasoning.[br]