Mathematics
Grade9
Easy
Question
In the figure below, the radius of circle P is 18 units. The arc length of
is 14
. What is the arc measure of
, in degrees?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZ0AAAGhCAYAAAC6Z2l0AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAGibSURBVHhe7Z0FuFRV94f5/p+NBaJYgEFLh4oioSIGfDQKioAgKdItDUp3SXdJd3cjoXSndErn+vNuzznOvVzg3svM3Jkz632e/Sizh8udM/uctfeK34oliqIoiuIn1OgoiqIofkONTohyy/qvoiiKP1GjE0Jc+/uwbD92Si5ct15QFEXxM2p0QoUrR2Re59KSucFAWX1CzzmKosQManRCgutyeE4ryZ/gSYn1WRtZfPym9bqiKIp/UaMTChxfIoOqfyiJ//OwPJSlkcw5eNmaUBRF8S9qdFzOzesnZd2U7tKnXxP5NlUSiRO7rIzaes6aVRRF8S9qdFzO6XW/SZchs2XtzqUyJHdqeS5WIfn199Nyw5pXFEXxJ2p03MzlXTKhc1v5beV+OX9lr4zK85bE+09Wab3giKiDTVGUmECNjmu5KfsmdpZWg+fL5tO3/3j9sEyunUlefiyJNJ66Ty7+8yZFURS/okbHpdw8Mlf6tBkiS3fY8ZtzsrrDB5LoqVhSftAGOa1Z04qixABqdNzItQMyt3UpKVO3g4yct1KWLl4qixfNlv510sqLz8SSL7uvkqPXrPcqiqL4ETU6ruOanFw0TFr9UF3qtOgg3Xp1k67de0qP7l2lSbn35LlnH5bsLWbJvgvW2xVFUfyIGh2Xce3EChnRvpeMnbdNLly9KlevXJbLly/LlSsX5ND0BpL05cfklWojZetZ6y8oiqL4ETU6ruKc/DG2l/Sf/rvsv2K95MnmvpL6tWfl8bLDZMtV6zXFp1y/fl0uXrwoZ8+elZMnT8qRI0fk0KFDsn//ftm3b5/s2bMnzOA15ngP7z1x4oScOXNGLly4IFdvbyIUJdhRo+MCLh5YJ3Mn9ZGOjUpK1pSfSomqfWX1odPyT9jmllw9vUsWTx8r/RsXkxdix5JYr/xPanYdJmNX7ZaTlzSjIKqcO3dODhw4IJs3b5aVK1fKvHnzZPLkyTJixAjp16+f9OzZU9q2bStNmzaVOnXqyA8//CDff/+9fPvtt/LVV19JoUKF5H//+5/kyZNHPvvsszCD15grWLCgfPnll1KiRAkpW7asVK5cWWrVqiWNGzeWNm3aSLdu3aRv374yfPhwmThxosyZM0dWrFghGzduNEYLQ3Xrln63SuChRscFnNs+T4Z3rys/lCkt33z5nfxQt5tM23xY/tkX35LLR9fL2H6dpHGtH+XHShWkYukfpFbjn6XT1A1y+Lw+mMJz8+ZNOX78uGzdulWWLl1qDMrgwYPNg7558+by448/SvHixSV37tzy9ttvS9KkSSV+/Pjy+OOPy//93/9JrFi3Dbsfxn/+8x957LHH5Pnnn5fEiRNLpkyZJFeuXMZYYaSaNGkiXbp0kYEDBxrDtHjxYmMojx49KjduaHmwEjOo0Ql6bsmtG9fk6uWLcvHiJRO/uXz5ily7ftPpmXPr5g0T27l0ew4XjR3nuXz1xu0HrPWmEOX8+fOyc+dOY1zGjx8vffr0kZYtW0qlSpUkf/788s4770iiRIkkduzY8tBDD0X48L/bwABhiJ599lljGF555RXzs958801jqFKkSCEpU6YMM3iNOYzIa6+9Zv7OCy+8YH7GE088EWWj9t///tcYJn4ORilv3rxSrlw5adasmfTq1UvGjh1rjNG2bdvM6UhRfI0aHSVkYHdPzAQDw8O2a9euUqNGDSlQoIBkzJhRnnvuuQgf3OEHD/+XX35ZkidPbk46H374oXGJFStWTMqUKSNVqlSRevXqmVNRhw4dpEePHtK/f38ZOnSojB492hi3KVOmyLRp02TGjBkyc+ZMM/j/6dOnm7kJEybImDFjZNiwYTJgwADjsuNnYRDr169v/g3cbl9//bUxjh9//LExkBitV199VZ588skIf/fwA2OWNm1aY4z4mZ06dTK/I4Zo9+7dcuVKRMFBRYk+anQU18JpDncSD3Me2tWrVzfGIVWqVOYEEtFD2B5PPfWUOZHwIP/iiy9MPAYD9fPPP5vT0Lhx42T+/Pmyfv162bt3r5w+fdq45WICkhSI4/zxxx+ycOFCY7AwcsR+iAOVKlXKfO733nvPnKIwNBF9ZntwOkqWLJl8/vnnxhDhosMQ8vM5GSrKg6BGR3EN165dM0aGh2779u2lfPnykiNHDnMqiejhynj44YfljTfekKxZs0rRokWlatWq0qpVKxMH4fSBUTl8+HBQx0BIKDh27Jj8+eefJuFgyJAh0rp1a2OEOZ1lz55dkiRJck9DjHuQa1S6dGmTJMEpbMOGDSYzT1GighodJag5ePCgzJo1ywT5MRiffPKJJEiQIMIHJzt4Yio8ZMkKq1u3rnGxEWRfs2aNSVEOtYwvUrIxrJxkOA02bNjQGBZchpz07hbHevHFF41Br1ixonTs2FGmTp1qTnwxddpTggc1OkpQwYmDoDcxmRYtWpgsMtxlBMvDPxg5xeBOIhWZxAB296NGjZLVq1eb7DRNKb4TrgkJBWvXrjXXmBMj2XrEfN566y159NFH77jOJDcQ3ypcuLBJ6R45cqQ5VWldkRIRanSUoGDLli3mYcbphBgL2VjhH34MgugE1TEy9g58+/btxvWmRA8MEYWruBs5GXKixJDjlozoO4gXL55J3a5Zs6ZJNScWpCnaio0aHSVgIZWZgstq1arJBx98IM8888wdDzjiEKQCEywnu4uMMP6e4lvIAsStiRGi8JUkhaeffvqO74dMv3fffde44QYNGiSbNm2yfoISqqjRUQKKv/76y7jACHITe4ko04q6FXbapCWTUowrCJkYJWYgrZrTDKnWuNdI4Y4orkatEwaIUyjJDKRkK6GHGh0lxiHld/bs2fLTTz8ZGZiIHli8hnwMdSqkK6MWoC6bwANX3K5du0xiAjE0suMicsOxcSDpA5kgFB9OnTpl/QTF7ajRUWIEHk64wdAqo8iRAsXw1fak6RK/Qc6FoPaOHTusv60EC7jhJk2aZOqb0JOLKBZHQSt1UGTPoR2nGXDuRo2O4lfIaKLaHTFMXGRx4sQJ8wAi44z4AEWNJA6QBKC4A1KqOaWSlk26Ne42z+8eFQVStUkWoZ5Ia4DciRodxS9QyU5BITIxVLt7PmwYr7/+ujnxIBWjwWb3w6mV9YACNyed8OuBGiEkfsh+Q6BUcQ9qdBSfQrCYDKd8+fIZP77ng4Wd7aeffmr0vpYtW2ZiO0poQQIIhbm41tDAC69/RyIJat6//PKLieMpwY8aHcXr0LiMbCYSA7JlyxYm1Rk5fgLLFSpUUPeZEgbb/YbGHUW9KEjY64bi3yxZspjEA/oGad1V8KJGR7krxF8I9i9fvtw0K6Ob5b2CvDwISF8mbRZj41m9TqwmQ4YMxhChpKwuE+VuIJ5KTAfFiffff18eeeQRZx3x/5kzZzYp9aiFqwp28KFGR7kDDAvZYrYGF8WXSPijOkyhJjvN8Kxbt87UzaDK7PmQwNhggCjc1B2qEhVIiUcX7tdffzUutvBSR+nSpTPrEdcsp2slOFCjo4SB0wwujJdeeinMDe450ODq3bu3SQ5AnoZsI/TPPN/DKYeaG6rQNdVZeVBwvVE0XKRIkTuUKUhMISEhos2QEnio0VEckL9H0sTzhr7boIaGk0/69OnDvE4fGtol84DAgCmKN2GNUvfz3XffGaVrz7VHt1WMz++//661PgGMGh3FgNsLgcyI9M0iMxB5JMUVKRQ1NoqvwfigesAmKX78+M46pMCYUzeuXnorqTs38FCjoxhQEU6TJk0YQxKZgaAj6dBkoh04cMD6aYriH+iBRD8k+iOx8fFclxQZt2vXzrxHCRzU6CgG+vbHjRs3jEGJzCC1dd68edZPUZSYAaFYik3ZAHkqHaB8TatuTuAqChsYqNFRjP8bbSziMZ4GJTKDNscLFiywfpKixCy0FkfVAoVyMiftdUoMkmxM0qxVKDZmUaOjmHRTRDVRCPA0KJEZNE0jvVpRAglOPr169TJCsp5FpqiV169fX/bv32+9U/E3anQUQ//+/aPlXiNjaNGiRdZPUZTAgc0UbbPZUCVKlMhZszT+4yTEmlfpJf+jRkcx7gaaoXkGYiM7qBg/ceKE9ZMUJfCgnoxW28WLFw+jak7Kdbly5WTVqlVGfUPxD2p0Qhzk4+niSObaQw89FMag3G+wY2zUqJH1kxQlsCHe06dPH8mYMaPjciPFmrXfuXNnPfX4CTU6IQyinAhvhlf2jcxAuDNnzpymS6SiBAs0D0Qho0GDBmHcycQzv/rqK6MzyHsU36FGJwT5+++/jZ5V8uTJnZsOvTTaB1euXNn0trFfv9tACmfWrFnWT1SU4AKh0GnTppnOtJ6abiQaoBOI6KjiG9TohBDs4DZs2GCquD3jN/S5Qf2Z1sLnzp0zPeu5GXkdFxpuN4wSBXe2W4JU6alTp1o/WVGCE7LcKBfw3GihyoG6BqceVTTwPmp0QgQK49BD8/Rns8PLlSuX6WES3p+NAbJbC9PRE00rpObz589v/i4/o1ixYubUpCjBDPcGp/aCBQuGqVVLmTKlaS535swZ652KN1CjEwKwmyNt9JVXXnFuKPzZNWvWNP1y7gVG5fjx43Lq1Cm5dOmSLFy4UF577TXzMyi4GzhwoPVORQluuE9atmwZRkiUeCftE5CJUryDGh2Xs3jxYtNiwLOhGh0Y0UqLjiwIqaUU19nV3qRMq8Cn4haI9eBe/vjjj51sTk711PUQA9K+PQ+OGh2XwqmkX79+YXzVZOiUL1/+gauxKbhDTJGfiTFr3bq1ZvworoLOtmyuPGOf9Jhq27atOfUr0UeNjgvBFVC7du0wqdBkqnXv3t0rWTkUk+LrtmVzkJKnh4miuAmKStFxQ0rHvo8QEC1Tpoxs27bNepcSVdTouAiMAZI0nu40kgVQ2UWU05uZOCQa0MWRf4OaHXrWa1W34jYQw6VlNtls9iYLd1vWrFlN9qau+aijRsclYFBGjBhxx66sSpUqPguC0kTLlhV54403jC9cUdwIagZkcpI8Y99flA307dtXWyZEETU6LuDy5cvSqVOnMFk3CBx26dLFpzcEvm1Sqe1/k5PPyZMnrVlFcRfcZ4MHDzaF0faaJ+ZDZqimVUceNTpBDt06efBTuMlNgKvro48+kvnz51vv8C1r166VN9980/zbFJMSN1IUN8OaL1CggFPvhisb99uWLVusdyj3Qo1OELNs2TL5/PPPjWghix+fM42q7ld7401IMW3evLmTXkoKtQZZFbdDC+yqVasa9QLWPePdd981RabEgZS7o0YnCKFWgCBmpkyZnAVPsScpnjHRD3779u0msMrvwa6vcePGeuMprodM0FatWsnLL7/s3IdkiRJbxRWnRIwanSCDDDUWtadYZ8KECaVjx44mxTMmoEand+/ejnBiihQpZMWKFdasorgXjAvN4Fjz9v1IUg1dS2kbotyJGp0gghMOD3fPnRWnHTTSYvpkcfDgQaPFZv9eqFWrWKISKhBD/fDDD531T3wTrUKKtJWwqNEJEhDkbNOmjZOiTMLAZ599FlBFmaRMU7XN74dhHDNmjDWjKO6HWGrRokWdBAOSe2rVqqWddcOhRicIoEaAxWsXp9FmgGwZmlEFEqSN1qtXz/yODBSpYyLGpCgxBeu9YsWKzr2KRiEq7Xv37rXeoajRCXB2795tZDfseAn9bVjUpEpDoGmekU6aLl0687uS2dOtWzdrRlFCA3Tb2HzZMlScfDgBoVmoqNEJaDiuFy9e3DmuY3B+/PFHs6gDFRId2rVr56RxZ8uWzTSOU5RQgsJp2iR4usPz5s0ra9assd4RuqjRCVCodaGpFAvWNjh169YNCoVbZHdy5sxpfm9cgY0aNdKkAiXkIImA1teejeG4L1auXGm9IzRRoxOAIDD46aefOgsVqY1ffvklqLp0kkZq32xoVM2ZM8eaUZTQgZM/6dOeElV07126dKn1jtBDjU6AwfE7R44czgJlsfbo0cNU/gcTFM6VKlXK+RzEpbS1tRKKUM6AZpstF8Ug7kkX3lBEjU4AQfqzp8GhvTR9a4JVPn3GjBlOa2uCqhS1KkooYhd1exaRvv322zJv3jzrHaGDGp0AgWA7LXLtBfnqq6+aQtBglpNBIYFmcnZSAS5DbW2thCpkmlLI7akmQgdeel2FEmp0AoDNmzebQk97IXLC+fXXX12hX7Z69WojhMjnoliua9euZtenKKHKxIkTw7jasmTJIsuXL7dm3Y8anRgGsUyKKO0FSEV/v379XCOYiXQPunCxY8c2n++dd94xiRKKEsqMHz9eXn/99TCGJ1RKC9ToxCCkFlM0Ft7guO0kgC6bbVhxtf30008xJk6qKIECMlGJEyd27n/c63g93I4anRiCAk/kMezCz2effdZ0+nRrPQtBVLtQjhuNVteKEsoQ4xk4cGCYEw+bUH/2w4oJ1OjEABSN1alTx/SeYaER62jWrJmrFWnRZcPI2jdXyZIlg6LQVVF8CZtM6nhQpea+QLmgXLlyrtYsVKPjZ1hkVCnb7aX5L0oDoVDDQl2Cvauj4HXAgAHWjKKELpREdO7c2SmmZjOKdptbXdBqdPwIBZ59+vRx3EwE12vWrGkKKUMBPj/dTZHG4fMjCWILlypKKMO9Qf8d2/DwbHBrPx41On6CLK5hw4aZ+hsWFQ/eSpUqBbR4py/YuHGjk0LNNWjbtq25NooS6ly4cMF4PWzDQ5wXlXa33R9qdPzE1KlTJWXKlGYxMVCP3r9/vzUbWuBe5IbiOnBNNIVaUf7h2LFjpuuuHe+lZm/UqFGuKaEANTp+gAJJJC9sg/PRRx/J1q1brdnQA5da4cKFneuBy037ySvKP1BK4dn6PXXq1K4SzFWj42PIQsmTJ4+zgBD6W7FihTUburB7ix8/vrkmuBw1hVpR/oV6nQ8//NB5bhD/xDXtBtTo+JDLly9L9erVnYWTIEECo72kiMnWq1q1qnNtSpQoYdpyK4ryD8uWLZNkyZKFuUfcEANWo+MjyEYhCGjLv5AiTFpkoLWXjkloZpU0aVJzfZ5++mkjcKooyr9QVG3X8Nip1MFeXqFGx0f89ttvkjBhQrNYHnvsMVMMevbsWWtWAQxw06ZN5aGHHjLXibYOW7ZssWYVRaGuj9TpZ555xtwjcePGNcWkwbx5VaPjAzgW0x2QRUKFMZlq6I8pd7J7924jAsq1IoW6VatW2tpaUTw4ceKEyWh7+OGHzX3yxhtvyKxZs4LW8KjR8TLEJf73v/+ZxcHImjWrUZJW7g5uR7tgFsl3mtkpivIvZLQVLFjQea5kz55dtm3bZs0GF2p0vAhFXKT/2jsSsrJmz55tzSp3A0WGL7/80rmhqlWrJufOnbNmFUUBSi9In7bvE04/J0+etGaDBzU6XoKjLn3Q8bmyICh+pAhSiRwTJkxwGluRfEGjK0VRwkJiwYsvvmjuE+I8KHoEm1SOGh0vQRzHbkPLSadixYoho6nmDbhxSKG2Wz1QPKpxMEUJC2UYjRs3dhQL8KbQEC6YUKPjBYjjFCpUyCwCBq2nNY4TdSiaTZs2rbmGnHYQR1VdNkUJC1I59N2hISL3ynvvvWcScoIFNToPCLLkrVu3dnYeiRIlkrlz51qzSlTAwLRs2VIef/xxcy0/+OAD2bRpkzWrKIrNmjVrJE2aNOY+IUOWOCiCocGAGp0HBIWB1157zXz5GJ6OHTu6rt20P+HUyM6N60kKNXU82tpaUe6E1va2lNSTTz5p+lMFg2dAjc4DQCFjpkyZnN1G6dKlNY7jBbh5UHDgunJypPmboihhQZmAVggUn3OvkIhDhlugo0YnmiBzQ8qiHfjG+GgcxzuQVPDVV1+Z68ooU6aMaXetKEpY/vrrrzCCwqVKlZLjx49bs4GJGp1oQHr08OHDnd046dEDBw60ZhVvMG3aNFN5zfVFlw1ZIUVR7gR1Avru2PcKxdbEmgMVNTrRgF44tCjgS7Y7gGoxo3chNZQUajtB4/PPPze7OkVRwoJsFLFPOwEnceLEAe2SVqMTRXgYkinCl8tApDKUG7L5EuRwbA07ap+6d++uumyKEgG4nz3lt1D4CFSBYTU6UYSK4Jdeesl8sc8//7y6fXwImTjt27d3FHbTp0+vKtSKchco1QjvZgtEUVA1OlGARIEsWbKYL5XCrFq1amm7Ah+DS41iW/uaN2zYMOj7iSiKL8AL0KxZM6eHF6Uca9eutWYDBzU6kYRsNRoo2X5T5PhRflV8z8iRI52kjddff13mzZtnzSiK4smBAwfCZLOVK1cu4OLNanQiydSpU51sKgzPoEGDrBnF15BC/e2335prTz1UMKSFKkpMMWXKFKdolM0am7abN29aszGPGp1IgLxE3rx5nYdeyZIltW7EzyxYsMBRfqD3zpAhQ6wZRVE8QcGDolG7Iy+9d/bv32/NxjxqdCJBly5dnGA26Yjr1q2zZhR/QUAU96bdqyhnzpyyb98+a1ZRFE+4N2y1FGI8jRo1kosXL1qzMYsanfuwefNmSZUqlfnykJv45ZdfTHxH8T+e9VHU77Rp0yZoW/Yqii/BnUbB+lNPPWXuF2Kh8+fPt2ZjFjU694Cq3tq1aztSN59++qns2rXLmlVigk6dOhkFCL6PFClSqPSQotwFMmvtjrw8w7755puASCpQo3MPaDWNO40vjbz30aNHB1RALhRBhdpOoWaQtq4p1IoSMdTu2J1GqSskqSCmUaNzF9gRlChRwnm4kXqoGVOBAQW5CRIkMN/LCy+8YJIMFEW5EzI/69Sp48RCP/rooxg/7ajRuQukRL/88svmi+K/K1eutGaUmIZswgoVKphMQr4fFKmPHDlizSqK4glx6dSpU5t7hb47KBXEJGp0IgAXTu7cuc2XxIONnuSBkvmh/AObgOTJk5vviGApQVNtnqcod4JeZNeuXR2lAuSkYrKwXY1OBBCsphaEL4gdggp6Bh7osqGsayd5UIuwc+dOa1ZRFE+o08mVK5e5V8j8bNKkSYxl4arRCQdfzttvv+18Oe3atdPkgQCF3ZrtNnjiiSekefPmqkKtKBHAM4weYLjX7M00Ku4xgRqdcPz888+Ovlq2bNk0JTfA6dOnj1O4myRJEtm4caM1oyiKJydOnJCCBQs6G+qaNWvGSNhAjY4HuGcyZMhgvhR2BL169dLiwwCHdGlSqIm94WqjtTUZO4qi3MmkSZOcglHq3JYsWWLN+A81Oh60aNHC6VT5xRdfaCFokIDAoZ1CTT3V9OnTrRlFUTyhYJRsT/u0Qxaov2M7anQsNm3aZNoV2KccUqY1lhMcIHBIy3C7FiFfvnxy7Ngxa1ZRFE9QzI8bN665V958801ZvHixNeMf1OjchlRbTjmPPPKI+SJo+6q9coILzxRqTjt9+/bVFGpFiYBTp04ZSRzuFRojVqxY0a/3ihqd2xB8zpo1q/kSMDxDhw61ZpRggVqEtm3bOnLu77//vuzYscOaVRTFk8mTJzvyOLQMWb16tTXje9To3KZly5ZOcI1YDt33lOCDdPd3333XfI9kINIKQRXBFeVOcD/TDJEEHDZqP/74o9/CCSFvdNgN58iRwzyoaF3Qv39/zVgLUnARjBkzxtlAJE2aVJYuXWrNKoriycSJE412IfcKrukNGzZYM74l5I0OPVnsgimMj8ZyghvqDgoXLmy+T3ZwiLaqCrWi3MmhQ4ekWLFi5l4hCadBgwZG6cPXhLTROXr0qFFdtR9QdAhVgh9aUrz66qvme33uuedk7Nix1oyiKJ5wb9ib7ixZsvhF8iukjQ599nkoccFJl/7jjz+sGSWY4bRTrVo1R5cN8VZNoVaUOyF+/fnnn5v7BGUPZL98TcgaHVwuX3/9tbnYBNOQv6FTqOIO0JVKkyaN+X5JKkBlV1GUsOBOGzx4sLNBQ90Dt5svCVmjM2PGDMcF89Zbb8WIHITiOxD+xNAgBMp3nClTJtXRU5QIII5tixy/9NJLRs/Ql4Sk0cG6V69e3VxkhrY8die7d++Wjz/+2HzHFMHxPVPPoyjKv5D1SUKV/TwsWrSoUfnwFSFpdNasWSMZM2Y0F5iUQVIHFfdB3QGB0meffdZ816hQL1y40JpVFMWGZ2LChAnNffLGG2+YZBxfEZJGB6tuC3siB3Hw4EFrRnEbZ86cMWnTfNecdvi+T548ac0qigJ4eipXrmzuE+I7FIv6ipAzOmRr5M+f31xcikFpc6y4GwQN7fhd/PjxVeZIUSJgwoQJTjYvMVBfqeyHnNGhex7BMi4s+lyoSyvuhhgehW985wziPHv37rVmFUUBEgoQO+YeIQGnW7du1ox3CSmjQxC5SpUqzsOH9saqRBwaIOqaNm1a54Zq1aqVNaMoChAD7d27t6O2X6hQIZ8kWIWU0Vm2bJmTGoibZe7cudaM4na4obp37y6xY8c233/69Oll27Zt1qyiKLBixQpJlSqVuUdQn54zZ4414z1CyuiQQGDXbZAWSM9wJXTYt2+ffPrpp+b7J1hK10Rt1Kco/3L69GmpWbOmuUcomsct7W1CxuiQscRxkYvJ8bFHjx7WjBIqYGAIltp9RIjtzZ8/35pVFAUmTZpkGiFyj3zyySdej3+GjNFBgeD11183FzJDhgwmL10JPdh8cMKxd3JFihTRE6+ieEC7l1y5cjkbM29ne4aM0WncuLF5yHAhyUfXyvTQBcmjZMmSmbUQL148GTBggDWjKAoSUr/88ou5PxiVKlXyqi5lSBgdBOwQsuMC0uBLHzKhzaVLl6RFixbOTYULYefOndasoigkEMSNG9fcH9mzZ/dqg7eQMDpTpkxxOuR9+OGHfuuQpwQuW7ZskXTp0pk1QT+RJk2aWDOKoqDSki9fPnN/UDDqzRi4640OracbNWpkLh6jTp062jdfMUkFI0aMcGoSMEAa51OUf6B+sUOHDs5zs3Tp0l5zsbne6JB5YTcp4rQzbNgwa0YJdY4fP+5UYJNCXbJkSePPVhRFZMGCBfLyyy+b+4Mml+vWrbNmHgzXG53Jkyc7sjfUaFCZrig2pIfaNxbrZNq0adaMooQ2R44ckYIFC5p7I06cOEatwBu42ujgQmnZsqW5aIx69eppd1AlDBTD2eq6jAIFCmgKtaJYeGaxff/9914ppna10cG1hvIAF4xiJ8Q+FSU8ixYtcqQ/SCro16+fNaMooc3UqVMdT1GWLFm80n3X1UYHV0nSpEnNBUNR+s8//7RmFOVfOP22b9/erBMGGY6qy6YoYkoJ7LgnWWzeiIm72ujwIKFxFxcMF4q61pS7gZH56KOPzFohqeCnn35SBXIl5MGd1rRpU2dDVqNGDWsm+rjW6OCXL1u2rLlQDz30kPz666/WjKJEzKhRo+Txxx83a4Y2CGTvKEqoM3LkSKdQlGSsw4cPWzPRw7VGh26RdhuDlClTytKlS60ZRYkYNiposbFmkEwqVaqUT/qJKEow8fvvv0vOnDnNfYF+5axZs6yZ6OFao0MwmKAwF6pw4cImS0lR7gc3lB045b9jxoyxZhQlNDl79qzT7gDXc8eOHa2Z6OFKo4MfEuUBLhIDn6SiRAaKQ3/88Udn7XzxxRdGu09RQpn+/fs790T58uXl4sWL1kzUcaXRIVU6b9685gKhQjB69GhrRlHuz8qVKyVjxoxm/Tz66KOm46iihDL0nUqSJIm5J3C1/fHHH9ZM1HGl0UEh9Y033jAXiFRpVSFQokq7du2MwWENERvUdHsllNmzZ4/TBBO384Ns5F1pdPr06WN8j1wggsHaO0eJKlu3bjWuNdYQo379+qrLpoQsrH1P4WSUCqKL64wOtTjkknNhMDz0TVGU6MBujoI41lLy5Mll3rx51oyihB4Uhj788MPmfqAc5cyZM9ZM1HCd0SGeQy45FyZRokQaz1GiDSnUnJRZS4wyZcqoLpsSslB2YnfczZEjR7RbgbjO6NCK+LXXXjMXhoCXNmxTHgRON3Z8EF/2kCFDrBlFCS0OHDgg+fPnN/fCq6++avpRRQfXGR1EPSns48LQeOj8+fPWjKJEHRr+1a5d26wnBm3Pd+zYYc0qSuhw/fp1qVu3rrkPeMa2atXKmokarjI6aGXZOkFclMaNG1szihJ9SA/NnDmzWVePPfaY0fRTlFCEeh17U1+hQoVoJWm5yugcPXpUihcvbi5I/PjxZeDAgdaMojwYnTt3dlKoM2XKJOvXr7dmFCV0mD17tnGtcR8QO49OqwNXGR0eBLRV5YLwX/qkKIo32L17d5gUalQLvNHQSlGCCUoJSCLgHkiRIoXMmDHDmok8rjI6XABbDRXhRpUvUbwJart2a+uECRM+sPChogQbCODaGZ2xY8eWnj17WjORx1VGZ9CgQeZiMKpWrao7UcWrnDp1yvix7TX2zTffyPHjx61ZRQkNiJXb90CDBg2sVyOPa4wOAa1mzZqZC0HjtjZt2lgziuI96LHz1ltvmXX27LPPRjttVFGCFRRf7L5TJUuWjLL4p2uMzv79++Xbb781F+LFF1/UolDFJ5A22rBhQ7POGMR58HMrSqgwffp0R/yT1u5RLSFwjdGh0VC2bNnMhciQIYMsX77cmlEU77J582b54IMPzFqjK23btm21tbUSMlBCYDd1Q6Fg4cKF1kzkcI3RmTlzpgnu2rtPqmcVxVf07dvXcTGkSZNGMyWVkOHkyZNSokQJs/ZplEmCTVRwjdFBjM6uo/juu+9UEVjxKceOHXMkQRiVKlVS9QslJLh165ajTMCIaidR1xidTp06mQQCLkJ0MioUJaqMHTs2TGvrKVOmWDOK4m5Q5bCVCWhljSGKLK4wOufOnZNatWqZC8BpJzq544oSVS5cuGBO1fbNV7BgQXMCUhS3g/Dt888/b9Y9KjCUE0QWVxgdutrZ8jcU702cONGaURTfQiwnffr0Zu0R48HNq/VhituhMDpt2rRm3ZPBtm3bNmvm/rjC6JC5lj17dnMBCOrS415xLzcuHpGNc6bLuJGjZdz48TLeGePktzHjZdKklbL37FUJ8+i/dVT+WDhFRo8cJ5PmrJRd4TZmNy+dlK3L58rUaTNk6aaDcjby3gJp0qSJk1Tw3nvvyaZNm6wZRXEnSI598sknZs1Tt0avncjiCqMzZ84cSZo0qbkA6AJRs6O4lZtyZuMgKZDkWfN9RzSeTlZNJu++4BidSwfXy4TuraVJ/ZpStVotqVqlqjRt/5vsOv2PZbl2+rjsXjJRhvVsL81atZUeAybJ8m375WQkDyy7du2S3LlzO/8+rXwvXbpkzSqK+0BizM5gixcvXpS8S64wOmPGjJGnn37aXIACBQqYltWKS7l5Xg4vbCV58n0m2T8vLEULF5Evvywm35T4Wr7K/7GkT5hKirSeKwev/GNQrh9eJ8N+KCZFv+0lS/eeu20Mdsmcjrnl3VSZpO1SDMN12b9hmUwfM1v2nb0gl69clYv718ji2yepBdvPS2QPPEgwoVDAGkyZMqVRLlAUt8IztkaNGma9k8A1YMAAa+b+uMLo9OvXz+ndTUthxb3cOn9UNo1sJL1mLpIdZy/KpYuXbhuSK3Ll8nk5snKwdGg8QH4/Zm06rh+SFT2/lQ9SFJBf11npzH+vl3GN00jabHmk6yrS6g/K2vVzZfS8k3LDsTDHZdnSJTJxwm6JbHiGNtaFCxc2a5BBCvXp06etWUVxHy1atHDWe4cOHaxX748rjE67du2cDKL69etbrypu5PrZU7Jl3Bj5fc8+8azEunp0tQzs0FSGrzzsvP73lnFSM/sr8to3A8SzVPjSoT9l6dK1cuBv/nRM1q9cIKOn7/OIAe2XZYtny5g5RyJtdACV81deecWsQxJaiDMpilvp2rWrU6bCczeyqhxBb3Q82wk/8sgjUS5UUoKLm9evyYUTZ+Xy5X9dqNf/PiBLev8iDQYslyOO9uBF2fxbbUn1YhJJ/st8ObBjkYwd1E/69R0pS7ectd7zD6f2bZcFI0fKtDkLZe3aFbJ08nCZvGCFbDp1M9LuNcDlUL58eefUTWvrv/76y5pVFHdBpqbdSqZcuXJGqSAyBL3RQVq+dOnS5oMT0CJ/XAklLsmB5QOkTo0esnDbmX9PK9ePyOKOhSRuvOckfpkWMmhgH+ncqpk0qFRKylVpKJ3n7rr9N20uy7Fty2TCsDEyfepYGTtxlqzZF724IFk9GTNmdDZBv/76q6ZQK65k2rRpjvBnoUKFTEJNZAh6o0NHx3z58pkP/vrrr8vUqVOtGSUUuHV6s0ysW1wq918muz0V1s9vk6mN08pzD8eS2O9XlqHrTsuNm7fk2tn1MqR+XkmavZL8tvOC9Wa4JTeuXZPrt0/O12+/LyonnPA0b97caFKxJtOlS6cp1IorIU367bffNuucWp1169ZZM/cm6I3On3/+KVmzZjUfPHXq1KouHWIcW95HSqQvJT3m7vE4udzm7BoZVT2+PP1IXHmtzDg55FiRi7JlRHVJ++Qr8kXbpWLCOl6GHR/941mTjKZNmxo3sKK4iY0bN0quXLnMGqdAOrKit0FvdDAydlOtLFmyaG+TUOLWaZnfMo+8nrS2DPs9XLXnxa0yteFb8sxzL0my9qs8kg7+lm3j60uGWM9JinxDZaf1qrchhdqWCXnjjTeiLP+uKIEO9ZBFihQxa/y1116LtPZg0BuduXPnOhlDWN3Dhw9bM4rrubhW2nzwqiT8oInMCuNbu82t47K855fyXPxXJHHrxR6noHOydXw9Y3RSvj9YtluvehuCqnZTQcb3339v0qoVxS1QElC2bFmzvuPEiRPpFgdBb3QmT57s+M+J7WgleKhwS67vGilfv/SyvFSgiyw/Ej7wf1m2TWwo6Z9/TZK0XnT7Tzb/nHTS/+d5SVV4lPhSu4LTDXFG1ianHrrZRkWNV1ECGbroVq9e3axvmhlSLxkZgt7ocCPbueJfffWV9arifq7LucVtJPULcSV+/q6y/PCdMZMLmyZInVwpJEn9yfJvmeZF2TK8hmR8NpEU6vlH2DiQl7FvSruGjDgPiS+K4hYaN25s1jajW7du1qv3JuiNDr5z+0OXKlXKelVxP1fkrwlV5blnHpe4eTrLir8iCNRf3icLe5eWD3LXkEm7rv/z2oU/ZXiDzyTzF9Vl6gHrNR+C+i7t01mfTzzxhHTv3l1bWyuuAZ1B+/lLj53IEPRGp0ePHs6Hrly5svWq4n6uyfEZ9W+fdJ6VND+Mks1nInqQ35JLB9fJ+OY1pVa9JtKqTUdpVLeGVK/XTAavOCT+evS3bdtWYseObdZoihQpTC2PoriBzp07O89fSgUiQ9AbHW5oPjAujDp16livKu7nltw8vkVmjRohczcelov3qr+8sk+WT+gjXTp2kU6/jpWVO/0b9zty5IhRJ7BvThQ0NIVacQMUP//3v/8167pevXqRElsOaqNDpTc1EHxgOoby/4oSiAwfPtxpbY0u27x586wZRQleUIDBbcy6rlq1qunifD+C2uiwW+R0wwd+6qmnzKlHUQKRs2fPSsmSJZ2kl6+//tq8pijBDIlcpEuzptEdRJbsfgS10aFHfZUqVcwHRngO1VNFCVSo2E6WLJmzXocOHSpbtmwxqdWzZ8+WP/74Q1P+laCC5m0vvviiWdPUpdHc7X4EtdFhp4i6KR84fvz4xr+oKIEK/m783rY7gm6377//vmmxTuM35JzoxsjuUWM+SjAwffp0SZgwoVnPlKzs2bPHmrk7QW10qPrGZcEHfvXVV2XgwIHWjKIEJhs2bJDkyZObNXu3QSEpJ3htu64EOnPmzJHEiRObdYvS9I4dO6yZuxPURufo0aNSvHhx84HR/iFYqyiBCu7gZs2aOenT9xu07NC4jxLI4Bq2N1H/+9//jLv4fgS10SEVtWjRouYDI6qIW0JRAhHkb9CmSpAgQRjDcq+BvFOvXr20H48SsCxZssQRXP7888+N8vT9CGqjQ1fGggULmg/MEW/cuHHWjKIEFogjshP0NCqRGe+8847ZXClKIILKPzFJ1mru3LmN+/h+BLXROXjwoOTPn998YIKyEyZMsGYUJbBYsWKFSRbwNCiRGcR38JurUKgSiKxcudI0KmStovIfGbWNoDc6dtdQUlFJ31OUQATXWqJEicIYlMgM6s+QeopMpbei+JtVq1aZBm6s1Y8//jhS3UPV6CiKDyH1+dSpU9KgQQN59tlnwxiUyAySDjp16qQp1EpAEtJGR91rSiDAieTvv/82qaNIhJD6/NFHHxnpG1uNICoDQ0VWpipTK4EI7rWQMjpUvxYoUMB84CRJksj48eOtGUXxD8RaMDScZpYuXSodOnQwafzvvfeeyVSLjqHxHLjkIpMRpCgxAYkEadOmNWv1k08+cX9Mh9bUhQsXNh/4zTfflN9++82aURTfw6Zn7NixUqtWLRNEpW0BMRhPo8F45JFHTLCVHeHjjz9+x/zdBgaLHlEXL4Zrxa0oAQIbrdSpU5v1SpPCP//805q5O0FtdCgORXqBD0xb4FGjRlkziuJdqJXBbbZ69Wrp0qWLWXekipJd5mkoGEi9I8vETUgxKNlnu3btkt9//12yZ89+x/vvNsh20947SiCzePFiJyszT548snnzZmvm7gS10Tlx4oTRquIDo/+DgKKieINr164ZNYC9e/fKmDFjpFq1avLBBx8Y5QuKNj2Nw8MPP2wEPHEzVKhQQQYPHixr1641dWSXL1+2fuI/LFiwQDJnzuz0IIlo0BuKgjtOUYoSyNCig3g665byFTrl3o+gNjoU3JUpU8Z8YAK1/fr1s2YUJeogU0MhJhk5dEQsVqyYcYm98sorxrB4GgbcaOj90ZyN08yMGTNk69atRtr9fgoCFNBhnJ5++mnn5z300EMmU40TEm0PqPRWJQIl0Jk1a5bxMrGGixQpIrt377Zm7k5QGx3cHZUqVTIfGDcH9QyKElk4zbCGDhw4IFOmTDFpzbjEcBfEixfPMQgM4jJkkpGaj8hs7969jT8bt1lkGleFBzFPFKb52Rg0dokkIXATk5WpKMEA9w2bMtbxN998EymR2qA2OvQeqV69uvnAPBA6duxozShKxJBphtuMgGefPn1MD5CMGTOaU0v40wyGhs0McRgMEjcYmWTHjh17YIUATlVvv/22+Xeee+45mT9/vqZFK0EH0mN2XBOvU2Qkm4La6Fy/ft08DPjAZAX9/PPP1oyi/AtxFdxeuMB++uknUzeDkbH72ngOXkM8llghYptr1qwxCSveLs7E6JFxyb+ZKlUqEztSlGCDGjI7YxOvEyGP+xHURgdatWplPjCBWR4oisIJmB0XmV809uPYT2Ael1n4AD5JARigHDlySMOGDU1TKgzAmTNnfHryIEnA7riIECjp/4oSbPTv39/xENSsWTNS6f1Bb3QI+NoPEDKMlNCDEy+ZjKgATJ061Ww+qJshwPnMM88464Px6KOPmoc9pwtOMz179jSJA2SanT9/3vqJvgXXXNu2bU3iADcsLuLoxIUUJabp3r27c281atQoUhu1oDc6ZKzZH/r777+3XlXcDjERTgdkgg0YMMB893ZsJnwBJsd/1AFIeaaQEz80zaaIzcSEkCZZaeXLlzep0bagp8ZzlGCEzZN9n/3yyy/Wq/cm6I0OPkX7Q5NqqrgTuziTEwm1LsTv8ubNa/ooUSNjrwEGlfyccIjN0G+JrDCK2MisCYQTBVlz6FTxuxKEnTlzpjWjKMFFixYtnPsOr1NkCHqjw64VlwkfGkkcrW1wD7jNiK1Q/0LhL7UtFGDGiRPnjtgMbioe4DQ9q1q1qpFEIjaDkQm0NcEJy+62SLEpSgWKEmzgJq5Xr55zD5J4ExmC3uiQkWTXVNAulYeUErzw/VH7gnQMSSJffPGFKfy1NxaeAyOD3hmbDdLlER8keya8CkCgQUM3FDT4DFmzZpXt27dbM4oSPODirly5slnHxCdRVY8MQW90Fi1a5KSeUk+hqafBBZlmuL1ITWbRknaZIUMGs5F47LHHHAPDoIIfd1q2bNnMaQatvZ07dxpDFSxNztgdDhs2zJzW+EwUmuIy9C+35NaVM3Jg558miWL17bF0xUpZsXq1rPl9zT9j9TJZumq97DiufXyUiCFDlMxQ1vFLL70UaZX/oDc6uCYyZcpkPjiB5Mj0c1BiFtoAcJohNtOuXTsTdyH+QoEvcjC2kSE2gywMCgFU7BOo5O9QsU98JxhdqbgMkc3BPUjxKf/PZ/E7pzbK5EFtpOLXn0v2NInkpXQfS76y1aR27epSvWY1qV7tO/m2ZAmp0LifTNl4RC6o11oJB9mixFW5V/E4zJ4925q5N0FvdBCYo48DHxzhublz51ozSqDAKYRdEdX8xFpIEc6SJYtJXQ6facafyTQjNkOGF+KZmzZtMinRbuieybVABYHPipHl1POg6gbR4db1S3LmxFHZNbupfJoolrzw+U8yeet+OXhgvzl57t+/R3b/MVxqZE4iid+rLqP+PH37fKQo/4J3Aq8Da5n+UbiNI0PQGx16mnz55Zfmg+P71546gQE1L2iaIVxJvIW4C3GMiPrJ8PDFbYY0OnEcJGGIzbixRTN+cLu9Aac4supikr8mVZGsTz8jeZsulJPWa/9yQIZ/nELixXpZSvVaJvevNVdCCeKudi8d4umRaWsAQW900NH64YcfzAenuhwhRsX/4OoiNoGkP7EWCnXRFouoqRlJARRuInhJDIfMNGIzwRKXeRBwK9KHh+uAeGiMdgW9uVemVMklcR7OItXG7pE7TPyNzdIxV3J5MtYr8k2vpWp0lDCgqkFdHGuZ2E5kY5NBb3QoqsMvzgen2I68ccU/EMBnd4Mvl1oYTpzEZjAqfBe2kWGwqydBgNgM3xF/B00zDE0opbnzue3MNXaHMZr4cmKRtMqfRGKlKil9NkdwqtzWT7548xl5NHkF6ff7SXWvKWHo27evk+yDyzyyHW6D3ugAUgx23UaVKlWsVxVvQxAclxkZT6NHj5a6desaV9ELL7xwR6YZbjRcZsyjFoCi8x9//GGSCNzoNosMXD+04Gxpnh9//NHEqmKK8+t6SLGMj8rLX3aQdeGyzG+e3SVj6n4sKZNnlyoD1snJa9aEoliQBGTf77jFI4srjA7uGTtWULx48RgJzLoVMqtwfS1cuNDItZDiS8IGbjOyy+xFx0AZgKJHdvDon6GDRgIBOyAt2v0nPRxDzSmQTRJtr2OupuiWbBtaUbI/GUtSF2kjU9dvkz83rJV1636XVSuWyKR+TeSbwiWkfv9Vctj9Xk8livCMRSDXvvfRMIwsrjA6no2E6OTIblqJPuy+kd4n757WETlz5jTB/vAuM/7MdSfTrHTp0iaehhYaLjM1/HdCcsVXX31lrh0tFFi3McatQzKlej5J+N/4krlYbWnXrbN06NBO2rZpKj/Vayateo+TNQfPiW4VlIgg0YfsUnstjxw50pq5P64wOmRI2bU6PABJsVUiD+4ucu7pd961a1cTFLT7nocfGB+kaJDjb9y4sTnNEJtR7g/X6cMPPzTXkcZtMVpTdmy2tMiXRGIl+0o6/H7BvMRG4datm+ZUqlsG5V6golGgQAGzlpFyimyNDrjC6BDMtouUUCcglU+5N2SaLFu2zNSJoJ9EY7PwLZoZaJolSZLEtApA+4yYBA9LUn+VqEEhM8kUXNd06dIZt2VMcXFlG/k640PyfJ7GMv+49aKiRBI2+tTmsJbZ6EdlA+UKo0PcwD7qEaQlxqOEhbgKcv704Cc2U7ZsWXNiIRYW3m1GbMbONMO9hpuNLKtQyzTzJpwiqCEjVZxrXKRIkRhs3HZLNvX5Vj547EnJ+cMoOaBfqRJFEFomU5W1jNcDlZDI4gqjg1R88+bNzQXgAdq6dWtrJrShRTN1M+TTk1ZO8SUFtMiv2AbGHuTbIz5ZqlQp6dSpkzkFUQPFtVUeHAw2vUfszDUSCmKuzcIxGV0hpzz/cFapMiDmTltK8ELigN3unQ1/VBJiXGF0gJzxUE+bZjfNiQQRVIL6pCrjxgnfBoBBinPy5MlNphnuNXbh+/bts36S4m1wR+KeZFPEIIXc343bLh/fLr8vnCIzBvwkn715e+PxRDrJ12KQzFqzWfaduW69S1Huj10byeD/o4JrjA4uIILcXARcF+zSQwEKNDnNUDdDmjLZexRi2gvCc5BpRt0MrjVqm9BKCvQ2AG6B9UibBr4HTppI/fib87sWyZhudaVOzQpSvvQ3UvL7H6Rq3frSoO9kWat50UokIfEIJRHWMgK9bPijgmuMDhpWxCi4EIjQxai8iA8hpkLmCFljZJqVKVPGqGtH5DJDFojYDEoBGCTcbMiwKP6HEygip3wvCJ1GVqdKUQKN3bt3mzgOaxl3Pc+iqOAao0N3yXz58pkLQbYVzd3cAnVHqACMGDFCmjZtaloBEJCOyG2GQjN1NbjWENpkR03djSYAxCx8D8i/8x2R9aOuTCVYIXONjS5rOXPmzFFO/XeN0aFYCZFJLgQ7fFJ7gxnk5XlQEZtB0JQgvx2E9hwcb+k3Q8p4rVq1TCM0dtGhKjUTqPTv39/sCvnOSpQoISdP3qnprCjBAIK+dO1lLVOrQ/v1qOAao0MQHXeT/TDGnRRMEFuhmp+APoG5QoUKOSmJ4QeFhbhqUAFAaJOiTlVhCFxYm6xHOz2d02ooKGor7qR9+/bOs4ikLdZ3VHCN0QFyx+3YxnfffReDKamRg9x2ClkJ6pcrV07effddo9Bsf6H24EFFphm7CupmxowZY2pulOAAoU80AfkuKbbVOjIlWGEt2x4ltBejU57iKqODr5F4DheECnr0wwIJ0mapSscFhlgeRgQFBdu4eA6Um3PkyCGVK1eWbt26mY6oKjcTnKC5RpyN7xWhVFLaFSUYQcnEjp2/9NJLxtUWVVxldMjMou6EC4J22IQJE6yZmINWAKgAdO7cWSpWrGgy6yKSm7FjM3TYxCCxGyYVWuVmgh9aqlMvxffMpogWD4oSjKxcudLpFoqLnz9HFVcZHR7Q9CjhglAtS/aWv6GCn3RtXGAtW7aUYsWKmS8popRmEgP44kh7btOmjUk9xEgp7mLatGmO/M0nn3wSs43bFOUBIOZMohZrGcX06PSDcpXRAeIj9kO9atWqfqn6JoiPy6RXr16maApXSkSnGQaKrBQJogJgn2a0QNPd4B6NEyeOic0hGUKmpaIEI2yO7WcZUk7RwXVGh/ocW5mAehb0x7wN2RoE8lEBaNSokYnNEOi3vwzPETt2bJMgQKIABpHEgUOHDlk/SQkFatSoYWqqOO1y0/pb/kZRvAGJWSRo8VwjNhmVxm2euM7oUK1vV34jYkmRJCl+VOOjRh1dMF4E8xHD5GcSm7Fz1T0HGR0kB5Dy3KRJE1PQSfJAZPuHK+4DtW7WBhsQ3BOKEoyQmEW9IGuZGCWx6ujgCqNj54kTT+E0QVW+pyGgPgJDgCYbmWO0YL4f1FFwmqEjHqeZokWLmgttK6t6jqefftqcZnCd0IKY2Ay9UlQFQEFzjbXBOkETLyY01xTFG/Bco0aQtcymes+ePdZM1HDNSQdDQoZYwoQJwxiE8APRS3LLIzI8HB9JuyY2gwrAp59+amIwEf0cTlFkytWpU8dUmy9dulSrzJU7WL9+vSN/g3RIjHYLVZQHwLP4vnbt2tF2E7vC6CD5guzN3YL34QdZYzQy46JRoDlx4kRTJY4wpt3YLPzfIaWZuZIlSxoXGxlJKp6p3A8KlhH4ZA1xWo7u7lBRYhKSpWjNwTrG28PGPLq4wugghmkL0EV24G4jnZme9ZxaInoPMRtOO2Sa4WYjNqOZR0pUIJ6IygSxPrJ9dP0owQhZtu+//755LqZJk8ZIb0WXoDc6xHPQH0NeJLzRiOrAghO3od8MJyECZTt27NDumUq0QVGCtcXpGfFWjfMpwQj9yohds5YpYEeZILoEvdEhq4wWy57GIyoD1weNz1ABGD58uGnTHHO96xU3gU6V3XcEly4uWUUJNghDeNbnoP/4IAS90eEkYndkjOpIlSqVSQIgS+3SpUvWT1QU70C8kN45rLVEiRLJ8uXLrRlFCR5o2kYognXMaWfYsGHWTPQIeqNDMD9PnjxhjElkB2l/0ZFxUJTIQDdbu2iY2KF2C1WCEcIMyZIlM+v47bffNi1YHoSgNzpkVVDt72lMIjso8jxz5oz1kxTFexBrpCbMzqgkTqhKFEowQnzb1o785ptvHrgXlO+Mzq2rcvHcWTlz+rScPnNazp79Wy5dt+Zuc+3aDbl5M2rNfyKCm5t06YgENe83gr27qBK4EM9p3ry501K8VatWqhiuBB1s6il6Zw1TNkI25oPiA6NzTc6fOCDrFo6Qni0aSL0aNaVWndrSuGknGbFwl/x95aqcOrBGRk5cI/uPeqd7IvIMuC88Dcr9Bul/SM4rii9gN4h6OGsNw0PKvaIEG8Qh06dPb9YxLrYFCxZYM9HHu0bn5t+ya9EAqV2yrFRt2lPGTZsps6bPkBkzZ8rcuUtkwdRB0r9fR2la8jOp2mm67Lm/Gk2kILuC3jl3a+8cfiCTg1inLZ+jKN6GHaKduYYUvDduVkXxNwMGDHC6GdO8DVmnB8V7Ruf6EVnYs5p89GEeKdFiqCzddOz2mScst06ukW5lUkiiZ9JJ48lb5Ir1ujdAlYAeNnbn0LsN5gcNGqTtBBSfQqM2O3MNGRyVv1GCDc/+ZLjWGjdubM08GF4yOkdlQYfCkunVZJK74QTZfVdJnkuyvPtXkuyzxjJsvW8qs1esWGF00zAuWGiKRuljwoWjpwmCoHrCUXzN5MmTTfda1h3ZlaSdKkowQdgic+bMZg2j4DJlyhRr5sHwgtG5Jfun1ZOPEzwkqb7sIMvv1cb/xlnZNL6OFOk4SZYd9F2VPxlppKci3smFst0cWGtE6xTFl6A6wOYmbty4Zt1VqVJFxWCVoIM4pJ0Iw8bp6NF7Pdwjz4MbndNLpfnnCSTWkzmkwaQdcs/UgOsX5Oia32Tq7/vlsB9rMfv27etkt5UoUcJrF09RIgLZpFq1ajknbNqmq5SSEkzgWmOzxPrFW4Rii7d4YKNzeMoPkiVOLImd+2eZvvs+2Wi3bsqNS+fkytUbcsOPHi7E6tBU4wLi8qC7qKL4CuKFxYsXN+uNgW6VogQTtORAVZ/1mzJlSq+51uABjc5xmV35I3n59i+WvekY2RKgSjIkGdjpq6j9tmzZ0ppRFO+DGCLq5Kw3Wqej56cowQSFzYQjWMM0v/Sme/jBjM61P+TX/2WQx2IlkHK/Lpf7Oa1unt4le09ckAseRaL+ol+/fqavNxeRGM/+/futGUXxLhiZTJkymbVGyw20/RQlWEBEGQUN1u9jjz0mv/zyizXjHR7M6NzaIyNLvCvPxEosFfuvk1PWyxFzXtaNaCm/rdwuJ2LAvU1igZ3CSttg6noUxReMGDHC6Tj7oDLwiuJvKAglW431S1iCrsje5AHda9dkU7/ikuLROFKozSI5Yr16J9fk9Kbp0rHzaFm376zEREcR0qTtwBiDdqsPqiGkKBHx888/S+zYsZ11pgrmSrBAwotnW2o6JXt7/T5wIsH1w1Ol3oeJJFnOGjJyQwRnnZsX5cS+NTKqXW+ZsPKQXI7BHlbsQO0uoailbty40ZpRFO9ht/Vl9OzZ03pVUQKf7du3OyUmhCP69OljzXiPBzY6t82OHFnYVb5+L7N8XLqdTF+3W44cPiQH/zoix0+ekENbFsvwgSNl+pIdcul6zBZlEscpWLCguaCkAQ4ePNiaURTvwE6xQIECZo1R40CRqKIEC5MmTZLnnnvOrN8sWbKYfmXexgtGB27I6Z0LZUS7+lK+WFEpXbqklK9eW5q27SuTlm6VfcfO3yGJE1PQAc9ubY1M97Fjx6wZRXlwUB7Ili2bWV9o/GnmmhIsUFRfvXp1s3apMaPWzBfqLV4yOv9w8/I5OX74oOkbcvjI0dsnnTNy/kpg9YQnSIZrjQv7yiuvyOzZs60ZRXlw5s+fb+oaWF8Yn61bt1ozihLYrFy50nRTZu3S6dZXz0avGp1ggMI9tNm4sIxGjRppoFfxGgMHDpQXXnjBrK1vv/1WT9JKUIBSf6dOnRzZG+I6Fy9etGa9S8gZHUCN+sUXXzQX95133pHVq1dbM4ryYDRp0sTcuLgnUOWlmZuiBDr79u1zepI988wzRjvQV4Sk0UF7LX/+/OYCE9+hHauieIPSpUs766p///7Wq4oS2IwbN87Rp6SecefOndaM9wlJowNYcqptuch58+b1SZaGElr8/fff8tlnn5k1RRsNzVxTggEaDpJUxbqlHUzdunV92v4lZI3Orl27TMtqLjTHyeHDh1szihI9Nm3a5PQfSZMmjWauKUEBigPx4sUz6zZDhgymJ5kvCVmjA/jcbVE7Wh5o0Fd5EKZNm+bI3xCI3bZtmzWjKIEJp3NSo1mziCFXqlTJ53HIkDY6pAja6a3PP/+8ukOUB6JXr17yxBNPmPVEm19t3KYEOqtWrZLEiRObNfvGG2+YjZOvCWmjQ4fHcuXKOc22ypcvbyy/okSHevXqmXVE9lqHDh20LboS0Jw/f15atGhhTjis20KFCsm5c+esWd8R0kYHpk+fLsmSJTMXnQryhQsXWjOKEnnYwNiN2x5//HGNESoBD80tab3BmiWmM3r0aGvGt4S80aEAijRX+7RTs2ZNnxVFKe7lyJEjkitXLrOGULqYOXOmNaMogQeNLVu3bu2kSdN08PTp09asbwl5owP01sGfycUnEOzt/hGK+8E3brf3zZo1q6xZs8aaUZTAY8OGDSZTjfWKmrQ/xY/V6Nzm7NmzJnuNL4DRoEEDv/g2FfcwduxYeemll8z6wc22Z88ea0ZRAguy0zjl2MLHOXPmlBMnTlizvkeNjsX48eOdXjvJkyeXRYsWWTOKcn/QrbLT79m0eDsh5dqRTbJsxmSZOHmyTJ+7UnYeV3kdJXrQPp2OoKzVZ599Vnr37m3N+Ac1OhY8JIoVK2ZiOww6PuppR4ksxAK5iRlRvYkv/7VL1kyeL1uPXZA7TclVOfvXUvnt17bStHpNqX57XdarXUuadR0m8/ZfiJEuvErwQsILnW3tGDZ6a4cPH7Zm/YMaHQ/IUY8fP775MugRPmfOHGtGUe4OGxbbPYuMyMSJE62Zu3FT/t61QEaO/k2GjxkpXWvml8wJ80r3pcflivUOm6snNsmUVjWlxfi1csy2MBc2y8iWJeXrqkNlw3Ftua5Ens2bNzu1iWSs+aIz6P1Qo+MBLQ7stFdGxYoVTWMjRbkXKA988sknzmbl/q7ZG3JyzWBp0rKtNP6lrdT98iV54bmPpPOyM+FOOtfk0JLfpEWeLrLyyGXrtX84PKeLtClSQAatOxbB6UhR7oSMNVTQ7efbF198IX/99Zc16z/U6IRj1qxZTmyH1NcZM2ZYM4oSMZyI7cy1jz76yGiw3Y9b16/K5Su3x4XdsqBNakkUP7t0XBLe6FyR/VM7SMFXvpRfJm4Tz0T+g9N7SOvCRWXEpuMB05VXCWzWrVvn1CSiwDJ06FBrxr+o0QnH1atXjavEbmbEyYfsNkW5G56N27777jvTOiPS3Dggi9qkldfi55COS8MbnVty/o/hUuq1x+X5tEWl6YgVcgBv2q3tMqlZJaleYaxsPKXuNeX+4AIm7oj6APEclPWPHz9uzfoXNToRQJ3OW2+9ZR4iTz/9tPHRE4BTlPAgdYOUiL1Jadasmdm4RJore2X+L2nuYnRuc+WYLOpeRFI/G0tiPZ1K8v7QUrq1bikdevSUeXsjSjxQlLCwRhcsWCCvv/66WaNskPDgxJRMkxqdCODLqF69utNv5+OPP5ZDhw5Zs4ryL7T59Wx/zqknStzP6MClHTK0yjvytPVvxPpvcinZc43EzD5VCTZQz//yyy+djrb0zqFtf0yhRucukOXx7rvvmpucL4ssj2vX1HuuhIUbumjRomadUNmNll+UuJ/RuX5Wdi8aKF26dJG2rZpKra+ySqJHOfWkle/azJJ9F1VUVLk3I0aMkLhx45o1ivJKTKtlqNG5BygFP/nkk+bLQjKCQJyieLJ69WrJnj27WSOpU6c2f44S9zQ61+XYqnFSrUwlaT1rt1y4/crNo6tldOsykvn524YnwSdSa/ZRdbEpd2Xv3r2SLVs2sz4pXqb+MKZRo3MP9u/f76TCctpBuh45cEWxQckCBQvWCCmoUZa/uZfRubRXJrcrKOmrjpaNpz1ONDfOyKre30mmt96UdHWmylHNJVDuQtu2bR25GzbOGzdutGZiDjU692HMmDGmnTVfGmKg/mhypAQPuL3s9UFdV5Q3JfcyOsdWS5c6b0jmPkvkUHgX/Jll0q3655Kp0nDZqfsgJQLwzKRIkcKsTVy/nTt3DoiEKDU69+HChQsm8GY3OsqTJ4+RsVcUsFv9Mtq0aWO9GgWu7ZeFbTA6OaXT8nNhZW3ObpL+DbNKykbTZU/4bhvHF8ngtiXlq19Xy+nwMgZKyEN7FtL3WZckD9A+/eDBg9ZszKJGJxKwY7BdKLFjx5aePXtqV0jFqPV6qpNHpXEb64dd542r+2Rpm9SSMF526bri9knn9ms3b94Ss7puXpTtcztIseIlpM20LXL62g3zd25eOyHrx7eVhs3by5Td5+SGLkUlHLRrsZMHEiVKFFCSXmp0IknTpk2d/vfU8GhSgULML3fu3GZNoNkX+Rv7llw5uFqGDuglPzf7UQpkjiuP/N/z8v7X1aVZ++7Sd+ofcvS8dea5cljWjm0ljRr+JM2aNJVf2rUzfvoOPQbIuOWH5LIaHCUcO3fulBw5cph1ySmnRo0aAdWYUo1OJCFAzAPGVmfFf4+WkRK6UEScPn16sx7efvtt0xgrctySq3+tl99G9JNOHX+Rxk1bSpPmTaVpq5+lY4++Mmz2Fjl+wcPRdvOC7Fo8Xvp3aiedunST7n1+kyXbT6nCtHIHFCY3btzYqTHMlClTQCQPeKJGJwqgTIAeG18mR1eOsBQHKqHJqFGj5OWXXzbroXDhwjEinqgonsyePVsSJ05s1iQp0oMGDbJmAgc1OlGAIypKBcjX86VmzJgxUuKOijvBzWU3bsOFQYxHUWKKAwcOmC6geGNIfKJoORBV8tXoRJHdu3c7/lL7YaOCoKFJ1apVnXVAIbGixCTo/tk1OalSpZL169dbM4GFGp1oMHr0aNPmlS/3xRdfNDITSmhB7yX0rFgDJJjElEy8osC8efMcQc/HH3/ctE8P1AxbNTrRgALA77//3nGtEKyLfBBZcQM7duxw5G9Ip8eXrigxgadyCm414ouBXEuoRiea4GbLkiWL+aLxoWKE1KcfOiAVbzfEypUrl/zxxx/WjKL4D+q2cKvZG+B06dLJihUrrNnARI3OA0D2kl2AhbstyrL2StCCO41eS3z3VH6jNq0o/gT3GRm0yHOxDnHz9u3bNyCkbu6FGp0HAIkcuvHhQ+VLT5o0qandUNxP69atzXfOoC5CFSoUf7N27Vp55513nHVYpkwZOXHihDUbuKjReUD27dtndI3sLz5fvnza8M3lYGDsxm24NXr06GHNKIp/IBX622+/dTQh6f21ZcsWazawUaPjBfDv2wVZVALTvlgbvrkXessXLFjQfN/I36BErij+pGvXrk4G7XPPPWdabAQLanS8AKoEHTt2dHLkEyRIICNHjlSXi0shU9FOIsmcObMsWrTImlEU3zN37lxnk0ufL1z8wbTJVaPjJU6dOmV8qiwERpo0aWTJkiXWrOImaEmNci/fc6FChWTbtm3WjKL4Ftba+++/b9YeWbOcuKPcODCGUaPjRXbt2hVGreDTTz+Vw4cPW7OKW+jXr58jhYQskipSKP7g9OnTUqpUKef5QhLBmjVrrNngQY2Ol5k5c6ZTGfzII49InTp1jPKr4h6I2dk3fvv27a1XFcV3UAOI1JKdph8vXjyjjBKMqNHxMiwOHkR27x3qePr37x/wufNK5Lh8+bKTuUYMb/DgwdaMoviO3377Td58802z7shYa9SokSnZCEbU6PiAkydPmgeTXSVM/c60adOsWSWYQYmiQIEC5nslrsPJVlF8yeLFi42iPWuOgeZfMLvt1ej4CIJ7RYoUcRYKTb4CXZ5CuT8U//Jd8p1+8MEH2kFW8SmeGn8M/j9Y6nHuhhodH7J161ZTtGUvmM8++8zslJXgBTeH3civWLFiWgis+AwSB4oXL+48P2iTz6kn2FGj42NIr7UfUmQ8VahQQbOdghiK8my3qSaJKL6C2GHTpk2dttMUIQ8YMMAVsWE1Oj6GwlF6W8SOHdssnqeeekpatWqlitRByk8//WS+R0aXLl2sVxXFe2BY+vTpYzLUWGdkwaLvR0sVN6BGxw+wWNgV27sWZCuo9VDFguCCAuCyZcua75BNRLCmrCqBDbJKtuIAo3z58nL06FFrNvhRo+MnyDZh8diuGTKfeGip4Qke6JlDXI7vL0mSJEZzT1G8CVmuqJnYBgfFAUSF3YQaHT+yd+/eMIFBmoBNmjTJmlUCnRkzZjgPhJw5c5pEEUXxFmj4ZciQwXk+fPzxx7J582Zr1j2o0fEz27dvd3bLDDr9zZo1y5pVAhmKfOPEiWO+t2+++UYTQhSvQep91qxZnefCe++9J8uXL7dm3YUaHT9iu9JovpQpUyZngVH34dYF5iZ+/vln5zurV6+e9aqiPBicZjx7cpEaTdarW1GjE0MgT548eXJnoVFoqH32AxeyEKtWrep8X9q4TfEGeD4oIrebsRHrpQ2+m2Wz1OjEIBQa2v3NGfhwNU4QmJAIUrhwYfM9kX04btw4a0ZRosf+/fuNpI19/+O6xYXr9uQiNToxCLvnIUOGmKZv9sLLmzdv0MtcuBEk5PGz8x2lTZtW3aHKA4GSBUlF9MRhTdEFlMLjUOg4rEYnhrly5Yqp2XnppZfM4rMbM6nhCSwmT57snEo///xz16WxKv4Dg0NfHLp+2ganZcuWcunSJesd7kaNTgCA5AW7HNogsAhZjCgZq6stcOjdu7fTjpwC0VDYkSreB5fa999/76wl+uPQpsAtagORQY1OgMBDrG3btvLkk0+axciJJ3/+/NoKOUBo1qyZ+V4YSOEoSlThdIzBsU84yNs0aNAg5FLv1egEEBiedu3ameO2/YCj5fXGjRutdygxASfRcuXKme8DKSPNXFOiCuryqJLb9zXriM1LKNZ6qdEJMHjAISRpx3gYVL+vXLnSeofib9ihEsfhu6AV+YQJE6wZRbk/xGdJELLvZ0R/UZAOJZeaJ2p0AhACir/++qu8+uqrzkLNkiWLzJs3z3qH4k8w+Lb8zfvvvy+rV6+2ZhTlTjxTnlEa+OSTT5z7mHR7XLXB2mraG6jRCVBwtZHVRrGYvWBRMUD/S/EvEydOdORvKOT766+/rBlFuTt0Cs6dO7dz/+K9aN26tVy8eNF6R2iiRieAYcc0dOhQefPNN52Fmzp1apO+q/gPMtfs6//jjz+6ulpc8Q7z5883bnF73bz88svSrVs3UyIR6qjRCQIwMgiD2guYXhvDhg3TRnB+AMNPSivXnYxC6ikU5V5wv6ZPn965X9944w0ZMWKE65UGIosanSBh2bJl8tFHHzkLmaN6586dVenYx9CnnkI+rjn+eGRKFCUiUBgZOHCgMTL2fYrxmT17tvUOBdToBBGbNm0yRaO2OCBxhvr165sKZ8U3kHn04YcfmutNMsHMmTOtGUX5l5MnT0rHjh0lfvz4jsHJkSOHLF682HqHYqNGJ8hAlfbrr792OpA+/vjjUrp0aa3l8RELFy6UpEmTmmtNHyRVAlfCs2vXLqlRo4ZRF2Cd4IalVQGJBMqdqNEJQuhAWrFiRVPRbO+qyJJZsmSJ9Q7FW9BSPHbs2OYalylTRk6dOmXNKIrI77//LkWLFnVUBhhsCt3Y8dNbqNEJUk6cOGEC3MQZ7MWO/3jMmDHGt6x4BzTx7OuLZImi2BCroX7OXh9PPPGE/PDDD5pSfx/U6AQxV69elcGDB0uqVKmchf/KK68YKR3dkT84pLfWrVvXXFfcmShFKAp1NiQMeJYyoEBOYk+oKEU/CGp0XMCiRYvCVD0jGoqw4IYNG6x3hK2SViLHgQMHTM8Tril1FjTdU0KbHTt2SJ06dcJ4GLJmzSqTJk3SeyySqNFxCQS48SV7xnnoRKoKBtFn7dq1po041zJz5swmbV0JXchEo9eVncRDwgDZpJowEDXU6LgIEgxq1aoVRqWaNF9qS/TYH3Uw2LYMEdlIXF8l9ECBglPuO++849xXjz76qPEmkE2qRA01Oi7D9jfbApUMmsMR4NTePFEDCSK72Vb58uVVwiQEwcXasGFDefHFF537ieJP4nvnzp2z3qVEBTU6LgXXUKFChZwbhYFCMr5nJXK0b9/euXZNmjSxXlVCBfTT7JYW9iB2OnfuXOsdSnRQo+NicAdRtOZZJU3GDQ/TgwcPWu9SIuLMmTNSrVo1c81ouEWrCSU0OH78uHTv3l3Spk3r3Dck53Da1SLsB0eNjstBmw1323vvvefcQNQTINFPnYFm3ETM1q1bTdCY60VcZ9q0adaM4mbonfTtt986rSwYuKpRiD527Jj1LuVBUKMTIpBhQ3abfSMx2Mmxo9OanjshDZ2MNa4TAWSVv3E3f//9t4nhkf7seY/kyZNH5syZY71L8QZqdEKIo0ePSqtWrUwhm31TIfHCjn7p0qXWuxRA2eGFF14w1yh//vxqmF0MUjZIHMWLF8+5L1BxpzAYXTXFu6jRCUHYxVNf4KkX9dZbb0mHDh1UsdqiR48ezvWpUKGCuiFdCMrQxOroyGvfBwySBaZPn65yUj5CjU6IQpLBzz//LMmTJ3duNmoPvvjiC5kwYUJIN4ijLqNx48bOddHGbe6CDcSCBQtMXNNWhmYkSJBA6tWrp6UFPkaNTghD3cmsWbPMzed56kmWLJkRtwzVTB0CxnbjNgptBw0aZM0owc7OnTuNizlDhgzOekdZgNPNuHHj5MKFC9Y7FV+hRkeR3bt3m1NPypQpw9yI9Hgn84304VDizz//dLq0YoC1LiP4oWiaNhXU3ZACb69z4psUf2oqtP9Qo6M4oC1VokQJ0xjOvikJrn755ZchlcHDZ02cOLH5/NmzZ1epkyBn9erVUrJkSZMcYK9rTvYkiFA2EMqu5JhAjY4ShtOnT5sdod2i2R7sCJHSWbdunfVO9zJs2DDH8GJwL1++bM0owQS1VrRz9zzBM0gcQI+QbE7F/6jRUSKEYGqLFi0kRYoUxtVm37AZM2aUpk2bmhuagLsbode9/XmrVq1qvaoEAyQJ4C5u27atkX3yXLuocWCEkIhSYg41OspdYYe/cOFCkzLsWcOAT5x4D1019+/fb73bHdAYD+kgPidtItq0aWPNKIEOCSADBgyQzz77LExW2jPPPGMKo0maoQhUiVnU6Cj3hZuZNGqqsz2z3GhkRYr1kCFDTPtsN0Cr4cKFC5vP9+qrr8rIkSOtGSVQwZCMHTtWihYtaprt2euTU062bNnM+kQtWgkM1OgokWbfvn3Sr1+/MH1FGM8//7zky5fPPKCDPdMNuRtb/gZX4pIlS6wZJdAgIw3VdIwNbdo912Tq1KmlU6dOWnMTgKjRUaIMLXuJexCQ9fSZU9Py6aefmroWlHqDkXnz5jnyN7hpdIcceCBiy8kG+SY2PPb6YyRJksQU85L2rgQmanSUaEESATc2MY906dKFaZON2y1XrlzSq1cv89C+du2a9bcCn1GjRjmfA7VhtyZLBBtI0uD6ZENDF1fPpmq0j0ZZAxWJVatWaQp0gKNGR3kgSDZYs2aNyXTDpeFpfEg+IPWaTCKy3QK98yaZT/yu/O6c4Gj9rcQsbFjYuKCGzsnTs9YGY0PxLhlpCNaeP3/e+ltKIKNGR/EK+NfZZTZr1swYH0+3G9lDpK82atRINmzYELDGB7dNpUqVzO+Mq7Bz587WjOJvMDZsVFq3bm0yJT2zJxm0jK5Tp44paNa20cGFGh3Fq/CwIBhPd1LPzosMMt8o1CtbtqxMnTo14JIO9uzZY7Lx+F1x14wfP96aUfwFpxXEODH+NE/zlKyxvxdah6MywEZHCT7U6Cg+g14kVH4T36Hdr+fDg7gP+mZkGPGwD4Sqf/qq0OKB3w/5G/6s+B5OvmRG0maAtHzPeA2Dnk+clGk3welHWw4EN2p0FJ9CnAS5EfqToOuWMGFC44u3HygYI/v0M2XKFDl8+HCMGSCKB23jiPK2tif2HZyIub7o3FWpUsUko+CGtdcFp2LiN4UKFZLffvvN9HlSY+MO1OgofgPjg8IBPUtwvYV/yGCQSDwgKYFe9TyUUAjwF2iu2b9P5cqVNQvKy3A9KSJGhoaGgSQGvP766/Lwww871x2jjwsN+SHEODE2mkHoLtToKH6HwC/p1rhTqOuhLub//u//wjx4kiZNauowevfuLVu2bDFV577c6fKz6bPCv89DkP9XHhwMBt8dLtTBgwdL8eLFzcnWc8NB0gnuVhIGcLciKqvtwd2LGh0lRjl48KDZ0aJ3hqHxTLlm8HBi5/vVV1+Z3j404aLRlrd2v5yk2H3TM8dOIqDgkH9LiR64VC9dumTiNCNGjJDSpUtLqlSpjGHx/G4x7okSJZKKFSuaxBJ0/PR06X7U6CgBgR1MpjiT2A8PI8++Pgz+jB5agQIFjNgobhr63EcnBZsH46ZNm0w8gRTvuHHjOgaPtt10DtXGXpGHGA2nE06wffr0kWLFipl2GCQBeH6HXFvaQqNvhzgnmwgMlBI6qNFRAg7cb2Qp9e3b1wT0aajmqRrMwACR5ZQjRw7TWpudMvI8yO/wALwXGClOMrh5PN16noPX0V6bOHGixhQiAHckBp82AiRgUJ9Fy2c00J544okw1xLDQ+wmb9680qVLF1OrRbo8hl8JPdToKAGLneFE6jInGzKZqEDnVOL5UMMAkelEXQenpG7dupmiQVK2cZ2FT0YgG4oTk+fPuNvALRRKXVPvBm4vjAyxGYqAOc18//33RhwVZefwJxqKa9ks4LJE5WHFihUxmpmoBA5qdJSgAMNx5MgRWb9+vUkuoD8KDeZIQvDMfmIQB8I99+6770r58uWNBhxGCO0uHn4ffPBBmPffb6D1xQMzlKDwklPj3r17zTWj3gpXJNeOU0ucOHHCqE6QfYhqAHE5NgeoOZCByDVX95niiRodJejA3UVbbXbdnFpIr33vvfcidO0w2IVzEsqQIYNxmXnWCUVmPPXUUzJ06FDrX3cfuBuRAMKo49acMWOGtGvXTkqWLGmuGScZrkH464JaAC5O1MZp9Dd8+HDz9zkRaUKAcjfU6ChBD2444kAkFnCqIVsqffr05mEZPhkhuqNu3brWvxa8cFrkOlEvhcHmemG0f/75Z3PNsmTJIvHjxzfXzPMUYw/byJB4Qeoz6c3Lly838Rl/1lMpwY0aHcVVcApi585JCLdQz549pVy5cibhgBhDVE859qCeiMJWsrPIuKJokR096duBUCnP74BLjAwyXFoE+Mm+I/5CoJ/ECYL9xGGQJeJaEHfBwHh2g7UH14nUcWJonCIxSiQBcA2Ik3GNA+FzK8GHGh3F1XAKQkSShzGZaDT5Cv+AjcwgbkT8iJohDBjdKlEtaNq0qZHdpx4FtxQPZYwdpwgMFIWtZNVhBEgJpy4Jo4ArixMHcRPPQeIEc8SQMGzUrnAqwdDhuuJnUjzJv7Fo0SKZOXOmSTPHuDZv3lx+/PFHcwpB1w4dOU57xF8ouCVd+W4nGE44XJu3337b6J/Vrl3bpDRjtPg9uYZ6mlG8gRodJWTgIU5b7fAP3egOTgg8sIl38GDnZMBDHjkfThK4+LJmzWpSifl3MVRk15UpU8bEQDBaGAnPwWvM8R6ayFEUmz9/fsmdO7cJ4hNjIVhPogQxLAwh2Xz8Dvwu9zrJMU+wn/oZDBInGIL+tAhAHWL+/PkmcQDjh4qAxmUUX6BGRwkZcIVxMomqi42iUWp6yIbjvzy0ORmQJRdeQSEmB6cx6pkwRBglTmUYKU49GLCGDRuazD/EVzmBYVyI8ZDGrLVIir9Qo6OEFLi/OIlE9NC+23jnnXeMWwv3Eq4uulSOGzfOPMDpx1+9enWT6cVpJlu2bCabC0FTDBSnElKMqcLnFISx4rTB6YTTEYaLQXyFwWvM8R6MB1l3/F1+Bu4vfiY/m3+Dkw+uME5PZPDhXsPNRnIArrft27cbo8KJRY2KEiio0VFCCh7CZGtFlFod0cBthTJCRFBRz8OcgDoPduJHDFxTxGSIw1B9v2zZMpk3b545YRBXGjNmjEkvRgCTAD+xE/7LGDJkiJkbPXq0aSI3bdo0owvHz6BGifgQbkI+h/3v8W/zO6hhUYIBNTpKyEHWGe0VwgtQhh+oFnB6wC3nTWxjda/Be1QmRnEjanSUkMJ+kHNSoKeLZ1EpsR6yvHBnEfwfNGiQVtMripdRo6OELLikyNbCpUWQvVq1atK4cWPj/go12RtF8RdqdBRFURS/oUZHURRF8RtqdBRFURS/oUZHURRF8RtqdBRFURS/oUZHURRF8RtqdBRFURS/oUZHURRF8RtqdBRFURS/oUZHURRF8RtqdBRFURS/oUZHURRF8RtqdBRFURS/oUZHURRF8RtqdBRFURS/oUZHURRF8RtqdBRFURS/oUZHURRF8RtqdBRFURS/oUZHURRF8RtqdBTXc+X0Npn5awtpXL+GVCpdVsp9X00aNmsqzZo3laYtmknT+rWkdq068suIJbLvb+svKYriE9ToKK7n2vmjsn31VBncpJikiPWQPJ2hvPScPFWmTJ0kEyZNkilTJsqQjjWkyIcp5eMKXWXRoZvW31QUxduo0VFChj0T68r7LyaXz9uvlivWaw7XtsiQSskk1uNppOyInXLNellRFO+iRkcJDW6dkGlNs8sridNL/RmH5I6zzIVNMqRyCon18FvyVf9NctV6WVEU76JGRwkNzqyS9vlflNfTV5YJuy5ZL9rckGNLu8nXSR6VF7LVkVG7L1qvK4ribdToKCHB5a0DpWySlyXNtyNlywXrRbh1WfYs6CrVimSUbF82krHrjsp1a0pRFO+jRkcJAa7I3on1JXOc5yVJvkrSonNX6dK1i3Ro31yqVvha8hctJQ16jJGNJ29Y71cUxVeo0VHcz43jMq9lTomf4C35oe88WffnRlm/7ndZs2aVLJ8/Ufo1ryzF8peQZiNXylk95iiKT1Gjo7ieW2d/l64FnpMEqSvIxH135K3JlW3jpX6uePJomoLS5fcz1quKovgCNTqKy7klF7cPl7KvPS8piw+RTWdvWa97cG6tjKiSRGLFTSlFJ+y3XlQUxReo0VFczgU5MLGuJIvzurzTYaUcj8B9dn3vBGn5+WPyn9eySeMlZ61XFUXxBWp0FJdzQpa1yyXPJMwgjeadvn3uCcfNU7KiRzlJ92RcSVuuj2y9HMFJSFEUr6FGR3Eht+T6lb/lxOFDsnfTZGn16dPyTIIC0n/FATlw8PY4wNgv+/Zul0VD60jRt1NKtm/ayaxdWhKqKL5GjY7iQm7K6X0LpX/LhlKpVCH54LU3JHnKXFKyai2pVa+W1KxVU2rW/EEqlistpSrVk46Dp8off52z/q6iKL5EjY7iQm7JlfNHZNu61bJi2TJZunilrFyx2qRIr1q9Slauuv3flbdfX7pUVm/5S/52PGrqWlMUX6NGR1EURfEbanQURVEUv6FGR1EURfEbanQURVEUv6FGR1EURfEbanQURVEUPyHy/6c9gLN6tkYfAAAAAElFTkSuQmCC)
- 60°
- 46°
- 68°
- 64°
Hint: