参考文献:LD7593AX/DA应用手册及IC规格书
1.功率因素修正电路PFC(Power Factor Correction)背景说明
功率因素 ( Power Factor ) 定义为电源系统的输入实功率与视在功率 (有效功率加上无效功率)的比值,主要表示的是电力系统的利用率,越接近 1 则表示无效功率 ( Reactive Power ) 越低,利用率越高。对于供电端,例如电厂等来说,功率因子越高,则能源使用效率越好。因此,自2001年1月1日起,欧盟正式对电子设备谐波(Harmonics)有详细规范,规定电源输入75W 以上电子设备产品,都必须通过[EN61000-3-2 (Power Line Harmonics)]谐波测试,已在所有欧洲国家生效,所有相关产品输入欧洲地区市场必须符合标准。
PFC分成主动式(Active)PFC与被动式(Passive)PFC两种,主要是依据控制PFC的组件特性来区分。
一、被动式(Passive)PFC:
使用被动式组件,采用硅钢片形式电感补偿方法通过使交流输入的基波电流与电压之间相位差减小来提高功率因数。被动式PFC的功率因数不是很高,只能达到0.7~0.8,因此其效率也比较低,发热量也比较大。缺点为输出功率越大的电源供应器,所需要的硅钢片形式电感体积越大,也导致应用范围受限,被动式(Passive)PFC电路示意如图1。rVmednc
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![](/d/file/news/2024-07-17/c4227438779b785a53a90bc21f0bcda0.png) |
图1 被动式(Passive)PFC电路 |
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二、主动式(Active)PFC:
主动式组件由PFC电感,二极管,开关组成升压电路,主动式PFC电路示意如图2,体积跟重量较被动式轻的多,因此打破了电源供应器重的一定比较好的传统观念。通嘉科技在主动式PFC 控制器已深耕多年,在TV,Monitor,Networking,NoteBook…带PFC的电源都有非常成熟的量产经验,在主动式PFC 控制器持续研发创新。rVmednc
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![](/d/file/news/2024-07-17/a24965ccd5396fb609dbdae8f134b687.png) |
图2 主动式(Active)PFC电路 |
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2.主动式PFC控制器工作模式说明
PFC 工作模式依据PFC电感电流可分为三种型态:非连续导通模式(DCM)
临界导通模式(CRM)也称为转换模式(TM)和连续导通模式(CCM)。DCM,TM与 CCM 操作模式最主要的差异为DCM与TM的电感电流在同个周期中皆会放到零,CCM的电感电流会持续至下个周期。由于TM操作模式效率较单纯DCM高,所以一般PFC常用的工作模式为TM和CCM。TM操作模式具有成本低廉,功率组件应力较小,轻载效率较佳,在300W以下的电源广泛的应用,为通嘉LD7593采用的工作模式,比较件表1。
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模式 |
特色 |
优点 |
缺点 |
DCM |
1. 零电流切换2. 固定频率3. PFC 电感感量低 |
1. 成本便宜2. 无二极管反向恢复时间 |
1. 传导损失较大2. 电感电流大3. 总谐波失真(THD)较差 |
CRM / TM |
1. 零电流切换2. 固定频率导通时间,3. 变频 |
1. 成本便宜2. 效率较DCM佳3. 无二极管反向恢复时间 |
1. 传导损失较大2. 电感电流大 |
CCM |
1. 无零电流切换2. 固定频率3. PFC 电感感量高4. 开关模式硬切 |
1. 功率较大2. 电磁干扰(EMI)较佳3. 纹波电流较小 |
1. 开关损失较大2. 成本较贵3. 功率组件应力大 |
表1 PFC 三种工作模式比较 |
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3.通嘉PFC 控制器技术特点说明
从最早推出的Transition-Mode PFC 控制器LD7591如图3,到第二代采用负电流侦测无需辅助绕组的LD7592如图4,到最新推出的SOT-26封装的LD7593如图3,同样不需要辅助绕组,通嘉PFC Controller持续往高效能及电路优化的方向前进。
rVmednc
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) 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图3 LD7591控制器电路 |
rVmednc
rVmednc
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VlKKooqtyBAShC+bp06eK2CR8ES7du3fSmjpnVI0eOOJ4JH1euXNEcKoS6oD/VmjVrnjhAQI4WQgdR0Q1erq1btzqe+QcIKniz0EAQou369euOZ0gwQVFFfAmUVEdoHwTVs88+q16rFi1ayOTJk1Vw3bt3z7Fm2EBUYWIJni1cp1FSnZBAgKLKu1BUeRmKKooqdyCPCeF8aCrZt29f7T1lgyp/AwcO1BwqrAOhE53AO4VQQAg6JGtDWMGzBjDTi0IZuCi/+eabWiADSd0k+KCoIr4ErpuYDPr222+ldOnS2nLizJkzjmfDBya1UBm1Z8+eMn/+fC32Q0ggQFHlXfxOVPlbxWeKKooqdyBsDx4fxOujah9KpJ86dUpzpCBaUOUPM6TuSqJHB/Bw4aKL94bcgn379ukABQOVVKlS6UwwZoQzZMigpdtJ8EFRRXwJeMzhrUI+KESRXSE1IiDHFBNIiBBAHivzS0mgQFHlXaJVVCGUGRPyBw6IwJvumPz2CNyvd+wQWb9ezEVT5PhxxxM+DkUVRdWTQB4TKvIh1ATNJlF9D2F3rlX+YgKECWKwbL+3Bg0aaEjNM8888yhv4eOPP9b3SoIPiiriS7DHHiFhQ1HlXaJNVKF689q1YgZoYgaNIgsWWMLqSSCPHuJp0SIjRYwW6d9fpHt3kW7drL/NfVwFWnjEWXQTOVE10NgAh5kP/OhvZ3NePsgYtsMjtoXZy8Iy522cl2G/4dkPjKIqLBDfj7A+zKiigz9C/d5//3159913VVT5SmI0BiqoFJgwYUJ59dVX5YUXXngkqGBIBEd+FcJjOKgJLiiqCCHEv6Co8i7RJqr27g2RJk1CJE4ckS++EKlZM0R273Y86QaMz5C/b+7Zkjq1SPHiIdKxY4iKqnbtQqRo0RBJnlykbl2RPXt8V1hFTlQ5C52wDOvawsf+23lZWIb17P24LoM5rxuWUVQ9CQgQ9JRCLhXC61DqFx4fiJRXXnlF6tevr6EnvgBCajp37qyCz1lM2QahhVBFhNyEJxGc+D8UVYQQ4l9QVHmXaBNVI0eGSLp0IZIihUjs2CLJkoWopyk0IKgaNBBJm1bk++/hoQqRZctCzGBUZPnyEOndO0QKFhQVVuaebsSLSCiVpWOUiImqgXL//lA5dGiirFw5x5z8C2Xy5KUyYcIytYkTLcPf48cvl0mTlhrxMk9OnBhvjsFQM7gZpdvi/5s3Rzj2GZq4soQTtjt8eKIcPTpB/4aH6uLF0bJmzWzZtm26EQIjjNB1t707o6hyBiV8UZ4cuUdDhgzRflHoFZU6dWp54403HgkUeH1Q+hyhdsirOgA3bAwCYYf3i5A/iD1nMWXbiy++KClTptSCGhxUBxcUVYQQ4l9QVHmXaBFVaGVTq5Ylpjp1EmnUSCRWLHicrLBA16ghFDszY0pJmFDkhx/EDEgtwYRwQNvQPmfbNjGDUFGhNnq0tS9fI2Kiqr9cvTpSxo1bJpUr75fChY+Z7Q/r37BKlSyrWHG/lCt3UKpU+UPatt0iW7bMMAP44bJjxzQzGF4l/fuvkYUL58mZM2PNMcN+XT1OlqA6f360Crd27TbL8OGrVECJ9JStW2fITz/tMyJgqxw7Nt4hqkITZ84W3KIKfZyQK4XCDrt379acKfSKyp49u3z00UfaPwUixTWULmnSpDo4nTJlinqw4MlCXlVofai8BcL4Tpw4oa+fLFmyx96jO4MYRC8t5xwwVBCERw7HgUnegQlFFSGE+BcUVd7F66IK46l9+0RKlgyRNGlCzCBbZOZMUa+VGYdp0QnXqKE5c0I03C9HDpGhQ/8tumwQ8jdxophBP7xXgSKqIFr6GqEzRtq33ywpU16Q9OnPmkH5Dhk7drmMGrVChg1b+cggnkaMWCmzZi2UP/8cb47BcPVu1aixxwziT0nZsgdk2rTF5rWHm/0i/8r5dQaqUIKnK1myi/LVVzdUrMHTJdJFvV9Jk16UYsUOm+9wsmM7T0IBg1tUoXIUekO1bNlScuXKZUR/Cvn666/l5ZdfditKYBBZ8FLt2bNHq02NHTtW86y6d+8e7RUAIYhQ0h0XXnfv1Z1BMP7++++6PUTUjh071DOHMEcOtgMTiipCCPEvKKq8i9dFFe6zI0aIFCoUYm6+IRrWZ+7FZsCIcECRtm3FDLYdKzto3TpEEiYM0XyqQ4ccC0MB+8cE+YULlvfK14ioqIJ3qVmz7ZIo0WXJn/+4iqYrV0ao4Dl3bsxjBgGG5X/9NUTu3BmuYgjeq4QJL8s331yThg13yKlT48x++zm9DkL+hmi4X8uWW+Wtt+6ZwbEYIXtS9ynSSebNW2CE1nXJm/eEGexTVHkKcos2b94sJUuW/Jf4cGfPPfec+Z4Tae4SBBVAHysIm8GDB+vf0QlE1ahRoyRnzpzqPQstn8rZEMqIfi4ovoFGm2hcjMbGGzZs0PLsJPCgqCKEEP+Cosq7eF1UoRhFhQohRhiEyPjxloC6edMMuc2Y++uvxQzcrDLrNvBK1awp8tlnVpU/T3ruYRvbfI2IiqqzZ8dK8+bb1FNVpswhs5+ZutzyNtnFI5wN2w1QT9XChfOlXr3fJXfuPyV58ovqtfr992nm+GAd2/qbwe4o850sk8aNd2h4IYQVRBVeW6SzDpIhygoUOC5791JUeQrC5xD2BlEUP358tyLE2f7zn/+oAFu1apV6uWwgRtDJ3268G13g/UMcQRChXDryv1D9D6GL77zzjhancC6rDosbN660bdtWpk2bpmGDKLYxcuRILXSBcEgSeFBUEUKIf0FR5V28LqrmzRNJkkSkSBF0PHcsNGzfbuVCIc8K6ziNJaV6dZGPPxbpZTQI8rH8mciIqhYttkmaNOflxx/3G3E6xSzvYQz7gLiC9XEY/rbKq0NULVgw3wxqf5fixY9I+fIHpFOnTeq9gkfL2j+EUR8NF/zllz3y009/SNeuG9Wz9d13aEALr1Zn3U+cOFelYMFjFFUR4Pjx4zJo0CBtlussQFwNniqIEAgZXytLDi/Zli1bZPbs2SqwUGTjhx9+kM8///yxz/Dmm29qI+BSpUppPyvkkR12ni0hAQdFFSGE+BcUVd7Fq6IKUT89jA4w4y+t4IeUi5MnRU6dgtgQM9gW+fRTKwTwxAnHRgZzj5YPPxTp2TN4RdW5c2M1LA/hf5kynZG+fdfKunXTjc2UtWtnP7JVq37TghII2QsJGaiiatGi+eaHs0dKlz4kffqs1Zypnj3Xy5o1+BFBFPU36/aTXbumSsmSh4zg2StjxiyX9OnPSbZspxyhghRVUQGKNfTr108SJEjwmAhxtrfffltD5fzBo3PS/IDnzZtnBH8LKVOmjOTPn19DBFGsAuIQf+PzXnON6SUBB0UVIYT4FxRV3sWromrlyhApXx69qUKMqAqRYcNEQwBRXALNe3PnDpHPPrOeW7HCsZEB4X8QYhBkCBUMC4xFURDDF8ekERVVFy6Mkdatt8iXX94wg+57KnYQxvfLL3vl55/3qcHDhOp/TZtuN4Jplvn8g40IHaZeKaxXocIBmTNngfnxLNRKgShoYXm0+pnB/nBZunSu1Knzu3Tvvl6mTl0s6dJRVHmDbdu26YXsgw8+kKeffvoxQYVKgOnTp9eKf/7CnTt3dACN6oYoyIGwP1QJfOuttyRv3rxaoALrkMCGoooQQvwLiirv4jVRBZHTqVOI+fJCJHXqEDOoDtES6iip3rkzilGIVKpkPf/VV2aojrG6A/SkypQpRD1YR444FobCoUMhWi1w9mzc5H0vryqiogqhehBVsWNfM8LqupQpc9Aclw3m2G3S0ucwlFFH3lW/fmu1jDoq+UFULVo0T0UXKvmtWzdLxVOhQsc0xM/2VO3dO1WGDl0l3bptkPnz52khjNSpz1NURTEoTY4QwGbNmmlZ9XTp0j0mqhBGV69ePdm5c6djC/9i37590qZNG827gvcKFQ87dOig+WG3fbEcJ4kyKKoIIcS/oKjyLl4TVShiVqyYyOuviwqqiRNDZNo0eczGjQsxYiNE3n3X8k4hYgiiaO3aEPPFh2gPqlGjniyUhg4N0cqCZlwq69cHjqhCThXC/1DqPF++EzJhwlL588+xcvToeDl4cOIj279/khw7NkGuXx9ptrPC/9CbyhZVGzbMNAP2aeZ47paOHTerBwyvgWbClSv/ocLqyJHxMnfuAi1qQVEVdRw8eFAFFXpODR06VJv5Ii8pefLk8uyzz6qoQljg+PHj5erVq46t/AOENSLXqlevXpoPhs+A0u8rVqzQnCqIq2XLlplz3gNXM/FLgllUoW0A8g3RAgG/A3ijUfWS9rjhuNjHBhMwFN6ExCwUVd7FK6IKRScQzpcmjdXkF16ky5et8ue24X/YGDPGT5o0RHLlEpk/3+o1deuW5blC89+SJR8vcOHMsWMiZcpYr9GmjRjR4XjCh4hsoYpUqS5obtTq1bONYBwgf/89SB4+HPIvCwmBiLGq/0EMQVQh/A/bQUihx1Xr1ltVcKGxMHpgQbBNmLBMHjwYrMuTJLlEURVFnDp1Snr37m2Ea2UZPny4nDt3TnOmUM1vyJAhWkIdogqeK/Ry8rUCFU/C7kOFHlo1a9aUcePGPSqbfsv8eCGm6tatK40bNzbn32oKqwAlmEUVzunly5frBAL6y5UrV07Kly+vHltYxYoV1dAU29mwzF4H6z/JnrQve1lM78t5P677stdH7iWWwZO9du1av7rWERJoUFR5F6+IquPHxQzaQyR58hApVSrkiSF8e/aIuSGFaMEKcx3WbcGuXVbBCggzc102A9EQM/gMka1bRR9HjAgxF2qRePHEDPrFDOTEiANrW18iKkQV8qY2bXpSSXVsA3tcVJUvf9AclzlmEDxIdu+eqmXWURUQ+2rffpOWT1+2bK7Zrp+GDCZKRFEVFaDqHTw4GGwOGDDAiH+j/p1ALyosx0ADHh2ECPoT6GOFPlwomT558mStcugMwv5Qjh/hjk2aNJElS5ao2CKBRTCLKrQ+2LRpk1bDhHBAo+5q1arpscCgxZ5UaNq0qTRv3lzDf3GsIMJq1aql62H9JxnWwaQFwoPtfWE/eMS+4CHG8+62dTV7X9jG+X3hEf+Hd1/4DPgseB94T677wjHAuvDSV6lSRf9H7zp4rSiqCIk5KKq8i1dE1Y4dIjVqhEixYihOgZ43jifccP68GaabcXqCBCJZs1rbAlx3US3QXOclcWJUDwyRjh1DpHdvK1cLYYPwZKGq4IwZItevW9v5GpEVValTXzBi84ARk9PNcpRPRwNfFJtwZ/1UVGFAC1EFMbZkCURTH7lyZaTUrr1LMmQ4K507b9TiFB06bJKDByfptvBUUVRFDgwWIKjQsPfHH3/Ufk3wTLkDM90Ih0H4kL8JDniq/vzzTxWLEFihsWDBAqlTp44KR4QF0mMVWAR7ThXO5127dsmaNWu0pxsmGrZu3aqeZ5z7EyZM0HBfhADDOz169Ghzr5qhvwWsB0OhF2zrbFiGkEI8D88OCr8gvBb7wrUFocTwDqPNATzBCK3D+k/aFwzrYiCFfWEfeF/YJ96nvS+IHqzruh/Xfa1cuVJmzZolY8eO1f1gkmjEiBEyceJEfQ0cA3izITzxN7Y5cuSIhg0TQmIOiirv4hVRZcaK0rWrkQZ9LY/TvXuOJ9yAMRnEE4pSNG8ugnx92+OEYhfYfuRIa38ocAFDsQs0Bh4+3Mqj8uV0lMiIKhShgKcKHqctW4xyDIeoqlp1n5Qte1A9UOhthcqAEFHx41+R7747KWj4O3v2QnPsRpnnB+o2CRNeMsL2cVEVO/ZVKVCAosoTEPLXs2dPnZnFYMXVQ+UOCBR/m7nF+71nftR4708CIYFLly59NDuOQRuLVwQOLFRheW1R6RKeqwfmxoXze+9etKgYI9WrV5fcuXPLt99+a66rWbWHW/v27VVUoSk2mnrjd4Rtnc3+bUG0oYANBBk8YdgXesHlyJFDw4pxrYFosdd/0r7wehA2mOj56aefJGfOnBp6nCtXLvUoIVQZIs6TfSH/E2Kvq7kpw0uH94RefAUKFNABG1oq4BjgOoFjYm8b3U3MCSH/hqLKu3hFVGFyfts2S1xhEj6sMSOqLyNvCuLqzBlLTDmDUunoI7pmjcjy5WIGZ9b6/nCNjoyogvD57LObEi/eVRVYv/023wihBTJz5qLHbOrUJWZQs9gc70nmNUao1wlC7IcfjmoBCpHexgaYbRdpz6vXXnug1QT/+GOyOYaDzPczWKv/ocogKgCiKbCRrub1FsqHH94youikEbco+Y33R1HljkOHDumABQPMPn3QWNkHE/xiAAw6MQvesGFDDRGCyGIoYGBAUfU4EC7IJ+zYsaOGx0G8QHSULl1aypYtqzlHOFb4HUB07d+/37Hlv0EjcPxu4OVFWB4mauz8JORv/fjjjzo4at26tTbaftL1BgU1sA7C9LAvbIt94H3Z+8Lydu3ayZw5c574PWLiCN4pfO81atRQcYf3BMGIPCq8T3x2VABdtGiRueazXx0hvgRFlXfxiqiCiILgCe8EPMRTaL2msC+ILXix8BjefccUERVVFy+Oli5dNkrixJfkk09uaVgevE9Vqvxhbs77HzMUskCo34wZi+TGjRGyYcMsqVt3lxEy+4wInaP7g6g6dGiSuRnu0JA+hAJCgMG7hUIXixbNlQwZzmjp9TNn8B67aCn2VKnOm/0f1CqD1vujqHIGs7HwSCEEBgOM/v37B/3g0hUIKwywateurcnqLF4RGFBUWeAagDBfhOkh3LV48eJ6XCBQEN4LwYNJF4QJIkwOYqtYsWKaY4SQOGcPDorZoP8bchUhdn744QdtWYBwQuwL+YsQY4sXL1ZPFYRWiRIlZODAgSp4nL3e2BeWISQPggfvC94l7AvfHRp5w6OE94miM9gXhN+kSZP+9V1iX8j9hAcerwdBhkkkFOvAe0KeKLxqM2fO1NfAayFnFOGOoYVAExKdQODv3r1bz32ck/CeRhTcv06fPq0FqOCddv7d+ToUVd7FK6KK/EP4RRXMKjixZs1sc+Naqz2p0E9q4EDclNeYgfvj1qvXOunTZ515rZly9+4wc7McJ/PmLdDwviNHJpj9QQhZ5dZRYn3w4NUqmOzXgqhCefbhw1eaG/BSh9jqI0ePTpQhQ1bJtGmL5cKF0ebCgfUh+pzfqzsLHlGFAVOPHj00PAd5ChgkkX+DUEAUrEByO0IBkZPBUED/hqLK4ujRo5ovBW8PirNMmzZNc5Psipg2CIPD9QHeLBSyQREHeI9+R4iGA7RdQN4UjikmIObNm6d5W64eH+QmYV2EbcMrBEGE0EK76A1EEJ6H8MG1yfYc4Ttz3RfeJ4QaxBU8Y5gcQsghPG8AIX/I/8T+IZRwvcNvGULR2euMgSXOAbwGxBR+6xBpyNnib53ENMg9xLmNBvW4buEcjmiTekwg4HcKjzMmOxDm6i9QVHkXiiovEzFRNdjcFIeouLl0aZQKmjNnxsipU2PVTp9+3JADBSGFXlXInbp/f6i5cY5Uu39/mGOflhh68GCoiqt/lg82N8MhKsauXBml5dbx2lgf62AZ9oPtLFHliQWHqEIfKsw82zkJmGEmTwYDNwy2MGBEKCA9Vv4LRZUlOOAJKlmypHpiMVDzBMxyQ+gULFhQB2cQNvDoYmIGXixU0kPhC0+AeEKFQHi1pkyZor8p5D3Ba46wPAglDPw8ATlayAXD4BPeMMzmw9vVuXNn9VAhtNHTaqVoAI594foIL15EB7CERAU4nz/++GNtZfLee+9pSC4iTOBt9ST/2RlMUMDjjHxhbB8Zr1d0Q1HlXSiqvExERdU/BjFkCSKImrDs39u7mr0/a59hm6frOVtgiyrMyMJDBUGFmVhcmJED4U8hADEFZqwhphAmhYEjQqJYEcw/CXZRBW8QJlYwSVC4cGH1KsEb5Qm4Vqxfv15LsuO3gOOHQhE4lt9//70+5+nsN9aD9wvtC7AvDPhQcQ/5Uhj4IeQJ4s8T8FtEeCBEGj4XRBZyuzC7D68axKCn1zmIO7wvhDHCK4f3wWskiSlw3/niiy9UVMHefvtt+eyzzyRz5sw6aQCPMTyvnvxW8BuDBxi5woi6oKgiNhRVXiZyosoWP1b4XtjmLIDsbZ3357zc9bmwljsvC8sCW1QhhwAhMJiBhaBCGXXyZBBKBCGKmw/+xow+QqUQCoiZPoYH+R/BLqrOnz+vniV4dRAahxyl8ADRgUkFhO4VKlRIfwsIr0MOlWvoYFjgN4US5xB3yHeCAMKED8L4wlt1D14ufC68J3jfUHgCf6PYRXjB+4J3C943FLiA14uQmAD3mW+++eaRqLLt2WeflSRJkjzy6iKk1g59DQ14vXD/x/UPOcIUVcSGosrLRN5T5Y8WuKIKM9MQUpilQsgfBlYkbDALjzwSDCJtcFHHjDhm6zGjzaqA/kWwiyrkaGAgBm8Qcqg89VI5g4R5eJfef/99SZAggYYT2WXSwwvynvB+PvjgAy3jjvBCfEcRAb9TFJuIEyeOZMqUSdq2bfvEaoVPAh48CDOcK5jVp7eKxAShiSpne+edd3QCAAVZ4O3FBKq7SQmIKlz3/FFU4bcIUYVQfBL1UFR5GYqqwBFVmIlG4rc9A4zKP8QzkNCLXjYQojaYDYSYqlu3roYuofcNhZX/gEE2vjfkzaDqW7BVeVu4cKH2ekJp8Yh6WnG+45ry+eefazgSvDoRHaDBC4Ry7RgYxooVS4tnRDSBHnlaEHjYV4oUKfT7jYhoBAirgsDDdRONhxE2SfwXfxXF6A8XlqiC/fe//5XYsWNLlixZtGUBJk9cf5MIJcR1D6IKExBPaoLva6CgDkQV8hxJ1ONVUYXrOXJTcT76ck+p06etJsPemGilqAoMUYUKXyhhjNkpJIAz5C98YOCI5GCEVziDECjMZCMUEAN0hgL6D5jFxaAD3kYIjGDKjYPAQOnx9OnT63kbUVC8AZXyIM7gYUKeZkRB2N64ceMkbty4KqoiM2jChBEmQPCeUqdOrZ64iII+WZiEQlEOeKuJfwKhDaGO8vvwcoQ3RDWmgUcJYsmdkArN4D3GZAAmO3Cfwm8MoJE2PD7IC0b+o79MFGCSBZ51eKB9xVOFiaUdO3aoUMU55u94TVRhMgMNeleuRJgEmhk6nvAh8B4xuWquE2awhxAlxxNRiOeiCnlL7vKk3Jmd42TnOznnPNn7cV2Gm7Xrcm9ZYIkqCChU6EJjS4gDNrQMPwin+Oqrr6RTp06OJY+DOHaEQSEUEDOKMVEVEN8rqqShatmGDRs0B8zTBP9gA4MIhKmhAAHCxNAnCUUMggV45YYPH645TBhkhjdvyQYz3HaoHQZw2GdEgdCD5xeJ94kSJdK/IwoGOsihwuArY8aMGvYcUfAZUWYe+0FiPyZNcLywnOa7hgE4rn84F/D9o5hD0qRJ5d1335XcuXOr1xG/eaxnm7v9uJrz+uHZLqKG/eN6hZC9r7/+2q14Cs2Qb/XCCy+o96pAgQIqKuF5xeQFCrDYOcG4X+FYuXv9qDJ8DrwGzNNjZh9feNowuYEiNNmyZdMqiJjgRCVPTOzY+/R0v5ExvAZeD6+L9AmIO9z7EXaJqsAIu4R4xTUiOt6PbVEljL0mqnCPmTo1xKj5EMHk1O7djid8CEQzmPGTuTGKJE8uMnu244koJHyiyhZEtvh5kjlvY///pGX2fu1l3rTAEVW4afTp00cvoBAG4U1GJxZIfMcNLTRRBUGDmSp4PRBSgVDA6CzBjIs8BpFFixbVmXl4DlD9zNNS1MEG+i1hkBU/fnzNB8qRI4fO5OI4BgP4/PC6lClTRs/tiIoqbIfZWXi7cuXKpeXZIwqOPXIXUagC3wcGJxEFA4yNGzfKd999p0UqPC2jHhr4bSdOnFj3hVLx+MyYnab5rkE8ICcP3x3CSlOmTKkiA2LjlVdeUZEMDyR6NqGXGh7d7cedYV1nc7dOVBmqTmJiFO8V1f5chZOn9uabb2pBC/y2EBqYNWtWnWgdOXKkeq5wr3D3+lFpOM7hOdb2uvCm9evXT3/P+BwvvviierNxj4MoxHuPju8ChvMKTceRX4non3z58slHH30kb7zxhnzyySd6jcB1EOcevjt3+4hqQ4gnXg/CE0IuMnhVVPXvHyJ58oRI/foQF44nDHjPzvdeCERE/Li7L+E5rO/8OeFhQuqFO2GJ5+z1XZ/H/p33BU/uuHEi8eKJ/Pe/mE23to9KwhZVlvi5fn2E/PnnODl4cJI5waeYk3ua+bKn6aNt27ZNNz+SaXLmzFjz+YfLpUuj5dixCdqjCn2m/vpriFk2SvtWXb48ynwWCJuB5kQZY25kM8zJPFX7Ttl9qB5/H1FpMSOqELKCgQBmfuFpgOFiEh6zt0GoAKpp4UeP0DQUp0C4E35wSAjH67hu684wsMG66IMR0YGXP3H27Fm9weBz4/Pjs2MQhWOI2TF4NuDhgGEdHG9cyCGqMNOO4hXwViExHrOCmF2EwPL0eIfH8NrYLzxT6O+DPj/PP//8o5soPGsYTKB8Ltb3xnvwN8N3id8XwmGQI/fcc8/pscIgC94WVHjD94r13G3v72afAzg3EUaD2WtMtkT0t438FHtCAeIMN/eIAiGEXnkYkGAAiZDlyIDrKT7biBEjHoU9RRQM3D799FP1cqD6GKoTIpeS5ruGnDqIffRzwgDcvi46G4qYIAwO62JCzN1+nA3rwCuBPERUz0M4PbbHck+2j4jZfRExYfbWW2+5/RwRMXivkidPrh4WVMnEPc7d60eF2ccNxwv3ULyeJ8cLnmGshxBGvFfXzwARgx57WNfT7zCyhtfBxGmFChUkYcKEj91zYfAMYoIJ3xssOt4TDNclVF71tD9gaHhVVA0ZEiJFioSYH+Y/oXVYDq+VuYfoI6775h5tBrAi6JuI/51TKlDZEpEHZpym6x85ggaFqByGqkKoeGTlbdkgrN+MwXSfCDl0FknImcLEM94L+rQiLaZLlxD5/PMQ82MT8wVar+9OrEWUsEXVQPMeB6vgGT58pXTuvNG8p43Sp8866dt3rT7a1q3bBhkwYK0ZtMwSNP2F+Fq4cJ75rLPNTc9q3Lt69WxzU11qjsFsIwCGmv0PkJUr50jNmruka9cN5vhNcIgqZ6+V7dly9pI5v0fX9ZzXd7duzIgqzHwgCRMXawyGcSHFY3gMLnE84oeP0J60adOqd8UuoABxhKIL+PEhnhqDA9d92IbnsE67du1UHPhThaCIAkHVrVu3R8cGOTcoN40+N7ihYXYPxw6GGzaON/JIMFtkg1wQHPvs2bPrwBUXYAgtd8c4MobzA+8PF9T8+fM/agxp23/+8x+dmcTF3/4s7vYTTIZzGTdqFC9wPlYwCKwMGTLo94rv3N32/m44D3EuwHONG3+RIkU0tyqyoSOYUIC4iuw1AiIN4XUoAhPZGVd8JuTJwZ70+RA6gzAezPRiBhoFM1y9zBCiCEuEtxqDWwzUMZij+a6hkiS+J1wbkacH74bz7/3VV1+VNGnS6GSUvb7rPlwN62DyBd6IPHny6H0B22O5J9tHxLBf9GxD2Ntrr7322GeIiD399NM68H/99df1fMY9DZ8JHmJ3rx8Vhn3jNRB2CU8ZfkOevB486XjENs49umxDcRxcs/EdYH/e+g6cDa+B8wqfBQV6XN8Tji2iRfAZ7fVd9xGVhv3jOCVLlkw9mYhMigxeFVVDh4aYAxNibkJiBk3WcnPfEBQA++47MR8kxAyYQsygJcQc4BBzkwqR6tVDzADUWhccPy4yfrxIo0YhZoBlPf9//xdiBl0hkjKl6LYLFoRoKB+AKKpcWYwyF0FurX0vgLj6/XeRfv3EvJ8QM3CzxFelSiHmYhFi1LJI+vQhMmHCP/uKCsIWVf1V5MycuUiKFTsi33571hyXQ9Khw2YVUR07bnpkrVphwLpRVqyYo96pnTunGnG5UP+HB+rEifEyaNBqIyr2mmO/ytxcEZ8/0Axa10jChJfNQGCfEZITHK/rKqpsQWWbq1hyXsf1b+f1YDEjqhDnjMEebt6YCcPMDmZ0wmP2NpgNwqAeMymoXGXPRMNbhVlqDPQxswER57oP2/A8ZuEgHODtCBZRhbAw+/NjlgnHCjc0uPdR6tmegUL1JIhX5KnBW2WDuG/cqHBhRQ8fHOOIfJdhGfaJ9wfhhnMGlc6cL+4IdUG1KDRjxXvAe3W3n2AyzMbitxFaFa148eLpbw/fubvt/d1wzuBcQD8pnDfoV4dzN5jLhOPzY4ICXjt7IgR96JxDQSG0cH1GqBRyJuEdxiQYzXcN3xEME4KI2MAEo/07f+mll9RLhQgOeCHt9V334Wr2Osj3w35xnmB7+7Vc148Ks/eNcF14ZpyvV+E1CEuEsSL0EZ8fYg2DcHiavfX+Yfa+ccwwlvD0N2Svg5YXmGx2vcfhPotJYm9/B85mvw7eE+4Vrnlu8IoiTzU851VkDPtHZBImV3F8cC2LDNEmquwxE6pQ//KLyHPPicSObQmkJk2sRwirePGscEH0CMQ+4E1q00YkUaIQ+fLLEKOoQ6R1a6wTIgULInQvxAgWdKe39g9vljnnJUECyxvmLKrgvTL3RbNdiIwYYRXQaNgQXqoQefllUa/avHkxI6pGjFhpBpEXJE6ca+amvdv8cOaZL3y2uejMfWQLFsw3J9pcOXRooly8OEr++GOy+YxzZdOmmXLjxggNHWzffrPkz39CunbdqJ6rU6fGqsh6/fX7kiPHnyrArl0baY6HLYz6m78Hy/nzo3V72PnzY8xyPG8UqEM43bs3TJfjdR4+HKIhiPa69+8PM+s4f6aYEVW4wGNGDbMPEyZM0KpaETXk1yD5HrPSGCBOnjxZQ9swo4xBBLwpSL6GudseZj+HCyESfYMh3wSDJ1yoUIIZnx+PSETFQByVxDAbNnv2bDUcYzxiFhvhRZjxRqgfvBwQO/B4wQvgelyj0vD+8N3ihosZWeeZTAgHCEOEP+EGgHBQd/sIJkN4Jo4XwlC+/PLLR8cKIRzIQ4MnB987vnN32weC4VzAeYkcMoQC217sYAPeK/QmQzVU56pq8GBgsATvM37TANc+eLyCIQQ6EEGuCYqoQEgghBMTXhDIkQ0LjU4QuovCK/Z5Gh5DqB9EJc5rRFZg4hD3NEy4RqYyZnSCsDZMeCAiA79RfB4UG4msRzsy4NhBxECo4t6Ley4moWOi6BHGI3h9jPkiQ7SLKvRKrV5d5M03Rb7/3ioUgcqcqMJn7ldGOUMshRgRYYX1oS5A69Yin3wikiKFCPJ4IcywDbxSZcuKORBiTm5rfYT3mXu7rmvE/GOiCnm7Zqymwmzy5BBzQbDCCFGk4tNPxVwkrH1E5aSjJ6IKIgWiKnPmM5Ilyxn9G0Llr78GGhv6yBDOB/vrr0EqbuCpmj59kSxbZnmqDh+eaH7sm8xxPSa9e68zwmu0GeD+JjlznpT//OehEaaXzeBxvezfP1mFFMTSjRsjjbicLlOmLJbBg1erp2vq1MUaWnj79jCH+OpnjvkYDSucPn2xbN063XxXizVcESINr2OJMNtrFTOiCiII4QgI10N1LgigiBrCVxBGg4T0rl276sUIAynsFwMEXIjs9Vy3tc1+Dh6qYBBUAIMmDKScPz8MSbLIUULYn70Mz9tVd/A3LvoQU/AGYPYIJXufdHyjyvAaGBwiHwgeNeQHofgCPGlI/Md54G67YDUcLwxQ4IXFDdqevUVOEPJwouM7i2nDZ7TP3WAF1zQknWPiAV5o50EoBt2omIqQRhIYQBSPGjVKv1tcG/3tuw1vSXWEM2OgDyGGyUAIEEys4rePFhI4BhiAY1LQH64D+L3iHovCEAi7wz0Z17KYBOMFFK2BsMJxrly5slbdjQnw/cJrhjDvyBAjogqeqo8+EnMgH8+f2rtXpHz5EClUCKLHyqeCqGrfHt4nK0zw2DHHyg7Mb1zy5BEz6A0xQiBEPVVZs4oZXFvl3J1FFbxZDRuKFC8eYsRBiBnsWqIufXqRL7+0BFZUEx5RlT37afNZ/jSCZZFZDi9RT2N9XQzL+6mImjt3gTRpsl2FEkL/YMib+uGHo+YHs1YuXBgt8+YtkAwZzqqoih37mhnUbjU3wmlmHwPUkzVy5EpzIu839ofuq2nT7VKlyh9Steo+855WqEdMpIcRYpOkVKlD5riekxo19hihu1VzvyZMWKbFMh4PBYw5TxX6xuBiEZXhOBg4QFjBfY6bCvsohR/MauKChePoDoQzILwO+TrwAsZESXUIApxDEAiI9Uf4QbCI4fACQQEPLOL8EfIFDxV7twUXGBDBa48JJ9d8G1SFhKfZ33oZkSeDcD2EjCF6w9/A9Ty0sGVXg+cdOTYI+cVgG5NIzs3NIdAgqlBSHX/7S2g/7mfwsKH5L9qY+AqYsEakQ0yeVwiDxBjF78L/IKqqVhX57DMzrHfpcwgvU82aIZprBVEFTxJyqjp3hnAKMYIgRIWWM+ZcN2IAHisrtwqvY+7xYYqqadNCtIKgGRfouka462tGNZ6KqlGjVqiX6ttvz0n37hscVf1Gq1A6fhw2QYtTXLs2wnymQRp2N3r0CnN8j0itWrtV9KDqH/KwIKrgqUIFQFQQLF78sLzxxn1z0p4zF4hlmo9148Zwc5GZI+XKHZRcuf6Utm23mGOy0IjNhRpC+N13p6R06UPmmM0yr9dbtm+fJkmSXJKnn4aH8ah6tfCjXLXqNzl7Fp8p5j1VGBAjZwd5DlEtfJCEjUIFuJDiAoAZK+I5oTX/xUwZZvpQ3AChFZgBjMkbFHLCUIAAs+9IviehAy8uvk8MPBAKh+IIJHjAxBWqDXbp0uWxUtXw9CIEG79lTkAFFgj/RTlxRBTEtJcjvHgiqhDaiLxsFFJA82uU9HYHJpQQAg0R4E+iCiDCAKIqMs3BoxqkASCvGTm7dshwdOP3ogoiZgjG3U7g/EVuFUTVlCmWqIJnqls3K98Jlfpc79sIZ8UxgFCaNSv8omrRopgXVcipGjt2uWTMeFZzqiB0EFo3YcJSGTlyhXqxhg1bZd7zYvP5ppkf8FD1QmEbCKbatXf9S1T16LHBHKsR5jWHm+O/TT788Lb5Lg7reg8eDJFNm2aYY7HTrIvwtg1y9OgEI8KGqeHvFi22qXjq33+NXLkyQkP+UqS4aI7TTfWCHTs23gizoVraHaGJj3+mwBNVmOGBmxqx1Kj8hZwtDiI9B6FhcO8796lCyARmABHuB0PyckwfU7yfnDlzqnjGgJGEzqFDhzRUAoUbMNjyp/wKEjXguogcSgxCEQqKcCkMjjC7H1bVQOJfQETbg99AElXPPPOMVnrFcyiMhElTTBjZDWjdAVGFyBV/81QBXK8hqpD36isgXxnnFSJVYupYBqSo2rVLpEaNECld+nFR1b27JYS6d0dPD8fKDlBVEJPfyJNCSJ+zqEJon7OoglfL/AaMwLFEFSKMFiwQSZUq5kXVuHHLJX36s/Lppzcld+4/NbwOxSbgQWrVaquKHJRYh2fozp3hmscErxNC8urV+90M+B8XVfB23bw5wux/kBECG+WTT26aC8Z+7WOF0D94mpImvST58p0wgm2l5lVt347+WJNly5YZ0qbNFvVWVahwwCyfIehzBU8XbNUqdEmGVwrhiP0dfzt/psATVTYIBYSwwqAbIW3IxSFhg1huVPRBrpQNKiZhZgphfxiU+0LCP3owoUEiQiRiKrbbX4D3FjO1mLFF8Qb+FoIThPjhd42JE3ik8VvmhETg4e+iCpN2rv22ELaKpsZ2QSL02PNkYg8V+HCPgAjApII/iSp8Vogq/E59AZxXKACEIigUVU/AE1E1GONvJ9yJKoT/IQ0jf/4Q6dgxxAgKx8oONmwQrRYIoYTwP4gs892oUELJdGcgqtCLCgJt6lRrXxjjZcgg8sUXqP7hWDEK8VRUjRljearixbsiP/30h0yatNSo94XmOCwxYm+pTJy4TObNmy97906W+/eHeiSqUMwCDYHbtdssH398yxzXgxo2iPynli23yuuvP5CsWU9r+Xas36PHes3PQq4UKhAWLHhMvWYbNsx6JKqyZDlt/p5u9gEh5Vsl1aNDVAHM0KPgAmaqUAmNYWJhgwulfbPCdwORhQE5xCni9H3lBk1R5TkUVYQED/4uquBdsns1oZofehAiTBU52Pv373es5RkQVbjuoR8jhBhFVcShqPIQT3KqPBFVGNegsl+aNCFSq1aIOOUKKuPHh6hIQvELCCrsA6IqWTKRhQsRnuBY0TB/fohUrGj1uIKAwntE8+ACBSxRNWmSY8UoxPOcqpUqcDJlOiP9+69V8XP5suWRsg3FKayKfAP1eYT/hVdUoYofxFDz5tvktdceGMFzSisG9uy5wdh6DRvEPjp12qS5VUOGrJLTp8epqEqd+ryTqMJ7D05RhZAADCiRiF2lShWtGodQF+IZyKFCTwjcmCGofCmMkqLKcyiqCAke/F1UoRhSqlSptFdVpUqVdEIUYurixYv62cID7hPIsUY7AeRdxWRZ8vBCUeUevxBVgwdbAsbcd1XwAIgqNOf98MN/F6pAc96ff7ZEEgQORBWiCNq1s6rzoUz62LFWBUAUFdq0CUUTQiRBghDp29cqy47nULQCyyDmILIQMojcq2rVQiRWrBBzUcCXaL0mqgv+8IPI++8biQCNEMV4KqpQhS9bttOSK9dJ82NfYpbj4PTW5/8xLLPMc1E11Pz4t8hHHz0uqho33q7FK8qXP6g9sdDrauPGGeqV2rBhpjle02Xv3ila1OLvvwdoDlby5BfNsTut61kl2YNTVNnsMicX+lTgIoWqgPRYhQ1ubChKgRwqXNRRntaXoKjyHIoqQoIHfxdVx8zgEL220KwX3qXI3Htwb0BPRfRiQ1VAf8odpKhyj1+IquHDLYGE9+jsqapWTYy4gSfLWmaDQhWo/gdRBE8SRBV6gHXsKOYksHpVoaz66NFWT6s2bURSphTJndsK7QOY9B450up1hWbCXbpYeVO9jT4x1wJ5913kXIXInDnWzATGATVrWqINjyjrjt9aOCcuQiW8ogp5TMivskQLyqdDtNiGZXgMW1ThETlVDx8O0nC+Tz65ZY7rAfV4Yfv27TfJF1/cEJROR08qSyDZzX4tsQRBdvfuUPNe+prPMVOSJaOocgVlpNsZ1Y+ywlOmTNFZL/Jv8H2gsh4umqjyh3yq6PqOwgNFledQVBESPPi7qCIWFFXu8XlRBeEO4YMcpn5mrG7uvwruu+g7VaDAP94im0OHRFAcDCXSUZUPEVXIqUKhCpRUz5cvROrUQQPfEKlcOUQ9T9gXGgXbbW0g5uDdQv8qiDOEH2J9eLvguULoIfaBbQC8ttOmWdUFkbfVq1eIHDxo7ScqiIioglhCnpXlnXJeFxa2qCpS5KgKqdu3h5sTtqcRoctVQGHds2fhqRpgLo4LzXdwXMupYz+WQLL7YvU3Amik7Ns3RQXXvXtDVFTBU5UpE0WVM5ih2rNnj4YCVjUn12ij+BkK+G9QIQkhfw3MBQGlln21ciJFledQVBESPFBUBQYUVe7xeVEFTw9y/yBeNm8WsSfwMdY14xaZPDlEn3cGIX3r1qFKCzwAaDApKnDMGFnLrDdvHiLz5uHDW5UAJ0wIkSNHHBu7AGGFEusQSQhDRD8qhBdu3YoQJGu/Nva6PXuGyMSJVnhhdIuqoUNXG0FwThv1QmCFJaoQxof1IKD+7/92mwHOZA3V69hxk+TNe0LzqO7cGWbW7aKl2N99966kSXPeHNs5ZvAzUvtfIYcKQgnCaurUJbJlyxTZu3eSVhhEE+Dq1fea47LInOSDzeeYJfHjX5HUqc/J+vUzKapcgLCCxwoXrHHjxrGPlQOUXIagQkIv+mOgjGtMXTQ9gaLKcyiqCAkeKKoCA4oq9/i8qAIQJigUAYPIAnjE/xBMrsLFfg5mh6jCw4Xmv/AkdeoUouIMv2VUXw7r2MMLhbE1DK+HfcKwf9fXttdF6F9UCSrgqagaM2aF5Mnzp5Y4nzBhWZii6sKFMboeSp43brzDiMSJWlCiV691UrLkYSM61ztEVTdZuHCeNu5NlOiSerLQcwperC1bpkvFivslRYoLuh8Upxg4cLUZKO1QsYUiFkuWzDPfSx/Nsfr227OSM+efWqiCoupx4LFCKCByrOxQQJQafhK4mKDoBR79CbxfNOgLq0kfLo5bt25V7xQu5Chpe9N2KfsoFFWeQ1FFSPBAURUYUFS5xy9EVVSA6nzIqUKOVOfO/y6p7uuELaoGqIBaufI37UmFintr1sw2J5r13OPr2jZQw/OwTe/e6zR878yZsWZQM0rD+lCkAo9oEizSR44dm6ANe9EkGJX+liyZK2gMfOvWMC1KgefQFwsGDxfeB8qsw8N15gzCBfvKkSMTBE2E8TwEnCX63AkqWPCJKhsUr0AoIMqto3hFaGFuSJJF5SF4uHyhP1N4QKUjDKjtJN3QQP8OCCrYvHnz/CIskqLKcyiqCAkeKKoCA4oq9wSNqEKIIML/UGa9R49/N//1dcIWVYPMSTVETp8eq94gGASSJapCEy2DVDCdOjVWfv99quZTwfMEz9TRoxNk585pKqTgAYMAgwBCgQpU8Fu6dK4Z+E9VUWZ5mvqbwe5I3Wbx4rkyd+4CFXWXLqGghV1xcKCKsK1bZ2iT4KtXR+p7pqhyz759+7TcKgoyTJw48V+hgBcuXFBPFsRGly5d5CRKUPoREFUoIzt+/HjNIYMwdAY3W1RXatasmV7AIah8OeTPGYoqz6GoIiR4oKgKDCiq3BM0ourECaspL3pVoaCEn03qeyCqLIPwefBgqJrlBfr3Os4G0QXRhAp96EWF/52XWYLKeZtBuu87d4abk3aYk6fJCuHDNnju1i3reefn7NezXsuT94fnrXWCUVQhj+jgwYPSqVMn7WOFfhi2Nwo3IvyPG9Mbb7whOXLkMEJ6mz7nL+AieO3aNZk0aZIW50DzxHPnzulz+Oyo8oebLnKoEPLnq0Up3EFR5TkUVYQEDxRVgQFFlXuCRlRhLIrCEeg3hUqAyIfyJzwVVZZ4sftQheYBcjVb+DjnNtn/w1zXtffvvL79HJbZz7t7D87buz7nasEtqmx27typnqiaNWvKhAkT5MCBAzJ16lQVUi+88IJ2dk+cOLHeqHzh/YaXQ4cOyciRI6Vx48YybNgwzSmDiEIfKlwccdH29RwqVyiqPIeiipDgAYNfXNOzZMlCUeXHUFS5J2hElb/juagKJKOosoHQ6Nixo9SvX1+rA+bKlUueffZZFVSw2LFj63J4tvyR48eP68C6YMGC0qpVK2nUqJHUrl1b+1D5S8ifMxRVnkNRRUjwgGJMM2fOlAwZMmh7DIoq/4Siyj0UVX4CRVVwiyrciDZv3qz5U3HjxpWXX375kaCCvf7665I/f37NO/I3UKQC4gkXaXy2Tz75RAoUKKC5Vv46wKao8hyKKkKCB4R2Ixc4TZo0GtpNUeWfUFS5h6LKT6CoCm5RhfeBHCqETDiLKduefvppFSN9+6Lpsm9z9epV2bRpk4Yydu7cWerUqSPFihWTlClTan4YPg8u1vDM+VvxDRuKKs+hqCIkeMAEIcLX06ZNqyHtFFX+CUWVeyiq/ASKquAUVbhQYJCJmT0M0p1D/lwN+VXIQ/KlkuO4gaK4xpkzZ7T0+4YNG7REPCoa4qb65ptvyjPPPCPPP/+8CsNXXnlFEiZMqPliECSoCoicq7B6WfkaFFWeQ1FFSHBhh/8hxJuiyj+hqHIPRZWfQFEVnKIKFe/GjRunlZJeeuklt2LKNoiqypUra2ELlCu3wWeAsIHAiW5Q9n3JkiWa71WkSBFJly6dJEqUSD799FN58cUX//UZsByD62nTpsnYsWM1PKRr165yAuU7/QiKKs+hqCIkeMDgF0WVMPhlTpX/4muiCmMeeECzZs2qk8sxNRFLUeUnUFQFn6jCRQICqVy5cv8SH+4Mogo3KlTSQ6lycPHiRS1ZjovNlStXdFl0snDhQildurTEihXL7Xt2NQgueKcgAk+dOiUDBgyQ9u3by6pVqx59Jn+AospzIKpQmASNrjHT+KRG0IQQ/8YWVSyp7t/4mqjC+AATsXny5NFJXOeJ5eiEospPoKgKPlF1584dWbt2rYbK2QUc3n///Udl1N3ZBx98INWrV9cqgChDjpsXBvYQJgjBi27QtBhCLywvm23p06dXQWKDvlXr16+XlStXxsj7jygUVZ6Dps/wSFaqVEnFP0UVIYELRVVg4Gui6uzZszJ06FD5/vvvpXv37hRV5MlQVAWfqEKVJIgKNMFFVb/BgwfrhQwhdK+99ppbUYKcK4iYBQsWyNy5c1WQoeDD9u3bY+SzHDlyRC90qPT0pHwwGJ4vXLiw5l45A3GI4xCT30V4oajyHHhjEbZatGhRrfgI7yohJDChqAoMfE1UYdJ1yJAhmmaAsRtFFXkiFFXBmVPlDELiILBGjBihpdURFpg3b14NmXMWWe+9957mp8AF3qlTJ9mxY4djDzEDCmfALZ87d255++23HxNStj333HPy5ZdfSrNmzfzKIxUaFFWe8/vvv+txKlGihIoq5OERQgITiqrAgJ4q90BUffPNN9KyZUvHkohBUeVlKKooqsDDhw81LBAFLJBztGzZMi1LjtkZNAC2iz+g4EPTpk3l6NGjehOLaZA0Ck9bvHjxtMqfq6hC361ChQrpBRqeKX+Hospz9u3bpzlVOFYoUMJCFYQELhRVgQFFlXswgRwnThxp1aqVY0nEoKjyMhRVFFXuQNnQY8eOmfNjoxaogDCBQEFp8vr16/tUKBUKZiRLlkx7UeE9OosrvF+UQYUAgXD0dyiqPAfhnpgAQKgqClVQVBESuFBUBQYUVe6hp8pPoKiiqHoS8O6g0l7r1q2latWqOphHWVH8wCG6YhKE/y1dulTDEdHsEYU0EAr4+uuvPxJVb731lvTq1UvzyAIBiirPYUl1QoIHiqrAgKLKPcyp8hMoqiiqQgOiBRc2CBa8ZxSHsJM2f/zxR73Q4IITEyDsb/ny5XoBbt68uRYlwHuB1wrNH5FLBVGFsEBUCgwUKKo8h6KKkOCBoiowoKhyD0WVn0BRRVHlDggqJPdjQIqy6ShkYYPBap8+ffS5fv36aQ5WdIKLGi64uHHCa4b8LxsMnEeNGiWpU6fWwhply5aVDRs2OJ71fyiqPIeiipDggaIqMKCocg9FlZ9AUUVR5Q409EWDXPyA0e/HldOnT0uXLl00JBA5V2GFAqJ0Ocqvoz8WRM7x48cjlOOEQhoQUbhpoms+9ucK1unbt6/m0kyePDnGvGnegKLKcyiqCAkeKKoCA4oq91BU+QkUVRRV7sCF48SJExryF9pFBIN6eKrQCwifDcLJHWi6iso1pUqV0l5XOXPm1JLsaCQcHiDClixZomIJHio07w3tOKJ8NoQexGGg5FMBiirPoagiJHigqAoMKKrcQ1HlJ1BUUVRFBlRYw+dBkQh4tiDEnNm9e7fmYMGrhDysSpUqScWKFVWIocDErl27HGtaIFcK+VF79+59zJOFGySaDqPyYOPGjTWfCjfRYIOiynMoqgjxT3C9R/4uqsz+/fffjqVPhqIqMKCocg9FlZ9AUUVRFVlw0enWrZtUqVJFQwGdhRU8S+gVhIsRwv6Qf3XgwAHp2bOnFC1aVJefPHlSzp8/r8+tXLlSxdm8efMeiSpUIFyxYoXUqVNHxRnKvHt6ow00KKo8h6KKEP8E94QJEyaY+/NinWjzFNw3smTJQlHlx1BUuYeiyk+gqKKoigoOHz6sYgjCCo92KCCE0rp169Sjhd5XNvBQobkwcrKaNWumOVAo2w6PF3K1kH9ls2jRIr3QoucQcqjQpDhYoajyHIoqQvyTbdu2aZEhDCDD0xPRFlWYfKOo8k8oqtxDUeUnUFRRVEUVyL/CRQfCaPDgwU8sXgEvFEL8unbtKmXKlHkUFojQPvSewuwkjhEEFZr3wuCtCnYoqjyHoooQ/wG5r/aEGfJlM2bMKHnz5tXBNUQWbOvWrf8y5+cwUZcwYUKpVasWRZWfQlHlHooqP4GiiqIqqkBMOzxU+HzImRoxYoRWCQwNhPAh5wol0HEzROgg/odHCzdXhALi5og8qk2bNgVUwYmIQlHlORRVhPgPCAHfvHmz5lKtWrVKr3PJkiWT2rVrS5s2bdQQzeBq9nOtWrWS0qVL6zb4Pzxhg8R3oKhyD0WVn0BRRVEV1SBnqn///vLTTz9pdcDQqgICXKAQIogBsHO/q4ULF6qgQmggbrCcdbSgqPIciipC/Ad4myCMkEuFVhjZs2eXxIkTS4UKFfReAMOA29XQnB6P+J3jnoN8qvnz50eoZQeJefBdUlT9G4oqP4GiiqLKG6BYBUL7cKPDBeno0aOOZ56MHfLXoEED9VBBUJF/oKjyHIoqQvwH9B9E8SIMGjEZly5dOsmWLZvm206aNOmJNnHiRG1WP2PGDDOm2aheL+KfUFS5h6LKT6CooqjyBgjtQxhH7969NV9q+PDhenF6EphZhIjCRRWiCjdHeqgeh6LKcyiqCPEfkDNbsmRJ9VYh0iFr1qzmvlxNf8c3btzwyG7duqWD3mBstxEoUFS5h6LKT6CooqjyJrgh9unTR2+OuFFCaLkD+VKo3ISqTWjsiz5UMXXx8mUoqjyHoooQ/wE5tCha1LJlS/U6IYwPk3HOVWNJ4ENR5R6KKj+Booqiytug5wjKpEMIoBiFa1VAzDAi9APeKYgqCAfiHooqz6GoIsR/gKgqVaqUVoDF/QATa6gQywJFwQVFlXsoqvwEiiqKKm+DUAwUoUBsPKoCDhkyRC5cuPDoOdxAcSHFzRQNgoPp2IQXiirPOXjwoHo9UeJ/5syZcvXqVcczhBBfA6IK4X/wUKFoBSbbGK0QfFBUuYeiyk+gqKKoii7gOejVq9ejPlZoADxnzhz1UGHwC3HFik1PhqLKc5Cs3rZtWx2kLVmyxLGUEOKL2KIK0Qpo/s6wv+CEoso9FFV+AkUVRVV0ggtUt27dpGrVqjrgRWgWqvyhKAWTi8OGosoCggkDLzQJDc2Ql1GiRAltIIq+NSiz7G49GPqgoRXAtWvXHK9ACIlOIKrQZwoRC4sXL9a2GuhbiKJHTwK/WTSex7oILacY828oqtwzbtw4FVUo5BIZKKq8DEUVRVV0gxsfmv1mypRJxRUGtXYnffJkKKqskFGUTi5QoIAkSZIkVIsTJ468/fbb8sYbb8hnn30mCRIkcLseLH369I+aTBNCoh+7UAUa+qJxfLly5aRjx45y8eJFxxr/BpMrmDxBL6s8efLo+vTg+zcUVe6xRRUKuUQGiiovQ1FFURUToMHjl19+KQ0bNnQsIZ5AUWWJKiSxI0wIie2hWdmyZaVKlSraELRixYo6C+5uPdiPP/6ooal79uxxvAohJDqBqMJvtn379loxNmXKlPqb3blzp+ZDwiN1+fJl7YGI6yDCoZo3b67Xw1deeUWeeuopKVSoEH/Dfk4wiiq0jsG5Dbty5cpjhvMerQIGDBggn3/+uU7+Xb9+XXMOXde194H1Q4v8oajyMhRV0SeqkEeEGfGePXsGvWcGs4tfffWVNGvWzLGEeAJFlQVCgpB/h8pgoRmex40FhvXdreNs9vqEkOjHFlXt2rXTCUhEMuTKlUsHk6jeOXv2bJk8ebIObIsUKSKffvqpvPTSS/L888+roIJh0hITdixK478Em6jC/nbs2KHnNppYT5069TFDkSWEriMX/d1339X3MWvWLM1Hd13XboS9evVq9fC6C52lqPIyFFXRJ6pQ9Q6iCjPiwd7UFq7sWLFi6Uwj8RyKKkJIIOIsqtCfKlu2bBrCi5zI4sWLa2ggxFTSpElVTNlCytkw6IQQmzZtGose+SnBJqoQwjpw4EA9twsWLCjFihV7zFC8Bb+LdOnSyTvvvCOJEyfWZYiwcF0X7xH7wLhq8+bNbseZfi+qEOYFd/WhQ4eeGBscU1BURW/4X9q0abVQQ7An09rxwfRUhQ+KKiv8D9fUFStW6Gwdbr54dLW5c+dqQ2nb8L/rOtgWM+ALFiyQrVu3+uQ1mpBgwFlUYQIyY8aMkixZMi1mhOqwGCg2atRI23Jg4JgqVSp56623Hgmqp59+Wp577jl58803Ne8kpnJfSOQINlGF9jLwMuHcRmgfznV3hlQJhLzb1ZLdGdbBPiDSUF05IEQV3G0YMCPeERVpcCNHDg1CvpCQ72vhJRRV3hdVmDE7ffq0NiKNFy+e1KhRQ37//feg9lZRVEUMiirrGrt06VKpVauW/PDDDzrDh0fbihYtqrN2GHhlz55dsmbNqrPdWA/L8by9LpYhDwNJ8ZjswI2IEBL9OIsqhPxlzpxZcyJR1c/ONcEjBqGHDx/WUCfM1iMMEEIKjyhI8+GHH1JU+THBJqowPkQOFM5tNKi386JwviOfys6fwjpw0uAR/8PwHEJdnfOpsA8sv3//vlu94VeiCh8ELjckUGKwiHK+uDAkT55c3XWYGfU1KKq8K6pwYmMGHCWdEbaASmRx48ZVYYWLBn4MwQhFVcSgqLI8VfhNYaKqadOmajiPbEMfDwzMcIwQMoHrLwQU+lWhshhmvO11sS0mO7A+YtExEUYIiX5sUYV7JQaxCPnr1KlTqJOPGEyiWTzWxew9fu/58uXTkEH8xnHvJf5HMBaqiE58WlTdvHlTy0PjBg/B1K9fPzM4ryYZMmSQ//73v4/c0nBJo9znokWLHFv6Drt27ZMUKdKYC1iCoBZVtWrVk4cPo96LCJHdoUMHDVlIkSKFxnwjpAEz5LVr19ZzIhgrASLx+JtvvtFBLfEciioLDKgwW71v3z41NJa2bf/+/XpdRsgfZroxOOvdu7cOwBCGjeftde3t0aPq1KlTOgtICIl+IKpQ7Q/3BAyokVflyf0Rkyz4/a5atUonR1A1EL2u2K/KP6GossDr4J6EfowIT0fBCjwi7B3nOopRwIsb3t6KPiGq8KN1rjaFym12aB9mPnGwEdYFtzPc0C+88MIjQQXD/zly5NDeKjhQvmRr126UJElSBL2nqmrV6nLx4mW3xyiidvToUW3UhhsFKrughwZmzlEyFtXvUM0Fs+TLli3TQaK7fQSqjRw5UkuqU1SFD4oqC1yT7esxHl0N12uUVkacOo7VlClTNCHYvo47m70PPOcuXIIQ4n0gqhDRA4/yli1bNJQJYy1PfpP47cKjhdwU5GIhrySYw+v9mWAXVTiXEdqHCflhw4ZpHhX0AyahUTEZ0W+YKMS4EnlUmDxESCzuY54Q46IKP2iE9WE2EyKqf//+OgsCNzU+KFzNL7/88mMiytUgqnCSVKpUSbp27aqx+3iMScN7wAny88815L33PpKKFVPJ7dt9zCcOJlE1xAia2pI1a1xJmTKNEchtzXHp7vZ4hcdwXCGccHHAABihfpg5R0UinDMID0WiPQpX2FVbEAOO7dztL5AMnxE5hgjTwO+G1f/CB0WV58ArBdGO3x+KUeA6TgjxTSCqkDKBCA6MtyICZvKzZMmiA1GKKv8k2EXVkiVLdGIBvRWrVq2q5zLGh8gPhp5AE3sUpIAOwcQ8ojFwzNCyB9EbYRHjogqqETMmKDKBA4oD+8EHHzwmmsIyhP+9//77WvkN2yNRGo8xaQg/Q5JnmjQZ5KWXXpOffvpW7tzpaz5xcImqFSvqGlEVRz7++DPJkyefFC9ewu3xCo/h2ObOnVtnFNDpHT0FECo6evRo7b2Bxob4HzcOiArcBBAeiu3c7S+QDJ8R5z9CNBImTKgXK+I5FFWeg/A+eIJRPQzhpkjgJYT4JhBVGJNgwIjrHIrGoMCTpzPwAANx3HcxKKWo8k+CVVQhjA9hfRBREFDw2iKnEEWZ4LkaO3aseqogtuwQdnhmMQmRM2dOHVehwAvGlU8KffWJ8D8cRPy4Fy9erEmUGAQjzM+dgHJnL774og4gcbLAnYeDg8eYtBEjRugX0rBhE/noo8/M4D9lEHqqBqunKlu2/0mGDBA7/TRZ3d3xCo8hFhwlLeGJwjmD0D54PO0+VfDU4Jyyi1jAc4Xn3O0r0AzHBucehCW8vogXJp5DUeU5FFWE+A/IEUEEEELmMUaChxl56rh/egpy2ymq/JtgFFUIc4WX9ccff9T7FSIrUCEaEU0QVAApJAgBRMifHboOhw/yCSG8kIqE3H1Eoe3cuVOfd4fPFKqAxwo3ZXxQ3KBxcFHS1551dy5M4WoIc0IjO3gq8AWhFwoeY9LOnTun4TBz5y6U+PETS6lSiYMyp2rJkpqSPXs8KV++kjk5D2k1PnfHK7x25swZPcbOF3YILXR8h6iyZxJw4uOmgXWxjbt9BZrhs2KSAn+zMED4oKjyHIoqQvwHDAQxqESxCTTIT5MmjdSpUydc4gjeLszyM/zPfwkmUQVdgXEfBBPOdXidIKiw3BVMvqNiMsSTO3bs2CF9+/bV+x1SLZBTDLHmis+IKlcwGIY42rRpkw6WoRBTp04tn3/+ubz33nvyyiuvPBJVzz77rA6EcLB8jU2btrGkevb45kSsaUTmTbPMe8BzZYuqYKz4RyIPRZXnUFQRT0DYDYoK7d27V0POMHFK+12PBaqLRdcxwcA1V65cOmhEfoidkI8KgO7WdzWIMlT5hBhDCCGr//knwSSqoCPgaWrbtq1OBGzcuNGtoAK2qEJ+VWigYAWEFdZBKKG7PGKfFVU2iPfFzDtUIWZJ4LbGB0LjyS+++OKRsIKnyhf7VG3ZskOSJUsV9KKqevVacuvWv1V9VEJRRSILRZXnUFSRsMAABjmvqKSFazMG5JgcpaXWSrWopIdHd89HtcWOHVtzz+GpQqVkCCz8nyRJErfru1qqVKl0H5988okKM2+EaRHvE0yiCmkhmNSBcwZ1G54UuWOLKvRhfBIo0IS0Crxvd73afF5UuQLliXLrEFCdO3fWQgVoPAkVivryvgab/3q3+a8zFFUkslBUeQ5FFQkLTIoiGRyDFTRlR3VWTIjSCmpRIVSmxaO756PaME5CJTN4pjBWQrEnRP7geudufXcGcYXJbExsU1T5J8GYU+UJnoqqsPA7UWWDizXiGZE7sm3bNnXFQUH6Wh8UiiqKKuI/UFR5DkUVCQsMkDD5mTdvXr0uo3IWzhPaJU2Ct83d81FtyGdGuBJm19euXStZs2bVwhUI63O3vqshHWPcuHGSIUMG9qnyYyiq3BP0osoVlND2xYE0RRVFFfEfKKo8h6KKhAUGSF26dNGCU6j86i5chkQ/CIVCmWhE+ISnmNHy5cs11YKFKvwXiir3UFT5CRRVFFXEf6Co8hyKKhIWGCChUhYGTGj5gPxoEvOgiSnuk+PHj9ecE09BMTCWVPdvKKrcQ1HlJ9iiqlSpRHLvHpr/TjA2LMBtuMOGyfLltcwgNb4ZpFJUEd+HospzKKpIWFBU+Sb4XtBqBD16QquG5gpSKyiq/B+KKvdQVPkJGzZskcSJU0j58knMf0ONzTI2PsANwhE2XjZtaig5cyaUqlWrU1QRn4eiynMoqkhYUFQFDhRVgQFFlXsoqvyETZu2Svz4iSRlyndk6tTyMnduTWM/BbhVddhP0qrVd5Iw4YdSrVp1uX6door4NhRVnkNRRcKCoipwoKgKDHxNVOGaMHz4cK2CSVFFwgT9tbJkySKvvfaCxI79njmZPzT2QdDYp5++KV988aG0bt3S60KHoopEFooqz6GoImFBURU4UFQFBvRUuYeiyk+4dOmijB8/zgw+mkuNGvWlevV6xvAYHFanTiOt/rRu3Rotg+9NKKpIZKGo8hyKKhIWFFWBA0VVYOBrourYsWMqplCNEj3tKKoI8REoqkhkoajyHIoqEhYUVYEDRVVg4Guiau/evdK6dWsVVfRUEeJDUFSRyEJR5TkUVSQsKKoCB4qqwMDXRNXvv/8u7du3l9KlS2tulbcjmkKDoooQFyiqSGShqPIciKomTZpI9erVZcaMGRRV5F9QVAUOFFWBgS+Kqs6dO0vVqlW1bxpFFSE+AkUViSwUVZ6DsA0Mrn788UeZNm0aRRX5FxRVgQNFVWDgi6IKuVRVqlSRsWPHUlQR4itQVJHIQlHlOTt37pTKlStL0aJFZcKECXLx4kXHM4RYUFQFDhRVgYGviipMzlFUEeJDUFSRyEJR5Tm4GWJ2sXjx4jJx4kSKKvIvKKoCB4qqwICiyj2jR4+Wr776Slq2bOlYEjEoqkjAQFFFIgtFlefs27dPGjZsqLHwDP8j7qCoChwoqgIDiir34LW/+eYbad68uZ7rEYWiigQMFFUkslBUec7+/fuladOmUqNGDRaqIG6hqAocKKoCA4oq90yePFmSJk2qFW1v3rzpWBp+KKpIwEBRRSILRZXnsKQ6CQuKqsDh77//lpkzZ0rGjBmlbt26FFV+CkWVezAxiPEjoi8iE8pOUUUCBooqElkoqjyHooqEBUVV4IDBLsJ806dPL7Vr16ao8lMQWQBRNXfuXMeSmMUWVcjPRUl1iPeYYNasWTph0LhxY4oqQgBFFYksFFWeQ1FFwoKiKnB4+PChzuZnyJBB6tSpQ1Hlp1SrVk1zh5YsWeJYErPs2LFDRRXeF+4jMYUtqnBPi8y9jKKKBAwUVSSyUFR5DkUVCQuKqsCBOVWBQYMGDeSLL76Qdu3aye7du+XChQuRKswQWfAe2rZtKwUKFND3dPr0accz0QtFFSEuUFSRyEJR5TkUVSQsKKoCB4qqwAC/w5QpU0qKFCmkXLlyMnjwYK3kit9qTHD8+HHp0qWLJEuWTLJmzSojR46UI0eORHsYIEUVIS5QVJHIQlHlORRVJCwoqgIHiqrA4NixYzJp0iSt3Fq4cGEVEiVLltTqdzExbkKlvfXr12sIIAqgNGrUSB+7desma9eulWvXrjnW9C4UVYS4QFFFIgtFledQVJGwoKgKHCiq/B98hxApEFaLFy/WohWxY8eWL7/8Ulq0aCFXr151rBn9nDx5UsVesWLF5O2335ZEiRJJv379oi0ckKKKEBcoqkhkoajyHIoqEhYUVYEDRZX/c+LECS2l3rJlSylSpIhkz55dypYtK507d5aNGzfK/fv3HWtGLzdu3JCVK1fqvQRFND766CMpUaKEvtfoEnoUVYS4QFFFIgtFledQVJGwoKgKHCiq/A/8/nAfg2AZN26chtihHD5yqSCmmjVrph6rK1euOLaIPnC/QNjfiBEjpFWrVlpRskKFClK5cmXp2LGjVieElwpVJ6MDiipCXKCoIpGFospzKKpIWFBUBQ4UVf4H7mEoRJE/f35JkCCBFoLANXv+/Ply5swZHSdFl2gBKD5x69Ytrfg3fPhwvc/ifILHDKIK5xdCE/G+0BcN51x0QVFFiAsUVSSyUFR5DkUVCQuKqsCBosq/gIBZvny5hvm9/PLL8t5776knCJ6pmArzQz7XwoUL9X3EixdPRUzz5s1l3rx5sn37dg0DjCkoqghxgaKKRBaKKs+hqCJhQVEVOFBU+RcQVRs2bNAqf4UKFdIKf/gbnitcr3Gvi+6eUMiPgoAqVaqU5k5BxLRp00aWLl2q3itUAowpKKoIcYGiikQWiirPoagiYYEQHpRGxmw5cifOnz/veIb4GxRV/gfGQfjN7dmzR2bMmKGiKk+ePPodVqlSRcaOHSt79+5VDxG8V94Ot0Oo4fXr12Xr1q0yYMAAzZ/Ce8mZM6c2JUZYIoQe3gv7VBESw1BUkchCUeU5FFUkLDBI69mzp5ZJxgDu8uXLjmeIv0FR5d/g+rx69WrNZULBChSHQNGKH3/8Ub9PiC4InugCYm/VqlXSv39/ady4sdSsWVPfS/Xq1XUMt2LFCjl79iwLVRASU1BUkchCUeU5gSSq4FEJ7eaNGdN79+6FOouLbRHmRv4NBt5t27bV3xTKNiMJnfgnFFWBw6FDh1TMZMiQQV555RX5+uuv9fcZU9dwhP0h1wueq1ixYsnnn3+uFQoRKsjmv4TEEBRVJLJQVHnO/v37pUmTJjqziFlOfxRVEFKogrVz585Qv+9Tp05p6V/0eHEHmlZie4StQGARCxzb33//XQdKGLTBWzVz5kx6q/wY9A3KkiWL1K9fXycaiP8B78/48eOlfPny+rv86quvHhWwiEmhfPToUQ0RLliwoLzzzjuSNGlSNv8lJCahqCKRhaLKc3B8WrduLXXr1pU5c+bESK+TyICZd3vGtkaNGjJ16lTHM/8AkYTlmDVFDgButq4eK1SzwiCzd+/emrsQ3bkAvsi+fftk9OjRGtKTJEkSbeaZNm1abegJz9WmTZtirAIZiTgoKIDrI8K1eJ77D7hWY+KrXbt28n//938aXVCrVi3tUzVkyBBZu3ZtjEx2YEIKeVS4duKcatiwoYoaeEKRi4nwQDb/JSSGgKhKnz699OnThzPGJEKgWhKSZnHTwYwecQ/C3eC9qVatmpQpU0YbS0bXzS8qmTx5sg72MehHaV/n6lMQT/BOoX8KyhEXKFBAcxKcQ/3wN643ceLEkRQpUugAJdhn8DE4w7UYFb4KFy4syZMnl8SJE2uxChhmolu2bCmbN292bEH8AfQXgichVapUOjCPrrAsEnEuXryoTXQ7dOggRYsWVdHwww8/SJcuXbQhcHRHF0CIoygGvFIbN26UUaNGqZDCdSFHjhzq1ca9BGHCLFRBSAwzcOBA9VRh1oM5DiQiQFTh4g5RhbAw4h6Eu2FmMWHChBpC0qhRo1DD43wVeEogpN566y35+OOP1eO2Y8eOR6IIoTAId0IpYvRUgfjq1avXI/GIiZsDBw6oQEAewOuvv66zvxjIBCvwVmLmGYNuDE6Qg4NHVBxDzgb65owcOVKPKY49qwH6BwjlXLRokZbGx+8lb9686kW4c+eOYw3iiyCkD7+9Tz75RPOnIK4wMXT8+PEY+e5wbYWXGpX+0PAX5xPuHRDrEH/oVRVT1wSKKkJcwOwoZkQxIMYFHzOhMPyIabQnGc6Tbdu2qacBM7G42GNAzXPIMhyDLVu2qOjE4Ao3wrhx48pzzz0nTz/9tAoOxL/bvzus624/MW32e0OYJ4prwMuWOnVqzSlAyIlzDD8EArxUmEVt0aKF5MuXT8qWLStHjhzR5+GRQUU7HIvSpUurp6pSpUp6jOzwYwxcEGKI18bMrOv7CRTDMUWZZBwPhM6iipfdZBQiqnjx4prHAXB84eHEYA89czBjju35O/Mtw/eB7xS/lYkTJ+pv5b///a889dRTWkgAIbOYhAitgAuJeRBNgN8ivMUQDAjHxW8Uv7fo9lIBXA9wbiGf67XXXtPzCddX5FrGtIefoooQF3CxwMDGTqTFDDJyPvBIoz3JcJ6gzGzFihU1cRfnEcrNYjlKz7rbJpgMxwBNGiEgMEBG40aIKQywYK+++qqkS5dOB9RYH+u67sMXzP4c8KSgcAJEEjzb8K4gDAU3ewwmEXqCvCAIKYSkYHCJmy1m6DGjipl7FOrAIAXCC4NONLnFflFCHOEtdohk9+7ddd/oEePuPQWC4ZgiXwPHFCIVuRrw9OIY9O3bVwdOCPWB9w9hY8hPw7HNnz+/FjrB9rxW+5bh+2jfvr2e4/BywENl/95huAbgO2XBCt8F3w0mdaZMmaK/M4yN7J5QEyZM0IiDCxcuaGhnaNVPoxp48vF+7IkovCdEPSDnC9dcPB8TOfEUVYS4gNASzBRj4IPEcgxwMODBTYFGe5LhPMHFFPHmn376qYa1QWBhOcSVu22CyXAM4MnB7wteKYS6OQ+wnnnmGfniiy80XwbrY13XffiC4XMgzA/CMFeuXCoEEL+PgT4Gkblz59abO7xREEoIU4Mowk0WyzHriwRqhP1hBh/CAPtEwjWW4RzCNuvWrdNwSAwW8Doo0AAPeqBej+zjirwzFDKAdwrCFIbCQfD8oj8O+uDAe4fiHhjkQVRB2GJ7mLt902LGcK5iMgDnLsLHnH/vsPfff19/G6zm6PvgdwevIqIv4I2HqMIYCZMg+N3hWofrVXTkMeE1IOQQGTJ37lydYMEkOK7JuP9i4g7FgXBNjU4oqghxAT9C/EiHDRumMbqTJk2SadOm6Q+URnuS4TxB/gdmzBMlSqR5VcjR4/ljGY4DwuXGjBmjxwghks4DrLffflvDg3CDxCwk1nW3H18wvDdcI/Be4UmywTUDnwGeK4SlIbwJJeORgwAhgDwEJHjj5o+BCRKqIRY6duz4KAQKOVfIFcAMPl4LN+lChQrpuYTrkS8fl8gazpGhQ4fqsUUpdYDZb4hQW1RhsALvFUQrKkZCfCHCwN3+aDFr+D4RloXv86effpLPPvvs0e8dkyjJkiXz2wI1wQ7CtDEJgqgMRBnAW4TwXOdCPdEFzh+ECuM6ikgBTIpjsgqCHpMv0ZWjSlFFiAu4gcPdDVc2Lg54hBuZRvPUENqVNWtW9UjA8+BunWA2/KYQ1gVh9eWXX8oLL7wgzz//vIYHYUIDlZ3cbedrhusD3qtzQRvkPKGYAopNIEQmW7ZsKrwwqwrRhBlWCEbceCG6MbsKTxQaVNpAKMBThX1gIIrjgpLteK1guB7Z1127+iqOL8IiIaowOD937pwux7UaoYBYl9dp3zZ8pwgTwyQDBuDPPvuseq4QCQLxHB3eDRI14DqGaxFClzFBhrBc5MchFx2/08iIiciASAFEDOBainxLiD0U/4Gw2rt3r2Mt70JRRQghUQwSeBGuhQFEMFdxCwvclBHWBeGBipvIvfD3aomYMUVuFQQTxCJyxPC/86ARSdbwPCHJGp8bnhZbKICDBw9qHyaIKVQMRGgbxFqw4iqq2KbAf0H4GMICkUuFUvkoyAJBTPwDXKcQwozwOkwa4h6HPE/8PuFZx3UKIjq6gchbsWKF5qJiIgohwZjUwrmG6JHoqgZIUUUIIVEMm/96DooxYCYRxwoemkDoW4NEaQwYkVeHHCg083UGleuQR4K+VBBVCKNxBoMSVEfMnDmzzv4iHM5ZdAUboXmqiH9in9vIyWHVP98H4gBlyvG9IbwZ4czIo8LEEPJecd2Obu8UJqmQh7d7926NDMF1AfcR9NFCTi5y+VBEA56r6ISiihBCohiKKs+BqEKVN8wo4uYcCLkVmBVF/hNKqLsbcCBkDQnWqCIIO3z4sOOZf4DHDtsjPPCPP/6ItqpavghFVWCBHBeER2MQzLA/3wfeJ1yfkQOL7w1eKuR1QmihMAW8RNENBBUEDKqqYmIK91u7GiGqrOK+i8Ia0Q1FFSGERDEUVZ6DEECIKlSPChRPFXIyMUOKMD7cWO3cIGdQtAL5dvBiuQt/wmATuSYYuDjnbAUjFFWBAzxTCMeCpwpeDkwwEN8G7SHQgw+5cC+//LJ6ghACGBMFKQD6VCHEHlVk33zzTXnvvfekVKlSmksV0+cTRRUhhEQxFFWeA1Fh93tCZTcUdCDEGYqqwIGiyv/A7w3l0pFDhVxhhP0hrBm5oDGR34hJK+TioZAP8k4Rao2eaBA0KEiBhusxBUUVIYREMRRVnoOYePTyshslo4gDIc5QVAUOFFX+BzztEAjwvCO0DhX/0IsPbR9wr4tu4MVHmDjCotFXFNVVq1SpoiXUIfxQQTamwkopqgghJIqhqPIczHQi+Rkzn7gxIl4f5cNRMQ89ndyFzpHggqIqcKCo8n8QTYAy6ijEg+8ypoHYQ+8/iDwImiFDhsRYDipFFSGERDEUVeED+UXwUCG3Cs1AP/roIw0xQdx+TCRBE9+CoipwoKgKDFBKPXbs2D4hqgBK9bdr106jHuBJi6nJOGdRFZl2KhRVhBDigKIq/MArhYEzKkyhEXCCBAk0rCMys30kMKCoChycRVXdunUpqvwUhGr/73//k99++82xJGZB0R/0PKxataqMHTs2RkVVpkyZKKoIISSqoKjyDPRrQu+TwYMHa+Pfxo0ba+le3BhRanzZsmX0VBGKqgACuS7wQKdPn14H5hRV/gmKC/mSqEKl1E6dOmlOVUyKKpzbKPGOXl6RqWRLUUUIIQ4oqtyDWWoMojCDh1Lh6MCP7veYtc6TJ480b95cb9LoXYVyvSidi21IcENRFThgsDt16lRJmzatVm+jqPJPKKrcM2XKFEmePLney3D/iigUVYQQ4oCiyj0YHKPnCcrf5s2bVwfJmNFDo1yETaAhLsP9iCsUVYGD7alCKew6depQVPkpFFXuGTdunMSNG1cbt0dmQpCiihBCHFBUuQeD47Vr12oy8YcffiifffaZVK9eXUMAY7K3CPFtKKoCBxaqCAwoqtyDIhmxYsVSURUZKKoIIcQBRZV7MKC6fPmyLFiwQEN/0qRJo2FAdnIxGgHfunUrxsrhEt+EoipwoKgKDCiq3ENRRQghUQxF1ZNBvtSuXbs0/hz9RerXr683w8qVK2uxCtwU0dgxMjHpJHCgqAocKKoCA4oq90BUff311xRVhBASVVBUec69e/e0S3+fPn2kTJky6rlCnw8MuJYsWaIVlCITm078H4qqwALhvtmyZdMJFOKfQFTFiROHosqFiRMnyjfffCNt2rRxLIkYFFWEEOKAoip8YLb65MmTGhaIkuqY6fvqq6/Ug7V7926GAwY5FFWBBQbitqeK3mj/hJ4q9+C1cf9CMabIQFFFCCEOKKo85+zZs7J06VLp37+/NG3aVKpVqyYlSpTQY4cbFJoCo2IYCV4oqvyTQ4cOaThU3759Zfjw4dpCAYYBOQaeuEYOHTpUf+d4HDRokD6/YcMGuXPnjmMvxBdB4+ZEiRLJ3LlzHUtiFuTj4hqBIkg4h7wtqi5cuKDValetWiWrV6+W9evXa2Vb3MPef/99KV++vJ7HGzdu1PHAypUr9RHtQjy5n1FUEUKIA4qq0MEA+erVq3LixAm9CWFAhRnrnDlz6jFDQ1DMfqIxMMUUARRV/gkGlZgkyZIli3qmUEYdljhxYvnggw/UG40mwJkyZdLl6FVXpUoVDaG6fv26Yy/EF0EUQdKkSWXevHmOJTHLvn37pHv37lKhQgUZOXKk10UVXm/IkCHaj6pBgwbSsGFDFVQFChTQyrY4pxs1aiS//vqrPo+/27VrJ8uXL/co8oKiihBCHFBUuQe5UfBMTZ8+Xav/4QZUsmRJadasmc4uLlu2TGccOaAizlBU+SeYGJk8ebL2o4JgSpEihQ7E8ZgsWTJtkor/kyRJIrly5dIcK/T5QREbhgX6Nrh+x48fX+bMmeNYErMgTBxFj1DsCN5Rb4uqgwcPqvcV4hKRFTh/MTGIyQOc35gswP9YXrhwYW1yD1GFsQE9VYQQEg4oqtyDmwlufggdQYjECy+8oDceCCqG+5DQoKjyTzCJgmbeGHhjph6Dzxw5cqjnKmvWrHqNhGHgiZl+FKbBd4vvm/g2NWrUCOpCFeiriEiLwYMHa4ElTA5goiB79uySO3duPa/RMgQTBrjHwaM1f/58HQ94UniJoooQQhxQVLkHYQ979+6VVq1a6Q0nZcqU2qMKYRSoAIg49du3bzvWJsSCosp/wQAS7RHgserQoYMUL15cf/upUqWSb7/9VvLly6eeLLRXOHbsGIvS+AnBXqgC5zUKLOG+BQ9ZoUKFHnliIa7wCMM4AF69mTNnysWLFz0OaaeoIoQQBxRV7sGNCPlUuAEuXLhQwycgsJBHUaxYMZ39ROgGilMQYkNR5d9gogQ5lChqgGsiBpsJEiTQ8LG8efPqIBhhwWivQPwDVv+zQLN6hAIiDxAe2Oeee+6RoRgLQv7g0QrvNYuiihBCHFBUeQZCKCCuMNMHjxWSjDFr3b59e0023rRpk67jSbgECVwoqgIDTJZg8InGqE2aNNGQvx49esj+/fsdaxB/gaLqcXCf6tWrl+ZP2YYw9x07djjWCB8UVYQQ4oCiynNw84P3CuWXESKERONYsWLpTDYaKGI5qwAGNxRVgQFC+zCzjwEo7PLly1qUhiF//gdF1b/BuQyPq204vyP6PiiqCCHEAUVV+IBo2rJli5akRUjQK6+8oiWWER6IOHR6qoIbiipCfAuKKu9CUUUIIQ4oqsIG3imUTkb4HyoooZ9H6dKlpWDBgnrcJkyYwNwqolBUEeJbUFR5F4oqQghxQFEVOvBKIWl90qRJ2rsDyb0oqVyzZk29Ge7cuVNOnjzJsCDyCIoqQnwLiirvQlFFCCEOKKrcg8ExKiHBK5U6dWrNm0KPD5RUX7t2rYb6EeIKRRUhvgVFlXehqCKEEAcUVe5ByWSE+0FIodwsus6j0h8EFY4TSyoTd1BUEeJbUFR5F4oqQghxQFHlHoT+nT9/XlavXq2llNGXCgNl9KpBPw80CfX3myGJeiiqCPEtKKq8C0UVIYQ4oKgKmwsXLsiKFSukUaNGkjBhQu3rsWDBArl586ZjDUIsKKoI8S0oqrwLRRUhhDigqPIMlErHzRBFKtCfavr06drbgxBnKKoI8S0oqrwLRRUhhDigqPIclE1v3ry5VKtWTaZOnSqXLl1yPEOIBUUVIb4FRZV3oagihBAHFFWegzyqJk2ayC+//KKeKooq4gpFFSG+BUWVd6GoIoQQBxRVngNRhRLrFFUkNCiqCPEtKKq8C0UVIYQ4oKjyHIoqEhYUVYT4FhRV3oWiihBCHFBUeQ5FFQkLiipCfAuKKu9CUUUIIQ4oqjxn//79mlNVvXp1mTFjBqv/kX/x8OFD6datmxQpUkSGDx+u5fgJITEHRZV3oagihBAHFFWec/jwYa3+h7Lqs2fPluvXrzueIeQfevfuLUWLFpUxY8bwHCEkhqGo8i4UVYQQ4oCi6nEQvnX37l25d+/eI7t//77e+Hbs2KGCqkKFCjJhwgQ5ffq0ru+8rm1///23Y48kkLhz5456n06ePKm/FzzadurUKTl69KiGiGbPnl0HTtu2bXtsHWxj29mzZ/VcI4R4D4oq70JRRQghDiiqLG7evKkD4u3bt8vGjRtl06ZNsnnzZrWtW7fKnj17ZNy4cZI3b17JkiWLtG3bVhYvXqxCC8/b62LbDRs2yMGDB1WMkcAB58jatWtl5MiR0q9fP+nbt68+2jZ48GD1UhUqVEgSJUokpUqVkg4dOkj//v1lwIABj63bo0cPXR/nDoQ5IcQ7UFR5F4oqQghxQFElKn4WLFggderU0RtdjRo1NG/KNtyU69WrJ8WLF5e4cePK119/Lbly5ZLKlStLrVq1Hq2PRxzH8uXLS9OmTWXJkiVy8eJFx6sQf2f37t1St25dKVCggPz00096XqBoiW34H99/4cKF9TeFEECcT3gO54f9iPOkdOnS+nz79u3Vm0WPFSHegaLKu1BUEUKIA4oqkWvXrkmzZs3k008/lXTp0ml4X9myZaVMmTKPDP/D81CsWDEdDJcsWfKx52HlypWTEiVKSJo0aSRjxozSokULvYGSwGDevHmSNm1aSZ06tXTp0kUGDRokffr0+ZfBgwUL7Tl4rho1aiQFCxbU8wWeLxY9IcQ7UFR5F4oqQghxQFElcv78efU4xY8fXwfLCOND+J+rYTnCA2F2yJ/r8zie8D5AdDVo0EDWrVvneBXi76A4CQQzvEz79u3THKnjx4//y7Ac+XZ4PHHixGPP4X8YvJg4PyDgEQZIjyYh3oGiyrtQVBFCiAOKKtGCAQjrypYtmx6PyIIBc8OGDTUEcPXq1Y6lxN+ZO3euniMQQ5EFAgt5VRjwofQ6RRUh3oGiyrtQVBFCiAOKKtEGrciZQgEKFJ+IDOhTNGfOHBVpEFVRIdKIbwBRlTVrVs29Q4XHyHDgwAH1iiLHiqKKEO9BUeVdKKoIIcQBRdU/oipz5sxasCIyYLA9a9YsHXhTVAUWtqiqXbu23L5927E0Yvzxxx/SuXNniipCvAxFlXehqCKEEAcUVSKXLl3SkK6oFlVoFIzy6iQwwLmB8L+oFFWoBDhq1Ci5evWq4xlCSFRCUeVdKKoIIcQBRRU9VcQz6KkixP+gqPIuFFWEEOIgEETV9WvX9L3/eeKEnDSPntqpkyfl1KlTsmP7dqlibnCZMmWShQsXOvYaMdDzClXiatasKbWMTZ82TV/jDKrBuXkPNN82+xzB+YXS599++60K5siKqv3796uoQq+zrl26yM4dO+Tc2bP6eu7eB85tVA3EOrdu3ZKQkBDHngghT4KiyrtQVBFCiAN/FlXXb9yQzVu2yOgxY6Rbt27SvXt36dWrl8fWp3dv6W2sTZs2kj59evk2XTqt3BcZIKrg0ahSpYrkzZtXG77iNfr16+f2PdB83/D9oVJfpUqVdHBWv379SDfrPXTokIoqNBJG77PWrVvLgIEDpbeb14f17NlTehjDI8IFd+3erUVRCCFPhqLKu1BUEUKIA38WVbv37JF6DRtKpuzZJYOx7PnySe7ChSVXoUIeGdbNbR4z58olH37yiTZ1Xb5smWPvEePBgwcyf/58KV+hgiRInFiSmH3iNfIUKeL2PdB83/D95ShYUBKmSCHvf/ihlsuPbPW/I0eO6MAqfcaMEjdRIsmYI4fk/eEHt68Pw7ma5/vvJbkR/kmSJVOhBY8VIeTJUFR5F4oqQghx4M+iatWqVZLfDDZTmfdfvkkTadi/vzQbMkSaeGhNYYMHy/917SpJs2SRdN9+K0ujyFP1Y9WqksUMxEugtLp5jeYur03zD7PPkcbGvv/lF4kVL540iAJP1eFDh3RgpZMAZcvqOdhi6FC37wGG87qNeT5v5cry3qefSt3ateXypUuOvRFCQoOiyrtQVBFCiAN/FlXLly6V74sXl7JmkDtp927Z/PCh7DLLdxjb7oHtdNjiCxektNlHxsyZZVEUFKqYPWuW1KhTR35q1kyGrVunr7HbmLv3QPNts8+RbcZ6zp8vqbJlU0FzJ5I5VQcchSrK1aghLUaOlGWXL8s+szy0cxfn9SFjvcx7SJExozSoV08unD9vlhBCngRFlXehqCKEEAf+LqqKGFFVsXFjmXHggA5+9xvba2yPB4ZBLGzl9etSzuwjY5YsUSaq/q9uXfm5ZUsZvWWLvsYBY+7eA823zT5HIIr7LVkiabJnj1JRVaFmTWljBlZrzP4Om+Whnbs4r08Y679smaQ25ylFFSGeQVHlXSiqCCHEgT+LqhVmgPlDiRJSrn59mWhuVBsfPHjkVdjqgdlegEXnzkkpM0iNak9VlaZNZag5vniN3425ew803zb7HNlirMfcuZIqa9ao9VRVry7Nhw+XJRcvqngK7dzFeQ1h3nPePEmZKZM0NOc8RRUhYUNR5V0oqgghxAFFFUUVLXSjqCLEv6Go8i4UVYQQ4oCiKmpFlfapoqgKGAtNVN29c8csiTgHHX2qKKoI8S4UVd6FoooQQhzYoqpatWpBL6qyZMsma1evNksiByoI1mnYUAtVDDH7o6jyX3MWVd3nzJHU5hxp2rix+S9ynD97Vvr27SsVzYCv2bBhWiyFooqQqIeiyrtQVBFCiAOIquzZs0vVqlWDWlSVqF1bUqdJI1MnT5arV6/K1StXImTnzGB53Jgx8uPPP0ulRo1kKEWVX5t9juDvHkZUJU2fXqpUrCjHjhyRc2fORNjWrlolTX79VUqYgRVEFT1VhHgHiirvQlFFCCEOVptBf5YsWaRSpUpy9OhRx1L/ICpEFUpYQ1QVrVFD3nv3XSmcP7+0bNFCmjVrJs2aNg2XNW/eTBo1bCgF8uWTNN9+KyXMzXz4unX6GhRV/mk4l+zzpO/ChRI7cWL56L33JPd330m+3LkjbJm+TSdff/mlZMyTW9qOGycrr12jqCLEC1BUeReKKkIIcYAGupkzZw5KUYX1sD4GtA379ZMU5jiky5ZN8pUsIXlLFDdWzPxdTB/zFCsmud0Yltvr5S9VXHIWKSJps2eXHEWLSsM+fWTGwYM6IMfruHsPNN82nCMwiOJpf+yR8g3rSeoc2SVRhvSSMP0/hv8TZ7TM+Tl7eSLHcvv/ZFkySppc30nV1i1k7NaNsumve496mbl7HxRVhEQMiirvQlFFCCEOnMP/TpxAJxz/IbKiCoZB7Ja//9Y+Vz1+my0dJ0+SrtOnStcZU6WLeewyzfrb/r/z1KnSyRgeO5vnsOzRunh+2hTpMHGC9Fm4UGYaQbXu7t1HA3N3r0/zbcP3ZnuqNj64J4vPn5Pfjh2RGYf3y/SD+2XqfsumHTBm/sfjVJhjOf7W55yXGZt+6IDMNvtZevG8bLh3x7xWyBPPEYoqQiIGRZV3oagihBAHwVyoAmYPmjcbYbX2zm1Zc/OqGeRelrV3L8v801fMAPqKLL9yRdbfuyLr7lyRFVevyFLzP5atun5F1ty2ls3784osPGu2u3NZ1tzA8tta3CA0zwPNPwznExry4nHDA3OePLQa8Z522HFjaNr7hzF4mhDCB/FzxGH4G9vbTYTxPAQabJcxnB/r74o5n8z5fNX6e8vf/z6HKaoIiRgUVd6FoooQQhwEc0l1Z8PgFtvicY4ZKfdZINJhokjbcSIdJ4uM2mhezwx88TxCwbDu1hCRmYdEukwTaTpYpMdskVlmhL3RDIztfbl7LZrvG84hfIeb7lvnw4Al1rnQZqx1XvQ3/y8wqgrCaIs5D6YaxdRzjlm+SIzAts4R2G9HRYasEBmz2TpXJhvl1des02qUdc40G2o9Yr8DlorMNutvuGeJLuf3g/dCUUVI+KGo8i4UVYQQ4oCiyjIMgLHdb0dEfm4jkiityLd5RDIXFPlfMpHsRY14mm6O101rcItB79wTIr+0F4mTRCRWfGvdX9qZAfZey2uBfbp7LZpvG84DW2RPN192dfMd41xIm1MkV0mR5Jmt86NOd5Hll0XW3RFpN17ku+IihatYAgzeKXilILRK1zEDu84ivedb/1fvIJIut8inX4t8/JU5dxKI5DDb1u0hMnKDyNpb/5yP9nuiqCIkYlBUeReKKkIIcUBRZa2P0KyFZ0SqtRVJllEkkxFIP5u/65jBcP4KIkkziJSoaQkmDG5XXhNpPVokWxEzyM4kkqesGVQXs7brYe7dEFXwYrh7PZpvGwQzzoml50RajLTEVJrvRKq2FmnaT6RcY5GUWUVSZBFpaZ6Hx6rxQCOuk1rL4blEiCDOKZwjOCeK1bDOiwlm5wPMI86lDz8XefElS7RDjA9eIDLr0D+eKooqQiIPRZV3oagihBAHwS6qsC68EntDREasE4mb3PJCDFsrsuWhGdz+bQ2aG/YxIssMqiea0S7yZxacEqnSwhpwl6knMnCZ5YWA52roSsvTQE+VfxoE8Sbz3Q9eIVL0F5EM+UR+HWTlO+0258O6myIdJ4l8GVckcyGRsWYjhPEl+dZat/ss6xyBt6r9BEtsl6ojMmS12b85zw4Zg0cqTxlzvhlBVaGR5fX8wyzH867vB0ZRRUjEoKjyLhRVhBDiINhFFQQVbMsDka7TrXCsdLlEll4SQS1EeBwgjiCsppt/Vl61wroQ9qUD6fQi8VKINDCiCzkzGByvceRehed90HzHIIbgLWo+3Ar7LGkEEUQQlqMoBYpTIIcqXkqRxEZI9Zpnff+2hxO5dbaoQv5VjhIipetaQh3n0kljk3aJFKpiBHwakaqtrPPpmFke2vlLUUVIxKCo8i4UVYQQ4oCiyrJ1ZhDddqzIZ99YIX2rrlnV2+x1EMplCyy8xiZzH5xqRs7lGol88T/Lw1Wxicig5eZ9XbTeA0WVfxq+6/V3rBynLIVFqne0RBS+T4R0QlSheAVC/eCd6jxVpFE/K08K6zt7qpxF1dA11j4gzEZvEslXXiS+EWaVzHkz3ygtnF+hnTMUVYREDIoq70JRRQghDmxRVb16dTl79qxjqX8QlaJqw30rVOtTI6qyfm/lTEFUIbcFhv3i0d5uW4gZeJttxpmNUdgiQSqRdz60cm+6zrDCx1zzYmj+YSqq7orU723OBSOwEdI5xSgkfJ8IDbRFlV2wAiIK4gnhfCg4gf8hgCCsOk0RyVnqn/A/iipCoheKKu9CUUUIIQ5Wr16tzX9x47l06ZJjqX8QlaJq899WgYHPYotkKiCyzBwKiCp4JuCdWntbZOlFc7xuivaf2vTA6i202IxrMcDuP98KFXv3I5EKv1rr2vt297o03zVbVP060BJJVY1onmhOBJwLeA5heih9niSDSEIjqvotMLZIpPj/WQVLEP530KwDkYRzKrcRW6VqiwxeSVFFSHRDUeVdKKoIIcTB2rVr5dtvv5UMGTLI+PHj5fBhDPn8g6gsVIEB89DVZpCcxrLe84yAumD1nJpt1BWqu6GENvKqENaFHBh4pFDdDaFhW819EZ6N1960BsvoVYT9Onu3aP5hWqjCiOb+i0W+ryqSIb9Ig75GaBuhvPW+yEIjqJoMFvk6kUg2I6QnmpMOVf2KVRdJlE6kXk/z3d8z65pzp2Zn63xCWfUJZj2cD4eMoe8ZxNb/klqFKuab84WiipCoh6LKu1BUEUKIg507d0rx4sUlbty4+ti7d2/Ztm2b3LhxQ+7fvy8hISGONX2PqBBVMKyPAe3c4yIla4kkTW+Fa3UzomnUBpGmQ6yCBGlyiIzebIV/LTpj9S9C/lXlpkaEzTWD48ZWoYvyZpAMTxcG0PRU+Z/he0N4J7yN9XqJxEpoCatus0TGbjECu79V5Q+FKVCgAk2hF50133tD6/tHCX6cNyPXieQqLfLl/0RqdbXOCYh3nGv0VBESPVBUeReKKkIIcXDlyhVZvny5DB06VFq1aiWVKlWSIkWKSMOGDWXFihXywAgVXyWqRBUM3omN96wqb3V6iJQw4qpoDStsCx6IgpWtwgXzT1mhXWgCjDAvPIeKbwj7QjW3sg2sYhWb7jsG54790/zH8J3ZXkaE/f3USiSvEUAor17SnA/5KooUqCTSyIirGeZkgADbYr7vvgutcwBhoEXNeYFzI285kYq/iowxYnzrQ0tUwdMJrxVK8WcsYAmuhUaUIbSQooqQqIWiyrtQVBFCiBMPHz6Uffv2SZcuXSRlypTy4osvSurUqWXy5MnqrfJVolJUwTCIhs0/LdJtptUIGN6HBr0tsQUhhX3bYmnVdZEhK0VqdLQ8Ww37mUH47+6bt9L8y+zvGX/DC4XGvRBXZeqaQVonS0AtufDPOQOxhLy7kRutUEF4PBHyh/DQWYdFNhtBhXMT6yJHb95JkS7TRRoPEum/RGSlOZewj9DOGYoqQiIGRZV3oagihBADQvtu3rwpGzdulI4dO0rOnDnlm2++kXTp0kmbNm3kjz/+kL///tuxtu8R1aIK22F7/I3qfwjJmnPMDKrP/SOU7HA+rAtbd0dk4RmR38x6S8wYF6XWsU5E3wPNdwzfIb5zPK6+YeXJ/XbU+r7X3Hr8eXznMFSRhNhCHh7WRTGTLSH/nBO2bXxgnWMICUTxE4guLHf3PmAUVYREDIoq70JRRQgJam7duiUbNmzQ/Kl69eppj6pq1apJgwYNpFu3bjJjxgw5ePCgT3upQFSLKtswUEY4IEpiI88F4VrwLtiCyjb8D++C63qRfX2ab5nr+YAwPfzvej7ge8f3j+exHgyNol3PSVSPtPeJc8b2UGG58/6cjaKKkIhBUeVdKKoIIUEJwvwgloYPHy6VK1dWj1SWLFmkZs2aMmXKFDl27JhPe6Zc8ZaogmEfrhaZ9Wj+bZ5+z56uB/NkHdsoqgiJGBRV3oWiihASlCDUD96pRIkSyccffywFCxaUESNGyK5du+Ty5cuOtfwHb4oqGs2XjKKKkIiBSUOIqjlz5jiWxCwUVYQQEgDcvn1bpk6dKmXKlFEPVbFixaR169YyZswYWblypZw5c8axpn9AUUULFqOoIiRiIMQ9Xrx4smjRIseSmIWiihBCAgAUpkCJ9OPHj8u0adN0Bi9XrlySO3duDZGAuNqxY4ecPXtW+1T5+sWeoooWLEZRRUj4QO4w7nWlS5fWAky45/nCPY2iihBCAoxr166pgEKc+YABA6RJkyaaZ1WyZEmpVauWTJw4UU6ePOlY2zehqKIFi1FUEeI5ly5d0pYgFStWlE8//VTee+89ad68uezfj/IxMQtFFSGEBDDwXi1YsEDKlSsn7777rrz66qvyww8/yNKlS336gk9RRQsWo6givggKG2GCbufOnTJ//nyZNWuWzJ49O8YMk4R4RBVbRGG88MIL8tRTTz3qvYgiTQiDj0koqgghJEC5c+eOnDp1ShYvXqzeqvTp08tXX30l33//vd6c8LyvQlFFCxajqCK+CAQK+hy2aNFC8ufPr1a0aFGdlIsJK2HuB0WKFJGECRM+ElS2Pf300/LLL7/IhQsXHO8+ZqCoIoSQAOPu3buybt066dKli1SpUkXDJBo2bKgzfKgICM/VkSNH6Kmi0XzAKKqIL4L821GjRmneUr58+TRPt23bttKyZUsVWtFtHTp0kKZNm6pXyllQ2YZoDIqqqIWiihASlODi/ccff2iIxKBBg6RNmzba9Beze3iEmDpwAEM3/4CiihYsRlFFfJGjR49K9+7dVawgZwlVZLEM9xHkL0W3odfi3r17pW/fvpIxY0Z55ZVXVEzBa4Wy6n369GH4XxRDUUUICUpQDWngwIE6i/fll19qnyr8v3btWq2SdP36dcea/gFFFS1YjKKK+CKIZujRo4dUrVpVhcyJEyc0zwqN5mPC8NoQKSiyNHLkSK1s+8wzz2ihCniw0Pw+phvcU1QRQkgAgJC/KVOm6I3m/fffl88++0wqVaqknisILn+DoooWLEZRRXwReKV69eol1atXl8GDB8t5Hzonz507JwsXLpQMGTJIrFixtKS6L0BRRQghAQD6VKHB7zwzMEOoRoECBSRv3rzaowpl1dEcEeGBV65cifHZPE+gqKIFi1FUEV/EFlUoAIF7CIoe+Rq1a9eWuHHjyty5cx1LYhaKKkIICRAglm7evKk3v23btmkvDyQVo9pfzpw55eeff5bRo0fLnj171LPly1BU0YLFKKqIL+IPoqpu3boUVV6EoooQQhzcu3dPe4yMGTNGKzdlzpxZkiRJotUAV69erd4tX4WiihYsRlFFfBF/EFWIxECRCoS5+wIUVYQQEqDcv39fy+KiYhJK46J4BRoAp02bVmPQKapotJg3iirii1BUhR+KKkIICUDgpdq6dav069dPC1bkyZNHwwDr1asnEydO1EpOvgxFFS1YjKKK+CIUVeGHoooQQgIAeJ0uX76suVQzZ87UErjNmjXTHlVlypSRGjVqyJAhQ/ymVxVFFS1YjKKK+CIUVeGHoooQQgIAhPqhJxWqISVLlkzixImjjX8hpBD+d+PGDZ8vTuEMRRUtWIyiivgiFFXhh6KKEEICADT3HTFihDb/ffHFF+Wrr75STxUu8v4IRRUtWIyiivgiFFXhh6KKEEICAJRSnz9/vjRs2FBKlSqlF/VWrVpp5/ndu3drR3p/gqKKFixGUUV8EYqq8ENRRQghAQB6VN26dUsuXLgg+/btk+nTp+uFPXny5NK6dWsN//MnVq9cKUVLlpTyRiRO2bNHtoSEyG6zHAPQHaEYBRfNFw3n5ZMMvuSDxnrNn6+iqlGDBnLR/I4JiUkoqsIPRRUhhAQg58+flz59+kjs2LG1+h9Kq/sTmzdulBJlykjlJk1k1pEjKqgOG8OM/n43ttcYBJe7QS2NFlMG0bTdGEQ/zk93tsfYEWN9Fi2SVJkzS+OGDeXqlStmCSExB0VV+KGoIoSQAGXDhg2SI0cOqVq1qs+VUL927Zp61PAebdtohBRs06ZN0q9vX8mYJYvkKF5cWpmb09C1a2WMeW6ksRG2mW2GGxu7davMPnxY1ty48Wj2390Al0aLbrNF1eaHD2XdnTuy1ti6u3cfs0337smuBw+k84wZkvTbb6VOrVryp/m9oi0Ciss4GwrS+HJ/ORI4UFSFH4oqQggJUCBQcubM6XOiCvlfy5cvl/r160uRIkWkdOnSUrZsWbVy5cpJhQoVJHfu3BInblyJlzSpZClQQPKWKSMFzHP5zTq25TPLsDy/WV61eXMVXRjEwivgPKh1J7Ls5a7POS93fc7VPF2P5nvm7rsL7bt0Xje0dZzXs/+GmFpvRND8kydlwo4dMmL9erWRGzY8ZmM2b5bJZjBWs3t3iZMkiZQqWVLzIzeb5ZhgsCcd1q1bJ1u2bNHBLkJ9Ka6IN6GoCj8UVYQQEqCsWbNGvvvuO/n555/lzz//dCyNWTAQRIn3Ll26SL58+SRv3rx6065Vq5b20oLhRolleN+waubvX8zy6sbwaNv/1awpterUUQGWMn16aTpkiKy/e1dDqjCohbjaZQw5KxjgOg+A8RyWY13n57AcoYYwd9vBnPeN9fCI/+0BNc33Dd+7naOH79j5XHEWRvZ5Yp8rWAeGbbYYs/fnuj3+32ds5qFD8nObNpKvbFn5oWpVKW7O5WLVqj1mxatXl9K1a0vG/Pnl488/lxQpUujEAn4D6DNnW8WKFaVKlSrSvn17WbVqlXqyCPEWFFXhh6KKEEK8CBryHjx4UI4dOya3b992LA0dXITPnTunFtkLsq+KqqVLl2o/LQwce/furR61HTt26My8bZiR37p1q2w1j1vwv9Nztu3Yvl1279olbVq1kgRJkkgV87jy2jUd0G4NEVlvxpxrbpnHu2YAbP63B8p43PzQWr7WfCUbH/wzyMZ6K66KLL1knrtjDZ7xHLazB8v4H/tYfVNk2WXzeMPazh6g2wNtmu+Zfv8u58Ym8zPDOYBzYcN9ax18j5v/tv5fZ84DnAt4Ht85/sf3bZ8Tuq45n7A/5/MJeVIDli2TWPHjy5effSZl4YWtVEnKlS//bzO/hdJlykjx4sW1eic8tuXNcmfLb0RX2rRp9TeNfEmE0BLiLSiqwg9FFSGEeJGZM2dKyZIldaZ50aJFYVbhu3jxogqNvn37qiCLDL4qqnAc6tSpo8Jq7ty5cufOHc0Vwcy7sz148ECX33dZ/uh58xxuWmNHjZLkqVJJpRYtZMW1qyp8MMiddVik7yKRERssoYRBNQa7m/DcIZFha0TGmlExBJTtYZhptuk5R6TDJJGhq0UWn7MG0Bg4w7AeBttzT4gMXCrSZZoZOC8RmXPcGpxjHezHdTBP8w3T7998T+PNF9V7gcgEswDf/5xjEEAio7cYoWWEFL5niKSZ5jwZvcmcJ2b5xF3mOzfrDFlpziejZ+CZwv5gvx0159pCa93l5meLc9Askm5msPfRF19I0QIFZMe2bbJz+3adDHjMzHJ9bscO2bVrlw7Mtpvl28wyGP6GzZo1Sxo1aqQhs/D0Rvb6QMiToKgKPxRVhBDiJSAKunXrJm+88Ya8/fbbOhjq2LGj3gAOH0Ytu38Dj1ahQoXk+++/l5MnTzqWRgzkYCCnqnr16nL69GnH0pgFomrJkiXaTwsDRORWRZbpU6dK2gwZpErr1rLy+jUd5O42wmnkepF8FURK1RaZZEbJEFOoFLjSDIjr9RIpUlWk3TiRZWZQPd+IpCaDRMrUE6nUzLIfqomUa2AG20Y8bbxnDZRXmHFsHzMY/7G5te6PLcw6Da3/IcQgwuDxgrhyN6inxawhJA+epjrdRXKWMt/5YHP+HLC+4yLm+y5TX2SqWQnf9dKLlsCu0VGk2VCR/ovNedHUOi8gylBxEuJr3U3z/DCzv5IiTYdYAh7LIaq6zp4tX8SJI00amBMpkly6dEnGjBkjP/30k3Tv3p2iingViqrwQ1FFCCFeAgUZevToIf/973/lqaeekueff17FVaZMmaRDhw6afI6+UvDU2MCjlDlzZsmSJYscP37csTRirF+/XrJnz66DsMgKtKjCWVQ1MANN/I1lkWHKpEmSJn16FVUrrl17NKAdtVEkYVqR/yUVaTvWGuwiJGvmQZHUOUQ+iy3SaqQZPF8Q6ThZJF5KkURm/ZpdLIGVtYhIrAQiVYxwWnTWChXrNVckT1mRlNlEStcRaTxApKwZiKfKLpK3nPWae83HwaDc3aCeFrOGflAI18R39fYH5rszWmecEUjtJoh8k0jkk1gitY3gWmLOCQhkiK4cRiz93FZkyCoj0suLEUkirUeb/RmRjlDCGUaUYflHX1hibYsZR6FMuu2p+sIM+urXqmX+ixwoNjN06FAdsOG6QlFFvAlFVfihqCKEEC8BUYWb0nvvvaeiyraXXnpJ4sSJI7ly5VJxgRA4Oz/izJkzKqpgkRVVCxcu1BwMeMgQPhRZ8RJVIKfKFlWLFy/WxsWRYfLEiY+JKniqDhlD6FaRn0ViJxEpUVNk2n6RP8zywStEvown8rUZRMP7MN4ooAq/inybxwye25hB8j6RBUZ9IbQPHqgGvS3vxezDlpcibnKRGp1EJm4RmWOWjTRC6v/M/xXNPhAyuOXeP/k27gb2tJgznBerr4t8V1zk5dfMeWG0zljzRHsjqiCWnnpaJH4qkUHLzTlwRqRRf5HMhUWqt7fOAXguIZ4qNBaZ96cltLFuxgJGvCezPJ8QVPBiQcDboqquGfxFFgxyBw8eLJUrV6aoIl6Hoir8UFQRQogXGTZsmHz00UePiSpn++CDDzTUD+E8qOgFIZQqVSqtjBdW/tWTQG4Gwv4+/fRTiRcvnrRt21YOHEDr3JgHZaKbN2+uwgr5Vd4QVRjUrjSD505TRFJmFUmeycqZWXfL8jLAg1WgkhX61WO25X2CsBpjhBJCxODR2PTAyp2aaEQXcqZGrBdJlM4SaRBikLxYF56xOWY9hBsijws5ORjAU1T5ntmeKnzfb71nhfvBU9V5qkgc872an6S894lIvZ7m+9xgeSJzlRap1cWIrNOWRytpBpFMBa38KoSOQnilyyVS9Bfr/MG5B0OAL0UV8VcoqsIPRRUhhLjw8OFDFTTIYbAr8UXEjhw5Iu3atfuXp8rZnn76aXnllVfk/fff1/LiqPL1ySefaNgeKuK5229YBkGFmw1yuZ599ll57rnnJG7cuBpyuHPnTrfbRJedPXtWpkyZou+vXr16Gv4X1aIKoXcoIrDloRFERmFlNgPgT78WaTvODKCN0infSCTL91b+C8L62owRyfaDSNXWVjECiDJ4G7Af5EZtM28PFd0GrRCJm0IkQWrLawFRBUGF9SCgUMACZlcapPmehSaqkA/3TWKR198SSZ/XEkjVO4jU7Grl5eFvnCvIzStoxDiE9a8DrdC/738SSZZRpMUIK2QQ5x7y6rwlqjBgw2CX1f+IN0G4KapMYnKOosozKKoIIcQFiKGmTZtKsWLFVOjkyZMnQoYiEfASvfjii24Flau98MILmnOF3CuIrGzZsrndb1iGfKx33333X/v/4osvNKzQ3TbRaalTp5bEiRNrVUJ45yIblugqqiCEIHQgjNaZATQKUrz7kZXv0qif5W3KXUZk9GZrgI0iBFkLW3kzk8yIGALJFkvYB/x7+BueLoT+YftpRlQdM8vwWhisYxCNIhh4pIfKdy00UQXB/XVCywsFAZU2p0iS9Fa+XIGK1rmx+LzIhlsitY3Q+vhLkVJ1RPouEEmRxYiqTJZna6sZQ+FcgbDylqhCrypUB3XOxSQkqkEoev/+/VW4DBw4kKLKAyiqCCHEhZUrV0qsWLHU05MmTRrNS4qIIYwPQgYiyVXguDN4lV577TX1LEFcJU+e3O1+w7KkSZPqe3fdP0IN8Zy7baLTIDRxI0QBjdWrVzuOesRxJ6pgyJ/C4LZ+b5E4SY2QKm2Fab30ikjJWuZ7viiy8b5I82Ei3xUT+amlJaogpCCQIKxQmn3VFavIxeBVVjELeKvgqULpD4T/IdQL/YyWmEE3KguiyqC7AT0t5i00UdVqtMhX8S0BhVL535WwnkdBEuTaVTOiCqXXkSfV04zfYpl1UdQEgv2zb6wcrfnmhMD5YIvyqBZVqAwKUVW2bFlp0qSJoJcbJoBQSZRGi0rDeYXKrI0bN9aWIKhi6yttOZyhqPIuFFWEkEiDvCaIKpQ2Ryjdnj17ImRoUPvrr7/KO++88y+B42wQXa+++qqkN8KgcOHCKn5QIRA3NXf7DctWrFihAy94vrB/hBh+/vnnWhhi2bJlbreJTkOeGWbb69atq0Urojr8zxZV8BpBVA01YiivGUR/+IXIi/8ReeV1kV8HGDFkXnZbiBn4zhAp/KMV8oVy6ajqtss8hwpwYzZbxSxQ5AKD77RGlCFMrP8SkZ3mfrnTrAfvBPoTIYQMpbZRvAADeHqsfM9sUQWB/cY7IqXrWd9ry5FWoQoUNkEBiuZDrWImL71qVQT8xYiq5UZcnzHbTzSKCeL8BXMuvfqGVbjil/Yia29ZQh6vgxDSqBZVCMcaNGiQFCxYUBsBt2nTRj1WyMek0aLKkK+HsD/cuwoUKKARF2gFQlEVNhRVhBDiwoIFC9SbUisKyiAPHz78iYUq3nrrLW3Qi5nn2bNny/Tp09VDhUHT7du3HXsJPyinXqZMGfnwww9VIEJQIZ/KF4DYbNGihfap8kahCltU4dPC5p+yQrpeec3cJMxdAvkvqACIATY8CqgSWLWVVagAvYZQNn24eR6VAFFWvap5xDrIqfnJrAdvFUpytx1tBNtyq+JbwcqWl2PwSvOaD/7Js3Id1NNi1uzqf9mLivznFZHiNY1wNk/AW/nB55YHa6352S06LpLPfMc4XyCe8L1DVKHbG6oClm8o8vwL1vNpc4g2gN5iTmN4OfE63hRVuXPnlm+//VYqVKigTbRRSIBGiypDDhXESrly5XRiEREFkydP1hxjX4OiyrtQVBFCIg08VRBVyPmJTL7PrVu3pHfv3pof5SykkGOFYhQID8TFd8KECVrAAWA2EF4q5EVhEBUZINLwGphthMjylQs8vFMQVN4qqW6LKhjEzfo7VhPX5JmtvlM1O4vMOWYNgCGq0GuozzyR9PmsSoGoAlitnUiG/CIJ01iNgldds0IBR22w8mzgqShcxQoLg3cjg9kWzYCnmJ0iBAyv6zyYp/mGIT9uzU0jpozGiZXQEkvwPKFPWVIjtiGyNpqfCdZDlcjYia1cK5wDdp+z1Wb7rjNF0hgxhefQ1wyCGyLa/t69IarQYgGiCtVCke+JkKwRI0ZoSCCNFtXWr18/zamaNWuWhgTev3/fcSb6DhRV3oWiihASaWxRVbVqVa0EGFHs5r/O4X//+c9/JFmyZCoq5s+frzerq1fNaM0BmvTafaqQQxEZIKRQ7AKhdr4SuuHa/NebogqDW81vMaIJIV0N+4rU6Gg16F1zyxoA28ILogmFK1CwoE4Paz08olfVbDOS3mreItbbYATa9P1WCW4MtGt1tR47mf+Rj7XutjWgppfKNw1CesM9S0T91NqInllWuXyEb+K7bD/JquAIUYWQz8b9zcDNnAv9FlliDPlzeB7bwLsFDyhK7WMZvnP7e/eGqLJzqlAhtLU51/ft2/eooiaNFtWGQhU4v1Bl8sGDB46z0LegqPIuFFWEkEgTVaIKM3tdu3bV4hPImUKZdJQRHzVqlOzejYyff4MKX6g4CO9SZIXQunXrNB4e4RynTyNwKeaJblEFgzcKXqbfjEadedAIqBtWqJb9PAbC+DbgYcJzyIsavk5klhFT2A55WfY+sR4MIWLT/rAEGopWQKRhPQym7f3SfM8gjCGAEBKK7w3FJSCWll22yqPPM/+jJD7OmfVGfC08Y/UeW2QeNzqFdW4yYyVsi21QnATnhrOQ9oaocq7+By/C3bt3Hc8QEpxQVHkXiipCSKSJKlEFJpoBf65cuaREiRIydepUnfl7EufPn5f27dtrT6mLFy86lkaMNWvWaL4WwhjhAfMFYkJUwWwvgm3Oz9nPP7adGVjby5zX/9d6DrOXuds3zfcM35NtrsuetI6759w9701Rhea/PXv2fMzDTUgwQlHlXSiqCCGRJipFFTxEmzZt0outJ8064d1COVsMoCIbcuEsqnw1/A9/RyZvDUyZNMkjUYWBLjwQrs85GzwRWAeG9UNbF8vt/dnruRtc03zT7O/Z9jzZ3yf+x/NbjNnnjPNy28I6n/Cct8L/IKoQVnz58mXHM4QEJxRV3oWiihASaaJSVMUkviqqcHzr168vzZo1U8EZWebPnSvpMmaUyi1byvKrV3WQ626gS6NFl9miquvs2fJFnDjSxJzvkQXV18aMGaPhfyh9TVFFgh1bVM2ZM8exJGahqCKEEBcoqrwHRBX6b0FU4fjixoOqZnh/zobu/Xay9KmTJ+WkWRaa9e/dW5KmSKGeqpXXr1NU0WLcnD1Vn8SKJT9VqCCXLl58ol02ounKlSsqlhD662po9oscTbRKQOU/iioS7CBfOE6cODJv3jzHkpiFoooQQlygqPIuaAAML1XChAnVUKEQRTycLVfu3FKoYEEpWKCA5MmZU3KZZTmx3I3FNzfVzz7/XOr17Ckb7t/XAS1D8WgxaTgHUX69j7mWfPzll/I/I6waNWyo/egaN2r0mKES6KP/GzdWwzKEyMLwN6xixYr628iRI4f06tWLOVUk6EFfra+//pqeKi9BUUUIiTQUVd4Fs/HooYXmpRgk2iXknS1B/Pjy8iuvyGvvvCNfJ00qiTNmlKRmeRI3ltJ8xmLVqsmQlStla0gIRRUtxg05WPuNTdy1SwqZAVZKc57mLlpU8pUsKXmKF3/M8pplBcqWlXTmt/ClGSAmT5ZMChcurMVtipvnbcuXL59WBa1bt65eo+7cuWNegZDgBU3kv/rqK/VYoUUJJuyuX7/ueDb6oagihBAXKKq8C6r9oTEyQvuQfI/CHK42dswYyZYzp+QzwqvH3Lkydf9+mWOWzzI208V+O35cFp87J+vMIBMDWgoqWkybXchi1Y0bMm7bNullzuEu06dL1xkz/mU9fvtN+i9aJBWbNZOvzHUH3tmRI0fqxAMar84w68CmTJmiCfk7duzQiYnIFnghxN+ZOXOm5M+fX5IkSaIN82vXri3Tpk3T+11kq8pGBIoqQghxgaIq5tm+dauULl9eqjRvLnPNe8es/wljCKlCroqrHTSGPlHuBrg0WkyZLfDX3b2rRVSWGzGkj062+vp12XL7trSbPFkSpU0rNapXl0MHD2q1UBjC/GAQUmgoHhODRUJ8EfwucJ/r3Lmzti755ptvJE2aNNKnTx/9vUQ3FFWEEOICRVXMs3L5cvmhRAkp16CBTNq1SzaZm5NdvhoDVXfmOqCl0WLacF7inEU4YGiGZtKYGOi9YIGkypxZGplzHkUrCCGhgzC/Q4cOyebNm2XSpEmaX5UqVSoVVSjoguIu0Q1FFSGEuEBRFfOsWLbMElX168tEc6Pa+OABc6Vofmm2sArN4GE9ZIyiihDPQOXLpUuXSqtWraRkyZJSsGBB7d+GqpiLFi3SZveR7fMYESiqCCHEBYqqmIeiihYshvP6gLGe8+ZJykyZpKE55y+cP2+WEEJs0Kdt9erVMnDgQGnZsqW25UCfKuRRdejQQaZPn65N82MSiipCCHGBoirmoaiiBYtRVBESNhAsDRo0kC+//FLeeecdrYSJgi7oc+grUFQRQogLgSKq1q5d+0hUIRzCn6CoogWLUVQREjbr1q3TNhxvvPGGvP3221KqVCkto3779m3HGjEPRRUhhLgQKKJqy5YtWhGpRo0aMZK0GxkoqmjBYhRVhITN4cOHZfz48dpAu2bNmlKvXj1tlN2uXTsVMFu3btXqmDEJRRUhhLjgD6Lq/v37cuPGDS25jCpIrobnFixYIJnMIA2ze3v37nW7nl22GTeje/fu+Uy5ZooqWrAYRRUhYYN7E4pPoMch7mfDhw9XbxXucWiO3b59e+3ttm/fPi1kwT5VkYeiihASaXxdVOFmgRvH1KlTZfTo0TJu3DidwbNtwoQJ2gCxefPm8r///U8yZ84svXv31uUw53Vx4cc+0FQUNyrcsHwBiipasBhFFSHhB3nCq1at0gbA/fv315LquXPnliJFisiIESNixGtFUUUIIS6sX79eEiZMKFWqVPFJUYX3tMyIjkaNGqnwq169uob42YbQCFRGwuxd/PjxJW3atHqRr1WrllZLcl4XN6KffvpJWrduLUuWLNEZPl+AoooWLEZRRUjEOXbsmPTt21cyZMigBSwSJEggvXr10miN6IaiihAScISEhGh4HAx/PwmsA+8MQuEgKC5cuCATJ07UCkMQG74qqjZs2KA9OVq0aCFt2rSRtm3bPjLEmHfs2FGaNWsm1apVkzp16uhyhEc4rweDmIJHCzN9EJMIBfQFKKpowWIUVYR4DiI17ty5I+fOndP7YM+ePaVQoUKSNGlSyZs3r977duzYESOChqKKEBJQQERBGKExIDwvV69edTzzb86bgQsaBQ4ZMkQFBqrkIXQgWbJk8tRTT6lnJyxRFhPgPeG97969W7Zt26Y3EGfbuXOn7Nq1S593/hsXfNd1YdgHwgmxT4hMX4CiihYsRlFFiGdATKEgRZ8+fTRKAzlVmDhE36phw4bJ8uXLtVfV3bt3HVtELxRVhJCAAqIAQqFp06Z6oXXXnwnLED6HkIGGDRvqBbCEGcAjHhshBLCcOXNq/pE/gxk9f72oU1TRgsUoqggJG1T/Q+Pf8uXLS5YsWfR+jYlPRJbEdNNfG4oqQkhAgVA+zFah4h1yjZwvtvDwIP566NChKqLy58+vZVm7d++uxR7g3dq+fbv88ccfcuTIEZ8JhQsvCA9EXyqE88Fbh0c0SMQsX0xURIoIFFW0YDGKKkLCZsaMGZofjB5VmPhE8SVEYiDCwlfEC0UVISSgQHIqqvchLADhfBBRAOXCEX/dtWtXXY4ZLuQRQUjt2bNH47N9MdTPU+ChgyAcMGCAdp3HZyxbtqzGmhctWlRn92AQkZMmTZITJ044tvRNKKpowWIUVYSEDcLUW7VqpSH6yJ2qXLmy5hPDU4Xwdl+YMKSoIoQEFCijCu9MuXLl1FMFDw2A5wkhgT/88INe9HCBDgTglYJAQn8OFKiABw6hEQUKFNAQxo8++kiLbmBmD4m86dOn1wIcCH1cvHixHDhwQD1YvgZFFS1YjKKKEM9ArhRyqjp37qz38uzZs+tkYZcuXWSe+f1gghRRGrdv33ZsEb1QVBFCAgpnUYXS4hBVEB4IHShWrJh6cRCb7SsFGSIDPGsQiygfixtMxYoVtRLSnDlzZMuWLTJy5EhJkSKFFCxYUObOnSurV6+WWbNmaVGO77//XnLkyKE5ZZs3b3bs0XegqKIFi1FUEeI5ECqnTp3S0D8IKdzzMFGI+1nhwoW1yi2iNmJC0FBUEUICCmdRhV5NCP9bt26d9mRC6NvatWsda/o3CHOEGEJZdYT6wQuHvLBDhw451jCDNXPTyZMnj4Y6Os/cQXAhHh09q1BBCWXVEQYZE80SQ4OiihYsRlFFSMQ5ePCghgXGihVLnnvuOUmePLkMHz6cfaqiAIoqQoIcZ1GF5rj79+/XvhWZzGBl6tSp4Yq7Rh4WSrLj4uxLBR7wXiCYEPKABsUI5Tt9+vS/3iPEJGbvUHIWzzsD793Zs2e1Gz3EFXpaYZ8xVYrWFYoqWrAYRRUh4QNiBX0lEamxcuVKjdZAJEqaNGk0MgNRGk9qp+ItKKoIIQGFLapQ/a9u3bpanAIeKuQUIfzNU+DZwcUaJVxR2MHZAxTTQPggjK9JkyYyevToR8U4XFmzZo1899136slyV1oeoKfX9OnT9aaEEEncpHwBiipasBhFFSGeg8lO5FX169dPizGhii/ucT169JBp06ZpNAruiTER4k9RRQgJKGxRhcpA8OLAO4U8qpIlS2qctSdcvHhRL4ioIJgqVSoVJrhQ4oLpCyFydiXD3377Tb1NoeGJqAJXrlzR3l7wbPlKVUCKKlqwGEUVIU/Gzh/GPQ85VM2bN9fwfuRSIdIClXwRaRHTIoaiihASUED0ID8IggqzWIMHD9YwQFx4URkoLBBCBzGSNWtWeeGFF+SZZ56RZ599VhIkSCAtWrTQankxDW4wD4zIgLh6Ep6KKoBwQMzs4dEXoKiiBYtRVBHyZHBfwmRp8eLF5ZNPPpFkyZLpZCma+KMdCiJLfOHeRVFFCAkobFGFi1qlSpX0woYKd/BcYSYrLLA9tvnmm2/kqaeeesyyZcsWrhDCmCY8osrXoKiiBYtRVBHyZDCRiEgTFF367LPP5M0339SJT4QA+krIOqCoIoQEFLaoQnlxlFRfsWKF5lRBXCBkLixQlGL8+PESO3bsxwQVqgrly5dP1q9f71jT96GootF83yiqCAmb69ev66QmCk9BtMBrhRLqCAX0lZxniipCSEABUeVc/e+PP/6Qli1bStq0aTUeGzNeTwLhfxBfmAV7/vnn1V5++WWtKoREWF/JOfIEiioazfeNooqQsMG9GyHvyAE+c+aMLF++XPLmzauhgLjn+wIUVYSQgMJVVKEKEIpVFC1aVLuwe5IThVKtEydOlF9++UWb6iI/a8SIEdoPw1dKjnsCRRWN5vtGUUVI+EEOMO7zn376qbYG8QUoqgghAYWzqKpdu7YcPXpUhdWAAQOkevXq+ojE1rBA0uu+fftk0aJFWr41JnpeRBaKKhrN942iipCIgRD/OHHiaBSKL0BRRQgJKJxFVY0aNeT48eN6YUPlP/R1gsBA3ymED4QFQgHv3Lmjlfb8EYqqmLOIvE9sE5q5W982d+u7Wni3c7c+zJN1nM3T9Z3XC8vcbQ970nO+bBRVhEQMiKr//e9/FFVegqKKkCDHWVQhfM9ujItY7FWrVknr1q21twWKV4waNUpD+vxVNIUFRVX0G97fDmN4r3j05P3a2/xuDNu5MzyPLmuu24a1nW2u7yW07exlrq+F/7GN87ru3o9tzsfBeX3X4+FuvdDMfm9P2oe71/B1w/umqCIk/KBVCkWV96CoIiTIcRZVCPdD+J8zGzdulGbNmkmhQoW0uS8qCcFzhYqBeA4XxdOnTweE0KKoimYLEdl89y9Zf+m2rDtz0zzekc33/jLLQ9yvD7O3uXhb1p68LmtP3ZC1p50M/5+5IRuu3JEtD0MeiQbYlr9DdLnb7Zy3N4/rL9w27+Xho+O34epd99uZZevO3ZRNt+7LVrN/rI/XxGtvuGK2Me9F92fe75a//nk/9uex3xv+3nj9nrW+eY1152/JptsPHu3PXgfvacNl8xnM8Qr1M9j2p/XecLzs19H3Zt7nerOPdWdvyoZr98x7/fvR+/EHo6giJGJQVHkXiipCgpywRBUKTaD86oIFC7R5YMqUKfWinChRIq0iVKRIES1KcenSJccW/gtFVfQZBvebH/wtq/ZflJkjdsjENitl1pidsurQZSM+/tbnXbfBZ8Fz2GbG4K0ypv5iGdd4qYxrukzGNXFYoyUyvuUKmTF0qyz//ZxsEUvIwDOz6dYD+W3SHhlTd5GMbWi2tbczj+Ptv39dKhParJLZZr21p6+rtweiY+6MP/T1xjZY4vR6S82+FsqkTmtlyfo/VRDqe3zwUFbsPKefa3yL5bru1N4bZdm2s48+u/15dH2z/zVHr+h7G99ihX6myV3WyoKFh4yYu6Prw7DuarPe7HG/y4TWK/Wz4v3ivY9v5jC8N31/S2V0rQUyufNaWWmOFz6/fRxwjKcP2iKTOq6RefMOqviz9+98vH3VKKoIiRgUVd6FooqQICcsUQUuXryo1f3Q5wJNfj///HNJmDChZMyYUbeZNWuWXxamcIWiKvpMRc7dv2TRimMyrOwM6Z5wgAz/cbYsXmPEyf2H+rzrNipAjBBbtPKYDC4yWTp83Fk6fthVOrzTRdq90dGy1ztKh/e7So/kg2VIlekyfchW9ejsNdvC2zS80ixp9VIrafNqO2n/ZifdBo8dP+wmnT7vLh0/6ip9MoyQqb02mu2uyy5sd+2eCrH2H3aWdv8167/d2bFtB91Xt7j9ZIZ5HXiW4G2aO32fDKs8Q3qmGKTvDet2jd1XBpefIjNH7VTvkS1yIBKXbj6tAqlX5mHS0bz3dmb9LrF6y8BCE2Vy13WyfOdZ/ez4Ppes+1OGlpkhnT7tIW1fa6fvv+N7XaXzZz2lyxe9pNPH3aXDf837M8tbvtBCuicYIItWHZN9jtdbseOcCrdeqYdKz5SDZWK7Vfo5fflccTWKKkIiBkWVd6GoIiTIeZKoQl7V4cOHZdiwYVpiPUeOHHpR7tatm0yYMEHWrVsnKGCBUq1h9bPyByiqos9UVN35SxYsPCz9c45TMTSwwCRZuOyYW1GFz2GLKmzTJ90wafbUr9Lq+VaWkHq3iwqYDkbwtHvNiJ3nW0uzZ5tIl696yywjZHYaAbfh2l0ZWXWOtH67jbT9bwcjPrqoIIG1faW9tHiqmbR8prkMyDNeFiw6rCIJx3DVoStGxE2R5k83ldavtpYOZv1OHxkBZoRYm3fbSfdEA2XmyB0aWgjRMzDveCNomkvrl9tI+7c6SXsjctqa99T8xabSw6w737z/neb3st38ZNaevCETmq+U9u90lubPN5N2r3ZQEdbm5XbS6pmW0umT7jKpwxo9ViqqNp6U4RVmSucve0m7dxz7fqWDtH6mtbR6yojFF9vq9hBWrd9pra83b84B2XLxtixZfUJG/jJXhRfWxfsf22CxrDlxjaKKkCCAosq7UFQREuS4iirnQhUQGS1atJAKFSpowYp5ZhCze/duOXXqlFy7dk2r/QUSFFXRZ49E1YJD0i/7GBURA/JOkIVLj4YpqubPOyQ9UwxRUQVxMaLybzKl23qZ3GW9TGy90oiOWdItTl9p+lRjaflUCxlUeLIsWXFMNt68r2JpfNsVMqHdKpnUfo1M7blRpnRdJ30zjjSiqoV0NCJmolm+/sIt2YHcrr/+lsVGjPTNNMqIpLbSL/cYmdByhUzrs0lD+iZ2XiXTB27RUMOVBy/JlC7rpPMnPaTl0y2kd/rhMq7BEg0nHFJymrR90/IsTeq8TjZdvSubzeefP998/iyj9X12+LCzDCs7U8Y2XCL9vhujIq/ZU01kWPmZsvroVfU0wes2d9pe857N5+22TiaafQ8sOFH3i33A4zeq1gLz2VbLpO5r9LjMQnhlixX6Gdu+1V6PS/OnmqqoGlNvkaw5TlFFSDBAUeVdKKoICXKcRRVKqtuiCk1/UVIdzXy7du0qe/cigCqwsUVVtWrVKKq8bI95qnKNU1EwsKBnniqIql6phkqrp1oaQTZWPTGbb9zX0Lv1527Ksk0njejZKL1SDlVh0va99pqDtME8v+2vEFl//rYWoth46Y7mWa3cd1E9UW1fbi/Dys2U5TvPqYBBPtVGs985U/eqiOv4fncZXXuhzJm2T9/34tV/ymrkgD38W7aFiCxef1KGlpgmbf7TTrp93VeFFwpwbLnzQEXX4EKT1as2uOhUWbHnvIYBjqm/SD1Yzc37HFZ6hiw3+1hjBNSsMb+bzzhEWr/QWo/Lsq1nZAs+v3ktfM4NKOph3tu6s7dkqvmsXb/pI62fba37XrzuTy36seXmA83VgnjsHn+AtHuto3RN2E+6GWv7UjvLU2UEHD1VhAQHFFXehaKKkCDHWVTVqlVLRRWWjRw5Uqv94YKHnCo09w10bFFVtWpViiovW5SIqqdbycACE2Xx2j/1s9rbbHcIj/HNl0vLZ1vKr0/V1zyktadvPjomEE34e+O1e/LbhN3SI9lg6Ra7r8w2YgbeKTyP/aGK3lQjjpA3hZC6AfknyPCKs9TzNKbWQpk3a79+Dqy7xAiiQYUnSatnWhsR018LVaCy4ba7f2mlvRE//Satn2sjPZIM0hDANX9ekxE/zpamrzfSMMEZQ7fL7w9DdF/Ltp6WoWVnSLtX28uAfBNU6KHyof194hGiDxUHZ43eqa+HfWOblX9cevQ8Cl2g6AWO8bBKszRMETlVEFTt3ujE8D9CggiKKu9CUUVIkOMsqho2bKg5VXPnzpWyZctKq1atgsJDZbN69WrJkiWLVKpU6ZHHzl8IWlFVaJKKGXxWbGOLCdicqfuka5w+Gu6GvK1lO86qWLIFE9ZBkYhB30+Wzl/0kpE/zzWC5KLuy15nxd4LWqSi00c9jGhpLe3esophtHmprQqTAXnGWeLpzE0N0RvbeIl0eLertHmzjfT/boxW2JveZ6NW4uua2PImIc9p9oRdWgBj8eLDMr7bMg3jW777vBbUwPuC961nyiHqaRtSfKrmXuE92cfB/pw4NrPH/i7dE9iiaqasOnD50fM4lotXH9fqhfB2IXxw+oAtmleF/C2KKkKCB4oq70JRRUiQY4uq8uXLS6NGjVREIY8qXbp0Kq6CCTQ7zpw5s4oqd1UQfZmg9lStOaHrQ3TY+8bfCxYf0XytVk+1lr5ZRsuilccF/aPs5zfffqAheihy0TP5YBUy6DdlP4/jhxysXo78LeQsdfykmxam6PJNb2n7ansNQeyTcaSWJod3bIERSXhPzZ5pKk2eamBEWAfpaARMy6eam/8bSuvn20jvtMNk1ugdsiUkRHab10D/qvUX72glwG3Glm07I4NLTJVWz7SSDp92lSnd12uvKddjgveHbVCI45GnqswMDWfE83o8QsznNMcZvb+wPcIdsT+tMvgaRRUhwQRFlXehqCIkyLFFVcWKFTX8D8KiXr16ki1bNq3uF0wg/C979uwa/nfixAnHUv+AosqNqDKCqF82S1T1yzpaFq8yourvED0uWA9eqiGlp6s4Qi4VQv2wHV4H+4CnBx4elCtv8mJDLYuO/k/IqZrae4O+b1Tdg0BBaXIUt0AFwBlDtknPVIP1/bV4prl6hLBOm1faSZsX2up7V1FlBB5KttvvF4b3NLzybGn7utnmg24ytvFiI5IuPPr8zsckLFFlr49H7BuvA+GH4hUUVYQEHxRV3oWiipAgB6Jq6dKlelGDh2bcuHHa5BcV/3buxPAleGChiugzDPC9Kapg8+cdlD7phkvLp1pK/xxjZcmGk+q5gZBB0YcpPTZIx8+6qacKTXKRn2S/ri1EVh+0GuWO67REpg/cagmWu3/JmmNX1eODflIQTSOqzJYV5jlss+H8Lc21QpXAEVVny/imy7VZ8aBCk1T4oELfzFFGVBlBhO8Ihu2WbT4lwyrM0v2h1xYEDwpcbEMhDPO88/GAYTtPRJX9NwyNfimqCAlOKKq8C0UVIUGOLaqqVKmieVSDBw/WMEBcfPfs2eNYKzhgSfXoM4gXV1E1qMgUWbz2pL5n24NjGz6LCp6HIZaoSglR1VrzoZZuOa3rw7OEdfA31v9t/G4VPU2faqi5T/D4QLxgPeQzoVR5i6eaS4+kg2TutH36uvoaTrbp5n1Ze/K6LNt+VlYfvqzbI+8JAgzhgn3Sj9C+UCgQgYIZqBa46fIdzV1afeSKrDG2xYhEiJ9xjZdZoipBf82Dwj40L8ocBxSmQA8t9Mzq8mUvGd9smVYBtD+7u+8RyymqKKoI8ZSaNWtK3LhxfSa0n6KKEBJQ2KKqcuXKemGbPHmyFqyAwNq+HUPI4GHt2rWPRNXJkycdS/2DgBBVhSfLolUnNNcIYgNnn6sh/8jZUwXvDzxQWB+fF+vovq/fkwmtVkqrF1tJ46fqytBS0zRvCYIL66zYfV4G5B4nbf7TVoaUmKZNdXGs8Bzen33clhnBhmITY+os0tLqm42IgajafPeh/DZ5j4q79m93lhFV56qoWr7jnPxmBBPKnCP8ECIG72f1kcsypOR0fb1+mUfJ/DkH9TXwnpduOqWVAdu/21k6f9zdiK8lsnLveX0v9mdy9z3iOYoqiipCPAWiCp4qiirvQFFFSJBjiyqE+9WpU0fWr1+vOVWZzGAFnptgYsuWLZIrVy7t14Uy8v6EP4sqlAxv+0oH6ZFksExsu1rmzd4vC81yNMadP/+gzPvtgCxcekRW7rmg/aWwvHe64dL86abSPV5/bXS7yAgY3WbOAZk9bpcKqu4p+2vz3E7xusvUvptUEEFU4XXxGr3TDDPiopuMa7JMVh22KubZxwtCBob8qR6JB0rbN9prBUE0/F1gxNTModtlaGkjkv7bVqsBomEwxAmKYaBaX6f/9ZSBBSfIjKHbZO70fTLq/+ZLu086aQ+r0b/Mk1UHrddD1cBJndZKpw+7y69PNZAuX/U2+1otC5eYz/P/7Z0HeFVV+vWdTx3LzDj+nRlHHQuKoIKKNAGlhCpFpfcuQ28BJCC9R4oUaVKk914DoYUWkgCKQxcEQQGRDoJ01rfXPvfgNQYFQrht/Z7nfW7uOfv0k3v2Om/Z5pgWLdyFpeu+w9rvTmH9hSu/up4SVRJVQiTm2rVrOH/+PE6ePIljx45ZO3PmjP1kiP/zzz9vw/zPnj2LEydO2GcdP/n9bosaiSohRFDhFqpgSfXWrVtj165d6NGjB95++21MmzYNFy9e9LQMHjjmFh8gfOjwYXLq1Cn70Fm0aJEVkyzawSqIp0+ftvPYhnbu3Dn7wPJHAlVUUSANNaKq0z2dbLW7Pi8NxKe5R2FQgbEYGDYGA/OMNgJqBIaWnGIETQJi/vej9VRRVNED1eGetuidZqAtX85lBrz9uQ35oxer3Z8+sqXSKbBYKp3b5TlZe+iMzYf6+Om+iHyqj82tWvfj2evCg+1cL1H0ym8xqNA4dHqgs6301+PxXjZ8r/eLZhtmf9ve1xr9Mg1D1IJd+NLcGjFbDmNYqalo9/8+Qnuzb31eGYi+mT+zVf/a3m/aZh6GeVO22jDG+J8uYva4rzAg50gbhsjxtCguKfYGFx5vzwMrC45puNCKy/iTF37lteL+UVTN/nyT2Z9PbXXCYUbQrdx2xM73vvbusVFUTTUirvujkehi9mlcs8VYs0+iSohggcKEoftz587F9OnTMWvWLCxZssR+L1WqFNKkSWOHS1mxYgXmz59v28yZM8e+UL3bLxMlqoQQQYW3qGKBCo7PxNAAeq66dOmCTZvY/Q0u+MaOlQ0Z6jhmzBj71m7GjBlo37490qVLZ8eq+vTTTzFp0iQ7b+zYsfYzISEBFy5c8KzFvwhYUWUE0tD3JllBwJLjLD3uCCyKGPNphAy9TT0e742xTRdjWdz3RsDstgUoKKq4DAWJbW+MRSna3tPKzGuBHk/1wviIpaAQ23jplwF9V+48ZseNoteIlf3mjNpkS427woP7x0+2X3f0nM1/Gph3tN0O102xxE96lnqn/xTTjShj5UB6wVj9b2rPWPRM08+Oj0VjOXa27ZNhIGYMXH+97er9p2xIYPv7nPWxLbfR+d4u1uvEMap4Xj59e5Qd4Jfhi0mKqpFfWg8Xlx1W1oiqrb8jqo4bURW51nqpOGYWz8OafSclqoQIEvjyj88ueqUqmGdC5cqVrWjhy8JChQohR44cKF26NOrUqWOf82zDz169et31cSklqoQQQYW3qGJJdYqqgwcPYty4cba0OH9oA20g3D+C5dInTpxoRRSPkWN08QH03nvvIX369MiaNSvKli1rzwmnsxogQyP5Ro8PLH8k0EQVxQGr/C3fcAiTu622VfwGFh5rq/RxbCmWQndsLAbk/xzDSk/DjMEbbGgbl5nw0TLTfgwGFxnnLOO2z2fWUWwcRlSegWm9YrHiqx+w4YojqHgu+Lnm21M2jG9o8cm2OMQS5nEZ0eUKj8T7GX/qPBZM24ZRdefZghcD843BoKLONmYN2Wg9PWxLwcZP5mvN6J9g5s/CIHNMPK5h5adh1rAvEHvgjN3GV9eMqNp7AuNaRKN/vhEYZI5jSNGJGFJ4wvXjH5h/tPkcY4XPoug9thy6t6ji9nhsi5fuscdBj9/U3rE2nI/zvY/FPTYW0pg/cztGVJppPWqzRn5hvXRcl3d7fzaJKiFuDF/88Znerl07FC9e3Ib7/f3vf8e///1vvPDCC0ibNi2eeeYZPPbYY3Z6xowZ7XOQouZuP+slqoQQQYW3qGrYsCH27dtnQ9z27NljPVV8mzV8+HAbTsBwOIbOBTqHDh1CVFQU+vfvbx8m+fLls2/vGPqXO3fu65YzZ06bY8UffJ4LnifGqvsjgSaquF8cMyru2M9WKDFviKXRl6xxP3+x6FX7sDT+AFbvPmEFTtzxnxGz9UcsWb0fS9eaNms9y5jv0TH7sHzjIcQe/skO7stteJ8D/s2Kfqt2mm2aZVnVj3laHDPKe/8SGyv4xR46Y4tKRC/be30bG85f/m1bs00KIFb/Y/tlCQex+tuTSDjntLX7w2M/cd6KPuZhcV+Wxn5vPr2Of/U+e0wsfhF76Ox14edux/5t/le5H9yfpbHfYdXXx63XjaXj3Xbett6sY82B03aflq773u4ji254r9ffTaJKiBvD5zeFFZ/hrObL59sjjzyC+++/H/fdd9/1z4cffhhPP/20LVLF8EBfPN8lqoQQQYW3qGrQoMH1N1X8ceMPHj1VDB9g6ABD4jZv3uy3eUU3y88//4wDBw7YgY7prWL+GD1UuXLlsoMeuyKLb/A4LTw83OZbUYz5q6gMNFHlGgUIBc0fGtsZoxhhdUD7edkzz9suO8KDx+5WEPzNdu2yVx1z13cDEUJz10fjdwos72mJzzG3Sc+P67miud/dthvM9uz2r3A/vPb/BsZ9vuE+8hjctradsaTa0bjd6+2d4/+9Y/dH4zmXqBLij2EV24Xm/+RD8z+SJUsWPP7443jiiSeQKlUqlCtXzoouhrVTUPkCiSohRFCR2FO1d+9ezxwHDgAcGRlpw+AorJh3NWTIEBuzPXnyZCw3nXkKsUumEx9oHD9+HIsXL7ZJuwz9e/PNN+2DJ3PmzFZMVaxY0YZQMOzvyJEjnqX8k0AVVTTu483azS7jvf6k7FbaetutLOfd9kbtE7e5kSW1rLfdbtubae9vJlElxK3BXKmuXbvaoVL4HGdI+8yZM33+glSiSggRVPyRqLp69Sp+NB0WiicOCJw6dWo8+eSTePbZZ/HSSy/ZfCSOzs7qeYEGHyjMkeLbvD59+lgvFUP+smXLZnOqWMSCIRQ8R/7unVu5YoUjqozonbJ5MxLoaTTT3Rwcf+9EJ97HxHYryyTVNim7lbbedrvL3ci89z0pS2qZpOxW2tJutb2/mESVELcGizNxiBRW+ePzmsWoduzY4ZnrOySqhBBBxR+JKkJRNXjwYISFhdkYbJZkpfgoX748evbsibi4OBtSF8gwBILCqnPnzmjTpo31xrG8fKCwZtUqlKtUCTUiIjBt2zbb+dxqzB0U1zXvQgcyWSCaRJUQtwYjSRjix+gM1/yh6JJElRAiqPg9UcWxmdavX48BAwbYsAHGYEeYTjsFFt90MTSQlQI55lOg51nxWHfv3o0tW7bgiy++sILKX4Qizy0Tj1kkg5/exnHE+MCMXrQIJcqUQaWmTTF2wwasNtc1wcxbZ9rE0syyceY7O6XeuT4ymT8a79EtxvgufWci+8bYQWNDY2KQPX9+tG/bFucD/KWOEKGIRJUQIqhILKrcQhWczjABVsejR6pv377YuHGjDZVjKAGFVDBUAnShcOHxUKBQqPjDjzv3hwMUf/3119aTRo8gP72N14QPpiFG6OYtUABFKlVC14kT8XlsLCaYeWONKB5j2o0yy/L7gv37EXvunC3OcDc8VvKKyW7HeN943zsbvIyCi+Kq74IFyJwrFz5s3hw/Hj5spgghAgmJKiFEUOEtqho1anRdVLHKH3OoSpYsiYEDB/pF/HWowWqDHHSYlZtY2p4Cl8KXVRpd4zXiGFq8Ti+/8gpezZIFhStWRLn69VHBzCtvrmkFs0yp2rVRtl491O/cGZ8tX45158/bAWjdTqtbsY6hVe6nGy7otvE2dnjZjpZUG3d+UutIvKzbgebf3tv3nu+9vOzuGM+993Xynud9DRNfH3c599q5bd1r6lriddI4ne0XGvHfa8YM/LdjR5Rr2hSleA97rIwx3tOZCxXC/Q8/jLRp0qBmjRr2fyMp4+8aC+yw0hlfUAgh/AOJKiFEUOEtqlg6nKKKnijmFHEaP+mVEnefL7/80l4DViQsUqSIrUbI7wzF9DZOq1Spkg3PpFexYpUqqGKm0apWr46q5rN0mTLIkzcvMmfPjgbduiHm5EkbWpW4Q8xS3+uvAAnG1l91OrkUX/z0bud2lt0Oc+L1uMb1ue2Smp+Uudvn3+yIJyXMZCln7jXnebf3g+c+YDgep7HNBjONn0ldW1dM8TpyWbede2/R+N3N9/Nentvg9yHmN6lY5cpIlTo1nk+VCq+8/PJv7ZVXkC5dOvtJe9lMS8pYUIcDn7Kq59SpU83ahRD+gESVECKo8BZVzJf65ptvMG3aNFSoUAG9e/e+7rkSd5/Y2FiUMWLIrUTI7xs2bLB5bomNYYCbNm3CJiPEvjB/bzTtNnI6P42tMNe4Z2Qk8hcsiKotW2LZ0aM2hMoVKzEngXnmUs/5xrFZu4DZu830E07Hlx1gt+PLDvWqM8DC74H5+5w2bkeZxnWuPQcs+M5Zz5LDZr55VrJjzmVXG42++JAzf+kRp+3an027H4G5e53tcjnOX3nKWcbtqLv7IEs54/WmrfnJXANzfefuce4PXgNOpzhaedq5/tHm2sZdcJbjfM5bbZbj9V100Ll+vN6LzHfeV7M99xXn8bq7y7nXlqKKn5HmN+jdihVRtUoVDOzXD1ELFmCRl/H70uhorIyJwbJly7AwKsrmeSZlLB1do0YNvPbaazYfVAjhH0hUCSGCCm9R1bp1azueRdu2bZE9e3Y7aKDwHWvXrrUDLzP8L7lhS9euXsWSxYtthcBqRjwv9YgqdmLZEe43H6jcHKgeATTsAdTtAlT9EKhvPgcsAJYZwcO2FEbsbA+LAWq2ASo2BVr0czrfrDZIDwfbTTK97w/aAhUaA60GmeWPOhXb2AGfaFbS8lOgVjug+2Snsz3DzGw7DKjSwmy7E1CvO8x+Ouvob7a/ynTiJaxS1nhtKZqWGqH0aRTQpKe5Rub81+1srvVHwEdDnWvFNtN3OPdJs76OUKKopucz/pIRRFPNfdMV+GS2I9THmZVzXVV4P5npdcw9xevcyCw/Ot5Zxr229n401nXSJFSoUwd9+vbFt0lUJL1VRo4caQf55gDmQgj/QKJKCBFUuKKKAwI2bdoUK1eutJ34ggULWs+I8B08/xRVDMtkpUWOGXa7/HTmDObNmWPHsqreqtV1UUWhw1A7dnj/8giQLgtQsjZQohaQ+10gzetAzqLAwEXAdiO+6LGabzrKTXoBz6YB7v8z8NxLphNu5m8z87Z71vnxNODRfwH33ge8mQ+YbNQWfZ70XHQYBbycyZlfwmxrlLnNBi8FcrwD/PNJoFAFoFxdIGNO8/0p4L2aZnmzYTcMTcLqzhvP6SZzfdcZ0dtnDlCwHPBadiCsOFC0irlemYFXjDXt7XgXKYayhAGv5wB6zzJC+4xzfZcdA/KXAZ5O7Yjt2UaEdRoLvJDeuV/svWWuZ+pXTZsXHPEedcDsg9k2ry2FOUVV9ylTUL52bXSPjMSWzZTqtw87aoMGDcJbb71lP4UQ/gFzt3v16mVzhpk/LFElhAhoKKoYPsM3RR988IF9W8Skbv7Nt0jCd7iiimKXZd5ZlfB2OXniBGbPmoXS5cv/SlTtMkZPwfsfAA/+BShdDxi6HBi3Bhi2BChcCXjyOaDRx6bjbZ539Ch8bubRc5GtIPDAQ8DDfwNaDwbizjrCyvSj0XmcI6juMU+ZDKbjPdisi/MY9kUPFMUY53H9I1YBfeebjntG0/FOawTZVGCu2UbrIabjbgRZ3pKmoz/bEWTsXnMfkhIGstszCir+p8cbQTXBnFx6kTLnAaq2BIYYsTzc3A9thpvrUMoRUZ3GOCK5ZB3gVSO8GkY6nkreS1PM9HRZgSeedTxWDBtsORB47HHnfuG9M9Vcb3oguS7ebxTV9GDy2iYWVV27d7chrckZsoFDI3BYCIkqIfyLrVu32vEhWYRp4sSJAV9RWKJKiBDHFVW1TQeGHXjmHLQynW5WlNu+nX4H4StYMr1KlSopKqroVaKoogfhyVRGyAx1PELsIDPMq1orI5r+6oQCfmVEFTvgDOejN4kdY3ol6NGo1wWYaVbG8K09xrqMB/7vX8BfjOAqWNZ0xEc7uTXTzS2V811HUFFAVWpmRNVqoN8CZz1Z8wNR3wMcypUhhMWqArnfAzqa5ZcccdYvUXVnjdeUgnfFCaDdCCCfEU+8H8YkONeSIpmCp81nwD+eAEr81wn/6zbJXMtizj3wuRFGX5j+UN95QPo3jYAq5AgsXqsIc79QmJdp4NxTRn9Z71Yucx8UqwYMiAJif3aurUSVEKED84A52D6LMFFUBToSVUKEOK6oqlWrlvVO0QXPghX8myFnImnuxmDHd8NT5YqqMvWdDjO9FCPXAOPWA0OXAYUrO2FbEQOB3Z627FS/kM4JBesw0vE20OhNcjvNFEGP/wd4JZOTd/Xf9sB403tn5zvD245Qo1iiGPssxsmbeiOnE2L2yVxggenNM8cqWwGggBFl7Ky7niqKgKTEgez2jOeT9wK9iLXNdcpXGmje3ylCwjwpGrOa+s8Hnn7REVEMx6Toohcx1UtAj8lOGB/viUx5zDUPd4pV8H6gUH/KCPawEua+MopphlFOtTsAGXMB5RuZ9cQ591VKe6qYUzV0qNkZIYTPOXPmDCZNmoQSJUrYHG6GAXIQ/uSEufsaiSohQhw3p4rVsdh5X7VqlfVUFSpUCKtXr/a0Ei78wef4UTt37sTevXvx3XffYf/+/XfUOMDy4cOHMcuIIFb+Y05VSoqqhMtOJ5hCh96i3O87YXfsPJdrCLQcAMw0PWt2rhfsB94uYjrJzxvRM9wRYBRizLlhUQN6Jkzf3Ho82JEuYkRZ456OMPrQdNSZe1X8A2c7RSo5hQs+W+FMz2q2yTCxolWBam2A92o4now2Rlwt/M50tk3HW16qO28UVbwPeI6rt3Sue7vPjcgyIolChx4k5ksxhPP5l4E8xYFp24Flxx0xTTHevC8wYKER4RUdTxe9WGvOmXWb/hHvhf+8ADxjBFk5I6Iqm23wvrBCfJYRy0ecdry2bqGKOy2q+vfvj5w5c2L0aKP2hRA+hcO0jB07Fu+99x6eeuopPPbYY8iXLx9GjBiBgwf5BAlMJKqECHFcUVW9enUrpigWPvnkE/sDR3f8uXOmZySuw/PBsW54rnr06GGrifXr1++OGt+q8406B/bNkyePFVUcsyrFRNUVx5v0178DmXI7ooqdYBaSYBjYLNOIHgRWeGO+1WvZnNC+aqZz3G4kEFbSyZEqVN4pk2364lZwsRPNAhjtTQedgomdbYaCsYBB6brAOxWMEGvvJary/hJeVru1I7g+nm6EnOns0+PBvJ+kRIEseeZ6qhaaC8dcOQpgXj96mhgATDOXwIqqZ801zfWeU/qehSVaGMH9UkagfGOgbAMglRFd/JxhVrjB3C9xRghzXbyfOK9Kc+C/Zhv0aA2KdkIOKaS4Lu5LSokqhjVnypTJ5o7OmDFDJpP50JhHxXDcBx54APfcc481/l2gQAGsWbPG858beEhUCRHiuKKKJdVZ9Y/el+joaNSrVw+dO3e2YyDdjVC3QIEDIzOp9sknn0Tu3LntgLulSpVCyZIl75hxfRyfim/WObYOPYiMPb90yfRQb5M/Cv8rZUTOv59xhAxDtFgqmzlPrNLXa6bTZvkxoNUQJ/Tvkcec8L2KTRzB9OcHgbeLOp1prpNii6Fi1Vs5y7PIAZd7t4YRWSOAht2dIhUsy05RxZwqFi5g4YORq4HV+4Fo06lnKXWOU6WqfylnPK8UThxzqvHHTr4cC5PwWlJM07aZn4DIaUYop3YqA1JwcfqQpUCRKkD2Qk7e1N//4VxbFp6gCF57/pecqncqOiXZV5pry7HL3HGqvK9tSoiq8+fP2zfgadOmxeOPP24/ZTKZ7+yZZ57Bn//85+uCyrUXX3wRc+bM8fznBh4SVUKEON6iqkmTJti3b58NPeMAwMyz6tq1qwYA9uLIkSMoVqyYDVfguF6jRo2yY+CkhNEbFhYWZkUVPVUpKapYtpyiil4ldpZZNr1UHcdzxHCvseuBKaaXzCqBrxnxQ28Sc54GzzACrI+TC0UvFwsQrDcdaa6HHelK4Y5ooseK62JlOObfMOeKnioWwKD3i3lUFHCZjUBb+qNTqIL7x31xvRiylDOG+VHkDIx2xA/z2z781AhpcyFijhrxtBgoVt0RxrU7AuvOOuGgc/YYId7NCQs0fSJbXp9V/1wxtsa0a97PKZVftqEzzegxK+IooBKHc6aUqPrss8/sC4r8+fOjRYsWMpnMh8Zc4aeffvo3oipdunSIiory/OcGHhJVQoQ43qKqYcOGVlSRAwcO2EH5OH4EQ9yYa8Vpoe61oqfq/fffR7Zs2VK85HxcXNxdq/7HkC16pljhjZ1bltfm2FQsOsDcKIZwMf+FY05x3KLR65xwQN4tzL2p0Rp4q7AzfhU9Ht0mAqnTO/lWHOyXY1MxTOz1txzvBgtTvG+EHJfjQML8zsIFOcw6KOhYdY4dbnmn7o7xXNM4SDMH5aVIpiexywQnP6pcY8cjyTLqw4xIZjgmKwauOe2MSUZBzEqPzJebaC4aRROFGkUVq0Wy2AlDBJm/x8qSvK5JXduUCv9zq/8NGTLEM1UI4Sv27NmDjz76CK+88gruv/9+/OlPf7LeKz7rArnqsESVECFOYlHleqVYkIECiwnexYsXt+FoFFdff81ueOjiiip20Hbs4Lv6lINCitclJUUVH1/s6DY1YogFCnrOMILKbIZykQO6tujvhPmxyAS9T4XKOZ1uhn+xA8yqcAz1YpGCah86oV/0XlA4sWgBCxjMM41GGRHGvK0Kxqab3jirC9btDLT81PGCsaw6PWOcv/ig46WSoLq7ZsPwjHaZZU4+i0tUbu54JunFLFnX3CN9nEF/1/zktKWw+uqqUzqduXd53ge6jncGB+a9wflrjaii6OK9FW6W573Gey6p7dNSSlTxd4zV/+gBFkL4Hoqndu3a2XBARn6w4jDD3Pn/GqhIVAkR4iQWVcyp8mbbtm1WTDEUjZ17Fk/o0KEDOnXqhN69e9sS7OzwB/IP4a1AUUWRSU8VHwApyd0oqU7xxHGpmEfFsuUca4qeK3aI2cGlQOpnpn++1hFGvWcaEZTghIpR9PAMsNBF9A9OJUCG+rFTzSqBAxYA4816mRe19KgzyOtIsx6WRmdODb9PMD1pCjSOTcVCCFyenXZ6OSSq7q6515PXnoP2DlvpeC45CDPDM3kvsB2vjbsM75/VRnwzhJPCmmXYef+4Xkb+PdPcaLy3eC/wXuMy7vKJLaU9VRqnSgj/Yfny5ahatSpy5cpli8kEOhJVQoQ4fySqCCverVixwlYIfPTRR/GXv/wF//jHP5AhQwY7jdXwTp40vbAQINhE1XXhYvqsG4x5d3A5j8bpLBbhmncb77b8tG0867HLJVqntyWe/0ftZXfH3FBAXgt6lmgUQ7zGrlhKarnfM3tdb+LaSlQJETps3rzZphkwf5svaAN5jCoiUSVEiHMzoopjJ0VGRiJLliw2uZSliTlgX7NmzTB8+HBs3LjRJoOHAr4SVcktVHHKiN6kRJXbmaX3gEUE6KXw7uTyO6dzvtvG24vEDjD/5pngdBo73vzuLud2xr3nu985n21p7FDT2J7r9d4P2d0z7+vJvCkarwvvBfe6exuvJee79493G/7tfQ9x2u9dW4kqIUIHRsL07dsX9evXtwMBX7lyxTMnMJGoEiLE+T1RRQHB8urt27dHzZo17Q8fRz3njx8HBuYPIisFstOSnE5PIHE3RdXatWutqGrZsmWyc9mumodV9OLFKFepEqpFRPzWUyWT+YG5oqrb5MmoUKcOPja/NzvuQOI6x31jTtXAgQM9U4QQvobFnuip4vhx48ePx+XLlz1zAhOJKiFCnBsVquB0jhfB5FEWqeAb3t27d9tQwAsXLtg3SqEipLy526KqfPnyqF27to09/+GHH3D8+PEk7cSJE9YbxTBM/n2C07xs7549GDdmDN41+17ViDSJKpk/mreoKlOzJtp37Ii42FicO3vWvrz52fz+uHbefOdvEb3knMffpsTG6fz/4MugN998U6JKCD/iq6++ul5lmC9rA71PIVElRIjjLaoaNWp0vaQ6BQM785UqVbI5UyyBKn4tqvhASElYUp2DATPskteHgzO3adPGlqJNbJzetm1ba/ZvY+4np4U3aYISZr8zZMyIGhERWG46mvR9SVTJ/MkoqvjZY8oUFC1XDhUrVkSvyEjMmD4dc2bNwswZMzDT/E3j9/nz52Pu3LmYYabfyCZOnGg9vhwDJxiS4YUIFlxRVa9ePUw3/9OBjkSVECGOt6hijhRFFb1Vffr0sdPGjBnjaSkIRRUH/82aNWuKl1TftWsXOnfubEXce++9h1KlSqGc6WiWLVv2utGTReFbsGBBpE+fHq9nzow8Zv+KmHlFK1RAUTOfVqBECeQ16yhq2nY213SNue7MlZGokvmTMY+Ln8NXrUK1Fi1QlPe8uWfrNWmChub3qX7TpmgQHo6GzZvjgzp1UN6ILhbL4QuhcDOd+Yeuud8bNGhg/384FAK970II/4ApBF26dEGhQoVsmPvOnTuTlTvsaySqhAhxvEUVy6YzxG/EiBG2A8I8hCNHjnhaCsJQInqPXn/9dXveGH6UUhWLGL60detWLF682L7FmzZt2m/ews+ePRsLFy5Ep44dkf2tt5DHdB7DP/kEkVOmoI+Z12vmTPQy7SKnTkXvWbMwfOVKLNi/H+uvXLHFCBJ3amUyXxrvSQr96B9+wKdRUWgSGYma5nepTvv2qGfu8bodOqB+585o0r07ilWpghfSpkWe3LmtF5fDPHQ0bTjkg7fRU8uXE2PHjrW/b0II/+D777+3RWRy5MiB3Ob/uF+/fjZCgy8vWe020KoBSlQJEeK4oopveyMiImziKMUVw9s4XfyaM2fOoHnz5kidOrWtgNjddO6WLVuGo0ePelrcWRhjzrwQ5kq5uVPedurUKXsN586Zg3fN/pRr0AAj1qzBkh9/xGozb4VpQ2O438rTpxF36ZLtvMpDJfNX471J0b/cdKymbt2KUfHx1220sXHr12PaF1+gUe/eeD5dOpQvWxaLjABLSEiwFm/aeBs7aSzdfOjQIfsSRAjhH/DZtmXLFowePdq++KB3mSG/zO/mS0TmEQcSElVChDiuqGJ1Pw7sy7/51rdo0aK2MyJ+Dd+c8RwxrKhIkSL27RpD8DgQMvPQfFUSdlVMDMoyFKplS0w1D6n1Zj8ZSsU3/26Jc7eUuQSVzN+N9yjvVWYtJjaWZ2eG54DFi5E1LAytIyJsMRYhRGDClINRo0bZ0PpHHnkEadOmRY8ePa4XzgoUJKqECHEoquhp4eB7FFbjxo2zsc2s+kevlfgt9FaxcMe8efNs2ORTTz2FF198EZ988ol98+YL/khUeZtElczfzVtU8VfI25gLyIEfPo2OxptGVH3UqpUd3FoIEVgwf4q5w8zdZo4wxVSGDBmsxyrGPNPYPwkkJKqECHFcUcVxIqpWrYphw4bZ8D8mfjOfR/wahhCtXLnSvlVjvgYLR+TPn9+GT1Jk+Sq8KGb5cpSpUAHVPvwQk40YjjcPK3ZIJaBkwWa8r1m5st/ChciaJw8izD1/5McfzRQhhL/DZ+T27dttTjCLVDDUj2Ngss/Rrl07m/vIqoCnT5/2LBE4SFQJEeK4ooqeKZZQZ0EEeqpYUe6LL9glD234Jo25TKyKyPPBAQqZU8UwhQIFCqBu3bo29nv//v0+HWNDokoWKiZRJUTgwdB4FqBgYaUWLVrYZ2iuXLlQwTy3+vfvb8Pnz54962kdmEhUCRHiuDlVNWrUsCXVmdjN8Y3ofeGAs6EOxRJDEzg4ISsicrwbnp/PP/8cS5YssSGSLCLhaySqZKFiElVCBB4UTOxrlC5dGo8//rgdjLtbt25Yv369rQIYaJX+kkKiSogQxxVV3iXVhwwZgnfeeccKB1aYC1XcohSs8vfQQw/ZBFqG+zHM7/Lly55W/oFElSxUTKJKiMCD+cYsfsVIGBZ4Kly4sC2KxTxuPmf5AjPQkagSIsTxFlV0ye/duxexsbFWYLVu3RrR0dF2vIhQhMKJoQos8frqq68iLCzMnhcOIMpBChkW6C8lmiWqZKFiElVCBB4Mj2c4PcukM8qD48qxyjAFFtMPmM9NrxXns1/Ctr4Mqb8dJKqECHG8RRVLqjN3iGMf8UePxSs4dhXHeAlF6Kn67rvvsGrVKps3NWjQICuqWEKdHqv27dtj7ty5OHDggGcJ3yFRJQsVk6gSIrA5f/48duzYgQULFmDw4MFWYLG/wfB6piHQe7Vt2zbbLpCQqBIixKGoooCiqGIVHooqwrC/kSNH2qo8bdu2xcSJE23FnlCGY2ZMmjTJjlHFan8NGjSwoQxdu3a1DwEm2qr6n0yWsiZRJURwwRe3fIH78ssv49FHH7VFoFhhV4P/CiECCldU8Q1RvXr1bPifC0uaskhDyZIl8d5776FXr162At7Ro0et6OJ4TVyedu7cOb/LM0oJKJqOHDliHwIjRoyw5yZVqlR2bI1+/fpZL58vkKiShYpJVAkRHLAiIPsRfJ4OHTrUFrHgWFUMCWRFQPclb6AgUSVEiONW5GE4GysAslCFN0wenTJlCjp37mxFFwfoK168OKpUqWKr4LF6D8eW6N69O9asWeNZKrhhrPfixYttHPhzzz2HJ554whb2mDp1qs/CFSSqZKFiElVCBD4c9Hf06NF2iJKaNWvaSBlGfTDMnkO7bNy40WcvKW8XiSohQhx6XlgWnKKInqgb5QdRXDGRlG+SsmbNipw5c1ovDcUV/06TJg0+/vhjT+vgg945eukYA87qiAwB5PHTWNBj9uzZOHjwoKf13UeiShYqJlElROBBr5T7HJ0/fz4GDhyIJk2aoEyZMtaYZsBhXBj5EqhIVAkR4rC6DkP36KH6+uuvbdnTpGA7/iAyuZS5Q6tXr8bMmTMxa9Ys+6bpqaeeskIjGMaa8IZeKZ4XlpengGRYwrvvvmuLVLAK4NatW3Ho0CH7IPDlsUtUyULFJKqECDwYxcHKwszTzpgxIwoVKmSfoxRYfI7ypWSgFaZIjESVEOK2YSw03fOTJ09G6tSp7QC5fBsVTKxcudIWpWBJ9ezZs9s3a+PHj7fePQouf0GiShYqJlElRODB5+WXX35p0wgee+wxW5CCY0DyxSxf7AYDElVCiGTDQhfp0qVD3bp1g05UzZgxA7ly5cLTTz9ti3WwOAXDF5hAy0Ie/oJElSxUTKJKiMCEL2GZj8yoFnqqihQpYkuo87nKF5iMCjl27FjAjU/lIlElhEg2LHSRPn36oBRVDEngAMA9e/a0Zec5WCEHA2ZCLfOrfvSTzpxElSxUTKJKiMCEYokvI/fs2WMH+mURLOZSMVe7cOHCtg9BgcU0A3+KBLlZJKqEEMmGb56C1VPlcvjwYeu1YsVDDlLIEIYWLVogMjLSjlHFAYJ9KbAkqmShYhJVQgQHzOGOj4+3Y2IyN5vhgHnM/zQrETOtwJfFn24HiSohRLIJBVHlwmIUDP2bNm0aGjVqhNdff92Oq8G8q2XLlvns+CWqZKFiElVCBA8nT560nqt58+bZl5UvvPCCrSbMqrrbtm3ztAoMJKqEEMkmlESVC8fY4OCEmTNnxoMPPog33njDlpz3VTlYiSpZqJhElRDBASNA5s6da0MAOQYmw+v56Y57eeLECU/LwECiSgiRbEJFVLGkPMP8xowZgz59+qBjx45o3LgxateubQdAjo6OtoMp+wKJKlmomESVEIEJ+wcM6eNzdOLEiXZsTBaq4HAljPZgrjJzmI8cOeJZIrCQqBJCJJtgFlUcHJnhCRzHiwP8Mo8qf/78yJs3rx0BnnlW33zzja1qxDE2fFW1SKJKFiomUSVE4MFnIz1TzEFm7hSLW3HcR76QXLRo0fWKuhcvXvQsEXhIVAkhkk0wi6q4uDj7o1++fHl88MEH6NSpEwYNGoRJkyYhJibGPiT8AYkqWaiYRJUQgQfF0rp166xX6q9//Sv+/e9/20q6HPw30Af9dZGoEkIkm2AWVXyDxlKvDz30EJ577jl8aDpwGzZs8Mz1HySqZKFiElVCBB6M+ti4cSM6dOhgPVUUVC1btsTw4cOxevXqgKv0lxQSVUKIZBPMoophf3379rUhfy+99JIdsJAPBb5x86dxNCSqZKFiElVCBB4M/zt37hx++OEHbN261ZZMZwg9n6kVzLNr1qxZAd9/kKgSQiSbYM+pYrlXeqw4KGFERMT1fKpvv/3W08r3SFTJQsUkqoQIfCiuRo0aZav9UVjx+Xr58mXP3MBEokoIkWyCWVQlhqF/2bNnR5YsWbBp0ybPVN8jUSULFZOoEiI44DhUrADIAfVZwEKiSggR8oSSqGKpV+ZYZcyYEV9++aVnqu+RqJKFiklUCREcbN++3Q5PUqdOHYwfP16iSgghQklUsXR6yZIlkS1bNnmqZDIfmESVEMHB/8yz6uOPP7aeKokqIYQwhJKoOn78OIoXLy5RJZP5yCSqhAgOJKqEECIRoSSqjh07JlElk/nQJKqECA4kqoQQIhESVb5HokoWKiZRJURwIFElhBCJkKjyPRJVslAxiSohggOJKiGESIREle+RqJKFiklUCREcuKKqdu3amDBhgkSVEEJIVPkeiSpZqJhElRDBAUVVZGQkatasibFjx0pUCSGERJXvkaiShYpJVAkRHHCsx06dOqFcuXIYMWKERJUQQkhU+R6JKlmomESVEMFBXFwcmjdvjkKFCmHgwIESVUIIIVHleySqZKFiElVCBAeuqCpatCgGDx4sUSWEEBJVvkeiShYqJlElRHDAZ2jXrl1RrVo1jBkzRqJKCCEkqnyPRJUsVEyiSojgYPPmzejVq5ftO6j6nxBCGCSqfI9ElSxUTKJKiOBA41QJIUQiJKp8j0SVLFRMokqI4ICeqp49e14fp+rq1aueOYGJRJUQItksW7YM6dOnR/369T1TgpfTp0+jZMmSyJ49O7Zs2eKZ6nskqmShYhJVQgQH3333na3616hRI8yZM8czNXCRqBJC3BLXrl2zb5PokaLx+0LTuXnppZesC//ixYt2mjufbfk9UEl8rD+aztu7776LLFmyYOPGjX5zrBJVslAxiSohAgs+Hxnl8fXXX1v75ptvsGfPHtt3aNmyJcqWLYtPPvkEu3btwt69e7F7927b7sCBAzh79mzA9CEkqoQQN82FCxdw+PBh+4O4c+dO+wPIHz0O2pcqVSr7w7h9+3bs37/fzqfxB/L48eMB59bnQ+DkyZPYt2/f9WP5/vvvER8fj7x58+LVV1/F7NmzcfDgQfvjv2PHDvuQOHr0qBWWdxuJKlmomESVEIHFqVOnMG7cOLzzzjvIY/5n8+fPj4IFC9qIj9SpU+PJJ5+00S4FChSw0/mMZZt27dohISHBJ8/U20GiSghx03z77bc27pmJpbQBAwZYQRUeHo4MGTKgWLFi6N+/P4YNG4Y+ffqgW7du6N69O6KiovDzzz971hIYnDlzBtHR0fbtWY8ePezx8Fh53GFhYciaNSvatm2LkSNHol+/foiMjLSx4TNmzMAPP/zgWcvdY93atShfuTI+aN0aM43IY8dzp7FtxrZ6jMGK/zP2pbGkOquJje3YfrPHmEGWlEhjO26P62c7/u1uY4MxLsNp3utxl01qHqd5b5vrde1W9l8WnMb7RaJKiMCBYfNTp05F6dKlkSZNGtx3332455577OcjjzyCRx99FA8//LCdRnvssces+OJz9YsvvpCoEkIEH6zU07FjR5tTlC9fPuTMmdMKjFy5ctk3Tm+99Zb9njt3bvuDyFHSS5UqhaFDh1qREkgwVIEiqkqVKvbtGo+Rx0TLkSOHPV4eJ4+X54Fv2OipY3lYevLuJKyIdP78eStMkzLOW2Q6mMXNA6tCkyYYk5CAleYhFm/mxRpb67F1Fy5g/dWrf+i94nyKG4qX9VeMYLsAxJtnGue50922/E5bf9VpF2eMf7ONK5A2XHPWk3DZ+eR3d3naBtM+wTOff9tppg2/x19y1rvuvLNuzue6/+gYZMFrElVCBBaMVGEYH6M9+NKVfQj2F/hy8s0337SFn2iZM2e21qxZMzswMD1cbkpBICBRJYS4aZhPtGrVKuu5oaC4//778ac//Ql//etf8a9//cu+XXrggQfsm6Znn30WtWrVwqhRo2yVvEB50+RCsfLVV1/h888/R8WKFe3x8bgefPBB/OMf/8A///lP/OUvf7HHz88iRYpYLx1DFRg2eCfgg4ihk1znzJkzMW3aNOsJ49+uMQRx3rx56Ni+PTKbh1OOokXRpE8f9Jg6Fb3NvJ6mzcfG+L3fggWYsWOHFVjsnN5ImNAbRFt7Dpi6FRi6DPh8LRB14Jf5/OTy9ITx75k7gUFLgM+Wm79Nj5dCyPUyrTkLzDLTuI7xpvGSw47w4vJx5raY/y0wOg4YmwAsPugIqWVHgYlGPQ1fCQxeCgxc7Hxy3RRbFGzcriz0TKJKiMCFKQEMBWzTpg3KlCljX1jyxSQjXdhn6NSpE1auND/8AYhElRDilmEuFUPeipoOPOOhH3roISuw7r33XuvGf/31120lQJZapzgJZE6cOGGFTPXq1W3Z+L/97W82ZIHG4+bxs8Q6vVp8C3cnOXLkiBVNDDOsV68eGjZsaEMtmzZtet34Ro+JvpUqVUL2HDnwVr58KFWjBqo1bowaZl51055W0SxfqVEjNOvVC6PWrTNi5qIVPd6dVYoceoHijSCieOk8DqjfzWNdgBb9TEd2gSN8KJbYuZ1mVFWHUWZ+V6BOZ6dtwx5A5FRgwX4jwK45IqrTGKD4B0CV5kakGeFF0cXtLT8GdJsIlKoLVAp3RNnqM8C49UAjs55qLYH/djDr7gRUNX9zOwMWAkuN6OL2vb1mstAwiSohAhf2CZijTGHF5xpzqNxID0bCrFixwr5MDEQkqoQQtwyLOPBHj56czp072zdNmTJlsnlVdOuPGTPG5l+dO3fOs0Rg89NPP9liFIMGDULhwoXtcb7xxhv2uLt06WJjvumdutMhCjy/fOhwmxzHo3Xr1vah0759+19Zhw4d7Fu/iIgIRLRqhY+MCGtrptPamXm0Zi1aoGLlyshr1tXECKuVp05hh9mGt7eKnVV6gKYaxUTxkqMwULiSETeRQPVWQM5iQMHywKdRwDZzqPRAfdAOSPUykOtdoPHHjqDKX9q0LQp8+KkRVD8A8/Y6Yuqxx4HnTdsP+ztiiqF8M81OlGto5v3bWU/7kcCyI0CvmUDeksZKmG20BcL7OO1eyw6EFXc8WNx/12smCx2TqBIisGH/YcmSJTZnuZV5ZvHZxZeHjAxh3yFQkagSQiSL2NhYW6CB4oodfhZuYPW/YIQV/iisGJ5A6927t437TinWrl1rRSrz0viwYeglqw+uW7fuN8YQQYq7LzZuxHrTJsHsVzynm0/a0sWLEdmtG8Ly5kXl5s2x9OhR2zF1RRU/6bmil6rlQCDD20CRykDkFGB8guNdqt0RKF7LCJ5ZRvgcAAYvMaKnFJAuK4xQM2JsPTAuHmg73BFZWfMDn8x1QghL1QEeeQz4z/OOx4nhgOt+dtab+z3ggQeBfz3lCLFoI8To2XrLiDou12cOMGMb0H8+kCk38Ph/gK4TgV2efU7c6ZYFt0lUCRHYXLp0yUZ2ME97/fr11vgM4zM2kKNbJKqEEMni0KFDNmfqyy+/tJ16uvVZ6ScY4du1bdu22WOl8YHASn8pVS6egpVhfQz5o9cqOdv56cwZzJszB6XLl0e1iAgrqlgd0BVVDKNjZ3XpEeC9msATzwIdR/1SPZAerLl7gUHRwDSjZJjvxJC8AmUd7xRD/Shy2H79RSdc8N/PAPU6A5/HAuUbA1nyAW8aoZWnuOkQG4G04hjQZpiZHga8lBF4LRsQMcgRVV3GA/mMYGP434jVRsSZPvNYI9pyvw88lcoJGUwpUcVzwnPBEEe3ciK34+ZxsaIhP/md02k8f+50LksPGudzXZzHNu66aFy3u5y7XdnNmUSVEMIfkagSQiQLhgKyCIVrfAMVaGNS3Sw8Lh6f9/Hy+FMKiqrKlSvbvKnNm9kFv33OnT2L+fPm2bGsqrdq9StRRXMFwJxvgPxlgCefA/rMAvaZaduNUSSwIl/sWSMEfgYmmZ4thdI7FY0AGgfEnHQ6urTdxj4a6gizKi2cHCi2LVnHaf/0i06oIMMCKZpefdNMr+CE+304AFh8COg+2RNuaEQbQ/+6TnBEHD1oFGb0knH/2cFOquN9u+aKINfc8+P9Pam2SU13p3m3c6d7T3PbyW7OJKqEEP6IRJUQQvgprqhiQYrkjtVx8sQJzJ41y3qqbiSq6GmZvg3IVxp4xgifvnOAPWaaFVTGKOtYLJ7BnQzpK10PKFoF+Hg6sPy4M58CjG1YvOLp1EClZk5+VPlGQNUPgYrhQNqMQO32wKhY4P0aQOYwI64iHA9Z835OIQwWusheyMzLY8RYbSd3q0ITZ32dxgILv7uznh4eH9dFDxI/uX6KQYYydjHbG7IMWGT2ix16HiMrFC783qloOHodsOq0k+PFkvGzdjmVDGcbdcmCHBSczAHrNgnobNbF0MYeU5zj53LyWN2aSVQJIfwRiSohhPBTNmzYgKpVq941UcXPOUYI0FP11PNAn9kAU4YpItjx5/z486ZTa4SC66kqTE/VeCMcTjieI3Z2KaoY1vfEc46nqt88I4hMW1b3Y6ggK/1VNyKK1f1YCOP9D4AG3Zx8reZ9jXg54Hiq3i4KhJVwqv+xEmFvI84mmJ1ggQx3v5PqdN+OcV08BwnmFHMbzfo4+8n9K1YVKNvQKaIx16jMr8w54D58FmNEYlMzr4EjonjcFFHcd+affWyE4UojqChUS5t1Zc7rrI/i8V0jJikyexpBGmXE2sZrjlhIat9kvzaJKiGEPyJRJYQQfsrdElXsqNJTws7qEtM3fbe6E7pHrwoFlWvMtxq2woiELU5OFcUOc6oa93TGsGLYn60oeNURT8ypqmPExTCP+GD1vtZDjWAxwon5Ui+94YT3schF097Odimqor4HuhqhxnDAys2BTxc53quVR51xrdx8pcSd7ds1ngOukwMcj9/giKm0GRxPHHO3IgYCRY2wogePf0cZpUlRxSIcmfIAz6V1ys0nmGksB9+ivxPm2PJTp8rhyDVA+qzOOhubY6UIbWDOD8Vrjnec4hxrfvKcO88+yW5sElVCCH9EokoIERRwTKeYmBg7QO7kyZOtTZkyJaCNFQbz5cuHJk2a2MIYKSmq+ElvVNx5R+CwcAQ9NJ/MAaaYmWOMMGjaxxEavWcb8cXwuChH+Lz+liMkZpne7oT1RkwMArLmAzLmdtqOM0KlbH1HNHUc7XicshUE/t+9wPs1gZ4zHGFFkdHECDSG3nX43CloQY8PQw1Z3IH7yw71nRYeXB/XzXC+mh8BL77mVC/kvsf9bISREXPcR47BxfwxCkiKqt6znMqH95gn6Rs5gf7mfHD8LIopetjCP3FEFQctZrl4FuQYGQusOA7MNiqOx/z0C45HjuN9bTFilOL2Th9fsJlElRDCH5GoEkIEBatXr0aFChWQx3SyWIK8dOnS9jMQjfvOgRDffvttvPLKK2jcuLGtsMgiGbfLH4kqGr017NSPiXc8RBQBzJlqajr/FBssHEHh03+BETlGADAfiONXMf+KIqSZEREM48tgBEbaNxwPFiv5UTAwDJCCjPlV483GyjQAnk3jeLSYWxQx2BFdEUaQ2PC/SUARs23On7LF8Uy5IYju/t4p4zEzd4z7xXGw0mU2Hfb5wNpzZr455RRG07eb/VznDErMkL5VZxxRxbLv990H3GsEIkMEKQDpzaIHj0KTyzIfK/WrzjnifG5vrzl/XCcLb7ycCRgYDay/7Bwn5yfeR9kvJlElhPBHJKqEEEHBpEmTkCZNGoSFhdlxs2jdunULSOvRowf69OmDWrVqIVu2bFZUpbSnisbOPG3tT054H/Oi6Cmq28UJ42PFPooiepLoOWLnlrlVrYwgqt3BWCenQh/HoWL1P1YS/N+1XzxPrQY5uUfLjgI9JjtCa9ASpxw7vV4MoRtgBBuLXrCMOkMBWbCCpdy5f3cy5M/brMgxNiYOeCG9ETpvOUKO4XhzTO+95QBzbO3NeejsVCKcatQdBeUn84AS/zWCySzz0MNOuXeKQZ4rhv8xrM8VVfR+5THzp5uV8rwdMsaQRnr00rzuiLh4iaqbMokqIYQ/IlElhAgKhg8fjmeeecaGynHwYdru3bsD0vbu3WsHRpw6dSpKlChhjymlc6q8jR4r2mojriiaBi52qtct2Aes9yqowGUprljxbpr5o/9Cp9T5DCMc1p13PEusprfaCBB6ZaaYCczLWn/VEVocdyr6MBD7MzDfrHuyWTG3wWIPLKs+2ewEK+itNMu72/PezztlFDH0VI2NNwInA5Axl7OvHHNrktmHGq2dnCpWI3w9B9BtgiOqeLzMFctf2vHiMU+MOWIczJheNnrfvEUVp9NTxeNgBcV53wJZ8jqhlqw0KFF1cyZRJYTwR/SIoKMAABF7SURBVCSqhBBBwWeffYbnn3/eenquXbtmjeNKBapx/9esWWMH/70bhSq8jZ16t3PPjj7D4CiSOE5V4k4/O7i0BCOs2I4CiaKJ7dy2XC7BrIfr4jxuc4P5ZFlyzuN6KMz4nZ+cxnZchua2SSnjPlJUMbTvlSxOfhRD/bj/LDxB7xorIRarDvzzSaBRpBP+xwIapeo4Jd/praPA+ucTTpu8RmBx2ooTv/ZUUXDyfH1vjON0ZcrthEpyXTzWxOdX9luTqBJC+CMSVUKIoGDYsGFInTq1DfsLFhISEu5a9b+kjJ17eqzobaLXiZ3ZG4kwtx2Nf7vCgOM/cRku6z2d4oHr5Cfn85PzE3/nciktMrh+Vi5k6XPmjDGv6qPPHA8ZBz+mN27Bd0C5RsDDfwNqtftFVDEPjONnMQ8tcopTCZCFK1jAgmNucR1Dljqiip6s+fsdQXCQ29tuRFxmpyogwx03ecTo710TmUSVEMI/kagSQgQFrqhiPlKwcLcG/02q4xpKRlHFUL+lpl/eeohTjY+VBznw73QjlsbGOdMZqsfxu/i3zamaCxQsB5Su7wiyKKPAOHbXnx8AHnkMqNfV8XRRVHEgZJaQZ47YRHPSR6ww87v8UmVxllF1FG+8Hromv28SVUIIf0SiSggRFEhU/T4SVb9v9BBtuOwMfsyiGwwDpIgqXh0oVN7xND31nDPY8eh1v4gqCiJ6sKZtMZ39K840ep7+8YRTuZCiauRapxjFI//nrIvtsxcEUr0C5C9rlpnjhE7Sy5fUvsl+bRJVQgh/RKJKCBEUSFT9PhJVf2xWWF1zPEkca6pWW6B6a6BSM6BMfaB+V8frtOqUkzvGEuztRwJdJwAL9zsDJLPABsP+WNmQpefZbs4exyvFMblqtHIGTWZJ+Yrhjghj3hW9Zdx+4n2S/dYkqoQQ/ohElRAiKAhGUbV27VpbqKJFixbYsYMFvm+fy5cuYVFUFMpWrIhqERESVTcwng922jcaccVBf2eZ3vvsXUCMR/gwRI9GAUTBxGqGrPDHwhsMIeSy/M4y8SuN+GI7Ft2g2GIlQ9ossz5WO+Q63aIeug43bxJVQgh/RKJKCBEUBLOoCg8Px+bNLOtw+5w7exbz582znqpqLVtKVN3AeD54pimc2HmnWOJ0hubxfNEb5RbUoMhyjd/Z3i2u4c7np2v8znXRG8a/uR23WIf3Psh+3ySqhBD+iESVECIoCEZRxep/ZcqUwZtvvonq1aujdevWaNeuXZLWuXNn9OKgx5GR6NqxIzqZaR2N8ZPWqnlzlCleHBkzZ0bNjz7C8uPHJap+x3heKHY2XLuMmJNHMWPndoxJiMfncXHWRsXHYXRCHMasd4zf3en8PnbDL9PtNPt9HSZu2oA5e7/G6jMn7TZcoSW7eZOoEkL4IxJVQoigIBhF1a5du/CREUBZsmSxx/biiy/e0Djw8aP/93/4v3/+E0899xyeNdOeM8ZPb3urUCF0HDkSa376yXpdJKqSNooddt6XHT2CQdGLEd67F2q2aoXabdqgbocOf2j1kvhep11b1DbWtFdPjFyzGuuvXrGeqqS2L7uxSVQJIfwRiSohRFAQjKLq7Nmz2Lp1K6KiojB58mRMmDDhhhbRsiXSv/YaMuXNi9pdu6L9mDHoaqZ38ljniRPRY9o0fBYTgwX79mH9lSsKO/sdY8edIX9Tzfmv16kTCpcqhZLlyqF2/fpo3Lw5GjRtevMWHm6tXuPGdh3Zw8LQrG9frLt40QrbpLYvu7FJVAkh/BGJKiFEUBCMoupW+GL9elSqVg2127XDfCOa2Fn/1tg3xnZ5GUP+6B2hh4oD8ybVaZU5HXfmVX0eG4sydeqgeMmS6NC2LSYbgTp39mzMmjnzpm22x2bNmIGPIiKQPl06VDAia+3PP1txkNT2ZTc2iSohhD8iUSWECApCXVStXb0a5SpVQo1WrTB9xw4rmiisKKBYPME1dkiVx/PH5nqqRqxZg4qNGqFh06aIWrAAx48dw3kjhm7XKKxy5sqFck2aYM25c1bkJrV92Y1NokoI4Y9IVAkhgoJQF1Uxy5ejTIUKqGY6mJP/9z/EX7pkO5/Kmbo9uy6q1q5FZSOAWhixutYIrGvXrpmpt8+ypUuRr0ABlDMiTaLq9kyiSgjhj0hUCSGCAokqiao7aYlFVbg5r8uXLcM5I4SSw8IFCxCWLx/Kh4dLVN2mSVQJIfwRiSohRFAgUfWLqJqyeTMSLl+24X4M9aOwkt2a8dwxp2pkbGzKiKpmza7nVCW1fdmNjdeG+YH9o6IkqoQQfoNElRAiKJCockRVjYgITN+2zb7Rpyhw86hkt2Y8dzuMjYqPR9Xw8Dsuqiq2aIG4S5dsIZGkti+7sfHa7DH2aXQ03gwLk6gSQvgFElVCiKAg1EXVCtPhL1m2LCo2bYpxGzZg9U8/Yf3Fi4gztu7CBdktGs/dF0b0DI2JsYUqwo0IupOiqkzjxlhx8iQ2X76c5PZlNzZemy1XrqDn7NnI+Pbb+LB5c/woUSWE8DESVUKIoGD48OFWVEVGRnqmhBYrTeefoqpotWroNmkSRsfFYdKmTRj/xRcYv3Gj7BaN545hlG1HjMC7VaqgcXg4Vixfjp+TKaoWRUUhT1gYCpQvbysLzti2Lcnty25svDYzt29Hk08+wcsZM+JDI3jlqRJC+BqJKiFEUDB+/HikSZMGffv29UwJLTaYzmatOnXwVsGCKFy5Mso2aIBKRghUbNJEdhtWuVkzVDGd9bASJfBGjhyoW78+YlassGXRk0P04sXIlTs3UqVLh9L16qF6RESS25fd2HhfV23ZEm8XK4a06dOjW9euOHnqlOcMCyGEb5CoEkL4LVevXsXZs2dx6NAh7Nmzx9revXt/Y99++y26dOmCJ598Es1MZzipNjR3Hd9//z1OnDiBS5cuebYU+Oz/7jsMHznSdv7LVaxorUKVKrLbtIpVq6JitWrIky8f3siYEXXr1kVMTAzOnz/vOeO3x2KKqly5kOr551G6XDlUNttIavuy37fylSujZJky+KBWLcyZMwcXLlzwnGEhhPANElVCCL+F+SsbN2603id2auvUqYOGDRv+yho1aoQmTZogZ86cePDBB5ElSxY0btzYWuK29erVs+vp1KkTFi5ciCNHjni2FPiwU3ngwAFs3rwZ8fHxiFu3TpYMi+dnXBw+GzoUFY1ADQ8Px3KG/yXTU8X7LixPHpQxgoCer3izjaS2L/t9Wxcba88d73f+Hyd3/DAhhEguElVCCL+FXioKhO7du6NSpUq2c1utWrVfWY0aNfDBBx+gRIkSCAsLw/vvv4+aNWtaS9y2cuXKdj0RERGYPXs2Dh8+7NmSEEnz1Vdf2Zydli1bYtkdKFSxYMEC5M2b196DQgghggeJKiGE33L58mUrfOitWrp0qTV6C7xtxYoV1ugBmDFjhu20utMSt2WnmOtYt26dDQdMrtdBBD/0VtFL9eGHH95RUcUw1YsXL3qmCiGECHQkqoQQfgtDeq5cuWI7n8xloTHMLSmjQKJni59JzXfNXQcFm0KGxB+xdu1aG156p0VV06ZNk70uIYQQ/oNElRDC76Gw+j1B5RrFV1LTXfMWVELcDBJVQgghbgaJKiGE38Lqfyc5QOrmzddD+FiBLbGtXLnSdnhZWY3hffyeVDt3HRs2bMDBgwcVfiX+EFdUMQeK91VyK0byHqWo4jolqoQQIniQqBJC+C0M52NOS48ePVClShVrLEzhbSxIUatWLZQrVw5Fixa1VdVYuILTE7etWrWqXYcKVYibZfXq1bbCZJs2bawYTy5cX/78+e06JaqEECJ4kKgSQvgtZ86cQWxsLHr27InatWtbq1+//q+sQYMGtoPKsX8efvhhZM2a1ZZP5/TEbVmSneto27atFVU//PCDZ0tCJA2rT/L+oljv2LEjpk+fjnnz5v3K5s+fj6ioKCxZssR6Svl34jauUZxlyJABzZs3V6EUIYQIIiSqhBB+C3OpTp8+bQfr3bVrl7Xdu3f/yr755htrnTt3xhNPPGErtbnTErelcR0cLPjYsWMK/xN/yM6dO62YypQpE5555hmkTZsWL7/88m3bs88+i9deew39+/cPqsGnhRAi1JGoEkIEBePGjUOaNGnsQMFC3ClOnTpl86r69euHFi1a2Fwod3Bp1zioNENPKbhSp06N4sWL/6aNaxzvavDgwdi0aZOqTwohRBAhUSWECAqGDx9uO7SRkZGeKULcHZj7x7A/ii4KJ4owIYQQoYVElRAiKBg2bJgVVSxqIcTdhrl/zJdi6XV6oYQQQoQWElVCiKBAokr4CtdTRUHF8EB5qoQQIvSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUSVcJXSFQJIYSQqBJCBAUjRozAiy++iI8//tgzRYi7g0SVEEIIiSohRFAwfPhw66mKjIz0TBHi7nD+/HksX74cLVu2RNOmTbFu3TrPHCGEEKGCRJUQIqC4du2a7cQeP34chw8ftp+nTp1Cr1698J///AetW7fGiRMnrHH+sWPH8NNPP+HKlSueNQhx59mwYQM6dOiAVq1aYevWrZ6pQgghQgWJKiFEQHHgwAHrFZgyZQrGjx+PmTNnYv78+WjQoAFSpUqFatWqYc6cOdYmTpxobe7cufj6669x9epVz1qEuHUo6M+cOYNdu3YhISEBX375Jb766ivEx8fjs88+Q9WqVVGhQgWMGTMG//vf/+y8jRs3YtOmTfa+vXDhgmdNQgghgg2JKiFEQBETE4Pw8HCULVsWZcqUQaVKlWxntmjRosiWLRveeecdVKlSBZUrV0a5cuVQqlQpK7SmTp1qPVxC3C6XL1+2QqlFixbIlCkTsmbNau85fr788st44okn8PjjjyNdunTInj27nZclSxYUK1YMI0eOtMJKCCFEcCJRJYQIKPjWf8CAAahVqxby5MmD1157Da+//jpy5syJ/PnzI3fu3HjjjTfsdP5NQdW1a1esXLlSngKRLBhCSo9n3759UaRIERtues8991j785//jL/97W/W7r//fjvt3nvvRfr06VG3bl3Mnj0bP/74o2dNQgghgg2JKiFEQMGOLfOllixZYvOn6KF66623kCtXLiuiKK5y5MiBQoUKoXnz5liwYAGOHDlivQxCJBfef/R47ty5E506dbLiimI+X758KFiwoLUCBQrY+7FEiRI2FJD338WLFxV+KoQQQYxElRAiIGEBCnqfevfubUMB3377bRtyxVAshlt17NgR0dHRtliFECkBq/wxl6pbt26IiIhAs2bNbFn1du3a2WmjRo3CN99842kthBAimJGoEkIEJCwawKp+cXFx1mNVuHBh652i16BevXrWQ3X06FF5B0SKQI8VK0/Gxsaif//+qF+/vi1SUb16dSusWESF3iyOYSWEECL4kagSQgQ0Bw8exIQJE6x3gNa2bVsMGzYMW7ZssSFXQqQk27Zts6KKYoqhgCVLlkTDhg1tVUqKfiGEEKGBRJUQIqChcNq3b5+tysYy1jSGXJ0+fdrTQoiUg2OksXjK4sWLrZBi+X6W/N+zZ4+nhRBCiFBAokoIIYQQQgghkoFElRBCCCGEEEIkA4kqIYQQQgghhEgGElVCCCGEEEIIcdsA/x+xvQWyHNgNjQAAAABJRU5ErkJggg==) |
图4 LD7592控制器电路 |
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![](/d/file/news/2024-07-17/9c9b79e9508bb4714e58d56d12dcd257.png) |
图5 LD7593控制器电路 |
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LD7593为符合各种不同应用,提供两种封装LD7593AX(SOP-26)如图6及LD7593DA(SOP-8) 如图7,具有辅助绕组侦测零电流,可沿用带有辅助绕组的PFC电感,不需要重新设计电感,对于成本优化及新设计可使用LD7593AX (SOP-26)达到成本优化的特色,不同封装提供灵活且实用的选择。
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![](/d/file/news/2024-07-17/659fc8f7393caa2eab6a6307e989e516.png) |
![](/d/file/news/2024-07-17/d0d66b072cc3005e36c9d214f2d1338b.png) |
图6 LD7593AX(SOP-26)封装 |
图7 LD7593DA(SOP-8)封装 |
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LD7593AX电路功能说明如图8及IC Pin脚功能应用说明如表2
LD7593DA电路功能说明如图9及IC Pin脚功能应用说明如表3
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![](/d/file/news/2024-07-17/218274fc85592a91f1e8dccfa344b5e2.png) |
图8 LD7593AX电路功能说明 |
Pin |
NAME |
应用说明 |
1 |
OUT |
MOSFET driver output, Source=700mA, Sink=-300mA |
2 |
GND |
IC Ground |
3 |
CS/ZCD |
过电流检测Cycle by Cycle Current Limit(OCP)及零电流检测功能 |
4 |
INV |
PFC 输出电压回授, 参考电压=2.5V |
5 |
COMP |
误差放大器的输出用于电压环路补偿 |
6 |
VCC |
Vcc_ON=16V,Vcc_off=7.5V, OVP=28V |
表2 LD7593AX Pin脚功能应用说明 |
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![](/d/file/news/2024-07-17/af0c65f32b7fd41b7131cb6c9e26d071.png) |
图9 LD7593DA电路功能说明 |
Pin |
NAME |
应用说明 |
1 |
INV |
PFC 输出电压回授, 参考电压=2.5V |
2 |
COMP |
误差放大器的输出用于电压环路补偿 |
3 |
VINSNS |
输入电压检测 |
4 |
CS |
PFC 输出电压回授, 参考电压=2.5V |
5 |
ZCD |
零电流检测功能 |
6 |
GND |
IC Ground |
7 |
OUT |
MOSFET driver output, Source=700mA, Sink=-300mA |
8 |
VCC |
Vcc_ON=16V,Vcc_off=7.5V, OVP=28V |
表3 LD7593DA Pin脚功能应用说明 |
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4.通嘉PFC Controller(LD7593)技术特点说明
-
超低启动电流,小于1uA,启动速度快且节能。
-
电压模式控制。
-
LD7593AX : 无需额外ZCD Winding检测零电流Turn on
-
第一阶过电压保护(1st Over Voltage Protection)on INV pin
-
LD7593AX : 第二阶过电压保护(1nd Over Voltage Protection)on CS/ZCD pin。
-
Cycle by Cycle Current Limit
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1st , 2nd , 3rd , 4th ,….谷底切换导通,达到效率与开关组件应力优化。
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轻载降频功能,提升轻载效率。
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LD7593DA : 输入电压检测,切换高低压On time,优化高压PF值。
-
LD7593DA : 预设四个最大On time档位供选择,应对不同系统瓦特数。
-
Driving 能力 Source=700mA, Sink=-300mA, with 33nF @ OUT
-
内建过温度保护(INT. OTP)
4.1 LD7593各Pin脚保护功能
LD7593 针对不同Pin脚设置了完整的保护功能,以确保产品的可靠度,以避免造成损伤,LD7593AX保护功能如图10,LD7593DA保护功能如图11。
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![](/d/file/news/2024-07-17/45aec417b84e019798f4a44ff35e5fe9.png) |
图10 LD7593AX 保护功能 |
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![](/d/file/news/2024-07-17/56caf948eacca20797adb1b82e44aae1.png) |
图11 LD7593DA 保护功能 |
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4.2 Fixed Turn-On Time Control控制模式
控制方式使用误差放大器的输出和斜坡产生器模块的输出来进行比较,决定PFC MOSFET 的导通时间,达到固定导通时间控制(Fixed Turn-On Time Control) ,GM放大器的输出电流会根据放大器反相输入端和参考电压2.5V差而变化,驱动关闭条件 GM 放大器的输出电压(Vcomp)与内部产生锯齿波进行比较, 当Vcomp上升时驱动导通时间增加, 当Vcomp下降时导通时间减少如图12。
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![](/d/file/news/2024-07-17/c05241b18cca33bdc8e4a6c791800924.png) |
图12 Fixed Turn-on Time Control |
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由于为固定导通时间控制,交流输入不论在波峰还是波谷,导通时间皆为固定,如图13,14。
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![](/d/file/news/2024-07-17/7ecef3c5838477411c0de1e6112e6f78.png) |
![](/d/file/news/2024-07-17/52cac7f14431bfd813b4d2b03140aeaa.png) |
图13 AC输入波峰波形Ch1:驱动波形 Ch2:电感电流 |
图14 AC输入波谷波形Ch1:驱动波形 Ch2:电感电流 |
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4.3 LD7593工作频率说明
对于Transition-Mode PFC,开关频率是变动的,并且随着负载的减少,电感放电时间速度快,导通时间固定的情况下,工作频率变快。为了在整个输出负载范围内获得良好的效率效能,LD7593实施了频率限制曲线,以减少轻负载时高开关频率造成的额外损耗。频率限制曲线如图15所示,并在极轻载及空载的条件下进入Burst Mode,降低开关切换造成的效率损失,如图16所示。
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![](/d/file/news/2024-07-17/4cc7397fd3bc6796d08d227fb0a16104.png) |
图15 LD7593AX 频率限制曲线 |
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![](/d/file/news/2024-07-17/a28ecf55dd542b6de20f43fc91997a2f.png) |
图16 Burst Mode,Ch1:输出 Ch2:VCOMP Ch3: 驱动波形 |
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4.4 INV Pin功能说明
LD7593AX/DA INV Pin电路如图17,18,INV Pin侦测电解电容电压并藉由电阻Ra及Rb进行分压达到稳压,参考电压(Vref)为2.5V,OVP参考电压为2.7V(LD7593AX)及2.675V (LD7593DA),设计准则如下:
输出电压对应Vref电压公式:
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设置Bulk 电压为395V,可推得Ra为3M ohm,Rb为19.1k ohm。
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![](/d/file/news/2024-07-17/a605f2bbc666570869de382e2d2e6327.jpg) |
![](/d/file/news/2024-07-17/f90596cfb128f43dd8f4e61676b6cde5.jpg) |
图17 LD7593AX |
图18 LD7593DA |
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4.4.1 一阶OVP on INV Pin
INV Pin同时提供OVP保护,确保大电容不被高电压损伤,LD7593AX OVP参考电压(Vref)为2.7V,LD7593DA OVP参考电压(Vref)为2.675V,OVP触发波形如图19。
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以Ra为3M ohm,Rb为19.1k ohm可推得OVP电压为426V / 422V。
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![](/d/file/news/2024-07-17/43c389767fe43e0e0be89c5a3dcb5a81.png) |
图19 LD7593 OVP,Ch1:Vo Ch2:INV Ch3:Out |
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4.5 ZCD Pin功能说明
透过Zero Current Detection(零电流侦测ZCD),达到谷底切换功能,当磁化电流达到零时,PFC 电感开始与寄生电容谐振,Mosfet VDS 开始下降,检测该下降沿作为零电流点,进行Mosfet导通,降低开关损耗。
4.5.1 LD7593AX与LD7593DA ZCD侦测方式说明
4.5.2 LD7593AX : 零电流侦测Mos VDS采用电阻电容分压
LD7593AX透过电阻RZCDA和RZCDB直接采样VDS波形来侦测零电流点,参考电路及时序如图20。为了避免振铃,Mosfet关断后增加1500ns的延迟,透过拐点侦测技术侦测零电流点。为确保谷底开关导通,在拐点侦测后又增加了另一个 ZCD 延迟时间。经过此 ZCD 延迟时间后,Mosfet导通。在实际应用中,RZCDA可以放置10MOhm以上以节省功耗。另外,VDS 在取样到 ZCD 之前会衰减超过 100 倍,ZCD 波形容易受到噪声的影响且容易失真。建议添加两个额外的电容器 CZCDA 和 CZCDB 以解决此问题。
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![](/d/file/news/2024-07-17/cae8b3ef20cbf12c8ea34d4857ae5a7f.png) |
![](/d/file/news/2024-07-17/b488ec2791974cfff387b4524012983a.png) |
图20 LD7593AX 零电流侦测 |
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4.5.3 LD7593DA : 零电流侦测采用辅助绕组采样
LD7593DA通过升压电感器的电流透过使用与电感器耦合的辅助绕组降至零时,零电流检测模块将导通Mosfet,参考电路及时序如图21。在Mosfet关闭阶段,ZCD 接脚电压上升至 0.2V 以上,ZCD 比较器置位并开始等待 ZCD 电压降至 0.1V 以下。当 ZCD 电压低于 0.1V 时,零电流侦测器将开启Mosfet。 ZCD 接脚由两个箝位内部保护:4V 正电压箝位和-0.7V 负电压箝位。
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![](/d/file/news/2024-07-17/8e5b43b8d30721679f01c802ec8818de.jpg) |
![](/d/file/news/2024-07-17/3da3adfa1eefb2623594ff3302bb24a5.jpg) |
图21 LD7593DA零电流侦测 |
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4.5.4 ZCD实际波形
图22~图24演示了在不同负载条件下,对应不同的波谷数做切换,当负载量由重变轻,波谷数相对增加,以达到最佳的效率表现。
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![](/d/file/news/2024-07-17/96c781ae03e6fdc44872cfee3db66195.png) |
![](/d/file/news/2024-07-17/b1655b221bcdbd0564e3c57650126c50.png) |
图22 第一波谷切换 |
图23 第二波谷切换 |
![](/d/file/news/2024-07-17/db1d2a3e6562eb1992fde31d03c6012c.png) |
图24 第三波谷切换 |
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CH1 :驱动波形, CH2 : PFC MOS VDS, CH3 :ZCD
4.6 CS Pin功能说明
CS 脚位侦测PFC Mosfet电流,当电流侦测引脚的最大电压阈值设定为 0.8V,当电压阈值上升至0.8V将MOSFET关断达到Cycle by Cycle current limit,以防止PFC电感饱和,触发波形如图25。
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![](/d/file/news/2024-07-17/89ffa8eb023aaba1214058ccbe2c770b.png) |
图25 Cycle by Cycle current limit,Ch1:Vo Ch2:INV Ch3:Out |
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4.6.1 LD7593AX : 二阶OVP on CS/ZCD PIN
LD7593AX CS引脚侦测PFC MOSFET 电流,同时侦测输出电压,提供二阶的OVP保护,当一阶OVP失效时,二阶OVP启动可确保大电容不被损坏,增加产品可靠度,电路及触发条件如图26,27,OVP2触发波形如图28,29。
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![](/d/file/news/2024-07-17/499ad5ef1efaa69b566ae6f55c92ee8f.png) |
![](/d/file/news/2024-07-17/331bb13a27a95d47751efbfb471abd2c.png) |
图26 LD7593AX OVP2电路 |
图27 LD7593AX 触发条件 |
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![](/d/file/news/2024-07-17/9eea5d65819e843906614b71c1c7cb70.png) |
![](/d/file/news/2024-07-17/9cd9db0c795f9dd71fe196d49af6aebd.png) |
图28 OVP2,Ch2:Vo Ch3:CS/ZCS |
图29 OVP2,Ch2:Vo Ch3:CS/ZCS |
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4.7 LD7593DA : Vinsns Pin功能说明
藉由电阻Rh及Rl进行分压侦测输入电压准位如图30,当 VINSNS 高于 1.4V 时,设置为高输入电压;当 VINSNS 低于 1.2V 时,设置为低输入电压。交流低压和高压的最大导通时间比设定为 2.87。起机时默认功能如图31,经由Rcs电阻值不同,有四个档位可供选择见表4,输入交流低压最大导通时间为 25 us时,输入交流高压最大导通时间为 8.7 us,可以大幅度改善输入高压时的PF值。
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![](/d/file/news/2024-07-17/0800cbc333e169b45d9db15ee3c2fe67.png) |
![](/d/file/news/2024-07-17/fe7b56a747f49151a4c98bd1207ff3ce.png) |
图30 Vinsns分压电路 |
图31 导通时间默认功能 |
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RCS (Ohm)rVmednc
(±1%)rVmednc |
Maximum On-Time(µs)rVmednc |
AC low linerVmednc |
AC high linerVmednc |
220<rVmednc |
25rVmednc |
8.7rVmednc |
430rVmednc |
21rVmednc |
7.3rVmednc |
750rVmednc |
17rVmednc |
5.9rVmednc |
>1000rVmednc |
13rVmednc |
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表4 RCS对应最大导通时间rVmednc |
|
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5.通嘉PFC 200W Demo Board 设计范例
PFC : LD7593 + VCC : LD7932
PCB Size: 162mm(L) x 103mm(W) x 26mm(H)
输出功率 : 390V/0.5A,
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![](/d/file/news/2024-07-17/599d91e6c55e2e6c8e8de6b57fad8a65.jpg) |
![](/d/file/news/2024-07-17/8f709ccf3a84894ae16e317ece25b040.jpg) |
图32 PFC 200W实体图 |
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PF值测试
Test Condition : Full load
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效率测试
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通嘉PFC 控制器具有高效率、节省辅助绕组、谷底导通的优点,并精简IC周边零件,让电源设计简易化,节省研发时间成本,在搭配不同导通时间设定,以符合各种电源瓦特数应用。并提供全面性保护机制,包含Cycle by Cycle Current Limit、第一、第二阶段过电压保护、VCC过/欠电压保护、二极管短路保护、电感短路保护及过温度保护(OTP) 等机制,提升产品安全可靠性。在市场上受到客户的认可,并有大量量产经验,我们将提供最详细的信息及应用说明给您,同时请支持老牌AC-DC通嘉产品联系方式如下
Sales@leadtrend.com.twrVmednc
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责编:Ricardo