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btrlfdjSdTdj6engjdALzofQkKQ/DPIpy1UANcpqndzLrs/uk9lxGaJOMUIG+m3CzKIqb/qsIN5+cnJKkbU/58vOBX/2ZEv9sEvczix4ElMuog24at4k0NXnv1/TRIhGv2ETXDtk2Ro8msYU0dMRGbeqCN4+BtCm8aUzKgL7Ztn/rcXOiR0tL4A3OqJaLCPx
55
7.5(2)
btrlfdjSdTdj6engjdALzofQkKQ/DPIpy1UANcpqndwti3dDtGpnmMRStq+qarXGs17tndPuGU4XMfZbwtXLM2VVEkh/r4daN/xQwDUikwQQNrcOF0e8zmmwxNs/XF4RMKxbYzk1zwG2xE9Tcs9holrnLsinSQftTk1t8qsfKaZgQebvOIwzpxvrDD89t23S
33
0(0)
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27
8(1)
btrlfdjSdTdj6engjdALzofQkKQ/DPIpy1UANcpqndxdgmxzbMxb40IvIBBys5Si85QXWFBv4RQsvb+D5o9sjqgC5W4edxObmfK/U+XWe4MS9bRQKwNZwHzstKlB9MTNhzNgRrLuiPiz9bKLbCm7SQ==
64
8.3(3)
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63
8(2)
btrlfdjSdTdj6engjdALzofQkKQ/DPIpy1UANcpqndx7LSsqAPr0m8vvbzbbnIL4jU+VttqnMgYday47JwUje9QMascwSMvjjKegnmx+ckjz8KreBftm8jFpPCsrsMhqAA1BRBsZtxc1zRjSrT5k1gS8JV1Axq2blmLQ68cVdVGP7EOeE/Yo9UGjLYjnlfrGWVNxBCuJp57OOXpd5qHWcIex04go/oqG65c5eq1AKdg=
6
0(0)
btrlfdjSdTdj6engjdALzofQkKQ/DPIpy1UANcpqndxxPSymjRLPEH3rT+5sHZVZBW3IX+iet8MD0W1N0l26WKxrj2+YzDo6AUlJ+AaSCyrRTkUJRq3b90Ja1dE7sRKVpBf9dMz8c8+iejLeZrNyoPTqlwido5USGZP/xmkXcql039B1L69ECjMFLQbpTdcdrztyxLiIVV9om8sIwQNxJJ7t9Bs08wO1+oy7anF9K9oyBCLhYuVW+JII2IhNvg+M
59
10(2)
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40
8(1)
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18
0(0)
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23
8(1)
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39
8(1)
btrlfdjSdTdj6engjdALzofQkKQ/DPIpy1UANcpqndztdjOzO53lUSYea9JqHKC4KSTJBucdNRL/fq7qcvXJ5/K17uUA4tmFpj4zOkIrKH4pHi0EUhvKZc1VcAPawxbdg09egATghyqkjvjVXyIAtsRiVN4l3WbdP2QiMbbMZ7rYAo4nLgw3UQEWCstBkTLy
33
8(1)
btrlfdjSdTdj6engjdALzofQkKQ/DPIpy1UANcpqndwti3dDtGpnmMRStq+qarXGssSRfNxNpQG3DwfQtka9Xfc/bvum1kWVRz67mKqODMAX+9OzpeC/oEY0AQbxedSnTB5/1imcCXlRe70GJ2Opb7XPOyhoKKPK0XsHBDkGThvwID7P3CajCgWWQyJD5OwcSzAD6tMo0HzLhtV1tENZYWQTUFFdZBVs41/bYubnMBRpyYgolQaYNAoRdUsrwlyb
62
9(2)
btrlfdjSdTdj6engjdALzofQkKQ/DPIpy1UANcpqndzX84Jc8y9NkLq8IFHr50CA1luL8Jw/6uIQaWnX93hferAW/rKbDSPkUS8qFdM6EWlq23+Jx8SU4XylRUVGksgSX9tKFHm9vbiMJezFBIlKOa/9FSYr5dhFnZXMAlBJ7brEH823JbdjTiGyJq7Vs7fZo1R2NwYj4/wSD3bwLImmaYclOdEBndV4atEWyOf2ld+0jChfUfPXGYc5kSaWQVH2
38
8(1)
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28
9(1)
btrlfdjSdTdj6engjdALzofQkKQ/DPIpy1UANcpqndx/A1N9DfrZXa4mSEU2ioYbaBvGUIbfs+oFk3w+0Lss+H9nWGVg/lxCLFWdg9QJBsbok0cUV2WTZCBhS45Nad0O64L+8XwsAe0o6YtZxY3tXuNHIBsWjd1KU4teTav+QObG38Q/82VBK3NwpYS2XKQcV1tZrMvQgi1Wcd+D9V+6bMI1Xz5W97DensPaF4djAx4=
33
9(1)
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31
8(1)
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20
8(1)
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79
7.3(4)
btrlfdjSdTdj6engjdALzofQkKQ/DPIpy1UANcpqndzX84Jc8y9NkLq8IFHr50CAK+5E5IvGKAJKDuAwhiUhT8kb+kV7eOgeiHBdIG8NKB/rjhWdGJQXkZN0R0i43Xq2XjQDubWYr6w5eLa8mVwOOi2DZ58EHb8gIhH/4ksqAYUGvD3umdorJDfp4VtN8IyadvGYWHMvCFR+OUNcl8K02Mjlzev2nOlpLCIzvdfRz84JfvJi4cFfcZhnI2X8yH0d
35
8(1)
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