KL0yavuVnLCAGLdl5QTaOcMEeKwxkiJVfzk018qBO6JzqB9dEENHJCtUzjHT/gk0

eDFU0JOhGl+kKZndRiY0s3IPvLzEes3wYRP5XztHY7w=

0mJBlVgyEn4IOzykp/3a3A7tD1RpPSpoGw+NEaFwb/bxjg2056HesGatYhSymP/12VZCBa0gJqu/lOu2jKcD1mFj+AC5PWcFtfx+Aud2jQg=

88

7(3)

0mJBlVgyEn4IOzykp/3a3BlxMTHsV1ehn0al+vzs8s0QreU9zYrsPCXRTl1z5w3yoyHsSAXgwzs0MhXiu7xGlJd6myywKyByxB0E6uR1OIQqxG9QtGekxHGhWTqBNPHy

37

10(2)

0mJBlVgyEn4IOzykp/3a3BlxMTHsV1ehn0al+vzs8s0QreU9zYrsPCXRTl1z5w3yoyHsSAXgwzs0MhXiu7xGlJd6myywKyByxB0E6uR1OIQqxG9QtGekxHGhWTqBNPHy

15

10(2)

0mJBlVgyEn4IOzykp/3a3BlxMTHsV1ehn0al+vzs8s0QreU9zYrsPCXRTl1z5w3yoyHsSAXgwzs0MhXiu7xGlON7NRyEywgdjvvj7O1xEgY=

68

9(3)

0mJBlVgyEn4IOzykp/3a3BlxMTHsV1ehn0al+vzs8s0QreU9zYrsPCXRTl1z5w3yoyHsSAXgwzs0MhXiu7xGlON7NRyEywgdjvvj7O1xEgY=

80

10(2)

0mJBlVgyEn4IOzykp/3a3A7tD1RpPSpoGw+NEaFwb/bxjg2056HesGatYhSymP/14gtxJvTc/Ua7gNgZ3wQn33Ckf2t2obvq03RCCL4h71E=

42

8.7(3)

0mJBlVgyEn4IOzykp/3a3A7tD1RpPSpoGw+NEaFwb/bxjg2056HesGatYhSymP/12VZCBa0gJqu/lOu2jKcD1o6EtSnWqgO7bW8ANvqJKQY=

117

8.3(7)

0mJBlVgyEn4IOzykp/3a3H8iXOkCx/rCBJ2+AHYeLss=

101

9(3)

0mJBlVgyEn4IOzykp/3a3KPrBOuSPlyHqxPxWO3KAQ7/b81aQDk3e74l3Rkg/sGLBuGjUbFo4t08rsrY2GO+MQ==

121

10(4)

0mJBlVgyEn4IOzykp/3a3AyFn/lxACxz3kG8MzS9/qlewf/WPMepQEepZ8eWWPbKmbI71PGg62BRYmNxk+frww==

82

9.5(4)

0mJBlVgyEn4IOzykp/3a3BaI+FoHtkDGw+GUH26e7sWa7EIrvnkxfh91thU2stDfAFmQQ8Rex0gSUD3MYC8/+3KDJN2leImLTDGAiNibv062isZ/l1Cbfyox5wZ113Yj1YuP2DTrrQdGB5sP2T7LHNXVNtQkX7zr7aFBxUOo59HInmijXfWR21WJbLWj+rwllqoUYsvq4y4pSVWlitZK61Zt14HRZbEi7lEn5NUIS88o17qQeV9oKSWqmHVz5uFk

69

9(2)

0mJBlVgyEn4IOzykp/3a3NKj1Hxtp+OWQS67Cvo/T8+tk00hQfrRdcb852d/Hu1VBSn68oHEsJRHiAGNE8AvgsfcGLaNv/e8spWm8hkch/z/dM4wwH5wDzv9YU5xKGsknsVmmdFSU3+N9tjvjUdSZe7Nm4LjhHpu+bF2mEV86vge5mauP/Mie7+QaaAmD4O+YZcZdBzA6TTAFI7zyZ8nrvV06FWwRcXpsK8HGNKqKUk=

111

9(3)

0mJBlVgyEn4IOzykp/3a3Ngc+uvqvCU33r1oewL02tPbFof5gVPrQuHDNyChfL7Z0+AcqT17KsL0Fmff+t3mdm9U3iHoWTzlUohL3Q+3+0FqMarwgkY4XQSic8fbSrayZN7P0cTNP9iNfn5RhgCYQIVPwSOMCuXd8+CNJ6LpTXO8PysxoINnvK6YDYftGt4pmOqTrS41NvenomkWkmM9ie9d2X56dRtJrl6R0AClPnM=

115

9.3(4)

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