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kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAtDhvSQyZsKDkI88RIOa0CQXfPguwO0s3T8MXnpfxrwIUnaWrDCGhVgAzyNXFnHrTBW6mV9qpYQtZMg2JhDdT0icN9oWFP1Gphmt24R8Qbzj2AIBuSXURAtXs/AQ9qYADVC3QHQtLl9wqnWCMr6w8K5+ybteX5flWNebliVSQ0WZyzTpmuTgqysP1x9L894FpE=
6
0(0)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAvdyNdeMwkupjMyBi+cwxA3+406Nh/jjPa3G2k72H+/IxDX8fhSVqwC9HpI7YN41BijE2ovNX1KN951HdXDZgQZt3ciOaEc7TmFz2xwXmDByxxYQ8lUGuoqrkYfKBq4cMGIfQ0F+ixURQoXx50uXj15RZMzkmJujeM6lctwfB3xvsscOk9TVq7Dt9fXSPwJcrkh2QdS5Pmsn5mZW6uRhMTl
58
10(2)
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39
8(1)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAtn+YhElxP6acGhKt2tRHjI//OLMHzLvGBRtEQAdnrqRM9psNC8EfUHY02mAY95SsGMxhhXWEygaI2r1xLQ3vX9EWkHmGMNfBUzKfgvB9GGOMOqtUEpOyVQnHO23aH+SsIFZd0KpiHgrlDgRfpIvo2WIaUpl9Ql23c2c2qmXqtgYufED68Ti7vjQe8b28Xbg80=
18
0(0)
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22
8(1)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAsTHe58rPVSsT3W0wpFuPzKMsad9lj2hoBL5ZwIzZgfSmhXJGA4dLX0v8lyk5aohNWJMRryU79OW6GyzELt/EaQtJ6dX0iv/hW15kT+5PGjf1D+8bi1SoZMmh/hOU/vQ3LHM1g+MgBn7ifEJ/s1Q7urLBntIAGo9vEJZ2BGpMOrUPDlqX7XyKqcDA/KVjuJcU8YqiAv1QiTJLYSc2eoQ6lraRohzsk4PyUj54AtYiDYqw==
39
8(1)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAttMjNLzLwYKHEoii6DgKR4cHoRAMO/cNj70QFDLEfkpg5vczKewwQkoaMlnDlmqc95Xl22R1Q4lg61HI9MkMOKyxIT2daJy4yBwJwkuBCgymRVsCPExO2fEi/y58tdzwsMJp8XWuJ8yNIT12kTIXq4
32
8(1)
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62
9(2)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAua8JV4tokqUVeLasN8hwzjxM+exqzDhWGF3sRgd0yAMBnKhli0WivEdpvWfmSPXb4dsx4jU3puPG+ssanOJKg/Ru5KPIaGI4SmkJO90FAWJvj861nCMYBEdBvl8mmNneVMsuT2oNjzlSg+w9GR7uy89tsjXNTjK9UAlsTebkAg6Ob+NDGmKGyQbEVydA+ZJFC8zTutG3Fpawi0YiY+MEhH
38
8(1)
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27
9(1)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAvGjF55lK08+p+++7nwJpG/6dSY0LIP1z38YQZq+BkPGBWE/PGDFfmcZ7aMJkBwkqnBEDCAS8mbXiXlN8YLZNCJgJ3AzGWYlBzDh2NikryvOr8F2fpKm725+4plNEwWn/IIFfHYvGJFOmjZ7Hd2P/R56LZzw6L4042nYPAd+YAoyazZsLyEImtbS8Sdh6lyVhA=
33
9(1)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAtWMMaqr7BcCwOxaFMb5tIY5Cvhpw85LscP80J5PMgSn8FNAy9IR4+grR6hhIp6rZHdBUdwur7RmLh9B7S9sA3SxXlfnLNGK6WoXcHcnlXnLA==
30
8(1)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAtWMMaqr7BcCwOxaFMb5tIYb0tKR2DIiD3udy+uNbbjO6eCzuyjFD1SNFys7sCwqIp01cdACwssRfHOO/XCjBXzI6juBiMOr8xYCL+sgsrJzw==
19
8(1)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAtDhvSQyZsKDkI88RIOa0CQMQ/rEb4YqgKJ9+YYng6aCMLCpEF9xP9EVniyQ3R9xnjlWRLAcCQt8YDmaUAJoBb3D3at9boQMw98S7Pp8fqFcuKrjpHob8t7dysEyiVw1pBFqjCON4mSqsLb176oHG40rH3uoRyO0KCQoAx+PIi4+Hp+FpD4oal0MLwWXJw3pvE=
79
7.3(4)
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34
8(1)
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139
10(1)
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17
0(0)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAvGjF55lK08+p+++7nwJpG/MAjxfSDuNnA1W+av87E/KQTGesVgGo0stketRwKvfoBrnRxSGZHHIFvw9R4iZUrHkV7/uxaVRM3shfMqPjhndZof9qivOE7+C8z9UGdaU8Y322mVC79KBvPB6hZ/3Ad6MK0uktggVO0wfQnnydepElJ0iG8SmZPx62UQ2gn0xU8=
10
9(1)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAtDhvSQyZsKDkI88RIOa0CQtADAvNDNavuBquJtQmHNG8e6QWW5WwKqrVnq3+7m9nC1rUU95kKXywhBl0N4rBodnoBKxB/P8dWZH+hHPfUXDHIeDEk6/JLGudyPPWUUmJm8mFyx/98S/HBtU6i3gvJpPS5EArdUTqXiqPvS/kxR4UAMTPtCyoj5wdYImuceHJcAiBL3NHaRnWtzTmSFMncD
118
10(1)
kOxOKG+0MddWiGcjOXk5cGptRfZMaigq9LM1k/PYQAvLI51Edp+H14VkD7lM5OLW+MAmBbHQL7Xst8Pj+JAeT+4KrzV4XrYLXV7dnwSbSpUbsIccfAfQAEhtjhhx72n0JuqWaAuTNfRJtZr+RKvUhiwumvy8oTeAz6iSp2MqtrgX5WhBbHJ5qw2tefBA/8FG75UPUOrsNwMTOxxaQDNll+RBtdPzSCW1MqT1fckB5OftN94EkDL0T7K1mEe1xr5NUlu1lnZmK0NdKJBNcK0Q7Q==
33
8(2)
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