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54
8(2)
rIq2Cd7+G0NGvUS3hEsTDM3CnjHlpmIJFzEoUK0rLELvOK0DLdOohfOLyQoCdpi4kzoC7JWnFwWJXi3fAfoE4ex9eARws8IZJ4W9lTt/2RLQfheCYNOql7TW7ISAxFFHgG/ez0IMP5hL/sNLMFUCqW43E6Gl4C//kB7WR2Csy/BDpOD7sr7IuQFz6DOCqV2grmk6GQcxC9uN+ybOz3nUKenATCyzF2+wdUxTV0ag+LfaiU/AzCDUcY9kgVJkWbgWI0I8za8WNmvq9LKOZNA6onNVh39Aonk6K+ftWtygQAA=
26
8(1)
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64
8.3(3)
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62
8(2)
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6
0(0)
rIq2Cd7+G0NGvUS3hEsTDM3CnjHlpmIJFzEoUK0rLEKow1uPDK543LhDTXBVqySFmKRcvHgIGdv4N+ysMrkqoqYzPa+m5KOrx6dIKrxb/4ryj3E+m73Jrbif5oslMG9Mknehn/eSuFxiRC7Szo6JW8/f9HhBzSpbgO+vWbi6kpKoZIago1RmvgSD5N67hIDFTgMCmb/iXK21hKkTNEMZCFzadP//v9deWElibRab4+lxmrFJIoa+QeOZx598CJB2
57
10(2)
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38
8(1)
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18
0(0)
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22
8(1)
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39
8(1)
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67
10(2)
rIq2Cd7+G0NGvUS3hEsTDM3CnjHlpmIJFzEoUK0rLEKzf69nDwM/4tn40QNY4mKW+EBucTaVZWNV08FIwFnW1i4DED52SH61suC7hbK/bnOkR08vJQCHPYiKrXIrZVZ8FCLYGfmaWTlotU8aZg4bjYRbzvQ8UD1ghdXrfjaNWGd5PNMXgQNV3ZqAnQftPh8S
32
8(1)
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62
9(2)
rIq2Cd7+G0NGvUS3hEsTDM3CnjHlpmIJFzEoUK0rLEJh9wgGdCGQ3eQWDPPGEGPYQi1ycMsYjNYYT1wuZOR8hdYRmTL1TrqM0V30Xqq5zPpAKqdi85/1zgHmI/yo2J2w92z3hhr+qF5MIT9vbMVJFsGNpc4bDJkciIPYP3/rMjG15YAkCKaaCicHZC/KYjZx951lSI3L1glOZUbkpCBDh515KtZazzSQOVfUkrMANTY2iVFFVottl/+bRzui/AQq
38
8(1)
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27
9(1)
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33
9(1)
rIq2Cd7+G0NGvUS3hEsTDM3CnjHlpmIJFzEoUK0rLEJTI6+9tDL2uai7SMFNinkbPJHd5h5JyyiripNL1n6PL7GhhQPd65S9xScejgvmhI7Djw5h14eLzJV+tz3zOcvt/mJgsD1BsPCG4/At52qCeg==
30
8(1)
rIq2Cd7+G0NGvUS3hEsTDM3CnjHlpmIJFzEoUK0rLEJTI6+9tDL2uai7SMFNinkb/uCzGE0MhLzjBMaopneTMNOjTR15ACuLZGlad3LFDw8yxFCheaf31iAW7Z1C5l9qRD7LgRm2i1s5icgcQMASYQ==
19
8(1)
rIq2Cd7+G0NGvUS3hEsTDKPa9KHF/8waUuZrepuRdUaoPjntDO2pigiTRdA+XCGaYkq6ogAftca6NF9E+h+8lprZYBt8+FZObkj/rjECEz45VnITIyJx7NypKK/mFHUWx+cOlL/KCaB+FeFirYOHscNwMthfpSC8RmfYoJt7/g3d9FMmh+1/K7eFnApetVquUKlKxLnaJ5M7wuQMZykBnQ==
19
0(0)
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79
7.3(4)
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