ytwPpj/z6cJfHJd3Wq8PNZ0K+QNdK35g0y+ar4Bj1NFjniGFSGl5sFLLpxdB9I/r

vxxTlH/40FzTbi1KdB3KypIVwNeM8LwIOOGbVPkL2uQ=

1
2
3
>
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bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ9tJ3najB1o5CqUSeqQFD/M9vsP8sDM5QC3lbfiPntGPT1Nqknsc5NiJY76x0auH3j0EYcsJUwQCZcSVTmF/n7J

14

0(0)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ+PFNvcf6bWT82Igv9wv242SeNU1iCh7l6iI4axTgkh5jadMJkLN7i+9gfzidB3MVO4JfKY/9o+ab9K5bdTzolHuJXLR0hCEFFPdkIf5ZC1Zg==

7

0(0)

r0b30pyAw+8kbWZkFlAj9UBpgeAfR+TmCYnFDSauNL8=

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ+Sf0beeP7sTSJAGO78ZJQUHXcHnLcn02z+F/EHPaxtm18imMInmJaRI9VSRVCuGgttlKuSa8jO4SYEE48NqZ3NSC02AbQTcreEA1/LeNf4irX5c2atxQJQNOcl3bJhIPQ5q0J6s/4Auz/u8llexdew5LdwBn8gwB1HBBSNUrgXnhFkoV3VLkxVSW2+tUmPE0Z7w8CBmNZgYEkWD5O/dfi43p+jCbpX9RxhJcinyZsBW1JeXvcb0B/O9UKEfw7ejnIiHiXOuvgfX86zqODsP427

6

0(0)

VOCbdIzNTyWc6x/ezSG2517kMMxONh7nV3y1f6c6SOU4ObOPRMXFTJXxFntB4lLywiYv6KF9ls1IhaXml1Za2x/FANn548+TJMCcxPm4dmnVBi63o1A0aj5pg21WjH21

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ+Sf0beeP7sTSJAGO78ZJQUcCiP9qcq0dLhSXf+SvxC6HcukJzl5qfVhbUXRagkN8bt3p49vqxuSNdUYJDFmeN0CvpcWrjmOzJVWsweZfdvVGct71CGbPt0p2pkbgN8vbErsmKMWy/g7MOv90gQBYpJcVl+0zq3sH/Sc+/TmxgfsvJ9iGT883qYHLpEVRjcyLFN6tOBKrR1t7tpSmrtu5+LNDg6zEwmlmbneRide/b/imHyKDWiszvByk8sRaWFQO0=

13

0(0)

ItuCIy95JIXwUjyO93bAZm859QLbiYM35Ra8nvdYK5XfuuIiEaVZ5yOETWuaN7Fhke/12X0luySQyT5hZGmcIZ7FjzFfiTgcE+NK8ZF2LOc=

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ88iNn42iZ1Yqu/9e4wcLzM9zxTNrc41MejmA7gQZuMwUqGeyiL2hr/PP75HWqZFhA=

9

0(0)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ/MoTXpwVXlEFagLv5YcMYwd8t36HZSuaoukKyNzb9SrI6VdyMMdoXfR6e5lgiyK5Y=

28

0(0)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ9pXt4yYI5ZWc4VlzSFnop+HegDehNL/GscGcDhrrCLYg==

6

0(0)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ9vpS2RIA1Ofg+Pihyt58rXJO1fA3laO8w+4hTh2TGTtQ==

10

0(0)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ9vpS2RIA1Ofg+Pihyt58rXJO1fA3laO8w+4hTh2TGTtQ==

10

10(1)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ9vpS2RIA1Ofg+Pihyt58rXJO1fA3laO8w+4hTh2TGTtQ==

17

0(0)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ9pXt4yYI5ZWc4VlzSFnop+HegDehNL/GscGcDhrrCLYg==

28

9.5(2)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ88iNn42iZ1Yqu/9e4wcLzMGzqiejbSsB4AcMHu32NBZg==

10

0(0)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ88iNn42iZ1Yqu/9e4wcLzMDBtrRRKZi98YnMuUwAgs91KyRL+6s2oQFy9ztrq6/iM=

12

0(0)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ9HTcZa5F0xp916UY1y5OTUHLYsWW5pU+yU/qrusZDePQ==

37

0(0)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ/MoTXpwVXlEFagLv5YcMYwd8t36HZSuaoukKyNzb9SrI6VdyMMdoXfR6e5lgiyK5Y=

50

9.5(2)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ9HTcZa5F0xp916UY1y5OTUF3KjJ1F8I0L65n+Tt5/K19mRDEI+TrMR0RqSau6JfJ0=

70

9.8(5)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ9HTcZa5F0xp916UY1y5OTUHLYsWW5pU+yU/qrusZDePQ==

49

9.5(2)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ9HTcZa5F0xp916UY1y5OTUHLYsWW5pU+yU/qrusZDePQ==

69

10(5)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ/Em6ijhBpb1/cfCWgaBlAPcEbV9EKQYoNikF8IrMzhRYmQY64h4rjFXSTU2/YM5ps=

48

10(1)

bYe8CP2slJ1ARNQYb8yeZbS8vf2LpAp9v2nwhjTrmJ/Em6ijhBpb1/cfCWgaBlAPcEbV9EKQYoNikF8IrMzhRYmQY64h4rjFXSTU2/YM5ps=

33

9.7(3)

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