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BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3mX3kFx0QyBcGDcB7S6O1bvOZVyknB4gtzhFEeqlED+US+kKqRiN9cCyzHFI6id9b9rA4UsWHmWz+FAbjfyv7/Nf71wiUkhQZN36V4L0391Tc0KswB5ZvEUDEbsYEZeil0=
6
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3nEEmsrcfl7huc4qbjmLFOfxtxn9AE6KYuGdbZFTVyJ/YLQRtVScPKAXC747tvIDin+GYE9zlUXdxOdMPzQloge
10
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3m1sarFa4Lf5QtS0e0KfYnCkkuY0OWqzgh9hEmy7sKmswEofsQOjK0SOje4jyNJ0DE=
7
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3m1sarFa4Lf5QtS0e0KfYnC9ORhArIam8lO5aqZNlfYVtdqkQgSO7SWox2fLw6DOi/Su+e5qx+KaAiXI3VawNi7
7
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3m1sarFa4Lf5QtS0e0KfYnCzJIW+X38DmsyT/nK/CZYex2TdPBkkRY8mWy07Kc6us8=
11
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3mX3kFx0QyBcGDcB7S6O1bvbnokETCAhoe9YhJut5U1egx4z/L7FGgpZfNqMNX2b5OHirOYykn7jxIvadkgzxB0H/exd5NZryRMyfJ3Ww4jUHLtNXV7dNrv85mQKJQRHHI=
13
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3m1sarFa4Lf5QtS0e0KfYnCbDyl7XFTIqWNTBkYZtSJYLBdFS+o3G+QSSscDf7fxSU=
5
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3m1sarFa4Lf5QtS0e0KfYnCJebNVEHnQG7moFAuT62rdUWbYKttW553knTh4SZ8g9PWAVbkVvAPTJ1BKjJnivN8
6
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3lCl67Sb9PRPIi2Y5qKZ5KaBf7nLVCUHZ01rIaKzr4MclfIpUAZ+6hZ05mNY/NrzDc=
8
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3m1sarFa4Lf5QtS0e0KfYnCJebNVEHnQG7moFAuT62rdXB7SApaqz0DJp+vDMpQ1IlthWzd/AuJ2liSguqQC/wj
8
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3nEEmsrcfl7huc4qbjmLFOfHpZ8H2H6TCNoD2wvpKvMcqsGTySJZNpWaxbhKtKk39+vcCDVY8r3ZhMSqojy13rA
14
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3lklLBG05doO51OoQMaksnTeyEMHgwb4ysF6OWRK5o/HRv423CU/jEOLagRxSDYdFo=
19
0(0)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3lCl67Sb9PRPIi2Y5qKZ5KaBf7nLVCUHZ01rIaKzr4Mch1O9q2SSCsMMyNCQW0oNfE=
19
9(1)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3m1sarFa4Lf5QtS0e0KfYnCbyXSfuUhhE5X38aU7Mjc9V9zRC2vtyN90ebWHNCGsCo=
17
9(1)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3m1sarFa4Lf5QtS0e0KfYnCJebNVEHnQG7moFAuT62rdXB7SApaqz0DJp+vDMpQ1IlcWX/YK35SwoS9lyetCgz9
20
8.8(4)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3nEEmsrcfl7huc4qbjmLFOftlyujiixJmkbUQVtEBUW9qkCXd7zwON0efxvc2y47WckbMZ4zjNTnSTCCmyxPuUH
41
9.3(3)
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13
10(1)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3nEEmsrcfl7huc4qbjmLFOfavdn4N3s5fEPGpjXlGBYMyzkBlcT3Rr0caL1U2HAkRg=
24
9.7(3)
BSgl+lHWFk7/3msMzm5wD9MHgYzvlcm0oM0o9AJ5+3lCl67Sb9PRPIi2Y5qKZ5KaBf7nLVCUHZ01rIaKzr4MctZx8Yk/Y/v4e/8V6Oocutk=
18
10(1)
BSgl+lHWFk7/3msMzm5wD+EXtwl9CaVQ+PYpAbz7rk5IZvq4iJslJ7kNHxPLRL0xaVUn2oU9Lb2kADh6uzXYPDeEpccY8+DMEesDcT+bGsCDy1b+qv2mSM0Rhz2dwI4O80LVUxuiOGbdHsDml83ayUBzf3TkC7yW0b0pKDhs3Lu9L6A3aUPK/AiyJdrvWZ91
18
10(2)
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