kTRmyOpjYruXnlSGN0dkB5nl73ofY6MB7VqCaOBrx8lMl8uZ6rO5ZqL0Q9wZFVAZ

xtouA2P+4g70gjYSTWdHS5vAsQFN0jcZF7IuMNx27Ss=

t/tx/J21CPObtB8BNM6JjRXAsxW2Uu6wlfpIqoen+JIvynVNZ+V+sqUFG89AiTKxSu2AeTLJplGTj5mJ5dGuhiimRErPWI6YWt+8lfPrzbg=

14

0(0)

t/tx/J21CPObtB8BNM6JjRXAsxW2Uu6wlfpIqoen+JIvynVNZ+V+sqUFG89AiTKxSu2AeTLJplGTj5mJ5dGuhiimRErPWI6YWt+8lfPrzbg=

12

9(1)

t/tx/J21CPObtB8BNM6JjRXAsxW2Uu6wlfpIqoen+JIBA23eMoKwb1ha1bXoMM2QSB+Q7MvFJ1Ibt4Sxn010u3AIoHASFnx1Ddcg8aGWNA37bRtsWhUgtIgduL54n++suDE4HQaeB0/Xo1lEEek/YQ+4ZLufvOIHFFIM5ctvPFLJyLjrQ9ROQ8KrDB0LXk2O

30

9(1)

t/tx/J21CPObtB8BNM6JjRXAsxW2Uu6wlfpIqoen+JIBA23eMoKwb1ha1bXoMM2QgyZ57gJWlylPfQsznVUBOk+40KihMBTPgWLYoLDxRNL873/7MZWVyy+hyiAc5aoV22bYkH/XUVcH5LOLWLQxEzQqfk1VNEr6bavOMRrZHgcxw58k2qnVvIN8wcjK+AsF+1LUnGNt+4Dl3wTytiJUgdKiTAw6iBB1eeUkSpkZPg8=

36

8(1)

t/tx/J21CPObtB8BNM6JjRXAsxW2Uu6wlfpIqoen+JImf6DX0HVdct8VFJu0nGPaYO+/vu9pOaCXW3807HSJuhpNXI6qDtSa89V4JZG1qFWe/n/1+Yj4nDs7Zmg/zBa/

28

0(0)

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15

0(0)

t/tx/J21CPObtB8BNM6JjRXAsxW2Uu6wlfpIqoen+JL2/pDbUwufgyzWSb6bpolfgvnfR/AveLs37T2EqIWxlQ==

22

7(1)

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48

3.8(6)

t/tx/J21CPObtB8BNM6JjRXAsxW2Uu6wlfpIqoen+JJ1KbQvYsOnhdfKLHAiwcEbC5Wd1kwuvHDgi68ZGBATxw==

38

7.3(8)

t/tx/J21CPObtB8BNM6JjRXAsxW2Uu6wlfpIqoen+JL8+fw5aUt/l+DIeHxNnp7s

12

0(0)

t/tx/J21CPObtB8BNM6JjRXAsxW2Uu6wlfpIqoen+JL8+fw5aUt/l+DIeHxNnp7s

21

10(1)

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36

5.3(4)

t/tx/J21CPObtB8BNM6JjbGzE2h0TyZtYNNe/mtmeQoJW2zVQBNHvTRZavzVahmLha6AngaKVswvPl/zav3aGw==

45

6.6(10)

t/tx/J21CPObtB8BNM6JjRXAsxW2Uu6wlfpIqoen+JLiErBHoxbVcoyTJ9WrkCL+F0SCwL2ylSBFc60//uy5QQ==

75

7.6(5)

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47

1(1)

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