K/3CGJeH+JkWG0E4wGaY50VTOZ5vNKxWJsZ7YVxa4RqKijDQmfiDUYvxy1UGTiSB

Z3N8GV4ZwdokSUGkwGDCfVWjS5gjX+6qBGjCOhtn+Xk=

1
2
3
>
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MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxkdQyaID0VenGwZJB4mZiPYVJotOCAzrTnQ5ML7caneweRrnFP6sJBJVCz+ZDefWPQu+LScprQRXgH4uOKB+4Qr

14

0(0)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxmMscYdDk6bQi59DaTWQ0f2DHgKuipQhsD58eGyMX2DvoPa6iOZTIzrEOtNtH5Jb2rsIbRCrPLBTU8nbb0cdH/4xLef0SJT0W183/QjsHxGbQ==

7

0(0)

J70UnUN8zymh1NDb3S8yEakE71I9C+V50kxiUKL6jO0=

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxn9Zb2jvfYQ7wG5UwJ1759BbpJmaKkC6uZAZDEkpTff49c55nTFGpxH8U23gGCXPF+K0YhaWv0HiFxquq9Jhbg3am7nsduq9/geyDzDrqRa4v3kVtOh27Ne+o+YFaOLTB0WJNwKNim2hZY7VwQVI0T6JLXQvBfOejoBc254xTba7HBmZ+ztPpZc9AJRHaSOo39recLw22U7Za9hfyDVgdIVjj+1Qyt3p1fGuoNhWp6oTCeakHdn/EFAvQgK1C+ZFdWCJ0OeA6tZq31lcYPxDhqH

6

0(0)

mLPoIZu+1pBEswwB/RjPbvOlczEfUMxK/IYfh3pamGTyFQi88+niz8lKxIGIwBAcd+IBsV1wq6RG5A73dT1Y6T8AatHcrzXWGci0/6SDfl3JWnBYzid3ghR0vaDfOL4t

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxn9Zb2jvfYQ7wG5UwJ1759B/FHi4jltk7ZKMgXmr1hASVIBVjm6BCI+UBktq/YnGo1v5opZtYGalGmZQIxHDw0zwOQIU7DIbmXZJAehOPsWbHfoT5IFxGVrnVt8F9CVrfHp4cCK0qYqfwYDEo/tNhDaPQyJeQnSZW7YD1jHBNXTXQtXpKnt1VObDXkmFyuAIWfpG1plrbK9BfSzrKyWuiDo3MUyx0a6pF90RI7vvbC+SfmUzP0L9w1gkscFK1wdoic=

13

0(0)

4nuApZXHgV7/nLMVc7S8kWtaMcoxww4b6ADYJ4G5FNWwqklMddR0n4MR3u1Q74euBzejSXF9MFO9X1jKpGSrVQ27UXnfWtox6QrsYe4QQv4=

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxkTG4trm8flCI3cN9BzzHmPQH8Ct1OR1CGffuMNIyR8kPVMxW1FMG84CoBNpksmHb8=

9

0(0)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxlAIIN9kgSCTeN2dluugMw7a+ndDquA6uMm4J6tGAR0T14q1py28ontSfAu/Z4Cp58=

28

0(0)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxkQkf9Kqm3SA6tJwnb/Qf2aOShZZN7VTskhqDLX0LJ/+A==

6

0(0)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxlfInGZLaOxIUp8iZBe8O/NE5F+SH89ysqyslboWSspGw==

10

0(0)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxlfInGZLaOxIUp8iZBe8O/NE5F+SH89ysqyslboWSspGw==

10

10(1)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxlfInGZLaOxIUp8iZBe8O/NE5F+SH89ysqyslboWSspGw==

17

0(0)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxkQkf9Kqm3SA6tJwnb/Qf2aOShZZN7VTskhqDLX0LJ/+A==

28

9.5(2)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxkTG4trm8flCI3cN9BzzHmP45h34XfP7sdEIgy25x31FA==

10

0(0)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxkTG4trm8flCI3cN9BzzHmPuNGaG0DmZFlj+3tRvU7msme3UZWA3JmSs42WFBFFoY8=

12

0(0)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxn2D9MGs5lo3WqX+BFG0LmcFOBwlDMOSKYWBl70w9YwHA==

37

0(0)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxlAIIN9kgSCTeN2dluugMw7a+ndDquA6uMm4J6tGAR0T14q1py28ontSfAu/Z4Cp58=

50

9.5(2)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxn2D9MGs5lo3WqX+BFG0Lmc0/PAhkBv7eGWMB1A5NP3lPmWLYGpc9s9E+TqpwCXLy0=

70

9.8(5)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxn2D9MGs5lo3WqX+BFG0LmcFOBwlDMOSKYWBl70w9YwHA==

49

9.5(2)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxn2D9MGs5lo3WqX+BFG0LmcFOBwlDMOSKYWBl70w9YwHA==

69

10(5)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxmIXwHtks96h9embtHiJ8+zguRnvPh2GdfJY0esEO2VC0BygdqvPqzLc0RBIind/7g=

48

10(1)

MlHXRi2CSMnEGD9ee4Cp4FWLqsXU7gln3pBaT8lRsxmIXwHtks96h9embtHiJ8+zguRnvPh2GdfJY0esEO2VC0BygdqvPqzLc0RBIind/7g=

33

9.7(3)

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