f924+r8GotwQ3u6VwetTWY3LoVB2MO8yPtQQeqPWubuFhLI/Wt3KKe6oycBFtioo

/AVzNCnyzjXNIdmucF3Rcwh1AKY17O9e/ra+QsaMzV4=

wvVlzES4GYGE2RoHnLMl0yRyMg25yyc6+NGff1y59MpuvINDvf2Yo3WMRXM6r40Jy6ZQh3YV3aVFKi3zOkYC6QOK1991iMhCIUhdud39cYmjXl8ywmxbMMfsY3cBN/+Gqdpr1F0t8YDD85f5sb7pkQ==

3

0(0)

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1

0(0)

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24

0(0)

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16

4.5(2)

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14

0(0)

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16

0(0)

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61

8.7(3)

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24

6.5(4)

wvVlzES4GYGE2RoHnLMl0yRyMg25yyc6+NGff1y59MpuvINDvf2Yo3WMRXM6r40Jw9IJv70BU5PXFOe4/OqaCNBGSzv+THeoIhgxmkkM6pIU5d7Xb668JNhGr0VKWFT6lFk1g9+CPD8AXRCrix3KHXijd8fwy4135PrDnxsYOq6necW48CEEdOBMOk7YckGRo+ggaePyhNLHGRJsLnulQDCHCrhLu94SGV9MyW2sDLF/XwOZW8HvrSoiPj3Yc/K5

27

5.8(4)

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66

6.3(4)

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45

9(2)

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56

8(2)

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57

9.8(4)

wvVlzES4GYGE2RoHnLMl0yRyMg25yyc6+NGff1y59MpuvINDvf2Yo3WMRXM6r40JeUPx3efBGlaJgP9pamZrXavkW3jAh9AQr5VhOnk8fxrRkk+dUuRfgw9GkB06oUW/

28

7(1)

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