dvHvaZvFCXHfEZ8ww4bqsh50OPWFnqpk9xNXKC8EgLK4A6d6i7ifF5XgCLnyDNOO

kEi0iSYXpI3pgQ8mcdgkFwr8PXcwpjxBySc5rAhvrE8=

1
2
>
>|

5uKfzNpWjJv4D/UbJ4tx1u+6p3HPg4jza2ItP5CHlmiPGV1xKRnbswPxuzh3LG4HuC5/oGUABp7xEu6WsyxJ2bgjCztSSpXhv5zSdj8UIlC94mmjWZzJmZC5EeD/sm/g

9

0(0)

5uKfzNpWjJv4D/UbJ4tx1i5mqpHpPF+rALKM6nGLlVPryAwYYmonR+lPi1COpRH41mcE3og1wkhiPp6WCK8joapA0gJIPWomPBiXuMq8dJw=

4

0(0)

NQqruVS9WUggtfuZYKf84Q==

5uKfzNpWjJv4D/UbJ4tx1i5mqpHpPF+rALKM6nGLlVPryAwYYmonR+lPi1COpRH41mcE3og1wkhiPp6WCK8joapA0gJIPWomPBiXuMq8dJw=

4

0(0)

NQqruVS9WUggtfuZYKf84Q==

5uKfzNpWjJv4D/UbJ4tx1i5mqpHpPF+rALKM6nGLlVPryAwYYmonR+lPi1COpRH41mcE3og1wkhiPp6WCK8joapA0gJIPWomPBiXuMq8dJw=

4

0(0)

NQqruVS9WUggtfuZYKf84Q==

5uKfzNpWjJv4D/UbJ4tx1ryDgVdNpcA5iQwdiohEMsRuygSfjVGag96Bv+bjuMcHJm2fhxD2NBBijhRGYlb1/A==

36

9(1)

5uKfzNpWjJv4D/UbJ4tx1u+6p3HPg4jza2ItP5CHlmgMeWPK4jva7mp9svNcS/BuumF5oSPUOQT8vOHyzlhFkHEODDPLy8OW74yUAO3HN0VNt7LQYzLZh28KqbJjAO7r

70

10(2)

5uKfzNpWjJv4D/UbJ4tx1jRLlcLjmBRThXtcbdwFfo6Q/QhMk0CbDDAY5DygR0MfbveZRLFJWyS5zeIyUijW006UTp35Cp4WsyTptvjO4t8=

104

9.8(4)

5uKfzNpWjJv4D/UbJ4tx1pyYQdeZL59N38vXLkhxfI75c25YgiVLsNY5XZn+xT8KVnFD/Zm8eBTU+opX4eOdUw==

160

10(8)

5uKfzNpWjJv4D/UbJ4tx1pyYQdeZL59N38vXLkhxfI75c25YgiVLsNY5XZn+xT8KVnFD/Zm8eBTU+opX4eOdUw==

99

10(2)

5uKfzNpWjJv4D/UbJ4tx1hO51EA/S0ZeH4WcTeHEPhTPaQfU+nstsH2A1iqJEc7lpCdzQhet3pGqUpsxGsbkBy+1THcEb6pGSSDinm6VreE=

146

10(4)

5uKfzNpWjJv4D/UbJ4tx1nzkt4vmDdi08a/3rifkRE3RBOhRKSad2Xjz9j5Mgxv1yUQcgT/E0lmVAFKf/LscTg==

140

10(6)

5uKfzNpWjJv4D/UbJ4tx1v40vUlP58FSNFHTzqUev/V19hDrE3vdRnolTODNojK+sGQ3sIFcDkVvxlWWp33/EHUG6bllZDHvY3+qSa7achM=

28

8(1)

5uKfzNpWjJv4D/UbJ4tx1rlYOqEM++6jVZJHTAS3rXw0haFlB/6BDvV0yDTF9YSNSFyMD74Oy7txsr0kPwNlQD9kHbs0SCWbQ5LAU0tCwhs1GQskkJ+PNVxqhNHuvlgq

57

10(1)

5uKfzNpWjJv4D/UbJ4tx1oKrDj8Uy4d5xDEGd9Ht08P4vffus53x7baNbrlunG0s

94

10(2)

5uKfzNpWjJv4D/UbJ4tx1hO51EA/S0ZeH4WcTeHEPhSVe8+pv9GS0qP9T16pY3JvA1zo8b+SHsQvgn4gVSGkZ6sUGl2EN1gyDbBifQoe1LI=

25

9(1)

5uKfzNpWjJv4D/UbJ4tx1kwBu/s6ywh2yJFTFBYVDgfjmQXJaNiVRHC0qWl39K4l

7

9(1)

5uKfzNpWjJv4D/UbJ4tx1lROMtfx3Z40YBqaSNHRYaPf5MZsT+21q/1sZkzd6IMa

8

8(1)

5uKfzNpWjJv4D/UbJ4tx1rlYOqEM++6jVZJHTAS3rXx3jLKWSBpBTs4FuSBJS82agMzqGyf3neyrIPxtVlqXZhXmQCtHJHOW2jR8u3GAwfDVDMbROIUQsm1StDHjigf5

8

0(0)

5uKfzNpWjJv4D/UbJ4tx1rlYOqEM++6jVZJHTAS3rXx3jLKWSBpBTs4FuSBJS82agMzqGyf3neyrIPxtVlqXZhXmQCtHJHOW2jR8u3GAwfDVDMbROIUQsm1StDHjigf5

7

0(0)

5uKfzNpWjJv4D/UbJ4tx1i5mqpHpPF+rALKM6nGLlVPa1Ep/lFkJMuCqziLp+NwS7azealQgv6pQOwywpq6o+6pn21HXkfX39WV9L3+uB6U=

25

9.7(3)

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