1ma55gWzPaB6vxU4qi/vTe4aKQQVQXTZJ+exXMRo7TVtmlpZ0ljhtH5DnBpY3P/s

3uZeISCPJ0ixnSWXieq4UXp3IKEBxIEAUcIkse/OApI=

1
2
3
>
>|

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSd2WB0E3Gg2cDb2xmiHLcagV4A8iiqnGoLfzZ8DC9lo91nyELWwr159wQN249mtdV+z+CyiErWL6DBroWbIu1bk

15

0(0)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSdEdc/0ABdanUIiAY9VHCo0avWPolGiy2iuw7V8+ZgC/+iec9C4kvv/W9p+giSRqWU=

10

0(0)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSdEdc/0ABdanUIiAY9VHCo0avWPolGiy2iuw7V8+ZgC/+iec9C4kvv/W9p+giSRqWU=

22

9(1)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSd2WB0E3Gg2cDb2xmiHLcagV4A8iiqnGoLfzZ8DC9lo91nyELWwr159wQN249mtdV+z+CyiErWL6DBroWbIu1bk

16

9(1)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSducGdsomSg1rlMigeDty1dEZ6bJtMaSJt96J0cSIH45+dp8OvkwEodtp93zIqfmdM=

11

9(1)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSeHHavkv6sdleJa5baET8GSncGRYzcqffAQc1zR39VsAswiYPLxgARcY8PMhb2Vp2I=

8

9(1)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSdV/8XTtTimfNjIOFkA6bISRuRIUIH7NDOvGnY3MabetTaVABsI2Tcc9mftmUzRlg0=

13

9(1)

G2+Z6D4dNo0yTEADuVoqp6PD+pAjYmRHHakaBe6l4abJ8DxuG0IKaWr1qEydjNg8WTkiRxis6Piudn5C9OySVQ==

16

10(1)

PKE3XBjYNBLjjnN77F01z/OE7idaAdS0J4outMa5Gu9eK06SRpfW5CxitApxWH/0OPcv4GQ11+J4e5e0I5TcGA==

18

0(0)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSdEJYTSRNU0ALEqF21ydAFBx+0+uh4JeB7/cOH+G+ObuI+67GXvzx7KKSmqGDJzdvE=

9

8(1)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSeZZuIzPYMGaXbLgXCdxxgzpCpzd1ILgXwg2gtgn0HbWOUUIan3D5NJ8v0JMaFFYQQ1DUT7mr0F8Y3dMrOaWE/3

36

0(0)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSesy1D2ORQqMbNZRcVk9LsyOUbJSX9N8oHyhQ1lq9Hnp8N8H7ASFt0uPGQ54YxmpJw=

29

10(1)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDScOQAQDwXI70V4CKjpWzefbT10Sy5yekz101UCg31VzbO8QCLQZ/JykUWLkG9eyrm8nYJyqXCQ2UjUTLUIjMamD

44

9(2)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSeOxbzfPqtaHg185oL1T/aaePI3htSgzHcjDV4gtDjLCg==

22

9(1)

G2+Z6D4dNo0yTEADuVoqpzRJsI1ZbKdoGKqIpZfusWQr3DzH2QKi9u9NdhkJQ7gyLwE5p2FHg0uyHg0lHqiuzo2q5iYEqscLtyPHhYpLMQ8=

36

10(2)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSceblaWVS4F/fdlZ1lubxKaoMr2wwWi+4J6ApOqM65wzlT9P5q0KKpRz2rS8UT7T/svp/maJ9kFpLevST//2SbUXOpPozLsdbM2yNfLrYWS8LN2Rf58CXRrErLiTOk0fUA=

50

8.7(3)

9zXBNmG4CLvmMXVe2GFyhS+Kn1oznHh0TLwcRBv6VrM=

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSceblaWVS4F/fdlZ1lubxKaoMr2wwWi+4J6ApOqM65wzlT9P5q0KKpRz2rS8UT7T/svp/maJ9kFpLevST//2SbUXOpPozLsdbM2yNfLrYWS8LN2Rf58CXRrErLiTOk0fUA=

33

9(1)

9zXBNmG4CLvmMXVe2GFyhS+Kn1oznHh0TLwcRBv6VrM=

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDScri9Qu+CuEmoS8lcdhFyTFh7KBegoOUVrZ93Bs2o4zQ8KuLbXInWIJtQMo1MNtSng=

53

9.8(6)

G2+Z6D4dNo0yTEADuVoqp6PD+pAjYmRHHakaBe6l4abJ8DxuG0IKaWr1qEydjNg8WTkiRxis6Piudn5C9OySVQ==

37

9(3)

G2+Z6D4dNo0yTEADuVoqp1LB0vV1bITqtlp+0wdjDSesy1D2ORQqMbNZRcVk9LsyOUbJSX9N8oHyhQ1lq9Hnp8N8H7ASFt0uPGQ54YxmpJw=

46

9.3(9)

1
2
3
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