nZnMHYGIg3gNvKVTXO/zv2kNqSVar91p5d0CvtMCvYwFei8jfqR83I+Cx3g+3Ehu

tUIZsmi+VBaL54TrVJXCfndfuiArrsp8vZ2Sb2ryZMg=

1
2
3
>
>|

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FYir+Ifc1GUXMnbll6hKLO9+wndAub9gCltXonB/n5PeccW4pDauYs9UGispUDUWq+xl8zCy/x5jVlI8xJYTf+g

11

0(0)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FaX8WZ97XYDN5m9r4ylrVFw1dKyMlKCMo5ctrAimE6yvLJX9cI4kNmU4CJnwr9gjfTiIDSs2GDLJyDXJO17fU5nL72K1YKZyCB7Rj1JwET0Mg==

7

0(0)

+YXRQ8z/20j1JYWj5RCvu86ixLF/hrouhgfrYdwIUEo=

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FbguYzPWi+vzvTW9RQrL8sqOXMXr6CrPU5MXzq4JX+8ZFxKFAtJVLL2WZo7rlVLqOzwiHwKK1qib1chry6wDXz0I3ponH1ouF+l7Lj3jD2F1sdTtQPGPTaNKMp2v1XGk6cdZ6txyZdsNV9wu5bWPItDKaXCXT17QY596mD4NjQSUJ9YqX1iKLBB4hPlC0hs42ZNAzKna0p5c4rGqrL6afi+HCcF9uVs6MQ3bfH51ZT9/KYsyq0H4h91j+BKUN8JjCmznPbAderEBmseKySGRxAP

6

0(0)

vB3NxG47K9a8a0RfW8cngnMgk0SV2/h54QzUCGK1Kg3OtWzKmenLshhzwYBX0fbuWObY+uyjvR/Eicjza3WWxE4SyHkjmAuy8/9W1ouWkljlsv1Vomg/KYTSt0ZBDOW2

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FbguYzPWi+vzvTW9RQrL8sqQs1W9IuWgld9F3YqqdZ+AFuRmMFV6cJMFRu+luW8ZZ8lrcQkdPnC8DapmmSWVmEx+s/XH+t7X5vT3ACAt1XRkQIsMEEUxcK4ZM0SKBLxtwheQAUxbAAtw4W89o7mE97b7k/KDnJgEXSmtgBHJRWUKzGECoV8wLluTXY/oWDUqf4bciqK0FOZJtXWfIr6Wgh7No7af16k7Zg4j3W+C8jET3BXEvAX/H+qlVQCQinglzA=

13

0(0)

iSYV1bEPAf6PtuX2ueYNXLBF1H1HRCFMgGQ/by7AwY++YQ4UamGFKll3lvSdx3SdQUbw3apHL0yQfd3vLsSwjs13jUhWa4exH+Mtpx0wnOk=

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FZyAVLkvaI+UtjAw7Y6n+RKyiERQQcaKjXTRi8BuB813LWeowKWy0QeLSe+A86fQj4=

9

0(0)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FYevFxiFid7xKGRSW4rQTutkJ2mBMIjcUbhQvjuW5kkS1ZUCkedFQuOsFNGQ2upaL4=

27

0(0)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FZs3eH3eOAyEZKIQSnP/bhKZX6OLSqRoZqXoMcFnw+MXQ==

6

0(0)

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9

0(0)

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10

10(1)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+Fa4y+aSBEyD8LGs/DOB95emTmpVo0OmLnceRKZDu+Z5tA==

17

0(0)

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28

9.5(2)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FZyAVLkvaI+UtjAw7Y6n+RKA0CjmnZ8Y8CRynWHMG8y0g==

10

0(0)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FZyAVLkvaI+UtjAw7Y6n+RKN1G92TNt9EJ/v54oaEa081zJkWm29ou7Hk7af26eI9g=

12

0(0)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FbmxvwRSSTJW8uQNHWfL3jkWRcUxHcC4czGp+E75hmLqQ==

37

0(0)

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50

9.5(2)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FbmxvwRSSTJW8uQNHWfL3jkPojvgJrS9lNOvKhFfCtQhkK4+PZaA80nvmXx/B0+Td8=

70

9.8(5)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FbmxvwRSSTJW8uQNHWfL3jkWRcUxHcC4czGp+E75hmLqQ==

49

9.5(2)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FbmxvwRSSTJW8uQNHWfL3jkWRcUxHcC4czGp+E75hmLqQ==

69

10(5)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FblL4R902napj/cG2sSiYznU8O+6negcgYTEYcBi/4iM84JEVn9JCy2yR+cpZCGxbM=

48

10(1)

zliLc+i7XHqRBcUz5TBH8P0O2pR7+t4WfSmGyWms+FblL4R902napj/cG2sSiYznU8O+6negcgYTEYcBi/4iM84JEVn9JCy2yR+cpZCGxbM=

33

9.7(3)

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