GU+dfB/khz7hCBwu/cSWrt2JGmW00Tn4LxuIfR1xTjeACQQrF9I5DRWeLW3TcFz8

fH+IRCJXKM53o07y+2H86sP9t8injy4G0XbgGobNvFI=

6Ih35P7ystVX2nn366kRI1RCfQH69HJAzUTs71xReb3t6U0HCk0QKVocgmTX3TIgV3x1IosI7r+9Re/qDGf6LvFhHyWPngV0SKTuV0FOSj9XHirDHD0b5A43ISNwLU0rmrCIzfimWIBvuBKS3/FW6imm/UtUZZ2UQjUWkT/dqLw=

12

9(1)

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13

9(1)

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11

0(0)

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4

9(1)

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10

0(0)

xt/ij8bSwX7YuCNBn6+x2p6Q8TU4jMgdrmy3WufSr2s=

6Ih35P7ystVX2nn366kRI1RCfQH69HJAzUTs71xReb3t6U0HCk0QKVocgmTX3TIgnIamCbJGEgwOA8YPRiSdlFzQr0im97n//dB/blB5HK+7EbQMpgIIA88S72BYx1TfpqbkA+hmOvNZSacBilzudfZpRDa1/+Espc3ByQr9pCs=

17

9(1)

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18

9(1)

6Ih35P7ystVX2nn366kRI1RCfQH69HJAzUTs71xReb3t6U0HCk0QKVocgmTX3TIgdfcf6nlxbMHBF94jls6x/Y8SqlymvhpdUUjlHgedFPa16E6tRxaj800lcNqOjkChXSBH38QPXQrJS09C7IqPOihc/b0bchZ9Js+IJGTxn50=

25

9(1)

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55

7(3)

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51

10(1)

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33

10(1)

6Ih35P7ystVX2nn366kRI1RCfQH69HJAzUTs71xReb3t6U0HCk0QKVocgmTX3TIgT882N0jyMLiS/kUwMVNcdX0mRW1nOUhRSzqGz//Mn1h1y+Ti5Lh1kvFs3QXEW9iE7P488Pfnd2ziDbngsQASUSMxQRdGPJFzN6H1UHyY/SjUq8zn/DS2A+rIzBH8L/8v

51

10(1)

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39

9.3(6)

6Ih35P7ystVX2nn366kRI1RCfQH69HJAzUTs71xReb3t6U0HCk0QKVocgmTX3TIgya+j9CUE5uXslmqkUCyk7/sGwNaCeHzlUtDSNRYi8rY=

19

9(1)

6Ih35P7ystVX2nn366kRI1RCfQH69HJAzUTs71xReb3t6U0HCk0QKVocgmTX3TIgC9iceeByFaWrg1BinL6y7v0hJ/bBZfvQdAcE9qPOX+s=

9

9(3)

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7

8.7(3)

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24

9(1)

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21

10(1)

6Ih35P7ystVX2nn366kRI1RCfQH69HJAzUTs71xReb3t6U0HCk0QKVocgmTX3TIgC9iceeByFaWrg1BinL6y7lmrDdjD3332xYZBNR8PBMs=

30

0(0)

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18

0(0)

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8

0(0)

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7

0(0)

6Ih35P7ystVX2nn366kRI1RCfQH69HJAzUTs71xReb3t6U0HCk0QKVocgmTX3TIgC9iceeByFaWrg1BinL6y7vvdU2t5N5pv/yUyoazJRGs=

3

0(0)

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26

10(1)

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