Ud0VJALPF0TGBkHEmVzINaKl6j8YEmf6gOGfLECNpbIwJVRnKLcY5F3gXfQBArFF

aiXtd3aFEBd182Lec9l12eEjpR5A4nde5ELcwIr4eEI=

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8lncEWJTITywFjeNnpdQYDXyRooZHT2yoAgT/Z325G+q

22

0(0)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruN3jLIZ61DHiLvrJJpmfN81wxCmSBaYW0xJFO67R/iVWA==

11

0(0)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8iEx4W+824wVn6muPfxIANo=

26

10(2)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruN3jLIZ61DHiLvrJJpmfN81wxCmSBaYW0xJFO67R/iVWA==

31

10(1)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8iZHlJGwtgebjoVlrycKwa8=

39

10(3)

p/runs+DGD9fJKEUjBST8ZWFrAvNX/GeJ8ErzC1IJJxRnMSXR4ETfPcybfm0BbDzYRn3O0tLRtm75gqsBA1oPLhKl353ZsvlXHV1d5znGuGjOJXPj5ihb4qDUSni18pgxJ+0Q6IHSOtDii/qEG6Zr1AqW/uWjvJUUbPpsR/STU0qgOXFjgsulM7vLXza2AGAnKXLFkCMbMEepw+YqnVM7A==

47

10(1)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruPrPqg3sUPYADdO3Tf/Zfk97PGqX6gg1c/o3Xtrt6dbPvWvv65GQ0venllgcPmhW+VdWlwrpnOfyxoDUzz2nsy8ujjaJWKdIBz/H+iZOBIljKlzwTh14m0o6cwg9AqYXnrQeIc5miDZ0F+PSMtnyQX/taLYXO/NlfMjspyKzXSpVQ==

48

9(1)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8tSW3rV8BDLDXoGpcZn5o7qwIxfO/+zRMNCXt4wtqs+X

116

9.3(7)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8hUcEaQALrYg7rxhd8Y2xB0u7FpToNc70NSlqKMzUwfp

46

8(2)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8tIs3Y8AVj+uGxX1zbrQIao=

56

9.5(4)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8tIs3Y8AVj+uGxX1zbrQIao=

24

10(1)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8vlkiOKRqWwT61B6PdKbMAY=

32

9.8(4)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8vlkiOKRqWwT61B6PdKbMAY=

60

10(2)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8ikVGpB61uW5fCBBZZFUwE4=

110

9.8(5)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8lKnd7QWWgNcj8WH0081baY=

122

9.5(4)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8gdZtCnifK/sJqcLKuVqQ6I=

82

9.8(4)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruOfUPAfuNfjgwq25BiVU5CpGMfaC0nNmaLOb3iRLucl8v/uCWcW46yKrqgtfnzSFtU=

66

9.7(3)

p/runs+DGD9fJKEUjBST8SrSn9Gf2eS4pL9u3xomruMCmAsSrbjmSec7axgK4C+ONycPcEZBgpo8POWoxYQDdNIj7kIHIwNVHZoLtfA1ECQ=

30

9(2)

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