2UhytXbnh/Zotaqckj+nhWEjqLy8BmbP8HodzAXoM2QJzMODNmZ66h6Ju7lr3b9h

CB4rCiWX4m7OYW5OI/FhdOiArT5e50Ddvn7PqG522eo=

6tXAhfh9uRLNH4/TjHwb2lA0y/t4Uw1DfzmRiMrilOUxaodAuhAS64G5stvj9b+O

39

10(1)

6tXAhfh9uRLNH4/TjHwb2rUKGMc3oF/YoWeSvzjgDTb5o+wm8hxna5LUe2kR22p6

24

10(1)

l3W+xeWLSLza83j1v1X2KllfEKMtT3hy9F47+uPBY3SWXIH81Q+yOC4j9nVkUJsLkn16pOmzy8ICKHL7My2UaZGbArVgAWqMHW5y7RAqbAk=

11

0(0)

l3W+xeWLSLza83j1v1X2KllfEKMtT3hy9F47+uPBY3SWXIH81Q+yOC4j9nVkUJsLkn16pOmzy8ICKHL7My2UaaU1axmmsLfKzIXxH5K3hys=

8

7(2)

l3W+xeWLSLza83j1v1X2KllfEKMtT3hy9F47+uPBY3SWXIH81Q+yOC4j9nVkUJsLkn16pOmzy8ICKHL7My2UadTV+dTCLLbmtcqSwHW1RPE=

15

9(1)

l3W+xeWLSLza83j1v1X2KllfEKMtT3hy9F47+uPBY3SWXIH81Q+yOC4j9nVkUJsLkn16pOmzy8ICKHL7My2UaQ9IDiFlQhUPF/T3w/3hxSU=

21

8(1)

l3W+xeWLSLza83j1v1X2KllfEKMtT3hy9F47+uPBY3SWXIH81Q+yOC4j9nVkUJsLkn16pOmzy8ICKHL7My2Uacg2L8+Cy7pUX8Xfi7cRrWc=

10

0(0)

l3W+xeWLSLza83j1v1X2KllfEKMtT3hy9F47+uPBY3SWXIH81Q+yOC4j9nVkUJsLkn16pOmzy8ICKHL7My2UaSk1tM6fLFeXt8baX9WE00c=

13

7(1)

l3W+xeWLSLza83j1v1X2KllfEKMtT3hy9F47+uPBY3SWXIH81Q+yOC4j9nVkUJsLkn16pOmzy8ICKHL7My2UaRe7q9KoTuyCSzQow+8vRNw=

35

7.5(2)

HB7+n30cL6tTZwLrRdbNzKZ4VS5uI9g9ykHnHcJhQi09fyBDD2Cp6z5yjUXRtOSPv4cjElsndKijt1blOoMaXzGJwfBsz+bARYG1UIMLzSpQTMnoM8aJDm9OJwfv7UG4

31

9.3(3)

+j+DkLV25D/KS+5j4EV4N5Ue5v0HujS4qdWulid6OMwCY5XA99FiGgLGduSrZLjR

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