FWbT3XnOf9UjYlYiOXKuilakJxkGik7JZEG1I79YtzTa9QclwO3m7iqhAeuYiMTF

B4wWM2dH0MfcXWuZe1X2ZVt+Qx9GVQdeITKFmu2Mmx8=

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4/lA1E4mfl8orhECdA9RbysX0FaprbKk7QrE1CuxLOTtZ3iMP4kpRvci24gk01fYcISYWmNsyFavFiBHCoDe0RGlG49BR3WmXIw1jvzk7agtw==

9

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4+jboel9xWR+URShf2dtNQJT2bm9KugP3NNDUDMKF45Iwlr1MLqJ7eWvgfr4aOflp4=

5

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4+jboel9xWR+URShf2dtNQJT2bm9KugP3NNDUDMKF45Iwlr1MLqJ7eWvgfr4aOflp4=

10

9(1)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4/YbVvM718oz9cEViWzof2T9/d/+jFwDD5aV5JRNH++Pg==

8

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V49+leZTnHiC17L1DSGzllZa0qbV2iEwF/Di0b8zy039Te8WWwnVEu44AiSrbn3q9DQ=

11

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4+uUcyBzUDT9DXZXFmCfljRbZWx9G6yXzfxs4mSXzmi4c+mq2ioef6+mBZmQ4E7jMU=

5

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4+uUcyBzUDT9DXZXFmCfljRbZWx9G6yXzfxs4mSXzmi4c+mq2ioef6+mBZmQ4E7jMU=

0

10(1)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4/YbVvM718oz9cEViWzof2T9/d/+jFwDD5aV5JRNH++Pg==

12

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4/YbVvM718oz9cEViWzof2T9/d/+jFwDD5aV5JRNH++Pg==

9

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4/YbVvM718oz9cEViWzof2T9/d/+jFwDD5aV5JRNH++Pg==

10

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4+n2FX0npYNXE1IReyzqK7ZIENmm0H9lB7SEgq4Nh4IDuMbTOdh2vAK+38O2B7fCw4=

16

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4+dfkUp8fq+GmKYRHfMLf2UloCMyzDQ3G6M6be+6NxlHThEa7kbZ4CuiQitOkn1+M8=

9

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V48gn1h9rKibmXREdcJSa0hZmOFsq6si9If0Ai9WRIE4nbGiB8nlYAHrtqOUpz4CgeoYqjPM57b8zAe6rKkBKy0y

33

9.3(4)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V48gn1h9rKibmXREdcJSa0hZmOFsq6si9If0Ai9WRIE4nXU86B/cVV0PCW3jecEvhB4GGj5BcXbisAQxTDPzsfD1

32

9(1)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4/Cz25tXarJ2aHbPksurswm9j6bvse8vsEYlFulqtBIW4f6j8BIEmNTnW8OjO03sTeIbrJ8bTcqmUnCklPDOmjnn3gd8JKMQZrxqt8I3TrlxA==

24

8(1)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V48gn1h9rKibmXREdcJSa0hZjYF1fqYE/cy7MHqu03GxbXULoMHmKP18mSh4aUPptfIM+3xzcwZb9LrnovxLczdF

20

9(1)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V48gn1h9rKibmXREdcJSa0hZxZ6k9QPNSl21vtmSpzKDtVomdWJnd1TqQalxvn2qPM8=

23

0(0)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V48gn1h9rKibmXREdcJSa0hZxZ6k9QPNSl21vtmSpzKDtVomdWJnd1TqQalxvn2qPM8=

34

9.5(2)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V48gn1h9rKibmXREdcJSa0hZZJdGtNU9D+5Gjgfsx/6XmR7HN13X5szknFvcw5chbCTR07cQij3TBx+C+RbtBYxk+lnLIMKiZBKQwiAT6LW/nw==

61

9.3(7)

6os6Qlprac+iA8T1iQFrqN56fJ33FLTCNGwRkjG4V4+zUaFxTl7y+3EUc2KVKmU6DezKMZkjNcim7BLpN1XK6heVetydIWeJqrvohxeSAe9i0eoIuw/jp878zdu79NkY

39

0(0)

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39

9.7(3)

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