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4
0(0)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082Xnk9jamTNf+YeNIfruMuLEKXweUXdivIGstPFKpuOD6F6jkCEprIlkFcHXWbzXehJHkIrt8wa2MGPqInIHx1Wb
7
0(0)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082XEfe5UcNI2tlSgFW9Q7X3Sbgqkh/9qnRW25DFxDB26DfWw/CXjUaSb7ZS9ZezDFu9ceTYcM4Aa/umQIpoubRme3IqD/1YE9EAGmxDpxJt9Yg==
11
0(0)
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12
9(1)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082XEfe5UcNI2tlSgFW9Q7X3Sbgqkh/9qnRW25DFxDB26Ddw3RrNcaxJUvqklTCYRzt8GmK9evr+wgwLrkhqF5lbzU6q9gE2Jvk17apubt9wgAnZVIn3/f04qfX1TeH5Xh5U=
23
0(0)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082XEfe5UcNI2tlSgFW9Q7X3Sbgqkh/9qnRW25DFxDB26DfWw/CXjUaSb7ZS9ZezDFu84odT/N6Uxuk/PllqcNHrYUfeVMhT8tK/xGnq/7FlisQ==
20
0(0)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082XEfe5UcNI2tlSgFW9Q7X3Sbgqkh/9qnRW25DFxDB26Ddw3RrNcaxJUvqklTCYRzt+NNZcFmVx4pcBub/1kLaVkWMXaOV+3xJhTnaaX38CbOq3he0wxZEOVv2eJt8KxXoM=
11
9(1)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082XEfe5UcNI2tlSgFW9Q7X3Sbgqkh/9qnRW25DFxDB26Ddw3RrNcaxJUvqklTCYRzt+6DV0/nCM3EtAybX4w/RZ7q1QmjePgKJis+ZPHUsGF5XWSmdCWAZi9LUkL3Y3o9RM=
20
0(0)
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18
5.5(2)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082VfGofQqGhdrUVXEb0OHFYIdr/WFHq8FXGks1CWIbhT7KT/sud1GW8lJN3cIb4L0vw=
24
8(1)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082WNJ9ls6rEnY4qcEUrqhlwU7RpkayBfkqMeelBGjD6ZDCdT+Nu+OFxTraPCRd2d174=
20
9(1)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082VfdLOOnWOG6Zj4OwGxjNsaP9XOgzF1KC7lyxa1iCJLGo/uf5C+t0DkxOsRoUVNUeTX6UIePOyJqh9StMmRbHkK
20
0(0)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082VrGzxnWKgXOJO/X7GCwRintCSTQtNoTNZdILzcRzYam2FOkQYgQAsKwDrJLn08sHdyiL/iUt0i6ySMOeuwdeVj3IRRirvM7I+N7odBmr3huUs/KXXUlL/wF0Jc2A7D43k=
22
0(0)
wS7l3fJw3ctTqpAtXNsFC7jeGOwyi8IlpUVPxaQrYwk=
19
0(0)
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59
10(1)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082XEfe5UcNI2tlSgFW9Q7X3Sbgqkh/9qnRW25DFxDB26DfWw/CXjUaSb7ZS9ZezDFu/rjoYLGp5YiH1WznJtGImHBdXALOzxYEnhLJhEiiIBM/O6o3htNc7cFuiWBHD1Vlk=
37
10(3)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082XEfe5UcNI2tlSgFW9Q7X3Sbgqkh/9qnRW25DFxDB26DfWw/CXjUaSb7ZS9ZezDFu/iEeGbrwnC3blPMRoa28GSnvDvIs7jo0/YCsA+xcWlIF9bQA69LHgzkLSgXe9JUf8=
22
10(2)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082XEfe5UcNI2tlSgFW9Q7X3Sbgqkh/9qnRW25DFxDB26Ddw3RrNcaxJUvqklTCYRzt8YVw7+bx92AVyamC/JjHBuFB3kfgjProoG9G1pcDslZYuIa3oPwOrbmlLvMJFrlbM=
31
9.8(5)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082XEfe5UcNI2tlSgFW9Q7X3Sbgqkh/9qnRW25DFxDB26Ddw3RrNcaxJUvqklTCYRzt8YVw7+bx92AVyamC/JjHBuFB3kfgjProoG9G1pcDslZYuIa3oPwOrbmlLvMJFrlbM=
8
0(0)
p7zNJWG3uuPMoMymm/fTVJhYVOGq0hcn79UNmUK082XEfe5UcNI2tlSgFW9Q7X3Sbgqkh/9qnRW25DFxDB26DfWw/CXjUaSb7ZS9ZezDFu+wjiahuJcoXlH/92CUbcMDv3Umb85lRsrsHKYCmx0NVQ==
20
10(3)
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