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0
0(0)
bBWP1T3BQ8s1EI/0EupAZ08LV1rZVVTZpVP9XJY/s2HUdfybuwtSOehiEMO2y1lZQJBCQMHSSfrgyjNPpcer2WM68/Z4iWVpgHM2NdtOjD271kKqECQqx3+lH36yRw/jCr+3vB5UazzT4hOmaNWlKyb1hNdaPh9h9UeZOTfScV/xJeCWAEgTP2fCyXSEz+oC19L3DdCroqSs7WL18Hkklw==
29
10(1)
bBWP1T3BQ8s1EI/0EupAZzsSn5WiWakhpR90h2RO6wLtzR815JvFXgj22MsDY21sMlYWOMhfU8Knu6vbzAYJZ7Cqt9l3u0S/5l3f42MvyrKJyQlvRfKIiJeKjG62L5BgPdaz8h/HFkkGtseCaQIaTPKRJMBZ1byM5UWDWAn0dcu9i2nKcWPMTnDoKJsZcjt9
20
10(1)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW1E/B9Jk149QeNT0FKs946EQ8SkhutzV4ux1FhQG7sOmM129bJq0uBiRz4Qem8EaDlHtn/vUdl1dQLonc8v2Qlb
28
9(1)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW0TvlvGC/KoSI+OKUGiYYWm4iTW2oOUZ9oOnh667M3i2mVkRau5Hgzn4FuRzW8B4wcSGM4ezIax+pYh/+HbS+0hDJA6ak3O579b0xb5iWtca1BW/b9Nb0/qmRNW/2hqtJ0lZdLUxuFj1238Hi7CXtafsxm71PLUJCuydIpwpJ5Ihq+WL4a/BrlwLz016KvZDbg=
30
8.5(2)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW1BQcOovzotVxAbet15pFQq2I858BPTBsHzpJfNtsdd/Z5xmbXc5j8XwDNqy1M+DSnlrMgtzsuBlvJOS86ZR2RRnwKpxaTUO68sIvOzLyGw6VjBKx1wjGZskH9ZASyDAbPioGlB80PFZMDnTiRgHLGUOA8kJLw1Gu7SpbC5l1XnxjEjuY+3Frn/+MwxtI6Ksd0=
25
0(0)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW1s2ZwDlB8/BvAJ55Nm4E3x8vQ+ovA2IJ1zophFsRfumu4Jy/9yZyvbscjvroHNzTNxcaF2a0DnErPXPzOfprUPQxmOmzlKQKrvgvfnR9qLC3AYNL5L/2mmgPjnD5+lFGGUCY8BKzlSJO/NV9b4e3ux
34
9(2)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW1XeCIb0ajKr2Zf7t9x+D4fWSE+8mAOqUuNrcc8ND4N6xbT6ziW3HAcQG1x+ew+32jnSpTyPcU9gTLE9dHGAC2G5pKPB81/8wGTSSIVXe4FrCQ2ofu+bkQWcA9aVnc8dq9JW3GYYgNVFPJ4RMimJAnCBIapYaD9Fq+fLNYBzeS1zWMChtWosyROMqZHPIHIfz/+OyphNPEoXyLFUuBsJJzq
20
3(3)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW1RyPtpLkMKlm2ZxtivItNygAVmXqn7tA/vLPd7lYoCZNFn6cwbUr+NTG+R313VDX1/kIwwHF1dRGoM2yVzSXItwial6mcLFqV5g5rMMBioJw==
38
0(0)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW3TX5dk3JXdl3t3o7VjfsgCbNIvql83EZuDqrvJDuEmp9SyC264rgC0gJHLoLrOVR61Knmsxm3rnuWwZpY9FvF+s/AA7xA1ZyapNENj5qH6e0rnBql7gm6uFgIXUX9bJYS09Yy7Q+MEIFNIaU12TK2/
40
0(0)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW1+3SdjF92z1bmg48ll6omBW8mxYF2M1DCdSk8XNoh7cOixD/HCk5Ke1ozVquh0K0gy7VvsBeAQbHRfCm0DllVq
17
8(1)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW2VAXkKi2jnOiR/0PeUhMfcyXICh59L/EyTwVQLR9O5KEH59WIoWsSvfvwXJ8rYZvgnJSx5Ga5+czH+BI3adRuI5ODZ0yHL0IO2JZyA5ZViP5vrV7LY0Wt2byB9n28NwO8gWWNK4LkgUXvLXrpAPxxN
53
7.5(2)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW155s+oD56p6sHrPa8Acdllx2Fxu5V/5v+JIETUuWFLoEYZkaMQy00yl2oO+HQLXhEpPEZ83TAXakGEAo2JkIONQlnYPDuUs7+by4Ev/awyPL9/qwulKLcpeBA5jd+DLal6ciVBfotQncRjFx3JT5QF
32
0(0)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW0knzUrfzWtnwqqSdrc63ffE0WorvQCb55j/UKG/CqdkU1K5AvUhrOrzLEeaIXWkUZjkYYm24YsTnJ/mo7FsPDLeg3Z8gkzmUhdK+c6Lsys4PEAzPiJopRd3vyKyRaUuK0PbK/rBbEykcnFwRvx6ion0hv0CPChkrNtf7/LBCRpUko+FVjUui9i71vlCCXebFHDT8DOGNwLZMPkn0zFjV0Gh7Z3XELHbpeR2EPA9VmzDPQjdyDZK8B3H3cgVSijdlA=
26
8(1)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW1RyPtpLkMKlm2ZxtivItNygAVmXqn7tA/vLPd7lYoCZNFn6cwbUr+NTG+R313VDX1/kIwwHF1dRGoM2yVzSXItwial6mcLFqV5g5rMMBioJw==
64
8.3(3)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW1edGg3HsCsijsfMpMKRwbVgHtv4tzRK7J+RaPGrRz1GwSHzNYx6mnCX+NaPR0DLdwVbUtx5AcKojGDE1ycOWLu7zupCNB41M1MJQ34rrgpwg==
63
8(2)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW27jbStuuDkUkP9oUnLgt9IkMkYNoPjtFocroqwTMnxxNYn0qZ9gkjo9gjcJfugZ/+1WDbMeFSJY/UgCAdVjlfL4v08GGldgzyKADfb33872LIApvPThoCOOYHUZC+jv30zuoJ9oPij1/g4JM09CFosRynEC2q4vtpgRkIw2oKM8WE4sWaWrKrBNtugzN+Kq+c=
5
0(0)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW1pdHvU3vzqOV8zzBM3rVRsjyOX+qW2XSHJaZ+PED5zUk+K+Vja/yen6wGNkDPJMNLATC5PCy4SELDyRgPrqHX9J9N1qvy7xwrKrMQwfu0ULEuHGz7ZRtMACCvBJvpTuC+LRah8q0STO6V6lgOHe8hvu3ZDVsIHJpQxONqHvAg1pdVMj3BfM97/XSspn7FELSLG4+YsAM3zjGNNr6vt1Bpd
54
10(2)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW1BQcOovzotVxAbet15pFQq2YZvl2QqBz9xsxPMbum0xnMFu1/Z0uLqbf5IAARH9qsOXrSJkDerrdvFcgc3CXOI1HH2eQtceWRfDWnSHVCB5HIwtFlqlBRPzr2moc4iaq7PqYko2zLWCGe7S2QfIkkY8UNvl0YnUHwY3Xc8Q5CIzx8Vhiu5plbjWKJ+pp0AzPI=
37
8(1)
bBWP1T3BQ8s1EI/0EupAZ9XXzvMPWQO1Ppgcg5XxBW0utODhcEXUI3Iy3seOjrJM1Xx/vhF6d9iN+Q7E3GUqKMorsyPw43XicxInq2/gkvbeyt8HAgEJMex8kojl9ocyghWqkgaVl9TC1Am+mFYjqC3iC3hfaUfzO/LO5i26zLIGk9FQhb5LvyWCBWNYcL9ueVYjjl7Fw2baA+ez7wTJ78yUj1OgpwnG2OaBq/J6Oak=
18
0(0)
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