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1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4kByQO+p386t+192gwpquZX1gu/ln+57jiCfngfKZXOeLOi/IorvHP11+QTpjEuS7ICA9P1a2DcJ4l5CkZ9tG7+G7U3izZ1A87N30DuWx01bw==
4
0(0)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4lCQ+0vICFPkD3xTxvYx0E/frD8uv0v9sd4F2P+gJCv+vrymRXYmd+pcGEpD2Y1uuzTsgC6+99+DroIBvI6JRU5
7
0(0)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2N7b+wVBav6JFuD1fixofGoNdSBjlwumei0O9Bdoz04dbHxVM1qKYb0drxjEwB7rRjQ==
11
0(0)
1V8BjgFQmmMdp2xVczzaMQQ7cPRF1hrP1il9lg6DbOWA+/142x4Yq7rrHPXlpptNBh6pWVRpG6+RdCXOYvdzy9GAw3JslSVF33aIO7z4Chq1cmRRrBnp6lFSUXIopeD4YI8zeZAVQM/0eB1zUrpKT9DlQFil7ZG087HD4BX9oJo=
12
9(1)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2NysxXMrGNPr7aAL/u4Rb4VepR63Zh0LZTUnkf5eWIj1mhIqLE9lMoDylRKOiv3U7/frk1ZEMezvYo6Kmrt6LMTg=
23
0(0)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2N7b+wVBav6JFuD1fixofGoP1/r2Ya7lE0GMHZh0FXjAdeZBA2bvZ3Bzhdt6XzDUN5A==
20
0(0)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2NysxXMrGNPr7aAL/u4Rb4VfXdpgWA1A5445FbBoPTOwRBA3UK63dxxi9Q1B7XL5N85YPzLOFenYI2oVIxc6JvBY=
11
9(1)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2NysxXMrGNPr7aAL/u4Rb4VcYjDU6ALKiLaf9l32R627CgFbAFMLbV+GI3Be3Kws/8q5PqR3O4+abut97taPBpvg=
20
0(0)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2N7b+wVBav6JFuD1fixofGoPZlsHO92vy7cjqRHhz3CjKwqoNREsLQX22l83XnnC2rIfVjE0BE3nhBI5KEbzMLbU=
18
5.5(2)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4mQnOWxU/Pr7JFH7C62/v8avh+rnXipY7Z1viEv+bJnuwlh0nSSk0fbKqoHR1lPYlY=
24
8(1)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4lL6fy5YLGEkRPfVft4cF0vd+3iNWOKZB+Ft7sULA17vqnJSe5F4Gx/ARFtLKrI/Ic=
20
9(1)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4ld9EWWiW3mkglXKjZVZdj+YJeEOso/qRf8PVDng78s/mLw8rtQ+QRdr7dwOzv0nABxT1ChwxSFOBppFfAy3uER
20
0(0)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4lFe0/OyJ3DVy5+hUPSWOg4qzIxDgy60TVPCO4RtmxWTwCLSfItHIaBqk5dH7TRWAznKeU5iYsJEjZQUU/Zwzzba6SjmSJioyk8GRmkMsDF7noz7LD7cEl9mY+7o/U9Kaw=
22
0(0)
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19
0(0)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4mO9pSmaYFQC2PAodKoVy4M6+jsCU9pmjRcniXP96Ic+dE4SqaeoIKzRydLkUk5RuM=
59
10(1)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2N7b+wVBav6JFuD1fixofGoORoGFkKP+iVMI9tnGf2JmMug98UAnK3qBl2Ad2wxY3F91HUvS5x8eV6suzJaIt0wU=
37
10(3)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2N7b+wVBav6JFuD1fixofGoPD0cEihry/EOxwbZZwUvocwMFixxgaCEl7tw0vFXLmOu4Xi8qv4mFuNfb+RXLstCo=
22
10(2)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2NysxXMrGNPr7aAL/u4Rb4Ve9QmsMrN1IUXvYylnICkNxQjpKa585RUwsdk26K9CH63vOAV1rY/DOnkhgAFVLj5c=
31
9.8(5)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2NysxXMrGNPr7aAL/u4Rb4Ve9QmsMrN1IUXvYylnICkNxQjpKa585RUwsdk26K9CH63vOAV1rY/DOnkhgAFVLj5c=
8
0(0)
1V8BjgFQmmMdp2xVczzaMQjq675B3Y1QBGfTLxQ5B4m4qiWBdrniB/1LTUyg4v0bpUggsy3Q4gWUMlZIiLQ2N7b+wVBav6JFuD1fixofGoNo7GQ9BDpD4QVSRzWyOcr2GfwcxYL5SDJfVs02i/lFMQ==
20
10(3)
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