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bl3mB/kETHGR46PL2XB9wbiY1zrl6AUsrfAcNjBqnGHSsU1BT7p5f+E2iEuRCdn5/Mjs3jdjJpavNkvyhX6XMhCGfQxNHxhvuhOCMsOvw5w=
7
0(0)
bl3mB/kETHGR46PL2XB9wbiY1zrl6AUsrfAcNjBqnGHSsU1BT7p5f+E2iEuRCdn5/Mjs3jdjJpavNkvyhX6XMi4wJ8OYlb8zJe2hzDKZ2zc=
13
0(0)
bl3mB/kETHGR46PL2XB9wYoVn25R3c9UrlHAPHroWgPTAqv56M52Qcb160rGZc7A68VbWmKlnjelJRSu53MyAVwdeJt70ebpxFL3eS0NvI0=
30
0(0)
bl3mB/kETHGR46PL2XB9wYoVn25R3c9UrlHAPHroWgPTAqv56M52Qcb160rGZc7A68VbWmKlnjelJRSu53MyAdrjDAQHdHWxxhRoaazdF3o=
35
9(1)
bl3mB/kETHGR46PL2XB9wYoVn25R3c9UrlHAPHroWgPTAqv56M52Qcb160rGZc7A68VbWmKlnjelJRSu53MyAYePz/vUEgCvf9/kvAJHOqs=
33
0(0)
bl3mB/kETHGR46PL2XB9wYoVn25R3c9UrlHAPHroWgOopjaKCE9N44BoDq+BQ3ELPE2cEOE0ZccnFT5G4SmiJxzwPjGRr5Xhwc5JQHGKtI8=
29
8(1)
bl3mB/kETHGR46PL2XB9wYoVn25R3c9UrlHAPHroWgNBRBJwG/WCK7QBTvGafwAq0I9ROOQ0/bD+C2E93bINq/w8QJpcV5Ovb31RK2q16+g=
45
0(0)
bl3mB/kETHGR46PL2XB9wYoVn25R3c9UrlHAPHroWgOopjaKCE9N44BoDq+BQ3ELvPE5j9/Ut23cNxsbwPlZVSynoaQLA7WHUvKMG882DQ8=
44
5.5(2)
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39
0(0)
bl3mB/kETHGR46PL2XB9wYoVn25R3c9UrlHAPHroWgN3x2kPwPesZKMVwJabQpAm14MHRX9KPgnP5eakJAE0kaZM/pPalQwpgedYT0BgF+M=
29
9.5(2)
bl3mB/kETHGR46PL2XB9wYoVn25R3c9UrlHAPHroWgN3x2kPwPesZKMVwJabQpAm14MHRX9KPgnP5eakJAE0kaHSymTMfagYB9d4kVgitAc=
28
7.7(3)
bl3mB/kETHGR46PL2XB9wUU6yuHHLlGONO/EcPBIUote6lxNivP1l3L+nvDLGdrVQpO7NA/GH2oeo9qGONXOc4LtfI2oB3lh0+wIfu5CW54=
53
9.8(5)
bl3mB/kETHGR46PL2XB9wYoVn25R3c9UrlHAPHroWgN3x2kPwPesZKMVwJabQpAm14MHRX9KPgnP5eakJAE0kfQVchB9FyFlcSDRStAEaCk=
50
8(4)
bl3mB/kETHGR46PL2XB9wbiY1zrl6AUsrfAcNjBqnGETs6p4NExkz7E1r5B4KqfULT6r0scnoy1+rGpm31W8GA==
121
8.8(8)
bl3mB/kETHGR46PL2XB9wbiY1zrl6AUsrfAcNjBqnGETs6p4NExkz7E1r5B4KqfULT6r0scnoy1+rGpm31W8GA==
46
10(1)
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