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35
10(1)
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35
9.5(6)
ebN2wuqfPJPKfPZELtzJdAZuU1n6aTuWDkZ+slXuqOq/mXeqXpkW5tU1dauEXXGXSzTAlH0vMIcyvPJznK475A==
35
9.5(2)
1HXl9MwPiFVkF69j50U7JnlInb4/XjIheE3EnXKiy6esXoYhQ8ejf1Pwbdg6qSFRvZqRqouZCKFu+ejDcfPPpCQJarvFfSXGP6NPexcyhpM=
35
9(4)
PuG1NqCLslabG2CaQ8RXRrMrTY1klOSNR2XDZyvJuwpsLn8rc/yV6xYr0GdsgLdd
35
9(2)
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35
9(1)
PNzqr9VH7Mmfea92fqju6h9L1yfG5jDHg8d9Ddxo+WRZifrW0hJpaPwbj4GNx4xl/3OM2YdRyYukQibBDh3faZhY63bLhEBhvLBPviN9bvY=
35
9(1)
RPTu9+7cy22jZI6V1BSYRa0S0JcaO9qgbgVsd1L6QAs=
35
8.5(2)
GNBkCszdpf01DmCfK8iFbdoj02V1fIEH5FqmKzb/HfK42LxQ8q0YrXcBEwzm+ZhB
35
8.5(2)
GWPScugSvvKeSCCu56Bm/kHB8Xcxtu6+liGJnz2s3l1aac/42gtTtjoiN2gJPab9uFnD7nOzP0BniqyX8mnaOtgT9BiGW2BOvVtPK7xt4hE=
35
8(4)
5r00OuICmsTyiPMs0a7TM17YUqiDV91gZxVhd2fq+1N4223hj1KPWWzNEBulXL0kypzCCQN2EfK+nAgHyRiZXUzCH6fs7o8N7Pb6KYFktH4=
35
8(2)
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35
8(1)
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35
8(1)
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35
8(1)
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35
7(1)
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35
6.8(6)
ZrVxSKGv2FeK4O2DJsn75quc83OLTESObP9nilQ/aBi7at8zyjKT65Wiaa+BOOAuGpjUDfl9+tbGenaFw11EFKTOws0Kz9RUKh2EdYS5hbQ=
35
6.5(6)
V+JYulboHhzq963ed/6ZScZ2f2BkIozlT3BiVWuJqg5U45TcAp1xXpPhxaYqSEtW5Y36/AgO4GD4UXw4vZ8wCA==
35
5.5(2)
EAEGp1SQinwcwEIBbl0f4Iq/z83AYnBATxmytc04yHqiicdQBiy8Gb1B5jafzy6hcoXV+0S73aKOpyNH9RriS5CGE+pG/SCbkbI9sW6hJef89VNJdJfp1QcPRItEncI2
35
5(1)
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35
0(0)
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35
0(0)
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35
0(0)
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35
0(0)
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34
10(3)
zkrOfGhS6Vnz1hTFSh96xh9BfSCjUafyzNTz6dhsQRhvFla5Awn1nO0ZaKewLlvK
34
10(2)
PPOYCv1hjRWUG/1rvOjOzCzukIPJWmLPjB85q5Xx0KL7ijMtvyZpiET63rowmZAlL2N8owQ7aQCJDcuHpbHL4ksbMyxxkdAohu5l2/hVaUndaaEaeTLJ3HzdOhx3IC0O
34
10(1)
ngTManRm5cGXLej0KlPpCUG9BLegp/yl83pHIH6zgDartD7C/JXr47UVhyeLHBw56FxVEzcfHeQ7sxwSDmtvP+lgteP61Cm23RFitj5301I=
34
10(1)
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34
10(1)
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34
10(1)
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34
10(1)
E+dz4oWVGmNwO2C+NtE+ASsSlOrUTFbEem5xgGdfJZYXTYxF2Dd0cO37WG34AgIiUh4Wa/OU1FeZLEcKsN/3cw==
34
10(1)
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34
10(1)
2y00aZ+jEF/HcEph0NfAwKQdJY6KZzaIFkcfoBD5spPWmxUC2ld5NPBewLQ57Nt+IIeElP7/96AeBikIZ998EIw2lEIy+IAJRvaauGERa+HGHx8OlWuukpWf+V3i9mTn
34
9.8(6)
HLhe/oem57GHyzR6rDhHbR8oqSABTQWXO/touF0Swr1XBvwYs0HD23um5Jk2Av/V
34
9.5(2)
BqUnq82z3DTo0kaiI1YzyBGGnuiSO0qwgDhE4gBxUYEcjK2E9fcJqRBM1KqjeWrVsb7EeDvQ98sokRX7wYC3aEmejNPk5Rrun8HkNQkGZcI=
34
9(2)
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34
8.8(4)
PNzqr9VH7Mmfea92fqju6h9L1yfG5jDHg8d9Ddxo+WTM0s13vUxodIDOe5SJftbhDPhJPul2lHbMnSvPJ6Co8X2Ev1dh/oEnBP1a2ujQ9G7ApchHnI0Fq87kDZL9TVwbcpXxK4AclPuB4CenjxIp4A==
34
8(1)
KeMXQUJyWhMym4IXCYmFNRYX0G+T/w/lmB1kl4ZR9QreF+9awPxq/A88nJW70c3/
34
8(1)
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34
6(2)
W3QuBy7viB1eBIahgnAw3W5GiPTUaU+jw0sf7m+dF10xRdWlfk7J6AFQMupxJngx/xjC7k7Be5v49OZHeKP3j3JdgKI6MtSnWet7HivzVXc=
34
0(0)
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34
0(0)
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34
0(0)
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34
0(0)
1tbYnHcj+uj9RSlkbl/jkHZlWmyMv4Caj1i/Sl8xSm/2+a4i10ZIf+O6VIGcpCUm
34
0(0)
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34
0(0)
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34
0(0)
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34
0(0)
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33
10(5)
pgypdmdO9VbB1EmXpx1KGg==
33
10(3)
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33
10(3)
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33
10(2)
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33
10(2)
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33
10(2)
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33
10(2)
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33
10(1)
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33
10(1)
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33
10(1)
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33
9.5(2)
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33
9(1)
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33
9(1)
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33
9(1)
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33
8(2)
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33
5(2)
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33
3(1)
8PAt0Ex4J0zqzyCvo3nzfg3SINvXoN+XNTNkp52gSSc=
0ov5Yuci7jLmlbSR3sE5ARHkAb/3mgDPFuBqAvAV0IJR2/SpPIhifI1vLj9lULL+pRkMQwRhznCaY3CmE/boYoM6iJYuXirf4TXzjcB7gsToxmYwNUk4fawqeMcxkprmWj2LbnDO/UGNc9FMjLTpvz9zLAQd3SX6ZBFGF4355JwcfTZNhAIekYGBUU6XZ1F3/2avpZOD+uHatiPLKQL6mQ==
33
0(0)
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33
0(0)
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33
0(0)
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33
0(0)
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33
0(0)
lXVzW1ioG6oPL4fW5FJU96W2A1RUIkHudofJPEda2286Y/9AP6JxTL3kpim3mMz+
33
0(0)
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33
0(0)
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33
0(0)
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33
0(0)
dPI8ubMgFyz78XggZwcW6Weay5SH3JyFx4RtQAlyegepO1WLU4ARa4OPwnm5cMQrJ3uPmM3YZ7aRwEOt9ovUVgMw8Wq779wP5gVe+17kEweXPJYbvupgzA20eoyhNVFHH+yDBLR3DY4UgJWM9UxL0K4u7a5Qwz6a1lMtilEJJRE=
32
10(3)
pRJJo5eXwXoNimHC102LJyE1p6mKWXJnWslYLVpLP1Rn+Wn8/v/joOYbBfULghVHfiz6zwA6lst5W8RgSLC5RA==
32
10(3)
twddaKvoesIyWBpcHf92WwFRAUmdrv4FINMUbtv2UI0BSAVBI4t81hf2etKiYlI9vqNOqoIvCyBgOu2kTrK8f6RGEbxPf9lMjlUrE2oniZWvLkigk8SZWkg4Zf2m8lBD
32
10(3)
XPVbj8ZBPFqg8/jzQ4dcCq8CzA1P6FPkLXLdHR56Ibe4aCErjpiiX4rl1o5Q2aZOZ//xpX79gbxIOO66Hvmpx1Ui6Nq7GemmwLm64huPLp0=
32
10(1)
gM5t24R25eBNKcDMdn1Bmp7RN5GDpOxNmmeehof7JX/x/5J4pFh6GIeyujujCom1TUldM03kfwxSLn748V8inuHuwlB267L+etOz14nKVo30tickvaXRRTVmjXI5YdLXg4w+yQwZDuERbVy/guxKaG5LvAMfJZuF2Wytq1KhyNcX+AvhNEtvFYpAwLRCYTTO
32
10(1)
vW462bfcCBRiLGyngnDtV3IgKDxrT0lVzrejY2dKh9c1bQm+wkO/oEHPJUZX98f5
32
10(1)
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32
10(1)
eTJA+13bc+pLE2ojW1folB3jh4h4qpQsxijCV9ZUPrcZNtb+Wr4Z3rVWhi8+T8if
32
8(2)
F9TxjM54DaPaXuwIrD/9xTYvj0UMKV6A8RhfzNHmTW8ZlCowX8x/4v3s9yDU3KsN
32
8(1)
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32
8(1)
659mcPgHA+n58xeR70LMmVlpLRguWQYe3wgapwblTf98pwAx7lM5AjJNo/xxukka45i9RjJSmtvmmXiJmCLb9n46Z2mOWVlTMFCfT6W2cIpwEhjZxNCocnKadpHkaXLXKVkvwnnpjq1X8hQt/5yTkxJZBctjMTtfrJzvcrCJbP4=
32
7(1)
In/yjRsT3svuNWx6WTwxg04yX4pGsxGr5b0FCH8StJdhUge8QJtnqp8M0rIyWc6dLhN0DJtXLeobaXHl+aA37A==
32
7(1)
JnB0dkX3i8suEi77WFOr2eLJiGMW/0cbcTXuV/pZSmcRfF8zZfjeagJamtIj889g6lAkBCrutQ30FwvvvZNkSN7/HXI1YYnR+XRrfCYODyE=
32
5.5(2)
mPVDF51oE6Sq5/Mjo7CfumXA/H/+XbBWhIrwxLy6iqjO9n7cIkb7E2phUjqQT6x6P+0AwrzE4YRbozH0Yiqqow==
32
2.5(2)
ndI+E/RwI7IEMSbDGucMm1/RSfTGjwraUuO2AIhvFMv7IXrMGhAzPkfRnacJUeMH7g2KS7AvqW8P0Ul0CW7Ulg==
32
1(2)
uH8Dy+xMMo16M0iXkdU0eRcNJdeBozAwRCwzVYHb2GeU5JIF/8/gp0bQjXwuuvsg9x/2HuZ535CaYe2cUjG0ZQ==
32
0(0)
Zr03KXWMpw15XYijFqYPtjDIU8laPKTyfK1ih55QRdrIzULggvSeXwUWFEXzd/1+l8wmMerwFm7yl9wSqwFW4Q==
32
0(0)
AfPcd49eeNrVUCokYW2FZGzQMlzrd2JNWrht/JLjka8wOQ26K3T6+/Ni9RkqPeMvCKy+BkRd9N+mfk2stXLZ71HwV2xk6Z9+ZBlqg5ntZnS5Mk3/GQD9kbYajlINp2Tx
32
0(0)
UG4/ul8tAtCQDKHWMauca+cznktXYyo6fooSbLMtP6BTMCEeX3P71+Z9okvEd8FLK7rKYpCovkRFoeOHCXir3BcaG6+BXqKA86aLdrL2fwUHbBRS9z8TI53wZsEZH+z9y1DbymTisU0MCSYrnqI+sXqnECponCPFGZltkB4eqQw=
32
0(0)
JnB0dkX3i8suEi77WFOr2eLJiGMW/0cbcTXuV/pZSmcRfF8zZfjeagJamtIj889g6lAkBCrutQ30FwvvvZNkSM0PZwDDH+WHSkRNc94K9Ho=
32
0(0)
Ey1lTGZexhnpGfedMl6U1Xl/Gn+zXnhvNsGJtrs7MDbbElgS7hqOETq3vz61b/2S3hMInX9opTdisMrhIEs79+O1vs+t+RLbrj/7wrAGRA8=
31
10(4)
YKWgAXZs189bZmskKD71Gr72GQT6Qy0b7QM0BEQAsrdsaCLIS3H+ZmyGcZOpHsBMvQt4RKXJGo7QRyvASaYNjhwhlPCLZwauzAbOGLIjFagw3fe5LANZuK9UtR1j2Sze
31
10(1)
XU87FQ1YmZ6CFt514mMdCp5IjI3+LjNFAJIxmVk3nNi8FStKcK92p933GY2Y9C8bwiZeaucSZZRig/mflUK2YQ==
31
10(1)
oEuUcwsrctYUE/M/A0zp3LmUUC5z0T7txFQMuT5cb9KW4BC4m9KkgBbKmIbrJqXiilOVD7kEfG9qIQsIP31/Aa+nYYJ4jbdcgv6/jbfG876FM6dR5rv9kh+DQqUmLQ7p
31
9.7(3)
Hs9walS9psgHpSW5fLdj5wD9oZoo/cPHvyCDIS5zidxS/A1ClKggXm2JUXK1d78/yCuwjIOj6uOz2IXopDlbERuCUuVLEYxcGAtBys8pt81A+S2WWBEJGxcL63usUYv1DifDVVJOiTyrCLO1uHNZ2Q==
31
9.7(3)
i7y6RT1GwjxhA9ZDQZ7h6GQuKMJa619EmpYITk2pVIiM7SIadlo8WefnvnH/RiGiAk4Bu++PrVVaWj6f0sXRjw==
31
9(2)
7LiKzxE8sf5XwAnXso9XeJ0wO6wvjwtkQJff2eb03PK4WqEgnIjcSi5+thc+f3OjqiSTGxekuN50LWdXi1X2BEQQd0LRMqeim54EVvB+26A=
31
9(1)
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