/5V5tEVeHC5pBMzl27z5t7MLCjALsDd5KFjeaNWamJw=
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Ys98E0TNFrd4OsHEbuuJflS+0v8ZBZ9S5LY5iIYy2ffYe5qkJ9EkraZPv/N4Ayk8
ypfceK3MR4ib/d0ocMAbfZTXXLbAZWAnE0JbZ/1yAtk=
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49IrEm5vGNfYy315pffTGu2cGmA7nFwZK69yA2zhi70uGiyYa5lR2ajOGe2w7HM1Avr1mOCbC/S2dmukHj6bkENnWmSThumg2tTaIxe4xST+WVw7tAZB+AFxyBcREpBk
19
0(0)
w/ekAWDJkHZC5/mhbK2w8aYxkhz3WcTAZqe/G8nLcOt1qO2TZ5tG7wnrg1rubcHp
19
0(0)
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19
0(0)
dQ7Qav0yXif91y0y24eUPQYlqYrYovb3BN+vHMKpy86cQAnlFRwL9c61847nt55aEEZrLJwYIZxhTeE6xXIptQ==
19
0(0)
g+ufVCJVj7TtiYlxE2OJAt0ihKu4GZbeZMxR/d9uati056ptF11rznDJBEnb9TZtzYRiWZYkk+zQoW212PjeZoLnQY+xc8gx6T26SMjxqyo=
19
0(0)
Mkzlya2kvC2HkymXCycJlu+K1uahfzx5Ymf6OvHx3sg=
19
0(0)
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19
0(0)
MlUz8DGKSDp0yzPnT8F7r7HFG8uQn5sDd9Kbq1L2DRQ9b088fTE+5J6NETea7GDhnWUcYW1LwSRLdFMErfkOI1elHXnUaalmgAUmKfdqDqKmGd4L+XBoVlgPWVX4JMX1
18
10(3)
ZyFN3FSf+EvDKf3/zxuwI2DlZJ/PXGKcakRbxOgQfYzbnO/iEG93DFb/Hn4//4oZROF96CHrxn4IR1y70SDm4EdyrcJi1TrHQgq96uo/uFM=
18
10(1)
Ee9Dgwp8+Of+nMLhMjgYtSh4kliD9QYWfbmhopoP0KjCusk7Qde7cOUjsYCqLeIsRKpf3VfvB3d4PqD6cedxOFKrPdIv+yWjhTmKfphsoLQ=
18
10(1)
clNJQAd0N/EpzqfIdS+6BVdToh9F7Z0pROElijpDMQ60m/Im/G2WscVZRayFnhQnlm7NnSX+cm/ZmsWxneZQSh7BYWbs+GVACSMY2b2sPpsg6YW2w4Pi1+QZjrDE0/Kb
18
10(1)
KkM/2+tSA41JFLpmltwWmSY5MrlzKG6dns/y2SqPRxHm28ByOIt26qpmc86xy2L2NUqIU9akljcKnwlNq/avcg==
18
9.5(2)
TpYYw7LkJ/NHjd0XSMf3GeaqJU32naq1scdQ7c5z5VDSfykQ9m0IZ5i6JtDMFsTFYQxZYKGzfhlbIYTRzyuzElJZVaFCLoP2I0sS7YVfXcmffJBV1OEi04tk8S50Yb+I
18
9(4)
4mBrZlCTIZ9PNz7zAL12EKutSw5b6w1u8zeOOeH9IMbPXrC8P70aVXeBsntpI8X+mDZJYz5M/vZsIE24ITKBmg==
18
9(2)
pqn4sELZ4l+Wj0gZaYgO4Ri1XSzFxe/JYE+4A3bGcYWsNu3Ij5KAijjUMAghlnPqsKGzL7HHTvLrV8cKbqd47g==
18
9(2)
tYhQ5NpcO0SWif0arMUQymJqaGq6EVPRDjENXpkPJiNuA1xeWYNla5Qzuv+Kygrj01MC+ZaznaAYUf9DoTuzXclIE/FTNWtX6lY9aIUBAIc=
18
9(2)
lS18UO9SEuFo268IwICByQZdob7i5+L0w7pfVD95mKOGLRITcQxqbSR/wJN+FZ7Bzv/M9MBxgdMRcKVhs3vVR18qD6+54TR6jzVdfl0YJoUILUTG04m0KjCJ1gjPavSWqVvlYzUoSuO0POHstG0voQ==
18
9(1)
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18
9(1)
QlmKohndGsj3zCnwLeoj1iLaiX6XflyqqeqiPIULl5fLGYunCDnwYG8d9BM0Y3BFrAORGNcDwL1JpaTiliJnJ/Y45nMnIEumobFvr+DuY4g=
18
9(1)
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18
9(1)
/iW/zZvNAURFvv1Q97gDfO6iB395WGhu7lE/4i1wa+XNdX0ZFFTcCQl1P5k3D4CG
18
8.8(6)
AgUemYgyOjK4NjMcnlI/G0TYR7pFkn+tHOj3GjY8z/k=
18
8.5(2)
11RNqj2sF5/PLXwH2WmbeuKBKr0TwKsLoD/gwb5WFOyoQDX3a8YH4RpG4Igl4Ng3J2VGkK2ub/tUQdJbbkbIA9Fgh9szuqyhhSOHbqMGKGpGuD8CFKBJ0mJpBFAl6y7qbcqpUq/Oy+k6YdQhRhfR9A==
18
8(2)
R7vSF8c1OwDEWqZKJG0GIK6Mt3EmadHGormsQGjuU6scs18G9RyzukRkxzOBcUloQWHpkxtp5PZNnIEEh9k+P/4+yMi7g0z7cHKhQ2DCXQs=
18
8(1)
qDqL+8ZIgOLMNXBMxXQjiLKvq+z6wi3BfGJ/YQmeH5dFlj1VgnFU73RqKWZeEiTTyZbp1DD/PZfezU35qBKus81UfuuN/z3O8JcJKXfwmg0=
18
7(3)
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18
6(1)
HHudDpvfm2+e2moe5Wig8kBe4KqoYu8Hq/2C+JtU6AZccEySrPYW7P3yKnhJt2pZlIl23xP60zu6u/ZI6ITujIqI3q0bh4E8De3H/hNzDbKLmgc07MXkPcRwsVfOB6zG
18
5.5(2)
aiwwSj8drid37UCKZSE1w7+/06wglDo/1g7DSCr0NMFmsRWtNT+1LcP5Pgt43LNQyrFjRCIE/trWLr/FREQr8A==
18
5.5(2)
YYcFQD4wUDrw/xfLUXLeZoHsYCyqesAiG8dZQnvZT2Yaz02zjwkopH9D3SmVfbG4
18
4.5(2)
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18
0(0)
tnMGdb2tnCsDmUZO2tRC+YglYsS9pmXfci+OhdiwG48zn8+VvBSvfwRrELKy7G46
18
0(0)
YBu215tMUBmq73jC84QdyHSDcMWlzacn6W/mS9af7lccKLFf52cL4uwgwh8Ij2OX96Ef45nAKpcsg+rDtUHSCJ1V32qttzYiPBOS3iVBkCM=
18
0(0)
gW92Dona9saAejXjEIWb/z1AYE7WTuPC1BZKOvKNf+5FUbleL/T5mESF9Ym4GdtdBHzHAmcoO/acCnnmOhyKz8b9CqCwIHHpKlMX7APpPUg=
18
0(0)
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18
0(0)
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18
0(0)
1djvyraWUu8wpgHjZutTkxYjFbK92VFhrEtsoOA7d7pjF19jVY/4cjJKY6Cqt4RF+uY1PPAbhMok2hFjrE2bCw==
17
10(3)
QhN0QBnfEfcJDHciywkuO+XWa3xikgKVuPVP6dMxaO4Jxb68aqsT4ySglELujrsq
17
10(2)
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17
10(2)
0La5SlUGNa/uKgBZB0MUto91wsLORSqHjolcD9Ezynbd+gXm/i7N/CLkJn4SYGOdhIOufG+bCGJLXxW7MDkzBQ==
17
10(1)
4mBrZlCTIZ9PNz7zAL12EKutSw5b6w1u8zeOOeH9IMZXsc3Ts55gXsQR5NqdHYzB4AkHLhuDR33QR9oCqjEsQoA5qsszMlwTrVBoJZTScZU=
17
10(1)
UF3PIElHnb/EsD6xkkDKlxIQH+ialmKMsbLGEjcjlbs=
17
10(1)
Sy6auq82gU5+Pc4zNHY1BpZ5nAyZ6UhnGcpXm5lTPkslb2ASD+fmQnTPlNgMD5yUlW+DUOCMGI2dLNrRMX+s6g==
17
10(1)
XflUk0CXS6YtvgVRjOlIxYaIIcD35h+auFsnjmPZG8dGqfI8X2bfv4/QQETaG8H7+NRRKOBrEJSl4s5YHXRYBvcD6mu57c1vloJoMqEhj+M=
17
10(1)
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17
10(1)
PhweZm3/MUzDQI3kI8t23HX5q0Iyd4MSpOx7nLjVe4LKykV40p4n9MsYiJVKUQZLvM146no/oVsbSFz0P7ZV0g==
17
9.8(4)
vSGV4Wd4q30K27AcMZePmQDOkYgjdIx0NGeDR8X6/uwLQIc6txUVHlkMphYb62Yh
17
9.8(4)
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17
9(2)
ATKNOyXr8bKMVy1EPQ0hUwVE2QDtYMHdUS6shHzhkwqshhRubr1AcVrWt9wBMlIcYdhhdrGYJm8W0YOOiP7CHw==
17
9(2)
SCPQqz9z46hq7+7OP79yLXiqRw3E6tpL97htjv0HiDWLYpMavyH3nTSQ/het4ZA3m4ySjwz3hmDk6dBNZQ5DxQRYo6reb748c2uqRFzLDc0d6lx+4Vg7N5BBNZLhjko5izqbznkIfACckQZJK36wmel1fZdrPSrs+EJEJjtZqZg=
17
9(1)
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17
9(1)
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17
8.5(2)
wlBpJWsm5rqzJarDvQJZDuWmHbAbv3Z1QWJhTkypq0bMbklPLfiCKLI4Nr/y4//LyYZEGMugK0/wqbRmw9SVkw==
17
8(2)
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17
7.5(2)
pO6uiicnJZIZxbM0/42cKlvLtQyc9xRTqaeYiZwdWGEMkIxLqnP+ggSR1tCmPLCEVOpYpZr4dsdKppCR//ohwg==
17
7(4)
WJ+jpabmjj6WCwyXlL+2PU+8rlTs0etDanJQIXAw1/qSH2Umb/N322DeenypQMouH+Oue9aaqop3YniX833qZ/iScRbB9l8KaKaeYTQZYHeXx+JU6lbKR+54ZwmtSHgUPWQyR+ajsSfQy/Av4WW3VatzasyTAqljNkQ2B+bPw/0=
17
6.7(3)
JrxBmLZOEDlHgTzGw1NPn32IuLWCQ2PROdmxuVE16J4/eCOIdM/NsNrsczdPSObn
17
6.3(3)
Xm/xSnMXIquek+V1beFyUg==
m20GG6rK5ji5MkxjZ4xoumbr7JKkXdKCD6k9EvnINYU=
17
6.1(7)
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17
6(3)
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17
5.5(2)
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17
5(2)
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17
4.5(2)
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17
4.3(3)
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17
1(1)
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17
0(0)
ZHhussa/A3bTha1jjSzFa3k/1hZ0DjrJux+chTVQT9BRAKlfMNnPDLBtwMoprKAsxlX8DdHrBflBpgHBFhJTug==
17
0(0)
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17
0(0)
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17
0(0)
ISuMhzrvIATD8XHFQZndm6vwGRp02xGFQleLIjmCfpyPY47v/5Wq/efFZ94cwnfZLNPE0brIrNhisgKcARp7mg==
17
0(0)
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17
0(0)
es/JwpoIspLTzFmAbTrGC8AjYLIDmb3CV8GeSVwaILP2GUI0q0oDAjGhHU8nhHOmfA+zdZX/WWeEkhiQm8SE1GNF6aWZSfRLurMXLVUc/YI=
16
10(4)
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16
10(2)
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16
10(2)
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16
10(1)
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16
10(1)
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16
9.7(3)
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16
9.5(2)
2q1kQwC+uZ2ZdQTAQryqKunj+Qq0c/DIZ1jjZPOFrk2rQU8vSi1FwePj1x7tgXlL
16
9.3(3)
3/cn1mdT7Q/B7yExQvuD53qj437JCssFaqMKU0bc2oSUSj+tejFsJxWHnLa7k2JZdErUV0NEkGxpKYAhwtgXDBqwa/yzIhhRU6zRik+11Ys=
16
9(2)
XW7DqgOvVQTRfs3XwzfQ613DGNv0VOI+U1Lo8U0pvH5hNjc8/5s08o2Vy+lQYquRi8wIUnaidcBW6sjVpRUjmYHkqXX9U4KLczSktau1KrxmbikS/wh6tyYdkzI0Ta6T7+Wl4nWauxscCw9EhfUJ6U7/fLP2QDxIoSTdUYZZoCobFWoL54eqVhQuxO5hp77U
16
8.8(4)
9LZchzM7DdfVbyLWpEHYT6DZ2KyiWFayWsjSc57LCVXe18RpmyshDU5YNTezCv9er4LelRPUVE2oZSNIEcjkzkRABijua7iiJA2qclTnQtlKZu3wZfTq1xXDaWaBqn3wrkM2sejPrYOsNIZMHwnHQbva9vSbXKmFlRD9Z1ijaW8=
16
8.7(3)
+/P+4hZ87ZbgbTWb5SoSaIFi9cHoOEVkrgueJ3c+AlzKM+GTtGufl/iflhp/FK4R
16
8.7(3)
0La5SlUGNa/uKgBZB0MUtua0u1YY7nYqnu6MXCL1rqcfx4VdSuN6/SiCYlSzqxAa
16
8.5(2)
gyrHlhqlJ47Ovmr4f/rvjtzY5W/N9+MW9aoUIrpcP+yVcKCjccacxkoS6YJlGOGk
16
8.5(2)
4l4kSD8GQmN7Tjy1K2rvYG/go59kFovI9DhL7g1Rn2eCOD1WJi3tjFZo62ZzJr9MGD5WedgDgIvldEXJ9hPTyw==
16
8(1)
xWDEyh6c+HkaJTKXsnf/43L9sGwIsU3/wpJ5JVGItC+32NDUmq88nuGd2AbuzBdVK9Ri5NowiTHRPaXi9I7OCi82KuNbMFH58e/hBB7LAMY=
16
8(1)
m2hO+oqkahRfIhe6bznKibEl7B5NGYnYYgffQpJz3qV4MK6YfwITLfPAeSneTT/PRiwO8/mVHLYpjAAAHZX/XR+C1Mu+EDfvpQRC6YB+TdgCLVzZHttv21MNHa9nrvaUhLl081N37npJdeGBzGiTO0k+OeDRbA9TG0nxfQAqoxo1Ciwl0Be7jQYyD1ceyGZGOlQ9m+8Chw/W/TeqeDIk4/wijlZQlPMwIsQLR1bvUJE=
16
6.7(3)
d1TGJKcd7ugJnXCWGEJZ2r6w7AkNcipX6ZazCceQQcqlj9Dm03D7pwuJFFgVkcWjfOG1PYgGL2Etu3JrtLv1579n8zfQ8F2PYcwIkPkj7sw=
16
5.8(4)
fBS/Es+tQMI66hLxkrSvALpImbBsgID1rrVTe/KllXwTEO1jjzhTXLZ30XZ7eKDK4d1G7ivW1g+3rpRLaxpb28bwawFJLOYMi7zZjnp1o1I=
16
5.5(2)
eCu+tisZxvZHFZWfkQF7yhpXrLANI0RAYXsRQQiZ6OkFif9z/GsnMmKHdiKk/rZO
16
4.4(5)
0OvQnpqoKC06miyPPDpOzGBS3rsyyYik4Vq0dE5rHOgyHX7zLIEZ64DJb9wZ4kcbZ+cSZLhwTDZ/MI73kaSreRxv1BOT4NJdG3vGNEQHqVLmzMgPm2Ugj0wrDrrkj4hdom2IAaCMV4gfzfO03z/Sww==
16
4.3(4)
97PhCODPPGXjB8pZ0tOi0dqCHe6HCyVzPLXcPs0EfF1My6BRwBJh8YhUntbtfrH1ovR5uixD8p83UoMMH2JTkgs6wQkaOi34jzZ/0hmcPHd0GXnEA+u6ix3Htbyoxpg/
16
4(3)
gojFOgM9NkBTOuh2HwcD7ReChJ2AyD5u2vdeHIC6fBMihWiDe/lG/FiYBp7Ryo0EjBQLZfEEKJZsmmUk/Vh7KRo2cYbNhfbW3hc+S786bos=
16
0(0)
n1bcsG+qcTXy4u0iroEi19vq0y9pQM7PF9t5Lt7i+WQ=
JgnardmtBRo8n+G7FQQ/3EzKpy8UYf7dYAe+a4eWLe8wWj99nIwBs/B/6FAUQ0RdlFHlBLQHuxtt0oQvTndzmYNKkn7BlQIr9U2uMVdd8r4=
16
0(0)
R1iXAir8+NjGb+8bnDIcJR4GmI8ZHluDO5hS6lJnP/yk2owYqyqBqn13hIZVJN4f+R2edsxKiS7VthlFWzSZww==
16
0(0)
wBcS1Dvq+fwEFj+1DVESvhv6Mo2dr/1ljkwafxSyg4JUcSYAdz/EEHMrdoAbt6YE82HaFQPFLKzLtAEoxf/etQ==
15
10(2)
zvkjlEVRi1JT+uX3GicR+a2q/B110P2I9yKbf1pFn82Jo9nD6oJYajdSSfiSr4UT/Fu6KZkBRXAEr9b6ksWHoczqEZNA4bb+apFU6gudPIM=
15
10(1)
6pPXBjx2jRSviYjLA57sMQGD4BzIo829iaSnTGaQ1dDNUek0T5ovVe/JDnLrIkMo
15
10(1)
dQ7Qav0yXif91y0y24eUPb1QXzIXoxxkqZEZBhpGiDfmKNJTXtWs6l76bSxGqABMtOAcj5Jl6FdAm5eDRTzAZgESCmrgaEWt2cPaZxbmQBc=
15
10(1)
JIS7RILN6MXR3UcLsvhH9MclNoI1QtsgVYLG5Qw1mw927MMU+lk1VHjkk/PqbIEx3mjzBL8W9qoUI5K+Iy6UjFN8XQ1JsSDkQs9zYQUIz9o=
15
10(1)
mX7/wijqfp5DJHAkoiH449aqjcO2KZyLpmbnqjSnPyk1+6ODynG+OafyiVAMh5Ep302gfIjJ6lbRMbCOvF6/KA==
15
9.5(2)
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