LTyp89cg14+55Sd5VcgnR7iYbNwu+Wi+QbhS5DfoYLU=
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t7SIkiAqN6IcK2/Q4wZtKC2bpKzD2D/W7Spv4nxnuCZ3aKayrzkck1t8oM+6L75X
45
10(1)
qhYnRNxGEB/1Y9noQE0MCN8ZVWd+dVqDtGjezLs7sn8=
45
10(1)
j1ns0rV84BMw93wfYsyusKWeDbAWd6PbrMtfdqGXI8t/X0KOHQRXz9LuNIq4zG2F
45
10(1)
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45
9.7(3)
Y18RD+ZkPCYxBeWSIF5pzVHtRUVsnEj3VVZTcRNEglZ/UFO95WHjMxoS4YcSEYoMjyFwRoZFg97nrLu6rSDIoQ==
45
9.7(3)
inTQwh9QZ7k3SmKTjtBSXa5jiaMjvPW5bSBhTZy5dKmaNBvGfgbPe7YSrqILpsRqLG5AYcI1/aUWC2TJsJajSA==
45
9.5(4)
bucg1bj1/zXTI1FboA7Oc1upkgJ5IJKZcAi9Fg/094OpAxjrMPmyUle+VoOZZiJuVGwESJADI8+7pa+YJy3lu2JoWYe4cxtRZgkvBy9DzTo=
45
9.5(2)
7/bJRaKIO+x9LcRWj1fzMgxPTbCFyfn9bSsL37UBog+0EZ3bvIm6MY2ViUyxRmm//+x5z00w4IB/6xUYJj9x4m2lXVqcIqscLJrTWHAps9w=
45
9.3(3)
1RohjLzlP/THJ+ORpo0cg5fz7Kj2UMEdyVecHFJz5mh/ACfzHOhyNe0jRbRSXhG1WgXYChHxYA8wgprm6WgDlQ==
45
9.2(9)
DL5hs9PYjfsfpnwGoYVtRw==
2hjCzkYPXExBFfs4ytGljRYemEzRd9Nce+J9fnvHbIsOg+jnbiu+fSWY9YG67lpeJRExhPFY6fGKCeJNewjKYISgF0sOJFfPZIXY/B91xrCCT9Huef/O9M88LTYpU7ME
45
9(1)
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45
9(1)
HXE6FYeMEm+NTCM8+MGenJTJBmR6U5CRIq8hypOkbio9Xd2sfphY0MPXOFVKu7HO
45
8.5(2)
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45
0(0)
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45
0(0)
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45
0(0)
lUY2sR062QMRTQPlCPCusmt70UwKlpCuPKfaS9G4Dfqpa3V3WA/ilG7nsYGcN2/dfrr3X69rtuRnRq2pR7w9GQ==
45
0(0)
ZUKBIeXUt09ZBziQ2bMBgRy9ATkhdGR0Tw5pNtNMCohcoW1RcLJg9my+cZ9hEZZabpiMZ3WFLHFHb28i30vaqSUJK52PA6FKLuLlL17Z9UM=
45
0(0)
i3w65JIbs+EhVHcJN24JmWmEO6wTPB6qP5v+qRW9y584LyMcYl33uOt38mdorAeDOAomxecrN+OVzpWhRlH6XkkboD53kT5Lcr8UfDyY5xI=
44
10(2)
wKyZjwUFkZMFxTg195fV7Ye6fuIzLTs39oRTziHmbRZxaqMjI8A+7legHZ0/oJx8OVs7Tp0TDfyd4TyjJUWNemosMje0S2pOjJl/L/pP1aE=
44
10(1)
wOulHVoSo5ATdVbI/pmjvhzu+WeSNx5ua4tUmkFU0TbqDh63c+Un9aClrp9Qjlzk
44
10(1)
4b60gH3wv4UX2TtkBhEvEKsmGLCxtEoV/mE/i/HWuG+6/vw2Btd7lBR1T3D/MsaaOtJmPkeykHaLgxWoXW+K0wJIJi5A1aKi9XsnNxMPR5g=
44
10(1)
9MPKnko6/oZIKvydoY0gJl5DCxJJBgJSKwaa03tAvxxQ7AKdF0x9JDP6OZCSOZoNG2udVWiLhF1f8miocGq6vw==
44
10(1)
KAhiEYsuTwpg6OXwCtTHghgGMqvzdD+qGW1VgnzULXsoXswnR5BQ9bW5i4qFcy3vd9fe874BPZjmPMbwxaynzA==
44
10(1)
bYtSj57VdzGsbsWNvFFlZTieT/z/hxlFlTFAZwR9UGNT/gThd1zfjHdg9ho4dmklF6CSRH+8n6YeZUAv68wmx+LEza94QXz9sKGuJiF41MJDXobhrEk7TFxgq1bAf6IH
44
9.5(6)
t7SIkiAqN6IcK2/Q4wZtKKKQs+8xzGyIayfg15Z9fb+LQRyxXrGJSPMt/fmaWS3Fe97KpsLjc5CJn8rwmBsF0D2/chFC5Ey3his5I+HpV7U=
44
9.5(2)
hb5cW57gygdBFtabUIkX1z9gtG7JEJJzO7Kfk6Kw3Xorvjd2fGUIztuFwMvm5WikY1lOgofnEBYC6sm1w3SQmQ==
44
9(4)
bjbIlG0OE0fzkRkZGQBj7wjm6VVU+n2isyhvEJ8moe3AxCpN1oM44PK8/xXAwiPV
44
9(1)
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44
4.5(2)
RmvB9xAprkm2+mGZMR2cYRpVtAIoZKH4OyJFA1h0uritpdU3pI4eOVgL33Fg+RavP8TG9X5adrpg/gninc89IqItS9ZZPRtkaE4uOViTxHqJoH4S7dAMyYXQrU6F2h3zqPKSCuvhomkUba5NjwBLQA==
44
0(0)
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44
0(0)
ERBQxkFjoJcvRfePdBf9nUTQjEaZbymdSbkoxqha7BvPOThDcyolhCSnCeiUndpM9UZFdmgzSBRx3azE0DfrYQ==
43
10(3)
ZoBzq1WWMA08Vl7n19B7vTGK1utSa1piXl3mB9yCfjh50soDAYjCGI7GSVxHVICD5f2uLtmLECIYWEVTwp+Yfq4mjS40syFLNvtF/jbqVPg=
43
10(3)
vZCmw6QemCJbCHJMpAEbHB4GdGEYBLxwf39NzoH1vmX7TTp/iecgeNrxeqNLLwGH
43
10(2)
NwStYCqQ5LG9ktZlvVMIPKe3RciJLlr6NFf+zQGQNQG1XarPdOAJeNF90SfJeoE+
43
10(1)
hb5cW57gygdBFtabUIkX1z9gtG7JEJJzO7Kfk6Kw3XpotteQZK2qPLMoZMP8BoIZHULhwmmYqkNYITyeTJP9gg==
43
9.7(3)
R9E8BS96ZVLPOBAEuajBAM8cAoGTJjcQzIj7O32EmSwvzWAFW888C2olGdjei4ycA9ENCYGtq36GUmalEQfnAW1+qbumnW8dz74Y+6WqvUU=
43
9.5(6)
Pa0boEHrVh1iHvLivpk6SfxV3YLQU6Df9P+eJZmcgLonV0/geJaD6T51nvfy/rH17McwyE/nWYz7Wwgg7LzP+g==
43
9.5(2)
fB6NsTTafrkuf7V1mrS9KKteAvMpszb+yX1y0UBKY8NazaGxYSTLCRMYHssONbz1
43
9.5(2)
fyz6aLhRb3JBjdsDktAllf3xo+A+npQ9L44rjmlOQC9uJf5QmHPYLYT584YAiVjDg7HNEFewC8vr9JiEDt4hFQ==
43
9(1)
kezXZVY54txgmmnCXBAhQ2Kj4uxOB06lFRvvW/DPRiLZJBxOwXUCE4SJPcS06MU80JA93RfNwz38nrcs3noeLEQm9RFeVcydJ6nU3Mz4D9A=
43
9(1)
ijKXnvt0Hs3aMy4zBsJUsZlBqALQ+uP5oBM60DMqU5haL3pwBo58nuQnPXAYThllTX9LoEPLSAdbmSUx8Tr+sw==
43
8(5)
MdTcrXOvJnGqdcYKlZQY+V2/q+n8AIO4YSZ0K+WXOujRx7NcqWDviw5S1rQwnc49l03wL/E9z2bM61KTRY2432USEyv4Qvk8umSjUz7wrcC065ogm82VWpbqhD2DNbX5
43
0(0)
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43
0(0)
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43
0(0)
2UOdKkMRLmk0ABm6GhSolPpn0eVYN5NvtSmOEzGoxQ4=
42
10(2)
Tw1eS1oB19tRkzvsv/ZZ1aSygUf+tQetO13yKcafXK+w3EJXkyEAQB9asovzVofJvOqf76pBAxg8XbkVlsc2ybOuru1lrp/iqjNZUocwtcM=
42
10(2)
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42
10(1)
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42
10(1)
GltlEXmn+Ls3n/CjzUcqpqEga40d/5vSCqqogHuFV5PT7ialj6dVEw81gW1HZDVK
42
10(1)
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42
9.5(2)
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42
8.5(2)
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42
0(0)
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41
10(1)
wbpTNIKOGIJc6tKT/nKinsVpQjvBlGxq0975lJ9a0zyi1claJLDDF5ZaQNbDBqdL
41
10(1)
fB6NsTTafrkuf7V1mrS9KKteAvMpszb+yX1y0UBKY8OB+LYmQn9R+Y/2O8Yxi/1f
41
9.7(3)
VqHaK3JP985PQXXu12+79m1wC8ZbgHEUqwKjLC5iPpJQiFPDfzDatXQ9eHDcsh+GhAs5rF8kmh9uabd63/Ogug==
41
9.5(2)
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41
9(2)
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41
9(1)
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41
8.3(9)
LG85PmVxNZeH2+HyWV459qQhcUdWDsy4fgVAOEXN4FL0xKXf/OsQkP7H5WsvLCDk6Zm7IbZLfXetctn4lWg9dhZ4aLej52dYTx5+WiV0omUZP7AdPZvYK8vt80g6zkjd
41
0(0)
HRuSks7gmQlB5Mdn68cz+FK83kzj4YL4mumjkFE0JyG1/KO0L5F+Z1X1cuQtKkxTrLcFXf+1pUGB9cLFNr3G7DbSmgxAABsWN7w2iBomIAE=
40
10(6)
8SThPgoUJjNC5jk5WFZ+Rlsmu/ysuNdSE3LuXjeKCNghuFssI+TYZqSUzpBWHtrpHncNY32OVaz3AKxbIQig9bMW3I3DBHUQVaJ+9GLNtj6EpLPTMCMhCqfQyuzlJZoa
40
10(2)
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40
10(2)
t0/T7Irz3HufseyWUAV0wJmsORUrFaBXqGWGF6Z5/wQ=
40
10(1)
syPYK+99wRJlFE5X1G+6DGP/g2emchNQVtMwSlImnipXZ0eCAg71zPQrGhyvS6yq
40
10(1)
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40
10(1)
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40
10(1)
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40
10(1)
gE06G2c9+xS4BEQc0O+NAxXdNDAzsamGx7Rr3dMHP/15Y+37hYNqXMYP7Zp6BmHhqNLNEN3w71wUoXZhj0an/8Z6W5PVFxHwA9hLlzfsxWhQSlooObYg/vn14PNr5y/MBQ5XO33jkytRVS+Ol6npVIYI/GGfDSdRsJIp6kJS9Lc=
40
9.5(2)
8wM0yPOeWwpWmRgWq9A7cj8/WjHjBdgeKi3XbQ6EdDGVfPGKu91Xdb6uM6joNFPG4nNbssCXATz/493Y5+Dd40+EiMH37289GKQKHYYqgjmeOko4cxvzG8bSGbHq4FICOkNJhlUPzPbUv3FY9zFhb2RHvE73iATgnAp6crVjIY7bh0ZgqgLx+8WHXgEMaCCj
40
9.5(2)
M/22yx08LzdCkUzryj2Ict751N6BlAKqYyrzgq6AHSNexapS+/HXDi9mMtXlE7BruTXFvpK6dMEBcBMsI4GWWgnqN7mgV+2dES3ctTWFpTc=
40
9(1)
F3Y2EI+q8T7gddkb2Uj7xReANzwQtSunblqjWiO2HGUayd+tgo1WEaXx6FoPrv1NMzsC+tFV6XIGXhAR5i/ihQ==
40
9(1)
Z/15rdfUgGZZ1ys/wqrdZ0kkaHjMZ4TcBkvje2uPStFLTeTJT6pcwIIIsCl7MuV0uA2SyM/8mO85Kyx7fsphD4M6rBzTTSCZK5RDEG4+pXE8Uz0Cy6N403GxmBlY7sgW
40
8(1)
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40
7(3)
6Yoagd918mKFdK9HxfR/0n1sbuhkGsF2u3UZtRfIi+3dloFuc/3z369CdCYafDUZb4VNRP9+VkErs7M0M2fIvARH/wqDG98YBna5BYsWZRY=
40
0(0)
1gq0mzLukR9vOJ0KmqRgGNOR9Twe0gMKx8PHQfXkBqpfz+FYp1jdS+fIbgk5uy3/7LwBQZSbI2A4+MFBYdVYzeqe0m3s144c7OkeyUF28YrGrEhkaLwvm3CT83qJuvqt
40
0(0)
ib58puJq/s2nqLJn6IZZR7vgQORD3x/LHF5Ilzmuvn51Y25tRiJgZn8qcs+o4R9F
40
0(0)
cJAIwo7Rfc2oyX8YV688TzepdIF9Dk4XFInvOGKcppd6+/+0v/lN2ojnrG2+CHkq
40
0(0)
Yt5VCDrvg1r0k4K7M8wEKepBNpcK8QKV+Lzr6fWszrbmSDelMcNVCGQJ0DyBTQTBI0ZzADsVwTceZkaHTRX+NA==
40
0(0)
I45ctaSOctpjGVA9CSJgPiBk/+P2Y6AKAOUITci6wj7qQUSt5i2yqQzojtRjatzb3jPZb+Fu/hxcPFTxLw0WAYHrOByc/PzGOeeWWKqbwa4=
40
0(0)
cgFK8R4TkI+RivlJGfPimvK3EIT3LJq0UxNPtGgEpYxOxrgd5l+mmzH4+2cobkZT
39
10(2)
tCd7mEqcId2tyLsVO/BNxirB5YfvZ8XAL7Ysl8eiPVU5t3/Iv0fqCY3frL84BFzW
39
10(2)
dS80lQ3JK9AOYi21oSBbMGu9r7L/XeLqwcKn5qHFi1oBpZBgwnE2u2ea4Xl4/mfs
39
10(1)
wKyZjwUFkZMFxTg195fV7Ye6fuIzLTs39oRTziHmbRZxaqMjI8A+7legHZ0/oJx8OVs7Tp0TDfyd4TyjJUWNeqffV33tS2mWddVspn1K8vXjJhS9T6a8hCbimRndVtKT
39
10(1)
2bQO30xtiS5JIxqQEAsIaiDJTEoF/YPlbW08CQd28/1pdigYpjfO2y/xj6QwcMjK
39
9(1)
HHzy6no6mLk+fwa66Q8xz1s1kcV1wp+OQYaTiejOcqtz0WSPT8GHhAe+Lod8izZlv6Z2QZr73xOp1kGF96hBOg==
39
9(1)
EwDkhCSU/XnzBreBSG5qHLn/gKfOiRKFKMR3TfIrkL6ETHTwzG3seCoXkzi/9jS6oDApYqX8lPW+sbrmux6OIg==
39
8.3(3)
slz2jRPwN235gcJqh9GeBho0zATpnwTywR8fcOm38ow=
39
8(1)
8v+coCcnPsMNYX/V5iEl5vcsey67vjU5J5WSO5yXZ6YH4clrF3kHoZTOfdkBwonIdTc+geqge980LY7a/r2cd4YMZYsorqmJa3p86GRK27koirZCagZDge6EcQQOzb06rM9Fx3BWVGP+TvSYfWTwrw==
39
8(1)
8Zeb0oGuToAB7jVaqrETYTHMJrqpqA+eEuhtJICS+3Hb/imHeTur9P0WG1e4I4KI5eGhsdCmGJDp21JinAyzhwU8CA6C7B5BRnpHmleJvnxA4Yp1rwPCg6+q3Mpypmtb
39
8(1)
8mwS0xRT88so3AvEcJkvFGmW+433rKZHqIlP+Fzr7FOMuxbbTNZuMCwfvp8Fr54bGugGiQTO2j1xZu1R3MyMtw==
39
8(1)
Wpl6bTOvqjgdF3tgY7B+gsb7QPfymQQjyEf8mRmuxej+CuVTofCeDKA509cZKBP31+xJGc0Q3dfHoYJ4ojPmtg==
39
0(0)
EPy7/8zVBzMamG1I1PMi7bELTFf8Sj3oEjZDvQisfCegihu63J8NxFHy3Wj5LvdYyH722EH3DVTCKFbT4656pD1FWpOPWvw/VFGRtJ2O5/g=
39
0(0)
5kBUcfCx4Han6pSWdLV2nBoGEXCA0+DpycV2Q74SaBsYyr5nMew9mUDdy05eIPz7Ux9wTT4EIsOSJyYswys5ZOHGT+cQDKCfJRvrPIIxultg3e2yhbXB0fNxUcdxV/Wu
39
0(0)
0EmhPH6n5Rk1Q2dCv89bgO02ocCqhDyeC59Mp4KfBSxfV/pXFTsmYbJw2MVsyFefyBcLBlIa/b4PMKZ8s51EIw==
39
0(0)
u1K68i4bkunUa/rYxf+Hev4Qgb233fc5vzx1BocnBD//pyuh2rCOGH4rRhseJluhFqyCpblw5agwrbtWDRXLWw==
38
10(4)
V5lvqNEnTeDyPQMn9QMYQPcEeCHuSmjmKsvbwKFi7tEiN+/Q7RTAPrl6pWw/UGLwEtWHVLSBYarMMkAd9SMBhw==
38
10(2)
M5PHEWKtzoPqvq6xN3Rw+HqfaXZbnI8/Kx7elirO/wI=
38
10(1)
oCC5gEcWiPJ0tUzzkrGwIXaCrrGa2q4/YFOCSLz2/J5M107V4cJB95okesuaGTpwqSNPyaWNiv/3PYEFnlMQBA==
38
10(1)
rg5rYg5ltmsHkfjv8oRBden5bi0BdDIPO9Ajs3T+eHhsaMyC18QD1/UoDc1FlTVzT8nhZ8PyIs3kZxAFmW7ptgXaO7p5uO1OOu4ATrB/stw=
38
10(1)
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