AQBOh9/tTUFia2MGGyarJQPBo4J4gqIKJE2XIMxXHn4=
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ii5PcVGNyryKuiNkSoq5rKKhMzmg88510UGx64Tp2Sg=
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Zdw9qpimxz9LHd+2e6IPKkOITxvEQ8oUGkdaIl9W1N48O7yXZdf8PHdCsPN5Qz5X/zh54hfOsmrl84fVZ2ShU4k9Txr018nyS/2gzZVFyPw=
25
9(2)
YPhzpO4DxhY6AzObPVwenigUAL1QIAmYb1ee5t/7Cpi54YeSf+0h1Q6XibaU9vmGlbMf7NWImMUVuKrlusNHKQ==
25
9(1)
3wZufPjXtokbMZeJD6OpBZI7o6d/Lv0c7LeH787JjNHE8l2CDYKbo0FwJ7Mmfl+RRqXEcVsw7Z44NeWuLia0YnWhtRbeKNZohv3qrIrDF0J7TaFzlCzrxQ4fyPj/bIV/fEq5aTXB2xNZB8PSAk4a+kgWOzJtvUPo73c4YVNV19c=
25
0(0)
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25
0(0)
AYzyWzQ7p/MN82AMX+SkUkTlu4DJc1AF18PnMX6rylGuvRoGtvYv07HO5INJePF69Rs9xpqQoY99hU2i4bwpaw9gWqDKF9UEBXc3EnhV641yuMPTZ47FxFiLRu7kIzlm/3QaTJ9UWQeaVXA1qxveVw==
25
0(0)
GV8rnjO6YCy14U+awMp8t2Bnlm+4eFcM7qbKVW5OOWWl7rz6b9KG12efHNisxqCdrSOhxZ9sGYFw+VZFboAIY0olxqGoUW18Dp4gdfNypQHcYV6e4O14K/QhqDQdNaSESnHOx6oia9jG69y2J7Jwhw==
24
9.8(4)
i+P2gFPSn2yBiVoUEnHkeP/cvjuAeLqT7hlMqLUGEdD1GlEbQtmcrJ2ed9ZdT96ApVFN9TmJLtd0hZKBAYr3Dw==
24
9.5(2)
MrEv2NYWWsyQREvHS5uErj4yFP/Hqme/DgRIBffVn7AbLeSwDuB0XGPuHofbiLxP3M36l5NKFUf42au65wOh7DchmsWA4NFvlgP/jIQG2j8=
24
9(1)
0B2zvCfj4bINQ0uSpZnonctKobG4yjo5gbFkZBH3i11eMQSTjVuVPzWt4/FpM9DFVS1vggKRfzevIpC5BWo4jeZzFCD0xy29qBsRnVKzp2H28KhUSLa7YTlyFPw0PhMeFdZ54hctywVhEx9Gr+vI7g==
24
8.2(5)
iW6Mdjzl+pVhiqEfhkM9JGfkikRn60kwdgmT0ToMZUPpAw0IPtpXZoFnaHhmLxQ8ss2529vpjNYaJ6RfMwf7LRe9Rdmda57T7Odpz0mNLgKUhwxR6WtVMXhRtLPPBuZe6Z/tV+Wf+ZsSTiZpeDhlM8hgqb25M+L4k215DywgdEDiL4GzepT9MxzvvOVv4mMdx3DsUrdjgD/k5ejBm3yPRRDx8iwQB1JHa9Xz19p9elcTRfWsOjIDavwD/0QWVIUj
24
8(1)
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24
8(1)
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24
6(1)
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24
5.5(2)
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24
5(2)
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24
0(0)
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24
0(0)
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24
0(0)
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24
0(0)
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24
0(0)
9qF0E76U5ykfc2O9lGc61E4D6Y7ahBtL/Zs9NH7q5eTXFXgP1ySIzA5wc6ayubjAa1+AJxgE3RrlP4d9n5bW2P+bYqBXrsZqtGt4q0fdD95omQIJXoUZ1Y1FbidhLus06VY8JX/5twADExnS77baVA==
24
0(0)
AYzyWzQ7p/MN82AMX+SkUkTlu4DJc1AF18PnMX6rylGMCScj7NJtb8ycrEWqo5qLkJPXZrtDyY4Uzo1OOZwzjA==
23
10(1)
be/bP4ZMDVVJtUOfp0qvYfmvz/h3P1YvJVlR49hJzzia8OnINhDyzgyVaGrECoVps1uucOfZu1fleEki9lFlTLTmE74uj0IZa3fFr8qzaDI=
23
9(2)
aqAvbbp5Q1D9va+SqRRymqhx70iTkihYybLvc8jZc+jUCxcaPNaXrNWsAGuvm7iFxdVn5vCrtO0wjXBdrHOZL0yR5Pl3lGszQcj9qxfc3vfknh4I7NG+WrLb2MHrEqYl0oWAAAnzODiuasji/dmRUEoyu/Ed00jVCPsYVmsCfW8=
23
9(1)
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23
8.7(3)
0B2zvCfj4bINQ0uSpZnonctKobG4yjo5gbFkZBH3i11S0ZDmT2jDxmcS8a17J1XGap6yWXQbhQ5muIum7DvbqUBnWM4I1TdNeutMzECb+HA=
23
8(1)
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23
0(0)
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23
0(0)
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22
10(1)
q8XEirrUeT0rHg2KVHmMdKPMcfIP/3XXkAvWCQo+p+w/kQVddTPhuA3z03L90il49UeiPoIq8aNQ0M924NQCUR2AEAuU/BqKyEbyvzZMG8w=
22
10(1)
heACpzDiZJef7sAt4YdjQFgIwDSnY1g0Q5jzsyuDRJuUfCW0WBLZYPD3S8eCEHPeH4oKfS+AGeKaTqXdSFBWso2K0ZwoT/sLAIucJV9nRq/il4y7SSMz0cNdne+IdcG/zzmcfefQpHFfwNwavXJ2iIyVT1xHVI5p06kFjX2VjuI=
22
9(2)
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22
9(2)
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22
9(2)
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22
9(1)
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22
9(1)
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22
9(1)
f/5QJzy9Dcsakik/o5Z3mZdBGJXoVoBRUG3c2akStOho6gW1zdnSiyX3tZxMIuuthOv2yVewSkvwBdOqy+77WA==
22
8.7(3)
a9Vl4+SOPL03YWuguA24bRmRkCEtGKbptSFfZh5MzqYg0wjQ25l4/rQKUYBHLMC8
22
8(2)
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22
4(1)
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22
0(0)
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22
0(0)
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22
0(0)
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22
0(0)
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22
0(0)
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22
0(0)
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21
10(2)
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21
10(1)
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21
10(1)
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21
9(4)
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21
9(1)
XilYNRwxvSdMUCFddTXRLqrYTk6z9sJ2slcLFXAsV/w=
21
9(1)
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21
9(1)
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21
8.5(2)
Kff9Cv6wkx5iFLUocbbL9eX+fOeC8T8JqgjsccqRN8e+HOMaq95CrnEnHwdt6qiWkeckzyXPNQ/MQYEqOY1QN9JrLl4XKC0eEkcCIb47Fg4=
21
8.5(2)
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21
8(1)
V7LqtDdNyn6tnm+3OjkgbK/j8ZvSLPEcruikDCXboxo8emyOqSuTQJPjpM5fnAS/C2EtByby9+gvdlzWD+NexRISyw0AMc3UHDJEj87BFkE=
21
8(1)
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21
8(1)
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21
8(1)
1Bo+mtZU3t/d5XWEzCwNyIYwdp4ztau7Ky57bw0djFU=
21
5(1)
3wZufPjXtokbMZeJD6OpBZI7o6d/Lv0c7LeH787JjNEcBhARS3JuMXGF/aBQX1PXZ99jzPTaNUpqZwlkeL8TkzUAtGwH2cc2/LMcx3eQChp3Vb5770I7ewA9w7ghw7VY
21
0(0)
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21
0(0)
yJ85Ncx+j9Vi/7OuOZ8T8uQNfKFRr5vhSOu8YveW0u8=
3sLCv6Dl/eNp9/3oVj5QypdTBQFgfUL6c+Qexw21wsKYPo106qHiFFByNXuXXvBQ
21
0(0)
Tu/1bX/5xUpE0EPzHvoAEZ/BgAOvDDDg2tq9IosgnjJ0Cqnc/DeSxTchE4ZL3rCgFZQunEcdmuU9I/iyPp7x6/gxQZyQPy1qL3g/ZgriWKMTOX8F2D8JIGRe0IDICtW9hKAWYOyZAdhHAcypNnICQ14vxG7DuLggaavBaCaSUvoU6qDxQkSI8r246hp2EuxA
21
0(0)
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21
0(0)
4VDdL6jXsw28OQMLYW80d9PU4BJ//vY6YDkB6xovAzlc/rMVWQW8b02tCZTiQnfWDiPgfsFe7Od4b8Eo9eGLeRMDNhWS4/1F7T7i5CezPzk=
20
10(2)
jqtxB2IxIRbxwIRyza3eebzYYCOb2DLHLoCieHV4AKqEfSWFjAfLURK5HZGQEd0nD974+wKeN9ZUEUcR7DNqOLJcDGfUFuBuhk8kDePahKO4RtzTKJbQwg+rMAxyIQE/VofgkALuwo07BFzGdETNvg==
20
10(1)
FYZEHfw/ut5yMfIpi/6XFpmg15rfFgbT4C+wye0lbrdZBn0395GmwQ68c+CYhorPiWPTL5xqh3+gcQtGc9h1cQBDeGJjwd5wTOMKGjJSd9+tO3ArF32iKN+4AfKDSa2j
20
10(1)
wN2v8z9bZ09oMHs83ScY9Ar+/XLYcTuP5ixwqLAU8RMziPsEz+phGErWZ4BDr0/YaxjXEoil3JvRi3v/b6suIw==
20
9.5(2)
ugCFXMtCJ46RNozva/3RtYj0kFce63lGiJqXcnqSTujUKqAbwIjkPVBdqfXXeIrauVdKjSEcz/E14GDKsrseYlmmdK1G2NUqlUHO5veDidI=
20
9(2)
q8XEirrUeT0rHg2KVHmMdKPMcfIP/3XXkAvWCQo+p+z2BTGFmiN1GGE+Y7pEd2sRjNfL/8GBb2AXbromrmAMhUovejV0+nS47n8xrnNYurA4BaWt85jN2dVCxpXuKCRq
20
8.5(2)
nSvz61/5lDAPgHDGaeqOxNgKdn87kbpP7CY2ht77ErpKMoBZx+uWoYYTvoH6Pk63aiHgXlQoigMoecz+jzfKGOSnxvTVHRBLfa5A3/8QlLF0EBtzxor+huYE56choN8wZx0f0GHrDpFRN4jqathJDw==
20
8(1)
GV8rnjO6YCy14U+awMp8t2Bnlm+4eFcM7qbKVW5OOWWl7rz6b9KG12efHNisxqCdrSOhxZ9sGYFw+VZFboAIY0olxqGoUW18Dp4gdfNypQF9TFrNnjshJDCE04JvLGDhS4o4lKda/S8gZKzYBe7JOX/YXtZRUyZXa84fs+AGUBg=
20
7.3(6)
wN2v8z9bZ09oMHs83ScY9Ar+/XLYcTuP5ixwqLAU8RMziPsEz+phGErWZ4BDr0/YfW/mUqXeB/jFDHuN07peMg==
20
7(3)
cdbRb6KkY2//7Vi8M2c2+764WF/vWECi7xctwRed4W0Ea5CiMllYeoyU4uJVZkkB
20
7(1)
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20
3(1)
3wZufPjXtokbMZeJD6OpBZI7o6d/Lv0c7LeH787JjNFUqcT5gLwWQuRoiHj3A8M5ssjVDD2irwBCArFrds0TWPRoeR8LTxCnzKJ9QrZx9EtWQllcqM5FhE2fNuaFQ0jUpbPBNkBeBWM6X9C4OsdjRhqZhugvxxReT314iD6IwQGCGXTJ8bElPL2bw+WYj/9Q
20
2.5(2)
3wZufPjXtokbMZeJD6OpBZI7o6d/Lv0c7LeH787JjNHHNS/TKV5OELArl8PMp34uhNBzjoXYNSpzj4fYpp5X8bbS4fH2OS4gXvsZ+eBViWQ=
20
0(0)
e9b5oRl1qjfKFR4N9Vfk6k1jfVWxkl5+PV30SKWHrOiTzs7vafZM4BG7/MN41h/Tb9W8ARO2+vR2s4NNTIBsnOXLNmql+9H180eKXRLDfF2RnKeHRISd7VcJ3qCLBNi0OZwBjEZxWUewYYqujhEv49yG/S+VPl30/rwotEV2u5g=
20
0(0)
Jqm2kCe0ozuhJOhpKIHYewyArSvn7Q2EnimNckUVfPoAcEobNfSlDSC4+sUVgjch
20
0(0)
sWIDszT4mQryxSuJlAx6GlqeaQs80LruR8Vq0qgY1dI=
20
0(0)
Hhp2HnnhNhVTl2OV2qu8NCy+qw+CedJcPlcWccz6BljFTDcgwOrIP7Z6f11HZU3USZK1f1YgdNUucMAKyXBoHAuPf9c8V/oNK8oilN0EBug=
20
0(0)
nvuQbvWciziYoFe5v0n5V7K5xs89pVzG0Mb7CX6HB/c0XzbUfVMuQTLV18+0WuIIyDfNh8TddwDIYUjlPOaMw/Nm+R8kfimn/5omUGmcA+KUuejkaAdeVvsZNZ4xFog/bkZebnvsfVqEEmR2nruTBC5N5m9Vp6ikITJp8+hhwy4=
19
9.5(2)
BnoVfDcgOg9ka+W8T9aIFDewaJQ4sRVP6/a0T+3Tcd1Nqxf18vsw4FWAanN1242OVumVuxYoDPmFPLRpvWzSKyAQRDa/mSHeugFHGNHA9JGN4wWEFEtp9czUk1hsqrE7XbQy0BJZQ63MEnPrE86fAA==
19
9(1)
uTVJK/vBcQ957Y2mrTA2qfpAsgwTyGEAYE31FWzvIEatEWLM27xhdgftOu2/tOQWGrqB3LNoeWagvnQ3soTfxFdOqBqU9AMVvvZX1o8aEZ8=
19
8.3(3)
3/l8kpEZKR1pQWBSRB1B3xULirbg3/Uquijj6SO7nXoQ94xEoLLM8N0QIR317Uvo
19
8(1)
3wZufPjXtokbMZeJD6OpBZI7o6d/Lv0c7LeH787JjNH5/v9xxE4KQV/RMZjkfqIrJsBXpxy6fQ2wblXYih9bxJwGJ/Oy1UzO6Yt96ZuB1nMhIdgHtjqzXORqJ2neHFDZ
19
8(1)
kPKeL7hr7/QDC4zGelGncG4ruqNFCm6mItK3rJw9RrsOEIvpaaNKGB/s5eSAMAKV2S/R5Wbj45qKapYRvOIgSaLXw/mm33QotKuA8it73KQ=
19
8(1)
3wZufPjXtokbMZeJD6OpBZI7o6d/Lv0c7LeH787JjNEO8pnGVXZk3Iw+GgGAJHwZ89MSOZBrL9wLDyVqhUJnFOpDku2oz7CSNP5ZGIK6w/ItKoq1VhDNmkYdES4tKpSxKB1BoYJL7bOBNdBJoMuGvib1YkTltoKi57ULG7fWIplYk4ymuzYUXDscyeImYv7d
19
7(1)
Eoofd4rYrYIVXPNzDgw8wchLJEKOORIChvFH3I74UHA=
19
7(1)
JcTfhJfA4RdZziU7E4CmOrNdvs4e8FzSCfPfQfwRG3uTqWPVbHvVwuafIEhPPz/D
19
7(1)
gTaGLZhENJCFqRAlWbrlbMKMOmn0YrbMWQjg7bmuGyklGX0+S4VduNnKUeafZXQrIP+fvZq2QrOLneuuJHHkQbDOUXHSt7OSOJ7EWj+8NDC39bI+T9FU64IqraUmF/TB4h/AvcR+h2dmS6SzAvGdx6znQ7VsnYG++H/W98uX2JNR7jdB6Bj5vXENlyAGPM0b
19
7(1)
FfH7pQqjG6w2v0rXzH+Ck9UkfC5y5WL4H0MHjDB2x3I=
19
5.5(2)
Zdw9qpimxz9LHd+2e6IPKkOITxvEQ8oUGkdaIl9W1N71UhT3/U48B9iWmlhz9yhWUmNRAQSFNNiQqOFIcoVX5Q==
19
3(1)
3wZufPjXtokbMZeJD6OpBZI7o6d/Lv0c7LeH787JjNHdQUHcuU1258QRxu1w7fVJP6komWMam3twr/zB++lqtK/16qfsIsx8hsOWNyE+5JLbpEobU3E2SnJfsvzi3m7qrS50/UUhvy/E09W+xEHKvz7AOojnWxyHM7VtXBmEpC91tPYcAC8F1y9UTdcUzbnog9gbmamMatcy22TN8UoyiQ==
19
0(0)
0U/QV3eWJiUlF5oTxzwXgJ/dQt0JH2DJtUg0Td46Lqk=
19
0(0)
TZ4SRKhBZ9sPbvs7bmOjGeACRmOeLd9IFlNi6ekbwqghCqd9Hc7x/WNG8s3G3qMMwtBcg8YxnlUpysV4wqos0nH91hrVLdbmRz96hPsVav75wCm+nnTzkhfhNqZbrjL6wtJQTCz9SEqZzB41y4CuOMrj9wtnd0dQ5FXrXgaKFI9n//m9WSHhw0mqb3RbXo/MxMMbyEV2HEQi+Hn2JEUVeIa0u7zDcDqZWi8lAhCH/Dw=
19
0(0)
q8XEirrUeT0rHg2KVHmMdA6H0hRsyVRzM8rYrfMDRNDj1F4NwXHEskSE/4QmiBSjZ5fv/s1ijnDMtL45jdhiSw==
19
0(0)
i+P2gFPSn2yBiVoUEnHkeP/cvjuAeLqT7hlMqLUGEdC7YyhLvwJ4NkRwSsGN/fuQ8lrabgcbrUJUTYfahhpvJ9ygQg8iPzPRrGv2KEpB5JQ=
18
10(2)
BnoVfDcgOg9ka+W8T9aIFI8dhQFTuIG7Ss9G0cC5jSyYfKvaY5n8h5nGXrHl+qoT4qpOII8L2o0U/WGxSPSGJA==
18
10(1)
TMs0DqtO3CYInJiHjLLqT4vkvfsom5VYLDLK+A9rFpY=
18
10(1)
3xvlvtRXe+X20+hkkDSL0A+9oYxKawZQMpYknQw6zOjfVgcmbgxYpo6ds+a8+XdBjY3RkoHFliNE8eSBwcY4IQ==
18
9(3)
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