KUNPmNEevqjGopb+EyYV4urK/dZaADYSdR/iY8o9yZM=
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aYWj9c5QmFBtnea3DwSE+MGDxBdZyJYlIQbH8a7ihYU=
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U36+bdYymIGp5VKxUDQjhvv4EHrqFVtcQtPjbRC6hpqCvkku5ajQFgKe/oih+UA64rq/pQB4QH7o244aRbKqszxkq3X7VrW5TvLIx7kpeiI=
19
1(1)
crBFW12vly7mTgxDTqRrYcctnEyuDR1nbZevKyT2XYtwDIsDnI5beUx88yAdQV3J5Qn6+WFUU5SFxtl5y59R0v07FGwLfnS/YONNbEZZ+Gk=
19
0(0)
SSdCcMst6zmMG+jH4+m9JgFNKvlZ6LlwZoY9+IZZiW+wC5/PnswUVq0g56IGRBH0E4GjLVR8f22fgncjGUPBeV/482wxf2tuzxfpOl5Y3oY=
19
0(0)
y2du4qdG/34TZrf/p95U7Ov+CN/v0U0CjQyX6P3jnvEAEE3G6KHZSwPcEuHLtvEs6fsxp4KB+jMNfYAD8N7Ltw==
19
0(0)
ltfBnHZDBDmLwYjlYkM5NZMP2qD/AJihsnI8pU9A9OmRsKmynaLZy94UnmGhfLh/
19
0(0)
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19
0(0)
CA/7gBdsuOm09+r7XWo7q0HUIR7lKALxpuOsUd1K2oxR8wE+pkMJ4AyoPvc3zeLtZUwxiFaigDZchHjwhDwbGMC6K9xD0W2/x5knbXNuoTQ=
18
10(2)
ToIVweohPff/1RyKHdJbyxyCLvW9Ab5Ae3IPWx+OfmfWjrXyPgjUVStDYIUDxVPZugjbEbmR4pzya4VsrHP4HJoodGQpl6/M88tvepdjteKt2lCwi2bBNNNiecDyDc10
18
10(2)
SyUajLO2qS3ijpWaplv7D1hkTt51DfH+nkBkqzSUx4U9E5ygwmkbw1aY2vhO04j3WofA044qQATWrt6cH7+s3xsCYqiqcljcfUXTuvy3DaA=
18
10(1)
9CRM7+IQt3qweFeRbxnKfsL+cP/fzPU/22h+/5ic+p4F4O+F5weePAuN+49+jv0HMBu0ldHrm6IAJNqNnBK1094j3SckYfIvBcXyfalNd2ZAJJPB8F/CRed5IrT3EYlr
18
10(1)
oMPK4+VX8rLawCKTRsq7e2La1SuMDzWQOO92RQu8xcq+bdcVNcqSCULk8PRnEFP9
18
9.3(3)
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18
9(1)
IMDND+iIq514XsmWdPqniJXSkaHUZMckJsh3+j5CkL0pvL0z4ni/pwr0HDcKTcJl
18
7.5(2)
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18
7(3)
WRAAHpd/QYAHHXFyBU4Dw2aWEBLpBhsIwokn99YYjFsloxpAliJEtY/hvQ4MBTxLXhF/zG60VS/vUKXSu70PMxLVGPGzbhE+FNyn6QP5iqpy3HXPlYCxvy2zUygq5k9NtC5SDhwiiWj+mFMVbuugEUB0qrOKBiG0ji2DA/pJY9o=
18
7(3)
6DcgSDGardgztiiiNzoo9ykGt3pw1l7rfw2sSB2BFSNR3MBnB4XGBoCo+uIPzydnlfsavyFBe6d/JtxC6JyVjSGnHzZTQgi8ksEjrEa+hPk=
18
7(3)
lz4f2+n3Olv/NfhaHJt14Kyf0PFfRXKadhYtJBksKz8=
18
7(1)
n18hJU6vtw0h2/HlIIub6TOiBGq6iKRY3IXe4SpAiD78mgrMcqs4xvrAHwz4lrvjCo/Z1PRKrzMA7ku3RMjErg==
18
6.7(3)
d6Qy9wR8N1WGbi5wJ++qFM0x61U69yPLQddIk9+42ltEXjnf+Nul+/ABBl9fFSyG
18
5.5(2)
JfWZ55n/2CTMDgX+Y6UFZLjy1Wqvz8hcMB1kSrCoFUI=
18
5.3(6)
XorB/vS45cu1ne8snVz1wpBH/b8WNmRUmF80mLHqa+YsmNviNbnlQlPGS1ajLwhQ4p8uqZWr0TZqGBlQzGli2tSO2O/SuITFstMfaYbWl/NXCIJrm2B8/SR/pNpKu6UYUPZigo2E/CCi9AXg/mrhcQ==
18
4.5(2)
crBFW12vly7mTgxDTqRrYcctnEyuDR1nbZevKyT2XYtwDIsDnI5beUx88yAdQV3JKppR5R+hCDSDp4VqvwJkQ+FNkIl/1olEKb/PCT+8Dv3GUP0t4snNmQLZBQwmR8dq
18
1(1)
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18
0(0)
T4/wSAKY8AL3ri7vsFYP/0CJdvoYcXbZc3lKhK7oPF2cMj6DxSvQurIyedwoLjyRFMwCzxMvJ7ymrtMSmhAfLA==
18
0(0)
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18
0(0)
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18
0(0)
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18
0(0)
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18
0(0)
CJArQPC/9wfYQHRVr46eH7CvmxZEeryUk3GkVTsLUp1bP9/YDhk7XAbP1eJEcTYH
17
10(4)
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17
10(3)
J/N/S15AcS4u2VleRmLj2Q2jahD1jCcD//cFcXjPRzHNe/o08Rw7+YE4nV59XP5eURwWMZLnE5gWVoVJ5XAWWA==
17
10(2)
8NaSclgGNYRIOMPJhkUGifG8iM6iwp83wAIaGUs9sTyg5/dAt0L6v41coBIKZn0f6krV5Jm4g3fSh4JJgcNV5QkFGWpXE1yI5L9/Pr1Go2jlhMuezUoc/CD55YOih0XIuWmbOJetPicAJxDUmkitYAoyIDtBaOnviEpE4fAw404=
17
10(2)
n0WDY9Bgf821c+EeIKOl2Xr97+kLwwJPt0DZopXsOeqYigH13n3vvjTMEj6Y8dnEEYuwJwOmZymbOqaRS0zaIXjWRPIRLbRQleYIJdiic1sy94iztl8WtjzFJf0hIhRFT4S5oH0urBhXfmd/mW/4RrPwXOc9/jqQA4lKja/vQsc=
17
10(1)
d6SUq6QB1m+RZoL21ieR0KymD9AzOYC6UxDWOxojVOH+xFzUL5kNoD/aCkCqRlsJVGsIOutDosD6cDHz8cXKV5KxLQfLhbmiIosnBVZPvNI=
17
10(1)
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17
10(1)
68zklnhzSLQUFhD2I0VJOTf4yFpaLf94UAEKTu4LTNY2xpJGwOr8Vryb7ieMGJ0w
17
9.8(4)
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17
9(2)
LsGQ9dmCfrQgwBaQKl3BrQRGCPR1ObbSjHNbbPw+1ijIH1PYJuqOxVT129ICYQ8wt+5kZov0CRHWSFV774iyfg==
17
9(2)
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17
9(1)
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17
8(2)
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17
8(1)
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17
6.7(3)
a+cECftBqZk39S3WrSSSErdCmXOUOluudj2h0aOT0TvEtDMQndbrBG0RjTiEVoiK
17
6.3(3)
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17
6(3)
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17
6(3)
s2WeVzpyCP1ZNegyjUlxCBCilk5AsiYVBQP0r3JULMBt7luZdc6pQPXOt7C6Huq3
17
5.5(2)
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17
5.5(2)
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17
4.5(2)
0z7A6PVuO8GjPTr6Ze39GoLu7CG8xI05Bl3tirLNxW4dBl1irOlVcFRksivFkYiO7Qqq39nv1eImkWe6gvie0A==
17
3.3(3)
KGyiqdP4oI6nEzkRjMRNO1ITEdB0x5BVVs+Qm7DbPmKncNRNA54yXYpZPYZrI8htcoXmLZv6gVUClhLS3ceHdCBx9bj3BrLCEiS6RpXk30k=
17
1(1)
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17
1(1)
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17
0(0)
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17
0(0)
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17
0(0)
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16
10(4)
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16
10(1)
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16
10(1)
BiMRkfy4NuJ7kvfwYBpy2pgne922ARuvlN8cG/YrBW8=
16
9.7(3)
b/ourXE8KeBe6/QcKev9GLjpacbRjIVQjUHtqv4T2FsVxMdM/JZcyZOWUn9bhyo1lXhTjndVchZXdLB2PBBj78ZaApnU2oAPsN+InchLyU6Q/Nu5LW+sEGPXtzNYV7kS
16
9.5(2)
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16
8.8(4)
0E8XdJ5LYQfc1KbFzBAG3BhmyKH4qNi/OT3oCjmAXa6R6pucgBY2/zo+I1kJ6isrZa72LOuGfUdFwaTBNWKh1ZpFDdB2famwRVPRAE1pzgg=
16
8(1)
W3MoHFZ2r7qIbuC7ZcUVKSrOZRYq6FwpU3o1VFPzYsgez6Aqmja71iLrI1NQdV9ysRBWimkTrUaKxvwya8oE9oSx3sBGPQSzaIrCPKgjiTg=
16
8(1)
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16
8(1)
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16
6.7(3)
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16
6.3(3)
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16
6(1)
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16
6(1)
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16
5.5(2)
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16
5(2)
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16
4.3(4)
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16
4.3(3)
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16
4(3)
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16
1(1)
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16
1(1)
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16
1(1)
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16
0(0)
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16
0(0)
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16
0(0)
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16
0(0)
L+xz8f1J+Z5HOOf0qVTQO748ji4evx00lAjVwRGa8/VUoAyjn3Qxya0/Tg1nzlOOP78dcTOmQ07JZd3ZEsFkxyk3Hmowo4e/zbF3DP5w6UDkKOpXiVRN8xmK6ux7VSN+fKcIzIn7Z8aza0laoqIUNJ/5f5ge7xUmVr2zk3kH7HEB2AQko+Kn+y9s1uAhC9SD
16
0(0)
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16
0(0)
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16
0(0)
A9rAnNn59izGS+NIhXNIIRMXsigYgXL6Eir5ibDa4Vg=
15
10(3)
xx9zKyGuE10ShuIT97NvBTOzImT2q90DHqMNmcSvtxLMoBR19t+1r9lXaVOO0QrlM0/EPTcvK+jUwkddxS3m4A==
15
10(2)
I23oCGJZcLvzzSfhD4ujFR9keKCw6SBq3gaQgWQQ7zyPjE+t7Kj4oS+uxbjU4zRCSsH7QdmvQgB5g6DGDAKW9mSifPcNxgM1H8kVzr9mlJs=
15
10(1)
jIe5nw6I32qx+f8cczPGeGRdQ7qrUSbxjhTITk7Czt4fDRdgqYO8d1JmM0Ok4WCW
15
10(1)
TyWHvs6DbqmQm9w/wlTPykpSZeNynYgJ0cXEuiy9FXa4+VQCevaM72lSGkdUeopg
15
10(1)
Ip0V3suD1cIzyiY/XbZokRhFtLgJskKU+exd32XRSO2+V+BXzAiYzy4jYMK0LLZziXBAqrkuSq2B5z+uKKj9rw==
15
9.3(3)
z0cTVzy/GgMCVQhuHCoXKJYk0FpE8gNXkCoBoV6hPLOan4HAw+gbk3oaBYOLSrpCsKxRUAJoqiYjbfK1mS/BKA==
15
9(4)
LJz2HYaoZ5JF/gCAnxhXCKnalG5N5P5gSaeqaHo6BvrSQvBlLaX662wv6AF3AnlHClQ4LVtpXeElfdkxQGa/pg==
15
9(2)
Qut5tw184U9g5q/onBP521Mtfvna0OCLRw9F28XNib9TRE3bvV/7xVzEqnf47ad/559aqWGHDVAPcJVwPKOcUQ==
15
9(1)
TWTUF/KpBM5vXEObyyWyehJCYG6DgUNWxa5ZaLMbCelnu10/V7YrcAOrghNWrHior1yCSlqXV05oBTmobxbwJWXByKJ9mOO1KuLE5epGhEI=
15
9(1)
hAa5GsUjHxbgVQKy7mnwySuMyYuxRjPfzSjiIHYfDlwzL5SRqNJe19/zqj6+Lbd8LdWv/WEwgrlbdUGDP9nulw==
15
8(2)
R7n3LETfWy9E0yQn3SQDpqzJxNYuzXIzc2zVNJmHQhgr69tMuqV5u/9nNjh92vR4
15
8(2)
4QXZVR0ld3JOm+O4UMsEcnC8D+NTGQqNUd6lb9QON8D9yHLoomvTpehiwCaOCN0D
15
8(1)
w4g9qLywZa0TztIrChilimSJEolbNRgCJ1LZXvIMvlpGdm6pprYoUxFgRraUSI22UVfJ7CVRUe5N2/5TPGqmJA9voXE/R+QEBrfcRCsn76E=
15
7.3(4)
3In5rH+qyELDYVQdikMI+w4hfUTOrWpA1lhtT/Px6WTanI/SMMIuL+PX+ecuWZj1
15
7(1)
piEXhNN40CX8XQwAOafF/Edf9msLEwRM9SE/HvBLtMXSeKfoTQp4FtdKTNsFictjjb/Bpt7LEL7ypgwlZw/UVw==
15
6(1)
aTKTMclQ60QUq2/sjLa0sjzBJpfL3WpC50D9NjZ2DJqI1MgxbXKJVkC4f7aeoWxDhTPWCZIO1TuNJnqe444bNHHsgVuq13xQHw6h+N3H5R4=
15
5.7(3)
Tq1b2Hxo7DxwacU6uDTnHv7Nbev6yykP/0QylENq+2k2G8dXnqlApwq+WH3FtM/e+WDqtmDUyOG3YOZigwnLvEGUm8QX0FI9MHGX9mDcByY=
15
5.5(2)
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