AYfuGjTjCweKEmUWB9M1SbnAm0dGF1Jk3zMF3zcsQqI=
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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(3)
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21
10(2)
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21
10(2)
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21
10(1)
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21
9.7(3)
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21
9(1)
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21
9(1)
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21
0(0)
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21
0(0)
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21
0(0)
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21
0(0)
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21
0(0)
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21
0(0)
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21
0(0)
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21
0(0)
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21
0(0)
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20
10(3)
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20
10(2)
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20
10(1)
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20
9(2)
6QKZpI9YPrDILqidgrr/AYr83aQKJTs3cL2J4A0nNZkA1VENEc50jliowb7yNxg3g8gJs3aejeK0ox+usEfIx01F/sHlOBd73lYj/4uTVwfD3FvYaGINucqo6nPrH5yT
20
9(1)
XXt0qs7MwcjxkCLG2Ed4aHn3ruP9AeOwDycGa9AYlfaavFrIFVX6TIAFDlLZwS0ce6GQuFHJ2gtG3rIjDfrszw==
20
8.3(3)
YbvPypzlpod1UlC0AF8JIhpKEuB29jUiFad5gvXGd5DPvx8/2a7Z4/0145g4Oet3TCQHJhH9cTL6gM4lHZclgBqIPOG5pJMc90Qqa8jcQeEtd28HQubT/flPuyw2r1uM
20
8(1)
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20
7.5(2)
UN+HtfBQ3KtWbcIIT2PqfRgW0ORqaHlHN8AaGK3ZolxpgLMLalpHhnp0ULdsfajohEFv7Zw3cax/hFHhOfHWAA==
20
0(0)
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20
0(0)
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20
0(0)
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20
0(0)
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20
0(0)
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19
10(3)
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19
10(2)
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19
10(1)
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19
10(1)
xWEUmg8OthB/e5cNUIIcv0qG+YpHlO/wsCBnfhwu/JSAqVSa+hWt1/iqzlZAHLJw
19
9.3(4)
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19
9(2)
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19
9(2)
dFNc6BRB+05fB3iKTh4/xSr8aV5lxEXI7H3LTM6xEu8=
19
9(1)
xWEUmg8OthB/e5cNUIIcv0qG+YpHlO/wsCBnfhwu/JT3ZyRoHAzs+nBjpWOJYZbJ
19
9(1)
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19
8(1)
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19
6.7(3)
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19
0(0)
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18
10(2)
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18
10(1)
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18
9.5(2)
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18
9(1)
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18
8.3(3)
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18
8(2)
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18
7(1)
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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)
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18
0(0)
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18
0(0)
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17
10(4)
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17
10(1)
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17
9(2)
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17
9(1)
NP0lyfJmXyf++xjpua470zuwiSGu/tb+zrSOo9ZpB+D/GEnO0cUvmi3kw0cYja24kVRzvugRzHaOipMEwFrw7w==
17
8.5(2)
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17
8(3)
Rr9tw/WFrFylhDGzvzkTNlrFxVZrYRqKzItTa5Q4zi8=
beVp/1uzlabXQe2HYchJHfR9ylQKPHeAb+R61xMdxujsuKqm7tVmrwgTvL5gRWyWehmkMgm5M0HFwhFVp+tOJAHbaYsRgBu71IJZ/3M7hzHF4E9/vY/o46vEaZCH9JxjFazYHHYqD0KuhkBd4hseJw==
17
8(2)
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17
8(1)
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17
8(1)
UKQYogZZdvYhn983sOaGcM6eB5VGZupumUJmBMAg/QAh/aQ4VXzknKbeWKxQ/3x8
17
5(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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17
0(0)
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16
10(1)
qb7DX7ZAiLPIGdf+M2Iefiqs4rRpZmE9iAXIG0AAi+I=
16
10(1)
cmp7846NrhltlctcID6MvmfdlvGbA1nmlvb3RUTIApVLvNa/3/4UblqULt6Y3fjJq9TdV3XC1lWt/dgf8OkltRShnBshW7JsBwMYEdH27sxsCGDOAdsLW/xE5xXQfIssGf0a69Ryo51izuXrnr6t6mgP1cu6Aa+AGnY2u3gGe7+Z5Ty1bACc4SybsCXe1zRT
16
10(1)
a9lVWOWGGT6iGfUg/4XGJyOO55ZP2EN4sdSZ3+cU3UokBZHtmKcoBfflxKXqjAXE
16
10(1)
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16
9.5(2)
qqwcxnvTBCMr8chHMAWhRumDbVgw+vBYO89vnCblF7g9gaXh7Lcips9fRLfTG5B5cvHUqvKBMf382F1EsOjOuZc+yLVJjnK0VZEoie0tBW8=
16
9(1)
efMaCIA4jjJKioUikgnWqGaMbiW7jy9pzzf56pcinVBWT8YNO6cgU2G+Poah43a3GzgfRaoDAbhknWGlmIJ0+lhvLhbDsQ171UPC2iDnCc4=
16
9(1)
wEg2AG/EvRlXRxf7PqkDyhgrQm76+aGnItzI30u08/7RApObkTA5AqITegHNsTFS
16
9(1)
96yNw8mdt3LUMKEhiKK/dw4jVHVQvYo+Ddt6YvMbMHX1+5wk4AITT2aCiFlW6z2dIMWG47j4XCiQJaZEpNkZbA==
16
4.5(2)
JdPJY1AxlT4g2M/b2WK8bmetVO9DrfbbQhZV62Bdz4CsPEONMpinWKQV5IZKuoRkhBWK8YoCOGTwL6IbGUTi3Q==
16
0(0)
Kmfft4kzCjb4C6pYEy6hufogW/KYUOu5bR1Lwq4UltO4yKBho1b3t+lFW5u0cO9amGwvFN7V65IzquNimHxstO4Wa/Savbx5YNmc3stEmOz6BzdcYwNIHEt6WcrY45hR4VWqJ70gPG1kS60bdNAlEyo3ws1/jkwj/HX80slPF18B+KVBn1/t/3wwlHIZLo91AVWkkNWlUtZ382mc9egheA==
16
0(0)
AQdcCjWXDZc9HVqpw+46eQqw4V8Y6CvausLv9WJfz+xC5PZc2nJckuI0hVhY3Ktt
16
0(0)
fuUaCBTcTNeAbvuGmh/ZN39FMLu1Ba0KjKFhzQ12yA3F7FkmwlDWoSE/ew6SwTtu
16
0(0)
yG//G4QAmONthBfC5ualYvQWtyzK4BTosU7n3+rAoFhLmb2CL195KsUW5gQ8OMJKWkUUI5spyO+JqkcVdLjs6wd0Te4eQMJrDHZY59xQHG8=
16
0(0)
rmh8FlEbm+h4/z/s7FrnvvMvxM4S3R1IJaRB0bM9dnPbArrVSvCvdKkiiBHO5SSRYDxYCEHOkmEeInketv/uI37fj4Jiq6xwjYHwQcgglnLck2pqenGs/qAU7b33YUn2dQwd+8fE4VF2mwmJNFUszmLlLkZ+nP7L3CIh6GDhqE6hDuWQiul/NsMXYPM2rvzu
15
10(1)
xWEUmg8OthB/e5cNUIIcv0qG+YpHlO/wsCBnfhwu/JT7MQMmXM4R9DsfuR0jNa4p
15
10(1)
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15
9.5(2)
RSFLadfDVUkOzKX6adeVhSefzITO6GAXXfi8WZfAkhccHMaspTdquo1GsqJ/DiBvQ5T4aIMrm2WL3QfeVf/5Hg==
15
9(2)
6Q+cSOpWes53kCuqOvMv3wYu6Twve/zSfRZRWoCh30QObSv9CrPVqXMRl8L8CQJf
15
8(1)
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15
0(0)
HGjeKgGofxbApgjnhZhMVEEvHE/5XGPEvYBFi6TSembNxTpv9dvT988n0hU36pqdkLTRjITb/s5XmQ8VdSudgQ==
15
0(0)
aICrpf0YCRJmwhP4LwfUSeSieXL+jH0mZhWGuaVNSGF5r+9rXbiOjnwMZJ9a8o4BGLJhn+cieb7OhXA/gcbzkZG+HNSgY3f1YTf+nih/ffgzU/Pgv/1NN7N4IKBur7log4UUXeAm2qlW4dp/Ya9M48RjLFnSyo2a81Tw0izsdPFPtMA+V0kGK7ZsXYRwtrf+aqg6c/N3+zERAY7ufvDzXe/pAqgvwp1hUyP2RqKS51G9h1kxG0BHmPufKQSyUEmss7o/efhptReoQ8FZRn3cuqX6AxxfGjPdz6p3ESJwL5c=
15
0(0)
Y4IexhRgDTiPiA/jYokufIEg9O8h62v15Fh5UGSt2Y1h7dEPDVRZBfA1RDExdMJfaf319W49tE1Xh8bBX2iD5q4Bf5U7ZqpGKdDmOpWqc0oqIvhMZxit1w3oc1Zkx1U1j3id/ss5dDf8/LK+uMYBA/6qCorJBO5YMGyeoDZCw0Xj5MdVRWwMNy7vUxKjKuAX
15
0(0)
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15
0(0)
eIrta1QYMcPuiA7Uz/E/93k1ldxURXrYvgr8EKiqf8eyzKp29f8UkzBWXv/uZiX/
15
0(0)
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15
0(0)
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14
10(2)
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14
10(1)
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