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58
10(2)
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39
8(1)
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18
0(0)
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22
8(1)
gYmIxb2urO4cgr53InS+nU8XiGQZ2pxl5g0pLoNMRkkdajEsjYs24XxAl2bT0BlabyRqfR+TjXO3lUXA1wp3D0fuGCCD0WXwJ063bSIZ4xBgInKWWY9GWydF3+d2jV/HXzVPVt5V7Je4fRLckUAhTd9fsgWKH1pec8PuXjjyN3H2Qamle4m5ONLymcd9mQD4ke4Q8LeucqFMaYC0sIau1gLOgaXa/oy7MkS1gZxJnBZcSkMWxRKW2CzvsCie9lrM4z5N/U0jDwLZqxI5wP6RCg==
39
8(1)
gYmIxb2urO4cgr53InS+nU8XiGQZ2pxl5g0pLoNMRklHPH6E5PzFJ+FZM3BgU9ekCvnIqLzXIfUyYE5VydMU6TfTnfBCmWSm3iGemPIrcEuE7G41fe2iP6t0aeZB81VcLUeZBQmVGIgOIEBkcrt4G3wQjTbU4TQB2jEQf1nANs+XE/wU6UyP3TIlxSuBJz/t
32
8(1)
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62
9(2)
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38
8(1)
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27
9(1)
gYmIxb2urO4cgr53InS+nU8XiGQZ2pxl5g0pLoNMRkn7NWEuMqWsqEx/At5uA8/OUaBqiuAQOGvXo8KtLmrrj/VrHLwqYdj3nyQ/ueBro+HTSiLLrgRkLAiY2fvKWNRGv/Dk0qjLwPHauyx4agms9GF7UlmDymK7fUoZ3+VbB5uvHKaIb3no8g+VXdo3xSow7iJIBbamF9CGOZFVgYMrTvrfFhZXMW43bXS3K0c1WCI=
33
9(1)
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30
8(1)
gYmIxb2urO4cgr53InS+nU8XiGQZ2pxl5g0pLoNMRkmWVr/JefN8wPrKC+iHSkzOtw5i+fbZ4bBvHvSe5VeoaSe9ttmX13y09eduxK398dMn9izYEh59TXKC9E9H5ZDoswr/9riY2hwsUMLDzRbL4g==
19
8(1)
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79
7.3(4)
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34
8(1)
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139
10(1)
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17
0(0)
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10
9(1)
gYmIxb2urO4cgr53InS+nU8XiGQZ2pxl5g0pLoNMRknLkqZXqBDkot/S2HslsrjpsTsrpfokhEmViswXyZ/cfcGXz25dmxoxzRT3X/h/7I8hQlH3aaOyit6tVFrDB1z2B9nvHJPZhF7WQYnoiI/0wfowMwkw+7RygublBR+W/JPZkByLdm+G8FaED6c8D8uq9jTP76wFhelJxJThhNPHnnMFM3SRfDmxyUQhFpb7616T1KPm1OiGnyy+v2sh+guF
118
10(1)
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33
8(2)
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43
9(2)
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