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21
8(1)
rEhmhetKwAuYIdrJuDqkB9flGp9LLck4VGz5jz1Db2Fk43IqY1IuwnDYMr9v4nAHgJQ1AAgGJ4HmC7x2PQh8LjvRwApu3vajJIt7Ni4pCMoZ5HcVm5PwyMaTM8oq65Nm
2
0(0)
3/FefhaYDFJ5/0KlZgfrtr3vBuouP8jlz6/Yvb/cbP0btCefNNT9FR8dUiPfW0b3K7YNeNMKJIkLO7lUFZrITj44IgdDd9pyVzumJV5naI7ei6+t3ounbSsO/FJwjardF4IWvELZrYE3tf/mU4cjZ0HxQtr6kqy8jKIC/iVb9nk/qpnbOkCfEO8iKgsLNtKhg6Tf1X41gCiQhspmD3pq7OhqV0gthuX+p+0PqQABP5P7ATQPkmFLoXkqV2CAOkks
71
7(3)
rEhmhetKwAuYIdrJuDqkB1eV7FMYZYFMpgr9/lXJmkjyhWN6xc1x9ogw3mvLXD8DvebDsAoutFi0qKCAqLgbaRElJA4bf0w8sgOpJ588jr8FAAYrNRgLfbHqecKp7vu2pd0nZAUlf/CeMVclXJcqI501jQ0wryI0u32zuPj+Dw1IUeWPrx86IRdKMeuAWb/3
5
0(0)
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2
0(0)
3/FefhaYDFJ5/0KlZgfrtr3vBuouP8jlz6/Yvb/cbP0btCefNNT9FR8dUiPfW0b3K7YNeNMKJIkLO7lUFZrITj44IgdDd9pyVzumJV5naI4bmpNPF058wJKc+AFMd6NqMjt2UAx2IDa4/TfQVLqRJ5t1f5GG6+h6c0wSlDb6PBc=
49
10(1)
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66
10(1)
3/FefhaYDFJ5/0KlZgfrtjkzb8ZDawoMFbro6/KvPLH1OIuJwW+/OjYZJHBE0eWWY9oTwxvqz6dQstuy76cVVMb3Yrl1Tp9Cbr2K52Ze4FTxvbSQIFARwKTneTv21iag+eYk4y8rN5B8WJGrnFdSCtjeEeBjpBDaXZJ/Pb8NTUg=
19
0(0)
3/FefhaYDFJ5/0KlZgfrtsZRcPXMiaW+8Rp4nmerHnFvJcMemHDfcnwdhMw+qtZK54hR2oD0J6UPUz2BRH2fw7503onPbf+7xeb5NZKn0gsNJN1/NuriNVk3MUZX1ekvCwSmyx9Hf3soGQ5bq/bljJHd5uKrfMQVUHQU6YZ/Qznd0OW05nRPfhC7hGO00VwD
33
0(0)
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8
0(0)
3/FefhaYDFJ5/0KlZgfrtsZRcPXMiaW+8Rp4nmerHnFvJcMemHDfcnwdhMw+qtZKpuv8fCpAOM0W4a40NQfbfp8Z89r+wESNcLRTJZtehr4vs28dvAGmT935AVvK8MfKEBDOTP/bhLrOMZmzGmothddKBZWBIlwlv036kdoTRU6RQhQ639EwytHWwgSezqHA0zddFs0wyV77RXQ0d45NccBo1Mzl+PYfW/fWQE2fE9s=
36
10(1)
3/FefhaYDFJ5/0KlZgfrtsZRcPXMiaW+8Rp4nmerHnFvJcMemHDfcnwdhMw+qtZKLAFxBPh0RkQAteb+HGc5DE42fv21Bu+WGXd7TKzQupL68LyKpkEImpdpX15umvfCJBgyGcs8sUhoinEdlKTEYQ==
95
10(3)
3/FefhaYDFJ5/0KlZgfrtodbD9bwOahemcMbbZHfejxlcpuWK0m09yjpHueoI3sCw48zsAzQZBW4maikiVpTakgh1cZ3R9GM5ecgSzOWn9B0T+mlZJG3Y56miBzugEtbunODzkvSIf2dgtPFucWzWfQVxRRjKuPSoYn5N2+6oxXyxqNKXBBafmDuOfVirSShueLX0iuCGk3D3ndKcDx7CNohfWt7Prug+EUVLbDxHlT/0Z+e5KKX03hVyj2Nhhvw7WsFztACAgl+QMJipwRf4YO7PK5btXv/YoK4Se6NCVPcWsvuplkaDwhOBlSkeLFcNzXAuuKRKHX8HDNPWX6qtw==
10
8(1)
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53
9(1)
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10
6(1)
3/FefhaYDFJ5/0KlZgfrtkivsKrtBKhQA/efHQzms+v8myrTTRv0ONbDmcFXt6SDaHFj8Hbke2AF90GB98CQpE1Wd9CVBXCYYQm+QWdhTkw=
15
7.5(2)
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11
0(0)
3/FefhaYDFJ5/0KlZgfrtodbD9bwOahemcMbbZHfejzjZCNsWZQ9VwhN3kGlG5hibbgxknqdJylpavnCovhAoUQkyzL4Ei0UoHDeJyek9az6945+lHw1XMkAYRw5N1I8/+bIPd9f8tzFZD6B6YGwvw==
13
0(0)
3/FefhaYDFJ5/0KlZgfrtsZRcPXMiaW+8Rp4nmerHnFvJcMemHDfcnwdhMw+qtZKSFXAEhHzpS6Mz3/Ki6YEQED01FmYZH2zuViO1vhwyDHacAiVkxE/sSJXkRyc34MlMAhIakkFfzUqfgviotAo7XmaoZvMhdPLuhUtLR5PLQJwwqa3ybFRt+RK8l7fOrQNwVSEHBwGvb1+TV9hz4FFuw==
112
8.8(5)
3/FefhaYDFJ5/0KlZgfrtsZRcPXMiaW+8Rp4nmerHnFvJcMemHDfcnwdhMw+qtZKpuv8fCpAOM0W4a40NQfbfp8Z89r+wESNcLRTJZtehr4vs28dvAGmT935AVvK8MfKEBDOTP/bhLrOMZmzGmothddKBZWBIlwlv036kdoTRU6RQhQ639EwytHWwgSezqHA0zddFs0wyV77RXQ0d45NccBo1Mzl+PYfW/fWQE2fE9s=
45
10(1)
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