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XaAZrLCept8QZAned/6OWxmX2v+npsSur3vCmb+rYLw=
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2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUTayioQiCGBY9thvO/Tq1/i2hfQvve3/GhkhO2MIn61stb0j9K866bIjO2Bxu1KK6gmv2a2Pc6wUVq4QjVxUuX6g==
7
0(0)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9nO9CXhH0V4IpRkNh/7AcE+Nl4as2nhBGSsOsPD5yBOqgvGJsa68HgUlBLGBetKkaiIIcEqmZDoV9rE2VYDOuZW
9
0(0)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9nJdWVKjjSgpoQtVh9k/1HC7uGGiG+QQR+768TkYFwA+lkGnW18FkkoYM467nETqrWxWqaC+YTmk0s9XzSZ7qVQ2z8i/iojqCWF4syBvQoL1lsCxfgG4bLT10ergCcRiAg=
18
0(0)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUTbFbp59mBl9nvkBS49959uL8zJNygZcNAds9pqX5G2972yoitH02MrqWd+62RgX4TXi+yYbxTqEWCPi0cSEkj7lebZmSwwXCAIqOeMUU5uaYCravyRR7Iq9O4YQUY4FRN
14
0(0)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUThMJ+gNYz7QfatxTVoTbs1y7iVQecSFT0NaaPglflO5z0XInK7gyZ9h6nbnHgbxaIDFdJ7pSRi+PoVnJWr7+Bnhjuyd7Q1uzIdiL/Z14juP4=
15
0(0)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUT5WEG1r1BdgfhWC/4R/Yuup36neqf1U765IDF04ySHe+tQeRhOjl57GBgwaFEfZw3ubEn37yqxS516nCD6QS0kfW8l5nXvIh+bVeOWPPTmNTVvpw/R/4GZjFtEQZgkyF5
25
0(0)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUThMJ+gNYz7QfatxTVoTbs1y7iVQecSFT0NaaPglflO5xQJIbLZ7B7QJR+VbHFBjkJaTdnmkWEzyzoRJobV2FDuyL5a3L7WELYvUlPx1sL9os=
48
7(3)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUThMJ+gNYz7QfatxTVoTbs1y7iVQecSFT0NaaPglflO5xQJIbLZ7B7QJR+VbHFBjkJmGMQ/Hc5lCZmYky9SUsvRXe6swRQrpdHMyJfXVFLR20=
35
6.3(4)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUThMJ+gNYz7QfatxTVoTbs1y7iVQecSFT0NaaPglflO5xQJIbLZ7B7QJR+VbHFBjkJg9UHF7TpjZRDc4j7laXPMIk+y8InD5WHvCrV0d3l7Lk=
37
7.8(4)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9nWVniaOn+d0M6LWdhhS2C+6YFp/VcbiEqxxrNxGFyJsVq3A+vmCzQjr5Qf6eS2Hvz5xgAHHN4ss9WNMbnE3XhRC9oNoxGyNI47RRij3WwNgr2VW9TujnFPsNaenX8tGHVGK+73yEyy6anQgfZx8dBX
46
7(3)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9nIE5i7//4LVBNxl0z8kHaZ+UOVwcegpO/kr8/599pVRaAlCXYJfLvuN/4k0FZw2yfZzpKEqGXS2Tq8g7ibM7F/
45
9(2)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUThMJ+gNYz7QfatxTVoTbs1y7iVQecSFT0NaaPglflO5xQJIbLZ7B7QJR+VbHFBjkJYT4V36AM+1J5wSmMd/KCnQ==
54
10(4)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUTzg6PeHQD4nWGoi/oum4YEujbgnaQgu4L1aexZ73vYsjdwWyWhQs1v717AGpSBf4W0Ocqplu2Q6viYQxb19XHUQ==
42
10(1)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUTmVbGOnZE9wSZnZMvdrClY8LGLApF1/ryGXIHQwXD4Rq/b5lep17p1h7Kj0YopEvgh5RvkBlH11W1t8bZBUh1dC1xpfscnRuzzQgYVxEMUhw=
29
0(0)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUThMJ+gNYz7QfatxTVoTbs18hXZFl8OsgNsljQFajSfVrqtTpaUXuU31ojhDT248tsnkbB4FLjZ+8eCALuICRltcqiH1JGu35EQIhfvxH+Dtk=
53
7.7(3)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUThMJ+gNYz7QfatxTVoTbs1y7iVQecSFT0NaaPglflO5z0XInK7gyZ9h6nbnHgbxaIDFdJ7pSRi+PoVnJWr7+BnkpViEXF0L2Nv2Ov7/cnA9k=
95
8.8(6)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUThMJ+gNYz7QfatxTVoTbs18hXZFl8OsgNsljQFajSfVrqtTpaUXuU31ojhDT248tsmRuNPN6jlUVhGHL094sZpdzNHvvvcQboDPg8cjuQ1io=
46
0(0)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kNBIBFRhAt/8yHhckDDKUTva5dxIPI4yXQicwRQHeCtWyVuZS0cgktkHetmFdMOLHiaEtpuo8fzOvOAAJf/Z2Rbu6vZ/nQwFlKNsdSQ7nVTg==
34
7.5(2)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9lsx5ytUJykZDCtp0v90fTJKjBO0fvc2sRPpm4JtT5SIlMOWpIMgN66H5ZmumgeDFmUR4gBtU9e/KBtz6zsLvHRGjK9U19nlaAkNBNMB2okD250n9fqdeilCfQIl2G5514=
19
0(0)
2DBrmmuRv0lkRKPJFhVHiRW1vLdUaDEbLtAXURFGn9kupyrpGIkdCFkbmY94tSpqbGBtD9h4lwoejvuHS0A8gDl/MTDHT4OjAW7niyn6pxty8/lM6VxFSWNn/Cbx/ZZR
40
0(0)
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