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2zG0FPJktKKpJ+rhT1is+6EbyMekkYhnp9kwd/RfTRc=
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UdC9JFsFnLD/X/cA1N3RiLVueQKLvd6rxVmTypbvWuukH1YCwn8ZVmEwYnQcpbCvhiSKDJt8bXAKYpFdHZ7fJQYzMkASD8oBTRsiJRDceEMSLRZbSJpqaVXKQY+RDVWjwZix1fgThWs90nBJYshHmU5wqxrDjagbvu5ec7VJ5GQ=
54
8(2)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE0q4+boFIU0LtrJslSjBZQs/wbut12PE7iXeF1fv0YnPcuJqz4zsWbhlE+/Msoe4UvP6EYbwlcj2rVAMOGUOPcQaVv1CKJeZkS7Fq2QX5KfOFUoMO9+xYKnq6jDoa86f+DjYLmjSk9nB0YwKpPGN0FPGW+knAWbC+WqRhoWmj0JJZnDB3GVNLFFSSRe4iAitCHFS2cqeRHn6juKV8wVRUhmwSHtGmsSUHpH/E2y6hhw5SMieetETQmcL+CNenwUAlE=
26
8(1)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE0UOqW72VuhtD/fIqrzoLX4WJDeLHMcrK6LERXGDNhesnr8wwOpQYAku4MvdWafG/9zZQnD0dVL/uDvj3L2yLXhckYqNor7G7/nhmU0/Bsc7Q==
64
8.3(3)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE1GRx+1JXMJc8C6iIAvDtHRuh0j/L2hPzMFj/uO5DzGdDIg/eDE0yJmxiIaRoxxEYRZtfz0o4ahrrpw2oi10nFbzKQ/DHXh8yHQwiH0FdIvIw==
62
8(2)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE1/gm7lbcfHIXV1LOuz4Df80KSaxTHhTVLv+zt4c0GEfnmHPoTMTGck1c078wa6lfspaQ5MLvRKeGQ4XNhca1p9uOrOYfOaNCiWZTru25QstdOcnk47pCq45yQbJtn+1vTsGnriaP6QmCLM773eSf6IvcwCJFKpshisAxbifQ44XzgaTi+jUZlbCIm9/pjfxDk=
6
0(0)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE07y0GpPU0onR5KcxjVO9irC+V6Fx1yr4Zu1LW2PDeaElR6MZ8hAmCmF4Ug2XX37MtO86AXQNji9wPqBhiQGkwlVj2CEbJ8NBYuk2lvVHHBZO+e5cMM5Bj+UatMogVkH83s4vSyzJFAoK398tQ3HL5n4o+MzwBjiZ2AXnFB4h03O277QFpDo48AAosjVh2742is9nozC9Sr42egNQ+OF1b8
57
10(2)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE17savKS9ZlOauUpDcjo9pA/uAhGMUreFu6Vn30o2HB9g0eJudCFNO/8864TM1uuV5D7UW/3ceFNhFVTtiIwt/fUjbXX6EoIm4vYG2EgZYnonFI+tU/IoeLi8edwvMcby2LjqsGxCWMKbIqVVt4vpkYPsa+eYGkwYY3DsWNCCPxD7vxzM2gvJTzuIPA6TcUjfY=
39
8(1)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE30AYhlXYaPbq5QFkAxAdYwi5jgot3bbuUc1eqNWxrxasuIlum7v+ry5X+9F525mtJ8mVYeuYAqa567PyEwyBH6BPMowIYyxgXfbv3pcaX3IrNOlVjDkKpa9Fpc0RykdMN1p67sAdxJX+7iUeo/NgzukKldetXAUOIKWsswtMxD4Fj6QdUEknAcb1EP+xEvj+Y=
18
0(0)
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22
8(1)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE3HD99V4W7OQ4YZvXWOhPdKej5boR0r1Z0eEY3sV4qgWvvI2bcIlv9yaR1tOP24krf25l6s4PUzWF9gpXNpMUngrFPB0VIjsLFHpLzGBBmIuvpmSF/I3uY3XeeDFAjRZQyC1HmnEE4jqS2B1/HDNEvbR/G9nnvOt4Qvb19FJMl6tq2yTy55uY6otEdOHYgY9L9h7VPbOwIGHAw851oPgxktKLIsLLtaq3Mku61514fDYw==
39
8(1)
UdC9JFsFnLD/X/cA1N3RiLVueQKLvd6rxVmTypbvWusjjoxkS/9HYWXJpelE6nTS/3t2oJy009FsNh2f+qR5NbfaZ2s4Ave1cwKt/21H+T6PhUoM1rF7QF8Xsp7nTEJPCw0kJu6Tf0LhjnFUHUIhSdi1KuDrR8jEla54lxBJdio=
67
10(2)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE1C+OGsZMCN3XihHoErWujbv/7zkOWpUpmvPczrYHIXfTNeSFMv59OWJbusTEQqEx5DvF2L9GmK0FD5AG4fZ0cMHCCcu/BMM4D4RS3c9gX0nfGjaY76BFxMBsvbV6D8LWA8PCxsWBYq3KdlQyd11goC
32
8(1)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE20bgGjWpgf/oDsf0vQpNW8WqeDIq2FUaeD3PCi1yEGgz8Ih+Ix0raijCY8MAvfrPfCiJYvXTi7vqa2RQOcgLoc6lmPX0yu+q18t8BCfVUGIgpqZeMsqB10O9oD9HOVW+vdS3pCAppvK8WKUraiySlTBq/dw6h2U5rLxDOiaij76q0Bk1RiB0ptOHwIjXQTbMkmJAQC3tYulhU9GFC7In52
62
9(2)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE0uXavfVQzKyl3Y457e6clRXRNB3jl7ry3ZnL3tfSKyzX2y4M5rLbbxaI9sZKnMUmmNmxGFX+2WEF7XFIKQ1j5Qy2iCs4/Fb4ynTykd6HMhKRb6FQ/PuHzknChDA40Ugn0gxZ9PzG+O2ip4k7T2W1OB9U+0HFuBVPs7GLMLI9VHug+zGKFaWGcP3L/mJDDpZ+ksu+xSAr7/0gAhs6WfJC+q
38
8(1)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE0q4+boFIU0LtrJslSjBZQsfEYQhefA7CS7jq8A11BGaI0TpRN8LXmRz3PEd4o4zCg9Qy1bcbKyYX96vS6n90dsGoXldE6DEdhIM6vnlmItihtbDyqDe9UqQCErp4v7qt3WgAQh/Mp6LKx5Wtod4ZoBGdaja+dBd7t4bPC7PkvRUMuvybtdlF0A6Uc6/Fs68UA=
27
9(1)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE0q4+boFIU0LtrJslSjBZQsSMPnMpHznVm/1S5UmObXas3Bvi8tvPXWKWJ8SSylzCvOdV7MifOOlqabQxzAP5GGARH+xd6S57iSltAtL2GUT3hFZZeaQ5LmpXOj9FtwdT1oytqYg4EFBD9dWDlumUYdNgcJeojR2tCp1eZ7sEdtC7p4vPng+2qwSw9M1EMNBUY=
33
9(1)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE1kmcSVHLRS37Thk2SSq0p+vkxFl/Gvk7yEf4Z9E/qxVkrxyfZ9GL8lPeBBuImVbFbd0I0gZs8A6Tyb9fcYOsDd8TPKHTv9Te6jL4a/dVaq9Q==
30
8(1)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE1kmcSVHLRS37Thk2SSq0p+w2rb7+kc10vIoJMVloYgXsuEG8cK+Xv4vCgfhls+PR6SPCHZXQWFBUl6cGjoN/snxl5f1X6C5I65I7wFWJTXUQ==
19
8(1)
UdC9JFsFnLD/X/cA1N3RiIC+iMnbbLdoKQcR4nW8a9hWMuh+18JFXUBTz/b8/bIdMfCgXSYUBHbVIj0gMjt4zAIJ200RdYWCdpVCYe3rvlCGK8fPPB0UM6Xx4Q979cXZN8yA2lzMxPux/I36b2UyFIGpsnMVRISECg8+W0vEbUFzfQywrH81+nwOYJ8uoi4UfsDAX4zJWG8NVaRtxiqD4Q==
19
0(0)
UdC9JFsFnLD/X/cA1N3RiHla7lLbIHuUJ7GPjk78uE1/gm7lbcfHIXV1LOuz4Df8BsTDM1w3Pkr5RHpkmhNDEEb3hDwjzAfZdFY2ZfzUc35jRZE+LfvbBfH7XErST2UiCAKyVlzXHgGS3vQ/lOW1HEQdiZwlZFLpntq5aBPi/iDmrhhcI47g12a23A/caKAlp4THdWREJgBPvOuE+OcJmwFI89ffYQVJLuzGOyAVL5I=
79
7.3(4)
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