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b1VvoxLeOfo8vqIasftTo7HzRTMB49aTGWpWWpiViFqXecaNFdCbz01vKtUPuP14J1AaOuBttQaSpetdMyvDvpJV9AyRPkkzqx83KmNh75TiqQXMQyoh1vPsIRS9CAfa+ULGEaOkWKjkGfQO1zAwF2iQFsxOKFC6f7VbNFxgdaZivanh8899m7HTUsB5zVnfNYeY9H7hmtqrexqdwDIv+RcdGBgrZd/0SI5S3oOZu1Sf7UBE8GOwXEiqwQuEYNDI
58
10(2)
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39
8(1)
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18
0(0)
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22
8(1)
b1VvoxLeOfo8vqIasftTo7HzRTMB49aTGWpWWpiViFpMK2s+R1tfocYYj2EGE6j6e6mw6dkyVf0f3kDwMneVv5shHZJKFKICVx9t1ON7Ze4zfdG/Be1dNG70E2YDsq+kqOSjNyjewQW8EfXpDHuZixiPlpPuOGMDECJLE3Yq/ZH2KRVSaFZqNi++/Q4H97ujMO+EiF6+vPFOkk5to9LK9UP367BXlJUu+BKFq5UxsOs3LE1ClqGFURfzBdMiUTp/A6g1sBJVvg7Y09ls43SVDA==
39
8(1)
b1VvoxLeOfo8vqIasftTo7HzRTMB49aTGWpWWpiViFo7RDoVSJDVc8MnoRmrn0yK6DecXzRvFk5Ox5HsZiPDKp3x/luad6i1Dj8AR9TnMLDI9WS7bYeMBW7IKYnspornGOv04+/4DVQAkbvja3mPs6wF9XM2bxt/ciz+c8S1Na0JLkXx9VT0Jzh9Qt+cstWi
32
8(1)
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62
9(2)
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38
8(1)
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27
9(1)
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33
9(1)
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30
8(1)
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19
8(1)
b1VvoxLeOfo8vqIasftTo7HzRTMB49aTGWpWWpiViFpgx3CdRqC2HzS24iDxT+GwOSlFx/C5RYSccT4ap4FDXtE3Q7yzufZj8HQFGqCha2s8naS9kzTB5Qb4oagrJF5vsX7gyUB9Q2CP28+T1mWooNCplYzh8YX/njCrAnlEOXMBGV5RIRa2Y0sBCBZzBtHjG6a0vqpfrRPl+wAegnihz8y2PeeL1TIobHpVzo7YYTQ=
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)
b1VvoxLeOfo8vqIasftTo7HzRTMB49aTGWpWWpiViFpgx3CdRqC2HzS24iDxT+GwMacQxeFlHFDDyaFYQq+ytp75a74H+o06/GKzuYBvn7+GjbeScYxE2gFKksAm8pJo3dPIvfmjpcrKJSf8ifT2y4yoC2bR8cVJwvkpPGiaVQuMwmLnFGYEqDglbsdFi4z1FPJMycuFX+h7IORgY/baz//HqCFGwI0qrftDAHhTqvJVsmGqYhmVeCQLUuDTA9XP
118
10(1)
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33
8(2)
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43
9(2)
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