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0(0)
KeljmBttH8LxQKfpOeOSKTBWhlTzTB2sPmZtmHFBaX4uMPZXS6MeCL0K/RIFFDkXalM7tDGuPmr2CiEvtrlZCQw6MEuP5LXX82nHZ0mJVyneS5dI4xYBxI0TqeQUDE1M
9
9(1)
KeljmBttH8LxQKfpOeOSKTBWhlTzTB2sPmZtmHFBaX4uMPZXS6MeCL0K/RIFFDkXalM7tDGuPmr2CiEvtrlZCSLJx1RMOtGexlVEYK/iIhUfsXuMvRLduhfynRsZ5VVU
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9(1)
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9(1)
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3
0(0)
KeljmBttH8LxQKfpOeOSKTBWhlTzTB2sPmZtmHFBaX7IGD++uBbS2ubF9Vt/xsFetiQoC9gyWiZSkb98NXzexg/GPah9+C7xrBdQOh7AvIN499xWfZ/D7EFzoY2lynHa
11
9(1)
KeljmBttH8LxQKfpOeOSKTBWhlTzTB2sPmZtmHFBaX7IGD++uBbS2ubF9Vt/xsFeRFEj234W/D22U2zn+ajb2zG4NhyRojwxjXohXFvWBx8V7ZgSx1mf+j/e21hOxWdz
15
10(1)
KeljmBttH8LxQKfpOeOSKTBWhlTzTB2sPmZtmHFBaX7IGD++uBbS2ubF9Vt/xsFebA+3XMtAF3M2CWbirUF1IpoDs/Cm+F+fLwSpzq1evej7h/vMkD77QRtNDNMs7mmh
11
10(1)
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16
9(1)
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18
10(1)
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20
10(1)
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13
9(1)
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17
10(1)
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18
10(1)
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24
9(2)
KeljmBttH8LxQKfpOeOSKTBWhlTzTB2sPmZtmHFBaX7IGD++uBbS2ubF9Vt/xsFe60Yp7hsdZOI0Pd8f7m2a2Wdu3PLSkGitqJh2OJSprkErFUQ0e8bc+rjpVCcp+bii
12
9(1)
KeljmBttH8LxQKfpOeOSKTBWhlTzTB2sPmZtmHFBaX7IGD++uBbS2ubF9Vt/xsFe60Yp7hsdZOI0Pd8f7m2a2Wdu3PLSkGitqJh2OJSprkHlOIFoSLOOKP8yqMvVxfyK
13
9(1)
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12
10(2)
KeljmBttH8LxQKfpOeOSKTBWhlTzTB2sPmZtmHFBaX7IGD++uBbS2ubF9Vt/xsFeEp7hG6zXqMZv1shD/0FSGVd+KGXgMU6OMxK/Cfaq88cONR2etzcd+EJIaZbAH3Z8
67
9.7(3)
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39
8(1)
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