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9(2)
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0(0)
X/nNq9gqBaKcwPxSnJ9OL/VUT5PSZFxgcCkQgn31onOXz9psN2cnw9iaiZ1bnAGGvOg4vTc+td2qmGp5OObts1VuCMsA6zYrWCwfq6qdPGr+miZwhkr78uprAK2TqryWX9727411WRx0q0eTCCdqQNW4Ig2Zy4Yby9IgfbAElF+L/9mUl8jSbCIWnofculhKz7cY3riZggIuCh/sR1OYc52KBVbtIO6R9ovSYh6cdQ8GpiC3wsevvml8uEAVWxfi
20
3(3)
X/nNq9gqBaKcwPxSnJ9OL/VUT5PSZFxgcCkQgn31onMtEdy/QprWC0ATgGdfaWwWpHDFU53TXcrr8NhgOXp7poM6hFN9hICvTd+gEXoc4KOK3cOREdm8T0xGfSa2ENkvfNkU4OyKxyLkkjyUMpNc+g==
40
0(0)
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43
0(0)
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51
9(2)
X/nNq9gqBaKcwPxSnJ9OL/VUT5PSZFxgcCkQgn31onNMFWnongIl7jq2IkJ0IW99jCi0TG7KIkiQw2+j3GgwGLr2W42h3iJcCrITV1hiwl0YtffcgB2KVLcwwhtru1me
18
8(1)
X/nNq9gqBaKcwPxSnJ9OL/VUT5PSZFxgcCkQgn31onN3H59Zw6/S668Irl9gcDtBm/HBG0taWUDAkKTaLMawp+AjjH6b4c8VRrDcHd7XiiMOse0jSCdOjWwb6/VDWUXmaMcERDMN/+oN6irJMIQw14+PQ4l1K4wIYc+bAovO/CxtBBZj7cyWyh1pJlGECAsw
55
7.5(2)
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33
0(0)
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21
0(0)
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54
8(2)
X/nNq9gqBaKcwPxSnJ9OL/VUT5PSZFxgcCkQgn31onMuPUfie/u/+LGWCbKRuEA7ebc5EVn5DX5P24lg7RXCZzkRkNqnV5cHa+CiorNkB/e5tIvsG3zm1aqfRLqX80XZCt/d8d/WLgb37eqX2aRUsttjqKLpu4iFftOUNsCcmABDG0ip4vbCijzxliXICyUEebI1CauxCOvRQLeYIhDSgv1oVkYrp53EovknVU53tYYLbnor9Dkioxbt9oOG7mMvON404qTE9cQp8MdRfkVbcH1RYzUs39H/2E3l+sj/VxQ=
27
8(1)
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64
8.3(3)
X/nNq9gqBaKcwPxSnJ9OL/VUT5PSZFxgcCkQgn31onMcXeJVGp5Y+mXPerHm32adezcYLwGrGvNg6lnQDCx81649xgMTA95KjhWKSkTxEqfecIhWF+GoLZdloKeIw75w/vgQvW3CILdSk8AqJamCUQ==
62
8(2)
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6
0(0)
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59
10(2)
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40
8(1)
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18
0(0)
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23
8(1)
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