74%
43%
91%
67%
53%
76%
37%
59%
91%
88%
47%
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85%
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77%
96%
58%
37%
64%
97%
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30%
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32%
90%
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20%
82%
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75%
28%
69%
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72%
59%
84%
68%
27%
27%
40%
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58%
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33%
22%
98%
41%
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39%
92%
35%
57%
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63%
53%
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71%
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21%
87%
23%
73%
31%
81%
52%
98%
50%
73%
41%
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19%
66%
51%
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67%
42%
47%
26%
35%
31%
87%
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41%
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28%
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38%
34%
74%
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66%
78%
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49%
79%
91%
87%
83%
42%
66%
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26%
24%
64%
94%
24%
95%
87%
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57%
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24%
30%
89%
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85%
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25%
90%
58%
77%
40%
49%
65%
24%
25%
92%
68%
23%
88%
32%
50%
43%
23%
42%
21%
55%
85%
45%
96%
54%
77%
33%
62%
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62%
53%
86%
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23%
22%
94%
22%
39%
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55%
30%
70%
78%
30%
53%
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58%
45%
89%
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78%
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26%
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87%
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66%
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23%
40%
77%
40%
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62%
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74%
82%
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89%
67%
81%
25%
55%
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73%
66%
38%
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41%
83%
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66%
72%
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79%
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34%
87%
40%
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36%
41%
26%
27%
45%
96%
63%
32%
27%
82%
25%
94%
20%
33%
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64%
49%
30%
75%
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32%
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32%
90%
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75%
84%
43%
80%
51%
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63%
19%
37%
79%
66%
44%
83%
34%
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57%