94%
91%
93%
98%
94%
94%
97%
88%
92%
97%
96%
89%
97%
97%
94%
96%
94%
97%
90%
94%
95%
97%
98%
84%
96%
95%
93%
89%
98%
98%
81%
93%
90%
97%
91%
97%
95%
98%
95%
95%
89%
97%
95%
96%
95%
97%
96%
94%
95%
97%
97%
98%
94%
93%
95%
87%
96%
84%
96%
98%
94%
97%
97%
84%
95%
98%
100%
93%
95%
92%
84%
98%
97%
91%
100%
92%
96%
95%
93%
88%
97%
95%
92%
96%
95%
96%
94%
96%
91%
98%
94%
93%
97%
96%
97%
99%
86%
90%
98%
98%
97%
97%
96%
96%
98%
88%
94%
91%
97%
92%
97%
94%
94%
96%
95%
93%
93%
93%
96%
95%
91%
96%
96%
95%
92%
92%
96%
96%
81%
92%
93%
97%
98%
97%
93%
97%
98%
96%
98%
96%
88%
86%
97%
94%
98%
96%
84%
97%
96%
96%
98%
92%
98%
93%
98%
88%
89%
95%
98%
97%
96%
97%
97%
92%
97%
94%
95%
94%
96%
94%
93%
93%
95%
97%
98%
93%
98%
89%
97%
95%
95%
94%
96%
84%
99%
96%
96%
96%
94%
98%
95%
95%
100%
80%
80%
97%
85%
97%
96%
95%
96%
97%
84%
90%
96%
89%
97%
86%
90%
94%
92%
83%
100%
90%
94%
90%
93%
98%
93%
94%
80%
92%
79%
100%
98%
97%
92%
95%
100%
93%
96%
98%
95%
93%
92%
98%
94%
99%
97%
96%
100%
98%
96%
100%
96%
93%
90%
96%
94%
97%
95%
96%
88%
95%
98%
95%
87%
89%
96%
94%
100%
89%
95%
93%
92%
100%
98%
99%
96%
86%
95%
88%
96%
95%
85%
100%
88%
99%
98%
94%
100%
91%
98%
95%
95%
98%
95%
96%
98%
90%
87%
74%
97%
91%
84%
90%
93%
96%
96%
100%
98%
85%
95%
87%
98%
79%
97%
93%
93%
94%
96%
92%
94%
95%
98%
95%
93%
60%
95%
96%
98%
89%
97%
95%
96%
82%
97%
97%
95%
84%
95%
97%
94%
74%
92%
99%
99%
91%
96%
93%
100%
85%
100%
94%
83%
96%
96%
98%
93%
95%
60%
93%
92%
97%
98%
91%
100%
97%
100%
83%
93%
96%
84%
0%
100%
100%
96%
100%
92%
89%
100%
90%
78%
100%
80%
97%
100%
93%
92%
80%
100%
0%
94%
100%
100%
50%
100%
100%
94%
100%
92%
82%
93%
84%
92%
100%
100%
98%
100%
100%
100%
100%
100%
60%
89%
100%
80%
100%
100%
100%
100%
100%
100%
100%
100%
95%
100%
84%
89%
95%
84%
100%
87%
100%
74%
92%
100%
100%
100%
100%
100%
94%
0%
100%
70%
94%
95%
100%
90%
100%
86%
95%
100%
100%
100%
100%
92%
0%
98%
100%
0%
99%
97%
90%
94%
98%