88%

90%

96%

93%

91%

91%

92%

90%

96%

81%

89%

84%

96%

86%

94%

81%

75%

88%

84%

99%

93%

75%

94%

76%

99%

76%

79%

75%

87%

86%

90%

84%

98%

84%

86%

84%

93%

90%

80%

95%

81%

89%

75%

85%

90%

84%

90%

81%

90%

75%

94%

77%

75%

92%

76%

96%

98%

96%

92%

83%

94%

96%

86%

91%

87%

78%

82%

77%

85%

80%

88%

98%

82%

76%

85%

98%

77%

96%

88%

83%

90%

95%

79%

83%

85%

89%

92%

98%

79%

96%

91%

79%

93%

91%

87%

86%

93%

78%

84%

79%

81%

76%

76%

93%

77%

77%

91%

99%

97%

93%

97%

86%

89%

78%

81%

80%

80%

83%

84%

76%

96%

78%

90%

75%

96%

95%

86%

93%

77%

82%

82%

94%

88%

84%

97%

89%

80%

79%

80%

93%

82%

77%

89%

99%

94%

87%

94%

82%

86%

93%

77%

93%

86%

89%

81%

84%

85%

78%

93%

98%

87%

99%

76%

77%

96%

88%

85%

84%

93%

77%

91%

82%

81%

88%

80%

75%

97%

86%

91%

82%

77%

79%

76%

99%

99%

90%

82%

87%

82%

88%

87%

94%

77%

90%

88%

78%

75%

88%

80%

83%

82%

79%

79%

87%

84%

86%

87%

76%

80%

96%

77%

98%

97%

77%

98%

81%

77%

82%

98%

75%

79%

90%

75%

84%

84%

92%

92%

92%

98%

88%

82%

89%

99%

82%

76%

81%

90%

89%

90%

84%

99%

76%

76%

96%

83%

83%

99%

87%

98%

90%

83%

81%

99%

86%

76%

95%

98%

95%

81%

78%

87%

92%

96%

98%

92%

95%

97%

76%

99%

76%

78%

86%

80%

82%

95%

97%

84%

96%

91%

82%

95%

88%

90%

97%

82%

75%

87%

75%

99%

94%

90%

87%

92%

91%

89%

76%

80%

95%

76%

98%

78%

95%

76%

88%

87%

80%

78%

95%

89%

78%

86%

80%

84%

98%

90%

76%

80%

94%

91%

89%

91%

87%

87%

96%

77%

94%

89%

84%

87%

97%

88%

76%

95%

89%

76%

81%

86%

96%

94%

76%

84%

98%

81%

92%

88%

93%

98%

78%

76%

97%

94%

85%

75%

89%

83%

81%

93%

91%

81%

89%

80%

77%

87%

99%

90%