Unit 7
Running head: SUN COAST REMEDIATION DATA ANALYSIS 1
SUN COAST REMEDIATION DATA ANALYSIS 2
SUN COAST REMEDIATION DATA ANALYSIS
Insert Your Name Here
Insert University Here
Data Analysis: Descriptive Statistics and Assumption Testing
Describe the Sun Coast Remediation data using the descriptive statistics tools discussed in the lecture. Establish whether assumptions are met to use parametric statistical procedures. Repeat this for each tab in the Sun Coast Remediation Research Study data set.
Correlation: Descriptive Statistics and Assumption Testing
Frequency distribution table.
|
11 |
Frequency |
Cumulative % |
|
2 |
17 |
8.25% |
|
3 |
8 |
12.14% |
|
4 |
11 |
17.48% |
|
4 |
0 |
17.48% |
|
4 |
0 |
17.48% |
|
4 |
0 |
17.48% |
|
4 |
0 |
17.48% |
|
5 |
14 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
5 |
0 |
24.27% |
|
6 |
10 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
6 |
0 |
29.13% |
|
7 |
16 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
7 |
0 |
36.89% |
|
8 |
19 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
8 |
0 |
46.12% |
|
9 |
11 |
51.46% |
|
9 |
0 |
51.46% |
|
9 |
0 |
51.46% |
|
9 |
0 |
51.46% |
|
9 |
0 |
51.46% |
|
9 |
0 |
51.46% |
|
9 |
0 |
51.46% |
|
9 |
0 |
51.46% |
|
9 |
0 |
51.46% |
|
9 |
0 |
51.46% |
|
9 |
0 |
51.46% |
|
9 |
0 |
51.46% |
|
10 |
7 |
54.85% |
|
10 |
0 |
54.85% |
|
10 |
0 |
54.85% |
|
10 |
0 |
54.85% |
|
10 |
0 |
54.85% |
|
10 |
0 |
54.85% |
|
10 |
0 |
54.85% |
|
11 |
1 |
55.34% |
|
12 |
1 |
55.83% |
|
12 |
0 |
55.83% |
|
More |
91 |
100.00% |
Histogram.
Descriptive statistics table.
|
1 |
|
4 |
|
11 |
|
|
|
|
|
|
|
|
|
Mean |
52.5 |
Mean |
5.673529 |
Mean |
7.088235 |
|
Standard Error |
2.929733 |
Standard Error |
0.257596 |
Standard Error |
0.184375 |
|
Median |
52.5 |
Median |
6 |
Median |
7 |
|
Mode |
#N/A |
Mode |
8 |
Mode |
7 |
|
Standard Deviation |
29.58885 |
Standard Deviation |
2.601596 |
Standard Deviation |
1.862092 |
|
Sample Variance |
875.5 |
Sample Variance |
6.768302 |
Sample Variance |
3.467385 |
|
Kurtosis |
-1.2 |
Kurtosis |
-0.84753 |
Kurtosis |
0.186921 |
|
Skewness |
-9E-18 |
Skewness |
-0.39026 |
Skewness |
0.12236 |
|
Range |
101 |
Range |
9.8 |
Range |
10 |
|
Minimum |
2 |
Minimum |
0.2 |
Minimum |
2 |
|
Maximum |
103 |
Maximum |
10 |
Maximum |
12 |
|
Sum |
5355 |
Sum |
578.7 |
Sum |
723 |
|
Count |
102 |
Count |
102 |
Count |
102 |
|
Confidence Level(95.0%) |
5.811801 |
Confidence Level(95.0%) |
0.511002 |
Confidence Level(95.0%) |
0.365749 |
Measurement scale. The measurement scale used here is interval because it uses Frequencies,, mode, median, mean , SD, Skewness and Kurtosis to determine thoughts, behaviors, and feelings etc.
Measure of central tendency. The measures of central tendency used here include mean, median, and mode..
Evaluation. using the measurement scales of frequencies,, mode, median, mean , SD, Skewness and Kurtosis to determine thoughts, behaviors, and feelings there is a 95% confidence level that the assumptions for statistical testing were met.
Simple Regression: Descriptive Statistics and Assumption Testing
Frequency distribution table.
|
10 |
Frequency |
Cumulative % |
|
30 |
27 |
6.05% |
|
40 |
12 |
8.74% |
|
40 |
0 |
8.74% |
|
40 |
0 |
8.74% |
|
50 |
9 |
10.76% |
|
60 |
12 |
13.45% |
|
60 |
0 |
13.45% |
|
60 |
0 |
13.45% |
|
60 |
0 |
13.45% |
|
60 |
0 |
13.45% |
|
70 |
10 |
15.70% |
|
70 |
0 |
15.70% |
|
70 |
0 |
15.70% |
|
70 |
0 |
15.70% |
|
70 |
0 |
15.70% |
|
70 |
0 |
15.70% |
|
80 |
7 |
17.26% |
|
80 |
0 |
17.26% |
|
80 |
0 |
17.26% |
|
90 |
3 |
17.94% |
|
90 |
0 |
17.94% |
|
90 |
0 |
17.94% |
|
90 |
0 |
17.94% |
|
100 |
13 |
20.85% |
|
100 |
0 |
20.85% |
|
100 |
0 |
20.85% |
|
100 |
0 |
20.85% |
|
100 |
0 |
20.85% |
|
100 |
0 |
20.85% |
|
100 |
0 |
20.85% |
|
100 |
0 |
20.85% |
|
110 |
15 |
24.22% |
|
110 |
0 |
24.22% |
|
110 |
0 |
24.22% |
|
110 |
0 |
24.22% |
|
110 |
0 |
24.22% |
|
120 |
8 |
26.01% |
|
120 |
0 |
26.01% |
|
120 |
0 |
26.01% |
|
120 |
0 |
26.01% |
|
120 |
0 |
26.01% |
|
120 |
0 |
26.01% |
|
120 |
0 |
26.01% |
|
120 |
0 |
26.01% |
|
120 |
0 |
26.01% |
|
120 |
0 |
26.01% |
|
130 |
9 |
28.03% |
|
130 |
0 |
28.03% |
|
130 |
0 |
28.03% |
|
130 |
0 |
28.03% |
|
130 |
0 |
28.03% |
|
130 |
0 |
28.03% |
|
130 |
0 |
28.03% |
|
130 |
0 |
28.03% |
|
140 |
18 |
32.06% |
|
140 |
0 |
32.06% |
|
140 |
0 |
32.06% |
|
140 |
0 |
32.06% |
|
140 |
0 |
32.06% |
|
140 |
0 |
32.06% |
|
140 |
0 |
32.06% |
|
140 |
0 |
32.06% |
|
140 |
0 |
32.06% |
|
140 |
0 |
32.06% |
|
140 |
0 |
32.06% |
|
150 |
10 |
34.30% |
|
150 |
0 |
34.30% |
|
150 |
0 |
34.30% |
|
150 |
0 |
34.30% |
|
150 |
0 |
34.30% |
|
150 |
0 |
34.30% |
|
150 |
0 |
34.30% |
|
150 |
0 |
34.30% |
|
150 |
0 |
34.30% |
|
150 |
0 |
34.30% |
|
160 |
15 |
37.67% |
|
160 |
0 |
37.67% |
|
160 |
0 |
37.67% |
|
170 |
9 |
39.69% |
|
170 |
0 |
39.69% |
|
170 |
0 |
39.69% |
|
170 |
0 |
39.69% |
|
180 |
7 |
41.26% |
|
180 |
0 |
41.26% |
|
180 |
0 |
41.26% |
|
180 |
0 |
41.26% |
|
180 |
0 |
41.26% |
|
180 |
0 |
41.26% |
|
180 |
0 |
41.26% |
|
180 |
0 |
41.26% |
|
180 |
0 |
41.26% |
|
180 |
0 |
41.26% |
|
180 |
0 |
41.26% |
|
185 |
5 |
42.38% |
|
185 |
0 |
42.38% |
|
185 |
0 |
42.38% |
|
185 |
0 |
42.38% |
|
185 |
0 |
42.38% |
|
185 |
0 |
42.38% |
|
185 |
0 |
42.38% |
|
185 |
0 |
42.38% |
|
185 |
0 |
42.38% |
|
185 |
0 |
42.38% |
|
185 |
0 |
42.38% |
|
185 |
0 |
42.38% |
|
190 |
6 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
190 |
0 |
43.72% |
|
200 |
11 |
46.19% |
|
200 |
0 |
46.19% |
|
200 |
0 |
46.19% |
|
200 |
0 |
46.19% |
|
200 |
0 |
46.19% |
|
200 |
0 |
46.19% |
|
200 |
0 |
46.19% |
|
210 |
16 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
210 |
0 |
49.78% |
|
220 |
12 |
52.47% |
|
220 |
0 |
52.47% |
|
220 |
0 |
52.47% |
|
220 |
0 |
52.47% |
|
220 |
0 |
52.47% |
|
220 |
0 |
52.47% |
|
230 |
7 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
230 |
0 |
54.04% |
|
235 |
8 |
55.83% |
|
240 |
3 |
56.50% |
|
240 |
0 |
56.50% |
|
240 |
0 |
56.50% |
|
240 |
0 |
56.50% |
|
240 |
0 |
56.50% |
|
240 |
0 |
56.50% |
|
240 |
0 |
56.50% |
|
245 |
3 |
57.17% |
|
250 |
0 |
57.17% |
|
250 |
0 |
57.17% |
|
250 |
0 |
57.17% |
|
250 |
0 |
57.17% |
|
250 |
0 |
57.17% |
|
250 |
0 |
57.17% |
|
250 |
0 |
57.17% |
|
250 |
0 |
57.17% |
|
250 |
0 |
57.17% |
|
250 |
0 |
57.17% |
|
260 |
3 |
57.85% |
|
260 |
0 |
57.85% |
|
260 |
0 |
57.85% |
|
270 |
7 |
59.42% |
|
270 |
0 |
59.42% |
|
270 |
0 |
59.42% |
|
280 |
1 |
59.64% |
|
280 |
0 |
59.64% |
|
280 |
0 |
59.64% |
|
280 |
0 |
59.64% |
|
280 |
0 |
59.64% |
|
280 |
0 |
59.64% |
|
280 |
0 |
59.64% |
|
280 |
0 |
59.64% |
|
280 |
0 |
59.64% |
|
280 |
0 |
59.64% |
|
280 |
0 |
59.64% |
|
285 |
1 |
59.87% |
|
290 |
2 |
60.31% |
|
290 |
0 |
60.31% |
|
290 |
0 |
60.31% |
|
290 |
0 |
60.31% |
|
290 |
0 |
60.31% |
|
290 |
0 |
60.31% |
|
290 |
0 |
60.31% |
|
290 |
0 |
60.31% |
|
300 |
2 |
60.76% |
|
300 |
0 |
60.76% |
|
300 |
0 |
60.76% |
|
300 |
0 |
60.76% |
|
320 |
2 |
61.21% |
|
320 |
0 |
61.21% |
|
330 |
0 |
61.21% |
|
330 |
0 |
61.21% |
|
340 |
1 |
61.43% |
|
340 |
0 |
61.43% |
|
340 |
0 |
61.43% |
|
360 |
2 |
61.88% |
|
More |
170 |
100.00% |
Histogram.
Descriptive statistics table.
|
Mean |
354.8649 |
Mean |
589.727 |
Mean |
188.8063 |
|
Standard Error |
39.43867 |
Standard Error |
30.98806 |
Standard Error |
4.757069 |
|
Median |
144 |
Median |
507.705 |
Median |
190 |
|
Mode |
205 |
Mode |
234 |
Mode |
190 |
|
Standard Deviation |
587.6229 |
Standard Deviation |
461.7116 |
Standard Deviation |
70.87873 |
|
Sample Variance |
345300.7 |
Sample Variance |
213177.6 |
Sample Variance |
5023.795 |
|
Kurtosis |
5.239149 |
Kurtosis |
0.388974 |
Kurtosis |
-0.54905 |
|
Skewness |
2.486735 |
Skewness |
0.925083 |
Skewness |
-0.04727 |
|
Range |
2799 |
Range |
2251.404 |
Range |
330 |
|
Minimum |
2 |
Minimum |
20.456 |
Minimum |
30 |
|
Maximum |
2801 |
Maximum |
2271.86 |
Maximum |
360 |
|
Sum |
78780 |
Sum |
130919.4 |
Sum |
41915 |
|
Count |
222 |
Count |
222 |
Count |
222 |
|
Confidence Level(95.0%) |
77.724 |
Confidence Level(95.0%) |
61.06991 |
Confidence Level(95.0%) |
9.375024 |
Measurement scale. The measurement scale used here is interval because it uses Frequencies,, mode, median, mean , SD, Skewness and Kurtosis to determine thoughts, behaviors, and feelings etc.
Measure of central tendency. The measures of central tendency used here include mean, median, and mode..
Evaluation. using the measurement scales of frequencies,, mode, median, mean , SD, Skewness and Kurtosis to determine thoughts, behaviors, and feelings there is a 95% confidence level that the assumptions for statistical testing were met.
Multiple Regression: Descriptive Statistics and Assumption Testing
Frequency distribution table.
|
126.201 |
Frequency |
Cumulative % |
|
103.38 |
6496 |
72.03% |
|
104.13 |
7 |
72.11% |
|
104.204 |
0 |
72.11% |
|
104.5 |
0 |
72.11% |
|
106.111 |
14 |
72.27% |
|
106.224 |
0 |
72.27% |
|
106.26 |
0 |
72.27% |
|
106.582 |
0 |
72.27% |
|
106.604 |
0 |
72.27% |
|
106.88 |
0 |
72.27% |
|
107.147 |
7 |
72.34% |
|
107.267 |
0 |
72.34% |
|
107.284 |
0 |
72.34% |
|
107.405 |
0 |
72.34% |
|
107.985 |
0 |
72.34% |
|
108.034 |
7 |
72.42% |
|
108.034 |
0 |
72.42% |
|
108.185 |
0 |
72.42% |
|
108.265 |
0 |
72.42% |
|
108.407 |
0 |
72.42% |
|
108.625 |
0 |
72.42% |
|
108.649 |
0 |
72.42% |
|
108.684 |
0 |
72.42% |
|
108.689 |
0 |
72.42% |
|
108.721 |
0 |
72.42% |
|
108.991 |
0 |
72.42% |
|
109.222 |
0 |
72.42% |
|
109.254 |
0 |
72.42% |
|
109.52 |
0 |
72.42% |
|
109.619 |
0 |
72.42% |
|
109.638 |
0 |
72.42% |
|
109.663 |
0 |
72.42% |
|
109.718 |
0 |
72.42% |
|
109.885 |
0 |
72.42% |
|
109.949 |
0 |
72.42% |
|
109.951 |
0 |
72.42% |
|
110.124 |
14 |
72.58% |
|
110.224 |
0 |
72.58% |
|
110.264 |
0 |
72.58% |
|
110.307 |
0 |
72.58% |
|
110.313 |
0 |
72.58% |
|
110.317 |
0 |
72.58% |
|
110.364 |
0 |
72.58% |
|
110.447 |
0 |
72.58% |
|
110.491 |
0 |
72.58% |
|
110.515 |
0 |
72.58% |
|
110.555 |
0 |
72.58% |
|
110.652 |
0 |
72.58% |
|
110.689 |
0 |
72.58% |
|
110.78 |
0 |
72.58% |
|
110.839 |
0 |
72.58% |
|
110.868 |
0 |
72.58% |
|
110.894 |
0 |
72.58% |
|
110.905 |
0 |
72.58% |
|
110.905 |
0 |
72.58% |
|
111.029 |
0 |
72.58% |
|
111.076 |
0 |
72.58% |
|
111.135 |
0 |
72.58% |
|
111.35 |
0 |
72.58% |
|
111.459 |
0 |
72.58% |
|
111.534 |
0 |
72.58% |
|
111.588 |
0 |
72.58% |
|
111.818 |
0 |
72.58% |
|
111.911 |
0 |
72.58% |
|
111.959 |
0 |
72.58% |
|
112.014 |
0 |
72.58% |
|
112.039 |
0 |
72.58% |
|
112.065 |
0 |
72.58% |
|
112.139 |
0 |
72.58% |
|
112.16 |
0 |
72.58% |
|
112.169 |
0 |
72.58% |
|
112.209 |
0 |
72.58% |
|
112.241 |
0 |
72.58% |
|
112.251 |
0 |
72.58% |
|
112.265 |
0 |
72.58% |
|
112.355 |
0 |
72.58% |
|
112.506 |
0 |
72.58% |
|
112.524 |
0 |
72.58% |
|
112.541 |
0 |
72.58% |
|
112.589 |
0 |
72.58% |
|
112.639 |
0 |
72.58% |
|
112.675 |
0 |
72.58% |
|
112.688 |
0 |
72.58% |
|
112.699 |
0 |
72.58% |
|
112.768 |
0 |
72.58% |
|
112.803 |
0 |
72.58% |
|
112.848 |
0 |
72.58% |
|
112.93 |
0 |
72.58% |
|
112.945 |
0 |
72.58% |
|
113.004 |
7 |
72.65% |
|
113.034 |
0 |
72.65% |
|
113.045 |
0 |
72.65% |
|
113.055 |
0 |
72.65% |
|
113.076 |
0 |
72.65% |
|
113.08 |
0 |
72.65% |
|
113.086 |
0 |
72.65% |
|
113.108 |
0 |
72.65% |
|
113.11 |
0 |
72.65% |
|
113.129 |
0 |
72.65% |
|
113.144 |
0 |
72.65% |
|
113.229 |
0 |
72.65% |
|
113.288 |
0 |
72.65% |
|
113.297 |
0 |
72.65% |
|
113.298 |
0 |
72.65% |
|
113.315 |
0 |
72.65% |
|
113.333 |
0 |
72.65% |
|
113.334 |
0 |
72.65% |
|
113.492 |
0 |
72.65% |
|
113.525 |
0 |
72.65% |
|
113.665 |
0 |
72.65% |
|
113.733 |
0 |
72.65% |
|
113.775 |
0 |
72.65% |
|
113.796 |
0 |
72.65% |
|
113.799 |
0 |
72.65% |
|
113.858 |
0 |
72.65% |
|
113.958 |
0 |
72.65% |
|
114.042 |
0 |
72.65% |
|
114.044 |
0 |
72.65% |
|
114.079 |
0 |
72.65% |
|
114.085 |
0 |
72.65% |
|
114.249 |
0 |
72.65% |
|
114.258 |
0 |
72.65% |
|
114.258 |
0 |
72.65% |
|
114.309 |
0 |
72.65% |
|
114.404 |
0 |
72.65% |
|
114.418 |
0 |
72.65% |
|
114.453 |
0 |
72.65% |
|
114.474 |
0 |
72.65% |
|
114.477 |
0 |
72.65% |
|
114.554 |
0 |
72.65% |
|
114.569 |
0 |
72.65% |
|
114.634 |
0 |
72.65% |
|
114.67 |
0 |
72.65% |
|
114.709 |
0 |
72.65% |
|
114.714 |
0 |
72.65% |
|
114.729 |
0 |
72.65% |
|
114.75 |
0 |
72.65% |
|
114.751 |
0 |
72.65% |
|
114.779 |
0 |
72.65% |
|
114.861 |
0 |
72.65% |
|
114.9 |
0 |
72.65% |
|
114.9 |
0 |
72.65% |
|
114.927 |
0 |
72.65% |
|
114.984 |
0 |
72.65% |
|
115.079 |
7 |
72.73% |
|
115.085 |
0 |
72.73% |
|
115.137 |
0 |
72.73% |
|
115.144 |
0 |
72.73% |
|
115.215 |
0 |
72.73% |
|
115.234 |
0 |
72.73% |
|
115.298 |
0 |
72.73% |
|
115.304 |
0 |
72.73% |
|
115.309 |
0 |
72.73% |
|
115.311 |
0 |
72.73% |
|
115.321 |
0 |
72.73% |
|
115.372 |
0 |
72.73% |
|
115.391 |
0 |
72.73% |
|
115.413 |
0 |
72.73% |
|
115.444 |
0 |
72.73% |
|
115.461 |
0 |
72.73% |
|
115.466 |
0 |
72.73% |
|
115.52 |
0 |
72.73% |
|
115.591 |
0 |
72.73% |
|
115.608 |
0 |
72.73% |
|
115.635 |
0 |
72.73% |
|
115.645 |
0 |
72.73% |
|
115.659 |
0 |
72.73% |
|
115.679 |
0 |
72.73% |
|
115.691 |
0 |
72.73% |
|
115.792 |
0 |
72.73% |
|
115.801 |
0 |
72.73% |
|
115.812 |
0 |
72.73% |
|
115.818 |
0 |
72.73% |
|
115.846 |
0 |
72.73% |
|
115.857 |
0 |
72.73% |
|
115.863 |
0 |
72.73% |
|
115.89 |
0 |
72.73% |
|
115.893 |
0 |
72.73% |
|
115.91 |
0 |
72.73% |
|
115.969 |
0 |
72.73% |
|
115.996 |
0 |
72.73% |
|
116.017 |
7 |
72.81% |
|
116.02 |
0 |
72.81% |
|
116.066 |
0 |
72.81% |
|
116.074 |
0 |
72.81% |
|
116.108 |
0 |
72.81% |
|
116.128 |
0 |
72.81% |
|
116.134 |
0 |
72.81% |
|
116.146 |
0 |
72.81% |
|
116.151 |
0 |
72.81% |
|
116.165 |
0 |
72.81% |
|
116.181 |
0 |
72.81% |
|
116.184 |
0 |
72.81% |
|
116.22 |
0 |
72.81% |
|
116.225 |
0 |
72.81% |
|
116.229 |
0 |
72.81% |
|
116.241 |
0 |
72.81% |
|
116.295 |
0 |
72.81% |
|
116.366 |
0 |
72.81% |
|
116.411 |
0 |
72.81% |
|
116.417 |
0 |
72.81% |
|
116.468 |
0 |
72.81% |
|
116.476 |
0 |
72.81% |
|
116.55 |
0 |
72.81% |
|
116.559 |
0 |
72.81% |
|
116.56 |
0 |
72.81% |
|
116.603 |
0 |
72.81% |
|
116.659 |
0 |
72.81% |
|
116.677 |
0 |
72.81% |
|
116.694 |
0 |
72.81% |
|
116.723 |
0 |
72.81% |
|
116.724 |
0 |
72.81% |
|
116.783 |
0 |
72.81% |
|
116.792 |
0 |
72.81% |
|
116.815 |
0 |
72.81% |
|
116.849 |
0 |
72.81% |
|
116.859 |
0 |
72.81% |
|
116.914 |
0 |
72.81% |
|
116.92 |
0 |
72.81% |
|
116.924 |
0 |
72.81% |
|
116.956 |
0 |
72.81% |
|
116.967 |
0 |
72.81% |
|
117.037 |
0 |
72.81% |
|
117.054 |
0 |
72.81% |
|
117.087 |
0 |
72.81% |
|
117.093 |
0 |
72.81% |
|
117.11 |
0 |
72.81% |
|
117.119 |
0 |
72.81% |
|
117.134 |
0 |
72.81% |
|
117.137 |
0 |
72.81% |
|
117.151 |
0 |
72.81% |
|
117.154 |
0 |
72.81% |
|
117.195 |
0 |
72.81% |
|
117.253 |
0 |
72.81% |
|
117.284 |
0 |
72.81% |
|
117.287 |
0 |
72.81% |
|
117.309 |
0 |
72.81% |
|
117.328 |
0 |
72.81% |
|
117.386 |
0 |
72.81% |
|
117.396 |
0 |
72.81% |
|
117.432 |
0 |
72.81% |
|
117.465 |
0 |
72.81% |
|
117.478 |
0 |
72.81% |
|
117.504 |
0 |
72.81% |
|
117.514 |
0 |
72.81% |
|
117.604 |
0 |
72.81% |
|
117.624 |
0 |
72.81% |
|
117.649 |
0 |
72.81% |
|
117.724 |
0 |
72.81% |
|
117.741 |
0 |
72.81% |
|
117.785 |
0 |
72.81% |
|
117.789 |
0 |
72.81% |
|
117.809 |
0 |
72.81% |
|
117.875 |
0 |
72.81% |
|
117.911 |
0 |
72.81% |
|
117.925 |
0 |
72.81% |
|
117.927 |
0 |
72.81% |
|
117.957 |
0 |
72.81% |
|
117.967 |
0 |
72.81% |
|
117.976 |
0 |
72.81% |
|
117.996 |
0 |
72.81% |
|
118.005 |
7 |
72.89% |
|
118.018 |
0 |
72.89% |
|
118.024 |
0 |
72.89% |
|
118.045 |
0 |
72.89% |
|
118.05 |
0 |
72.89% |
|
118.084 |
0 |
72.89% |
|
118.091 |
0 |
72.89% |
|
118.106 |
0 |
72.89% |
|
118.108 |
0 |
72.89% |
|
118.113 |
0 |
72.89% |
|
118.122 |
0 |
72.89% |
|
118.129 |
0 |
72.89% |
|
118.134 |
0 |
72.89% |
|
118.134 |
0 |
72.89% |
|
118.145 |
0 |
72.89% |
|
118.214 |
0 |
72.89% |
|
118.267 |
0 |
72.89% |
|
118.291 |
0 |
72.89% |
|
118.343 |
0 |
72.89% |
|
118.365 |
0 |
72.89% |
|
118.385 |
0 |
72.89% |
|
118.41 |
0 |
72.89% |
|
118.416 |
0 |
72.89% |
|
118.441 |
0 |
72.89% |
|
118.545 |
0 |
72.89% |
|
118.564 |
0 |
72.89% |
|
118.595 |
0 |
72.89% |
|
118.618 |
0 |
72.89% |
|
118.619 |
0 |
72.89% |
|
118.634 |
0 |
72.89% |
|
118.667 |
0 |
72.89% |
|
118.689 |
0 |
72.89% |
|
118.696 |
0 |
72.89% |
|
118.712 |
0 |
72.89% |
|
118.743 |
0 |
72.89% |
|
118.757 |
0 |
72.89% |
|
118.767 |
0 |
72.89% |
|
118.816 |
0 |
72.89% |
|
118.827 |
0 |
72.89% |
|
118.859 |
0 |
72.89% |
|
118.904 |
0 |
72.89% |
|
118.922 |
0 |
72.89% |
|
118.941 |
0 |
72.89% |
|
118.955 |
0 |
72.89% |
|
118.964 |
0 |
72.89% |
|
118.994 |
0 |
72.89% |
|
118.998 |
0 |
72.89% |
|
119.039 |
13 |
73.03% |
|
119.04 |
0 |
73.03% |
|
119.07 |
0 |
73.03% |
|
119.099 |
0 |
73.03% |
|
119.111 |
0 |
73.03% |
|
119.115 |
0 |
73.03% |
|
119.135 |
0 |
73.03% |
|
119.135 |
0 |
73.03% |
|
119.137 |
0 |
73.03% |
|
119.146 |
0 |
73.03% |
|
119.151 |
0 |
73.03% |
|
119.159 |
0 |
73.03% |
|
119.174 |
0 |
73.03% |
|
119.19 |
0 |
73.03% |
|
119.208 |
0 |
73.03% |
|
119.209 |
0 |
73.03% |
|
119.224 |
0 |
73.03% |
|
119.229 |
0 |
73.03% |
|
119.253 |
0 |
73.03% |
|
119.287 |
0 |
73.03% |
|
119.294 |
0 |
73.03% |
|
119.319 |
0 |
73.03% |
|
119.343 |
0 |
73.03% |
|
119.35 |
0 |
73.03% |
|
119.375 |
0 |
73.03% |
|
119.505 |
0 |
73.03% |
|
119.513 |
0 |
73.03% |
|
119.535 |
0 |
73.03% |
|
119.54 |
0 |
73.03% |
|
119.541 |
0 |
73.03% |
|
119.561 |
0 |
73.03% |
|
119.598 |
0 |
73.03% |
|
119.606 |
0 |
73.03% |
|
119.621 |
0 |
73.03% |
|
119.632 |
0 |
73.03% |
|
119.639 |
0 |
73.03% |
|
119.646 |
0 |
73.03% |
|
119.649 |
0 |
73.03% |
|
119.67 |
0 |
73.03% |
|
119.698 |
0 |
73.03% |
|
119.708 |
0 |
73.03% |
|
119.737 |
0 |
73.03% |
|
119.737 |
0 |
73.03% |
|
119.777 |
0 |
73.03% |
|
119.806 |
0 |
73.03% |
|
119.854 |
0 |
73.03% |
|
119.875 |
0 |
73.03% |
|
119.888 |
0 |
73.03% |
|
119.91 |
0 |
73.03% |
|
119.916 |
0 |
73.03% |
|
119.945 |
0 |
73.03% |
|
119.975 |
0 |
73.03% |
|
120.015 |
14 |
73.19% |
|
120.034 |
0 |
73.19% |
|
120.037 |
0 |
73.19% |
|
120.055 |
0 |
73.19% |
|
120.058 |
0 |
73.19% |
|
120.061 |
0 |
73.19% |
|
120.076 |
0 |
73.19% |
|
120.078 |
0 |
73.19% |
|
120.088 |
0 |
73.19% |
|
120.136 |
0 |
73.19% |
|
120.137 |
0 |
73.19% |
|
120.147 |
0 |
73.19% |
|
120.154 |
0 |
73.19% |
|
120.162 |
0 |
73.19% |
|
120.189 |
0 |
73.19% |
|
120.189 |
0 |
73.19% |
|
120.193 |
0 |
73.19% |
|
120.209 |
0 |
73.19% |
|
120.227 |
0 |
73.19% |
|
120.228 |
0 |
73.19% |
|
120.229 |
0 |
73.19% |
|
120.233 |
0 |
73.19% |
|
120.243 |
0 |
73.19% |
|
120.247 |
0 |
73.19% |
|
120.264 |
0 |
73.19% |
|
120.319 |
0 |
73.19% |
|
120.324 |
0 |
73.19% |
|
120.324 |
0 |
73.19% |
|
120.33 |
0 |
73.19% |
|
120.354 |
0 |
73.19% |
|
120.397 |
0 |
73.19% |
|
120.419 |
0 |
73.19% |
|
120.446 |
0 |
73.19% |
|
120.458 |
0 |
73.19% |
|
120.472 |
0 |
73.19% |
|
120.484 |
0 |
73.19% |
|
120.497 |
0 |
73.19% |
|
120.505 |
0 |
73.19% |
|
120.509 |
0 |
73.19% |
|
120.513 |
0 |
73.19% |
|
120.527 |
0 |
73.19% |
|
120.532 |
0 |
73.19% |
|
120.534 |
0 |
73.19% |
|
120.534 |
0 |
73.19% |
|
120.538 |
0 |
73.19% |
|
120.553 |
0 |
73.19% |
|
120.555 |
0 |
73.19% |
|
120.569 |
0 |
73.19% |
|
120.573 |
0 |
73.19% |
|
120.575 |
0 |
73.19% |
|
120.595 |
0 |
73.19% |
|
120.607 |
0 |
73.19% |
|
120.654 |
0 |
73.19% |
|
120.657 |
0 |
73.19% |
|
120.702 |
0 |
73.19% |
|
120.716 |
0 |
73.19% |
|
120.726 |
0 |
73.19% |
|
120.755 |
0 |
73.19% |
|
120.766 |
0 |
73.19% |
|
120.766 |
0 |
73.19% |
|
120.779 |
0 |
73.19% |
|
120.786 |
0 |
73.19% |
|
120.798 |
0 |
73.19% |
|
120.835 |
0 |
73.19% |
|
120.851 |
0 |
73.19% |
|
120.856 |
0 |
73.19% |
|
120.92 |
0 |
73.19% |
|
120.952 |
0 |
73.19% |
|
120.963 |
0 |
73.19% |
|
120.981 |
0 |
73.19% |
|
121.009 |
0 |
73.19% |
|
121.055 |
0 |
73.19% |
|
121.059 |
0 |
73.19% |
|
121.106 |
0 |
73.19% |
|
121.118 |
0 |
73.19% |
|
121.146 |
0 |
73.19% |
|
121.154 |
0 |
73.19% |
|
121.165 |
0 |
73.19% |
|
121.225 |
0 |
73.19% |
|
121.234 |
0 |
73.19% |
|
121.235 |
0 |
73.19% |
|
121.238 |
0 |
73.19% |
|
121.256 |
0 |
73.19% |
|
121.284 |
0 |
73.19% |
|
121.301 |
0 |
73.19% |
|
121.306 |
0 |
73.19% |
|
121.313 |
0 |
73.19% |
|
121.315 |
0 |
73.19% |
|
121.318 |
0 |
73.19% |
|
121.397 |
0 |
73.19% |
|
121.399 |
0 |
73.19% |
|
121.407 |
0 |
73.19% |
|
121.431 |
0 |
73.19% |
|
121.474 |
0 |
73.19% |
|
121.485 |
0 |
73.19% |
|
121.485 |
0 |
73.19% |
|
121.499 |
0 |
73.19% |
|
121.514 |
0 |
73.19% |
|
121.527 |
0 |
73.19% |
|
121.528 |
0 |
73.19% |
|
121.547 |
0 |
73.19% |
|
121.582 |
0 |
73.19% |
|
121.587 |
0 |
73.19% |
|
121.617 |
0 |
73.19% |
|
121.627 |
0 |
73.19% |
|
121.635 |
0 |
73.19% |
|
121.657 |
0 |
73.19% |
|
121.659 |
0 |
73.19% |
|
121.66 |
0 |
73.19% |
|
121.664 |
0 |
73.19% |
|
121.728 |
0 |
73.19% |
|
121.762 |
0 |
73.19% |
|
121.771 |
0 |
73.19% |
|
121.775 |
0 |
73.19% |
|
121.783 |
0 |
73.19% |
|
121.789 |
0 |
73.19% |
|
121.824 |
0 |
73.19% |
|
121.851 |
0 |
73.19% |
|
121.885 |
0 |
73.19% |
|
121.889 |
0 |
73.19% |
|
121.903 |
0 |
73.19% |
|
121.93 |
0 |
73.19% |
|
121.933 |
0 |
73.19% |
|
121.944 |
0 |
73.19% |
|
121.996 |
0 |
73.19% |
|
122.035 |
0 |
73.19% |
|
122.044 |
0 |
73.19% |
|
122.044 |
0 |
73.19% |
|
122.082 |
0 |
73.19% |
|
122.086 |
0 |
73.19% |
|
122.088 |
0 |
73.19% |
|
122.088 |
0 |
73.19% |
|
122.089 |
0 |
73.19% |
|
122.101 |
0 |
73.19% |
|
122.147 |
0 |
73.19% |
|
122.149 |
0 |
73.19% |
|
122.17 |
0 |
73.19% |
|
122.175 |
0 |
73.19% |
|
122.205 |
0 |
73.19% |
|
122.211 |
0 |
73.19% |
|
122.216 |
0 |
73.19% |
|
122.218 |
0 |
73.19% |
|
122.229 |
0 |
73.19% |
|
122.232 |
0 |
73.19% |
|
122.235 |
0 |
73.19% |
|
122.288 |
0 |
73.19% |
|
122.292 |
0 |
73.19% |
|
122.315 |
0 |
73.19% |
|
122.341 |
0 |
73.19% |
|
122.365 |
0 |
73.19% |
|
122.371 |
0 |
73.19% |
|
122.375 |
0 |
73.19% |
|
122.384 |
0 |
73.19% |
|
122.394 |
0 |
73.19% |
|
122.397 |
0 |
73.19% |
|
122.41 |
0 |
73.19% |
|
122.411 |
0 |
73.19% |
|
122.413 |
0 |
73.19% |
|
122.428 |
0 |
73.19% |
|
122.435 |
0 |
73.19% |
|
122.439 |
0 |
73.19% |
|
122.45 |
0 |
73.19% |
|
122.471 |
0 |
73.19% |
|
122.527 |
0 |
73.19% |
|
122.539 |
0 |
73.19% |
|
122.606 |
0 |
73.19% |
|
122.612 |
0 |
73.19% |
|
122.648 |
0 |
73.19% |
|
122.675 |
0 |
73.19% |
|
122.679 |
0 |
73.19% |
|
122.708 |
0 |
73.19% |
|
122.724 |
0 |
73.19% |
|
122.754 |
0 |
73.19% |
|
122.765 |
0 |
73.19% |
|
122.766 |
0 |
73.19% |
|
122.771 |
0 |
73.19% |
|
122.779 |
0 |
73.19% |
|
122.782 |
0 |
73.19% |
|
122.79 |
0 |
73.19% |
|
122.797 |
0 |
73.19% |
|
122.816 |
0 |
73.19% |
|
122.845 |
0 |
73.19% |
|
122.893 |
0 |
73.19% |
|
122.905 |
0 |
73.19% |
|
122.919 |
0 |
73.19% |
|
122.938 |
0 |
73.19% |
|
122.94 |
0 |
73.19% |
|
122.956 |
0 |
73.19% |
|
122.966 |
0 |
73.19% |
|
123.037 |
7 |
73.26% |
|
123.054 |
0 |
73.26% |
|
123.061 |
0 |
73.26% |
|
123.069 |
0 |
73.26% |
|
123.081 |
0 |
73.26% |
|
123.082 |
0 |
73.26% |
|
123.091 |
0 |
73.26% |
|
123.118 |
0 |
73.26% |
|
123.12 |
0 |
73.26% |
|
123.126 |
0 |
73.26% |
|
123.127 |
0 |
73.26% |
|
123.177 |
0 |
73.26% |
|
123.178 |
0 |
73.26% |
|
123.189 |
0 |
73.26% |
|
123.207 |
0 |
73.26% |
|
123.209 |
0 |
73.26% |
|
123.213 |
0 |
73.26% |
|
123.217 |
0 |
73.26% |
|
123.227 |
0 |
73.26% |
|
123.236 |
0 |
73.26% |
|
123.255 |
0 |
73.26% |
|
123.263 |
0 |
73.26% |
|
123.274 |
0 |
73.26% |
|
123.303 |
0 |
73.26% |
|
123.304 |
0 |
73.26% |
|
123.305 |
0 |
73.26% |
|
123.311 |
0 |
73.26% |
|
123.312 |
0 |
73.26% |
|
123.354 |
0 |
73.26% |
|
123.392 |
0 |
73.26% |
|
123.41 |
0 |
73.26% |
|
123.416 |
0 |
73.26% |
|
123.417 |
0 |
73.26% |
|
123.443 |
0 |
73.26% |
|
123.445 |
0 |
73.26% |
|
123.445 |
0 |
73.26% |
|
123.453 |
0 |
73.26% |
|
123.455 |
0 |
73.26% |
|
123.46 |
0 |
73.26% |
|
123.465 |
0 |
73.26% |
|
123.466 |
0 |
73.26% |
|
123.514 |
0 |
73.26% |
|
123.537 |
0 |
73.26% |
|
123.543 |
0 |
73.26% |
|
123.564 |
0 |
73.26% |
|
123.565 |
0 |
73.26% |
|
123.583 |
0 |
73.26% |
|
123.595 |
0 |
73.26% |
|
123.609 |
0 |
73.26% |
|
123.623 |
0 |
73.26% |
|
123.635 |
0 |
73.26% |
|
123.689 |
0 |
73.26% |
|
123.695 |
0 |
73.26% |
|
123.705 |
0 |
73.26% |
|
123.74 |
0 |
73.26% |
|
123.742 |
0 |
73.26% |
|
123.742 |
0 |
73.26% |
|
123.761 |
0 |
73.26% |
|
123.775 |
0 |
73.26% |
|
123.78 |
0 |
73.26% |
|
123.807 |
0 |
73.26% |
|
123.82 |
0 |
73.26% |
|
123.835 |
0 |
73.26% |
|
123.839 |
0 |
73.26% |
|
123.862 |
0 |
73.26% |
|
123.865 |
0 |
73.26% |
|
123.879 |
0 |
73.26% |
|
123.894 |
0 |
73.26% |
|
123.917 |
0 |
73.26% |
|
123.965 |
0 |
73.26% |
|
123.988 |
0 |
73.26% |
|
123.991 |
0 |
73.26% |
|
124.001 |
7 |
73.34% |
|
124.024 |
0 |
73.34% |
|
124.049 |
0 |
73.34% |
|
124.077 |
0 |
73.34% |
|
124.086 |
0 |
73.34% |
|
124.101 |
0 |
73.34% |
|
124.106 |
0 |
73.34% |
|
124.108 |
0 |
73.34% |
|
124.121 |
0 |
73.34% |
|
124.127 |
0 |
73.34% |
|
124.154 |
0 |
73.34% |
|
124.155 |
0 |
73.34% |
|
124.156 |
0 |
73.34% |
|
124.166 |
0 |
73.34% |
|
124.17 |
0 |
73.34% |
|
124.188 |
0 |
73.34% |
|
124.207 |
0 |
73.34% |
|
124.208 |
0 |
73.34% |
|
124.214 |
0 |
73.34% |
|
124.222 |
0 |
73.34% |
|
124.233 |
0 |
73.34% |
|
124.244 |
0 |
73.34% |
|
124.253 |
0 |
73.34% |
|
124.254 |
0 |
73.34% |
|
124.273 |
0 |
73.34% |
|
124.276 |
0 |
73.34% |
|
124.304 |
0 |
73.34% |
|
124.318 |
0 |
73.34% |
|
124.336 |
0 |
73.34% |
|
124.338 |
0 |
73.34% |
|
124.346 |
0 |
73.34% |
|
124.353 |
0 |
73.34% |
|
124.355 |
0 |
73.34% |
|
124.356 |
0 |
73.34% |
|
124.364 |
0 |
73.34% |
|
124.393 |
0 |
73.34% |
|
124.394 |
0 |
73.34% |
|
124.395 |
0 |
73.34% |
|
124.403 |
0 |
73.34% |
|
124.42 |
0 |
73.34% |
|
124.426 |
0 |
73.34% |
|
124.438 |
0 |
73.34% |
|
124.439 |
0 |
73.34% |
|
124.45 |
0 |
73.34% |
|
124.458 |
0 |
73.34% |
|
124.493 |
0 |
73.34% |
|
124.512 |
0 |
73.34% |
|
124.514 |
0 |
73.34% |
|
124.525 |
0 |
73.34% |
|
124.555 |
0 |
73.34% |
|
124.612 |
0 |
73.34% |
|
124.625 |
0 |
73.34% |
|
124.644 |
0 |
73.34% |
|
124.647 |
0 |
73.34% |
|
124.665 |
0 |
73.34% |
|
124.685 |
0 |
73.34% |
|
124.692 |
0 |
73.34% |
|
124.717 |
0 |
73.34% |
|
124.748 |
0 |
73.34% |
|
124.756 |
0 |
73.34% |
|
124.809 |
0 |
73.34% |
|
124.835 |
0 |
73.34% |
|
124.838 |
0 |
73.34% |
|
124.839 |
0 |
73.34% |
|
124.843 |
0 |
73.34% |
|
124.852 |
0 |
73.34% |
|
124.881 |
0 |
73.34% |
|
124.904 |
0 |
73.34% |
|
124.931 |
0 |
73.34% |
|
124.986 |
0 |
73.34% |
|
124.987 |
0 |
73.34% |
|
125.01 |
7 |
73.42% |
|
125.025 |
0 |
73.42% |
|
125.026 |
0 |
73.42% |
|
125.044 |
0 |
73.42% |
|
125.045 |
0 |
73.42% |
|
125.048 |
0 |
73.42% |
|
125.054 |
0 |
73.42% |
|
125.094 |
0 |
73.42% |
|
125.107 |
0 |
73.42% |
|
125.114 |
0 |
73.42% |
|
125.116 |
0 |
73.42% |
|
125.127 |
0 |
73.42% |
|
125.157 |
0 |
73.42% |
|
125.16 |
0 |
73.42% |
|
125.194 |
0 |
73.42% |
|
125.201 |
0 |
73.42% |
|
125.201 |
0 |
73.42% |
|
125.203 |
0 |
73.42% |
|
125.211 |
0 |
73.42% |
|
125.22 |
0 |
73.42% |
|
125.229 |
0 |
73.42% |
|
125.261 |
0 |
73.42% |
|
125.268 |
0 |
73.42% |
|
125.305 |
0 |
73.42% |
|
125.319 |
0 |
73.42% |
|
125.343 |
0 |
73.42% |
|
125.347 |
0 |
73.42% |
|
125.348 |
0 |
73.42% |
|
125.353 |
0 |
73.42% |
|
125.376 |
0 |
73.42% |
|
125.39 |
0 |
73.42% |
|
125.398 |
0 |
73.42% |
|
125.398 |
0 |
73.42% |
|
125.401 |
0 |
73.42% |
|
125.427 |
0 |
73.42% |
|
125.452 |
0 |
73.42% |
|
125.465 |
0 |
73.42% |
|
125.472 |
0 |
73.42% |
|
125.484 |
0 |
73.42% |
|
125.499 |
0 |
73.42% |
|
125.524 |
0 |
73.42% |
|
125.527 |
0 |
73.42% |
|
125.539 |
0 |
73.42% |
|
125.555 |
0 |
73.42% |
|
125.571 |
0 |
73.42% |
|
125.576 |
0 |
73.42% |
|
125.581 |
0 |
73.42% |
|
125.586 |
0 |
73.42% |
|
125.586 |
0 |
73.42% |
|
125.589 |
0 |
73.42% |
|
125.603 |
0 |
73.42% |
|
125.625 |
0 |
73.42% |
|
125.627 |
0 |
73.42% |
|
125.63 |
0 |
73.42% |
|
125.631 |
0 |
73.42% |
|
125.647 |
0 |
73.42% |
|
125.683 |
0 |
73.42% |
|
125.715 |
0 |
73.42% |
|
125.717 |
0 |
73.42% |
|
125.721 |
0 |
73.42% |
|
125.724 |
0 |
73.42% |
|
125.726 |
0 |
73.42% |
|
125.727 |
0 |
73.42% |
|
125.728 |
0 |
73.42% |
|
125.741 |
0 |
73.42% |
|
125.797 |
0 |
73.42% |
|
125.802 |
0 |
73.42% |
|
125.809 |
0 |
73.42% |
|
125.816 |
0 |
73.42% |
|
125.817 |
0 |
73.42% |
|
125.824 |
0 |
73.42% |
|
125.837 |
0 |
73.42% |
|
125.856 |
0 |
73.42% |
|
125.857 |
0 |
73.42% |
|
125.867 |
0 |
73.42% |
|
125.872 |
0 |
73.42% |
|
125.89 |
0 |
73.42% |
|
125.941 |
0 |
73.42% |
|
125.951 |
0 |
73.42% |
|
125.963 |
0 |
73.42% |
|
125.966 |
0 |
73.42% |
|
125.974 |
0 |
73.42% |
|
125.992 |
0 |
73.42% |
|
125.997 |
0 |
73.42% |
|
125.998 |
0 |
73.42% |
|
126.001 |
0 |
73.42% |
|
126.021 |
0 |
73.42% |
|
126.045 |
0 |
73.42% |
|
126.049 |
0 |
73.42% |
|
126.066 |
0 |
73.42% |
|
126.086 |
0 |
73.42% |
|
126.097 |
0 |
73.42% |
|
126.116 |
0 |
73.42% |
|
126.149 |
0 |
73.42% |
|
126.152 |
0 |
73.42% |
|
126.159 |
0 |
73.42% |
|
126.16 |
0 |
73.42% |
|
126.17 |
0 |
73.42% |
|
126.189 |
0 |
73.42% |
|
126.195 |
0 |
73.42% |
|
126.195 |
0 |
73.42% |
|
126.218 |
0 |
73.42% |
|
126.266 |
0 |
73.42% |
|
126.267 |
0 |
73.42% |
|
126.291 |
0 |
73.42% |
|
126.299 |
0 |
73.42% |
|
126.343 |
0 |
73.42% |
|
126.345 |
0 |
73.42% |
|
126.349 |
0 |
73.42% |
|
126.356 |
0 |
73.42% |
|
126.395 |
0 |
73.42% |
|
126.406 |
0 |
73.42% |
|
126.413 |
0 |
73.42% |
|
126.416 |
0 |
73.42% |
|
126.43 |
0 |
73.42% |
|
126.446 |
0 |
73.42% |
|
126.457 |
0 |
73.42% |
|
126.465 |
0 |
73.42% |
|
126.471 |
0 |
73.42% |
|
126.486 |
0 |
73.42% |
|
126.5 |
0 |
73.42% |
|
126.508 |
0 |
73.42% |
|
126.514 |
0 |
73.42% |
|
126.514 |
0 |
73.42% |
|
126.534 |
0 |
73.42% |
|
126.536 |
0 |
73.42% |
|
126.537 |
0 |
73.42% |
|
126.54 |
0 |
73.42% |
|
126.54 |
0 |
73.42% |
|
126.54 |
0 |
73.42% |
|
126.565 |
0 |
73.42% |
|
126.59 |
0 |
73.42% |
|
126.599 |
0 |
73.42% |
|
126.616 |
0 |
73.42% |
|
126.632 |
0 |
73.42% |
|
126.642 |
0 |
73.42% |
|
126.644 |
0 |
73.42% |
|
126.645 |
0 |
73.42% |
|
126.648 |
0 |
73.42% |
|
126.661 |
0 |
73.42% |
|
126.675 |
0 |
73.42% |
|
126.677 |
0 |
73.42% |
|
126.713 |
0 |
73.42% |
|
126.736 |
0 |
73.42% |
|
126.743 |
0 |
73.42% |
|
126.746 |
0 |
73.42% |
|
126.752 |
0 |
73.42% |
|
126.758 |
0 |
73.42% |
|
126.78 |
0 |
73.42% |
|
126.79 |
0 |
73.42% |
|
126.805 |
0 |
73.42% |
|
126.805 |
0 |
73.42% |
|
126.807 |
0 |
73.42% |
|
126.826 |
0 |
73.42% |
|
126.835 |
0 |
73.42% |
|
126.838 |
0 |
73.42% |
|
126.838 |
0 |
73.42% |
|
126.842 |
0 |
73.42% |
|
126.843 |
0 |
73.42% |
|
126.846 |
0 |
73.42% |
|
126.863 |
0 |
73.42% |
|
126.886 |
0 |
73.42% |
|
126.896 |
0 |
73.42% |
|
126.898 |
0 |
73.42% |
|
126.926 |
0 |
73.42% |
|
126.933 |
0 |
73.42% |
|
126.944 |
0 |
73.42% |
|
126.959 |
0 |
73.42% |
|
126.966 |
0 |
73.42% |
|
126.986 |
0 |
73.42% |
|
126.995 |
0 |
73.42% |
|
127.006 |
0 |
73.42% |
|
127.008 |
0 |
73.42% |
|
127.011 |
0 |
73.42% |
|
127.039 |
0 |
73.42% |
|
127.04 |
0 |
73.42% |
|
127.054 |
0 |
73.42% |
|
127.054 |
0 |
73.42% |
|
127.076 |
0 |
73.42% |
|
127.094 |
0 |
73.42% |
|
127.095 |
0 |
73.42% |
|
127.101 |
0 |
73.42% |
|
127.117 |
0 |
73.42% |
|
127.122 |
0 |
73.42% |
|
127.127 |
0 |
73.42% |
|
127.141 |
0 |
73.42% |
|
127.179 |
0 |
73.42% |
|
127.197 |
0 |
73.42% |
|
127.206 |
0 |
73.42% |
|
127.22 |
0 |
73.42% |
|
127.224 |
0 |
73.42% |
|
127.229 |
0 |
73.42% |
|
127.233 |
0 |
73.42% |
|
127.246 |
0 |
73.42% |
|
127.251 |
0 |
73.42% |
|
127.285 |
0 |
73.42% |
|
127.299 |
0 |
73.42% |
|
127.307 |
0 |
73.42% |
|
127.314 |
0 |
73.42% |
|
127.315 |
0 |
73.42% |
|
127.315 |
0 |
73.42% |
|
127.315 |
0 |
73.42% |
|
127.318 |
0 |
73.42% |
|
127.329 |
0 |
73.42% |
|
127.356 |
0 |
73.42% |
|
127.358 |
0 |
73.42% |
|
127.365 |
0 |
73.42% |
|
127.375 |
0 |
73.42% |
|
127.394 |
0 |
73.42% |
|
127.398 |
0 |
73.42% |
|
127.404 |
0 |
73.42% |
|
127.408 |
0 |
73.42% |
|
127.417 |
0 |
73.42% |
|
127.443 |
0 |
73.42% |
|
127.461 |
0 |
73.42% |
|
127.465 |
0 |
73.42% |
|
127.488 |
0 |
73.42% |
|
127.53 |
0 |
73.42% |
|
127.548 |
0 |
73.42% |
|
127.556 |
0 |
73.42% |
|
127.564 |
0 |
73.42% |
|
127.581 |
0 |
73.42% |
|
127.591 |
0 |
73.42% |
|
127.591 |
0 |
73.42% |
|
127.614 |
0 |
73.42% |
|
127.623 |
0 |
73.42% |
|
127.625 |
0 |
73.42% |
|
127.632 |
0 |
73.42% |
|
127.634 |
0 |
73.42% |
|
127.636 |
0 |
73.42% |
|
127.637 |
0 |
73.42% |
|
127.638 |
0 |
73.42% |
|
127.676 |
0 |
73.42% |
|
127.686 |
0 |
73.42% |
|
127.688 |
0 |
73.42% |
|
127.696 |
0 |
73.42% |
|
127.7 |
0 |
73.42% |
|
127.71 |
0 |
73.42% |
|
127.73 |
0 |
73.42% |
|
127.753 |
0 |
73.42% |
|
127.763 |
0 |
73.42% |
|
127.781 |
0 |
73.42% |
|
127.796 |
0 |
73.42% |
|
127.801 |
0 |
73.42% |
|
127.815 |
0 |
73.42% |
|
127.834 |
0 |
73.42% |
|
127.847 |
0 |
73.42% |
|
127.864 |
0 |
73.42% |
|
127.893 |
0 |
73.42% |
|
127.899 |
0 |
73.42% |
|
127.903 |
0 |
73.42% |
|
127.91 |
0 |
73.42% |
|
127.92 |
0 |
73.42% |
|
127.928 |
0 |
73.42% |
|
127.947 |
0 |
73.42% |
|
128.082 |
7 |
73.50% |
|
128.086 |
0 |
73.50% |
|
128.119 |
0 |
73.50% |
|
128.127 |
0 |
73.50% |
|
128.139 |
0 |
73.50% |
|
128.144 |
0 |
73.50% |
|
128.169 |
0 |
73.50% |
|
128.175 |
0 |
73.50% |
|
128.179 |
0 |
73.50% |
|
128.2 |
0 |
73.50% |
|
128.216 |
0 |
73.50% |
|
128.241 |
0 |
73.50% |
|
128.244 |
0 |
73.50% |
|
128.246 |
0 |
73.50% |
|
128.252 |
0 |
73.50% |
|
128.257 |
0 |
73.50% |
|
128.264 |
0 |
73.50% |
|
128.265 |
0 |
73.50% |
|
128.29 |
0 |
73.50% |
|
128.295 |
0 |
73.50% |
|
128.296 |
0 |
73.50% |
|
128.306 |
0 |
73.50% |
|
128.311 |
0 |
73.50% |
|
128.312 |
0 |
73.50% |
|
128.334 |
0 |
73.50% |
|
128.335 |
0 |
73.50% |
|
128.338 |
0 |
73.50% |
|
128.339 |
0 |
73.50% |
|
128.345 |
0 |
73.50% |
|
128.354 |
0 |
73.50% |
|
128.354 |
0 |
73.50% |
|
128.36 |
0 |
73.50% |
|
128.365 |
0 |
73.50% |
|
128.381 |
0 |
73.50% |
|
128.398 |
0 |
73.50% |
|
128.401 |
0 |
73.50% |
|
128.401 |
0 |
73.50% |
|
128.402 |
0 |
73.50% |
|
128.412 |
0 |
73.50% |
|
128.416 |
0 |
73.50% |
|
128.423 |
0 |
73.50% |
|
128.427 |
0 |
73.50% |
|
128.435 |
0 |
73.50% |
|
128.444 |
0 |
73.50% |
|
128.444 |
0 |
73.50% |
|
128.454 |
0 |
73.50% |
|
128.484 |
0 |
73.50% |
|
128.492 |
0 |
73.50% |
|
128.518 |
0 |
73.50% |
|
128.536 |
0 |
73.50% |
|
128.545 |
0 |
73.50% |
|
128.559 |
0 |
73.50% |
|
128.56 |
0 |
73.50% |
|
128.562 |
0 |
73.50% |
|
128.576 |
0 |
73.50% |
|
128.583 |
0 |
73.50% |
|
128.595 |
0 |
73.50% |
|
128.629 |
0 |
73.50% |
|
128.633 |
0 |
73.50% |
|
128.643 |
0 |
73.50% |
|
128.647 |
0 |
73.50% |
|
128.677 |
0 |
73.50% |
|
128.679 |
0 |
73.50% |
|
128.698 |
0 |
73.50% |
|
128.704 |
0 |
73.50% |
|
128.705 |
0 |
73.50% |
|
128.707 |
0 |
73.50% |
|
128.708 |
0 |
73.50% |
|
128.713 |
0 |
73.50% |
|
128.718 |
0 |
73.50% |
|
128.723 |
0 |
73.50% |
|
128.74 |
0 |
73.50% |
|
128.762 |
0 |
73.50% |
|
128.763 |
0 |
73.50% |
|
128.774 |
0 |
73.50% |
|
128.805 |
0 |
73.50% |
|
128.809 |
0 |
73.50% |
|
128.816 |
0 |
73.50% |
|
128.825 |
0 |
73.50% |
|
128.829 |
0 |
73.50% |
|
128.831 |
0 |
73.50% |
|
128.857 |
0 |
73.50% |
|
128.867 |
0 |
73.50% |
|
128.878 |
0 |
73.50% |
|
128.879 |
0 |
73.50% |
|
128.907 |
0 |
73.50% |
|
128.916 |
0 |
73.50% |
|
128.927 |
0 |
73.50% |
|
128.929 |
0 |
73.50% |
|
128.939 |
0 |
73.50% |
|
128.939 |
0 |
73.50% |
|
128.952 |
0 |
73.50% |
|
128.956 |
0 |
73.50% |
|
128.971 |
0 |
73.50% |
|
128.977 |
0 |
73.50% |
|
128.978 |
0 |
73.50% |
|
128.99 |
0 |
73.50% |
|
129.002 |
7 |
73.58% |
|
129.004 |
0 |
73.58% |
|
129.006 |
0 |
73.58% |
|
129.014 |
0 |
73.58% |
|
129.027 |
0 |
73.58% |
|
129.037 |
0 |
73.58% |
|
129.038 |
0 |
73.58% |
|
129.053 |
0 |
73.58% |
|
129.057 |
0 |
73.58% |
|
129.095 |
0 |
73.58% |
|
129.099 |
0 |
73.58% |
|
129.116 |
0 |
73.58% |
|
129.117 |
0 |
73.58% |
|
129.119 |
0 |
73.58% |
|
129.134 |
0 |
73.58% |
|
129.144 |
0 |
73.58% |
|
129.147 |
0 |
73.58% |
|
129.148 |
0 |
73.58% |
|
129.235 |
0 |
73.58% |
|
129.256 |
0 |
73.58% |
|
129.267 |
0 |
73.58% |
|
129.27 |
0 |
73.58% |
|
129.281 |
0 |
73.58% |
|
129.285 |
0 |
73.58% |
|
129.292 |
0 |
73.58% |
|
129.296 |
0 |
73.58% |
|
129.301 |
0 |
73.58% |
|
129.308 |
0 |
73.58% |
|
129.329 |
0 |
73.58% |
|
129.33 |
0 |
73.58% |
|
129.343 |
0 |
73.58% |
|
129.354 |
0 |
73.58% |
|
129.367 |
0 |
73.58% |
|
129.377 |
0 |
73.58% |
|
129.395 |
0 |
73.58% |
|
129.395 |
0 |
73.58% |
|
129.395 |
0 |
73.58% |
|
129.415 |
0 |
73.58% |
|
129.45 |
0 |
73.58% |
|
129.465 |
0 |
73.58% |
|
129.468 |
0 |
73.58% |
|
129.491 |
0 |
73.58% |
|
129.494 |
0 |
73.58% |
|
129.5 |
0 |
73.58% |
|
129.516 |
0 |
73.58% |
|
129.552 |
0 |
73.58% |
|
129.556 |
0 |
73.58% |
|
129.567 |
0 |
73.58% |
|
129.569 |
0 |
73.58% |
|
129.575 |
0 |
73.58% |
|
129.579 |
0 |
73.58% |
|
129.58 |
0 |
73.58% |
|
129.633 |
0 |
73.58% |
|
129.645 |
0 |
73.58% |
|
129.653 |
0 |
73.58% |
|
129.667 |
0 |
73.58% |
|
129.673 |
0 |
73.58% |
|
129.675 |
0 |
73.58% |
|
129.68 |
0 |
73.58% |
|
129.681 |
0 |
73.58% |
|
129.691 |
0 |
73.58% |
|
129.744 |
0 |
73.58% |
|
129.776 |
0 |
73.58% |
|
129.777 |
0 |
73.58% |
|
129.8 |
0 |
73.58% |
|
129.848 |
0 |
73.58% |
|
129.864 |
0 |
73.58% |
|
129.867 |
0 |
73.58% |
|
129.869 |
0 |
73.58% |
|
129.88 |
0 |
73.58% |
|
129.889 |
0 |
73.58% |
|
129.934 |
0 |
73.58% |
|
129.937 |
0 |
73.58% |
|
129.946 |
0 |
73.58% |
|
129.949 |
0 |
73.58% |
|
129.953 |
0 |
73.58% |
|
129.964 |
0 |
73.58% |
|
129.965 |
0 |
73.58% |
|
129.969 |
0 |
73.58% |
|
129.973 |
0 |
73.58% |
|
129.977 |
0 |
73.58% |
|
129.991 |
0 |
73.58% |
|
130 |
0 |
73.58% |
|
130.026 |
0 |
73.58% |
|
130.033 |
0 |
73.58% |
|
130.049 |
0 |
73.58% |
|
130.05 |
0 |
73.58% |
|
130.065 |
0 |
73.58% |
|
130.073 |
0 |
73.58% |
|
130.086 |
0 |
73.58% |
|
130.089 |
0 |
73.58% |
|
130.114 |
0 |
73.58% |
|
130.123 |
0 |
73.58% |
|
130.144 |
0 |
73.58% |
|
130.148 |
0 |
73.58% |
|
130.156 |
0 |
73.58% |
|
130.156 |
0 |
73.58% |
|
130.173 |
0 |
73.58% |
|
130.183 |
0 |
73.58% |
|
130.195 |
0 |
73.58% |
|
130.197 |
0 |
73.58% |
|
130.205 |
0 |
73.58% |
|
130.206 |
0 |
73.58% |
|
130.217 |
0 |
73.58% |
|
130.239 |
0 |
73.58% |
|
130.269 |
0 |
73.58% |
|
130.299 |
0 |
73.58% |
|
130.307 |
0 |
73.58% |
|
130.307 |
0 |
73.58% |
|
130.311 |
0 |
73.58% |
|
130.332 |
0 |
73.58% |
|
130.335 |
0 |
73.58% |
|
130.34 |
0 |
73.58% |
|
130.348 |
0 |
73.58% |
|
130.349 |
0 |
73.58% |
|
130.374 |
0 |
73.58% |
|
130.392 |
0 |
73.58% |
|
130.4 |
0 |
73.58% |
|
130.43 |
0 |
73.58% |
|
130.435 |
0 |
73.58% |
|
130.46 |
0 |
73.58% |
|
130.469 |
0 |
73.58% |
|
130.477 |
0 |
73.58% |
|
130.496 |
0 |
73.58% |
|
130.503 |
0 |
73.58% |
|
130.507 |
0 |
73.58% |
|
130.541 |
0 |
73.58% |
|
130.558 |
0 |
73.58% |
|
130.567 |
0 |
73.58% |
|
130.588 |
0 |
73.58% |
|
130.589 |
0 |
73.58% |
|
130.595 |
0 |
73.58% |
|
130.614 |
0 |
73.58% |
|
130.629 |
0 |
73.58% |
|
130.638 |
0 |
73.58% |
|
130.644 |
0 |
73.58% |
|
130.67 |
0 |
73.58% |
|
130.688 |
0 |
73.58% |
|
130.697 |
0 |
73.58% |
|
130.715 |
0 |
73.58% |
|
130.722 |
0 |
73.58% |
|
130.723 |
0 |
73.58% |
|
130.725 |
0 |
73.58% |
|
130.746 |
0 |
73.58% |
|
130.748 |
0 |
73.58% |
|
130.777 |
0 |
73.58% |
|
130.777 |
0 |
73.58% |
|
130.781 |
0 |
73.58% |
|
130.787 |
0 |
73.58% |
|
130.791 |
0 |
73.58% |
|
130.795 |
0 |
73.58% |
|
130.817 |
0 |
73.58% |
|
130.828 |
0 |
73.58% |
|
130.829 |
0 |
73.58% |
|
130.845 |
0 |
73.58% |
|
130.869 |
0 |
73.58% |
|
130.89 |
0 |
73.58% |
|
130.893 |
0 |
73.58% |
|
130.898 |
0 |
73.58% |
|
130.908 |
0 |
73.58% |
|
130.934 |
0 |
73.58% |
|
130.935 |
0 |
73.58% |
|
130.94 |
0 |
73.58% |
|
130.947 |
0 |
73.58% |
|
130.955 |
0 |
73.58% |
|
130.96 |
0 |
73.58% |
|
130.961 |
0 |
73.58% |
|
130.964 |
0 |
73.58% |
|
130.965 |
0 |
73.58% |
|
130.987 |
0 |
73.58% |
|
130.989 |
0 |
73.58% |
|
131.01 |
20 |
73.80% |
|
131.013 |
0 |
73.80% |
|
131.015 |
0 |
73.80% |
|
131.023 |
0 |
73.80% |
|
131.036 |
0 |
73.80% |
|
131.06 |
0 |
73.80% |
|
131.073 |
0 |
73.80% |
|
131.074 |
0 |
73.80% |
|
131.111 |
0 |
73.80% |
|
131.129 |
0 |
73.80% |
|
131.184 |
0 |
73.80% |
|
131.186 |
0 |
73.80% |
|
131.205 |
0 |
73.80% |
|
131.221 |
0 |
73.80% |
|
131.234 |
0 |
73.80% |
|
131.236 |
0 |
73.80% |
|
131.264 |
0 |
73.80% |
|
131.274 |
0 |
73.80% |
|
131.279 |
0 |
73.80% |
|
131.281 |
0 |
73.80% |
|
131.31 |
0 |
73.80% |
|
131.313 |
0 |
73.80% |
|
131.346 |
0 |
73.80% |
|
131.346 |
0 |
73.80% |
|
131.362 |
0 |
73.80% |
|
131.364 |
0 |
73.80% |
|
131.43 |
0 |
73.80% |
|
131.434 |
0 |
73.80% |
|
131.446 |
0 |
73.80% |
|
131.448 |
0 |
73.80% |
|
131.453 |
0 |
73.80% |
|
131.456 |
0 |
73.80% |
|
131.458 |
0 |
73.80% |
|
131.467 |
0 |
73.80% |
|
131.471 |
0 |
73.80% |
|
131.491 |
0 |
73.80% |
|
131.515 |
0 |
73.80% |
|
131.518 |
0 |
73.80% |
|
131.542 |
0 |
73.80% |
|
131.568 |
0 |
73.80% |
|
131.582 |
0 |
73.80% |
|
131.605 |
0 |
73.80% |
|
131.615 |
0 |
73.80% |
|
131.636 |
0 |
73.80% |
|
131.642 |
0 |
73.80% |
|
131.656 |
0 |
73.80% |
|
131.698 |
0 |
73.80% |
|
131.708 |
0 |
73.80% |
|
131.718 |
0 |
73.80% |
|
131.725 |
0 |
73.80% |
|
131.755 |
0 |
73.80% |
|
131.78 |
0 |
73.80% |
|
131.796 |
0 |
73.80% |
|
131.8 |
0 |
73.80% |
|
131.807 |
0 |
73.80% |
|
131.807 |
0 |
73.80% |
|
131.808 |
0 |
73.80% |
|
131.817 |
0 |
73.80% |
|
131.836 |
0 |
73.80% |
|
131.864 |
0 |
73.80% |
|
131.865 |
0 |
73.80% |
|
131.889 |
0 |
73.80% |
|
131.918 |
0 |
73.80% |
|
131.92 |
0 |
73.80% |
|
131.955 |
0 |
73.80% |
|
131.955 |
0 |
73.80% |
|
131.96 |
0 |
73.80% |
|
131.966 |
0 |
73.80% |
|
131.971 |
0 |
73.80% |
|
131.978 |
0 |
73.80% |
|
132.003 |
14 |
73.95% |
|
132.011 |
0 |
73.95% |
|
132.039 |
0 |
73.95% |
|
132.043 |
0 |
73.95% |
|
132.05 |
0 |
73.95% |
|
132.086 |
0 |
73.95% |
|
132.095 |
0 |
73.95% |
|
132.114 |
0 |
73.95% |
|
132.116 |
0 |
73.95% |
|
132.118 |
0 |
73.95% |
|
132.127 |
0 |
73.95% |
|
132.134 |
0 |
73.95% |
|
132.149 |
0 |
73.95% |
|
132.158 |
0 |
73.95% |
|
132.184 |
0 |
73.95% |
|
132.202 |
0 |
73.95% |
|
132.251 |
0 |
73.95% |
|
132.252 |
0 |
73.95% |
|
132.271 |
0 |
73.95% |
|
132.301 |
0 |
73.95% |
|
132.304 |
0 |
73.95% |
|
132.304 |
0 |
73.95% |
|
132.354 |
0 |
73.95% |
|
132.355 |
0 |
73.95% |
|
132.357 |
0 |
73.95% |
|
132.358 |
0 |
73.95% |
|
132.395 |
0 |
73.95% |
|
132.43 |
0 |
73.95% |
|
132.513 |
0 |
73.95% |
|
132.54 |
0 |
73.95% |
|
132.587 |
0 |
73.95% |
|
132.588 |
0 |
73.95% |
|
132.595 |
0 |
73.95% |
|
132.611 |
0 |
73.95% |
|
132.658 |
0 |
73.95% |
|
132.757 |
0 |
73.95% |
|
132.769 |
0 |
73.95% |
|
132.793 |
0 |
73.95% |
|
132.796 |
0 |
73.95% |
|
132.828 |
0 |
73.95% |
|
132.886 |
0 |
73.95% |
|
132.889 |
0 |
73.95% |
|
132.897 |
0 |
73.95% |
|
132.898 |
0 |
73.95% |
|
132.918 |
0 |
73.95% |
|
133.01 |
14 |
74.11% |
|
133.012 |
0 |
74.11% |
|
133.023 |
0 |
74.11% |
|
133.032 |
0 |
74.11% |
|
133.04 |
0 |
74.11% |
|
133.04 |
0 |
74.11% |
|
133.042 |
0 |
74.11% |
|
133.048 |
0 |
74.11% |
|
133.062 |
0 |
74.11% |
|
133.063 |
0 |
74.11% |
|
133.071 |
0 |
74.11% |
|
133.097 |
0 |
74.11% |
|
133.13 |
0 |
74.11% |
|
133.153 |
0 |
74.11% |
|
133.174 |
0 |
74.11% |
|
133.198 |
0 |
74.11% |
|
133.201 |
0 |
74.11% |
|
133.207 |
0 |
74.11% |
|
133.211 |
0 |
74.11% |
|
133.223 |
0 |
74.11% |
|
133.23 |
0 |
74.11% |
|
133.235 |
0 |
74.11% |
|
133.241 |
0 |
74.11% |
|
133.251 |
0 |
74.11% |
|
133.252 |
0 |
74.11% |
|
133.261 |
0 |
74.11% |
|
133.276 |
0 |
74.11% |
|
133.294 |
0 |
74.11% |
|
133.311 |
0 |
74.11% |
|
133.355 |
0 |
74.11% |
|
133.376 |
0 |
74.11% |
|
133.378 |
0 |
74.11% |
|
133.38 |
0 |
74.11% |
|
133.402 |
0 |
74.11% |
|
133.42 |
0 |
74.11% |
|
133.436 |
0 |
74.11% |
|
133.48 |
0 |
74.11% |
|
133.503 |
0 |
74.11% |
|
133.553 |
0 |
74.11% |
|
133.587 |
0 |
74.11% |
|
133.598 |
0 |
74.11% |
|
133.611 |
0 |
74.11% |
|
133.649 |
0 |
74.11% |
|
133.649 |
0 |
74.11% |
|
133.653 |
0 |
74.11% |
|
133.664 |
0 |
74.11% |
|
133.707 |
0 |
74.11% |
|
133.728 |
0 |
74.11% |
|
133.756 |
0 |
74.11% |
|
133.758 |
0 |
74.11% |
|
133.768 |
0 |
74.11% |
|
133.774 |
0 |
74.11% |
|
133.79 |
0 |
74.11% |
|
133.79 |
0 |
74.11% |
|
133.808 |
0 |
74.11% |
|
133.846 |
0 |
74.11% |
|
133.847 |
0 |
74.11% |
|
133.894 |
0 |
74.11% |
|
133.924 |
0 |
74.11% |
|
133.956 |
0 |
74.11% |
|
134 |
7 |
74.18% |
|
134.022 |
0 |
74.18% |
|
134.034 |
0 |
74.18% |
|
134.052 |
0 |
74.18% |
|
134.058 |
0 |
74.18% |
|
134.058 |
0 |
74.18% |
|
134.11 |
0 |
74.18% |
|
134.111 |
0 |
74.18% |
|
134.152 |
0 |
74.18% |
|
134.226 |
0 |
74.18% |
|
134.227 |
0 |
74.18% |
|
134.228 |
0 |
74.18% |
|
134.236 |
0 |
74.18% |
|
134.247 |
0 |
74.18% |
|
134.268 |
0 |
74.18% |
|
134.273 |
0 |
74.18% |
|
134.308 |
0 |
74.18% |
|
134.319 |
0 |
74.18% |
|
134.336 |
0 |
74.18% |
|
134.34 |
0 |
74.18% |
|
134.43 |
0 |
74.18% |
|
134.43 |
0 |
74.18% |
|
134.476 |
0 |
74.18% |
|
134.478 |
0 |
74.18% |
|
134.498 |
0 |
74.18% |
|
134.515 |
0 |
74.18% |
|
134.528 |
0 |
74.18% |
|
134.533 |
0 |
74.18% |
|
134.556 |
0 |
74.18% |
|
134.563 |
0 |
74.18% |
|
134.568 |
0 |
74.18% |
|
134.625 |
0 |
74.18% |
|
134.826 |
0 |
74.18% |
|
134.853 |
0 |
74.18% |
|
134.87 |
0 |
74.18% |
|
134.928 |
0 |
74.18% |
|
134.938 |
0 |
74.18% |
|
134.946 |
0 |
74.18% |
|
134.976 |
0 |
74.18% |
|
134.987 |
0 |
74.18% |
|
134.996 |
0 |
74.18% |
|
135.07 |
14 |
74.34% |
|
135.079 |
0 |
74.34% |
|
135.164 |
0 |
74.34% |
|
135.191 |
0 |
74.34% |
|
135.227 |
0 |
74.34% |
|
135.234 |
0 |
74.34% |
|
135.248 |
0 |
74.34% |
|
135.308 |
0 |
74.34% |
|
135.324 |
0 |
74.34% |
|
135.328 |
0 |
74.34% |
|
135.329 |
0 |
74.34% |
|
135.346 |
0 |
74.34% |
|
135.368 |
0 |
74.34% |
|
135.38 |
0 |
74.34% |
|
135.426 |
0 |
74.34% |
|
135.433 |
0 |
74.34% |
|
135.459 |
0 |
74.34% |
|
135.468 |
0 |
74.34% |
|
135.484 |
0 |
74.34% |
|
135.49 |
0 |
74.34% |
|
135.54 |
0 |
74.34% |
|
135.674 |
0 |
74.34% |
|
135.803 |
0 |
74.34% |
|
135.866 |
0 |
74.34% |
|
135.924 |
0 |
74.34% |
|
135.938 |
0 |
74.34% |
|
135.953 |
0 |
74.34% |
|
135.956 |
0 |
74.34% |
|
136.023 |
7 |
74.42% |
|
136.031 |
0 |
74.42% |
|
136.103 |
0 |
74.42% |
|
136.163 |
0 |
74.42% |
|
136.166 |
0 |
74.42% |
|
136.191 |
0 |
74.42% |
|
136.284 |
0 |
74.42% |
|
136.384 |
0 |
74.42% |
|
136.414 |
0 |
74.42% |
|
136.536 |
0 |
74.42% |
|
136.583 |
0 |
74.42% |
|
136.678 |
0 |
74.42% |
|
136.758 |
0 |
74.42% |
|
136.798 |
0 |
74.42% |
|
136.826 |
0 |
74.42% |
|
136.837 |
0 |
74.42% |
|
136.883 |
0 |
74.42% |
|
136.886 |
0 |
74.42% |
|
136.941 |
0 |
74.42% |
|
137.007 |
14 |
74.57% |
|
137.026 |
0 |
74.57% |
|
137.047 |
0 |
74.57% |
|
137.068 |
0 |
74.57% |
|
137.076 |
0 |
74.57% |
|
137.207 |
0 |
74.57% |
|
137.233 |
0 |
74.57% |
|
137.658 |
0 |
74.57% |
|
137.813 |
0 |
74.57% |
|
138.123 |
7 |
74.65% |
|
138.274 |
0 |
74.65% |
|
138.423 |
0 |
74.65% |
|
138.523 |
0 |
74.65% |
|
138.537 |
0 |
74.65% |
|
138.557 |
0 |
74.65% |
|
138.607 |
0 |
74.65% |
|
138.758 |
0 |
74.65% |
|
139.226 |
7 |
74.73% |
|
139.428 |
0 |
74.73% |
|
139.438 |
0 |
74.73% |
|
139.808 |
0 |
74.73% |
|
139.918 |
0 |
74.73% |
|
140.158 |
13 |
74.87% |
|
140.987 |
0 |
74.87% |
|
More |
2266 |
100.00% |
Histogram.
Descriptive statistics table.
|
1420 |
|
800 |
|
0 |
|
0.1809 |
|
71.3 |
|
0.002663 |
|
126.201 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
Mean |
340.3442 |
Mean |
2887.77 |
Mean |
6.786818 |
Mean |
0.116097 |
Mean |
50.84714 |
Mean |
0.011146 |
Mean |
124.835 |
|
Standard Error |
14.6763 |
Standard Error |
81.3601 |
Standard Error |
0.152688 |
Standard Error |
0.001256 |
Standard Error |
0.401723 |
Standard Error |
0.000339 |
Standard Error |
0.178061 |
|
Median |
143 |
Median |
1600 |
Median |
5.4 |
Median |
0.11755 |
Median |
39.6 |
Median |
0.004957 |
Median |
125.719 |
|
Mode |
157 |
Mode |
2000 |
Mode |
0 |
Mode |
0.0917 |
Mode |
39.6 |
Mode |
0.005295 |
Mode |
127.315 |
|
Standard Deviation |
568.7896 |
Standard Deviation |
3153.163 |
Standard Deviation |
5.917509 |
Standard Deviation |
0.048695 |
Standard Deviation |
15.56903 |
Standard Deviation |
0.013153 |
Standard Deviation |
6.900864 |
|
Sample Variance |
323521.6 |
Sample Variance |
9942437 |
Sample Variance |
35.01691 |
Sample Variance |
0.002371 |
Sample Variance |
242.3947 |
Sample Variance |
0.000173 |
Sample Variance |
47.62193 |
|
Kurtosis |
5.487686 |
Kurtosis |
5.704083 |
Kurtosis |
-0.4134 |
Kurtosis |
-1.17729 |
Kurtosis |
-1.56276 |
Kurtosis |
2.215282 |
Kurtosis |
-0.31606 |
|
Skewness |
2.54725 |
Skewness |
2.13618 |
Skewness |
0.688553 |
Skewness |
-0.02649 |
Skewness |
0.237297 |
Skewness |
1.701196 |
Skewness |
-0.41844 |
|
Range |
2799 |
Range |
19800 |
Range |
22.2 |
Range |
0.1697 |
Range |
39.6 |
Range |
0.058011 |
Range |
37.607 |
|
Minimum |
2 |
Minimum |
200 |
Minimum |
0 |
Minimum |
0.03 |
Minimum |
31.7 |
Minimum |
0.000401 |
Minimum |
103.38 |
|
Maximum |
2801 |
Maximum |
20000 |
Maximum |
22.2 |
Maximum |
0.1997 |
Maximum |
71.3 |
Maximum |
0.058411 |
Maximum |
140.987 |
|
Sum |
511197 |
Sum |
4337430 |
Sum |
10193.8 |
Sum |
174.3776 |
Sum |
76372.4 |
Sum |
16.74058 |
Sum |
187502.2 |
|
Count |
1502 |
Count |
1502 |
Count |
1502 |
Count |
1502 |
Count |
1502 |
Count |
1502 |
Count |
1502 |
|
Confidence Level(95.0%) |
28.78824 |
Confidence Level(95.0%) |
159.5915 |
Confidence Level(95.0%) |
0.299504 |
Confidence Level(95.0%) |
0.002465 |
Confidence Level(95.0%) |
0.787998 |
Confidence Level(95.0%) |
0.000666 |
Confidence Level(95.0%) |
0.349275 |
Measurement scale. The measurement scale used here is interval because it uses Frequencies,, mode, median, mean , SD, Skewness and Kurtosis to determine thoughts, behaviors, and feelings etc.
Measure of central tendency. The measures of central tendency used here include mean, median, and mode..
Evaluation. using the measurement scales of frequencies,, mode, median, mean , SD, Skewness and Kurtosis to determine thoughts, behaviors, and feelings there is a 95% confidence level that the assumptions for statistical testing were met.
Independent Samples t Test: Descriptive Statistics and Assumption Testing
Frequency distribution table.
|
88 |
Frequency |
Cumulative % |
|
75 |
42 |
68.85% |
|
75 |
0 |
68.85% |
|
76 |
2 |
72.13% |
|
76 |
0 |
72.13% |
|
77 |
1 |
73.77% |
|
77 |
0 |
73.77% |
|
78 |
1 |
75.41% |
|
79 |
2 |
78.69% |
|
79 |
0 |
78.69% |
|
79 |
0 |
78.69% |
|
79 |
0 |
78.69% |
|
80 |
5 |
86.89% |
|
80 |
0 |
86.89% |
|
80 |
0 |
86.89% |
|
81 |
1 |
88.52% |
|
81 |
0 |
88.52% |
|
81 |
0 |
88.52% |
|
82 |
1 |
90.16% |
|
82 |
0 |
90.16% |
|
82 |
0 |
90.16% |
|
83 |
1 |
91.80% |
|
83 |
0 |
91.80% |
|
83 |
0 |
91.80% |
|
83 |
0 |
91.80% |
|
83 |
0 |
91.80% |
|
84 |
0 |
91.80% |
|
84 |
0 |
91.80% |
|
84 |
0 |
91.80% |
|
84 |
0 |
91.80% |
|
85 |
0 |
91.80% |
|
85 |
0 |
91.80% |
|
85 |
0 |
91.80% |
|
85 |
0 |
91.80% |
|
85 |
0 |
91.80% |
|
85 |
0 |
91.80% |
|
86 |
1 |
93.44% |
|
86 |
0 |
93.44% |
|
86 |
0 |
93.44% |
|
86 |
0 |
93.44% |
|
86 |
0 |
93.44% |
|
87 |
0 |
93.44% |
|
87 |
0 |
93.44% |
|
87 |
0 |
93.44% |
|
88 |
1 |
95.08% |
|
88 |
0 |
95.08% |
|
88 |
0 |
95.08% |
|
89 |
2 |
98.36% |
|
89 |
0 |
98.36% |
|
89 |
0 |
98.36% |
|
89 |
0 |
98.36% |
|
90 |
0 |
98.36% |
|
90 |
0 |
98.36% |
|
90 |
0 |
98.36% |
|
91 |
1 |
100.00% |
|
91 |
0 |
100.00% |
|
92 |
0 |
100.00% |
|
92 |
0 |
100.00% |
|
93 |
0 |
100.00% |
|
95 |
0 |
100.00% |
|
96 |
0 |
100.00% |
|
97 |
0 |
100.00% |
|
More |
0 |
100.00% |
Histogram.
Descriptive statistics table.
|
t-Test: Paired Two Sample for Means |
||
|
|
|
|
|
|
88 |
88 |
|
Mean |
69.4918 |
84.72131 |
|
Variance |
118.4208 |
27.2377 |
|
Observations |
61 |
61 |
|
Pearson Correlation |
0.044418 |
|
|
Hypothesized Mean Difference |
0 |
|
|
df |
60 |
|
|
t Stat |
-10.0309 |
|
|
P(T<=t) one-tail |
9.51E-15 |
|
|
t Critical one-tail |
1.670649 |
|
|
P(T<=t) two-tail |
1.9E-14 |
|
|
t Critical two-tail |
2.000298 |
|
Measurement scale. The measurement scale used here is interval because it uses Frequencies,, mode, median, mean , SD, Skewness and Kurtosis to determine thoughts, behaviors, and feelings etc.
Measure of central tendency. The measures of central tendency used here include mean, median, and mode..
Evaluation. using the measurement scales of frequencies,, mode, median, mean , SD, Skewness and Kurtosis to determine thoughts, behaviors, and feelings there is a 95% confidence level that the assumptions for statistical testing were met.
Dependent Samples (Paired-Samples) t Test: Descriptive Statistics and Assumption Testing
Frequency distribution table.
|
1 |
Frequency |
Cumulative % |
|
2 |
0 |
0.00% |
|
3 |
0 |
0.00% |
|
4 |
0 |
0.00% |
|
5 |
0 |
0.00% |
|
6 |
2 |
2.04% |
|
7 |
0 |
2.04% |
|
8 |
2 |
4.08% |
|
9 |
0 |
4.08% |
|
10 |
2 |
6.12% |
|
11 |
0 |
6.12% |
|
12 |
2 |
8.16% |
|
13 |
0 |
8.16% |
|
14 |
0 |
8.16% |
|
15 |
2 |
10.20% |
|
16 |
2 |
12.24% |
|
17 |
2 |
14.29% |
|
18 |
2 |
16.33% |
|
19 |
2 |
18.37% |
|
20 |
0 |
18.37% |
|
21 |
2 |
20.41% |
|
22 |
2 |
22.45% |
|
23 |
4 |
26.53% |
|
24 |
0 |
26.53% |
|
25 |
0 |
26.53% |
|
26 |
2 |
28.57% |
|
27 |
2 |
30.61% |
|
28 |
2 |
32.65% |
|
29 |
4 |
36.73% |
|
30 |
0 |
36.73% |
|
31 |
4 |
40.82% |
|
32 |
0 |
40.82% |
|
33 |
2 |
42.86% |
|
34 |
4 |
46.94% |
|
35 |
3 |
50.00% |
|
36 |
5 |
55.10% |
|
37 |
0 |
55.10% |
|
38 |
5 |
60.20% |
|
39 |
4 |
64.29% |
|
40 |
1 |
65.31% |
|
41 |
6 |
71.43% |
|
42 |
5 |
76.53% |
|
43 |
4 |
80.61% |
|
44 |
3 |
83.67% |
|
45 |
0 |
83.67% |
|
46 |
4 |
87.76% |
|
47 |
0 |
87.76% |
|
48 |
4 |
91.84% |
|
49 |
2 |
93.88% |
|
More |
6 |
100.00% |
Histogram.
Descriptive statistics table.
|
t-Test: Paired Two Sample for Means |
|
|
|
|
|
|
|
|
6 |
6 |
|
Mean |
33.41667 |
33.85417 |
|
Variance |
137.9929 |
142.6379 |
|
Observations |
48 |
48 |
|
Pearson Correlation |
0.991355 |
|
|
Hypothesized Mean Difference |
0 |
|
|
df |
47 |
|
|
t Stat |
-1.93094 |
|
|
P(T<=t) one-tail |
0.029767 |
|
|
t Critical one-tail |
1.677927 |
|
|
P(T<=t) two-tail |
0.059534 |
|
|
t Critical two-tail |
2.011741 |
|
Measurement scale. The measurement scale used here is interval because it uses Frequencies, mean, variance and Pearson correlation to determine thoughts, behaviors, and feelings etc.
Measure of central tendency. The measures of central tendency used here is mean.
Evaluation. using the measurement scales of frequencies mean, variance and Pearson correlation to determine thoughts, behaviors, and feelings there is a 95% confidence level that the assumptions for statistical testing were met.
ANOVA: Descriptive Statistics and Assumption Testing
Frequency distribution table.
|
5 |
Frequency |
Cumulative % |
|
3 |
2 |
3.33% |
|
4 |
2 |
6.67% |
|
4 |
0 |
6.67% |
|
4 |
0 |
6.67% |
|
5 |
6 |
16.67% |
|
5 |
0 |
16.67% |
|
5 |
0 |
16.67% |
|
5 |
0 |
16.67% |
|
5 |
0 |
16.67% |
|
5 |
0 |
16.67% |
|
6 |
7 |
28.33% |
|
6 |
0 |
28.33% |
|
6 |
0 |
28.33% |
|
6 |
0 |
28.33% |
|
6 |
0 |
28.33% |
|
6 |
0 |
28.33% |
|
7 |
5 |
36.67% |
|
7 |
0 |
36.67% |
|
8 |
9 |
51.67% |
|
More |
29 |
100.00% |
Histogram.
Descriptive statistics table.
|
Anova: Single Factor |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
SUMMARY |
|
|
|
|
|
|
|
Groups |
Count |
Sum |
Average |
Variance |
|
|
|
Column 1 |
20 |
178 |
8.9 |
9.357895 |
|
|
|
Column 2 |
20 |
182 |
9.1 |
3.042105 |
|
|
|
Column 3 |
20 |
140 |
7 |
6.631579 |
|
|
|
Column 4 |
20 |
108 |
5.4 |
1.410526 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
ANOVA |
|
|
|
|
|
|
|
Source of Variation |
SS |
df |
MS |
F |
P-value |
F crit |
|
Between Groups |
182.8 |
3 |
60.93333 |
11.9231 |
1.76E-06 |
2.724944 |
|
Within Groups |
388.4 |
76 |
5.110526 |
|
|
|
|
|
|
|
|
|
|
|
|
Total |
571.2 |
79 |
|
|
|
|
Measurement scale. The measurement scale used here is interval because it uses Frequencies, count, sum, and average to determine thoughts, behaviors, and feelings etc.
Measure of central tendency. The measures of central tendency used here is average
Evaluation. using the measurement scales of Frequencies, count, sum, and average to determine thoughts, behaviors, and feelings there is a 95% confidence level that the assumptions for statistical testing were met.
References
Aberson, C. L. (2019). Applied power analysis for the behavioral sciences. Routledge.
Kock, N. (2011). Using WarpPLS in e-collaboration studies: Descriptive statistics, settings, and key analysis results. International Journal of e-Collaboration (IJeC), 7(2), 1-18.
Histogram
Frequency 103.38 104.13 104.204 104.5 106.111 106.224 106.26 106.582 106.604 106.88 107.147 107.267 107.284 107.405 107.985 108.034 108.034 108.185 108.265 108.407 108.625 108.649 108.684 108.689 108.721 108.991 109.222 109.254 109.52 109.619 109.638 109.663 109.718 109.885 109.949 109.951 110.124 110.224 110.264 110.307 110.313 110.317 110.364 110.447 110.491 110.515 110.555 110.652 110.689 110.78 110.839 110.868 110.894 110.905 110.905 111.029 111.076 111.135 111.35 111.459 111.534 111.588 111.818 111.911 111.959 112.014 112.039 112.065 112.139 112.16 112.169 112.209 112.241 112.251 112.265 112.355 112.506 112.524 112.541 112.589 112.639 112.675 112.688 112.699 112.768 112.803 112.848 112.93 112.945 113.004 113.034 113.045 113.055 113.076 113.08 113.086 113.108 113.11 113.129 113.144 113.229 113.288 113.297 113.298 113.315 113.333 113.334 113.492 113.525 113.665 113.733 113.775 113.796 113.799 113.858 113.958 114.042 114.044 114.079 114.085 114.249 114.258 114.258 114.309 114.404 114.418 114.453 114.474 114.477 114.554 114.569 114.634 114.67 114.709 114.714 114.729 114.75 114.751 114.779 114.861 114.9 114.9 114.927 114.984 115.079 115.085 115.137 115.144 115.215 115.234 115.298 115.304 115.309 115.311 115.321 115.372 115.391 115.413 115.444 115.461 115.466 115.52 115.591 115.608 115.635 115.645 115.659 115.679 115.691 115.792 115.801 115.812 115.818 115.846 115.857 115.863 115.89 115.893 115.91 115.969 115.996 116.017 116.02 116.066 116.074 116.108 116.128 116.134 116.146 116.151 116.165 116.181 116.184 116.22 116.225 116.229 116.241 116.295 116.366 116.411 116.417 116.468 116.476 116.55 116.559 116.56 116.603 116.659 116.677 116.694 116.723 116.724 116.783 116.792 116.815 116.849 116.859 116.914 116.92 116.924 116.956 116.967 117.037 117.054 117.087 117.093 117.11 117.119 117.134 117.137 117.151 117.154 117.195 117.253 117.284 117.287 117.309 117.328 117.386 117.396 117.432 117.465 117.478 117.504 117.514 117.604 117.624 117.649 117.724 117.741 117.785 117.789 117.809 117.875 117.911 117.925 117.927 117.957 117.967 117.976 117.996 118.005 118.018 118.024 118.045 118.05 118.084 118.091 118.106 118.108 118.113 118.122 118.129 118.134 118.134 118.145 118.214 118.267 118.291 118.343 118.365 118.385 118.41 118.416 118.441 118.545 118.564 118.595 118.618 118.619 118.634 118.667 118.689 118.696 118.712 118.743 118.757 118.767 118.816 118.827 118.859 118.904 118.922 118.941 118.955 118.964 118.994 118.998 119.039 119.04 119.07 119.099 119.111 119.115 119.135 119.135 119.137 119.146 119.151 119.159 119.174 119.19 119.208 119.209 119.224 119.229 119.253 119.287 119.294 119.319 119.343 119.35 119.375 119.505 119.513 119.535 119.54 119.541 119.561 119.598 119.606 119.621 119.632 119.639 119.646 119.649 119.67 119.698 119.708 119.737 119.737 119.777 119.806 119.854 119.875 119.888 119.91 119.916 119.945 119.975 120.015 120.034 120.037 120.055 120.058 120.061 120.076 120.078 120.088 120.136 120.137 120.147 120.154 120.162 120.189 120.189 120.193 120.209 120.227 120.228 120.229 120.233 120.243 120.247 120.264 120.319 120.324 120.324 120.33 120.354 120.397 120.419 120.446 120.458 120.472 120.484 120.497 120.505 120.509 120.513 120.527 120.532 120.534 120.534 120.538 120.553 120.555 120.569 120.573 120.575 120.595 120.607 120.654 120.657 120.702 120.716 120.726 120.755 120.766 120.766 120.779 120.786 120.798 120.835 120.851 120.856 120.92 120.952 120.963 120.981 121.009 121.055 121.059 121.106 121.118 121.146 121.154 121.165 121.225 121.234 121.235 121.238 121.256 121.284 121.301 121.306 121.313 121.315 121.318 121.397 121.399 121.407 121.431 121.474 121.485 121.485 121.499 121.514 121.527 121.528 121.547 121.582 121.587 121.617 121.627 121.635 121.657 121.659 121.66 121.664 121.728 121.762 121.771 121.775 121.783 121.789 121.824 121.851 121.885 121.889 121.903 121.93 121.933 121.944 121.996 122.035 122.044 122.044 122.082 122.086 122.088 122.088 122.089 122.101 122.147 122.149 122.17 122.175 122.205 122.211 122.216 122.218 122.229 122.232 122.235 122.288 122.292 122.315 122.341 122.365 122.371 122.375 122.384 122.394 122.397 122.41 122.411 122.413 122.428 122.435 122.439 122.45 122.471 122.527 122.539 122.606 122.612 122.648 122.675 122.679 122.708 122.724 122.754 122.765 122.766 122.771 122.779 122.782 122.79 122.797 122.816 122.845 122.893 122.905 122.919 122.938 122.94 122.956 122.966 123.037 123.054 123.061 123.069 123.081 123.082 123.091 123.118 123.12 123.126 123.127 123.177 123.178 123.189 123.207 123.209 123.213 123.217 123.227 123.236 123.255 123.263 123.274 123.303 123.304 123.305 123.311 123.312 123.354 123.392 123.41 123.416 123.417 123.443 123.445 123.445 123.453 123.455 123.46 123.465 123.466 123.514 123.537 123.543 123.564 123.565 123.583 123.595 123.609 123.623 123.635 123.689 123.695 123.705 123.74 123.742 123.742 123.761 123.775 123.78 123.807 123.82 123.835 123.839 123.862 123.865 123.879 123.894 123.917 123.965 123.988 123.991 124.001 124.024 124.049 124.077 124.086 124.101 124.106 124.108 124.121 124.127 124.154 124.155 124.156 124.166 124.17 124.188 124.207 124.208 124.214 124.222 124.233 124.244 124.253 124.254 124.273 124.276 124.304 124.318 124.336 124.338 124.346 124.353 124.355 124.356 124.364 124.393 124.394 124.395 124.403 124.42 124.426 124.438 124.439 124.45 124.458 124.493 124.512 124.514 124.525 124.555 124.612 124.625 124.644 124.647 124.665 124.685 124.692 124.717 124.748 124.756 124.809 124.835 124.838 124.839 124.843 124.852 124.881 124.904 124.931 124.986 124.987 125.01 125.025 125.026 125.044 125.045 125.048 125.054 125.094 125.107 125.114 125.116 125.127 125.157 125.16 125.194 125.201 125.201 125.203 125.211 125.22 125.229 125.261 125.268 125.305 125.319 125.343 125.347 125.348 125.353 125.376 125.39 125.398 125.398 125.401 125.427 125.452 125.465 125.472 125.484 125.499 125.524 125.527 125.539 125.555 125.571 125.576 125.581 125.586 125.586 125.589 125.603 125.625 125.627 125.63 125.631 125.647 125.683 125.715 125.717 125.721 125.724 125.726 125.727 125.728 125.741 125.797 125.802 125.809 125.816 125.817 125.824 125.837 125.856 125.857 125.867 125.872 125.89 125.941 125.951 125.963 125.966 125.974 125.992 125.997 125.998 126.001 126.021 126.045 126.049 126.066 126.086 126.097 126.116 126.149 126.152 126.159 126.16 126.17 126.189 126.195 126.195 126.218 126.266 126.267 126.291 126.299 126.343 126.345 126.349 126.356 126.395 126.406 126.413 126.416 126.43 126.446 126.457 126.465 126.471 126.486 126.5 126.508 126.514 126.514 126.534 126.536 126.537 126.54 126.54 126.54 126.565 126.59 126.599 126.616 126.632 126.642 126.644 126.645 126.648 126.661 126.675 126.677 126.713 126.736 126.743 126.746 126.752 126.758 126.78 126.79 126.805 126.805 126.807 126.826 126.835 126.838 126.838 126.842 126.843 126.846 126.863 126.886 126.896 126.898 126.926 126.933 126.944 126.959 126.966 126.986 126.995 127.006 127.008 127.011 127.039 127.04 127.054 127.054 127.076 127.094 127.095 127.101 127.117 127.122 127.127 127.141 127.179 127.197 127.206 127.22 127.224 127.229 127.233 127.246 127.251 127.285 127.299 127.307 127.314 127.315 127.315 127.315 127.318 127.329 127.356 127.358 127.365 127.375 127.394 127.398 127.404 127.408 127.417 127.443 127.461 127.465 127.488 127.53 127.548 127.556 127.564 127.581 127.591 127.591 127.614 127.623 127.625 127.632 127.634 127.636 127.637 127.638 127.676 127.686 127.688 127.696 127.7 127.71 127.73 127.753 127.763 127.781 127.796 127.801 127.815 127.834 127.847 127.864 127.893 127.899 127.903 127.91 127.92 127.928 127.947 128.082 128.086 128.119 128.127 128.139 128.144 128.169 128.175 128.179 128.2 128.216 128.241 128.244 128.246 128.252 128.257 128.264 128.265 128.29 128.295 128.296 128.306 128.311 128.312 128.334 128.335 128.338 128.339 128.345 128.354 128.354 128.36 128.365 128.381 128.398 128.401 128.401 128.402 128.412 128.416 128.423 128.427 128.435 128.444 128.444 128.454 128.484 128.492 128.518 128.536 128.545 128.559 128.56 128.562 128.576 128.583 128.595 128.629 128.633 128.643 128.647 128.677 128.679 128.698 128.704 128.705 128.707 128.708 128.713 128.718 128.723 128.74 128.762 128.763 128.774 128.805 128.809 128.816 128.825 128.829 128.831 128.857 128.867 128.878 128.879 128.907 128.916 128.927 128.929 128.939 128.939 128.952 128.956 128.971 128.977 128.978 128.99 129.002 129.004 129.006 129.014 129.027 129.037 129.038 129.053 129.057 129.095 129.099 129.116 129.117 129.119 129.134 129.144 129.147 129.148 129.235 129.256 129.267 129.27 129.281 129.285 129.292 129.296 129.301 129.308 129.329 129.33 129.343 129.354 129.367 129.377 129.395 129.395 129.395 129.415 129.45 129.465 129.468 129.491 129.494 129.5 129.516 129.552 129.556 129.567 129.569 129.575 129.579 129.58 129.633 129.645 129.653 129.667 129.673 129.675 129.68 129.681 129.691 129.744 129.776 129.777 129.8 129.848 129.864 129.867 129.869 129.88 129.889 129.934 129.937 129.946 129.949 129.953 129.964 129.965 129.969 129.973 129.977 129.991 130 130.026 130.033 130.049 130.05 130.065 130.073 130.086 130.089 130.114 130.123 130.144 130.148 130.156 130.156 130.173 130.183 130.195 130.197 130.205 130.206 130.217 130.239 130.269 130.299 130.307 130.307 130.311 130.332 130.335 130.34 130.348 130.349 130.374 130.392 130.4 130.43 130.435 130.46 130.469 130.477 130.496 130.503 130.507 130.541 130.558 130.567 130.588 130.589 130.595 130.614 130.629 130.638 130.644 130.67 130.688 130.697 130.715 130.722 130.723 130.725 130.746 130.748 130.777 130.777 130.781 130.787 130.791 130.795 130.817 130.828 130.829 130.845 130.869 130.89 130.893 130.898 130.908 130.934 130.935 130.94 130.947 130.955 130.96 130.961 130.964 130.965 130.987 130.989 131.01 131.013 131.015 131.023 131.036 131.06 131.073 131.074 131.111 131.129 131.184 131.186 131.205 131.221 131.234 131.236 131.264 131.274 131.279 131.281 131.31 131.313 131.346 131.346 131.362 131.364 131.43 131.434 131.446 131.448 131.453 131.456 131.458 131.467 131.471 131.491 131.515 131.518 131.542 131.568 131.582 131.605 131.615 131.636 131.642 131.656 131.698 131.708 131.718 131.725 131.755 131.78 131.796 131.8 131.807 131.807 131.808 131.817 131.836 131.864 131.865 131.889 131.918 131.92 131.955 131.955 131.96 131.966 131.971 131.978 132.003 132.011 132.039 132.043 132.05 132.086 132.095 132.114 132.116 132.118 132.127 132.134 132.149 132.158 132.184 132.202 132.251 132.252 132.271 132.301 132.304 132.304 132.354 132.355 132.357 132.358 132.395 132.43 132.513 132.54 132.587 132.588 132.595 132.611 132.658 132.757 132.769 132.793 132.796 132.828 132.886 132.889 132.897 132.898 132.918 133.01 133.012 133.023 133.032 133.04 133.04 133.042 133.048 133.062 133.063 133.071 133.097 133.13 133.153 133.174 133.198 133.201 133.207 133.211 133.223 133.23 133.235 133.241 133.251 133.252 133.261 133.276 133.294 133.311 133.355 133.376 133.378 133.38 133.402 133.42 133.436 133.48 133.503 133.553 133.587 133.598 133.611 133.649 133.649 133.653 133.664 133.707 133.728 133.756 133.758 133.768 133.774 133.79 133.79 133.808 133.846 133.847 133.894 133.924 133.956 134 134.022 134.034 134.052 134.058 134.058 134.11 134.111 134.152 134.226 134.227 134.228 134.236 134.247 134.268 134.273 134.308 134.319 134.336 134.34 134.43 134.43 134.476 134.478 134.498 134.515 134.528 134.533 134.556 134.563 134.568 134.625 134.826 134.853 134.87 134.928 134.938 134.946 134.976 134.987 134.996 135.07 135.079 135.164 135.191 135.227 135.234 135.248 135.308 135.324 135.328 135.329 135.346 135.368 135.38 135.426 135.433 135.459 135.468 135.484 135.49 135.54 135.674 135.803 135.866 135.924 135.938 135.953 135.956 136.023 136.031 136.103 136.163 136.166 136.191 136.284 136.384 136.414 136.536 136.583 136.678 136.758 136.798 136.826 136.837 136.883 136.886 136.941 137.007 137.026 137.047 137.068 137.076 137.207 137.233 137.658 137.813 138.123 138.274 138.423 138.523 138.537 138.557 138.607 138.758 139.226 139.428 139.438 139.808 139.918 140.158 140.987 More 6496 7 0 0 14 0 0 0 0 0 7 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 14 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 13 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 14 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 20 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 14 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 14 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 14 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 14 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 0 7 0 0 0 0 13 0 2266 Cumulative % 103.38 104.13 104.204 104.5 106.111 106.224 106.26 106.582 106.604 106.88 107.147 107.267 107.284 107.405 107.985 108.034 108.034 108.185 108.265 108.407 108.625 108.649 108.684 108.689 108.721 108.991 109.222 109.254 109.52 109.619 109.638 109.663 109.718 109.885 109.949 109.951 110.124 110.224 110.264 110.307 110.313 110.317 110.364 110.447 110.491 110.515 110.555 110.652 110.689 110.78 110.839 110.868 110.894 110.905 110.905 111.029 111.076 111.135 111.35 111.459 111.534 111.588 111.818 111.911 111.959 112.014 112.039 112.065 112.139 112.16 112.169 112.209 112.241 112.251 112.265 112.355 112.506 112.524 112.541 112.589 112.639 112.675 112.688 112.699 112.768 112.803 112.848 112.93 112.945 113.004 113.034 113.045 113.055 113.076 113.08 113.086 113.108 113.11 113.129 113.144 113.229 113.288 113.297 113.298 113.315 113.333 113.334 113.492 113.525 113.665 113.733 113.775 113.796 113.799 113.858 113.958 114.042 114.044 114.079 114.085 114.249 114.258 114.258 114.309 114.404 114.418 114.453 114.474 114.477 114.554 114.569 114.634 114.67 114.709 114.714 114.729 114.75 114.751 114.779 114.861 114.9 114.9 114.927 114.984 115.079 11 5.085 115.137 115.144 115.215 115.234 115.298 115.304 115.309 115.311 115.321 115.372 115.391 115.413 115.444 115.461 115.466 115.52 115.591 115.608 115.635 115.645 115.659 115.679 115.691 115.792 115.801 115.812 115.818 115.846 115.857 115.863 115.89 115.893 115.91 115.969 115.996 116.017 116.02 116.066 116.074 116.108 116.128 116.134 116.146 116.151 116.165 116.181 116.184 116.22 116.225 116.2 29 116.241 116.295 116.366 116.411 116.417 116.468 116.476 116.55 116.559 116.56 116.603 116.659 116.677 116.694 116.723 116.724 116.783 116.792 116.815 116.849 116.859 116.914 116.92 116.924 116.956 116.967 117.037 117.054 117.087 117.093 117.11 117.119 117.134 117.137 117.151 117.154 117.195 117.253 117.284 117.287 117.309 117.328 117.386 117.396 117.432 117.465 117.478 117.504 117.514 117.604 117.624 117.649 117.724 117.741 117.785 117.789 117.809 117.875 117.911 117.925 117.927 117.957 117.967 117.976 117.996 118.005 118.018 118.024 118.045 118.05 118.084 118.091 118.106 118.108 118.113 118.122 118.129 118.134 118.134 118.145 118.214 118.267 118.291 118.343 118.365 118.385 118.41 118.416 118.441 118.545 118.564 118.595 118.618 118.619 118.634 118.667 118.689 118.696 118.712 118.743 118.757 118.767 118.816 118.827 118.859 118.904 118.922 118.941 118.955 118.964 118.994 118.998 119.039 119.04 119.07 119.099 119.111 119.115 119.135 119.135 119.137 119.146 119.151 119.159 119.174 119.19 119.208 119.209 119.224 119.229 119.253 119.287 119.294 119.319 119.343 119.35 119.375 119.505 119.513 119.535 119.54 119.541 119.561 119.598 119.606 119.621 119.632 119.639 119.646 119.649 119.67 119.698 119.708 119.737 119.737 119.777 119.806 119.854 119.875 119.888 119.91 119.916 119.945 119.975 120.015 120.034 120.037 120.055 120.058 120.061 120.076 120.078 120.088 120.136 120.137 120.147 120.154 120.162 120.189 120.189 120.193 120.209 120.227 120.228 120.229 120.233 120.243 120.247 120.264 120.319 120.324 120.324 120.33 120.354 120.397 120.419 120.446 120.458 120.472 120.484 120.497 120.505 120.509 120.513 120.527 120.532 120.534 120.534 120.538 120.553 120.555 120.569 120.573 120.575 120.595 120.607 120.654 120.657 120.702 120.716 120.726 120.755 120.766 120.766 120.779 120.786 120.798 120.835 120.851 120.856 120.92 120.952 120.963 120.981 121.009 121.055 121.059 121.106 121.118 121.146 121.154 121.165 121.225 121.234 121.235 121.238 121.256 121.284 121.301 121.306 121.313 121.315 121.318 121.397 121.399 121.407 121.431 121.474 121.485 121.485 121.499 121.514 121.527 121.528 121.547 121.582 121.587 121.617 121.627 121.635 121.657 121.659 121.66 121.664 121.728 121.762 121.771 121.775 121.783 121.789 121.824 121.851 121.885 121.889 121.903 121.93 121.933 121.944 121.996 122.035 122.044 122.044 122.082 122.086 122.088 122.088 122.089 122.101 122.147 122.149 122.17 122.175 122.205 122.211 122.216 122.218 122.229 122.232 122.235 122.288 122.292 122.315 122.341 122.365 122.371 122.375 122.384 122.394 122.397 122.41 122.411 122.413 122.428 122.435 122.439 122.45 122.471 122.527 122.539 122.606 122.612 122.648 122.675 122.679 122.708 122.724 122.754 122.765 122.766 122.771 122.779 122.782 122.79 122.797 122.816 122.845 122.893 122.905 122.919 122.938 122.94 122.956 122.966 123.037 123.054 123.061 123.069 123.081 123.082 123.091 123.118 123.12 123.126 123.127 123.177 123.178 123.189 123.207 123.209 123.213 123.217 123.227 123.236 123.255 123.263 123.274 123.303 123.304 123.305 123.311 123.312 123.354 123.392 123.41 123.416 123.417 123.443 123.445 123.445 123.453 123.455 123.46 123.465 123.466 123.514 123.537 123.543 123.564 123.565 123.583 123.595 123.609 123.623 123.635 123.689 123.695 123.705 123.74 123.742 123.742 123.761 123.775 123.78 123.807 123.82 123.835 123.839 123.862 123.865 123.879 123.894 123.917 123.965 123.988 123.991 124.001 124.024 124.049 124.077 124.086 124.101 124.106 124.108 124.121 124.127 124.154 124.155 124.156 124.166 124.17 124.188 124.207 124.208 124.214 124.222 124.233 124.244 124.253 124.254 124.273 124.276 124.304 124.318 124.336 124.338 124.346 124.353 124.355 124.356 124.364 124.393 124.394 124.395 124.403 124.42 124.426 124.438 124.439 124.45 124.458 124.493 124.512 124.514 124.525 124.555 124.612 124.625 124.644 124.647 124.665 124.685 124.692 124.717 124.748 124.756 124.809 124.835 124.838 124.839 124.843 124.852 124.881 124.904 124.931 124.986 124.987 125.01 125.025 125.026 125.044 125.045 125.048 125.054 125.094 125.107 125.114 125.116 125.127 125.157 125.16 125.194 125.201 125.201 125.203 125.211 125.22 125.229 125.261 125.268 125.305 125.319 125.343 125.347 125.348 125.353 125.376 125.39 125.398 125.398 125.401 125.427 125.452 125.465 125.472 125.484 125.499 125.524 125.527 125.539 125.555 125.571 125.576 125.581 125.586 125.586 125.589 125.603 125.625 125.627 125.63 125.631 125.647 125.683 125.715 125.717 125.721 125.724 125.726 125.727 125.728 125.741 125.797 125.802 125.809 125.816 125.817 125.824 125.837 125.856 125.857 125.867 125.872 125.89 125.941 125.951 125.963 125.966 125.974 125.992 125.997 125.998 126.001 126.021 126.045 126.049 126.066 126.086 126.097 126.116 126.149 126.152 126.159 126.16 126.17 126.189 126.195 126.195 126.218 126.266 126.267 126.291 126.299 126.343 126.345 126.349 126.356 126.395 126.406 126.413 126.416 126.43 126.446 126.457 126.465 126.471 126.486 126.5 126.508 126.514 126.514 126.534 126.536 126.537 126.54 126.54 126.54 126.565 126.59 126.599 126.616 126.632 126.642 126.644 126.645 126.648 126.661 126.675 126.677 126.713 126.736 126.743 126.746 126.752 126.758 126.78 126.79 126.805 126.805 126.807 126.826 126.835 126.838 126.838 126.842 126.843 126.846 126.863 126.886 126.896 126.898 126.926 126.933 126.944 126.959 126.966 126.986 126.995 127.006 127.008 127.011 127.039 127.04 127.054 127.054 127.076 127.094 127.095 127.101 127.117 127.122 127.127 127.141 127.179 127.197 127.206 127.22 127.224 127.229 127.233 127.246 127.251 127.285 127.299 127.307 127.314 127.315 127.315 127.315 127.318 127.329 127.356 127.358 127.365 127.375 127.394 127.398 127.404 127.408 127.417 127.443 127.461 127.465 127.488 127.53 127.548 127.556 127.564 127.581 127.591 127.591 127.614 127.623 127.625 127.632 127.634 127.636 127.637 127.638 127.676 127.686 127.688 127.696 127.7 127.71 127.73 127.753 127.763 127.781 127.796 127.801 127.815 127.834 127.847 127.864 127.893 127.899 127.903 127.91 127.92 127.928 127.947 128.082 128.086 128.119 128.127 128.139 128.144 128.169 128.175 128.179 128.2 128.216 128.241 128.244 128.246 128.252 128.257 128.264 128.265 128.29 128.295 128.296 128.306 128.311 128.312 128.334 128.335 128.338 128.339 128.345 128.354 128.354 128.36 128.365 128.381 128.398 128.401 128.401 128.402 128.412 128.416 128.423 128.427 128.435 128.444 128.444 128.454 128.484 128.492 128.518 128.536 128.545 128.559 128.56 128.562 128.576 128.583 128.595 128.629 128.633 128.643 128.647 128.677 128.679 128.698 128.704 128.705 128.707 128.708 128.713 128.718 128.723 128.74 128.762 128.763 128.774 128.805 128.809 128.816 128.825 128.829 128.831 128.857 128.867 128.878 128.879 128.907 128.916 128.927 128.929 128.939 128.939 128.952 128.956 128.971 128.977 128.978 128.99 129.002 129.004 129.006 129.014 129.027 129.037 129.038 129.053 129.057 129.095 129.099 129.116 129.117 129.119 129.134 129.144 129.147 129.148 129.235 129.256 129.267 129.27 129.281 129.285 129.292 129.296 129.301 129.308 129.329 129.33 129.343 129.354 129.367 129.377 129.395 129.395 129.395 129.415 129.45 129.465 129.468 129.491 129.494 129.5 129.516 129.552 129.556 129.567 129.569 129.575 129.579 129.58 129.633 129.645 129.653 129.667 129.673 129.675 129.68 129.681 129.691 129.744 129.776 129.777 129.8 129.848 129.864 129.867 129.869 129.88 129.889 129.934 129.937 129.946 129.949 129.953 129.964 129.965 129.969 129.973 129.977 129.991 130 130.026 130.033 130.049 130.05 130.065 130.073 130.086 130.089 130.114 130.123 130.144 130.148 130.156 130.156 130.173 130.183 130.195 130.197 130.205 130.206 130.217 130.239 130.269 130.299 130.307 130.307 130.311 130.332 130.335 130.34 130.348 130.349 130.374 130.392 130.4 130.43 130.435 130.46 130.469 130.477 130.496 130.503 130.507 130.541 130.558 130.567 130.588 130.589 130.595 130.614 130.629 130.638 130.644 130.67 130.688 130.697 130.715 130.722 130.723 130.725 130.746 130.748 130.777 130.777 130.7 81 130.787 130.791 130.795 130.817 130.828 130.829 130.845 130.869 130.89 130.893 130.898 130.908 130.934 130.935 130.94 130.947 130.955 130.96 130.961 130.964 130.965 130.987 130.989 131.01 131.013 131.015 131.023 131.036 131.06 131.073 131.074 131.111 131.129 131.184 131.186 131.205 131.221 131.234 131.236 131.264 131.274 131.279 131.281 131.31 131.313 131.346 131.346 131.362 131.364 131.43 131.434 131.446 131.448 131.453 131.456 131.458 131.467 131.471 131.491 131.515 131.518 131.542 131.568 131.582 131.605 131.615 131.636 131.642 131.656 131.698 131.708 131.718 131.725 131.755 131.78 131.796 131.8 131.807 131.807 131.808 131.817 131.836 131.864 131.865 131.889 131.918 131.92 131.955 131.955 131.96 131.966 131.971 131.978 132.003 132.011 132.039 132.043 132.05 132.086 132.095 132.114 132.116 132.118 132.127 132.134 132.149 132.158 132.184 132.202 132.251 132.252 132.271 132.301 132.304 132.304 132.354 132.355 132.357 132.358 132.395 132.43 132.513 132.54 132.587 132.588 132.595 132.611 132.658 132.757 132.769 132.793 132.796 132.828 132.886 132.889 132.897 132.898 132.918 133.01 133.012 133.023 133.032 133.04 133.04 133.042 133.048 133.062 133.063 133.071 133.097 133.13 133.153 133.174 133.198 133.201 133.207 133.211 133.223 133.23 133.235 133.241 133.251 133.252 133.261 133.276 133.294 133.311 133.355 133.376 133.378 133.38 133.402 133.42 133.436 133.48 133.503 133.553 133.587 133.598 133.611 133.649 133.649 133.653 133.664 133.707 133.728 133.756 133.758 133.768 133.774 133.79 133.79 133.808 133.846 133.847 133.894 133.924 133.956 134 134.022 134.034 134.052 134.058 134.058 134.11 134.111 134.152 134.226 134.227 134.228 134.236 134.247 134.268 134.273 134.308 134.319 134.336 134.34 134.43 134.43 134.476 134.478 134.498 134.515 134.528 134.533 134.556 134.563 134.568 134.625 134.826 134.853 134.87 134.928 134.938 134.946 134.976 134.987 134.996 135.07 135.079 135.164 135.191 135.227 135.234 135.248 135.308 135.324 135.328 135.329 135.346 135.368 135.38 135.426 135.433 135.459 135.468 135.484 135.49 135.54 135.674 135.803 135.866 135.924 135.938 135.953 135.956 136.023 136.031 136.103 136.163 136.166 136.191 136.284 136.384 136.414 136.536 136.583 136.678 136.758 136.798 136.826 136.837 136.883 136.886 136.941 137.007 137.026 137.047 137.068 137.076 137.207 137.233 137.658 137.813 138.123 138.274 138.423 138.523 138.537 138.557 138.607 138.758 139.226 139.428 139.438 139.808 139.918 140.158 140.987 More 0.72033710357063652 0.72111332889776003 0.72111332889776003 0.72111332889776003 0.72266577955200706 0.72266577955200706 0.72266577955200706 0.72266577955200706 0.72266577955200706 0.72266577955200706 0.72344200487913057 0.72344200487913057 0.72344200487913057 0.72344200487913057 0.72344200487913057 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.7242182302062542 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.7257706808605 0123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72577068086050123 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.726546906187 62474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72654690618762474 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72732313151474826 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.728099 35684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.72809935684187177 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.7288755821689954 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.7303171434907 9624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73031714349079624 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.731869 59414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73186959414504327 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0. 73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.73264581947216678 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.7334220447992903 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.734 19827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73419827012641381 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.734974495453 53732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.7349744954535373 2 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73497449545353732 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.735750720780 66095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072 078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.7357 5072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0. 73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73575072078066095 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73796850742958531 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.73952095808383234 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74107340873807936 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74184963406520288 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74340208471945002 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74417831004657353 0.74573076070082056 0.74573076070082056 0.74573076070082056 0.74573076070082056 0.74573076070082056 0.74573076070082056 0.745730760700820 56 0.74573076070082056 0.74573076070082056 0.74650698602794407 0.74650698602794407 0.74650698602794407 0.74650698602794407 0.74650698602794407 0.74650698602794407 0.74650698602794407 0.74650698602794407 0.74728321135506759 0.74728321135506759 0.74728321135506759 0.74728321135506759 0.74728321135506759 0.74872477267686843 0.74872477267686843 1126.201
Frequency
Histogram
Frequency 75 75 76 76 77 77 78 79 79 79 79 80 80 80 81 81 81 82 82 82 83 83 83 83 83 84 84 84 84 85 85 85 85 85 85 86 86 86 86 86 87 87 87 88 88 88 89 89 89 89 90 90 90 91 91 92 92 93 95 96 97 More 42 0 2 0 1 0 1 2 0 0 0 5 0 0 1 0 0 1 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 1 0 0 2 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 Cumulative % 75 75 76 76 77 77 78 79 79 79 79 80 80 80 81 81 81 82 82 82 83 83 83 83 83 84 84 84 84 85 85 85 85 85 85 86 86 86 86 86 87 87 87 88 88 88 89 89 89 89 90 90 90 91 91 92 92 93 95 96 97 More 0.68852459016393441 0.68852459016393441 0.72131147540983609 0.72131147540983609 0.73770491803278693 0.73770491803278693 0.75409836065573765 0.78688524590163933 0.78688524590163933 0.78688524590163933 0.78688524590163933 0.86885245901639341 0.86885245901639341 0.86885245901639341 0.88524590163934425 0.88524590163934425 0.88524590163934425 0.90163934426229508 0.90163934426229508 0.90163934426229508 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.91803278688524592 0.93442622950819676 0.93442622950819676 0.93442622950819676 0.93442622950819676 0.93442622950819676 0.93442622950819676 0.93442622950819676 0.93442622950819676 0.95081967213114749 0.95081967213114749 0.95081967213114749 0.98360655737704916 0.98360655737704916 0.98360655737704916 0.98360655737704916 0.98360655737704916 0.98360655737704916 0.98360655737704916 1 1 1 1 1 1 1 1 188
Frequency
Histogram
Frequency 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 More 0 0 0 0 2 0 2 0 2 0 2 0 0 2 2 2 2 2 0 2 2 4 0 0 2 2 2 4 0 4 0 2 4 3 5 0 5 4 1 6 5 4 3 0 4 0 4 2 6 Cumulative % 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 More 0 0 0 0 2.0408163265306121E-2 2.0408163265306121E-2 4.0816326530612242E-2 4.0816326530612242E-2 6.1224489795918366E-2 6.1224489795918366E-2 8.1632653061224483E-2 8.1632653061224483E-2 8.1632653061224483E-2 0.10204081632653061 0.12244897959183673 0.14285714285714285 0.16326530612244897 0.18367346938775511 0.18367346938775511 0.20408163265306123 0.22448979591836735 0.26530612244897961 0.26530612244897961 0.26530612244897961 0.2857142857142857 0.30612244897959184 0.32653061224489793 0.36734693877551022 0.36734693877551022 0.40816326530612246 0.40816326530612246 0.42857142857142855 0.46938775510204084 0.5 0.55102040816326525 0.55102040816326525 0.60204081632653061 0.6428571428571429 0.65306122448979587 0.7142857142857143 0.76530612244897955 0.80612244897959184 0.83673469387755106 0.83673469387755106 0.87755102040816324 0.87755102040816324 0.91836734693877553 0.93877551020408168 11
Frequency
Histogram
Frequency 3 4 4 4 5 5 5 5 5 5 6 6 6 6 6 6 7 7 8 More 2 2 0 0 6 0 0 0 0 0 7 0 0 0 0 0 5 0 9 29 Cumulative % 3 4 4 4 5 5 5 5 5 5 6 6 6 6 6 6 7 7 8 More 3.3333333333333333E-2 6.6666666666666666E-2 6.6666666666666666E-2 6.6666666666666666E-2 0.16666666666666666 0.16666666666666666 0.16666666666666666 0.16666666666666666 0.16666666666666666 0.16666666666666666 0.28333333333333333 0.28333333333333333 0.28333333333333333 0.28333333333333333 0.28333333333333333 0.28333333333333333 0.36666666666666664 0.36666666666666664 0.51666666666666672 15
Frequency
Histogram
Frequency 2 3 4 4 4 4 4 5 5 5 5 5 5 5 5 5 5 5 5 5 6 6 6 6 6 6 6 6 6 6 6 6 6 6 6 6 6 6 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 9 9 9 9 9 9 9 9 9 9 9 9 10 10 10 10 10 10 10 11 12 12 More 17 8 11 0 0 0 0 14 0 0 0 0 0 0 0 0 0 0 0 0 10 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 16 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 19 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 11 0 0 0 0 0 0 0 0 0 0 0 7 0 0 0 0 0 0 1 1 0 91 Cumulative % 2 3 4 4 4 4 4 5 5 5 5 5 5 5 5 5 5 5 5 5 6 6 6 6 6 6 6 6 6 6 6 6 6 6 6 6 6 6 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 7 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 8 9 9 9 9 9 9 9 9 9 9 9 9 10 10 10 10 10 10 10 11 12 12 More 8.2524271844660199E-2 0.12135922330097088 0.17475728155339806 0.17475728155339806 0.17475728155339806 0.17475728155339806 0.17475728155339806 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.24271844660194175 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.2912621 3592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.29126213592233008 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.36893203883495146 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.46116504854368934 0.5145631067961165 0.5145631067961165 0.5145631067961165 0.5145631067961165 0.5145631067961165 0.5145631067961165 0.5145631067961165 0.5145631067961165 0.5145631067961165 0.5145631067961165 0.5145631067961165 0.5145631067961165 0.54854368932038833 0.54854368932038833 0.54854368932038833 0.54854368932038833 0.54854368932038833 0.54854368932038833 0.54854368932038833 0.55339805825242716 0.55825242718446599 0.55825242718446599 111
Frequency
Histogram
Frequency 30 40 40 40 50 60 60 60 60 60 70 70 70 70 70 70 80 80 80 90 90 90 90 100 100 100 100 100 100 100 100 110 110 110 110 110 120 120 120 120 120 120 120 120 120 120 130 130 130 130 130 130 130 130 140 140 140 140 140 140 140 140 140 140 140 150 150 150 150 150 150 150 150 150 150 160 160 160 170 170 170 170 180 180 180 180 180 180 180 180 180 180 180 185 185 185 185 185 185 185 185 185 185 185 185 190 190 190 190 190 190 190 190 190 190 190 190 190 190 190 190 190 200 200 200 200 200 200 200 210 210 210 210 210 210 210 210 210 210 210 210 210 220 220 220 220 220 220 230 230 230 230 230 230 230 230 230 230 230 230 230 230 230 230 230 235 240 240 240 240 240 240 240 245 250 250 250 250 250 250 250 250 250 250 260 260 260 270 270 270 280 280 280 280 280 280 280 280 280 280 280 285 290 290 290 290 290 290 290 290 300 300 300 300 320 320 330 330 340 340 340 360 More 27 12 0 0 9 12 0 0 0 0 10 0 0 0 0 0 7 0 0 3 0 0 0 13 0 0 0 0 0 0 0 15 0 0 0 0 8 0 0 0 0 0 0 0 0 0 9 0 0 0 0 0 0 0 18 0 0 0 0 0 0 0 0 0 0 10 0 0 0 0 0 0 0 0 0 15 0 0 9 0 0 0 7 0 0 0 0 0 0 0 0 0 0 5 0 0 0 0 0 0 0 0 0 0 0 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 11 0 0 0 0 0 0 16 0 0 0 0 0 0 0 0 0 0 0 0 12 0 0 0 0 0 7 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 8 3 0 0 0 0 0 0 3 0 0 0 0 0 0 0 0 0 0 3 0 0 7 0 0 1 0 0 0 0 0 0 0 0 0 0 1 2 0 0 0 0 0 0 0 2 0 0 0 2 0 0 0 1 0 0 2 170 Cumulative % 30 40 40 40 50 60 60 60 60 60 70 70 70 70 70 70 80 80 80 90 90 90 90 100 100 100 100 100 100 100 100 110 110 110 110 110 120 120 120 120 120 120 120 120 120 120 130 130 130 130 130 130 130 130 140 140 140 140 140 140 140 140 140 140 140 150 150 150 150 150 150 150 150 150 150 160 160 160 170 170 170 170 180 180 180 180 180 180 180 180 180 180 180 185 185 185 185 185 185 185 185 185 185 185 185 190 190 190 190 190 190 190 190 190 190 190 190 190 190 190 190 190 200 200 200 200 200 200 200 210 210 210 210 210 210 210 210 210 210 210 210 210 220 220 220 220 220 220 230 230 230 230 230 230 230 230 230 230 230 230 230 230 230 230 230 235 240 240 240 240 240 240 240 245 250 250 250 250 250 250 250 250 250 250 260 260 260 270 270 270 280 280 280 280 280 280 280 280 280 280 280 285 290 290 290 290 290 290 290 290 300 300 300 300 320 320 330 330 340 340 340 360 More 6.0538116591928252E-2 8.744394618834081E-2 8.744394618834081E-2 8.744394618834081E-2 0.10762331838565023 0.13452914798206278 0.13452914798206278 0.13452914798206278 0.13452914798206278 0.13452914798206278 0.15695067264573992 0.15695067264573992 0.15695067264573992 0.15695067264573992 0.15695067264573992 0.15695067264573992 0.1726457399103139 0.1726457399103139 0.1726457399103139 0.17937219730941703 0.17937219730941703 0.17937219730941703 0.17937219730941703 0.2085201793721973 0.2085201793721973 0.2085201793721973 0.2085201793721973 0.2085201793721973 0.2085201793721973 0.2085201793721973 0.2085201793721973 0.24215246636771301 0.24215246636771301 0.24215246636771301 0.24215246636771301 0.24215246636771301 0.26008968609865468 0.26008968609865468 0.26008968609865468 0.26008968609865468 0.26008968609865468 0.26008968609865468 0.26008968609865468 0.26008968609865468 0.26008968609865468 0.26008968609865468 0.2802690582959641 0.2802690 582959641 0.2802690582959641 0.2802690582959641 0.2802690582959641 0.2802690582959641 0.2802690582959641 0.2802690582959641 0.32062780269058294 0.32062780269058294 0.32062780269058294 0.32062780269058294 0.32062780269058294 0.32062780269058294 0.32062780269058294 0.32062780269058294 0.32062780269058294 0.32062780269058294 0.32062780269058294 0.34304932735426008 0.34304932735426008 0.34304932735426008 0.34304932735426008 0.34304932735426008 0.34304932735426008 0.34304932735426008 0.34304932735426008 0.34304932735426008 0.34304932735426008 0.37668161434977576 0.37668161434977576 0.37668161434977576 0.39686098654708518 0.39686098654708518 0.39686098654708518 0.39686098654708518 0.41255605381165922 0.41255605381165922 0.41255605381165922 0.41255605381165922 0.41255605381165922 0.41255605381165922 0.41255605381165922 0.41255605381165922 0.41255605381165922 0.41255605381165922 0.41255605381165922 0.42376681614349776 0.42376681614349776 0.42376681614349776 0.42376681614349776 0.42376681614349776 0.42376681614349776 0.42376681614349776 0.42376681614349776 0.42376681614349776 0.42376681614349776 0.42376681614349776 0.42376681614349776 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.43721973094170402 0.46188340807174888 0.46188340807174888 0.46188340807174888 0.46188340807174888 0.46188340807174888 0.46188340807174888 0.46188340807174888 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.49775784753363228 0.5246636771300448 0.5246636771300448 0.5246636771300448 0.5246636771300448 0.5246636771300448 0.5246636771300448 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.54035874439461884 0.540358744394 61884 0.55829596412556048 0.56502242152466364 0.56502242152466364 0.56502242152466364 0.56502242152466364 0.56502242152466364 0.56502242152466364 0.56502242152466364 0.5717488789237668 0.5717488789237668 0.5717488789237668 0.5717488789237668 0.5717488789237668 0.5717488789237668 0.5717488789237668 0.5717488789237668 0.5717488789237668 0.5717488789237668 0.5717488789237668 0.57847533632286996 0.57847533632286996 0.57847533632286996 0.594170403587444 0.594170403587444 0.594170403587444 0.5964125560538116 0.5964125560538116 0.5964125560538116 0.5964125560538116 0.5964125560538116 0.5964125560538116 0.5964125560538116 0.5964125560538116 0.5964125560538116 0.5964125560538116 0.5964125560538116 0.59865470852017932 0.60313901345291476 0.60313901345291476 0.60313901345291476 0.60313901345291476 0.60313901345291476 0.60313901345291476 0.60313901345291476 0.60313901345291476 0.6076233183856502 0.6076233183856502 0.6076233183856502 0.6076233183856502 0.61210762331838564 0.61210762331838564 0.61210762331838564 0.61210762331838564 0.61434977578475336 0.61434977578475336 0.61434977578475336 0.6188340807174888 110
Frequency