The following are a set of more complex examples of the tableHTML package. The goal of these examples is to show you what you can do with the package and all the different ways you can use it to make the HTML tables they way you want them to look. The point of the examples is to demonstrate what can be achieved and not to show nice looking HTML tables (apart from the demonstration of the themes).
Row groups and Second Headers
library(tableHTML)
tableHTML(mtcars,
rownames = FALSE,
widths = c(120, rep(50, 11)),
row_groups = list(c(10, 10, 12), c('Group 1', 'Group 2', 'Group 3')),
second_headers = list(c(3, 4, 5), c('col1', 'col2', 'col3')))
Group 1 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Group 2 |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Group 3 |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
Add row css and column css
tableHTML(mtcars,
border = 5,
rownames = TRUE,
widths = c(100, 140, rep(50, 11)),
row_groups = list(c(10, 10, 12), c('Group 1', 'Group 2', 'Group 3')),
second_headers = list(c(3, 4, 6), c('col1', 'col2', 'col3'))) %>%
add_css_row(css = list('background-color', 'lightgray'), rows = odd(3:34)) %>%
add_css_row(css = list('background-color', 'lightblue'), rows = even(3:34)) %>%
add_css_column(css = list('background-color', 'white'), columns = 'row_groups')
Group 1 |
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Group 2 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Group 3 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
Add row, column, second header and header css
tableHTML(mtcars,
border = 1,
rownames = TRUE,
widths = c(110, 140, rep(50, 11)),
row_groups = list(c(10, 10, 12), c('Group 1', 'Group 2', 'Group 3')),
second_headers = list(c(2, 5, 6), c('', 'col2', 'col3'))) %>%
add_css_row(css = list('background-color', 'lightgray'), rows = odd(3:34)) %>%
add_css_row(css = list('background-color', 'lightblue'), rows = even(3:34)) %>%
add_css_column(css = list('background-color', 'white'), columns = 'row_groups') %>%
add_css_second_header(css = list(c('border-top', 'border-left'), c('1px solid white', '1px solid white')),
second_headers = 1) %>%
add_css_header(css = list(c('border-top', 'border-left', 'border-right'),
c('1px solid white', '1px solid white', '1px solid white')),
headers = 1) %>%
add_css_header(css = list('background-color', 'lightgreen'), headers = 3:13)
Group 1 |
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Group 2 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Group 3 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
scientific theme
tableHTML(mtcars,
rownames = TRUE,
widths = c(110, 140, rep(50, 11)),
row_groups = list(c(10, 10, 12), c('Group 1', 'Group 2', 'Group 3')),
second_headers = list(c(2, 5, 6), c('col1', '', 'col3'))) %>%
add_theme('scientific')
Group 1 |
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Group 2 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Group 3 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
rshiny-blue theme
tableHTML(mtcars,
rownames = TRUE,
widths = c(110, 140, rep(50, 11)),
row_groups = list(c(10, 10, 12), c('Group 1', 'Group 2', 'Group 3')),
second_headers = list(c(2, 5, 6), c('', 'col2', 'col3'))) %>%
add_theme('rshiny-blue')
Group 1 |
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Group 2 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Group 3 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
colorize theme
mtcars %>%
tableHTML(rownames = TRUE,
widths = c(140, rep(50, 11))) %>%
add_theme('colorize', color = 'navyblue')
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
colorize theme with Two Colors
mtcars %>%
tableHTML(rownames = TRUE,
widths = c(140, rep(50, 11))) %>%
add_theme_colorize(color=c('steelblue', 'green'))
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
colorize theme with total rows and an id_column
ts_to_df <- data.frame(year = trunc(time(AirPassengers)),
Month = month.abb[cycle(AirPassengers)],
AirPassengers,
stringsAsFactors = F)
ts_to_df <- ts_to_df[ts_to_df$year < 1951, ]
rbind(ts_to_df[1:12, 2:3],
c('AVG', round(mean(ts_to_df[1:12, ]$AirPassengers), 2)),
ts_to_df[13:24, 2:3],
c('AVG', round(mean(ts_to_df[13:24, ]$AirPassengers), 2))) %>%
tableHTML(rownames = FALSE,
widths = rep(75, 3),
row_groups = list(c(13, 13),
unique(ts_to_df$year))) %>%
add_theme_colorize(id_column = TRUE,
total_rows = c(13, 26),
color = c('#009999', 'yellow2'))
1949 |
Jan |
112 |
Feb |
118 |
Mar |
132 |
Apr |
129 |
May |
121 |
Jun |
135 |
Jul |
148 |
Aug |
148 |
Sep |
136 |
Oct |
119 |
Nov |
104 |
Dec |
118 |
AVG |
126.67 |
1950 |
Jan |
115 |
Feb |
126 |
Mar |
141 |
Apr |
135 |
May |
125 |
Jun |
149 |
Jul |
170 |
Aug |
170 |
Sep |
158 |
Oct |
133 |
Nov |
114 |
Dec |
140 |
AVG |
139.67 |
Coloring a Row Group
tableHTML(mtcars,
border = 5,
rownames = TRUE,
widths = c(100, 140, rep(50, 11)),
row_groups = list(c(10, 10, 12), c('Group 1', 'Group 2', 'Group 3')),
second_headers = list(c(3, 4, 6), c('col1', 'col2', 'col3'))) %>%
add_css_row(css = list('background-color', 'lightgray'), rows = odd(3:34)) %>%
add_css_row(css = list('background-color', 'lightblue'), rows = even(3:34)) %>%
add_css_column(css = list('background-color', 'white'), columns = 'row_groups') %>%
replace_html(pattern = '<td id="tableHTML_row_groups" style="background-color:white;" rowspan="10">Group 1',
replacement = '<td id="tableHTML_row_groups" style="background-color:lightyellow;" rowspan="10">Group 1')
Group 1 |
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Group 2 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Group 3 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
Collapsed table
tableHTML(mtcars,
border = 5,
rownames = TRUE,
collapse = 'separate',
widths = c(100, 140, rep(50, 11)),
row_groups = list(c(10, 10, 12), c('Group 1', 'Group 2', 'Group 3')),
second_headers = list(c(3, 4, 6), c('col1', 'col2', 'col3'))) %>%
add_css_row(css = list('background-color', 'lightgray'), rows = odd(3:34)) %>%
add_css_row(css = list('background-color', 'lightblue'), rows = even(3:34)) %>%
add_css_column(css = list('background-color', 'white'), columns = 'row_groups')
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)
add_css_column overwrites add_css_row
tableHTML(mtcars,
border = 5,
rownames = TRUE,
collapse = 'collapse',
widths = c(140, rep(50, 11)),
second_headers = list(c(3, 4, 5), c('col1', 'col2', 'col3'))) %>%
add_css_row(css = list('background-color', 'lightgray'), rows = odd(3:34)) %>%
add_css_row(css = list('background-color', 'lightblue'), rows = even(3:34)) %>%
add_css_column(css = list('background-color', 'lightyellow'), columns = 'mpg') %>%
add_css_thead(css = list('background-color', 'lightblue'))
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
Table with thead and tbody
tableHTML(mtcars,
border = 5,
rownames = TRUE,
widths = c(140, rep(50, 11)),
second_headers = list(c(3, 4, 5), c('col1', 'col2', 'col3'))) %>%
add_css_thead(css = list('background-color', 'lightgray')) %>%
add_css_tbody(css = list('background-color', 'lightblue'))
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
Column Overwrites Row Overwrites tbody / thead Overwrites table
tableHTML(mtcars,
rownames = TRUE,
widths = c(140, rep(50, 11)),
second_headers = list(c(3, 4, 5), c('col1', 'col2', 'col3'))) %>%
add_css_table(css = list('background-color', 'lightgray')) %>%
add_css_tbody(css = list('background-color', 'lightblue')) %>%
add_css_row(css = list('background-color', 'red'), row = 5) %>%
add_css_column(css = list('background-color', 'lightgreen'), columns = 'mpg')
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
Using non-collapsed tables in shiny
tableHTML(mtcars, collapse = 'separate_shiny', spacing = '5px 2px') %>%
add_css_table(css = list(c('background-color'), c('lightgray'))) %>%
add_css_table(css = list('color', 'blue'))
Mazda RX4 |
21 |
6 |
160 |
110 |
3.9 |
2.62 |
16.46 |
0 |
1 |
4 |
4 |
Mazda RX4 Wag |
21 |
6 |
160 |
110 |
3.9 |
2.875 |
17.02 |
0 |
1 |
4 |
4 |
Datsun 710 |
22.8 |
4 |
108 |
93 |
3.85 |
2.32 |
18.61 |
1 |
1 |
4 |
1 |
Hornet 4 Drive |
21.4 |
6 |
258 |
110 |
3.08 |
3.215 |
19.44 |
1 |
0 |
3 |
1 |
Hornet Sportabout |
18.7 |
8 |
360 |
175 |
3.15 |
3.44 |
17.02 |
0 |
0 |
3 |
2 |
Valiant |
18.1 |
6 |
225 |
105 |
2.76 |
3.46 |
20.22 |
1 |
0 |
3 |
1 |
Duster 360 |
14.3 |
8 |
360 |
245 |
3.21 |
3.57 |
15.84 |
0 |
0 |
3 |
4 |
Merc 240D |
24.4 |
4 |
146.7 |
62 |
3.69 |
3.19 |
20 |
1 |
0 |
4 |
2 |
Merc 230 |
22.8 |
4 |
140.8 |
95 |
3.92 |
3.15 |
22.9 |
1 |
0 |
4 |
2 |
Merc 280 |
19.2 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.3 |
1 |
0 |
4 |
4 |
Merc 280C |
17.8 |
6 |
167.6 |
123 |
3.92 |
3.44 |
18.9 |
1 |
0 |
4 |
4 |
Merc 450SE |
16.4 |
8 |
275.8 |
180 |
3.07 |
4.07 |
17.4 |
0 |
0 |
3 |
3 |
Merc 450SL |
17.3 |
8 |
275.8 |
180 |
3.07 |
3.73 |
17.6 |
0 |
0 |
3 |
3 |
Merc 450SLC |
15.2 |
8 |
275.8 |
180 |
3.07 |
3.78 |
18 |
0 |
0 |
3 |
3 |
Cadillac Fleetwood |
10.4 |
8 |
472 |
205 |
2.93 |
5.25 |
17.98 |
0 |
0 |
3 |
4 |
Lincoln Continental |
10.4 |
8 |
460 |
215 |
3 |
5.424 |
17.82 |
0 |
0 |
3 |
4 |
Chrysler Imperial |
14.7 |
8 |
440 |
230 |
3.23 |
5.345 |
17.42 |
0 |
0 |
3 |
4 |
Fiat 128 |
32.4 |
4 |
78.7 |
66 |
4.08 |
2.2 |
19.47 |
1 |
1 |
4 |
1 |
Honda Civic |
30.4 |
4 |
75.7 |
52 |
4.93 |
1.615 |
18.52 |
1 |
1 |
4 |
2 |
Toyota Corolla |
33.9 |
4 |
71.1 |
65 |
4.22 |
1.835 |
19.9 |
1 |
1 |
4 |
1 |
Toyota Corona |
21.5 |
4 |
120.1 |
97 |
3.7 |
2.465 |
20.01 |
1 |
0 |
3 |
1 |
Dodge Challenger |
15.5 |
8 |
318 |
150 |
2.76 |
3.52 |
16.87 |
0 |
0 |
3 |
2 |
AMC Javelin |
15.2 |
8 |
304 |
150 |
3.15 |
3.435 |
17.3 |
0 |
0 |
3 |
2 |
Camaro Z28 |
13.3 |
8 |
350 |
245 |
3.73 |
3.84 |
15.41 |
0 |
0 |
3 |
4 |
Pontiac Firebird |
19.2 |
8 |
400 |
175 |
3.08 |
3.845 |
17.05 |
0 |
0 |
3 |
2 |
Fiat X1-9 |
27.3 |
4 |
79 |
66 |
4.08 |
1.935 |
18.9 |
1 |
1 |
4 |
1 |
Porsche 914-2 |
26 |
4 |
120.3 |
91 |
4.43 |
2.14 |
16.7 |
0 |
1 |
5 |
2 |
Lotus Europa |
30.4 |
4 |
95.1 |
113 |
3.77 |
1.513 |
16.9 |
1 |
1 |
5 |
2 |
Ford Pantera L |
15.8 |
8 |
351 |
264 |
4.22 |
3.17 |
14.5 |
0 |
1 |
5 |
4 |
Ferrari Dino |
19.7 |
6 |
145 |
175 |
3.62 |
2.77 |
15.5 |
0 |
1 |
5 |
6 |
Maserati Bora |
15 |
8 |
301 |
335 |
3.54 |
3.57 |
14.6 |
0 |
1 |
5 |
8 |
Volvo 142E |
21.4 |
4 |
121 |
109 |
4.11 |
2.78 |
18.6 |
1 |
1 |
4 |
2 |
Iris dataset with second headers, rowgroups, and conditional css
Note: the <div>
container is introduced, because the css property 'transform:rotate(...deg);'
would rotate the whole <td>
element would be rotated and background color would be out of place
tableHTML(iris[c(1:5, 51:55, 101:105), 1:4],
rownames = FALSE,
headers = rep(c('Length', 'Width'), 2),
second_headers = list(c(1, 2, 2), c('Species', 'Sepal', 'Petal')),
row_groups = list(rep(5, 3), paste0('<div style="width:100%; height:100%; ',
'transform:rotate(-90deg); font-size:16px; ',
'font-weight:bold; color:white; align:center">',
c('setosa', 'versicolor', 'virginica'),
'</div>'))) %>%
add_css_column(css = list(c('background-color', 'border'),
c('gray', 'white')),
columns = 'row_groups') %>%
add_css_second_header(css = list(c('color', 'background-color'),
c('white', 'gray')),
second_headers = 1:3) %>%
add_css_header(css = list(c('color', 'background-color'),
c('white', 'gray')),
headers = 1:5) %>%
add_css_conditional_column('color_rank',
color_rank_theme = 'White-Green',
columns = 1:2,
same_scale = FALSE) %>%
add_css_conditional_column('color_rank',
color_rank_theme = 'White-Blue',
columns = 3:4,
same_scale = FALSE)
setosa |
5.1 |
3.5 |
1.4 |
0.2 |
4.9 |
3 |
1.4 |
0.2 |
4.7 |
3.2 |
1.3 |
0.2 |
4.6 |
3.1 |
1.5 |
0.2 |
5 |
3.6 |
1.4 |
0.2 |
versicolor |
7 |
3.2 |
4.7 |
1.4 |
6.4 |
3.2 |
4.5 |
1.5 |
6.9 |
3.1 |
4.9 |
1.5 |
5.5 |
2.3 |
4 |
1.3 |
6.5 |
2.8 |
4.6 |
1.5 |
virginica |
6.3 |
3.3 |
6 |
2.5 |
5.8 |
2.7 |
5.1 |
1.9 |
7.1 |
3 |
5.9 |
2.1 |
6.3 |
2.9 |
5.6 |
1.8 |
6.5 |
3 |
5.8 |
2.2 |
Table added as an image (not as html)
This works perfectly with rmarkdown when you want to add the table as an image in a pdf, word or html document.
mtcars %>%
tableHTML(widths = c(140, rep(50, 11))) %>%
add_theme('rshiny-blue') %>%
tableHTML_to_image(type = 'png')
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9vYWFRXl5eUFDg6OgIAKqqqhUVFR3XFwqFZWVl+vr6urq6LBZLrODWZjgcjkQi3bt3r7y8XE/vwzYVlZWVEomESCQyGAoEVcVisVZWVgDAYDBaOspsNvvQoUPx8fEODg6ZmZmWlpYAwOPxunXrppCpNBotJyfn8OHDdnZ2DQ0NskShUHjt2rVevXoBgEgkWrFiRVVVlaura2xsrELiAJCTkyPT0dfXz8nJUTT796SoqIhCoaiqtjNQzH/C4XD+/fffrl27KlET5XuCeu7Oy7Jlyw4ePJiQkPDXX3/J3G2/fv0ePXpUVFSUlpa2fv36/fv379+/X1dXNzMzMy4u7unTp3g8PiAgIDIyMiMjIz09vUVKVVVVIBCQyeSgoCBZCoIgZDL50aNHNTU1AJCbmxsSEvJDLvOr8Pn8UaNGKf2toqSkZM+ePU+fPhUIBDExMUrRrK6u9vLyunv37pkzZ/bu3duS3tTUpBT9FthsdrvHTocPH56bmxsZGSn709zcfPr06Xg83tHR0dZW7mh0rSguLpa9/wFAU1OTnp7e9evXr1y5sm7dOlniiRMn5s2bp5BmWVnZoEGDoqOj9+zZc+jQIVlibm7u/PnvArXy+Xwul3v+/PmbN2+2JLaD+vr6duf9DkgkkpaXDCWSm5u7fv165WqifE9Qz915+fXXX6uqqu7evWtm9i704L59+96+fXv37l0AqKmpCQkJWbBgQU1NjUTyYVODNWvWCASCmzdvtlEbPHiwqqpqy3zkqVOnDh06lJeXt2jRIgDQ19dPT08vLy+nUqlKn07rCE1NTbt27QoICGiZ9VcWdnZ2r169AgBzc3N9fX2laJqbm8uctKWlpampqbu7u+z9CYfD2dvbd1yfRCK5urrW1tbW1NRYW1sTCO389HfevHmmph/ibM+fP18gEPj7+wcHBysqFRkZuWDBgoKCAtk0vL6+PoIgEonE0NBQVkRiYqK3t7e2tnbrV8mvYmNjI/Op1tbWLfe/trZ2YWFhcXFxbW2tQCDQ0tJqamrS0dExVnzPU09PT9nrWnNzs6dn5w0zgsFgbGxs0tPTZYMQX1jpohC6urrp6ellZWXV1dUsFrot988HGoml0yGRSMLDw2NiYnx8fEaPHq2urv706dP8/PyIiAgDA4OjR4/q6Oikp6dXVlaSyeRVq1ZNnz6dTqfPnz+fz+fn5ORYWloeOnSIQCBUVVUNHz7c2Nj46NGjOTk5ly5dCgkJ8fPzGzJkSHV1NR6PnzNnTl1d3fPnz6dOnXry5EkCgZCTk8PhcDQ05A7c/Y0pLy+fMGFCYmLitm3bjh8/3rNnzx07dpSWlj548GDkyJEdFB84cGBAQEB8fLyBgUGPHj3arSMWi/ft21dYWJienu7u7t67d+958+Y1NzeHhYWpqamtWrXq9u3bISEhitbqqVOn4uLiIiMjly1bduTIkYSEhNOnTwcHBx86dEi2PissLOz9tlLyIhAINm7cKBQKzczMli5dKpFIQkND586du2PHjvr6+hMnTujoKLBHtVgsXrRoUWRk5Pz584cMGRIVFbV///6lS5du2rRp/vz5IpFo3bp1Fy9enDx5MgAYGRmVlpZ+WVAkEoWGhmZmZhYWFtrZ2dnZ2S1YsIDJZEZERLx48YJOp48aNcrS0rKhoaG+vl5fX//y5cshISFqamrbtm1TqB4AoGfPnqdOnUpMTOzbt6+2trai2T/Hy5cvr1y50tDQsG/fPnVlbHONxWKdnZ0BQF9f38nJCauk8HmyEazi4mIMBqOpqakUTZTvCRqJBQUFBQUF5WcCHS1HQUFBQUH5mUA9NwoKCgoKys8EOs/d6Xj+/PmPNgEFBQXlA4MGDfrRJqB8BDrP3elAl3qioKB0KtBVbJ0NdLQcBQUFBQXlZwL13J2Q0g1+FAqFUvI+sLRUyPH1dKD0ndvwlXwnloQnfJLK3v8L5R09x1cBAEBgXwqFQhn8WyTAMw8KhTLifUzp5H/23M1+n5E60o1CofQ8Ef/YzopCoVCelELWzQ0UCuVmVo0yLlMuch7uo1Ao80+/s4pdn+ASuF+J35vXRK+nUEZkdkyk8Fm457zLLfHMhI2lXe2s9j3MAYCbG/xaN6VCpk0NnFr37rhqfOCH1p830m3wnM3tNTauL4UyYklo66SGnIcUCmXIjsfyq7RpFxm5V1dQKJRh/yQDQN2TXe9vu8AaPkBzqg+FQrF1yK75UuulXto4an207Hjj1F4UCoVCsdrx+MPnZNTL8ygUSlThZ69FfkpPBMruaqXC3BHomckRKlcUAK4e3klVumha5MZLqUpXRfkOoJ67E2K97dpzDw+Pg1Hv/qm4aUfU6tjn/z1m8IVMIk7U0zSmQPLJDxpLr7xR77E0h0q9HuI44pdDYoBbz95M9+o+fOU4AN9ZWw69vfUPAEiE/Igrt/miFgXKhQs7ew0aNbv/4FenJgxbesLfGpx9Zw1eEzfK2UTJV/w5anMKyOMrykss7gadS24A4OfFFrMEEiVN8LCPT/K/Wu2XR4126ZgOtbCJxX33sM66fzDgj6hnOcUhQ52KovYk2h+jUlPWbD6p6NtGSUIhX0UFAQBACl/k8whEBABAErPef8SO5//Ocxi946XCUTlEvOcPdJ5TqRNUKh+2RHVjF+3ck0ilVhw2vLP1snzBUtq2i4yGHbHaxVTqn5jDBRxhLqZ7RERExN6NhtNXG6rA69SqkIiIo4f/sTX4wnftjPpaLpsnBgAoeuMStDEiIiJ0vleAs6HsZ15j+tq8CYXU7JwTG2m85hM3yc+p1LlmaTMvFClaE00FD1fUbCuhZsYf2U7/+unyQistl+jrSJQ9BVmV+ORW4lvlBGFpxbHLN/jCT58YKD8BqOfupFgEH0s+Fl7KBxAxDx8vczPVAwAhvTw8PDw8PDyvlvM25obsuJTGZZQlhx87U1FNlwLw63LDw8PDjx6jsdu++FdVlBnZUrAAoGK0dv/q5yETw48eCBw7XIcAANy4c6cGuHRpfT65268mwtwaAINBU1JPHy3lQ3VD0+pF1rcuHA8PD7+f1QBS8ZXzJ8PDw8PDL1Z9i1owdgrsY4nB4j0dNYl4PICK27DBKgTl3LTVGQ/3NPcniHITkss6pqThObAlOGXjwQPXx/bE3TwWywV49Khy8CgbAMNuOddTFRynsOnjbW2gAgAAGLsBvhQ9EgCAkL3riomLg46+i7v29VCFn7oE1UHDXEicMp6r/1Dd94l1RakcMgDG7pcBBa9eyaXTtl1k4AkVb58XlVfRrS1IBB+/4QEBAe7dHbcu64MDzr/7/li0ZkeNppPKlxbFavXu5/rusIvH+ICAgABfermJtcG7kCb01zf7BrqoANlZj3WrTHv2r24kADs7a1USUcGKgOL4mPELXAig3Y1Y9aRY0dyfRd/axcNW6VPCNRkcPQ9TJcR1aQU/9uiBXt0VCyaP0nlAPXenRf93u8pjN1Np+cmYhaFkHABAxtMHNqNn9cSl7v33pZGNx+zx/Y9fEuiQ+au2HPtt4cJeqtligLibj11HBtk0PQ6LazW6Vvzv6L4u94izHh4aLWtyNYs+m5b4rHmG6KgTAKAmM0d7drC2ShsbNEb31Qk5mpV6MOxXV+6D19WNWa8cqm+zTQf5WfK2rjvEbbiWLOk92UsjmaZr9s0qAhELHsPSgB4KhPeSh5Jnt/p37TFl4W/nFk9/oazx96wHb1i2/RfOtcwO2XIpmcHFaGsBAKhhaVyuMvQlkiqprgoJgIAniWva17Vbt2r13+u2RtME7/62de1ed+9qfHx8dCze2Fx+nU/aRefvkFFrxs0VjZxFwr8L7kZNjxuhDwDqB+7lJl5afzK4TxldgdcNUWV+4rA/yO+dvZjeTNbBAQCRKGh6PwGRVmu6dZyF/JoyBAyuLOItichjdOYloYg05siTnn7tj/H3n9AK8tXnLzNQU64qyvcD9dydlwnHt788Ep5fmPXH+39bR2frWQM97KwpAGBkYXFm+5TnDxfzn4ZJ7cfoA3iMmacG4NlTe8HMxX0cDT/Ssp14+9VTbmJkS0Lxg4uV/f68ZrzpSGIRAJzY6DuQTHaa8+++Gf0vZH3IN3j0hJTDm84RVq//Y+zj6KMx1D5gOvrM8oGlhG4AgFN3LKku11LXEKkq3OmRn9zjE5atmaDcHgcAAOhO2D9aE/QnjrbLV3i09bPYe4/oBoQRh/fxi+rMdKVV1QAAtUIbPd2v5ZQHAsENX8pkAXA4jSTn9oXC3BF++dy2Ac9eNr5PMP0n7vH4/n2rU5NGjRgov86n7bLlZWNa+iPBkcEZbNlrQXHcG+eWX02cR9zbNYGlyCtMXnnZ+rEfpmZIFpSachEAMBkqVhQAgNr7m/SHzm9H0HlNU72iYgCAZpammcJRz78fYj5ryV+L7MjkTRFX+3RxbuIpR/bchgG+ZLLj1GNHfvc7rkA4eZTOAuq5OzMeE1wbwqkfRrTOhh0Oe5klYlQCQPrlbfme0WRVvIqLR+mZU/nvz9m773rYlYs1NR/vKVlczQXDHfN9+o1bLJBA0+tTd8TOo01hSFj5tT+mPMpjrb/JZDKZOccnhpyOn+zcKqNl79m2GaPGWoLbBMPS4sHzPKpPje6z+UE/Q9nkIHeArTS+wfboKt9vVAUJJ5cPi2TOmzBi+7mXACAWCyUS5ezI6TxqzO99DrIAntRjxzh1SIrLed8BdA60q7idDZD2z6beg1x+ndD3wrl4gDeMgZPaMWTAZNBajtmsJgAAvMb+LZRXbytSoq7brN1GbO+/bzXffJqvaasE/pWlo3IDjoxy1ZJToU27AABAQXFSFQNgwC9TBAgAQHVskuHcYa0KqdkVbWlt/KXB5NaXDADlWVnWrf7U7xF05+ITLpS+KsaONgdIi/Rd/+jgkhFzFh+T0+wWHL1HHthxWwD5ac36fkr13A21ylzzhlfVelvGZDKZW4LHJxRl6Sppq8/ll5lMJjPv3NwFh57OcVOOJsr3BLd58+YfbQPKRwiFdY/On2UVx+vau/XpYdu1hw8m82wq0YpaUR8wbuDLy5drjPtp17ylq+lIK5Pj4+MtPSaM6q9x/cKN+GyBrrjCy29oyv0bLPvhkrfPTV0HaKsIXl4M17VRbxRqe/v5WrOyrz0qyK+p40pVBvRwoCdfZRJMa6ppPXo5EwEAMCRDe6uP1hDhe/j52eqZYjFEx57d7Q10NXv0yrl58y1bpac2v8HIsvJZfEVN6a0LN50Chipt34b38KozLr2s9uxma2FhMWTECDNtUfSB4+YWwCGYOph3tA+roms13PzZqavxQ2f86WDQkSci7faZJ9aGHKxld0stDfee5ucjzhY5/rHQvwvJxMWJ+/DElaw/V85WV3Bbr6QLJ5qIGlWVYncXy5cnj3DVNeoasG5dLTScR5Q+P12q5rFmjIti+40AgIAZeiAsJjbOctCkvhaaAPQjZ190s1c9te8Iceyu331s5HwTaNMupMb0kzFNHl2d+lLYpy7cajAJHOViggGoY2A8nU1JAMDKO/z3safpVcu3B5O/VEbtzctvjNSYKs59zFQBgE5n2Zpb6wJARXLU0zJCty6WYyyKDp2MnfTnNgNoCr380tnR3sLCwi1wvKuZYrPLeE2TKaZJB88mzfhzfYca/2PKku8n1OsVJZU5e7mp4pQmCwAYDFBsHNtOZ3VYlaTfxfaL71IySCSSkktG6RhoJJZOx08UiaX41srrdA8nA83apoY502b+aHNQUFC+CWgkls4G6rk7HT+R50ZBQflfAPXcnQ10nhsFBQUFBeVnAu1zo6CgoKCg/EygfW4UFBQUFJSfCXRteadDKpVWVlbS6fTm5ubm5mYAUFHp0JJSqVRKpVLpdDqDwVBVVcXj8c3NzUKhULZelMvlVlVVkUgkAkHB1c/fksrKyqamJjU1NRwOJ5FIqFSqSCRSV//w8TCfz6+srOTz+RoaX4im+XWEQiGHw+ng0lkej9fY2CizRCgUUqlULBYr06yvr29oaJBdSPvMa7l2BEFkN4a6uno71FgsVuL/P9YAACAASURBVE1NTYthMphMZk1NDby/xxobG+vr68VisZqaXEE6EAShUqlcLrf1PKhAIKisrJRIJDKR1k35VUE2m81kMmUZZXemUChs3e4AwOPxqqurNTU1sVhs6ztZURAEqamp0dDQwGAUXqT/BWpra1VVVbHt+9b+8zAYDCKRqERTv9Hlo3wf0D53Z6S2ttbFxUUoFKanp9vZ2dXW1nZEraSkxM7Oztra2s3Njcvlcjicrl27Hj9+XPbrmDFjmpqapk2bpgzDlUN2dnZ1dfX9+/fnzJkjlUqXLFkiEokmTJjw+vXrlnNmzZrF5XK3bt2akpLSkbKCg4NbqqJ9CIXCHj16TJkyRSqVAsDWrVvr6uqGDh1aVVX19OnT5cuXA8DcuXPbJ758+XIEQaZNm/b69euoqKj6+vqrV6+eOXNGUR2BQLBv376mpiZPT08+n9+SPmbMGKFQKDMSACZMmGBtbX337l05Zbdu3crhcJYtW9aSRSQSzZ07F0GQX3/9lcVitW7Kr6rx+XxXV9cWY2bMmMHn89esWVNR8SE4AZfL7dmzJ5PJBIA2d7JCSCSSfv36DRgwQChU5u4g586dc3R0rKur+/qpiiAUCgcOHMhVThw+gG92+SjfDdRzdzqwWKyJiQkWi7W0tAwMDDx79mzv3r15vA/Bk3g8XsvTTR709fX5fD6CINu2bdPR0VFXVz927F3kioqKimHDhrm7u/v6+r59+1bJV9JejIyMevXqtWDBAhaLJRaLt27d2qVLl+nTp7948UJ2glgsrq2ttbGx6du3r1gs/rLaF8jIyHBwcOigtUQi8caNG7LjxsbGmpqa3r17Hzly5M6dO+Xl5Xp6elZWVpqamjK/rhAVFRV1dXXW1tahoaFnz54dMmRIz549J06cqKur8LfsWCx206ZNzs7OXbt2bekOCoVCiURibW3t6OgoFotzcnK4XG5WVtbMmXJ94IcgyKJFi7p27bpw4cKrV6/KEjEYzMmTJ62trb28vHA4XOum/KqgiorKxYsXZccikYhGo8l0WpqYyWS6uro+fPjQxcUFh8O1vpMVBYfDvXr1ytra+uunKsLUqVOXLFny9fMU5M6dO56enkoU/EaXj/LdQD13Z8fZ2bmhoaGysjIoKGju3Lm+vr47d+58+vTphQsXFi1atGzZshMnTvTs2fPq1avTp08PCQkZN27crFmzAgMDY2NjZQra2toYDKaurq7NqCMA5OfnW1hYAICpqWl6emeJgqivrw8ADAaje/fuRCJRT08PAGpra0eOHCk7AY/HBwcH+/v719bWtvuJRqfTk5OTbW1tlWU2vB8pBQBbW9uSkpLffvutrKwsNDR0+fLl7Rg+VVFRKSsrk/lXkUhEIpFevnw5bNgwKysrRaUIBEJjY+PSpUu9vLxaLCESiQMGDJg5c6adnR0ej8/MzPTw8Bg5cmRBQYE8mhgMRtZSdXV1ixYtkiXi8XiRSLRp0yYul4vH41s3paIGz5gxIzAwUCAQtDiYtLQ0e3v7/fv3BwYGKrED2slJTEx0dHQkEr9hgGGUnw7Uc3d2+Hw+FovV09PbsWMHnU4vLi4OCgrq06dPQEDAmzdvgoKCJkyY4OPjo6amtmbNGgKBYGlpOXHixHXr1uXn57fWuXfvnq9v2xilBAJBJBIBQG1tbWd7NJw7d27evHmyYzqdbm5u3rp/zOfzd+7cGR4eTqPRPiPwFV6+fOnh4VFWVlZdXa2sb+hxOJysb11dXQ0AIpHIycnp0aNHjx8/bsdHHIaGhmvWrOndu/fAgQO7desGAP369du+ffvGjRvbYZuBgcHOnTtDQ0Nzc3NbEoVCoZeX1/nz56VSaVBQUFhY2JUrV7Zv3y6/LJvNptFovXv3bklRVVXdsmVLRkbGs2fPZCmtm1J++Hz+vHnzwsPDW1qnsrJy48aNBw4csLGxefjwoaKCPyNisTglJUUsFtNotJycnHaM3KD8vwT13J2dq1ev+vn5FRcXX7x48e+//25J19LSio+Pp9Fo69ev/8+MbWbHGxsbLS0t25zj5eVVUlICAIWFhcOGDYNOw/PnzwcPHkwikV6/fi0Wi//555+goKCkpCTZr3w+PyoqytvbOykpKSYmpn1FDBo0yMrKysDAQFdXV9ZR7ji2trYyDx0XF9e/f/8TJ07069fv/v37L168aN/Lwbhx4xITE11cXFpmygMDA/v06dM+83R0dIKCglpWk7HZbDwe//vvv0+dOrXlbjE1NR0yZIj8mqdPn543b15WVlabTvCECRMMDAzg46aUX5bH48XHx//666/R0dFpaWmyRDc3t8TERADQ1dU1NTX9osD/E3A43JQpU2QTLubm5uhqMpR3ICidDA6HM3z4cBwO5+3t7e7uvnr1aj6fX15ebmdn98svv+jo6Bw5csTZ2Xnz5s29e/f28fG5efPmv//+a2dnN3HiRAcHBwcHh/Hjxw8YMKBLly719fUyTS6Xe/369ZZjZ2dne3v7goICBEEOHTok8zE/7II/Yd++fbKb09zcvKyszNn53RYomzdvrqurmzlzplAo3L9//4ABA0aOHFlXV9eRsq5du7Z///6OKMhWD+no6Dx9+hRBkEePHvXv33/NmjU8Hq+ysrJ///4+Pj7nzp2TSCSKKjc3Nw8dOnThwoVNTU0IgkRERPj4+IwZM6a6ulpRqdLSUh8fH39//ydPnkil0nv37u3YsUMikcyYMcPb23v58uVCoXD+/Pk+Pj4bN24Ui8VyXniLjw8MDBQKhfPmzauoqPDx8fHx8Tlz5oxEImndlEKh8MuCfD7fy8vL2Ng4NTVVKpVu3759wIAB48ePb25uvn79ekREhFgsnjVr1oABA3bt2oV8cicrhEQi+e2338hk8l9//aVo3i9w69YtQ0NDb2/v5uZmJcoiCLJw4UIWi6UstW90+SjfDTQSCwoKCgoKys8EOlqOgoKCgoLyM4F6bhQUFBQUlJ8J/I82AKUtGRkZP9oEFBQUlA8o+lEfyrcGnefudKC7fKKgoHQq0F0+OxvoaDkKCgoKCsrPBOq5OyGl6weZksn6M8ITmlMvmRjpG1g6ZNewOygqTD0dHB7//q/M4aZGOrqGFArFzFh/0/VMSaszky6s3fKig6V1CKmEFkKhmBnr38rmAwCCCM7Mct96o21wVimjjDLiIKdDRYkLLi43o4zI7IiEIHsshWLn5FLFlAIAQk/rTSaTyeR7WQ1SEX/PRGMKhfI4W+FA1gJO4SjfMbKPrAXsvCF+k+vflcefOtRl0NTVAsWivkqeHVpJMTebc7Gu9SBb0eWVZhSzowlcABAL2FN8TM36j2PxvyotTb25k0Ixn3TwTavIINKLS34zNzXe/oyNAABI4o4u9V15W/YbQkvsQSaT9U2yqr9wJ3+UJfvuDgrFfMyhTOnHw4If38mSrWs3VX/N3P8C4THSXf1C6O3J+1kakq+YUswXXqRKlDeUKWDH+VEoXoHz2x/m9z/4JpeP8t1APXcnxHrdhfsAk0MX9tF2n/AgcvHsU/ndTBTaEYt7Zlaf2o992pV7rbeRcLlwe69jnw1UKrWipEBw7fdZoTEtv3UPXLVUmTGSFaY2MWEblVpR8uL0zmUAAIjEycPp09Meh+0XSCSfpssNY4uzY475onJqtEsHVBJTuZeo1MQ7O3w33QCAxKy6q1lZWVlZ/l0N0q5spgYmUKnU/X+fZygoK2BrmNkaAwAAwmeRjSj6AAAgvvl7v9kRb+6vGzhkdbQC8bQa620nb6uoyFb5Y175h4gp5RE1Q8qp5XrxW6ggvbPSN2B/ZsXF5Z4Lrn7FSTCayP2XUCtK7S8eyGmZ20m67rLxXEVZeuOe/iy+GEBiZPohLPbzVPrtrKzstOSuxl+4k1tlqXv0b4YjlVr+t0rY+dya1ie1vpNzLl9MbWiQpwI+AeExdDV1OrTR3Cc0Hr+WUkqt2IHffTGZqhxJqbS0yfEhlbpnpNXVKuVIAsC3uXyU7wfquTs72Pd7IxY+OxMcHPzn0VcSgPtHd1+4cGHDjhuXViy9dzYseNcpAACo37g8eO3By5UZUWG3ClcvjWx8pyG6HXnB3c3rP/VxarrLFk18+/CSoOLB6ZiYbcF7k94+/ffizuDg4GsJJdSUOyEbdgglDdtWBq89ePk7XC8AmPYbqQqAUzNxsNAFAAxWzUS/bcT1vJQn+uOXEToQUoqacudm79mx/+4/F9WRLjf07+NJACBpUbp3sQRgXtm6sKfXgG3PaEQcWLr0TI3cBZA1ccJQLQVlyUYmmiqypsdomZhqyI4F7NCnbtYUkoqNnf2zCKH8vTA9E0sdtYa8V70u/2PVsoFnwgkjJ0s84G2s1M4lY9x/GXb61L9FVNquDaO+snJVS7+LgYagMsZy6zrnlgnQXuNd9ElYItnGlIjDYgGIhsYtO6M0X9oR3NtnWGgiC/elR06rLNT8Yr4EAKfv4fQyviXAbZs7ObfWyttepT3bpwJgdS0sSASlPgCL4vJEriTA6gwfkvEiTzmaWKyjhSGeXfhW4jLRTDmSMl3lXz7KdwRtuU7Li5XBwcHBwTuO3AMAaIgLjRNERIT2KNx04fKJnf8cyeI5rpiivvXM2SKj4Y6VcbdLG2e7DTHq3p/x5MD1BmcDkurO0Hl6AADArc61CArU//yGyzq6RqzGzEWrdoZufb0wYsrtNVvrbVaYlOWbmBtjpVivyYtXeo8kd+vPeHJgV+z32+aBlnC5+5DPbI7Jr6lm6DgbdEi/PO6pj2Pv7RG7Evb+/rSpQ1IAUB53e9tkFwBy6OOS0vS7zUeGJJTz9V1HrfPFuJNXO7ladLQAGVJpE6Ih20hdIqErNCLLpaas33txecD8IvZ7h89iENRkPlrIZGGsRqz203wdsvV1X9u270mfImgoXLrt8sapv6fSP9omklOaWudxSI3Y5sGiHRlb9vbhkaK//UuaRHKZ6xGgnnQp/MKFS+eeWjm8ezv46E6WCu7889ajd9uAvj8SPldIfBdGl8sTKFH4TOSJq4c2HC/u2NQQyv8j0K/COi0D9keE6QBkRm2/AFDz4gqiMxpAxX/JjBn/2ozqYWU7oKeOMc1ehTioh13aU0ZFIf2q5syDMyarzZgMnNJ7rYQehU1aHw1SPpMuinTzKpzv3rak/Nw0E9tRB9YQViYN1gOTIYGeCTiVjVtGTL/4cIYbdpwja7laUO6syRqzJn+/q+c1/csYsHiIKU8Iqp/shFLw8PCSdbcQqZjTwF12yOXY7213UpEHHElv0AJfdYDRQ+ypVQAK75z5AVpm9BPK5qUabJEECDjQMHS9unPOAw4n73Z4bPetqUwj/1F/XLqzR7/9JbyHQPRSK2hmgLGY2aTp+cX+a1vUKD0jT53sx7ZuoAm7aOABABzcGAksAGA2Sl28kJjNg+0mP5wW9OiX3069vjKT8EU1koHdkcjIG0SviiqBu877FhJxopOLtwdPZfMRDZW2wyEGdt7nN0ykCoQAX9aWYX380Q1ETN92Yee09e9ClLe+k7tY3b18etvayG30pqbEKnbcjVMK1MU3wsRCj5kGAGJquSFFmRNO01f81cfVdGdS8xw5XqpQ/hdA+9ydHVZ9HQCYjFpRdjQ0FyDv5s1lk7v9x3nappvx2x5k1UDpk11PPloPFbg7KysrKyZyceDqU5+67Zro9f7zYveeDWn7Q6/lpISdzZQRoKG3hhR2/XU5lD5ZH13T9rRvQXMJxcZ+1+yhFItRuTgAgKqK3Na/24/enpWVlRoXre6x8kC73DYAdB85abbNmmaAu/XwnzUqL4VRLoNn7RtLoViurJd5K2Hj5Ajzfl31mHRG+ss3AKCua9iOYX1604faZjTXAwDgNcL/7vk0ufDV9YueO/e27dl+FSHrnmils+X74RfL6SlPY5uh9M7N8okUpLZKmFNcYWRkIZLzjUAqfs6b5O304XuhFVMGL166jmLR/RGX38Z+AABu+bzT9rbGX/I9H2dpXuU71P1qmtX7N4PWd/LK4Y5JqVlZWVmTx4691F63zecq9QtMvf5dzZqqgL1t1O7RQ3spUxmgop6wbrwyh8tB6ZeP8h1Bv+fudLBYtVmxz8tYYNS1j5su9+HLDMDivX39RTXZCdlUFZPufj3VYqMSsMbWvezVn8VlmdvZNhQWY3WsBvUzfBKVxNc2C+jvWhR/P6/ZxDegZ8sYuaChMI+t291aNoLOiI960fz+p+79hlJ0pBlRj6kAXr4+hc9iWComvn496UVlqnZWGgAADc+iXnO1zQL69/gONVCVFZtWxgIA0DYL6N9DIqp5+jBFCGq9B/vqQOOzN42+/ezxAFIh51FK7eA+tu2b5wSA+syopHKw9xxkb9T+rkxGwhNqIx8AwKx7gJPKs8evuXiVAf6+WngsgCgr9mEZC3oM8DfTUlFItiQhLqeRSTbo4t3bofDF83wGV9vEoX9POwBIiX/MUTH19lDkdYNZGRWXDu8No1Ozcxi6/ZxN+DVZT1LKXAYEWGoBAC/hydNGRNt3cP/PT60AAACnLup5MmBwnj5+RupEdn1xIpXYx7D+eUYNAABRbajfIAKOGR/1ohkI3QYNtcbVPH2SwiOSfYd4f1GZ0SaLmae/o5EKADSWZpSJTXvaGUDbOxmy3761dXVVrHIBAESZUQ/LAQytu/fqRlE49+dEmdUP41IpPYd2N5FnXEEOEMmL508ZXKGJQ2/Z5SsJxS4f/Z67s4F67k4HGokFBQWlU4F67s4GOlqOgoKCgoLyM4F6bhQUFBQUlJ8JdLQcBQUFBQXlZwLtc6OgoKCgoPxM4DZv3vyjbUD5CKlUGhsbm56eLpFICATCw4cPCwoKzM3NicRPvmuWm5ycnJcvX6qqqgqFQnX19qyj5vF46enpZmZK/i7lc0il0piYGEtLSwwGI5FIHjx4UFFRYWNj03JCUlJScnJyXl4eFovV09NrXynp6emJiYnq6upaWoqGOPvI1Pv37xcWFlpbW2OxWAAQCAT3799XVVXV0tJ6+/ZtQkKClZUVHq9Y7AQEQeLi4igUChaLraysfPbsWV5eXkVFhZWVlVAolJVoY2MjK1EeSktLY2NjiUSijo7Of5YC7yuEw+GYmprKoymRSO7du1dbW2tp2TYiSnJysomJCQaDAYDm5uaqqipd3a9/Ml9RUVFUVCQrPSEhISUlJS8vT1VVVVtbu+WE58+fGxoaqqqqisXi6Ojo5uZmc3Nz+ergI4qLi+Pi4oyNjVVUFF+Z/hkYDMaDBw/aVHIH+UIltxsEQR4/fpyZmancy0f5fiAonQ8qlUomk/l8PoIgR48ePXPmjKIKbDZbKpXKjuvr63v37i0UCidPnnzjxg15skskElnpLQQFBY0aNUqevFwuV1Fr2yAWi52dnW1sbGQ2zJgxIyUl5erVq3v27JGdwOFwLC0ttbW1NTQ0oqOj21dKXl6eq6urWCwOCgpqqat2sHv37qamph07drx69QpBEBaLZWVllZubiyBIfn7+8OHDWSzWn3/+qajstGnTTExMOByOVCodPXq0trY2mUweOnSo7D1GW1u7W7duAoFATjUul7tt27aGhgZjY2MOh/NpKQiCSKXSoUOHamtrX79+XR5NqVQ6adIkFos1Z86cysrK1j81NDQ4Ojq23ELjx4/fv3//VwV5PJ6ZmdmUKVMQBGGxWBQKRXbVKSkpshM4HI6Tk1NjY2NQUJBEIpkxYwaPxxs5cuStW7fkq4YP0Gg0IyMjOp0+bdq0jrR+G5YsWVJTU+Ph4VFcXKwUwS9UckdITU2trKy8ffv2yJEjlaWJ8j1BR8s7O0ZGRopmEYvFXl5eTU3vQnpyuVw2my0Wi8+cOePv7y+PQlFR0aFDh1qn7Nu3j0QifTWjQCCYNWuWoga3AYfDZWZmWltbA4BUKi0vL8fhcKampi2dNjweX1xcTKfTV69e3aNHOz8xZ7FYqqqqAGBvb490YLXHihUrdHR0/P39jY2NAWDKlCm3bt1ydHQEgPPnz2/atElDQ0P2oFRItnVjXblyhU6nP3/+fMWKFVgs9sSJE0FBQVlZWfIPwxCJxHXr1mlqavbv3791rtalZGRkFBUVPXnyZMyYMfJoYjCYs2fPamhoDBo0qKVPDAAcDufatWtWVlayPxMTE728/jtmfhtUVFSuXbsmO8bj8aWlpXQ6fdmyZba2trLE9PT0tWvX6urqOjk5ZWZmHjx4UEVFZebMmfHx8Z9X/W9iY2NPnz6tra1tZGRUWFioaPb/pL6+nsViGRsbnz59OioqSiman6vkDmJnZ2dmZjZy5EgCQUnfnaN8X1DP3Unh8/khISHLly8/ceIEAEgkklWrVoWGhvr6+r5+/drR0XHu3Lm7d+/W19cPCQkZOnRoZWVlREREaGjopEmT7t69W15efvLkSaFQCABmZmaTJk1ydnaOjIwkEonz5s1zd3ffv3//4MGDm5ubr1+/vnr16pUrV+7atWvVqlXdunULCws7fvx4bGxsXFzcpEmTdu/e7ejoyGazs7Oz9+7dO2DAgOTk5MTExMWLF//1118hISHnz5/38fHJzs42MjI6dOhQZmbmpUuXOuILW4PFYs+fPz9t2rRXr15Nnz5dlkgkEnE4HJ/Pr6ioaMebjQw3NzcvL6+ZM2eOHj1a/jHnT8Hj8cePH588eTIGg6msrMzPz3/y5Im7u/urV69qampkDkxDQ6O+vr59+hgMRuZrCwoKBg0aJJVKBw8ezOfzBw4cKBbLu+UIDoerrq6eOHGisbHx55qGRqMtWrQoKCgoLS1Nftk9e/YcPnxY0mrTtvv378+ePVtWpQ0NDVQqtR3DvCoqKjgcjslk1tfXk8lkWWJpaanMi+vr65eUlGhoaAAAlUqdM2eOovoVFRXdunUDAD09vfLyckWz/ycNDQ1qamoAYGlpSaUqaa+wz1RyB5FVXVNTk7v7J1EVUX4G0LjlnRQVFRVZN/f27dsMBuPZs2c6OjrLly/v06dPVFRUz549Z8+e7ebmdvDgwcWLFx8+fFjWHRk1ahSJRCKRSOrq6rNmzZI98cVicUhIyPTp0ydPnpydnb1y5cqIiIiVK1fa2NgcP378ypUrjx8/JhAIDg4O165dq6+vX7p06bNnz/T19b29vSUSyZ07dyorK3k8Xrdu3VatWrVgwYKNGzfSaLTQ0FBdXV1vb29fX188Hm9vb6+rq+vh4RETEzNhwgQlVkVOTs6JEye2bNni6ek5cODAlvTq6uq5c+e22+lyOBwajebh4REZGXn48GFF56FbM2fOHFVV1Z07dy5dutTPz2/lypVDhgw5fvw4iUTicrkA0NzcLM+IxReQSCQVFRWyHtLcuXPnzp27du1aPp8vewTLg5mZ2ZkzZ3r06DFv3jwXl//Y19Tf39/f39/Pz2/fvn1nz56VU/aPP/5gsVhhYWEbNmwAgKKiotevX7PZ7MrKypiYGCqVisfj37x509jYWF1dLef0eQt5eXm///475v2OcGpqahwOBwAaGhpkLpxKpZqYmDg4OCgkCwCqqqpMJhMAaDSabOil4xCJRNm7VHV1tXL7sm0qWVlcunRp/vz5ShRE+W6gfe7OjuxFW09P782bN1KplEgkmpiYfHoOk8nE4/EHDx48duxYmwHkxsbG58+fm5qaHjt2LCMjA0EQgUAAAFgs1szMDIvFvn37FovFamhotHncvH379sqVK1u2bGntdTIyMpydnVVVVePi4gBATU1N1iVCEESJfQKZIACIxeIlS5ZQKJRLly7dunWr9QmvX7/+Tw8kJ2lpae7u7suWLbOzs2MwFN0+uy1+fn5eXl5dunSpr6+XSCQCgcDW1rZv375JSUlSqVRFRcXOzk5Rzdb1mZub2zJoDABSqdTNzU3RRYsaGhpDhgxps3iqTaupq6uPGzdOIVl/f//u3bvLjrt06bJ3794ZM2aYm5v7+PjMmTNnxowZgwYN8vT0lMdtS6Uf7Tmek5Mj6xnL6N279+vXr6VSaUVFxYABA/h8/qFDhzw9PR8/fqyQwQDg5eX18OFDqVRaV1fn4eGhaPb/xMbGBo/HS6XSW7dutX7FVAqtK7njSKXS8+fPOzs7U6nUpKQkZcmifD9+5CQ7yn8hFAqHDRuGxWJ37NiRmpqqp6dnbGxcVla2fft2CwuLESNG0Ol0AwODcePGpaenEwiENWvWGBgY+Pv7FxUVWVhY9O3bl06n9+nTx8HBgc1mIwhSX1+fnJzs6Ojo5uZGo9Hy8/Pt7OysrKwmT54skUjq6uqcnZ0dHBwKCgomTJigoaGRmJhYXFxsbGwcFhZmamratWtXXV3d1atXDx8+3MrKauHChQKBoLm52d3d3dra+tGjRxKJZODAgfb29gYGBocPH3Zycho9erREIml3DYjF4r59+5JIpFWrViEIkpeX16VLFzc3t+rq6urq6qFDhwqFQqFQGBwc3JG1RTweb+DAgZaWlnv27OmIzvz5862srMaOHStbL3bz5k0KhTJ06FA+ny8SiRYuXGhhYZGfn6+o7IIFC1RVVYOCgmR/Hj58mMlkIghSVlZmZ2fn6upaXl4uv1p+fr6VlZW9vX16erpUKr1y5cqyZctalyKRSEaNGmVlZfXnn3/K2XYikcjb27sli1AoDAgIaFmVNnz48Jbja9euyblCzdbWVlNTU7bWTyAQbNiwQfbT6dOnd+7cKZVK//nnHwsLiwcPHjQ2NrZMpS9ZskT+qpAhkUi2bdtmYWHx/PlzRfN+gfj4eAsLix07dohEIqUItqlkpWgiCLJ+/XpZ1VlaWipRFuW7gUZi+Z+joKAgPDz8wIEDP9oQFBQUFJT2gI6W/28hFosvXrwoW0v1o21BQUFBQWkPaJ8bBQUFBQXlZwJdW97pqK6u/tEmoKCgoHxA0Y8CUL41qOfudKBb4aKgoKCgfAF0nhsFBQUFBeVnAvXcnZDqgzP6kcnmay9nAkDCJ1oaogAAIABJREFUyeU61l4J1bIPjgXJ1zf9fqHiQvDoG/k/1shvirgo/rLjoBA6AADUZT0KHD1k0PTlBXWcljOaq9Nn9nFMZws6VhD93l+/+45YWtQBCUZ10uIRI/z790im8gFEj8I3/TLEd/zuhxwRAEDC8blkMtlq7nFFZasyHw8aMKZW9geTunBqwIQ5i8sYAACi0tt2ZLJeF3cmX/4P6NsaBgAA9H6OxmQymaxrd70GAIBWkrNpzsjJM8/IV60INS169ogRw8fN+eRz+OZRk7fS35ciZyU3lcXMGzFi6LAhRXQAgOzbh71HDP7jcILg/VVKhI1/T/5tcF+XsIclANKarGtTRowImLGsiiWXuR/z0T2mLAoenuw/YujivY9bVXIH+UIld4Rvcvko3w3Uc3dCTBdHXO0FzFlDXADAddC4+ScS+5jKNrMiWRgSpQCTI26P+WzYKPqe4Enfy9RvBL5L/yBTY1nMS86lVTP3n7j7fO2ArWdft5yhbeo2flS3z+WXD/pSsiV53LZn0WFdOqCSWatyMDr65vV/xu26Dlkv1H7bcv/R/WEJs57n1QMUv+HNZzKZZccUDs9p5jLY0022M5v0yqoxQdujLm2dOmzROTHAlVeqhUxmY1EqWQUnr1xbwwAA4FFyVF4tk8m8f+L3sSYAkBAw/+iW43cvnJouV7w3KYJx8j8RHb35V6c7H8cPfbbmrwacEAAUquTXTMvI6OhTu2e7b34EUH0jlRkX/XidxZWnZTTZCdz4e3PPXHn86mnSyXXAarpHGnk+OnqTL3He6Tfy1sMHWt9jyqL+6vOC+OiHB3s+/TepVDmSn6/kjvEtLh/l+4F67k6JqvGl8NFn47IBoKyetnkAd3Kgf79+/Xbce9dvubdj2bMyiD88vV+/fv1WHAOo3DNt7pX5/fr9cf7lyX3hN+P8h/3D+WIJPw+qgYunTNx969ErzvpgbyXqliZeSV665a/pAVtOvuyITn93VwDAYIhDevUAZ9/++gCAJZLARE83+/qFdet8rVz7pVGZ7S9ALIhM9KSYAxibDEr8h8WvObdzsqG5zYzTbxUQ+diwd4lDhugAAFS+zTQHEIcPX+iox+jXb2KqnJpYrDmJBM3pzxu7TW0VmLy+Js46ZJshAChYyb+4WgMABksYPaAPpN+lEpwBgODV52lcnewETd+pmngAwNtbmoCm/mw7EgDg8Lh+rk5ymvxtyYvJlbgDAPT3yYlX0pjYZyoZ5X8c1HN3TrD6Uw49CT9LA1pWpgquOX/Zgevz/U2eXLwJAABVN6IfNzNpzbrTTqwZzI66cPXWo0uJGY57Xton3iIODOzh7P3kwZL27MLdGcGaDVr8i9mr8Kt5WhrKXFBZlZAc0MPv2stH9Gtr71Z1VC0v6tr6se96lYKm2hy/W66m+G5jNzKZTXc2T14d2aGdo3gIAYcDEIkYwEMQkwfZDTkx/xLuzmILpF/P3IoWw1on0hITSL8OA7HoQqX5pO37oiKCAh1+Zco92PssJj312prdb94Pu/KqE16qWeq/C6PbjkrOS846NE4TxEIpjgAACIvJE310mTUv7jr+GtLyZy6vy9KBavKa+00RiyQ4PAAAm8URybsZjDy0rWSU/3lQz91p0Vppm7V93SXK2KEIT7x7w3z3wS1j4GYONoYggbzY8OcGf3Sz0LFycaHoGbhqgS6+qPH/23+34Mx0rxnT9h3eaLZt8z0l6pK0DSj9XVVAfZCXI7MDXWIAKE++Wey11xJXx+YDcGm3717dMtuzqYkLAAB41zELzQx1vyLxBbD4QUaFDTQQMxm1+kNUiAAA+l16r5w6UrFgDG0Ne8fLIvGvLuqAwZjgyRRTfR0n96HSeoncrwS+gTN2bJlbUv7OUTUUZ1y+8feUSZMyX0ftOnxd0UrOjTnH9d6oxSnlm7tqMyoAgF1S0s1R68MZjXlPeE5BHhpVTQAACbfCuo6YjWPWyGvuN4XiYMwpBQBuUYGlXdvNBTpCm0pGQUE9d+dl7IaFzU3cvjqQd2ez7eg1GnwqIuKzOQIhlyMQSWi5z04laY1zELHZTA6LLZZIBGKBSCIVCMVYRMRk8n/mCDsIj8FgM2lcnhBAwhMQUyuoGkQ9ka4GgoiZbD4CIBbwCgsy2UyOtL3X6TJs8h9OwWUMRjSTMLlr+23lpV908Zs+14tMpmxn4gV/rxw/Z/FmfR3yycQSIY/DYDAYmeGTBim8V4SAw66rLedw+IAlbN85LPpxQnz05aGhf6thhEwGg1H5OizWVV3ueW5E/JFhEiGPzZN1qyU8rFQHAHAqYRsMwyOj8+KfZc3ZpyPXRDfCZjEZDEYeFbt+rAGAlM3m6jv/cvHixYsXL7r0Dvhz0ViFKpnz6lDvUYsmupPJlof5xgNNNOoLGEW75t8e424hFvC4ArG4merk+X/snWdcE8vXx0+ooRMQUJpgRQQJiDQBBVTsWMDesP3tvWDHLiKKDRVUVOxeCwqoqKiAitJBQHon1JAQID15Xqwiol6TkKvx88z3VXYy+5u2u2d3Zvccl+WebqraIysJvKaIde5zdgzto+o6+8EvpH9U+XbHmJhQs+5v2JpNrdw96/IE14FiEu3QyeLiP2g+4jeCfKhJHDTa1zdl6XS6goICn9daWVEvJS8PTCYAcEBGCjiySirSLbRWAHkZGTaHwwMcQUudUtcor6IuTae08lT09Al/7X0Zj1xW0QyAV9HQJijz+ayqimqutIKerhaOy6iqZ+rqqLFo5NrGZgA5XYOuMjgRi6GTy+qaQU1LV01B9Hn4hprKFuztZ0VNPWVOZe3nV4C1uupxWxrINAbIEwx0VIStY1MNicJky+JVu2mrY6UwcXhdbU3gNFdUkXnS8rp6OoJXmsugtq+YFKupkSXfVUMRgNnSDErKnw11HamMzscb6moLJMrnk0iVbA5PQU1bSw0PwKmuoWjrdMGOutp6Spcu6lLCdHItqYKBTYwraxlqKPCYzRU1ZBVtQwIemLSGJp6SClBqqSwAAFkFAx1CRWUVdvWSV9fRURU2iOo3x5iQ+/5clNVaUV2v1EVfU1FMJ1/HThYXwjUfOZmQNJDlljjaW24EAoH44yDLLWn8tU9lCAQCgUD8vwR5P5U4SCTJeN0GgUAgAAA9c0seaLYcgUAgEIi/CTRbjkAgEAjE34S0r6/vn64D4htYLNaFCxfi4uISEhISEhIAQF9fX2Q1Ho934cKF2NhYExMTPP7zu6lXr16l0WiGhoapqam3bt3q0aOHkpJkOW7hcrk3btzo37+/lNTnm8uYmBgDA4O2zYyMjBs3buDx+K5du4pcyosXLx4+fKiurt6lS5fOVDUkJCQ5OdnCwkJaWhoA6HT6uXPnlJWVtbS0Xr169eDBA3Nzczk5OaFkIyMjo6KidHV11dQ+f8384cMHbW1taWnplpaW4ODgpKQkIpGIlSgIP+yxDqWkpaXl5+d37y6osy42m33u3Lni4uL+/b96ouVyuRcvXoyNjVVXV8fj8UFBQQkJCR8+fOjZs6ei4i9cpmRlZaWmpvbq1QsA6HR6cHBwQkJC+0P3zZs39+7dU1RU1NHRwVJiY2N1dXUF74c2/ouDv66uLiQkpJOHZQd+2MlioaamJi8vr1s3cX56jvhN8BGSR3l5uaqqKoPByMjI0NfXj4uL+1nOoqIiJpP5L1IRERG1tbX37t0LDAzk8/k0Go1IJD58+JDP55NIJBMTEyqV6u3tzeVyxd4KkeFwOCNHjuzTpw+DwcBSSktLzczMWltbsc2WlpYTJ06QyWQ9Pb3m5mbRSsnOzra1teVwODNnzuxM84OCgigUSmBgYGxsLJ/PJ5FIpqamhYWFfD4/PT192rRpzc3N69ev5/F4gmuSyeR3796lp6dbW1tjKbW1tWZmZjQajc/nP3r0iEgkuru7s1gsAQV/2GMdSmltbbWwsNi4caOAmjweb9WqVS0tLStWrCgpKWlLJ5FIgwYNIhKJ2dnZr169IhKJRCLR3NycTqf/uyCDwbCyspo1axa2GRsbSyQS7ezsKBRKWyc4Ojqy2ew5c+ZgQ1ZVVWVmZibCMfBfHPxYh9TW1rq7u+fk5IhR8/tOFgvTp08PCAgQrybi94AstyTSZrn5fH5qaqqGhgZ2ye4Al8vt37+/IOdzfn7+y5cv+Xy+l5dXVlYWlnj9+vWYmBg+n79p06aMjAwx1l8suLm5YT3AZrMvX748derUNsuNQafT267yIpCYmGhqaspms319fTtbVz7/7du3tbW1fD5/yJAhJBIJS9y0aVNKSgqfzx8xYkRRUZEIsjNnzsR+3Lp1a9myZdhhMGLEiGHDhomg9rMeayvl9evXglvuNq5du9Z+88yZMwDQ4bA8ffq0IFLv3r1rq+Hs2bOJRGL7f8vKyszNzVks1p49e9qKnj17tgiW+784+CsrK+fOncvn83Nzc/38/MSi2UaHTu480dHRJ0+eRJb7LwWtc0s6Ojo6LS0tV69enT17dkZGhqGhYW5u7rFjx65cufLp06fa2toPHz5ERkbevHnz8uXLW7duNTQ0nDZt2rt37/hf3j28ePGinZ1dQ0NDdXV1TExMVlbWvHnzzpw5U1NTg01LamhoVFdX/9FW/hshISGTJ0/ukFhQUGBra0sikZhMEQN9WlpaLlq0aMiQITNnzuxkDX19fT08POrq6oqKisrLy5OSkpydnaOiorBnXABQUVFpbBTaLS2FQtHQ0ACAmzdvDh48GEvk8/m7du0aPHiwpaUlmy1ELMmf9VhbKaKxbNmynTt3NjQ0tFXPxsbm2bNngwcPzsvLwxJzcnKEXfHh8/nLli2bN2+egYFB0xe/qfr6+qtXr7a3t/fy8gKAkJAQd3d30ar9Xxz8jY2NysrKAKCrq1tXVycWTYwOndx5Kisr8Xg8mif/e0GWW9KhUCjy8vK2trZSUlLdu3eXlpZWUFB4/PgxmUzu0aOHnJycjY3No0ePMjMzi4uLiUSil5fXggUL7O3tcbjPbrvmz5//9OnT69evs1isnj17Tp48ed++fS9fvlRSUiKTyQBQX1+PXXEkkLKystevX/v7+3/8+PHKlStt6b169Xr79m11dXWbeRCWxsbGtLS05cuX79+/XygT+D2+vr4hISHHjx+n0+mjRo0aO3bs+fPno6OjFRQUML86FApFQUFBWNmoqKjt27ezWKxnz56FhIQkJiYGBgay2WwHBwdfX99JkyYJddfysx7DShG2bm0EBQUtXLgwKCgI28ThcFZWVsOGDTtz5sz795+jst65c8fBwUEoWRwOZ2dnt3r16tWrV7dZQTqdnpycvHPnzn379lVXV798+fLkyZPp6enBwcHCVvu/OPgVFBRYLBYAVFVVtS3Mi4UOndx5bty48eLFi9u3b0dHRxcVFYlLFvHbQN9zSzRNTU3+/v5LlizR0tJis9lMJpPL5SooKDx8+PDAgQPXr1/HsikpKY0dO9be3r60tLTtctkeU1NTZ2dnXV1ddXV1Go1WX1/fs2dPBweHO3fumJmZ1dTUWFlZ/d6W/RoejwcAhoaGN2/eBIBPnz7NmTOnfQYFBQV7e3uRXy7Lzs42MjKaPn16WVlZc3MzgUDoTG0tLS1bW1t79+5dW1vLYrEqKyv79eunpaUVGxtrZGSkpqaGPeEJzrVr16qqqlJSUmRlZS9cuAAAdXV1a9aswd5043A4+vr68vLCufz8vsfal+Lm5oYZHmHBlsk7JMrIyNjY2GC/lZSUBBymDrdQXC63/fuDlZWVSkpK48aNKysrk5aWxo7/oqKixYsXC1vn/+Lg7969Ox6P53K5YWFhrq6uYtFs44edLDIbNmwAgLt375aWlvbo0UNcsojfx5+cqkf8CBqN1rt3b/UvhIWFYen29vb9+vUzNDS8e/eulpaWubk5j8ebPn16t27d6urqsF0+fPhgaGjo5OTUprZjxw51dXUrKyvsbaaKigptbe22DGfOnFFXV09LS/v9zfwXOByOmZmZurr6ihUr2hK9vb3pdHpFRYWDg0NGRoa6urqOjk5VVZXIpfB4vPHjx6urqwu4BPszZs2apa6u7uHhgb3o9OrVK3V19XHjxmH/bty4UV1dvbq6WihNbFzU1dV79erVlrh+/frm5ubCwkItLS1jY2OhFndzcnLa99jVq1cXL17coZSWlhZ9fX0NDY0PHz4Ioslmsy0tLdXV1Xfs2MHn81ks1tChQ0kkkp6enrq6+pMnT7BsNBpNQEE6nW5oaKihoREbG1tWVqajo6Ovr48t7Z87d27Hjh08Hm/BggXq6urtV5H/97//tbS0CN4VbfwXB396erq6uvrZs2fFJdihk8VLeHh4Jw9+xJ8CeWJBIBAIBOJvAq1zIxAIBALxN4EsNwKBQCAQfxPoDTWJA0X5RCAQEgWKOCJpoGduBAKBQCD+JpDlRiAQCATibwJZbgmkPvzgElVV1bdlzdg2h15hYdxl1vawZsH2b6rKOurjs3zSoMP3M76kVU703FwPAKzmwwtmr/JZcPZmYn3Rq6Wj+4yYvcTHx2fsSMeQC29E+Zj3P6C5Lj/Qx2eFl8Pem4lf0kizpq6r7ZCtMr6b+/GWzpWVdnLFpiuJv873HfXF8VMG6EQV1n9J4CTsnnYs+hMAALDeXAhZvHrVzec5X/6tmW1toKqqqqrWJehduTDltL44ccJ73bp78QWNpWkBPj7LPIgnoj4JX9+GO37+G1cvcV/xuPWb9JorPpsW+PjlA5CSbm/YsGz5yqVPcgRcr+El3b6xx8dn5tR5le1Sm+vTvAdqnX9TDAAMStXq1dN9fLz3BEULX2fGiwvHNm9cP2bJ7goaQEv1jjkzN/jMviJK838g/jpoj7HzBqE92/0r76+fmOuzbs3qE/Wtv84sDI075y4oFZ/cj04xxN8EstwSSBePJRu8V2/yC33NBQCA2of7BkqrLVo0W0BXT7RayrpDh07fi4gNvwAAwONGHQlvUQMAqCl42uB1+sShC81ZjygGQzeMNRz1vw2HDh2KuB56fP/E8Oya/6hJQtFaXrHm0KFTd8Izos4BAPB5z09G0Do4SmE1R114yuvk8UurzOLW/jrbj+hi7Lh1wVcPHi0VhQUan+8icl74rajsEXz8xLRh/T7/nVV/MKm8qakp//zM0SZCRJGKv7JzJ9iHHj06ybEXlcpaf+hQUPjjh/9c+fWeHSDjhm/e6B942DT2ViP9a/KeYVNaxq26cGhzby7TZ0niyiNBp7ctWO+5s4UngCYPDCZ67jx0aMVEqzTS12TlLsSdyz77as2OuDzm+I1Dh0IV0x+8pf9Y5qdUFOI91vr5+y+Ui3yYUprxIkxp2bUjh8KSo25VcoSU+gH4Ict2Guupdl7oK5yyqNT6y4eOBk5puJ0gomu/H5IeHtcgtthjAN+fYoi/DWS5JRWnrayn59MoAK2lq271N9bBAhE2B4wyMDAwiMlvfnR4kc+lSz0N1tVBzWwbAwPr4W276hGx6ybHqndvAGikvLKc660NAAC1b+NsbGUBwFSB9DSjXXEava8sNYl4K6IZEy/aVi4AAMAxMzIGAAbjVU+Pqbrf5nnz/u3I/83r3AuWFJ/dac7dDTql8RnSyctVjupYOM7yk6uuDrmyxMBgVnHb//376wMA1B2/0a8bQVZg2eJLZ+MH+k8yMPhfOYDRAMwlGcfWtN8v9vseDQ11gOI3t2bEnNb76oY1JrH/wPBp9hMWhgGfV8DKbWoCUFI2ZD4TyK2qlJSOrCyQE6IrTcf8xAF2a11RUTEAgLZadXaukHXW7z+4CwAAl803MTTIel9pbwMAMIiTmiiZ/jrz3uRLWQAA2DvlJeSLTzeRrGYunAe+X9HhFEP8dSDLLbFI7Z2qHhQcUZiU5HluKeblMvLougfyTk4DjXz3H3j/saiFPbig/OiRNUd9X5an3Tpc/O3Ece71M65T5wC98tkrPW2tL1drHh+LcE1rofG+9cGjrKJGaxH2seg/pOBuqN30ZcCouRfe1cDw22cjagYHby4vdETmb6jOSVl3ZIy0OM6AgpS8RdtcPruJLy16ITts46fcpGCT5au/cTRNzStS8pkjhMPSwtyPKsN3lJclHFFYvS0MS8sOPTbOa6IIlWQ3VaWX48aa2KXXMD4nRYf3MRl1t7xovPyVozn4S7sHrRk/ZsactbnyowT3up2e21z1bOP2Vz8OsGE5bVHIUPupM2aceNRiZiJCrYHLZJQMOeFkLMXjfz50GxktPMl0H8Xj8bFgAXV1reKqIo/96IG07dD/xL5+PsUQfyHIcksu1qv302MuRaTmT9P6nEJpVT/94Pr1B3Gxlw5Y9epqYNYbB1BYyldQAs2elsZKX/dl5kbmmK4eqkvJ+EQuzL1/+ODB3Kyk63efEywsMtI4AFDeqmXXt11hLTX7byRMcTL8je37VwqfZBjOcTeip+dSS4vD/Q8ezMhMuXojAvuztqzs7fNL/sfPMstj7sWKOC1Z8vH9hYMHT91LSYq6ktK5YFGlOW+DDx48E5X76nZIDkfdRJbRRUpKx2lor28v3/klOcttFIXQ1dAwxvO0AKc3alR3Hh8Amj4+Khzka9elrqz+lzt3RFZVd8J07zMTGtmcL7c8Pfsoa2gpgewAp8EcDq73xB0vXkXOcCduv7FdESeorIX9MJ+tS5tocj/8V6mbTXLpu/M7JznNnW4nQgyOlpqgy5cXT7QnVdb0Mu2SmgEAUMI3MRXLRInYMbYwYOQCACUrtY+5eE4lHpdbUfL0+MGDr5KyLpwIoothmeALX06xAskNE4j4Keh7bgmEXpiRVJ1VXeswaKqz0tOuns3l6aUtDMXMnFHuFjNG7vTbPiK9hipVXl+Vl8qzs/S2oh4LuOUxUO0ddcBGD10AIH2403fYAgAAVZf0ivAtluYAkFVAmTF5WJfW+uRlgc+k9VsIdma8iodFtBJIiofqpyGbmnX2j7cS62KaqNSmPezlPAsA5ik7pFQ92WKxBQDKSutmTR/LZVETcyiDLMZuMR/LrC88kxQxybmPaKXYeW2xA6gKr+dQp4nQ7paG0sfxibJdPzp3H+o2c4sbQGlY1j2dRf16mmyar3T8+Qut1Bu2s/cwm2sTCzkOFrpSQM/PbLAeIUwZBJupNpdOxMfLPwseOjWo4k2Y6ajlAABqIz+W3xayujXxqfnApcdqnjykJ0urKSxsViP2XF65Ys4tvcXpGaQDU3l5yUnx0dcK8eP2D1ATSJPPS03+0MLgFOXLbVugBsBISy/tb9GX11IV+fp9JSuLZmuMIxem5SWdOpx99OFu4SoMwKHVHNswde+NlG0bNi8/+ezgGM8DWw8PmKOsaeNhIsz9z8/kC+IT6qtyPxXW2PfU6bwcAICSmW2/x/fio9/uy112b4BYJKVk8UvXbAGAY5SCSauWCR1v7id0OMXEpIr4fSC/5RIH8sSCQCAkCuSJRdJAs+UIBAKBQPxNIMuNQCAQCMTfBFrnljjS0tL+dBUQCATiK05OTn+6CohvQOvcCAQCgUD8TaDZcgQCgUAg/iaQ5ZY4OByOr6+vt7c3hUJpS1m7du3q1avZbLYgClwud926dd7e3pWVlQBAIpEWLFhw4cIF7N+XL196e3uXlorRC7KY4fF469evb6skhUJZuHDhmTNn2ufJzs729vY+fPhwJ8sqKSl5+vSpCDvy+Xw/P7+SkpK2lLy8vPfv3wMAjUZbvHhxWFhY+/xpaWne3t6nTp0SqpSysjJvb+9z5z67qMzJyZk/f/727dtFqHBMTIy3t/ezZ8/aJz558sTb2zsuLg4AmEzm0qVL9+/fL7jmD3fh8/nHjx9vW/SpqqpasGDBpk2bBNQUfPSvXBHeC2w7OBzOrl27OBwxfiL9ebw6dLJYePToEYPB+HU+wejQyYi/Dz5C8iCTyUZGRmFhYdhmTk6OlpZWZmamgLvHxsaSyeQ3b95MmDCBwWDs27ePy+VOmjSJRCJVV1ePHDmyubl50aJFbDb7P2tBp3j//n1DQ8P79+9Hjx5Np9N9fX05HM6cOXPu3r2LZeDxeB4eHgwGIyAgICYmpjNlzZ07NyAgQIQdk5OTBw0alJSUhG3S6fTx48dfv36dx+Pt2rWrrKzs8OHDkZGR2L9cLnf8+PFMJtPX1zc7O1vAIuh0+syZM3k83qZNm27fvs3lcrdt2zZv3rzz588LW1sajXb79m0qlWpkZNTU1IQlUiiU9evXs9lsT09PGo0WEBBAp9O3b99+5MgRQTR5PN6RI0fodPqWLVvy8vLa0ouKihwcHB49eoTl2bVr17x58wIDAwWs6i9Hv6WlZf78+Vwud/78+S9fvhS8E9qD3d2am5szGAzRFL6Hx+OtXLmysbFx/vz5qamp4pLl8/mFhYU2NjY0Gk1cgu07WVyaiN8JeuaWUDZu3BgQENDa2srj8U6dOtWnz2d/IyQSqaSkhMlkUiiUxsbGsrIyHo9XUVFRVlbWtq+TkxOBQLC3t8fj8fLy8tu2bePxeHZ2dl27dn337t2aNWuUlJQ0NTUl9lU4GxsbDQ2NQYMGqamp4fH4Xbt2SUtLjxw5EptCAAAej0elUmtra3E4XLduP3GZLQAPHjywtbUVbV8rKysvLy/sN5/Pf/z48fDhwwGATCY/fvy4W7duM2fOfPToUVuFKRRKQ0ODnJwcgUD4qei3VFZW0mg0HA63ZMmSiIiIsrKy/fv36+jozJgxQ9jaKisre3l58Xi8cePGtX2b++HDBxsbGxkZmWHDht27d2/dunV4PN7d3T0vTyC3dDgcbv369bKysn379u3du3dburGx8ezZs7HfdXV1u3fvlpOTW7BggYBV/eXoFxcXy8nJSUlJbd68+cGDB4J2wbdISUkFBARoa2uLtvsPqaysbG5uVldX37p165MnYnNvwufzU1JSrK2txSUI33ayGGURvw1kuSUUOTk5Y2Pj8PDw0tKPR6lkAAAgAElEQVRSIpGopKQEAM+fP8/JySGTybNmzerWrdvYsWNVVFQOHDhQXFx87do1bM6zjdLS0hEjRgAAjUbr1auXn58flUqtq6szMDAAAHV19ZoaiYgM9jMqKiocHBzaNnNzc729vbHf0tLSISEhffv2HTJkiImJSO6wAYqLi/v37y+Wa3dqaqqlpSU2Ri0tLQAgJSVFIBCamz/HZZWRkTl79myfPn28vLy6dhXUYZuenl52dnZzc3Ntba2ampqenh6ZTC4oKFizZo0IlczIyDAwMLh3717bpKu1tfX+/fuZTGZdXV337t2xxLy8vEOHDgkuO378+JUrV1ZX/9iFpqamZmNjo7S09Lx584Sq7b+MvrGxcUxMTEtLC4lE6tKli1Cy/ylUKlVRUREAdHR0GhoaxCUbFBQ0bNgwcam1p0MnI/4ikOWWXAICAkJCQj58+DBz5kwsJT4+vra2tqysbO3atZs3b96wYQOBQEhMTLSxsdmyZUv7LzfYbHZkZOS0adMAQEVFpaSkZMaMGS9fvmwz2A0NDRoaGn+kXQISERExf/587HdsbKyrq6uy8tcwp1evXi0qKtq3bx+2tCwCp0+f3rRp0+HDh0NDQ9PT0ztT1fPnz69du/bkyZNHjx7FJj/4fH5DQ4O8/NfwItevX//48eOaNWvy8wWNIoXH4589e/b8+fMdO3a4uLjIysoSCIR//vlHSkqU03bAgAH19fUGBgZtFSAQCEFBQZGRkVFRUdjcQ1ZWlqampuCzAgAQGRnp7+8fEhLyw3+lpaXV1dWDgoKMjIyEqu2/jL6iomJ4ePizZ882btw4dOhQoWT/U5SVlbG7oqqqKnE5HWMymQ8ePPD29n78+PHixYvpdHHGBGrfyYi/C2S5JRdjY2N9ff3Y2Fj8l8hNXbp0odPpHh4e+HaxnKSkpLKzszkcTkJCApZCp9NXrFhRX18fGBjYNvPZvXt3c3Nze3v7f/75h8ViVVdXDxw48De3SEAYDMayZcsqKytPnDiRnZ2dl5d34MCBlJSUthe1WCzW+/fvNTU1/f392yZRheXIkSP379/ftGmTt7e3hYWFCApkMhn7ERQUdP/+/ZUrV65bt27w4MHOzs7Nzc3//PMPNucBAEwmMy0tTU9Pb9++fXV1Pw6r9UO6d+/OYDAsLCzGjx+PpVAoFBcXFxFqCwAyMjI9e/bU1f0aMdXe3j4rK2vJkiV4PJ5EIu3YsaO4uPjQoUNCvQylp6fX1lKMtp7BoNFoAwYI6sf7l6MPAH379m1oaHBzc+vkI6N4X08zMDBQVVVlsVjHjh3Dlk46j7y8/LNnz+7fvz9q1Kjg4GAFBfF4Lu/QyWLRRPxW/vA6O+I7WCzWtGnTiERiYmLiq1ev3r17d+HCBSKR6Obm1tzcPHz4cCKR+OrVK2dnZ3d3dxaLxWAwHB0d7ezsmpubMQVfX18ikUgkEidMmFBbW4v9fvz4Mfbv7du3iUSi4O9J/X4OHTqE1Xns2LHl5eXEL1y+fLm6utrT05PNZj99+hRrYCffs3v27Fnbm4BC8fLlSyKRaG1tXV1djaU8ePAA62QymWxra3vgwAE+n5+VlTVp0iQOh/PgwQMikThr1iwulytgEWQy2c7O7sSJE9jm5cuXiUTi+PHjRWhyQUEBkUi0sbGpra3Fqrp169aioqKBAwe+efOGz+czmcwRI0Zg/bxt2zZBNNls9tixY4lE4rFjx7DN6dOnM5nMjx8/WlpaWltbV1ZWRkZGEonEUaNGMZlMAav6y9GvqqqytbW9fPmysJ3QHg6HM3LkSCKR6Ovr2xmdDnz69IlIJF6/fl2MmhgHDhxoaWkRl1r7ThaXJuJ3gjyxIBAIBALxN4FmyxEIBAKB+JtAlhuBQCAQiL8JFHFE4kDxuREIhESB4nNLGuiZG4FAIBCIvwlkuREIBAKB+JtAllsCocZd3KOqqvqyiIpts1tLzLtrrDvxpFWw/RuKU88FBR1YPHTb5XgAeB+2YcfRYzt3rnmUUQtM6rpJ3oeDth079/w/q3/nab3ns9TAcUMjAACk397sf+zYpuXLY/Kbv2RoDg86ecJ/j9P09aTmn6oIQO5WrwV7gu4I8YX1F0hZUSNMdKIK6z/XuDF5rce8g0HhjdC4z9lYVVVVVVV18bH2sUzqzy1dvTboXGa9QDWOC95vNmhSNQAAP+325TNBQf+bMeppEQAUXfY/dXT7kilbYnjC1PfafqzHrrcvfsuutUFBe1atOfFdKYLAizl+4UxQ0P9mzP5uj/yhY7Y0trVl77xNVxIFruq3o39r07bD/r6+G+4kk/69LULyTSniIib48KagY2tnb+7cYfk9tesmzhJ7bBAhxwUhQaB1bglEzWniDO9qtSPB0Y6HvGQBKu7ss8NreniMVBRsfw6D/79lywCmjJ+/F+ZavL4ZPu/aR/3CqzszSdb8bIVlxzcNUz22fXsWY1h//K/V/gSKkw6dOTV9DwBAU/7y9bjH5WtViiMn7LnoGroKAKCsqM+slR6qbK1ZxsnFm8eai+LBlN1SOqXbZN/cBItuyr/O/R3d+o8+vNSqCgAAGI0Z0y03nPv4tKuyHNTVecUWbwegvjoZoz24Lf+FNSuqJh08NtxYQH2nxdtGZ64EAOByWuwnLjVQLegHE8Li3JeZTNm4QoFdsM7zFpfnKqg7NariuG0rVXnU3MHbWxgzlLFxzzjcffjyJY69oo+sulnNMWhfyi6nXwgCAA8GLJvjKiv7pgu/rA56aH1J5zBuHn/D15T+vFmbSVJjCdhqAPhm9KHlZejVKaH5/eoernlf6TWw20/bIjTtSxETzIKYXPrhgE0wcO+J+JxVI/uJSzjx4Qd+H/lf5xMKoccFIUGgZ25JxXq1QtzlhGoOv6lgwwuX7l0UAIBNr/GbZGZmYnzvfVHwhon/O3rW0mx7BSVr7lCz3gOdaV/8Qen0swIA4FAG9bMAUPHetXLw8uAbr5V8ZlrUv0+wHiQLAP2UqmM+/rHGCQGbXclNb2rlgZKKVOMXv6GGA/qpAvC59TTVnroiOh4vSrhB27ls1fBB87fd7OQFLDn8CmfeyPF2A9adjmZrafUFAICbcQRX0y/3BMz4qEJW2dqxfXusqGZxhVOXlh1soAoADAbLe5QTaGnJMajBR2/NPLtCRvDTV01NmdUa98+pCRe3dmkzdVRyRk4ND0BBhZOV920pgiAl1UVWtuFT+O10HTutr8nFhc8nLJ+lDgAAPHa9zxmKY3eRo8IoLT66e+yaoH/ipfYu+hJy44dtkQTy3xfKmgMA2A4uTCoUlyqT+oqlbWkoLjkAEMO4IP4wyHJLLgeXGgUF3f2UkLggeKocAACE+688mw0AcOjcLQDoajI95eO+3dvv+j3/mPnyfofdU86dGjl7FgAoGLkc2agUcvJR+4nBBirltzSi02j2jb1o425lZuY0j60zqP0/LdUkzqYYE00RhesyKv43e/bLjx8Ny87c6pz/x5K81mXLl7//+LEpYlvbVLOMtdHXMEyZqYoDpp/7+PHFrqbtNz6JVkpeOWe1zeffDkSt8W7jW1nCzJcDdOvjPMd5UHL5l1UXp138axvMzMzm7Xvv9MWLaPtSBIJgrV64b839Lz5oaTnJJCd5/OfJvJq8D7sEeXz/OTLdhxxco3bO706HCB4d2yJRlJeLbbKcx4p8b2RrpycuPYzOjwviz4Ist+TSe5YvPvnG3bTi0V8eLJh8w7ufPn78VPzh4pYuqopKBDUcALW0iSMDeFVNlXZLH4y0aw2uuwYpl+ZUUk5Mmzayz7zIFxPD9j7WtB6UkswGgFJGtyGmf6JVQiNtMHL3x0/ZcyeN2+I75Wtyw6czMdmr7Ltm5ouwSA0AoGasU1KnIgXSpt37K3bOG7SOnnJlozIOZCy79sFjk5o5J3oZtpssNeqp2kqWAxxhsLOukihLVI/DrxKnbOCQ3jLYII1XM3Oft9eNhcPhBFeQklPsRRx8zhNkpOW+pCmcefUu8dFJJ6/ZI2Q6liIgmjp681esVMJjz9jQ0oJjVkZcv3aNVJYT8zazsb7x3rVr9+Pyct8/zSf/u9IPaTo63NW538KHsfNCN369N/1RWySAXtbGrCwAqMtMMrcSdFnk3+HxQbrpza1r19JyS6LuhjOFnK/5GZ0eF8QfBq1zSyC0pGePCtK0i60nTnXTftZjFjkrOqOxuflFrPdkx7nOyxf9z6FJhUDNKi9QjuLajl4xRuaQzzF7cw1at1FLXLUBIP/ZmYGTNwMAdBmRU3TVZKhVcFhod15jt8EeuqZ2NesOXSSpyBi7DxBw2fwPwPxw7R9SYdKbpMKxRJ0ntx4kfHjd22O9Qzc8m14THlfjbi61ZsGsO/FFe5bCoYfJA3pr/VryO0yGzNvuNkZt/Ywc1b7HhL/MNlZkhD35IMN7Yb98quOkOWdnTJFb6JFHdF+uBwDsqydy3QI1AaCVXHw/iTltxGhL+eUHr12jJj9bsWOWIPo5zyNT0pJiYtKmDzWLDFgwY+99gGXdnI98vKB47XkWAKvZ+riCrMCWm1J0LfIdADe/Z6i7rkx9YVIyWdvdpPX2wxdvX9fvCd7F53G+KSVCgEgePG7Uo/uNzUxqC37rYiWAlifRaS4jBs+caQIAt5/muDqYE8DcFKBKOaWU6t5b0NB07UbfWn/A2KGhYSG9ZFu7uo7ERt/DRvl2u7YI2gP/VkpPUUW+Bd/X2VL15LULxfe56y72F4uklLSch+dMAKjNiBk92UNca92mQ2YKPy4ICQL5LZc4kCcWBAIhUSBPLJIGmi1HIBAIBOJvAlluBAKBQCD+JtA6t8Tx4cOHP10FBAKB+Iqbm9ufrgLiG9A6NwKBQCAQfxNothyBQCAQiL8JZLklDjabvXjxYhcXl4aGhrYULy+vSZMmMZlMQRS4XO6UKVNcXFyKi4sBoKmpafTo0fPnz8f+ffjwoYuLS15eHraZm5vr4uIyZsyY2tra8vLy/6BBosBmsxctWsRmswHg+vXrLi4uLi4uW7ZsacuQnJzs4uKybt26ThYUGxs7YsQIKpUq7I58Pn/t2rVt3QgAjx8/dnd3b25uPnv2LFZhf3//9rtUVVW5uLgkJSUJos/lcpcuXYqNOIPBGDNmzIoVK7C/Tp486eLiEhcXJ1SFw8PDXVxc7t271z7x1q1bLi4uUVFR35ciCP+yy549e7DhA4Dc3Nw7d+4ILtt+9JlMpoeHx5w5c9pnwEb/2LFjgmv+eynioqCg4PtOFgtXr16l0+ni1RR2XBCSA7LcEoesrKyfnx+FQrl16xaWkpGR8ebNmz179sjLC/Q959u3by9evHj69OnVq1fz+fx58+aFhITMmjXryJEjFRUV9+7de/z4cWBgIIvFio2N3bx5c3h4+P3790NDQ/Pz83+t/t/D5/PDwsLS0tJ4PF5LSwuJRPLw8HBwcOjatSuWgcfj7d+/Pzo62tTU9PlzEUOn8Hi87du3P3/+PCIiQk1N7dc7fEtRUVFxcTH2CR+Xy12/fn1mZmZERASHw2ltbfXw8Bg0aJCe3lfXV9HR0atWrXr06JG1tfXPVb/y5MmTrKwsLpfL4/GuXbt2//79Hj167Nq1q6GhYciQITdu3Ni6dSuXK6hjDhqNRiAQIiMjfXx82m5TampqCgsLnz9/fu/ePTKZ3L4UQTT5fP7Dhw/v37+vp6eXlZXV/q/w8PCIiAge77OLt4CAAMFvCtuPPp/Pnz59ur+//+LFi319fbEMTU1NISEhMTExFArl8ePHAsr+SymiKXwPj8cLDAyMiIhIT09/9+6duGQBID09/cKFC4IPt4AINS4IiQJZbgll8eLF58+fp1KpHA4nKCioZ8+eAMDn82NjYx88eNDY2Pjp06fs7OzIyEgOh/Ps2TPssQnDyclJWVnZxMSEQCDw+XwtLa34+PiGhgYHB4d3797NnTsXj8dramomJCRMmzZty5YtqqqqcnJy69ev7927959r8VdwONz8+fMxa6qkpLR+/fo1a9aYmppOmDABy8Dn87lcbnJyclVVVa9evUQrJTMz8969e0QisaCgQITde/bsOXjw54AiMTExb9++7d27d3l5ubq6+rp169asWaOvr+/i4oJl4HK5e/fu9fLyevPmjYCmYsyYMUZGRgAgJSW1YMECOTm5gQMHtra2ampqDhgwoKamZt68edLS0r+S+YyKioqzs3NjY2NbxwJARkZG9+7dpaWlBw0aFBER0b4UQTRxONyUKVP4fL6mpmb//l8dj9TV1SkoKGhpaQEAn8+/dOmSjY0Q/lTbjz4A6Orqvn37trGxcejQoVhKeXk5j8fD4XAzZ858+vTpT4WEKUUslJeXMxgMJSWlBQsWvHjxQlyyXC63qKjI1FScLg9FGBeERIEst4QiKytrYmJy79694uJiNzc3RUVFAIiMjGQymYaGhnPmzLG0tFyyZMmoUaN27typra1dXFzcYfo0Pz/f3d1dSkrq2LFjW7duLS0ttbe3p1AoOjo6AKCkpFRWVkYikTQ1Pzv+lpGRMTAw+P0tFZCGhobu3btjv6WlpQMDA93d3d3d3dsSheX58+d6enru7u5TpkypqanpTN2ePXtmZGQ0atQod3f3tjUOBoPRrdvniA6pqalVVVVubm5Hjx4V2djk5eVhz50vX750cnI6e/asUM+LGRkZ/fv3P3DgQEtLC5Zib2+/f//+mpqasrIy7NawfSkCMnny5HXr1pWUlGCbfD7/8uXLw4YNwzYLCwuHDx9OIBAEF2wPDoc7duxYQEBAUlLSkCFDsMSePXvGx8dXVlbm5uZiB7OE0NzcjMfjAUBdXV2E9ZefcerUqeHDh4tLDaOT44L44yDLLbkcPXr0woULSUlJnp6eWEpKSoqSkpKUlFRgYODmzZvXrl0rJSWVmZlpYmKyfPlyJ6evIQRYLFZMTIyXlxcA+Pn5xcXFsViss2fPampqVlZWAgCZTDYyMuratSuDwfgjrRMKOp3edoeBce7cufLy8tOnT79+/Vo0TWlp6YsXLyopKXl5eWVkZHSmejIyMkePHsXj8a6urtiKQ2tr64ABA9rnmTJlSpcuXU6fPp2cnCxCEcnJyfr6+kpKSgDg4uJCIpFUVFQEfO8BY8CAAXV1ddbW1kVFn4OiKCsrP3z4sLKyMiEhAXv8al+KgERERJw9ezYsLAzbfPfu3dmzZwcOHBgfH79x40Y/P7+xY8du2LDh6NGjCQkJgsu2sX///vDwcDU1tYCAACwFj8fHxMTU1tYGBARI1NdKqqqq2FJ0dXW1uIwig8G4fPmyk5PT7du3R48eLeB0yC/p/Lgg/izIcksuXbt27devX2JioqysLJZiYGDw7NkzCwuL9gvSioqKCQkJLBbrwYMHWAqNRhszZsyrV6/mz59fWFgYHR3N5XJnzZpVU1MzePDgixcvMhiM6upqOzu7W7durVy5srS0FAAuXrz4/v3739/Mn8FifY29eevWLSsrq7ZNNpudmJgoLy+/ceNGCkXEoGcjRozw9vZms9llZWUCrj13oKoKC88No0aNWrduHY/Ho1Ao2Kzm+fPn208gY3Pyzc3N9+/fd3V1FVC/zQ9uYWHhsmXLbt++vWTJkrZu6dGjh5yc0PE2NDQ02s9SGBsbnzlzxsfHR1ZW9oelCAIej8fuEQHAwcGhoKAgNTXV0dHR398/JCQkNTX1yJEj69ats7OzE1wTqwCXy338+DGbzZ46dWp1dXXbv9ra2nfv3p02bZpoA9ehFHGhr6+voaFBp9O3bds2evRosWji8fiUlJTU1NQpU6ZERUVhc2+dR+RxQUgI0kLNjCF+AxwOx9/fH3uStrKysra2TkxMLC8vz8rKWrNmTWRk5K1bt4YNGxYXF4dNwE6cODEgICAyMnLFihWYjb927RqFQpGVldXV1cVeSt+5c2dycvLevXtVVVU1NTUPHDiwZ88e7CJuZmbm7+8fHh4+YsQIe3v7P916AAAej7dhwwYFBQUqlWppacnn8zMyMoYOHSolJUUmkw8cOODi4mJqaurr61tcXLx06VIpKVFuQLW0tHg83qlTpxYuXNinTx9hd09JSYmNjU1OTnZ0dDQxMamvrw8KCtqyZYuBgQGPx0tKSnJ1dZWSkiopKfH393dzc+vbt++uXbsMDQ0nT54siP6pU6caGxuLiors7Oz279+POY62tbVVV1ffsGHD69evjx8/3nZL90sqKytXr1795MmTEydOqKurx8XFPX36tFu3buvWrVu9erW9vT2Hw2lfiiAroFwu18fH5/r167169RoyZAiXy92zZ8/gwYOx1ffa2lo7OztsaFpbW5WVlQV8I6H96A8cOHDGjBm7d+9+//794cOHqVTqgQMHLCws1q5dO2LEiOnTpwsVLe1npVhaWoom0gEcDmdiYrJx48Z58+a1vQMhLshksrm5uYyMOH1nCTUuCIkCeWJBIBAIBOJvAs2WIxAIBALxN4EsNwKBQCAQfxMo4ojEgeJzIxAIiQLF55Y00DM3AoFAIBB/E8hyIxAIBALxN4EstwRCL3x9U1VVNepTPbbNas3tr084FZEjTGwE7s05w/fcywAAbkvdIGMdVVXVyymt0Fo/3uF/j+JDd++5BgBJJ8cEXH/w4u6Z6f9by+PUP9o7cdGBy/Hx8dERYU9rGv+DpgkI7eQYVx2HDV9qwL25csHKvcEf877xdFaff1fb7ViLyGVUZtp7bHgRH79y9x4R9r53JCj25bMhw9zTauDjw8OqGH2nlLGB3Vhq0lVTVVX1zsevISL2rJ0bHh/vv9a1qF4gZxr3fBZ2J07CPmHOurnSJ/Dyg6uB3pczAMBv2abr8Xc3ea5kCuHHuvj8rtCXkbcGOAW0//597dQ1t+Jvbf3fXgDu5alOWCP6eBxnCvHFSZm304TSdtsF9w4fjo7xWzjvQxWUJ1363DM9RhYI+u10+9Gn7B2ghwl47Qpvn6mTow+0Slfiwqj489iJIC7uHtx1Lj56g6tHkYheBr6He3Nl4OP4eJ850zvlLehbKjOf3oiPf3BoxpYLH8Snivh9IMstgSj0HGDtffBswIkH2IU/79K+IWra5ub9BP16F4D56ZmSnRb2u+5j2KjZK3Iqm+ZaKVZkPhx48Mg4R+8ujMxEGu1xUJzJQGe3yUuD9iyXkuli2VfbwMTS0dGxt6HFcJ0/6BlRZWVkTP/uqthG5t1Fkf1nndyx2KxPO1eX1JL70S3ScqIfwLT6bIrhiCGOjt0V8c3C7txIG7BkmbPLsK2DqG8/lXa3m9fU1NTU1OS339tQFkrTbs9Yti6f1ORlpvBlh6qialk3R8epAw3rGALZ20mHzk91wgKW8LJeJhgRh44abFVaROFRY6m97Wc4Tp4/nfC4UuDgUS3aM3Z7u4x0t1Fp4bfdADZGK4+dMdVxqpsVM6YB53bleVNTU+WHiOnr58kL/Jl0fER2V4d27u0YpafPvVvl5rrZZ/SN64+76I7AeubM/lm9BHUb0270W2RnZVQ2NTUVRZ3y8Br2NUunRz//wwOX8+dHOy7swshME3r4f0LLx/c1+P85jjgSMPjeazHZWb7U6MCVoxwdR3sMBbE5VAUdI4fpjo4Tli/sxhKPUzbEbwZZbkml9wzdzLtxpXQu5dO+LE89dXkAaCUXByweM8ZtYNjT9wcWuc/dEzR+zLHCktjlU8YMHjqs6stlnN1ScTxWx7IL9lJJ6/NrL5KTX9mMn1vfCo3p6QOIMgDQU6U+IVdlR9j+da79dpyPYih99sZQ/ik1Pv6B3+F0sUVQ6iTsir1LIru9CHYkjn/U7pn7ZWLOnKmDO3P46pq4jU5aEXzzsonFeGVhdybo9lIG4PNKGrRsTbqraGsDAFAfGmqZALS8/ufV+/cviB7/I381rLozbOQnbzlz/ZOXlb6wL/tITdl3+Mph34dva27sdpbKeAnaegCg0kf/ZbLALsCUlOSa626d2ee8drJy2w1gYqSGsQYAaOvho9Ol9OXlASCzqHKZs6BxOJrKn8jqW2q3T6opedFsLyMN0KsP71Oagq4uAADtBcgSBa3qt9U2BgCA59lyY82++mTt/OjXZOTZWgMA9FSpTxIl4syPKE4vx/cFALC0Ls8sE48mDqcqLZ0Xf+FSjFR38YVHkVFRoVelz5gX5TBmwK9zIyQPZLklF78NpmdP38mOT1x8egx2sb1/ZMXum3FxifkBt9+aGHTpP3zZw8i1O/wS9t2OfPPque6XB7yKwsxNi9vcQinOOhEZGfni6ULFI09y28RrG8kAANYrcytrFBP87IZ7YOkGJpaOjjZav6mJAtDYGIf33nHnRvytebs2+n5OrI2RNRjVWWV5pZ5Ko+rDzj5ILhFNgMOgy8wPHPhlIiAu8HZPK2MApQWnIyMjYx5Po517XdiWmaA5eNbghuOX40RxE6/Ve81Cu0tLD+a1S2OUlwsV9FFGWWvCtKVbZjl+KO44x9zUzrEoqaxC0CAePOaTImtb4k+yV5PqvvxMuhTVx81MmMp+V5SmnHrbhlhGv00MOxHES3GxeL8P6eO4wJxxenlY6a+zCoyCrsWROfzZaw6JURPx20CWW3LR9djb7dPNi4nFX/1cS/eNbmpqampKu7C2LY1XUt1hFk1RRT8zM/NTOaWuLL/xi6Ews3A062mk7eic8I4NAAVMvVEW9KDJO5oAtpyPOeSoGdOu5M0nhz+JLPnPWiYMGpojuFHNLQA6ugMVP4e7Zsj2UWNlfszO5bWQSmuaRBMuTriSvvrwzsh3w+hpH0XYn5y/8lraHJueaR/zAACYlEuqS/u0e5wmWrv2NdT/spV1I6Fo9tjtac+MnmVVCVkSJ2j0OE3iwgfVN68POsSw9ZKqKQaAkrySac4CxWtvQ75LjwszlJUUvtziDfGuy68FgOIq+kxHAAAoiSrRnyqgGh9kLLRImZmZ1Q2U/JxPXGyWRt90StdoNi8MLpAAACAASURBVAfqP2Xo2mCicFdmpFVn1l4ygvCGX6PpiGX0DQcPfP4aAKCAqefW/1e5BcTEqQ83DQAqP7y2dhDan+6/47lwraFuN/Fq6nocWjhYVbyaiN8D+p5bAqkPP3vkfYZ6qtmWaeP6PDdcWvkqKJpEzggJO7Bo/P+IHuYj+/VyGZL78mNB43G27ertq4x3Tluq20t70JR1kweoAYCOsbkOACFH/a1MbwKu9oTP0SoArb5uy7zlFVjummFb1r9q7W2/pJcsRHdvCt3lS2JSauQtg+mZ226mJEqdaP3QhdVabzBr/5/rgdZ7PnuK0+NuPBy1bPygw/d9NmxZoSgrP33XViat6FBYoc+y4eYEfWa9opRSfncdES89Wj0dm7dP3PBmgILewHHC1q8s0XvevMdJ5dfWweZLb4hm0NRU4DW+nxQA0KuO7z5BAtAxdV86R55alXrwQcveZZa91MpW+vgoS2ss2CSQEYsLDoyJfal2/vG2hSOHrV98aO//nul067t3hpxcPxvVR6t9lqkpj9tJwAtaY1Kyz/E7IC1n5BDu1lWqLPHhoyrj5R5Ek8ada3zCuup5zpIDAHj9uma0l6ChMnBS0n1NzQGgq6Z6734m0tB4OujpvGXTFm5dsX77ZjxLedUuzNzm2g/sIWggcYAOow/Au3at0XmPFgCIcfQNB4xX3rpkw2NmL/tlxoK/P/LvyBiOdtRf7rNOlm69/aCYLDePffzIQRK5VcXAestyoQPM/IyiV5eDn+SAkvY4z0Xi0kT8TpDfcokDeWJBIBASBfLEImmg2XIEAoFAIP4mkOVGIBAIBOJvAq1zSxypqal/ugoIBALxFWdn5z9dBcQ3oHVuBAKBQCD+JtBsOQKBQCAQfxPIckscLBZryJAhBAKhpuazyzAmk2lqatq3b18GQwg3HomJiZcvXwYANpttY2NDIBAuXrwIABcvXiQQCOnp6Vi2fv36DR8+PCkpiUKhGBgYEAiEf/75R9xtEhoWi+Xs7MxkMgHg2LFjBAKBQCBMmzatLcOFCxcIBMK5c+c6U8qaNWsIBMKtW7dE2DcqKopAIBw8eBAAcnNzsRpqaWkVFRUxmcz+/ft3UH7y5AmBQJg9e7aA+hwOZ9iwYXT6ZzdsDg4Opqam2O+XL18SCISIiAihKvzDHnv48CGBQHj16hUA3LlzB2uFubm5gEdaa2urgYGBu7t7+8Rdu3ZhOitXruRyuebm5u2PN0H45egDQH19fbdu3W7cuCG4bAfOnj0rbMV+SUZGRucPyw78sJM7iWjjgpAckOWWOOTk5B48eGBqanr16lUsJTk5mUaj3b17F48X9PtdFosVEhLCYrEAoK6ubv369aGhoRMmTCgpKUlPT6+pqQkJCaHT6YMGDXr48OHt27dTUlLU1dX9/Pz27t3r6en5X7VNMPh8/qtXr9hsNgDQaDQdHZ3Q0ND9+/cPGTIEy0ClUq2trUkk0vHjxxsbRYyMkpaWVldXRyaTX79+jRkJwamtrZWWlm5oaHj37t2zZ8/q6upCQ0NDQ0M9PT2NjIwqKyt3794dGhradrXlcrkXLlyor693cnLKyBDIo3VKSoq0tDS2mLV69ept27Y9fPhw7NixbDb73r171dXViYmJ9fX1Alb4hz3G4XCeP39eXV395MmT5uZmGRmZ0NDQo0ePurq6ysv/2scLn89PSEgoLi4eNWpUmwEgk8n9+vULDQ3dtWuXs7NzcXHxhw8fUlJSwsLCBKzqL0cfAKKiohYtWpSXlzd9+nQBZTuQk5Pz6dOn2trakJAQYUf/Z3C53ODgYBKJxGAwYmNjxaL5w07uPCKMC0KiQJZbQpk9e/b169fJZDKLxTp79myPHj0AgM/n3759OzAwsKamJiEh4c2bN2fOnGGxWKGhoWfPnm3bl8fjXbx4cdCgQdgugYGB06ZNKyoq0tDQSEhI8PT0lJOT09TUTEpKcnV1PXjwYFNT0+LFi7F9Bblk/9fgcLgRI0YoKSkBgIqKyowZMyZMmKCsrDx+/Hgsg5qamoWFRWVl5erVqwkEEb1zqaqqxsfHk0iknj17CttqbW1td3d3KSkpExMTGRkZR0fHCRMmjBkzZsiQITgc7tixY15eXhUVFerqX112cjic+Pj4/Px8Q0NDQYqwsbHR0fnsWLR///6PHz+uq6tbsmRJdna2vr6+vLz8kCFDoqOjBazwD3ssNTXVyspKXl7e3Nz89evXEydOnDBhgpGR0YoVK3C4X4ccweFwrq6uLBZLVlbWwsICS9TQ0Jg2bdqECRN4PN7QoUN79eqloKDw4cMHwU3sL0efw+H4+fk5OTmFhYVxOBwBZTvw9u3buXPnysrKampqpqWliSbSgbKyMiaTicfjPT09X758KRbNH3Zy5xFhXBASBbLcEoqMjIytre21a9dyc3M9PT2xp+2bN2/W19draWktWLBg+vTpgYGBS5Ys2bJli4ODg6amZttL6ZmZmZ6enti1D4fDHT58mM1m37179/nz5zQaTVNTEwBkZWWbmpr8/PzU1NRsbW1Pnz79BxsrCE1NTXp6em2bBQUFc+fO3bBhA5ksot/pHj167N6928bGZsSIEaIpcDgcOp3u6PjZx+eTJ09MTU1xONzJkyfZbPaVK1fi4uKwv6SlpXfu3Lls2TJnZ2c1NaEDRyxatIjJZB44cGDEiBE0Gk1RUREA5OXlhWr79z1GoVBUVVUBQE5OrqGhAUvMz8/v3bu34LJbt249cOBASkpKh3QcDqelpQUAd+/e3bt37/nz5wXX/J72o5+bm9vY2Dh37tysrKwzZ86IJkij0bp06QJfToTO1K2N1tZW7BYQj8eL15/Szzq5M4hlXBB/CmS5JZcjR45cunQpPT193LjP3jmLiormzJkzc+bMiIiIuXPnzpgxA4fDffr0ycjIyMvLy9Lyc5SRjRs3amlpzZw5c/Hixa9fvwYAGRmZ4ODggoKCrl27FhUVAQCNRuvWrduhQ4eOHTtWWVl58eLFysrKP9XSX9LS0oJdZ9vo1atXXFyci4uLyNXOzc1NT0+vqKjYuHFja6sosQ6DgoJ8fX1lZWUBgMfj3b59u1+/fthfMjIyISEhJSUlbZnPnz+flZV1//59Ea6/+/btmzVr1pYtW0aPHq2trY1ZWTKZbGRkJLjI9z2mr69PIpEAgEKhGBsbAwCTyRT2TigwMDA4ODgyMrJ9YnNz84ABn4NQTZ48OTU1lUoVPUTl96Pv7Oysqanp5+dXViZiSC4dHZ2CggIAoNFoXbt2Fblu7SEQCM3NzQDQ0NCgra39y/yC88NO7iSdHxfEHwRZbslFUVHR1tY2MzOzLaVHjx5btmzB5szbEtXU1GJiYhgMxqVLl7CU6OhoPp9/7dq14ODgttXBJ0+eeHp62tvbnzt3rrW1lUQiDRgwICYm5vXr1zgcztjYGLs4UigUACgrK3v//v1va+kPaf+SVFhY2MCBAztkYLPZOBwOW0cQAQqFkp2dzeVyrayseDyhg5qGhIQEBAR4enqeOnUKAJqamkaNGoVZcYxHjx6NGTMG+81isbKzs5lM5uzZs7lcQUN8YWMBAPn5+dXV1dijcI8ePUgkUmtr6+nTp11cXISqc4ce69u3b0JCQmtra1RUlIODAwC8fPnSzc1NKE0AaGpqmjNnTvuUU6dOtd3EAACZTLa1tRVK819Gv1+/fvX19WQyOSgoyNXV9Ud7/5ohQ4YcOnQIOxH69xdPyJFu3brp6Oi0trauXLly7NixYtFs4/tO7jwijAtCQpD29fX903VAfAOXyw0LC6uqqjIyMrK2traxscnOzmaz2WVlZfPmzcvPz4+Ojh42bFhhYSGNRrOxsZk4ceL9+/ffvn27ePFiGZlvXOtoa2traGj4+/u/ePFi/PjxRkZGioqKffr0CQ0N9fHxUVVV7dGjR3V19T///DNlyhQ9Pb2nT5/S6fRXr159/Phx3LhxcnJii3AgFDweLzAwUE9Pr7W1tW/fvgBQXV1tY2MjJSXV1NR08eJFAwODI0eOvHv37vDhw8rKQgfXxtDT0+PxeOHh4aNHj+7Zs6dQ+1ZUVLx+/drS0tLIyGj8+PFdunSh0+nY2iGdTj9y5MiLFy+mTZumr69fVVV15coVW1tbIpF4/vx5Lpc7duxYQVaRb9++LSMjU1VVRSQSPTw8nj9/npiYeOrUKVlZWVNT0zNnzqxfv14Xi34tALW1tf7+/m09lpqa+u7dO1NTUxMTk+Dg4E2bNmFrKA0NDVZWVlJSAt3Q83i8kydPPn782MTExMrKisvlnj9/3sLCAofDVVVV2dra4nC4t2/fXrhwoaCgYMWKFYLL/vvoDxw40NraOjg4WF9fX+S3KVVUVHr37n358mXsRBBNpAM4HM7c3Pz48eOLFy9umwDrJB06WSyaACDCuCAkCuSJBYFAIBCIvwl0t4VAIBAIxN8EstwIBAKBQPxNoIgjEgeKz41AICQKFJ9b0kDP3AgEAoFA/E2gd8slDhartZFUUddIVVRRk8beQebzSVUVjc0sZRUlIW61mFQKSwovKw18Xl1VZQOFwpNVVJCV5jTXVlQ3yCmpyUoBAJAqy5oYPEVZwEnxqyoqKVQqyCvjZb6Uw2GUVVRRqVRpPJ7L5srK/rZJGk5VDVVJWQEHAMBvIFXVN1I4MoqKctLY3wwauaqmjiOroij76/e0fwadXEaqo4KcEl5W6FtYFp1aSaplSykoykvz2PTyShKVSqVSW/AqKjLAq62oaKB+o8yhUytItTSevKqCgH3Ira2pxyt/HvE6UlkDjammogQAXAa1oqoW8Gp4YUbjhz3GbSVXkOqkFdTkpIHT0lBRXU+lUmnNLGUVJQHefwcAJqmsisbkqCgptiXRKSRSbSOVSmXypJUU5DrTyQD8ppoKHl5FVgoHAC31ZdX1VBm8spyMGB45OLSaihpy24kgFnis1vJKUicPy+/4QSd3Gh65rLyOShWw+ZLgWhHRHvTMLZFQS8zMzCJzPkccYbVmuw4ySxDO4wjnnOeoE08+AQCnpd5tsJWZmdnTQoCWavtBuxsge/fmIACI220WkVNDzbjrPmsVAJAit+4OS2ivsnuWSwQJAODoook+Qa/F0TZBoO42MzPz2I85ieCxWse7DjIzMwvPbcvQEB72hEUutbO2+NQgahklieYzwxgAm3dvFmHvu0dv8lgt490GJVRCeri/GcbozWQAVmOpnbWFmZnZq9KvO2xetaQO4OnuQZ+qWwQp4LL3JHO3JXUAAJByzvPEk5ya9Afuxz8AwPaFuwuhcvdIT4YQrj/zLvphPbarfYd5T9pTCqW7Z64C4JzzHIk1wm3NfcE+Oeec8wyoBLi4admHr4mVaz/3hdnBuxmd62T4FHPSzML6ZSkZAGrSwl3X3OcALNx9WASpjlBLzMx2UyADOxHERdju3SnQ7GdvI/Jh+R0/7OTOUpL4MA6gJnrf5t93UiPECbLcEogMQUfX+/TdIweuNgMAQNrpPcO76Oloa0kLLMFIvtpjzGcflrXvTvWxdkkuaZpmLluW/H/snWdAE0v38E8Segu9FwERREQUERVQioIIomLHClgAu1jAhnotYMEO9o5dEUWliYJSBEQEpAkECL0nkEba+yGYi5UkcH3w/+7vU3Z25szszGbPzpmdcx65XwkeqT1FT7g8qZWU9rRKSknTeNLyZ5f2o1AiqvKSOkONsGLd9cT/41k8zN/PUltbW3v3jTsuQyX7+0p/BTYov8hMt3uXLSnrmLKRdWoZ0WvUVz8nRNak5R6DzayO27WV1jYKVgeJUE5XMhykrT1ERY2PEGzdhVn2/qsGDTba7yyRXVo51HEDkUgkEomh/yxUQ0P524sWto55eOJ0I+6kuLauWUhPW9t2hAmNt22YS69GLbXj+PtklWZXKqjrmRgYCDGE2E0vwdzOTnucz3rTRzieXb/RdJbv9xg8bJilmZo4Vy3XP9RdvNhG28ZlskxUPWbBszQikVjxLmpl4CKeZoxszJL7AaO1ta2mO6pxG0KWO1jdQiQSP13ZPs3Jok+dDGBkv+5pYPcm5rbGcpTyEB1tbW1ZxS7+RX1HYcpjr2dhptquesLlqQLGrPkBQlYOUXmGtvHh24sfJ3zoH5k/7eQ+ozV8ynRtbQv3WcZy/TiPR/hzIJp7oKIy2bQ2JraAQG/KDyOvVZUWAoC2ypxTBwIC/Kafun7PZ/q4WRtOBwY8yE+L2B0QsHi2a+5XP4bk5oqrdVZD5TmBxWifC7sGD1Zwdpla2gaEohIjYyEA0Ma255ZLbr197fTsMZ4BR8tpKj82ISmvxNrO9usR1nGq1X9+1T+h60M22dBQabbrpH/nMTJKCiIATHJatYWproBuJtWNp2yjH92+77iZ9VxeQ7BxkZRTEQNgMz/WDLE11RHjuPKoua2uagJAKa9g6erK206dWfGvZ0n1je66U5fsjGWtH6bG7wsQem7IxbizOy/HNd7yH4UqykApqwCApL5qRj6dVxmiouzm0n3b1uqOGQzcF8Dct7I6WABQUBdLK0DJCwkBwOeqGq9RvD3NUShxNDoxIig0ohrNLSEhIQ8AAE+qBo/VEu5TJ3+L0cSF02qCg4+emeU2ve8eglqKK81MAQC0se0Flb3l5hF8cb2kLgDAsOENX+r6R+ZPO7nPYMTECLmPnWbfUDdS6jehCH8QRHMPXPbunnj9bMTn9MzVe8Zy5m4vLu2/9eLt20/NKTi6o7me5by1h4Ln7L9WtTE4+ObDaNOvkSyKsl9a61CL8O1NVV/aqKKT1wUHB4fFbDG+9LoYLSxE72IDQGNbh4gQq1lhcuoXvI14/gLXKZ0/NIDKZNIZvLrq/M8QsV0THBx8NiZowsmY/J4nmkryRoRGaAvoQg2YLCahy9Wg6ePtZ8k8K8BvINUWa63Zb9wdeYv14mySoakmgPjU9cHBwWExq5XupJVxMxNpOjtW6Fw9fqWJxnd4K1JXp+fKWfkXr76sbGMLi7IZTACg4quFRPhYTBVVHBy4+9CLkws+4r6a60VFmXQWABDrm76uY9Jqq9r5Cr5mv3DvDJ2kbTe/036dKiO0Jfqjk7nQmV0S8tOk02PvJGYJGCCsB2hhDCe2Z2NbR799vCEkjGEyAABwOGq/fhHyi07uE1hT91u7TPcf7c/FAoQ/BqK5By5KdoGDa5+ceVdpwU1iaR5PSUlJSbm3ZxE3DVXe8J21z9jKQ1tbW11BUkZRVfKrgXnwkJHmRgbKVrbv39MBoICq7GxKu794bzuAV9DVf6bof7OKRu2896Vz8fQR8Y+iuGkPH9/t92vknUH6JuNM/nWFDfiUfblKc/QlEt4L+DiryLpVs2L7qtM33ESaCwQo31Tg/RI1e4RW+ofPAADU9rtaK/R6TKcNjccM19f9evTxWUaDq82KV68mp5Y08FkT4/zc1Yomc8KyLnxwO0MbM0eopQIASvOLF9jw992QsKx2yBwJaYmvczcb75byRgAoqSIsGgcAAF9iqgxm8dk8mDLXS19b65uk5GCdQcbQ907uQc7Tc+3zN617+GzEp7zyvokCAG0ri8S3AAAFVOVJxn0Wx8HQxhCdAwCVyTHm4/mIt8YLP+nkPqNkt2WRlWzv+RAGHojmHoDUhm9d8TLI5XVZ26K5o41cN5fe979ZXr89cL+d/7LjuubOLi5X38RE3UuNOraWxoTQkzb+Y+1d3Bcn11I45cUksVgsVkZCWFRCWoRWtc7FxcXFJbRAf4YxWknf0Tp/wxSXCcNnbtFGA4zTuOHr5eLi9FjS3oZS6n/61a19vi4uLo6zZ5nIokYsORNk1Tzc2sXFxWXD4Ss2kwX0Ec0/HaddXApTbh8+FwfUug0uLi4uLocylRaMwJBbc+f536rNvmvmMO/6ilFYGZlmNO+r/9+gOcJd7OioKS4u6Uo9gmPw2L6iuLF2zi82jZXFyrxrEAKAdmL+cpfBKAAgla12cXFxcTlbOXKKAbq57LWLfxQNjG0M6ia5uCwJqrMezJN5/3HA6sfRT3fuuAqAWXQh5LyP7bS5e23vrhRF60/TxDu6OGSoBIyS5llz4xJcXFxcZizonPNumAqqKO7cxrB3gDZ0hOeOLvbEEVsN0AAAsUmE2bZqvMpk0tZ6z3dxcQlNlw2ciAZo2Oh/mAAAQD58TmLYICnoWycDQHnazZVn0/at2F5GgmGOS9r2Wzi7uNTaWun2XrQXNIfPGJu6YIqLzfCZWzT66ymIUps3xcjBxelo48qFY/nzhP9Lvu/k/iHvwV4XFxcXrwOT563tL5kIfxLEb/mAA/HEgoCAMKBAPLEMNJA5NwICAgICwt8EorkREBAQEBD+JhC/5QOOmhr+XK4gICAg/KcYGRn9r5uA8A3IOjcCAgICAsLfBGItR0BAQEBA+JtANPcAhUwmjxkzRk5Ozs/Pb/369Uzm9x5RWCzWnTt3Tp8+7enpmZSUZGNjU1tbu3Pnzt/IZLFY9vb2aDRaVlZWTk7O2tq61yKCwWazP3z4sGHDBoElNDc3m5mZ0Wg0ACCRSEOGDPHw8GAwvvHAQSAQzM3Nv0vkHRaL5eXlJScnd/XqVYHbyeXatWvFxcVsNtvNzQ2FQqFQqJCQkM7OTgMDAwkJiYqKCn4FLly4UFpa+tmzZwDAYDAmTZpkb29Pp9MBoLq6WlxcHIvFkkg8uUDnEBYWJisre/jwYRaLxU0MCQmRk5MLDw8HgKamJk1NTRsbm54ZemXFihUoFMrb25ubkpKSoqCg4OPjw7lp8/LyhIWFDQ0NexXFZrPDwsIWL17M+T158mQUCoVGo69du8bNsHXrVllZ2Xv37gEAhUIxNjYePnw4hULhvcFcUSEhIbKysmlpafyW/Q3v37/HYrFHjx7lqw9/j2DjwgspKSmhoaH9KxPhz4Bo7oFIfX29qqrq7du329raDh48mJKS8uOflsVicR7cR44cUVVV7ezsLCkp+VHB9wSNRkdFRcnJyZWWlra1tcXExPy+SHh4+MePHwVoP5vN7uPeNiqVKisrCwAsFovzarJ58+Z//vmnZ57Q0FCB1TYA5OTkiIiItLW15eTkUKkCONX+l0+fPiUnJwNAVVXVwYMHcTjcnTt3HB0d379/X1RUhMfj16xZw5fA9+/fHz9+vKGh4fjx4wCwdevWgwcPXrp0ac6cOSwWKy4urrCw8PPnzxISvPrDLC8vt7a2bm5uTkhIyMrK4iSWlpZqamq2trbW1NTU1dURCISqqqply5Z9+MCrz20KheLk5ITD4U6dOsVJqa+v7+rqamlpkZCQePjwIZPJDA8P//Lly9u3b3kRqKGhwW3biRMncDjclStX7O3tOYmpqamTJk1qa2tLSkpqbGxctGhRRETEgwcPfH19eWwwl9zcXBQK1draeu/evT6OPhcmk3njxo3W1lZdXd34+Ph+kclisQQYFx558OBB/wpE+GMgmnsgkpaW5uzsrK+vDwCcGQYGgwkODvb09Lx48SIAvHv3bsWKFXfu3AGAqKiojo4ONBqtoqICAGVlZZ6ent7e3o2NjSwWa/v27StXriQSid9VER0dLSUlxSnCYrF27dq1YsWKtrY2ThFfX9/W1tYLFy7s2bNn9+7dvr6+4eHh3t7ehYWFnp6eRUVFb9++9fT0/Oeff1gsFqfI8uXL6+vrAaCgoMDb2/vUqVO/f434PZqamkJCQgDQ3t6enp4uJydnYGCQm5vLzZCSkuLm5oZGC34Dq6qqPn36tLS0VF9fX0xMcKfadDo9Pz9fT08PAHR0dExMTLS1tWNiYgwNDR0cHDAYDBaLNTDgz6OWpaWlsrKymJiYpqYmg8FITk7W19dXU1MrLy/v7Ow8duzY+PHjExMTUbxF4gQAPT09U1NTDAajpKTE3ZuLw+EoFAoKhdLS0oqPjx88eHBnZyeBQLCwsPi9NC6nT5+eM2fO9u3bJSW7vcepqqra2dkBgKKiopKSUmlpaXh4+LRp00pLS3uVhkKhODckABgYGAwbNkxLSysxMVFVVZWTWFFR0dXVhUKhlJWV37175+7uHhYWVlBQsHHjRh4bzCU9Pd3FxQWNRsvLy3NfZfpIeXk5k8nEYDA2Njbv3r3rF5loNFqAcekVFot14MABc3Pz/hKI8IdBNPdApKysTF1dnftc1tfXb2lp0dXVdXJy2r9/f2Nj49mzZy9cuDB69Gg6nX7o0KGWln9jCn748GHjxo2SkpLPnj07ePDgokWLPD09CwsLuRkYDMbatWtv3rzJTTl8+LCoqKi6uvqBAweCgoKkpaVlZGRCQ0ONjY0DAwM9PT3FxMS8vb2ZTKaRkZG0tLS0tPTNmzevXLlCJBKfPXu2Z88eJyen4ODgSZMm1dTU7N69+9y5c5MnT+6XrmAwGCwWC4PBAADHeA4AZDK5vb1dW1u7L5LV1NQCAwOnTJkyatSovsiJj4+fMWNGz5T29vYRI0ZwJ8TPnj3raUzmnZKSknHjxgEAnU4XEREBAAaDgUKhPn/+/OTJk7Nnz/I7WSQSiUpKSkOGDOEc2tjYhIWFXbp0KT4+3tTUFADCwsLOnTuXlMRr5MetW7cymUxJScljx459d4pOp0+YMMHQ0JDNZgcGBh45coSvpnKorq62tLTkXDsA2Nrabtmy5fLly2lpaUZGRgsWLACA27dv82KK/w4KhSIjIwMAbDZbAGP7T+nq6uK8bgIAmdx/gb34H5deKS4u9vX15d1mgzDQQDT3QMTCwiI7O5trIScSiVJSUteuXePEt4+KirK0tBQWFrayshIWFjY2/sbtsry8/LZt2zgGxvz8/EGDBo0bN87S0pKbQUhI6PTp05s2beKmNDQ0bNy4ce/evUePHm1qalq/fn1ISMj+/fs5Z9XV1RMSEl6+fInBYO7duzdv3rysrCwZGRkUCrVx48bnz59nZmYaGhrKy8tLS0tHREQoKSmJiopyppt97wpJSUkJCQkq0nF/RQAAIABJREFUlUogEDj2cwB48eLFmjVrzM3NCwoK9u3bJ5jkwsJCPB5fWlp67NgxvhaMv+PUqVMmJibHjh1zcHDA4XAAUFFR4eHhwTlbVlZGo9GMjIw4S9S809XV9fbt21WrVlGpVDk5uba2NjKZLCwszFFjY8aM2bBhA19WDQaDcf369SNHjnR1dQfJFBMTy87O5jTVzMwMAAICAk6ePMnX0i8ajd67d29JSQk3hcVinTlzZvny5dy1DA8PD8Hmi8XFxcuWLeMeamhoFBYWzps3T0lJydjY2NfXd8OGDT4+PsuXL+dXsqamZlFREQB0dHRoafWPP3BFRUWOwq6rq+svmRwEGJffc/ToUXNzc19f3wMHDvSXeQDhT4Jo7oGIlZUVAAQFBQFAXl5eSEjIkydPDA0NObsq3dzcjhw5QiAQflr21KlTR48e/fLlCwDo6eldunSJTqdzlyG59NTlxsbGO3fuZDAYhw4dMjIyOnToEJVK5S4qi4qKHjt27MqVK9u2bdu3b9/48eOnTJny8uXLlpaW+/fve3l5OTo67tq1i0Qisdns5cuXP3v2rLFRwJjZPeE8BCUlJQ8cOFBaWnrp0iXuzHX27Nk4HO7Dhw/Gxsa7d+8WTD6JREpISGAymYMHD+bd7PwjMTExOBzO39//1atXurq6ABAVFaWgoAAAFRUVpqamvr6+Wlpa/L4cTJw4cePGjcrKyi0tLfv27Xv16lVcXJy/vz/n7a2trS0+Pp6vOdOWLVsCAgKUlZV7rm4yGAwbG5sTJ05wU+rr61etWsVXU+Pj44ODg7mH165d27x5s4mJyYEDBzgpeDxeTo6nCGTNzc09D7Ozs7l2eA50On3s2LHHjh1js9k1NTVVVVX6+voCDJ+dnd22bds6OzsbGxsFmLL/FBUVFTU1tY6ODi8vLzc3t36RyUWAcfkNly9fxuFw4eHhO3bssLa27i+xCH8MZD/3wCUhIaGzsxOLxdrZ2TGZzJcvXwoLC9PpdENDQyqVWlbWHUESjUZjMBgGgyEiIkKn03V0dHA4nJKSUnNz88SJE1NTUxkMhr29vZSUFJvNTk5Obmtr48hks9nx8fFUKtXe3v7t27d0Ot3BwUFcXDwmJobJZDo6OlZWVhYVFTk5OWEwmIaGBjU1tezs7NGjRwNAVVVVdna2nJzchAkTACAxMZFEInFqweFwnz594rTN1taWO1HmHU7DyGSyjo7OyJEjWSxWfHy8goLC6NGjKRRKWlqara0tGo2m0Wipqam2trYC692UlJSmpqbhw4dzPinoC8XFxRoaGlJSUiwWKzc3lzOFTUtLa2hoAAA5ObmJEyfyLq2srCwvLw8AREVFnZ2dAeDdu3csFmvChAkkEunVq1dCQkKOjo5c22yvNDY2pqamcn5PmDChs7OzqalpyJAhiYmJ48aNU1ZWZrPZCQkJJBKJs8DMi0zu7cQpwmKxkpOTTU1NOR/rAYC5uTkKhcrKypKQkJg0aVKvHyUwmcyYmBgGg2FlZaWoqMhisYqLi4cOHQoA5eXlFApFWVk5NTV1woQJnPcAFosVGxsLAI6OjgIYeDidLNgt+isIBMLr169NTU053z30HQHGhXdqa2spFErfb36EPw+iuREQEBAQEP4mEGs5AgICAgLC3wSiuREQEBAQEP4mkIgjAw4kPjcCAsKAAonPPdBA5twICAgICAh/E5g9e/b8r9uA8A1dXW35SXEZ+SV1XZKDlGUAgEmv+4xnq8iK8lC6Pe9jlYqawk/P4fJSUjJzSxrRUmyqmKx0bx/jtuQVtKooyfDbfgCgEisKWyVVeq3hd5Bep5RoaitjANgsRvKruBoSRlvl251FDGpsRpWuppzAr5+NedGvM0sAq6EgJdKHpgIAUGrziSLyEkJoAGB1kWLj4pnSqopSojX5SckZ+Rq6Q0T47IzytOSUT3miKkNkxQAAWnCfCpsx6gqSAAC0psSY158rqnUHDcKgBd7PRs+LfplZUoLVGCLI1TPJ717E5paUCMtrykkI/5tObk763KajKoMCwrvohJL6Fj2drzubacSYD/V6mrK/aXEb/nM2nqmtLA0AnzNeZXwsKCn5wsRqKH1tYktRYmL6Z7q0urK0CEBTYvTrGhJo/+KG/z0kXEpcSq6Al/8L6MTal/FJFGld1T7d/N/Rmhz9CtdGGaSp2n8yAQCgvfxzEyhjxXvNyNmLiDBwQObcAxBJfQMtj8WvTE26fTjTKR8i3uB5KXlh9oy1Zx/99NSHq8s3Xi5ydXV11UqzG7Wu6tdCWAwalQEAJREPefL8wKBRur7xCIJfa2gRlt4XH1LtAVpG7puvdwIAsJsfrCtTG9H2YM/1nG+8lFd9urow8InALqdbvyQbbq2d5Op69NDGPkZyYDGr141xK2inAACDVrJYcwzDysFQVYZZ/MwjqNjVVSLg5Bv+tnAwigukNK3VO6bPng8AAJnzxjsef5LHOVn79sZSX9/tew8z2YJvQy9LfdLk6mqOStl18oUAxTsqPy7w9fX19a2lfLOn/PXVfZvDU9gAL/dHaLi6EmK2+T7vHrWcmBPehxJ+648mb6Gl/a6rGQAAzCz/Wct8fX19fFZVkboHmdJaMW5rpq2r66UQHxabdnn+6eGuri+DZx9P59vPLqulWGf8M2tXjeCNh/ovjgf7wq7DKq62T2wHf6zvL6mME07huq6ueVcOJfVzwBE4s3TR9de9e6VFGIAgmnugYm7AdaUtJuMavIynrZwrT21U//mZ7LVnOk6GeAMA6Cx+dtrjN0KyHx0ISQOAccG75/BS6csDKx4U9kzQCrjs07cZh2wwHj9ykDQAAKV6zY7Safpqrqs935w592+WuqwHX8xExASvh0quE5UQRwEM1TMS3ME6AAB8epPuvsGE83vfQl/3/AxXGTEAeBSRsCZ0JYA9K+FG3vee438LRcFpmJ7sqLkzBnM8k1jcfRDEPRl687Xdos25KTFiffhMRddihj2A2hibMQaaAhRPe35V33DYhyK8VU9fYaUvqqTNOD+t/JfrAtgu2xsRlwgAUJ2S1jmyN6nDI6K+OkmlGUfh8Xg8/s5KKzM1eU4ag45HY8RQAEb6xkw2Zsb1vUoASxfNTcjkOy5O4bsnO14Fy8JIE7nG5Obe8/NEa1oRQ9cCpIKebnuW0D++0AGEVsds1wIwnupkKnh4nZ+RdtjQtU9+fxH+hyBfqA18Ou9s9EwcukT0xs72MUuGkhOHrrs1vP5B5EdGR1GM9c572gUX737oEmPVVynOODUDAJoPz7OPFnGcr56FM9xwxMsaACAnmW02VuerxWuIhzsA+dGxwAZxw7y3yXabtlUc9f9aZKli7JtsrfCTsRkZLJNBOQ8+ari7Sr0hORyZp1ITnV0KDSkscy9c6Db8sPljmQmKyw5mvs0jw+2RQjKHbxaNwRSmi88IGtF/V9/RnkwbJSYGIKYm03SPm/zqY92aScah1wUXrD7MJUxz5nIfnM/6VcK9Z/8ljblJBA07qY83AADq4l5Ximo8vLzk8oNZN+6X1cJkHQAAI0xhbROY8r7yIK0oDADkcqbU1B/OdYy1nZrzPtZkbv3Hu4eEBX33RgsLN78Lc9sUverg9y7HeYAqrDDK3VVllJ3Lm9jng78uYkSVS88wo55JYQCAjLgIALTU465u8gKA2PzOJePl9z/g2bmehIQoAHSWXaatvizebVqQVrI8YXp64bLG9ZtWC6OFFEQBAEpqhLbNHc3vBbSV1w6bDgCgIdtRWg22ivwK+Bm1uGZpLQAAQ6MW3q+0N4RRqAcnV595JnR1OvDkiI4HyM3VN7vmTVM+Ff9zT4wIAx1Ecw98pKYtHfcmY5DxcA2sl/+kNkZYFeXFs7rgs0GK4AcAc5cWHXoTpk9vmK1gUGZ1FUDRarJxq16A35D7fuGVANYAABISVEpLT6G0gtijiYPTnvuBh4HH2qjV/xYhTh5rQB3tu15baul5tPlYfezkrX6qCpuiGyPirhTR5SRARq1TeoS59lCPzfNB6FCp5FAjDexcDyN9yvSRndmx8c1CeOhHzS0kJM8mMFkArU1NQlKctPacK28LRavxT+mNn5Jzq51NBZk10sjt7ztnzTZpvnr17qjD63tf6/sFT5PSxOWrSz7Vg+T9oeZimg7LV/m5r7KDRY8+WIiySWQACaigiJjwv1CYnpA2Z+emH5KlZ3v6zfb0Mz/oSqYxsOKC/4UVrf1enBObFXp16aTDfBYVs/PwswOYKrcgLrdy8EQdAGh4te3LF9Om7A8EHDO9asZ4bRFac1lWpYTHBGhOO5xZqFFTnE6vq00tcbcbwqsCqiypmLvBgWtXYdKpHwh2q+y6bly8Oeb0NkkASk1Ol77NBBU+mw8gLCHa0QEgDY1tVAmBx/47xCREusgAADgcU7xP4XC+Y876s0Ccvftm5a3FOv0i8GPsCSkYGfmxpJgS+8XVwkC+X6Qi/DkQa/lAhUZnAwAw8mOivz3BaGphSNU1VpLpwGa1ddCxkmk5uRQ2Go0VlRMV/uY5Tuz8+kY9ZOUw/ONnJW2co6KofektWErrMwoAU0RYGSv7kyLf0k4gibNUFx44Fh4evsbF9Gsyq7m1O3xFxW1/4qjJe9Ys7NNV94DNCbgir7PZ+nUbkVXzMVPSbibnlKyZ1x7/hfNnuQkrj5wgkNoGgOq8x81TFrpt3DlNFtWXtb7lawMWLlw4aYTqJPe5imMsVCtTaQBUOt1QR9lugmx6BhmAkq/lMorPZjbEHkxHmcnWvb+eBgDAYn1rKmV1GRjbfzfcAiA7Yv7M8b9YYOkdtpya+cjB3bpExSFk8+qFc6ZaY3WtxmqLQFdn+L0X1hPHV709STfeunPjwnluk4TVxoz/rdpmsr5ZuKgsy52q9O8hofFFhdFEp6XrPQylCwCA2rb9/ufRhlo5b3/+bcdvGGQ9/kVMBxtoeWTFyf3jthxg8AQj0XwGsHIfP7S0Meonod1Y2E8fadg/ahsArBYeXbhw4UybIYaWToja/htB5twDkMpjK+fAp87RJhfRwDD3CdVYd+IpLfpDV546eevj1DupjA+xSZsCTUwq5dXOP39+KuLW4skmu0H3XH5+0pY5r+JrmxKay6U7CapFCZ/Rqbv9xisAAFyKfrHX1ykwlwwA55+mT9STuHPgy3ATE2H1KS8er9pjMvHd1yITDs246DW6AtMZ2yFTjq6ivPYtICTGNGn6ph8LGW6ySU7i2N3j9yJSunCb4j89TKa9HrFcY+cs11ORrgedrG+PNm54k7UqjlnALtnmdE9LwCiChL0mVrmNbdsOmV4IdF98PsF5moX0qEU3j4zvbMp02vg+7tYayd6F9MIgi0V6U01M9kpP2xTm2mdpXxmyYqG6iYkJe+LGvOPm4ujhGQHTTdaU33iZj+VHSuXNRRYbnlPpwbs1zBsLXwNkey0LyWJoRHpkzITICU67WhVG3Hl8oS/r3JmX13gefwODZry8u4vvwoTcaVYeOIzoniuP3TWgLPnyysfysSdm9mzOiplW997idgfugDk32y/zKLdgpcfuXKrczXXTF+sAQGVege4EAADIurnjFtkldPk006SJw89QHXxOhLRVjrW2KcC3Xw6C8TtfxNjwdwUqQ12WvZxlYlL0z41Mpd6z84jCkukjhpsMt9/44Lh5P8UKY1Bnu04qqm638jp29kf7C8L/ryB+ywcciCcWBASEAQXiiWWggVjLERAQEBAQ/iYQzY2AgICAgPA3gaxzDzhYrP52uICAgICA8H8IZJ0bAQEBAQHhbwKxliMgICAgIPxNIJp7gFJcXDxlyhQ7Ozt/f/8lS5akpqZ6eXnxUrCsrMzOzu43GZ4+faqkpOTt7S1Aq5hMpo6OTl1dHTclIyODx4bxDpvNfvv27fDhw2k0GrfeBQsWUCgUziGLxbK3t0ehUCgU6uTJk4LVQiaT582bZ2tre+LEib43+NChQ8XFxZzDhoaGUaNGMRgMCoXi7e1tY2OTlcWfL0wWi7V+/Xpzc/Pz588DQFZWlpOT06RJk7q6ugDg2rVrVlZWJ0+e5H1hhcVinThxwtraevPmzdxSv6/l97S2tkpJSaFQqJiYGE4Kk8ncvn27hYUFd0RYLNb27duJRCIA4PF4cXFxUVHRysrK3zRyx44dixcv5vy2srJCoVBoNPrevXs9s8XHx+/btw8AsrOzHR0dp02b1tLS8nOJv4bBYGzYsMHa2vrp06f8lv0NMTEx48ePDwwMpFIFdqj/PXyNC188fvw4NDS0f2Ui/BkQzT0Qqa6uNjIyunr16uvXr0NCQoqLixUUFJhMnrxry8jI0Om/C+vg5uY2YcKEnTt3CtAwDAZTWVmppqbGTVFSUuKxYbyDQqFsbGxUVP71jHXy5EmOAuBQUVHx+PFjNpudmJhob28vWC0FBQXq6upv3rzB4/Fkcl/io0BWVlZ1dTX38MiRIxzteOfOHXd397dv3/7zzz/ctxBeePfu3d69ezMyMh48eMBisfT19WNjY728vD58+ECn0798+ZKSkoLFYuvr63kU2N7e7uPjk5ycnJiY2Nra2mstvQosKirq7Oxks9lTpkzhpDQ2Nu7duzclJSUqKorBYABAQkICt4Xp6ekUCoVGo+no/NKdCBqNnjZtGud3cXHxixcv2Gx2dHS0tbV1z2yxsbEA0NnZSSAQ4uLiZs6cGRwczGM/cMnJyTExMXn37l1SUlIfR58Lg8F4+vRpamqqo6NjQkJCv8jkd1z4IjU1tX8FIvwxEM09EElNTfX29lZVVQUAISGhly9fCgsLM5lMd3f3nTt34vH4Xbt2OTg4zJs3z8rKikAgODg4FBUVjRw5cty4cSQSiSNk3759I0eOfPnyZUZGRnh4uJ2d3Xc7xW/dupWamjphwoSnT5/OnTvX39+/pqZm+/bt7u7uzs7ONBqNyWROnz7d3t6eRqNt2LBh69atK1ascHZ2bm5uXr169ciRI/39/f9Ab7S0tDg7O/fcUaqnpycrK8tisS5cuDBkyBDBxOrp6d26dSs3N9fAwEBCQkCXMQDQ1dVVWFjIfZt59eqVj48PCoUCgIyMDDMzMwDAYDBFRUW8y5wwYYKsrCwKhVJXV0ej0XJyci0tLRUVFePGjfvw4YOSkhIAGBoaRkdH9yqKg7y8vJiYWFpa2sWLFxUVFXut5ffSWCxWQEAABoNZtGgRN1FNTU1YWPj+/fsXL14UEhKi0WgUCoXTVAaDsW/fPgkJCd5vmKFDh2KxWCaTefPmTe47HJvN3r9/v62tLQBISUlxbEtCQkKjR/Pttzw9PZ0jR0FBISMjg9/iP6W0tNsXn5mZWUpKSr/I5GtceIfJZG7evFmAfkMYICCaeyBSVVUlLS3NefoDgLy8PAqFKi8vDw4OvnPnzqVLl5KSkl68eHHixInBgweLiYnNmzcvNzfX09Pzzp07wsLCAJCZmfn+/XsLC4uAgIDr16+/evUqLi6up/KjUqmJiYlnz549ffr0nj17Dh48eOfOncuXL7969erSpUtTp0599OiRj4+PvLy8lJTUpk2bEhISzM3NAwIC3rx509raOnv27MWLF1+7du2/9htDo9EePHhgaPgTB5UtLS0ODg4CRw6Wk5Pz8/NbsmSJsrJyX1qYmJg4d+5czm+OYQCL7XaYxmQyOcNBpVIFsEzk5OS4uLhwfr9+/frJkyeRkZEMBgODwQAAmUzmy3za1NT05s2biRMn4vHfRIz9aS2/F4VGo5OTk0kkUkdHx+vXr7npVVVVnz59cnJy6urqio6OdnZ25qQLCQnl5eWVlJRkZGT0NE70SkVFxdSpU4WEurfA4HA4b2/v70a8tbXV3d2dd5kcGAwGRw6FQvm9jYp3mEwmGo0GADKZzJeJpVd4HBfeKSgoCAoK4tycCH8jyK6wgYiVldWaNWvodDrnr1VeXk6n0w0MDFRUVFgs1syZM+vr60VFRVVVVUVERE6dOuXm5jZo0CAvL68bN27cvXsXAGpra3fu3Ml5SU9MTMzKyvruXyomJubg4EChUGRlZQcPHqyiosJms6dOnVpWViYvLz958uSLFy9SKJTz589LSkoCgJubm4GBgZqamqioKJPJPH/+vGAr5fxSW1sbGxsbGxubmZkZFBR0+PC/sTFKS0tnzJghsOTc3Fw2m52Tk7N06dLJkycL7CXq5cuX58+fLy4uTkpKWrp06aNHj2g0Gg6Hu3z5sra2dllZmbKyMoPB6LnEwAvt7e15eXkLFy6sq6tTU1ObPXs2FovNz8+3tLSMi4sDgJqaGs6EnkeUlJS2b9+en5/Ptcr8phZeBIqJiQUGBvZ8ddPW1g4JCamqqmKxWLGxsbdu3fr8+fPnz59v3rwpJyenqakZEBDA16bH4uLi2bNncw8jIyPfvXvX2NjY2trq6Og4duzY27dvu7m5kUgkWVnZ38j5EX19/U+fPmlpaRGJRH19fb7K/gpVVVXOpxgVFRUGBgb9IpMDX+PCC0+fPs3KyqqtrSWTyQ4ODiNG9GOMIIQ/ATLnHoiMHTtWU1Nzy5Yt7e3tqampt27dYjAYXV1dFAqFzWZ3dnZ2dXUxGAwUCnXixImXL18aGhrm5OScPXt21qxZqampDAbDysrKz8+vsbHxypUrZDKZSqVyn5g0Go1Op5PJZAqFQiaTSSQS55DFYtHp9I8fP7a3tx84cMDHx8fc3PzgwYM1NTW7du1iMBhUKpXBYLDZ7ISEBBEREc5UldOYfl/qJhKJRCKRQqHo6upGRkZGRkZaW1vv3buXxWJxVUV0dDS/z+uesFisx48ft7S0KCsrc2d1AnDy5MnIyEgPD48zZ84sWrQoMjLy+vXrurq63t7eixcvDg8Pr66utrGx4Utz02g0GxubZcuWSUhIsNlsIpHY3t6Ow+FWrlyprq7e0NCAx+MvXbo0ZswYHgUymcz29vbGxkYSiTR48OCuri7OvPBXtfxeGpvNJhAIra2t4eHhEydOpNPpnZ2dDAajvb29qqoKi8WKiopeuHAhMjJy5syZt2/fxmKxBAKhpqbm4sWLmpq/DL3CZrMrKys59zYnJScnR1xcnNMhFArF398/MjJyz549CxYssLS0jI6OXrhwob6+/rx583jsBy42Nja7du2qrq4mk8l6enr8Fv8pCgoK2traeDx+3bp1rq795guf93HhnR07dkRGRm7dutXT0xNR238jyH7ugUtNTQ2dThcREeE8rKlUqqSkZGdnJwaDYTKZnOkviURKS0ubNGkSiURqamoSFRWVkJBoa2tTVVUlEAgUCkVOTo5IJDKZTA0NDc60u6Ojo6WlRVRUlMFgcMy5dDpdUlKSY/zcv39/SEiImJiYqqoqm83mWFY1NDSqq6vFxcVlZGTq6+vl5OQIBAIK1X3zsNlsdXX1/rW8VVdXMxgMKSkp7qJsU1OToqIik8lsbGzkaMHW1lYFBYW+1FJfX0+lUuXl5WVkeA+d/XMIBIKEhASnE5hMZkNDg5qaGgqFam1tJRKJWlpaHBM3jxCJRM53ZBgMRlNTs6amhsFgYLFYOTk5AKBQKA0NDcrKyrwvz9Pp9JqaGhQKpampicFgOjs7qVSqiIjIb2r5DUwms7q6mjPuIiIiFAqFQCDIysrW19ej0WgtLS3uQk9bWxsWi2WxWNzaOfbkn8K531gslqqqqpiYGOf9gPNyxrmHuZdPo9GkpaU5bQAAXtr8I5xO5lwCv2V/RVdXV21tbb/cURzYbDbv48IvZDKZwWD0V1MR/iSI5v6LuX//fmxs7MmTJ6WkpPoujcVibdu2LTIy8vnz5z9dV0ZAQEBAGAggmhsBAQEBAeFvAvlCbcDB18e3CAgICP81v/k6AeF/AqK5BxzcPUUICAgICAg/gnxbjoCAgICA8DeB2bNnz/+6DQjf0NXV9PbulefJmRzK6xhGg7reFrIGqfzmQ2Lq28f3ZIeaigEAEJ6FXXmTk2s0fJQIBkj1RZdu3M9sl7bQV/xTV9B3qElhF15kZioNsZAVAwat7NqFuziS6NBBKt/k6uq8HF043EiVj4+2f6Qh5y0epaMk4Cd+nSWvLt2LyczMzCtoGWY6uL048dr9lziU5jD17t3hjM6mc5euZ2ZmZmYWKhmPkOX/K2Y2k3735pUWtMogFRkA6CiMufzg82ALI3EBmvtDj5HKki/dfS4+yEJZEgDg5b2w+Nw6i+H8fp9Iig+7FJuZqWVsIfXvBTY9CLueVV5rZmLEu6CGwrexhQxjHXkAIFRkXrkdVS9haKj8rbOdlqLE0i5dFWni52eXH77KzMwsqaKYGv/SqeqvIUQ8zhwyVKdfDY+01McRYoOHS2L6eVJUlJ0mqqYloNehn8PH5Qvs7wjhPwKZcw9AsDZOjgEBj2d4+vn5+Q2VqGfSK9+XtPXM0dlYSejhoynlSojP3tPNAACQeT9hiJ/fRJHXS8PSARj7A9bN9PMbm7v8eto3nrMGMpUZ8SJ+fnOGth4+/QwYhMubns/z88s6t+xC5jdRHErTLgWcfNXHIAxn1619llklYGE248b+sIiIiIhrF8+kU9DorhX/PPLw8+t6NKeJ3O2WC/8pMiIiIiIi4syDN1KSfNdAJRYuMhgnMn66rakmAD0/4eg0z7Q5ftMF2x70Q4/Rlqx/5ebndtdnWRdA8v7x+ZJ2c4Z2Ddv+iq/PVosSkhT8/Gbq4Dz3XOYmvgx9Ps7PT7H04uKHvHvZK97msepsVD4AAJ0QcOaen9/83CXjcuq+8SsesTfgwbtyYHWc3nQiIiIi4uq527kChPcgHraa6n88msJ/yd+Qdf+kT9DxGhqjX6UCjfBp2/I9rf0p8j+5fIQ/BqK5BzSZmVmmk2aKStlvnfWNS6aooHWvKv49tPIK2j1Ll/PbYu4sQ4DBc89+weUCtDdW07sAFJQHqckJ7rTkD6MzZto4ACXD4WNHG4MQdtXZdZIAS+c6fiwp/TdTZdKttSIvAAAgAElEQVRd4jQR0T7NtyFu/fApvDoz+QkoIb8bj1JSUh6cCdkYMFMI6toaqAwATS0D8a+7t3WtVqakpKSkpOxeYSuA0ePo0jne5VmzDJQBoDbj/owNpJfpe5UEa+2PPVZ2ecRid03QdHbWvIlj1ePplC66mLjMyKGDUfwINpo0dRSAmssRka4ybqLzpmWaAOPnBUS9TeNZkuHxCwHdPz/doCtMApBff9k7/Nm/YuHtXuwYKwAAtPSO2FcpKSk3/tm8cpUjP+3lILM1JcVYk/+Xqd8yeu7WYI/+8cjWk+fv220n9+83Yv/J5SP8MRDNPWApWjLTZe2pxwDtR53GeF7Ie7jH/9Szd4/2zb+UXfYRV1P0IZv468JdNdF7lrkCKB45ut5imH281i4HIwG9e/5PqI3yN5wYVNMjeuP7MoUNM0y4hwm57Vv6Fn+ho6bijt6ewfJ9EsKhqBY/RwcAdG5sGmo9ZgF5Uoik6Lf/rOLrdI1JfMutTXqYL930LvmfmROPROWkx0WZjNd4/+7RdAc/AawEP+mxsmJpDUkAkFEV+4JDzz31vPL25u0RLZcWC2B5Bmh45mL7vf/wusrC6D0CqFUAQ2Pc88etAKy6OlmlblMtjdj+UHbZGPVvMma0CU9R/4mA/zN8vnt+2BjL/3UrEAYWiOYesBjdiHwestwZQNYnZL4IwFSv+V3FbzML6xpIUiqK0kbmo37l+ojehr+RiJliqg4AKVlFyakncoPXJ5Y1/8nW9xH16ceynu18F/+Qc0j8HC1n7Wr4dYbQmH760ZuCIyfP0fCJj5NLBKsiLSqo4sG5M4+zs17cyOY1WuZPaa6uFBUDAIDoPLGIs0seb1tf1/WNO9jI+/Xjx/CvXigURQvvedYTdp32+5iYSiGr+V9Ybms9a6xaQVYxf5J+3mPyijRiFwAQ69vl5aA6K8J5TdCwtpRdj3P58C0OAAAsWue1p23uU7+JPUWp/ZTVqjNBMMu+tENokMP5Q/sWb7k5yazbypD30Df/ye1Td5NyEyJSuvdO1gNT9v/wGiyrixSeXv04/PibrM+XT4VR+tkMj/C3gmjuAc3EiTbc37v9zzusD/SapPvTnF3Ur2EkKK2XzoWaGGtmR4UXNJTHPikchDU9dc8P96HyDzS4H5HWtXUeqwcAjIa8pbdq5ZgtL17EcE4pj10bfixwy3ofUS179wkCRvl09LseGBi4xn3U6KlLRqkK3k5ydgJpLMdJdcYHPMrUwnnnVscC6jfhpz4aWOsL8EWZvumYzoR2AGJDja6+wYixGncuV7AASEJGBnw2+Oc9Ntq7pqiCAZSs3IbFIxmP914XVhzhc8y/7XAMf18P0IjRp9fK62gXxV1/z7UGdNYdvBSppybx7t7Rep5Xuun0fz/fGDF5lutwLdKMy7a63cp/tNedPbsC182faDppoZUmAEDn20fCZtY/FcULLGb/a0IaldR7Jp5Bi0ieOfFPYGCg7ehh3uv8xPv1a7r/4vIR/gyI5h6A4HbNtsNiiy39wgAAoGn3tOMv/vFX1AI3Pa2tOdJXPEYLaRmsnzQ582uBhOPrtt/8aKs1o44Ku1dOORj2cMGCBQtixY1V9NZvsjTQ0tKa/8Vjrvn/7IL4JC3MU0tLS2vqyUU+PuTK97qjp2bd+mfBggUJJJ3OxrThM451AgAACoWWkRLla0X2R1BC4mIifVosT/yImW3J+YZgzJIhn/S0tLzuy9rLiCUc8th9N5uTxclEsJgW6huDPYdraQ27IH9g3WQTt622OTY6Wloj1gYNF2jPP7fHsu/udtv5HEB9u2GqrtYQ+RU31UBoXdzzW0uHalmuC0rfKsaP2LDNLqtPJqz2XrzgZqWlNvHADIs8UpfHTMdrFy8vWLBgwcdRqrwu1OR5ztv35X7gZRxA3fMxWrrRYlMT9rsIA6Rf3rTyVHL3VQiJiot2a7DId/KTTARbBmoP0NIqS7u6bvddgYr/nJTLAeuufJ42dHYluffMfCEqLtGvD+v/5PIR/hiI99MBx38d8RoBAQGBLwSOgYvwH4HMuREQEBAQEP4mEM2NgICAgIDwN4FYyxEQEBAQEP4mkDk3AgICAgLC3wSiuREQEBAQEP4mEM094GAymXv27BEVFY2MjKysrHRwcJg6dWpzcy9+VNLT08XFxevq6n48RaVSt23btnLlSn9//927d1dWVnp6emZnZ3Mz0Gg0R0eBHF39N+Dx+C1btri6ut67dw8AiouLvby8fHx8ampqemarqqoyMzNjMPq0J/XcuXOhoaECF9+5cycKhUKhUCNGjKDT6Xl5eSIiIkpKShRKt0Po/Px8TgYpKSk8nm/X8Y2NjeLi4igU6vXr1zgcbvPmzY6Ojrdv3xastT/22MaNG9etW7dx40YAePz48aZNm1xcXEik3nckl5aWDhky5MOHDz0TGQxGUFCQj49PfX09g8FYtmzZ4sWLuflFRUXFxMR+E37+uyL79+9fs2aNh4cHgUDg5klKShISEjIzMwOAqKioTZs2ubq64nA4PnoBAADYbPaFCxeMjY1pNFrvuXkmJyfH0NCwtra2H2UCAJPJ9PDw6Ozs7C+BDQ0NnL9YWFhYf8lE+KOwEQYeeDxeRkaGSqWy2ewnT55cv3691yIkEgmLxdbW1n6XzmKx1qxZEx4ezjnMy8srKirq9wb3L01NTWw2m0Ag7Ny5k06n29ratrS0fPnyZf369dw8NBpt+/btHH0pcEVEIjEwMPDYsWOCFWcwGHg8ns1mV1RUHD9+nM1mh4SElJaW9szD7e2zZ88KUEVMTMynT58415iVlcVms+l0upOTkwCifuyxT58+PXnyhM1mBwcHFxQUEAgENpsdERHx6dMnXgQePnyY0yQuXl5ed+7c4R6mpaUtWrSI8/vSpUu83HjcIl1dXe7u7kwm8/79+zk5OZyzDAbD29u7srKSzWaTyeSMjAw2m339+vXNmzfz0uAfcXBw4PzL+pFdu3bV1NT0r8zIyMiFCxd2dHT0l8A+3ksI/3OQOfdfw4ULF+Tk5GbMmMFisQICArZv366lpcWZHtna2qqrqxOJRACYPXu2nJwcd+JCJBIjIyPnzJnDORw2bJiBgcHq1avHjx+vqKhYU1Ozffv2uXPnuru7A8D69evl5OTOnDnzP7rEbhQVFQFg27Zt27Zta2trKy0tlZKS0tTULC8v5+Z59erV6tWrUSjBHbEwmcytW7eOHDlSYAkYDEZTUxMA8vLyPD096XT66dOnjYyM/P39uXkMDQ0BgEKhCBAnkclk7tixw8zMzNnZGQDMzc0BgM1mc2ac/PJjjzU0NFRVVQGArKxsZmamjIxMY2Pjly9fTE1NBZBPIpFqamoCAgIcHBxYrG/cpzIYjJCQkGHDhnFvy14RFhbW0tI6ePDggwcPhg0bxkmsq6u7ffu2gYHBlStXxMXFLSwsAIDFYllbC+5GbeBDJpMlJSWxWIGc7/wCzr0EAEOGCOiCEOF/C6K5BygMBuPp06dPnjx5//49ABQVFeFwuNbWVicnpxs3bmRkZAwbNiw0NPT169c+Pj4HDx4sKysTFxcnk8m7du3y9fV98eIFx7ZGIpE6Ojq4z2sUCsVisbKzs0NDQ+3s7DQ0NHR0dLy9vevq6lJSUpydnfF4/OjRo3/Xsj9CWVmZjIzMggULOC+YKBSKTCZzDZutra2SkpLCwsJ9qSI/Pz80NBSN7oe/QHl5ORaLFRYWxuPxFRUVxcXFZPI3PrQePXo0ZgzfQckwGExWVhaNRlNTU4uPj+ckXr9+nXf9x+WnPWZnZ3fnzh03N7czZ86MHTsWAEpKSt68eXPjxg1+5QPAx48fhw4dWlJSYmlpyVnm4CIkJFRSUlJfX9/U1MR5V+AFJyenhoaGnm3W1NQkk8l5eXnR0dHcRCKR6OrqKkCD/wpYLFZUVJSdnd1/IZwzlf8vJCP81yCae4AiJCTk5uY2Y8YMS0tLAMDhcGQyGYVC2dnZlZSUqKmp6evri4qK4nC4/Px8PT09cXFxYWHh9vb2EydOuLm5ceWoqqqamZmVlHQHmSCTybm5uUpKSiIiIvPnzw8KCtLV1R01ahQGgykqKpKSkpKSkuI8xP+36OvrHzp0aNCgQVgsVk1NjUwm19XV6eh0x7CqqqpKTEw8cuRIfX19TEyMYFV8/vw5JCTk/v37cXFxPWfz/PKddtHQ0PD09PzOGFBYWDh06FDB5AsLC/v5+XGm7Lm5uUZGRtra2vX1/MVI+WmPCQkJpaamnj171szMjDP3sra23rVrl2DrqaqqqlgsVkREZPLkyUwm88cMioqK69atw2B48jVLp9MfPXp0+vRpZ2fnzMzMnqeGDBnCMUIAwJUrV+bMmdPQ0CBAg/8KmEwmHo/fv39/ZmbmiRMnurr6GI/+X8rKymRlZYcPH877uxTCwKFfHdgj9AcsFis/P5/BYOBwOHV19eTkZDExMXd398OHDz979iwpKWnNmjWrVq3C4XBVVVV1dXWOjo7btm3z8PBgMBiJiYmtra3V1dVsNhuPxw8dOhSNRj948GDy5MlbtmzR1NSMi4vbuXNnW1tbTU2No6Ojj4/PmjVr6uvriUSira3t8uXLg4KCamtrPTw8/oc9gMfjy8rKCASCvb29qKjo8ePHnzx5kpubu3r1ahqNlpubO3r0aDMzs6ampvj4+ClTpghWC+caHz16VFlZqacnmF9xAIDExEROGygUSmZmJolEKigocHd3x+FwwsLCmpqaTCbT0tJSSIjv/xqdTk9PT2cwGC9evDh48ODbt28nTJgAAHJycvw+bc3MzHr2WH19fVtbm46OTnp6+vHjx2/dusVmszMyMigUSn5+/ooVK3oV2Nzc/Pr1a1lZWRMTk87Ozurq6hEjRhQVFUVHR0dGRp45c4bFYiUnJzc0NLS3t4uJiWVkZFCp1N+PV88i0tLSLS0tsbGxbW1t8vLyNTU1VCpVQUHh06dPHR0dkpKSdDo9PDx8/fr1ADB9+vQnT57w1SFsNvv9+/f19fVfvnwxMTHpvQBv1NbWpqammpmZTZs2rY82IQ7CwsJbt24FgKampg0bNoiIiPRdJgBkZ2dzDOYyMjKI5v4bQTyxICAgICAg/E0g1nIEBAQEBIS/CURzIyAgICAg/E0g69wDjvT09P91ExAQEBD+ZSB8tYrQE2Sde8CBxOdGQEAYUCDxuQcaiLUcAQEBAQHhbwLR3AORjHv7fL/i/8/JfpF5/WSQr6/v3uupSQ+SePPUXBLxMK0oMeJFab/UzxekCF9fX1/fvEYAgC5K9mZf3yMRiT1ztBQl+vr6Bsf0eUMLLuFeCt9er7m0ZlzvHqbA81QmABDPHwlt/T5X4+4j93p3Bf4L2Aza3sD1EYlFAEAoebbW19f3+EMBZVHbNh1P6Dn6Ccf3+/r6Jnf3Yuk/vr5BJ6/zJosWc2RdbuM3O79r0q77+voe6L5jqg75+gbsP959joTb4+vru3Z9dRuVB+H/9hizi7Jrs+/O8097nu6n0e/TuPwC8uMjgVW0PvnS/ylpsZEt/Szyv7h8hD8EorkHImymWHh4uERxu9fB8EUT1HgrxCyKiyD+TCez6JSQRfr1OnPCw8N9R+K3+T4k/CTXd9CjNgQ+yn57ZufB/Ca+2t4P1OZkjAgPP7Ri2KWwSGC03thRtj88nPribhb3mU+tO3AhPjz8uP4Nj0cf+fNJ8h3n9h/4UNZLNJdfwmI8e1EIAEBuSmfqCWMg7frV6y/TvnGfBqQI36CbMTmCedBoq37nNn7hxNV7FtobAZBj7ycwAIZoaQjW3tyYczef5/2rVWqTxWesOLp17r5VM4HFuH/yo194uAnxmef93h2bVH+Ku/oivrqjpxombbyQdyQ83PjD2hoyPfZMtnd4+CSZskcdAAAlH7MaAITQGElxsd5k9+gxRuexuZO9dhyfiUnbfCWn+3z/jH6fxuVXFCVGXn35upX+E0c0fYFQ+f5YyNV+izcC8B9dPsIfA9HcAxFLj63c3yMnzmWzu2rwVVW1TUxgEeqrqqqamUBvqKqjAbuzEV9VVdXWSaNTa4/M9s0pbqLROquqqqrw+C5mt+/oNvz9sEa/NTNMAEDZdN6Ds9YYAFpnW1VVVVVDBxugs62xlUDAV7exgNFQU1VVXc8A4ekbZ0iDhv0UMwBgdDZWVVVV1ff3S/8vUDezMwFgianZ2I0CIfnloXPEGCRFR+fR3Gd+aWKN0CgAsTkHPJ8/zxK0HlZrVIDphFGCNxQttHRPcHh4eKDv8g3rJ2MAxi1dP8VM4dtMkgvDw3WVxQWqgHHSz2/Vw1A9FpMBQK/IWn74atvQJSun8e1IFQCoZW/eSMwVEe7xl1efYKWrIqk70c6ABGihuevnKACMmzy9AFfZqzTNEdMCZwz6Nq29s7apkUyRkNaVFcI4rZmhzKKJDbGYJQ0AzNvnj73Jr9u256Bcr4q7Z4+14kI/WCrIipnPcKmIOt99vn9Gvy/j8kuM7Bf6ThbwverX0N6UMKwslPpV5n9y+Qh/DERzD3zI5+aYNDPEC+/v8jn1lk4uOPq6FQXo+Oh7BFy8x80qLJa6Yq5nI4NZDiAtI/Fw385MKhb1dn9wQgWnPCn9nc7EMZJfxWnNm6cADdt3HsJiRR8uHBx5c6++gdH81fexMiJPNk5KrEI1Zt2wXHnv35lZV8viEcvahbGXt699/pMgov8JuMszhkzwS8r+AgCsLpK9pcmebVcKuaeHmrRG36wBgMoycRVZwapoL8elOe4fJGDpbyiuqZrV749rAMAl3syVFMZKJ+5x2X45BaNpicfj7FOWLjwoiLU8Oa9t1U/fUto/tmNXc48Kyzpu+QvyZgCgEXnQ1lJvqsTKk5IiaADYvWT8jEWhiQAAqC1hsfd2OYw0G1HH18xRSdmVdCe9ogVam1ulun3f9svo/0Vknjprajfuf90KhIEForkHOtSqvH3v3fV0lZz8/CjPrirqTJSNWV+c81LEdPHnO5c9l4/CYocsHit0LqEDAyCNlZzuOT0+7EBaYQOd2b1rQGzosLqGb0zeba+vElTssViVTVHn7hSbHfGynbt5hZQYhMQOHT9Oa7Tr/OFxe1pJXy1+IgonztvcjrhTVdfO+FMbEXS9n1TnPWgqiAMAtIhk4gfcyZWi0YmN3acxI65H7v4Y/WTDjsuOlgIGO4q7tjzCe8nqE/ExF3bHC77SDQA11VWK/8kficXSHe/thJVbdnRXc+4ntJAoFquw8l6JHKax97LfUhX/z7HLD5au2kQpvH38wTfz1JevPm/eMZ3zm1j4skVrsoGge0WPx3dkpp167u1STqUDwL5bH15fm3swrAwALSmNNXVcm7bHrJnAz9YJlMo5XDLrc9qRU5fGTJnWndgfo/+3wKR1Hn6TsmPJojsxKdt81nUi1m0EAEA098BHTF7NTPr6p5pOSnOj5GBTwIhv9Lf13fbG1lpBZ+TwsMBEMkBjl8R4424j7ZE9lxcfODxOnzvHBjnDxWPeH7yQWAQAXZ3NV88HU9Ut8G8jGwAIZYXmZrqcbGghYQutNwlvqrs62ts1LSVEuiNDMNsrzRd9XrveR1uhf3wm83rhMhpWFiO4h4o6I8cOVeYeqhsOxzaWNM+/42yq/LPSvTN33+vbt2+f3TB5ysp9k3UFb2db6mu0vSP3kEr5iWZi0AV64uqPnkiPwwPUZacOGvE18mZH4aSxNvxK0p68K/bZ7evnQ8WHemyc828suKgjy+9nNj46d/LBF4C6LN+jT1rz488dO0Oi9y6T2P7dC0ROXglZRXf4ihVu+K7u1z6s6rCFDvrd5+nETy0jNRR52l/E7TEhrL6eeEeF7JSdi4dxz/Z99L+rpR/pJPbnohJGVOrB40e3b99eMMUq5NwpqX79C/4Xl4/wZ0A09wCl+v6qdFrVwf3HQUr7adabo0udJq1LPBS+CQDkRq/ZuH2+MoCe8zY/0ZOTraw6x651HqKwcsHwpa5bje0Ntjpa7a8xTjuwJKsOAEBYQiHifVbFnc1WVlYzvDZ7eAeoGTqE+hm5W1lNPTt442xMUkpDTHggoEXOxL75eHye3eLT4e/ORwTcL026fzu24v2tcxtM6+faWtWLKlwJWPsHrv3jra1WVlZWq6KWrlwIrV+srKysrKzKB82xUQNSy0fnVZdIrRmzreyTNJfeWmvfx0eZsIy6mrxEn1pbrTBthBTn94sDG5JyK9Ys3E9nQUr4huPRnwGIh62smHWv9x+P/r2cn6G4+uDa+VZWs1+b7/b6f+ydZ0ATy/f3J/ReRZqhVwUUEaUL0tSgoqKogAWxgL2j1971p2IF5IodrKgIiCJNFAFBeu8QOgRIIKRnnxeLEbEQQvTi89/Pq2R29jttk7Mzs3uOVdr9w5aWlpZbUl2dOInPDQDg4ROYoCHHA0BRdMCa80kNj9edfVFS/v552IfihWp9Hr7+taWFYWFh8WIWokMFy6h4/+/eOKETy3eU94LatPuu+2LoYNKW6QQHS8uDH3WsJYT2rnOztLQ89k5ylS4A7UnzLS0t52402+kvM3SY8gE9RmpcY2l1ohR97fhGMcDd0R/JuPyUrMdnL6XQNjhvbCRxURUAAOSU0Fy12r+l+Qh/DMQTy6hjSE8sdfc8W+3vT1X6M9VBQED4vw7iiWW0gcy5/zLwdTnYqecRs42AgIDwfxZkzj3qQLyfIiAgjCqQOfdoA7HcCAgICAgIfxPIajkCAgICAsLfBGK5ERAQEBAQ/iYQyz0aOXbs2MWLF/X09A4ePLhx48aRC0ZHR/v4+Fy8ePHUqVOWlpYUCnsxR/4jsFjs+fPnvb29T548CQDA4/GTJk36999/B+apqqoSEBBAoVBFRUUjKevMmTMXLlzg4MSCggJVVdXPnz8DAEpKSi5cuLBs2bKgoCAAQGJi4oEDB9auXdvQ0MDKHx8fr6GhMdyHGAICAi5evOjq6lpVVRUXF4dCoVAolIyMTEcHJ77WIQg6e/ZsQEDAvHnzenv7nZnR6XQzMzNY+fTp0+zoMJnMq1evnj9/3tnZubn5G796sbGxrq6u8B5cQkLC4sWLg4KCGAxGaWmpgICAkJBQU1PTz2RjY2PhusEh6i9dunTs2DEvLy8isT8uBo1GW7Zs2cmTJ+F6UigUKysrzoaPyWQeOnRIT0+Pu7+FkJCQo0ePLl26tLPzu7gznHL9+vWAgABXV1cCgcAtzd/UfIQ/B4Qw+khLS4MgyMnJqbq6ur6+np1TGAzGtGnTmpqavj/U2tqqqKjY0NAAZ1u6dGlfXx93K8xdCgsLIQii0+mzZs2CU8LCwkJCQgbmuXHjxuvXrxkMxkgKam1tPXDgwPnz5zk7/ezZs1lZWawK02i0WbNmkcnk2bNnUyiU4uLio0ePDsy/detWAoHAvn5TU5O7uzsEQdnZ2Xv37q2trYXTL1++zFmFaTQakUiEIOjChQtVVVVwYkdHBx6PhyAoKioqMzOTHZ22tja4Mps3b3727BkrnUAgHDx4cN68eUwms7S0dObMmaxDly9fTkxM/LVsQUEBBEE5OTlOTk4EAmHTpk0QBL1584Z1YklJSXBwMARBBw4caG5uhuvM8fBBEGRvb08mkzk+fRC9vb1r166FICgtLS08PJwrmkwms7e3F4KgsLCw0tJSrmiy4G7zEf4kyJx7NGJmZsb6jEajy8rK9PT09PT0GhsbXV1dVVRUurq6dHV1GxsbFyxYoKamdvz48Y8fP2ZmZtra2r58+VJZWVlZWZk1Gc3Ly8NgMMrKygAAHh6e8PBwISGhwMBAdXV1IyOjrq6uNWvWrF+/3tzcvKGhYfLkydra2tXV1VVVVZ6enubm5t7e3jQazcLCAo1Gb9r0JzyxTJgwAQBAo9HGjx//wwwMBuP+/furV6+2tram0zmMqEihUM6ePTtx4sShsw4Fq8LTpk1rbW3t6Ojg4+NTU1MrLy8fiSyVSm1sbGQymeLi4s3NzaqqqgCAzs5ODQ0NzgT5+PhEREQ+f/5MJBJhNQCArKyshIQEBEGxsbFs9oacnJyqqioEQUQiceAYPXnyxNXVFf587NgxHh4eNBqdnp5Oo9GePHmybNmy2bNnM5nMn8kaGBgAACgUysqVK8vKykRFReHEjx8/whk+f/4M11BBQSEtLY2TLvid1NbW8vPzAwAMDAyys7O5oolCoURFRQsLCz99+qSlpcUVTYT/D0As92gHh8PNnDkzNzf31atXa9euDQsL09fX5+fn37BhQ0JCwp49e2pqalpaWrq6usTFxZOTk62trWNiYuh0OrzkCABobW0d9HdZUlJSU1NTU1MTGBh4/vx5AICTk9P79+8XLFjw9u3bDx8+zJw5E55UPX/+vKCggE6nx8bGGhgYZGRk/LGG379/39vb+4eHeHl5k5KSampqdHV1Of6LLCoqYnNxmE2uXr26YsUK1teuri4qdUTeJVVUVObMmaOurm5jY8Oy1iEhISO821BUVExISLh79+7ARDKZPH36dNjwsAmFQrGzs9PR6fccXldXZ2391S1rS0tLSEjI58+fLS0tOzs7U1JSampqJCUl6+qGCESWmJjo7u4+UIfBGBw0E4f7Q2HrOKO1tZXjG8ofMmbMmNra2suXL3NRE+GvBrHcox0KhdLd3U2lUpWVlRkMhqioqI2NzdatW+fNm9fW1obFYlEoFBqNZm18/vvvv8XFxdevX2cp2NnZpaSk4PH9UbmTkpIqKytbW1sBABMnTiQSiRISEuLi4hAEdXV19fT0yMjICAoKSktLi4mJCQgIEInE8vLyEydOHD169I+1uqioSFdXF41GV1RU/CwPPz+/l5cXx2+adnV13b9/PykpKTMz8xebr2zy6dMnBwcHKSkpEokkIyPDYDBqa2t/tmbAJigUavfu3VVVVSYmJvBNDJVKbW5uVlIakSMeJSUlPz8/EZFvfL7m5+dPmTLlZ8EXScIAACAASURBVKd8T09Pz//+9z83N7fS0lI4paOjIzU1NSoqCovFlpSUyMrK9vX1SUhIyMvL8/LyAgCEhISWL18uJPSrMJ+PHj3y8vJqaWlRUFCAt7eLioosLCzgo8bGxvn5+QAAHA43dSpnAc1+I6qqqvC9WmFhoYmJCReVFRQUtm7dCi9CICAAADiNCoTwmykuLm5qakpJSVm+fPnWrVtPnz4N//EBAHbu3Llx40ZVVdVly5bZ29t3dXU1Nzf7+voeP3782bNnhYWFVCq1vb29t7d34cKFUlJSysrKO3bsWLVq1dy5cykUiqio6NKlS+/du3flypXS0tL169f/888/cnJyjo6O/v7+hw4dMjQ0XLJkSW5ubmVlZUZGBh6P//TpU319fXJycnd3d3l5OWua9ZtITEy0t7cHAEhLS9fX1/f19T179kxSUnLx4sV8fHzx8fH29vYvXryg0Wh1dXUHDhzgrBS4CHFx8bq6Og5sYX19fVRUFIlE0tPTS0hImDdvHgBg7NixNTU1O3bsCA4Ozs/P379/Pw6He//+/bx58woLCz98+PD06VNPT082p7ZkMvnJkydRUVGnT5+GNzs6OzsXLVrEw8PhDTeNRnv8+DGNRmtvb9+8eTOTyYyOjsZgMCgUKjQ09NKlS2zqtLe3r1279sWLFwcPHrx27Zq4uHhRUZGTk5OJiUlOTk52dra+vv7evXuPHz8+adKk7du3CwkJ3bt3j0qltrW1OTs7/0z26tWr8HaMpqZmSUmJtrZ2cHBwQkLCrVu3SkpKiETixIkTz507x2Qy4auaRqM9e/aMQqF0dnbKyMgMqysgCIqIiKitrU1PT58+ffqwzv0ZYmJipqamwcHBb9++HXjrPBKYTObz5897eno6Ozv9/Py4ogl+T/MR/iSIJ5a/j8bGRviP8r+uCAICAgLCfwAy5/7LOHXqVEJCQlxc3H9dEQQEBASE/wZkzo2AgICAgPA3gcy5Rx0JCQn/dRUQEBAQvgI/FIIwekDm3KMOJFYYAgLCqAKJFTbaQN4KQ0BAQEBA+JtALPcoJOsI5ivHYip/mpGG3+82v7qbDcn8OxgMBuO5p7Kjsp5Cizm249MPXmBmPNy0Ore1/so/AZzXnWs0+ewI6l98YNLOr1+OwWAC4mu+HidWbcBgMBhMGlvt/zFZVzAYDCbsR30xHOr9MRg3j1WEfg/QxNAdyytJNPjLkyMYDAZT0MjBOkrHwR0HWc6vIy/swWAwq+7kAwC6sx9iMJiHw/TXnht5BYPBBLwnDkzc5rMIg8FgMO4xX7yPPz3r47HqDtvOrIv8MJi1gy4YGn6/2/wvHdtzBYPBYDBs9nFpXPC2wA+sr+TmQgxmXlT1Vyft+XdWYTCYkPf1AIDmmP3wb8RnWyC79R1AU+QO9ivGJsSqlO87ecT8qJNHyvDGBWG0gVjuUciU3f+efP9e635MTMTNc6031niHpv/QIVNHUXzsuxTiUH66yqNOOAdS7j+PiQndlXjpSh65Jvx5VCdpcDY6ufJ27JvPL6NfFo7IZyc3IL8LfJFW0gi3mkotFR1visFgZhmrs3IUF5ROwGAwGIy2ghRnZbQWx6ys2REZE1PwLGAkkRzy4ht2xcScWq76sLQdANCQn5mLre9lMAEABU8OvJQ7FhMTs/VoSN8wZXMjEz5VYr+MbW0rUwGDwaxzMAKg6/j9pvsxD6F/vepIbDvqas5rHjvr5dO7RTs1Uqr6Y42AsjidyXYYDGa8tqy1IgCgdqPHGoEpO8NurRBkRxNixId3nomJmS3eFNn1NbkTV6ps54DBYCx1lZoyUufGxDy+7HvIfwcbiu2fEjPyqvr9o5XEX1++Jzo4JnKOxhg4hdie55ft/Dwmpv3N+W5Kz5vGcRgMBjNNg6Jt9nPNH4OvTlqRODci5mbU+eNci+MBeoOCXt6IeT41Zml0EZe8vP2kk0fIMMcFYdSBWO5RjZC8/tETe6MP+HeSAK4mLzo6Ov4zFn4woSA1Or2WKsSDAgCU53yIjo6Ojo6uwhG7sEXR0dEZdV8sBb3+0JrQ08c9pQUAEByzatcxFRF1LbRsF7YoOj4FAEBuLoyOjo5OTOUTUFOVFtMyMZIEAAAI+zk+Ojq6BkclE2oLmvEpcdHlrURAI0b38wEPGJUfoqOjo5sItLaqnAIs9nV0DplL7Z7u5ycvKQAAAIBRem3f7v3/9ChZ68myMlAiLh86cSFIwWz+GJGfiQwBv6Bgz7tn7cQ2VQ0jiRHUdaKDhSy9t5aAdtOUBACMM7KdZdxfUWFJ2brUBADa7O3MhlvNSfPcjVTEAAAAQI2PLu48eqhWzMRMGYDSx3xaxtJA3GzepLCc7+6/fobixFnmWrzC0q5T+OksZ6K6Tr5+fn5+K4zH6UgAKHq7O0NzKk9fC7s2B8XrsMxanIojqU6bJ81KpX26+s+evXshLXs1SaA0baYqAKKaDtpj2bnJkJuz0O7L5+6zZ54uWGxQ9KaYdSYPL6ovK6Guq01eaYKUoPjKtev9/PwsJ07zWTKZzSqzqHyf4Ll3uhCQNxBqSqgd7tk/AZtSQhmvCAQsty39kFzAHc0fd/JIGea4IIw6EMs92pGWVaAzKnoIpf9ci3Fxsc05NCOpgZB7Z/2/JWNspxrWMWgAyr4WmOpgouJ1vlZJquNW2AdrE5V9ZroN8FSirSVeUEBJELaCgF9CYiI/PwAgMr5Aquh+YBU4vi5AYZpDX1Jw6IClaELDhyd4VWs9aNeGlZt0Te2MPVTF2/adj6hIu54g5GIC3qd0CLS/e/xawtpao2OH95yJ5g6LF4bbuhj/yrMlh/Aa7YgiEEoyDs64m8fyXy14IDwr/+2FHbP18lo5fMRSRtO+/DCvEXqDzfIlI6xi4LZZy/0OvWjBD0rXctpybHL2GIlDq93MRyCPUna/SCDUEoPm7k+ig/YWHklRAAC/jGhr60+jd/wQiIy73X7YTEdyYCKz4l2l0VJAJ5+K79Q0tdAVKphqsJ/Edqdu93DasvFkPJVVE/6Zx+MJhIKITRbRFf2JjLoYHZMVP1P4MVn3stpkJ7jMqAywD8npD5YqLGOUfmScpfYq01WrWBnzSDzTh+c/DQAASJ09igoAACAuSsFxvt/yLfiuPlEpAACQk+vr6h0q9zD4rpO5AyfjgjA6QCz3aAfX0cTHN4GUFCioYQmAmPfFfZcelFwNI69baSYmqzBFUAgwpJkiRCFhMUEKDcp5WciUrO9AXXz7Wk4EAgAAubHT6XTqd/EPVq5aIq4gXdsAtmwbf/FMQDv+m9ly98dnsjy4epLasZNn/UPXLwkKU1VXFMa3CQqNqW9uUByngWIwSvOytFD19QyTQ+dv39nruuT8nt9gtlkoP7gXkFZYMjBJVt2x4PoSbFs7Z4oEbPaywqUFWScD/Pw4CXY9AL8r7/PeXYh4VjoovSH13ziFfXmpfit9z4x4SVbm4oOnL1LSgOI4ZmcPAIDSiFNW5h2WRN7Ly5dueQ+a/b/LxHvZyQMAAJi9aM4E7elzrMgvSGwvnlx48jkmEHP7EfbbZNWYWwcKqvpvBkM+yXgvHva0eNqSlYZAxDv0THFm/zIxBd+8PtO0MPdqiN+q1v5cZXw09HCVAQAicpLYBgAA6OjmHys7VG42kRkj1oMDAIC6OuExI1nHGcxPOnmkcDYuCKMBxHKPaog1qSvXHN348o6BvVvZk7uNADTl5i5y0JygiH/68HN/Jj5eDVGxsJjc7I/bRNSmkEpyVQwNdaAiPJkBAAD8akf+Xe69bj38INeHuztT61gb4wwKBSzbmbb7yF4pwW92y0W0TV4kNWgbGvZ1fJ2JMxg0QRFFXZ53YUV6+1ebKysr3E7q0jc0bGpu+B1tp1K+WQpOLaKtwxh8k4PeezNNa4r2WM70u1vza1r7ZDW0TdW0Rv4eHh9KaOVsffhzZ0cj/KG2oKixi6ZsaIjuRQ13nxsAQOz9ZmOzrLLp0nproLWE0lLcC3AR15OWTxzGGnxiyI4VN+uO79wQ9PabG6BmFEOdHwA+wVMLsE9flnZXl5ZbbRVna6O7H0hYdZWT6qDE17lCCy01AbHVd97k5OjwHWt2pHX+8Oxv+NrkKUsl86PqASh4dn+2uQKcRibmVdQRJMapW04whOfJ9S8ix9pwEnpEbzrm2rlEGqjJwcs5cmL6f4TS9Alj6zsB+dbmi84OXLaIP+xkzhnmuCCMNngPHz78X9cB4Ruo1Ox/dwfJGzESYmLiUvMXHbm93ngMEFWdptJ95uz1CsllW1x0LeZbZwZdvP86SVxXv1eEH5uUUtXRkPLwvLCp70xF3KmAkHficxcYwxMpMFZ7Oka59fiF0JiYGDX3y/Ya5QkpdRR6d25qFb60xM1S7snjB3yaU4tf3udXUm/MrkKJC46bv0Xn471rT55JTbEpfviuqaqiub6hi0Dk15Asik2pry98+OSj576t0O2AkJiYCbYWBa+yW2rTrW1nCAxvEvgziGG+Wyhi5Gai9DRt4dObdobFxKg6rZiuIUnGl++58nG6IfPw1oNPEjLXnNynLMTh3aekkoF2wfnz92P0XNdaqXC+hfgk+NjV0IfZFPMNs3V5AChNDHuSR/v8tmSao5W+mQ3l9elrD2NWH92jKyk8LNn4gOPFeEpFFW36NO07R/+5/iiCpj130SQ5AAQslDp3HwyyPvzYeCyKTTVCSeylyEK0tAAAYP6CBaSCFyEfqVYGigDUEAkq41SkAUCp2rrnPz4Qlod6fsmPlx1hBvXEoT0PnjwH4xctmiQHAO7M/x5OMh5zdrP/g5iYqZ4bJiuKfnp+IRcnKczPAzSM1zsZD6VYf+3sC35ag8jUmeqiIsa60LHDAWWGhzfaqVYk3nlaKmg5eape44OzoRFKDt726rIAgLwSMNVMXYDNXhgAv+S4+QJP95yNXnv0vDLXQnDxGWlK7vE/pbLjqesELokO7mTuMMxxAYKCw7mVQ/j9IJ5YRh3D9cTSnnzuZIHutnkTW6J3iS+8oy//GxetI/+3Wsb9kCoAkW/jNq32+X0FISAgjB4QTyyjDcRyjzqG70ON0dbYSGYAQWklefHf686WQSU2tuAAADLy48QEka0WBIT/EyCWe7SBWO5RB+L9FAEBYVSBWO7RBmK5ERAQEBAQ/iaQBU8EBAQEBIS/CcRyIyAgICAg/E0glnv0cuPGDQcHB/hzWVmZjY3NmTNn4K8MBsPY2PjEiRMUCiUyMtLb2zs5Ofnp06dGRkasbXICgeDl5XXkyBEGy9vlT6DRaFZWVnfu3HF2di4sLPx9LWITJpO5ePFibW1tCoUCAKBSqRoaGigUKjo6Gs7AYDAuX74cGRlpYGDQ2tr6S7GfgsViLSwsEhMT/fz8RlLb27dvx8bGrl27tqCgAABw+vTpiIgIJycnuGJMJtPJySk5OXm4sgcPHlRRUenr638PfPbs2SgUKjAwEADg5+f34sWLRYsW0Wg0NtWoVOqxY8ciIyOnTp0K9+qQpfwCGo3m7+//9u1ba2tr1rkwjx49cnV1hSDo/Pnzb968Wb58eVtbGwAgLy+Pj49PWFh4yPEaOPoMBsPMzAyFQqFQqA0bNvy6LcOip6dn4sSJUVFR+/bt40zhhwwa/ZEDQdC+ffvi4uLc3d1xOC75QgegoqLi5cuXR48e3bx5M7c0Ef4oEMJoxc/Pb86cOQ0NDfDXK1euWFhYUCgUCILevn07b968Z8+eUSiU8ePH19fXw3nOnDnT3d3NUrh8+XJ4eDg7ZQUHB9+5c4fbLRgR9vb2ZDIZgqCsrKxt27a1trayDnV0dOBwOCaTuXz58tTUVM70MzMz58yZw2Aw9u7dS6VSOa4nkUiEICgnJ+fTp0/d3d0+Pj6w+M2bNyEISktLO3LkSFJSEgfKXl5esHh1dbWXl1dtbS0EQW1tbfv374cg6OHDh1lZWWxK9fX10Wg0KpXq5OQEa/66lF9DJpOpVCqDwfDw8MDj8az01tbWEydOzJs3j8lk9vX1QRAUFxdXXV0NQdDx48eDg4PZrC30ZfT7+vpg/ZSUlMTExCHbwj5v3rx5+vQpBEE7d+5k/cRGyPejP3KYTCaJRIIgKCwsDIvFckUTgiB4lBkMxpw5c7ilifAnQebco5S2tjZ7e3tHR8fw8HA4ZezYsTNnzoyKigIApKSk2NraAgDKysp0dXXR6H4vULt375aUlBwk1djYaG5uPnXqVB8fH0NDQzMzs76+vunTp8fFxXl7e5ubm9++fRsAQKVSp02b9uzZM3Nzc09Pz6lTp1KpQ4Uh+/1AEHT37t3s7GwrK6vu7n4H07KysjIyMkwmE4fDqaur/1rhZxgYGOBwuH///dfMzIyfn5/jGoqIiGRmZm7atElHR6ehoQH2WaGnp1dcXNzW1lZRUfH9iAyXiIiI+vp6Gxubtra2srKysWPHAgA0NDTS0tLYVBAWFiaTyRcvXvT19RUS+vEb/wNL+bWaoKAgnU6/ceOGvb29qOhXlyOvX7+eNWsWq8T3799fvXpVSUmJwWAUFhYGBwfb2dmxv04Ai0hISAAAcnJyLCws2G/LkBQXF0+dOhUAMGbMmOLiYs5EBjFo9LmiiUKhhISEkpKS3r59C487V1BVVQUAkEikCRMmcEsT4U+CWO5Ryv79+83NzWfPns2y3ACAhQsXbt++vaOjQ01NTUBAAADQ0dFB/84n+SCUlZXT0tLweHxvb++rV6+kpaUFBAS2bt2an59/69at9PT069evAwD4+PiYTKakpKSoqOitW7coFEpn53/vFxGFQl26dCk5OfnYsWM3btwYeKi5uXnz5s2KioqcKQsICMjJyUVHR7Nv/36GqanpjBkztm/fzkppamqi0WjFxcVeXl4jFAcA7Ny5Mzk5+cGDBzt37mQlNjc3Q8N5MURMTGzlypXLli0rKvpxZO8flvIzhIWFV6xYceDAgQ8f+sNpV1ZW2tjYDMxjbW2toqLi7+/Py8v74MGDnJwcTU3N+vp69us8sLiBbryGbAv7DHmbwgHw6HNR0M7OjkqlsjbLuEVoaOjatWu5q4nwZ0As92ikpaWFQqG0trb29PRISUmx/lz09fVdXV3d3NxY+9/Tp0+vqKhoamqCv8bHx5eUfOOVGjZO4eHhDx48AAAoKSlRqdSdO3fOmDGDn5+/sbERgqAfmi4qlUogcC9y8YiZNGmSgcFXv+XNzc2PHj1ydHT8+PEjZ4KpqakODg5RUVHCwsIjv0fZuHHj+PHjNTU14RupT58+WVlZKSkp5ebmNjY2VlZWkkhsR+T8CWpqatbW1sbGxvAeanFxMWuCyyZycnIrVqwYOEv+WSnsqAkKCq5atUpKqj8+uqioaHd3d3l5OR6P7+joj+Hi5+enqanJOsXNzY2DN4Nzc3M1NDQGJbLTll9gamoKP3zQ3d1tamrKmcggBo0+VzRZrF+/XkVFhYuC6enpNjY2UlJSubm5XJRF+DP8XpdbCBzQ2trq6+srLy+vq6vLYDCEhITmzJmzbNmyuLg4ISEhX1/f4OBgEon09OlTSUnJGTNmhIaGrlmzRkdHBwBgZ2enr68PACCTydra2jNnzlyzZk1cXFx4eLiqqmphYWFRUdHNmzejo6MlJSXd3d2trKwwGMyECRNevXpFp9MbGxtv3bpVWVmZmJjY1tb26dMnWPYPw2Qyjx07Vlxc/PTpUzc3t0OHDlEoFBUVlU2bNnV3d4eEhLi4uCxdujQ/P3/nzp0xMTGclaKjo7Nr166KigpZWVl4SZYzbt68WVBQICoqumPHDiEhIXt7+w0bNtBotHPnzsGy796909LSEhYent/yW7dupaSkhISEbNmyJSAgAIvFysnJ7dq1i5+fX15efsOGDZKSkuzvFLS0tJw5cwaFQk2dOlVNTS0jI6OiosLT0/NnpfxaDYfDHT9+HACgp6dnYGBQXFycnJzs6+urqKgIQZCkpOSYMWMuXbpUW1srJSW1d+/erq6ukydPMhgMU1NTObkhnG8PHH0PDw8AQHh4OPwcGTz6Hh4e586dY7WFzR4YhImJCbzgZGFhwbr5GCGDRp8rmkwm8+TJkzgcjp1xYZ/w8HC4b+Xl5WtqaobMjzDaQDyxICAgICAg/E0gq+UICAgICAh/E4jlRkBAQEBA+JtA9rlHHUlJSf91FRAQEBC+Ymdn919XAeEbkH3uUQcSKwwBAWFUgcQKG20gq+UICAgICAh/E4jlHr0sdpyCRqOXnYq8c+Qet5yZ9TYX6WqiYcZbzwUAhCx2RKPR9wr6M/g4otHTl3GptJFQY+16AHaZRiZEG6HRrv6hAw+nhvqj0ejt0SN64zzRH41GowPiR/hWTMViNFrP2LyLDAAAgFDkhEaj0eg3xe0AgOcH7NFodHX3sEUHjQsA4Mm1k1j4U3uKBRqNNrIkkIdwwjOQH/bYXOvxaDQajTa8VwcAyHREo6cv2/4TgR/yg1P6rzHPAa9F5YQcfJjNjlz2w4Nz9395za872xaNRmvqFjX3fpOp5Mn20HT4Y/ypZWwqf09NqCsajR7p4H8LoShq5Jfld3AwLuzB9rggjDYQyz0aoXbWOhhIrLmagMViry6TeXWjiMO4Ct8r8wokFVdhsdhVZoZ779wFuU8tr72ozo+L2YcBgBm1fZrVkU8VN33010UMEaXk90IriC4iMgEEACATPqZpZGOxs/D5qfgvx/FYEbMtdVU5ret86skcltFSGLmL73EtFotLDOkaQV3LMkk3sNg3V90eFrUBAHIL6zYHBQUFBZlrylVGn03X+ReL/ex/+GbvkEID+WZcAACgMT3+RXo+EwAAwNuU1n1BQaEXT4sKsv2cyg97LDfOe8/ZoKCgLWtmLUQz0hOFIrFY/2kiEe3saTJ/eArx+nbPlKKaQh/aP4/y4KR/Hz0jU9m5oPBtLX29pP7bkYzsxp1BQdevXdaUExuY6f6DByQKnKcdT+NhT3kwneVvtjcfq8YWfAg+PpLR/xZ88O2UPGyNT+n6iDzuRBz5SSdzB7bHBWHUgVju0UjVp3v1Vg9sdSUBADKq1lefuAoAkPjidmBg4L30RtCY/jan9PW9wMdZDUVRNwKjPgEAyt8/DAwMDHyVA8it0c+eJQZeL+jobcpPDAwMvPO6hPlFWWastpKgQO3TfVlq8700pMAktwlyovzS6hNVeQBAoQ2M4+KSWjv7Nq2ZwfvfNR8AfkMXFylRfgAAEJKY4Tyer7ccsnaxZPn/lkQbT1DsaSo3unxQhUPH1UBYQrbnxdWG7joVdWPpEdRV19RIgtqVXiq9TF8agL6n5/b4bNxZJagvIQji4hoc52oAMHZCcUR283BEvxkXAEBzHlF2ihLsL6znxoU9248Hdkto8aLYFvxhj01ycnVxcXGxHiuoLsLDazbDUITU1CJtsnAIXylf+PEpPErocVeTqoqrBWeaawNAfnf94tSJbDrHlpxmafTlM/HBud0b/E80i48X+np/Qk8PD9EzNv/yVc7SVBNwRNWH5EXrDfmB1ASBxvgqzjS+oy6lhGogA/jGe8//9G6kbln74WBc2GJY44Iw6kAs92gEV1KoYqTHCoIhZ2Ym2J5UStCYqc+/32vTnk3+65btUjaZuHO2dYGex+crZzPrSh8+61zqZBTmv2/rkb0bNp2V9ltnKFB2/FGhn99KxlPv56UD5hXk5o3Xay8cXMNKINVlMA33A4Ca5H1pfOeTTaeKPKaMxJZxGSaNtN7P//yeoyldX31BE6tSlqzdf3r1oToyh5MGSRWL5G1jZhtu1nZ2GGENn17cdTngREhRCwAix58VlH2883yraWYDDd+HkpIEAAARno5vg2GyRf+4QMzk4HgTe+MvyeKPUqtjzy65tn0+kTqMx0t/1mOkwnftFu7w5wuHdwccOfaodRjrGN+dIuy251La9dUPcFpTVEQ6ystE122VE2Ffj4XoxVcl6Q/33/Q1r+3qr3Bfaw2YvURlpAFcAACAgu8bMwYAAAQFSHhuPRLaQyALiwMAgIgokTD88f45HIzLrxnBuCCMChDLPRpRMDX7VPbtREDOruChTxptIuAV2f+/1dbzlxgqixspKM1TFx4n3Iij6+ny3jlcbSUlKuDh4ztZX8MYgIbXIfzKEwEQcT248UYEK+o2JXTJFNfDJ/QGPCv6PK3un3XTAABpZ2eM97kd7D9umue9Yeyg/mZ4+IWD7z67tdcgI+fr/Yeopk1sXOw52/SGZg7/zroqPy6nbC7CRob5+7SMrIZuu2+8Trj9/l0t/FVSaVrylbWtXV3KMszGJgAAaKFqyMoMWxYeFzq5Z/PpDdoSEoeCnphrGXSSAABA02b51c2O9KEirw/kZz32LrvPw7q/ctvP3H8c5BUVN4yV3u9PeXTG/cWjFG/ph4fuZt47YD1DQkLP69/gjfY3hu8eW9EA8+rUkp4vdz3P95k4qYzTcj0W5j/77MjCxIgryVZWAQBAd4+4ssKIpL4yVlES3wIAAM3NUgrcvPflYFx+zQjHBeE/B7HcoxE1E4+16d77HhUAALqr07bdeNvwbCvJ+tx8jR/vlhJyH5zJdbjkBCiUr3/K42auLbsbXANAbVLSmoX9sToaPtwIVbvsaaYOAEgMPQoA8F8+4/y1+5iZS191MyryyQ2tHUoaBmN6yf/5y4IUMnHgVyxNe+60b6Mc0sjZQl664ziMOdFLqKnPKqQAMFHXdOQPAFLamtbP+xIQhYbf/1TeTG/s/CUWYfc+AJCFn75suCvyrHGJo0jm1xIIBMIR30VplYUysPtzYtXzXG1RoWH6Y/hRj3Xx0wZaLlyP6Ka5qsNS/fYUXFEGqYnBmGQ7T5BC2/aIQCAQSu+tWX81wWfS0FIEfMc338nNp2JU1RX6bzM9QgkEAqHyxQGP0692mwMAQGdHw7CqykLPZs7FE5EUUJbTPcaea5bberxSSzvou7z87CxHEy6J9sPBuPyC4Y4LHbrA/QAAIABJREFUwmgDeZ971MF6n/tO8IWmLoqkso7f8oUANNw4dY8oIyPR2UkBoAsAXR2dsvJyQ1vbiuRkpSnmPFlplQAoi4l19fb2AWC6ZK+DOqjPjA6LLxDXxfgtMOIBAAByYmhAxpeohmNV7BfolAbHNwIAgKTyXr/lABDCrlyrZyr5bVnBjSVJjiG9PnUxBwCNKbPdLRROXb4JALBw9Z6uL0/prQ96Vuc7U+pCaDTgF1+12VdBgOMdeXrm3f/FN4Ips1c4TlTiuK7xETcyy9v7O5lYE3j5IX5AxYri/n35uWPd1r0ywwk40pV599txAQCA9PhIfYd5kvj8S4ExfWIqGzZ5DCNMSlvBqQE91pT39m0reoWTHgBNBXnAcKISYNJuXr/W2k3StVmywJK9QCaDT8Hfuftu0fK5oLPi2r9P6dITt66dDTe6pzQunWLARie33Dp1qwUIOqzfbspXeu3qc4KQnO82HykA6jOjs6gT4IoRa1KTOtAupioA1ASeeogHEvM3btAb/vvGcCcvWr9Xi3vTY3JrScDNF4bzt7nocfr8xSA4GBe2YXtckPe5Rx2I5R51IJ5YEBAQRhWI5R5tIKvlCAgICAgIfxOI5UZAQEBAQPibQFbLERAQEBAQ/iaQOTcCAgICAsLfBO/hw4f/6zogfAMEQc3NzTgcrru7u7e3V0Ji6CeI8Xg8BEH8/Pw/ywBBUENDQ1dXV3d3d3d3NwqFolAoPzyFwWC0t7eLifX7m+zp6WEwGIOy0el0HA4nKsrh61jsAHeCmJgYCoWCIAiLxZJIJFat4Io1Nzfz8PAICgpyXAoOh2tra+Pj4xMQEBhhhYlEIgqF4uXlpVKpWCyWVbHOzs7W1lZxcXEenuHdJUMQ1NLSAvcAkUhsamqCrwdxcXEmk4nFYgkEgoSEBArFrh+1H/ZYX19fY2OjoKAgPMRwKZKSQ79YAJ8IABAS+voQdW9vb1NTE4PBEBERYRXKz8+PQqEYDAYWi8Xj8WJiYr/oit7eXgKBAJ/e2tra0dHR3d09cIDgIoSFhfn4+AAAbW1t7e3tEAQJCw/n2X0AAAAEAqG5uVlERISXl2sOAweNPleAr/++vj7uPibW0NDQ2dnJ3eYj/DGQOfdoBI/H6+rqEgiEHTt27N+/f8j8wcHBiYmJv85TXl6+adMm+HN8fPzPTtm3b9/ChQtZX+/du/fmzZtBeWbPnu3j4zNkrTiGwWBYWlpaW1tTqVQAwJ49e+rr68+dO/fy5UtWhps3b3Z2durr68P2gwOqq6sdHR0ZDMbGjRtHWGE6nW5tbV1dXQ0AOHr0aGtrq7Ozc2NjY319vYeHB5FIPH/+/HA1/fz8TExMSCQSBEHLly9XV1dXV1f38PBgMpnv379XV1e3sLCA+4cdKBTKuXPnOjs7TU1NyeSvL/0vWLCgs7Nz+fLlAIArV648ePAgOzt7+/YhgltQqdS9e/dSqdQZM2YQiV9fu1+6dCmFQtm5c2dfXx+czcbGpre3FwCQm5urrq6ur6/f1fVTN+FkMtnIyGjbtm0AABKJZGRkpK6urqmpWVBQwMpga2vb1dW1YcMGOGXmzJnq6upDXvzfg8fjDQ0N8Xj8kI0dFgNHnyuCEAStW7eOSCTu2rWrra1t6BPYo6ioqKmpKTY29rf+kBF+IxDC6KOzs1NQULCrq+vdu3empqY/y8ZgMKZOnVpbW8uOZmFhobu7O5PJjIyM/EW2lpYWe3v7X0vV1tYuWrSInUJHgr29PZlM7ujoUFNTg6cyLi4u8KGenp7e3l4Ignx8fFJTUznTz8zMtLW1ZTAY+/fvp9PpI6lqbGzsP//8U1pa2tHR4e3tDUFQbm5uYGDg0aNHP378CEHQzJkzm5qahivr5eVFJBKZTCbc2Ly8PHjsVq5cefDgwWFJUalUBoNBoVDmzZsHL7dAEFRXVxcQEABBUGBgYF5eno+PT3h4eHl5+ebNm5lM5i/UaDQanU5nMBje3t59fX2sIuzs7KhU6qVLl+BFoOfPn2/duhX+vGvXrm3btg1Zz7S0NE9PTwiCCAQClUqFIOjkyZOdnZ3w0YyMjDt37kAQdPjw4ZKSkpycHFtb26qqqmF1BczLly+joqLginGm8D2DRp8rmkwmE+6HsLAwHA7HFU0IguCFCiaT6erqyi1NhD8JMuce1dTV1Y0ZM4ZMJq9bt27Lli2enp6tra0aGhqbNm2ys7P79OlTSUnJsWPHXFxcIiMjPT09fX19p0+f3tHRER4evmXLFisrq87OTpZaeXn5xYsXHz58SKfT3dzcTp48KSwsvGnTpqioqNDQ0C1btmAwGBwO19zc7O/vb25unpyc7OnpeerUKSkpqQ0bNkRHR9+5c8fPz8/Ly2vgvO23ws/PTyaTW1pamEwmjdbvt1xMTExUVJROpzc2Nurq6nKmbGRkpKSk5O/v7+joOJIFw7KyMmFhYXjRuKWlBV621dTUrK6urq+v19TUBACIioo2Nw8r5MhXUCgUvDFRWlrq7OzMYDDQaHRWVtasWbMYbHs/5efnx+FwW7ZsMTMzYy1Wl5WVqaioAACUlJRyc3NPnz4dFBQUFRV19uzZXy/C8/Hx9fb27t69W15entV1/Pz8c+fOXbZsmYSEhISERF5enoqKCrzKzWAwxMXFsVisiYkJm1eOuLg4Pz9/b29vVVWVlJQUnFhRUaGjowMAkJOTKy4uzsrKMjIycnR0rKkZdqjOqqqqiRMnAgBkZWWrqrgTcmTQ6HNFE4VC8fPz37p16/79+1xcgR8zZgwAAI/Hw52A8NeBWO5RCrzSeOvWrWfPnkVGRrq5uV26dMnU1DQqKkpQUBC23H19fRISEgcOHNDV1eXj4wsICFBVVYXnIpcuXbpw4cKHDx9kZL76y9bR0dmyZYuioiIfH5+qqqq2tragoOC+ffvGjx/v7++fkpLS1NRUW1urqKh4+vTp+Pj4hw8famlpqampiYmJ7d6929jY+M6dO4GBgffu3Ru4u/lbkZCQiI+Pd3V1tbCw0NLSGniorKxs//79srKynCnDtwJkMvnZs2dMJnPoE37Cp0+fJCUlW1paSktL6XQ6LNXU1AQA4OXlhe82urq6RribCEFQXV2doKAgLy/v0aNHY2JitLS0SCQS+wpycnInT54MCAgoKSmBU/j5+eHqtbS0CAgIkMnkNWvWPHnyJCcnZ0g1SUnJkydPvnjxIi3tqwNxCoUyc+bMmzdvUqnUzMxMHh6etra2goICJpN54MCBJ0+e2NraDmsZuby8fP369azbCFaF29vbBQQEfHx8Ll26FBwcHBgYyL4mDB8fH4VCgaV+8YDIsODl5R04+lxk1apVGhoaFy5c4K7svXv31q5dy11NhD8DYrlHKQICAikpKYmJiUJCQnx8fOnp6QAAGRkZ1r8Mk8lsbf0agaC7u9vAwMDX1xeDwfDw8DQ3N//QGvHw8Jw8efL7dBsbm5ycnJycHBOTfn/Lra2tcnLfhBUkkUgDNzX/GBMmTPj8+fP06dMH1ryhoSE2NtbCwiIhIYEz2fT0dHt7+8uXLysrK/9i83VIXF1d1dTUpKSklJWV9fT0IAgCAKSkpFhZWU2ZMiU/Px8AwMPDA08WOaayslJJ6Rsvlc7OzsM1OdLS0u7u7qwHnczMzOCpYUVFhbOz89q1aydNmpSUlPTPP//Q6UNHnBEQEHB3d2fdGhKJxIaGhtWrV585c6a6unrx4sVqamqSkpIqKiqsuxYnJyd2Hn9jUVJSwrogAQDTpk2D7yoaGxttbGzgRA0NDSsrK/Y1YaZOnZqSkgIA6OjomDJlynBP/yGampoDR58rmiyWLl0Kr99wi6SkJEdHR0FBwYyMDC7KIvwh/uPVeoTvoFKpq1at4uHhWb16NStl/vz51tbW27dvr6qqEhcXP3jwoI6OzsyZM21sbKZPn66rq+vi4qKgoGBlZWViYrJkyZLo6GhLS0sXF5eGhgYIgmg02syZM8eOHXvhwgUIgshksp6e3uTJk/n4+C5dusRkMi9fvmxlZeXp6dnW1ubm5mZra7ty5cqWlhYDAwNjY2MhIaHTp08zGIyrV6+amZmZmZnJycllZmb+ph5gMBiLFy+WkJA4ffo0kUicPXu2l5dXXV0dBEGtra2rVq1KS0tjmbH4+HjOSsHj8VZWVtOnTz916hSDwRhhnY8dO1ZaWgpBUFxcnJWVlb+/P4lE6uvrW79+vZWVFQd9dfDgQRkZmU2bNsFfg4OD4e3ehoYGBweHWbNmZWdns69WU1Nja2vr4OAQHx/PZDJfvXp14sQJCIKuXr1qZWUVGhoKQVBRUZGVlZWjo2NaWtqv1RobG21tbe3s7J49e8ZgMNLS0rZv306n07dv325jY7N69WoymQzn3L17Nx6Pb2lpcXR0dHJySktL+8UOOplMNjMzU1BQgJtGpVJZ2/kRERFBQUEMBuPEiRNWVlaPHz+mUCjwhXru3DkOHlOg0Wi7d++2srL69WMfw2Xg6HNFkE6nL1u2zNbW9uDBgyN8GmMg586dg38+48aNg/fREf4uEE8sCAgICAgIfxPIajkCAgICAsLfBGK5ERAQEBAQ/ib4/usKIAwmLy/vv64CAgICwleQl8dGG8g+96gDic+NgIAwqkDic482kNVyBAQEBASEvwnEco9Cag7MUJaQkFZGo9FotN2iIyT88y0hBT/LXXDPR36MjLSMYSIAIYsd5MfK+9wrgCDKHe/JR5/lD8qMq0rX0UBb+AVRGaN3rYXJ6NiJRisrjHlRRAYA+nTSGnbLZb+C5YmCkXh1B3qcsk946wibQXl/YffdzJHWGAAaoUFXZYyEhISEpF5EI6CTCZhp4yYv2kmice7jBQAAAERsb7KcrO0fmgoAgJjUohBPZfTiCo60mPhaNObKwFfyKx/tUEYrX0/rAwDQKb2etkrKVm495KFf5mbQOk/ayb+q6hiYmHXXD41WXne3DAKA2pc5E402ssbAWlBHurGEhMQYxcKm3qG0IRI+18h+J/yKPakTO81gnDJmC4n61WFc+dvLaPQ4h5OpdCbH4/9NKdyCTmndbaeX20vhqioAgHn71L46bgr+luYj/DEQyz0KUT8W8Q4Ak8xyLBaLfX1nh5C486Gl3/j4/Hh965sv3hUNvW5UZT6erK46A4B5PtY3EqpueBkCiDF+yvjBwj0lu9bEFlbVx7lTt19J+iNt4YSW9LRjWGx99fvbJ7cCXHubZ1hhYWFh5LkZS9z7c+DaND2O1dcXCe1eW9c3orLC3g07WMUPoRVVxHzILiwsPPe/jfPkurwn7gp+X5d6wHyW5+2RyJYmXp58+P3r9NLTqy0BaN1latFrdqYe+1ibI7W3l85TvnGYWhfU7FSHrZP9cAQLmC93zHA5X1Afvs10/ZMhTTeDzjvZ1uCbpMbncfTFWGzd8taANwRyQ8e4aCz2wYGZt+oAACApuyuysLAoJ1NfQeyHggOASHgZcWk4W9/NldPuJFbWnjZfe/VD/3Hcx9B4GSy2/onWg4vxpew2/lelcA06lX+C2Yhc7vyQ6jevkpu4E8LkC7+l+Qh/DMRyj2qSkt4JiojRKKWxn9t6KxJ9fX19t+7GEQuDg15d2n+s8ks2MXWHc/9Ms/P0jRf1mmMoBgBA8YgojvkuCmdnWzqRCABKTFens3D0Ok5SspwjDACviKKuigyQHeuioqKiolJZK+Bmp9yfQ1ZRVVqkvfTj1EeX1UQ4LocY9r+bFjocuj0fhIi5nZaKiooKrzBQ5aP0JRG6AMQrjFaRrI8YgWpb0PF73szk3VtCcQAURt1JM3a9H3T8eRonPrFLP8ePWbSVf6BD8rRQ+fGqfIBPQ03kXiZq8qyZt289qMR2nDowd8gnVwWEJRWkvg2NWp3fSAUA8ClMkItOoGioKPIRa+KL5deoAgC6H57wnWY7MyC9h3fovxweGRUVQX44n4D5XOd/7r3LLCL7Lp3Wf7y5ppREA4BH2tS4+BPHLscHlsI1hMRl5CS440t1AJWV/OoTRbj7NPFvaT7CHwMZuVFL9d7NvgER7wEg3Fu5Nb6869NHrM+uXfr0wuBsOUMDZZ9DBwZ68da19Zjdk9H366iPqgarxxUE3LoTdusFpMBNT4q/g460RxOd1rC+VguL6w7wld6H/bz/f+HbXNZV9g69tPtD2stKJu7yluBaEAcAAOh+/4rf3A6Iy16Y03v29KWw2xENYiPwrFmVndgzfm5Q4CqNt9tPRealZc8wnXEh6Pj9jT4Z+GFKkZub8NIGct8m9uD5++0BldCDUsPssRfP2Hk0w0KTo8jr1ktbHgZeDwt7+jzHyJAPAPDo5r+x949eKO0BQCrkXW3+m+DKCw7VnbThiPJN8jorh71x9S1hvOKX4TewRZdHXgkLCwuNklUfy0lV/yIgZvytApMZE/7reiCMLhDLPWrROHU56PjauQBIuO91FQBAbWz3vlM3Xc3Vvs/KpPTGhj3YFZn9aOOufNJgS9bd9GKagYGBwapqILsj4s0e7xX8vbiFi53/RCM4htT5AG+9bLoSCb4XoSRLi+gPPC6CNgm5dfOCQ0F7B7sxqgfx8srKJQYG9tsehh3yeFQ84grDmpmizoZiAAgtCnl15dAWZTH63F1+nMvx8Y3TmKoPUFO3bZZqa+HnV7BZYcEPZBdMkWwZZqTm8jfXNm9eMdkGQ8w6v/Xqlw0C3Un4hh4AAAHHNNSGkg87ansE3jhjMmvxrWFZ1y/oRCQ/XrPIvgdP8lARBgC4bzp56+aRt+/7o9XJadvcP7CURBnWeDGebpq0+0DY8cWE7SfffklUvvr6xcal85sLyhfbGPzq7L8fOoV4LvTAdAODgPuvFkx37v5DIfoQRjuI5R7VGBkZsT6fu/LK/+RxbH3l99kOXTjv4vcPACD00DivVYfhxMb6/pBQUkquGYWFhYW3NAAAgHrPQ79kyt6FRsMI/PCn6a5Ga+icWu2MVplbwgsAAJnXHmlY6w/ORu15RdthoMrhcvnqq4WFhYUJAUs8joS5f/dIAIdoy0p/+Rh/allY2/QDTvKcq6nOcJVJTAEg8+ohbRdHp8VOm23OkAF4IaiL0Rr67IHozDteWFiYnRIjOmXHxY0zvuiv+JzwrhvUvHxetxQNtTRSi6vq5eVVaGysaAMA6qq/dzzQvtZ6yYzbr0UF+hU6mjvOr1LtP9hXt/a2jqYCWxN6ch/8biSpvoJege/R0DBk8AwMPEo44TxVKShtCprzzZIBpXCTpi+/O67AJyT++kNhYWHhNs/Zz969keJqiL7f0XyEPwPyPveoo6enpfBdUm0PAPL6LqaaAFDyot9igYQWWqQS2yKtrIxvbNRSVSyvI1q42MgA0FqakVnZLjveylxDKjXpTReRJqdlOkWTmfDmMxWITHOcIcdaEKYRUt6k8OhZW2mNYrMNQGPhu5zaHgAAkFJ2sTIGAKrIrVebpMoPAJ2CS8zCzTAUeZ2SC/iErB1mSPKN6O6T3FxYRVeegJYeOuvQ4FraBBXGigEmNSMugaQ03tZIdeiTfgmF0PI2JQsoGriYqAEAsDnReY1gkqXDOGlO/sKZVGLc5xZHc00CtqgYL2NpoEhuLoz/XGto7aIqCQAgpcUn4CCpGY5WQ9pDQktZSlYFABI2zjY8XVXpWAF7fRCfmKdl7qQuKwAAyEpNbOnqk1YzsTRQBOTmhPjPJAGJGU42bFhaWkH0mzoAxqpPnDoBzaTjE+PfkwUUHGdM4YVHf4p0ytsMGWP7ScrCHHTCD0sZgc43dNQUpBfVASA1Y5aVyIjCug6mqihHcYLxiO5TvmF4zUfe5x5tIJZ71IF4YkFAQBhVIJZ7tIGsliMgICAgIPxNIJYbAQEBAQHhbwJZLUdAQEBAQPibQObcCAgICAgIfxO8hw8f/q/rgPANTCbz3bt3ubm5paWlWCxWU3N4LlMqKiqYTKao6E/fvSkoKEhLS5ORkYHzFBQU9Pb2ysjIwEd7e3srKirGjv3q4AKCoKSkpLy8PAUFBSEhrr6VwgbNzc0JCQkAgDFjxsAp9fX1KSkpGhoavLxceHi3u7u7sbGR1Xz2gSAoNTVVQkJCSEiIyWTGxcUVFhaOGzdOQECAQqHExsZSKBR5+a+vhFVUVLx//15UVFRSchgP9uPx+NevXxOJRCUlJQAAiUR6//69qqoqaqArNLah0+kpKSmDTicSiSUlJQoKCgwG49WrVy0tLaqq7D4S/7NTMjIy+Pj4xMT6nWsOt5OZTGZycvLAen748KGjo0NRURH++unTp8zMzNLSUh4eHllZWTZlB1FVVZWSksLdqxq+KsaOHcvHx02XZ7m5uenp6azLYORAEPT27duCgoL/5EeNwAUghNFHZ2enoKBgV1eXt7f32rVr2T+xr69PTk4uLi7uZxlqamrmz59PIpFmzZrFZDJ7enpkZGTOnz/PyrBv375du3YNPKW0tLSioiI2NnbOnDkctGUkUKnUo0ePkslkNTW1vLw8CIKysrLQaDSRSORWEYsWLRrYfPaJiYkRFRXNysqCICguLq65ufn+/fsrVqyAIOjatWslJSXr1q3LyMiAMxOJxAsXLlRXV48bN45CobBZBJPJ9PDwYDKZc+fOTUhIoFKpenp6Ojo6VCqVgwpDEJSamjp+/HgajTYw8dSpU+vXr2cymcuWLevp6fHx8WloaGCzejt37uzp6Vm5cuW9e/dY6dnZ2aKiolFRUayUYXUynU43MDDQ0NAgk8kQBDEYDEdHx4GnE4lEVVVVKSkpMTGxmJgYNmUH0dHRIS8v39XVtXz5ciaTyZnI99y4cUNSUrKxsZFbghAEMZlMZ2dnKSmpiIgIbmlmZ2c3NDRERkb++R81AldAVstHNatWrfr8+TP7+YWFhb28vH6RITk5+fjx40JCQrq6usnJyWJiYiEhIayj+fn5rKktC2VlZU1NTWdnZ35+rjtkHgIIgnbt2iUoKOjp6VlVVZWbm+vh4VFRUSEiwp33WtPT083MzDg7d/bs2YcOHYI/m5ubKygoLFu2rLu7G4/Hh4eHa2lp+fv7P3z4EM4gICCwdevWsWPHmpubsz8bq6urI5FIKBTqf//738OHD/n5+TMyMqSlOXz1vLm5+fPnzwIC3zgbLy4uhqdcKBTq7t27YmJidnZ2UlJSbGoeOnRITEzM29s7Li6OlWhsbHzu3DnW1+F2Mi8vb0FBgbq6Ovx1//79y5cv3759OysDHx9fVVVVV1fXnj17jI2N2VceyLt3727fvi0lJSUvL19RwVnotR+wevXqzZs3c0sNJi8vr7KyMj4+fsGCBdzS1NbWVlZWnjNnzp//USNwBcRyj2qKiorQaHRfX9+6desCAgLc3NxSU1NlZGR27NgRExOzfv36ixcvxsXFpaen79+/38/PLyIiAgBw+/btNWvWvHnz5v379+fOndu+ffurV69gQTk5uYsXLzKZTDKZPOhHS6PRysrKTExMBtVBTEwMhUJ1dXVNnjz5z7SahYCAALwWXVdXZ2Fh8ebNGwMDg6tXr7q5uZFIpBGKt7e3Y7FY9leGfwG8LNze3u7s7IzH42k0Gg8Pj7y8fHt7O5yBj4+vvr7ezc1NS0sLYvuZUHFx8aqqKgqFQiaTeXhG+lNNTU1dsmTJoMSioiKWWeXl5T179uy1a9cY38QT+ykoFApueENDw65du36YZ4SdTCAQgoODq6qq3N3dQ0ND4UQBAQFeXl4ymVxfXz9wP2JY1NfXT5gwAQAgKytbV8fV+JncpqOjY8OGDe7u7jk5OdzShAeus7Pzz/+oEbgCd+PPIHANOp2+YcMGWVnZR48ePXjwwM3NzdHRUUBAIDc3V15eft26dcrKyjdv3jQ2Np40adKRI0fOnj0L71t//Phx5cqVUlJSGRkZaWlpPDw8fHx8LS0tsKyTk1NCQsKqVavS09PPnDkzsMSIiIjOzs7s7OzCwsKampqSkpK2tjY9PT34n/3p06fr1q378/0AACgoKPD19ZWXl8fj8VeuXFFUVFy8eHFeXh7H02WYyMhIPj6+rKwsHA7X1NQ0wh1EGo12+/btdevWEYlEAAAEQTgcbuB2sqqq6p07d0xNTTds2KCsrPxzpa/IyspevHhx3bp1aWlpPzONbJKVlVVcXNzc3NzZ2fnp0ycLCwsAQEREREtLS0FBQVlZWVVVlaam5u7du3t6ei5dunTgwAE2lVtbWykUiqGh4Q+PjrCTyWSyiIjIvn372travLy8Vq9ezTrU1NS0Zs0ajm9ohIWFCQQCAKCjo0NYeCS+2H47Dg4ODg4O9vb2586du3v3LheVHz58+F/9qBFGCGK5Ryl8fHzXrl2D1y3Hjh0bGxtrb28vKCjIWiwVFha+f/9+bm7u0aNHmUxmc3OzlpbWQP9rnZ2dAgICBw8eVFNT6+7uhhP5+fnPnz9/9+5dKysrCQkJAACd3h+hBJ6QpaSkMBgMdXV11nIlk8l88uSJqqoqFostKyuztLT8U30AAABVVVUhISG7du2KjY2dNGnSy5cv161bJygoqKCgMEJlHx8fAIC4uHhdXR1nZptG6w/MwWAw7ty54+TkVF5eLiAgAG9Fp6amDrq3GDNmjJOT07CW+m1tbTU0NDZu3LhixQrw5akUDqo6ZcqUKVOmtLe337x5c+rUqXDiwoULAQDp6ent7e2sByEdHBzweHYjkVEolMDAwFWrVsXHx1tYWLCaxuoZjjsZbqaMjIy8vHxHRwedTh90u5ORkTF//nz2BQdhZmb25s0bfX391tbWKVNGEM/tO1g/KO4iKirq5ubGLTUmkxkeHm5gYIDFYqurq1mXBMJfw3+3xY7wY6hU6qxZs1AolIuLC5xCp9M9PDxUVFR27NhRXl4uJCS0detWHA6noaGhpqYWFxfX1tYGf3758qWysrKDg4O2tracnFx+fr6qqqqOjk55eTksFRcXp6amFh8fz2AwIAjq7e3dF736AAAgAElEQVRVUFCQk5MrLS2FM7x7927QE2onTpyA546qqqp0Ov0P9gSUnZ3N2nN99OgRlUpdsGCBqqoqFx/Vefr0KWdPqMXFxYmJiamoqDQ1NW3YsAGupK6uLoPBqKur09LS8vX1pVAo+fn5jo6OOTk5ampq48ePr6ysZL8IHA6nr6+/ffv2vr4+CIJoNNqUKVMEBATOnDnDQYUhCGpra5s0aRKNRnv8+PHWrVvhxLS0tPXr19NoNBsbGzU1tb1798LXxpBQKJRJkybBDXd3d6dSqS4uLmQyOS8vT1JSUllZGYvFwjmH1cl0Ot3CwkJQUBC+DltaWvT09KZNm4bH45uampydnalUKpVK9fX1HcmTZQwG49ixYyr/r707j4tp/R8A/mnfpynaTSlKKhluckko+1ZZrqW4xFUksl03e7Zru7hCfYmrkGxFiFQShkgqKUulNK3TPlvNfn5/TEYSZqbB9Hs977+aM+d8znOe80zPWT+Pufm9e/ekDvK5M2fOaGlpWVlZ1dfXyyQgn8/38PCQaL+IY9OmTcIdZ2FhIcOwyA+DMrEgCIIgSFeCnlBDEARBkK4E9dwIgiAI0pWgJ9TkTmVl5c8uAoIgyEeyyt2GyArqueUOGgoXQRAE+Qp0tRxBEARBuhLUc8uhymMLR+BwNovD70m3fHH62RH9Cb+6j500aZLb+N8LZFu676+F+m77pEmjB/c5+6QBALhVLz2mTZq/ajeF+cls7NpcswmhzI5jiKvi8uZ1Z55JvTitLHuJ96jJ3oteU1gAwC2Jt8bhuvUeSGOJ0pDxikgXbd3WNkpasJfJbq7TqgEAsLLsWy7DfWoAAATvn12bP2nSJO+VNMniMW8e2jphrPtve3O4Hyc2utga43A4nL51bBX2/OAcHA6Hw+EsBy1nfiuLGrP+7YrBRrfe1bWd+OnmMy5snuu+Jh4AAOhXd68f7z5sQVixGOnZ2tUYVpadGTBv8sZDKaI5Hl3ZPWnSOI9VZ6gssdK9ibEW2WiqzPEdYpvDYMs0Kuz3dcPhcG6hubIKyGaUCX9ix++RZRUT+ZFQzy2HTBfuDAXnlaFL3Tr6lnd2rm3GV2+FWw2Zd3ihw5aI8wkJCfcSz9h8n1J+R0yNLQkJKU+j38fdBGAe/2NieFRC1JI+a8JS286VtP8YDzr7TmNSaSf+GwrYf06LWX/+7s1//KeM2tsCcOmxRiGNVl+UhVMXjWOm3HvYLFNjnKSxzfqNGUQU5h5RIAyY6GhnBADAEygMmByVkLBumGFiuSThapi/rtp2Oym+19GN5aKDnaRnN99U02i026cCpxvwOYtP0Gg02psUlxVrtb41DJtWtz4Lvdsnzvx087XHeYxt/aKSPnL97sTUOL1dqxu/3al9UmMt1GuuB7PCzt7ctWr0h21JvZHZJyHhzvUpr46kvBJr87+1FlnBmxJ/87CXbUyAdOcFkTQa7d4KR1lFrM/O2pKQkPL03p2I7bKKifxIqOfuEgRJO31cXFw2RGVQqxL3Jdb4e3m6uLhEpteMHz1ydcRDWv5NFxcXF5d9n52HvY86mlp1K8TFxSUv/ZaLi0tkZtOqse77/P23/feopiDJxcXFZe5BGkDO1d3/3H/rNdplw4m7AJB9cqGLi4vL8iM/YVsBNExNAeDAtux5m2ZB3fuDuTN0tAF69dF7HC+aJzM9mbhsXece06Dt23xlpGVv6QMIBHnsdwwGgA7OmnW5paXq7N8+hj2sFkTK7NyoPWVlC2VlaMh4rjxkZg9JFjQ07A5Q9uzGqLQzlqIBYMeO1QMAKM992QOUlYfo6ABA9uuKDbOkSzP+5c03NdUDyElOmp55rruaRDEbtg/y96qNd3FZUiSaVlOVR68HALC0Ls6R65TjsiBIWr9lypR+dlNXyjCoqasnAACo2FtJ1IwQeYF67i6A+Tzifr8/Hz1KMX2+L4k2on93nePX4teM61kDhokR85oo1GtXUqbvibkVPv7jOFAC3u3o02Fhke9awGTsGsv68maLiWvG9XyVe/dB9gubwF1bPbSC/rr16NGjM7Npa1fuir6acv9WQcydR4pJ+5LIjWUqM09t8uDejSXVfaVc3xE1N45TfWXRX8dBIGgBNQUFADaLLuC0fs0oZGCWhl8cglwslDcvZu2YodaZzl9Z7XCg5foFfwSv3/NWdYyamklifu2rtBiVGwsZbEGnCvdVian590+vOZzTJNFS7Lqiq2lF3s6T8us5bafXPUlXmzpe9LGsnGyn+tnCYvna5rMor9OevJg60KuSKUly0JqKU7TBCy5eubzNdpH3jtaJDuOdGhOXBQcHbzptZGMiXVm7DsWxu5NpNMqOQfSp/xXLNjT59lmnqUtlGxP5MVDPLe+aGygVzxK18boAGs6DbVJyaj+f5/c1gVWHAwlbr/NF9zAVlSf4+AYEhPiM0y4raxbN2b3XCIKqci+j7oyKtwUMHQDoNXkyp7rZa3hf+3FTNJRgYG/9t4XUkicn7mgu/MW6/YifP4yu47T14THOeArguo3TedLSApxaioJZ6+VZctbdE0e3zPdf3fL6/KHLmdKt4unN8PXe3sv+TU48sSW5RLoYik5+/1y/cnLCEMtFYRu0FAEAuvcevGbelO+amnD8DN89G2eVlkmWH1ute+8Vf64PnVDOYH7SrT4q4k3t9+EgiPGMzOlUXvovbb66Ud+Vm3fsdn3DZktSM2pq5sq65loapsPdHdiiI5VuIedjj2wP5tGVfUbI/NK0fNKYvsC/mcWSZcial/c0PT0dVSniZqlH5AjqueWQgMVkQMZLCpVKpeYcXHm757ztF+duzKNSH7xs2DTdQFlJgUFj6hsZvnn7Kj/pZh2b8zi3atOps1Hmx0rqWADA57IYLF4znUalUunv0s5U6/bVVKmorHjx+iWb0czDMBaHq91/3Hhu/FUq9c3FGILXdACIuX2bSqXGlWtMNi8Kvasy3UGVSm1kdXowTSnw2EwqlUotvEfoPx3UTUMPDCUVlMSFx0xcvhjDeDQGizB8yfnz56OOH9To673qNymHi/BYe/78+fPHVo4Z77d9jKWURW2m05KPBBx/brdxpAEIODQqlVr+9PB9Ry11JS6L2cLhA2AtVCqDVtfcwvl2uDbYTAalupTJZAEAm0GvqylvbmYDhtFpNCqVmluJXzNFkuMqPodKpVJrK+J5If3M1fmcFkaL8CiP36IoEI34/epOZj8vseqTz2Xl5z9vpjP5GAh4bFozp93mA/DLye/4nGa2AIDPplKp1OqiZJXdZvrfHBC6TY3p2pwOZkY/e50ZF602+w/h3scwHp1atnncsJHnEh2M1CWohC+tRXZ47JbCgpcMGlMguyM34Q/5ZkrWyQA7WcXkVr3A9XZZPmUAznBaja6soiI/DspbLnfo9MbGqkr6h7NnDX1jA21VZn1VPZOroWtooKvGqK1saFE2MNSsrWlU1dLiMfnaOkCjs0DbwFxfAwA4LdTqWtGBtLKhuSk0VdbQeGpqahw2YMBW1zUw1NXgc5gV1fWgotPDRC/9ZOCVbptW/cLBdTfGayrVkSuaAdSUlQUqGiYGeh0X9Lth0WprmlqEBVMEAAyrqixX1MAb6esI+KzKOrapka4iACbgldc29zDCKXwz4pfxmxtoAi09bcnuvn6A1VdVspW1TA3wAAA8Rnllg0BJzdTMSBmgpamGpayrp63SQC5nAKjr6BvqaYsfmkapamJzVdRxJoa61KoqKpenqqFr3F2nsqKCJ8C09Iy66UhSZi6TXFUPCkrGPUxVFRTYjMZGjpqxviYAm8kArQ+b30xnqul88+k0gI9tTMW4h4kCm1bDUDTVg4o2mw/AqSZXc0BBz5Sgw6eRKU2gqGLaw0SMuxOCtjWGYYKqinKeira5kX7r3u+uVl1Ro9bNtJtWZ251CKTbL1/HojfUNDIAVE0JxsqdaZcfYfVVlUwuX0PX0EBX6sOU9piNVfXCfzGqWubG3b45P0oyIW9Qzy132o7U+YMwSwI8puV0d0uIOqgns38OCIL8P4F6bnmDem658xN6bgRBkC9DPbe8QdlP5U5VVdXPLgKCIMhHqOeWN+icG0EQBEG6EvRsOYIgCIJ0JUohISE/uwzIJ/h8/oULF+7evfvkyZMnT55UVFTY2X3tbRAGg5GSkmJtbQ0A9+/fv3bt2pMnTzIyMmxtbdXVZfC8WUNDQ0RERHp6uomJCR6P73xAcfD5/JiYGHt7e0VFRQzDhBWioqIiGm2wrKzs9OnT36ycr7t79+7169fxeHz37tK/uc7n8yMiIp4/f96/f38lJSUWi3XixIlHjx5ZWFjo6OhQKJSrV6/269dPQUGyR40TEhJu3bplamqqq9v61k5iYuLjx4+Foeh0elJSUp8+fSSKyeFwLl26ZG9vLypM27Vwudzjx4+XlJTY24v7kvSXFrl+/bqqqqqenh6DwQgLCxM2yF69emlqaooTtu3eF05JTU0lEAiij+0qWczStpOdnX3x4kUrKystrc7l9GkDw7ArV65YWFioqkqZzqZDwoZKpVJ79+5Eyr/PUCiUgoICE5P/99ls/j/CEPnT0NCgpqbW2NiIYdjNmze/PrO3t7enp6fo44IFC3Jzc1NSUnr27MlkMjtcRCAQlJeXi1+e8PDws2fPij9/J/F4vPHjx9vY2LBYLAzDmEzmyJEjiURiZmamcAaBQDBlypTm5uYtW7Y8ePBAurW8evVq8ODBPB7Px8eHz+dLXdqwsLCmpqZ///1XWJKnT58SiUQikVhZWcnhcFxdXe3s7LhcrkQxGxoa0tPTX7x44eTkhGEYn89fsWLFpk2bRDMcOnTI09NTIBBIFDYpKaltYdquRSAQbNmyhclkLlu27MSJE+JEEwgEK1asYDKZgYGB79+/F03Py8szNze/ceMGhmFpaWnC2ujXr19LS4s4YdvtfQzDSktLHRwcmpubRfO0rWQxt72dqqoqW1tbKpXq6+vbmb3fzsWLF83NzSsqKmQVEMMwPp8/c+ZMIpGYmJgow7AYhs2ZM+fAgQOyjYn8GOhquVy7f//+pEmTvj7P3r17Pz/AHzZsGJfLLS7uOF0ii8UKDg6WqCQ/7GwbAJSUlG7fvk0gEIQf79y5k5aWdvbs2V9++UU4hc/n19TUCASCzlwGYDKZdDodwzBra2vRyZwUli5dqqur6+zsbGtrCwCRkZH19fVPnz41MTFRUVE5f/68FDH19PR+/fVXR0dH4Vn1rl27jIyMduxoTf+Zn5+vpibxC+hkMrmkpKRtU2m7FgUFhW3btmlqanp7ez98+FCcgAoKCocPH9bU1BwyZIiFxcdU5/b29uvXrxf+PWLEiOzs7Ozs7CVLloh5Bajd3ufxeGlpae3O6dtWsjgxP3fv3r2wsDAcDmdgYJCfny9dkM/NnDlz/vz5soomlJGRcenSpX///XfcuHEyDJucnDx06FAZBkR+JNRzyykulztlypRdu3YBAJ1OX7JkSWpq6oQJE27cuKGlpbVt27bCwsLNmzfHxcUdOHCA9VlaxHfv3qmpqWlpac2aNSspKcnGxmbr1q3GxsYnT560sLC4e/dueXl5Tk7OunXrEhMTFy9eHBwcrKamdvz48ZycHNEiDQ0NP2PT27O0tExJSZk8efKLFy+EU5SVlQ8fPmxra0sgEBwcHKQLO2DAgMWLF48YMcLHx6eTJQwJCfH09KytrcUwbMGCBTt37jQ1NaVQKJ0M29TUpK+vz+fzL126xOPx9u3bN2fOHD6fX1RU9Ouvv0oaLT09ferUqV9ai+hjUVGR6BBBHAEBAVu2bKmvr//KPK9fv+7RQ8qRLSIiIqZPn952ikwqmUKhCK886+vrV1dXSxfkx9DT07t79+7ixYtTU1O/Pbd4Kioq1NXV0XXyrgu9FSanVFRUbty48fjxYwC4dOnS9OnT3d3dCwoKiouLzc3N58yZo6ysnJSUFBIS4uzsvHr1atGCGIaFh4cbGxs/fPjQ1NR05syZDx8+rK+v9/T0zMrKmjt37s6dOw0NDQ0MDCwsLCIjIzU0NMzMzNzd3aOiombMmNGtWzfRIhyOLBNDSo1IJAJAVFRUcnJy//79hRNJJNLdu3f9/Px69uwp/n3ZthobG3NycpYtW7Zr164TJ06oqHwzK+cXhYSEDBgw4PDhw8ePH3d2dnZ2dmYyme/evTMyMpI6JgDcunVLeIVcUVFx1apVAoGASCRGRUXl5uayWKy3b99mZGQMHjxYnFAPHz68d+/e8+fPq6urExMTJ0+e3G4twr9LS0tVVFTankB/U1hY2J49e8LCwjZv3vyleS5fvhwQECB+TBEymXz//n0KhZKXl3fmzBl/f38AUFBQ6Hwla2lpNTQ0EAiEuro6bW2Z5VD7Hvr06dOnT59r167t2bPH3d1dJjFjYmIYDMbr16+pVKqXl5eVlZVMwiI/DOq55drEiRMBwMrK6vz58+7u7nw+X/gkGgBoaGg0NTUxmcx2iygoKCxdurRfv34A8PLly9jY2JMnT0ZGRopm4PF4XC4XAJSVlVVVVQMDA7W1tcvLW0d77nARABAuUlFRUVZWJsUJnxQEgk8GxlBUVBw1apTwbzabff/+/ZUrV8bExDx69Ei6nvvVq1c9e/acM2cOmUxmMBh6ep1K8jpgwIDm5mZRyTU0NCwtLT/fCvFFR0dXVlZmZWUpKysTicSsrCxra2tjY+O5c+eqqqpmZ2dXV1c7OzuLGc3V1dXV1bW2tjY5OXn8+I8jg4nWoqKiMmjQoH/++Wf69OkxMTFeXl4aGhpiBhfejG87RVQVQlpaWpI+AyisN3Nz8wsXLgDAmzdvfv/993YziCpZCkOHDr18+bKDgwOFQhk4sP1A453R8n1S/QsEgnnz5skq2tq1awEgNja2tLQUddtd0s+8yY50hM1mDx8+HI/Hu7m5iSauWLECj8dv3ry5oKCgW7duy5YtwzAsKytLX18fj8fj8fg7d+5gGLZ+/Xo8Ht+7d2/hUiwWy8rKytjY2Nra2tTUtFu3bjt37tTT09u3b1///v09PT3pdLqRkdGAAQMSEhLwePzff//ddhHhWt6+fdu9e3fhWnr27PkDaoDH4zk4OODx+MDAQDqdTiAQ8Hh8ZGQkhmHl5eVDhw7lcDhxcXF4PH7QoEGSPvwlIhAIPDw88Hj8sWPHOlPauXPn4vF4T09PPp9fVVVlbGxsZGQkfHKKzWZbW1vj8fjw8HCJYoaHhwsrXLQrhwwZ0rdvX9EML1688Pb2lvQJtdraWldXVy6Xe+7cOT8/v7ZrYbFYffv2FX709/cXJxqXyx0wYICwWWIYxuFwRo4cyWKxhM2ye/fupaWlGIbR6fSMjAzxC9l274sm+vr6trS0CPc+mUxuW8lSE25+Tk5OZ4K0c/LkSTweb2hoWFdXJ5OAfD7fzc1NVMmyFR8f38nGj/wsKBMLgiAIgnQl6Ak1BEEQBOlKUM+NIAiCIF0JekJN7qCxwhAEkStoxBF5g865EQRBEKQrQT03giAIgnQlqOeWQ3Xxu5fgcDaBa4ODg4P/Cv5H8gg1QSaECjoAQOnzm/Pcbb2WrQwODnYbN/bcpUwBwEnv0YnvZF1qWWLdD9tuOXxtIwAAFCSHrlu3erH/yudloreE6/2HWOBwOBwOty0upxMrKg1d6r80+EhFp0rbeGLFLNu5Z3kfPjMqSCbjDgtftE8LnYPD4RyDJM6BmhN/wunXadUAAIKUDR7Cje01fGOLAJpfx1jgcIY2Tgy2+C+L11/eu//PoCXjAm9/8qo1UM4Er1sUvLcQsIK7l7YHB/vM8noibnV0uAj90OQ+wtIu3Huz9vVN4d84U5dMmphhP9n7GK9lan9LHA63I+njuPXssgfCdTx4xxAz6GcradruM2tlsO//LjyTMkJHynMTJw+wzWGwZRgTALb7DMXhcFP/6ziZsbRk0viRnwO9FSZ36HQ6NBbhLJa8oaTgsWYxh1f6ioe7JpDnRfuY60NVpu3wOSefvBzWTQZjiH1v7nO2x8Zs0aO/c7eLiC/bo1N0w2tP1bWTfgAARUXve/fuCcCIX/Vq4N/OBHFzhrTFZ1cuMBgalJ/rRMB1sqj0N0mDdlLyzs1TBgAO49KevcvTuxffDtJiv9qwLXfZ+tlmUt0lXLd8+eojR4x5vFw221FLi/s+fUV2z/CpJieORblNHmNtYSpBrIaGJn19PEZb1X/F2qeRZh8qbPvoEQbbope69AAeN4nMHGuFL7x7ZCqJmLfV9dsxO1ykqirXxMQRoOVx+A1tn/FKZTh7ewA4eyF63mwJssy27n2AZsrl9DzCYNdftdvk5r8Tf45gO9jWxlpRsgHYPiJnnDna8vu+EfDP5i3Tt2y3lD6BXnu3dk83XX6eqC1xYvkvYqacviTwmjNWT3a/WkkbP7rPLW/QObdce/jwEQAACK6ucicQCKEPamvSD6y5dGkEYebBfYuDIyN7EVbnp+wmEAgEpzEAsMnDNXjFCq8/Dgb3sa/6/GzExOmfmd1iSOyzf3illJQEj/E45UUg+IYBQOnTswQCgTB2l7jnRT9MS3O+oIDDAcDrKddmt07s3bsnAABjT1Qvux7SdNsA8D7zSnnIWv+h9isOpcimqAAA8Ojp4/H+C4RPfmbFnjt61K+/DSG9uEn6iMrKjlpaAJBTWLnW0wSg7OK/Qc4D+48PleRkUV8fD1Dy6KJ36jGzjxWW+sz+l/jZQ7z+OAvKKmOt8AAgEAi8hg8Rr2AdLWJi4ggAABeT1d374XCt6e2ylTi9JCjtR83/zV86depY6xltB8ipjQ5ZPmSws8Wam1LFBAAgp2e5uwIA2GlU3XsldZgfQHA1eEtQ0Azb0d4yDPqdGj/yw6CeW241pty+mfG2HAAYj/7Zl6/j6mwXufmPJNLLgmf4O/kHG/KKmVyXorKDSjpjk678a6dYH/bs5evyausZG89sHnSPRhN0dDFFS0uHyih/8KqwIjPzYVWDe3TZhOJ7z149XRtaWlZGfvIXrNt+8Udv6NcZ2lxfbzjvt+nevpuaDZ3aftNCqVVdNUtb2rOuqoz8GYMnPSkrVH+440qJDEoKAEDN5an3U1Nq/TTQ+28arfHZlfCNEVc7H7uynNxLEQAIdwubSl+SHJ7601l88Rfn0ipflClMtv31BeXD+DRJ8Ta2E2LLij3Uzhx82TrtTSl/g5tkr5x0uEjzwF7dP+yaoug4Y7dfJIr5gWZgYh2NRjniXLLpJvnDRIMz2Y21FW+WV/6RWkCVKiyAABOOD0dn0jv8pcgNxalHHtNoded/7zEuTGaHGN+l8SM/EOq55Zbe6AmTF80YBwD8usqg0OPnY+9k3Y8f86s1gWirjusxsLcxwcFaAeDpzUu3KUab5wwE/X498VpmZka47j06HvmS+v7YneJFI3qZGuCMLHt219G11AIdpcLywvIyRguAgtkod25Z2Y/dzG9SGxz4v1vxscMG9lu5YXbbL2pKUhY5SZ9sXNvUGIwtVUB9sIOdQIIe8GtqyOTHKZH7D/+PXZYa96AAAACULF0m97OW7oyzjTrSe5Uxok840z5LZk9TUJDgsEUFZ+o1xzfcq5HL+3Bk0ctGW99AC1QcXV14PACA+wlnrDxWK9XlsnlfifSJjhcpibCzsBV9iin/ZQihM9ejNWb8NktL45OLxapaRuv8FqgqS/leq5GjzdNMAICyZgOn3p0o2g+iOmryDLy2lqzCfY/Gj/xIqOeWQy3vcjMB6Blvyk1NTQFAc+yy/wVsSySRoi9HFb8kUwqe0djMirK6yoJsAQb3Sc9xypBZXFGcSaLQWaVkMrOJQuPzK6ktAECjFL8k0wqePSGRSMsW++g67hreg1XbxCzKedXEZFQ2VtbQWY36jl4az0NJpLiD513mdTAQ5A/HKyKR6irfvnlHAT4rh/Tg4PLf+AMXjbXU4nOoT16U8gEAWI8T3hmoSZ+QoO+o389NmHWLREpTMpnZqf/dzZkPH7Hr3pGpHMN+k9evX/9n0BI1gvu04TaUd/kkEol0O2z2CDtJg1a8zHpbkJeX9174MSvl1a+THQAAWJSnJBIp9Vp0gYummti/XyaFRCKR7qc+6HbEwUyFTnmX864Oei2riDx4kUSKy636sz//+ekVU+YEuvTG9fstTZxED5ig3SKsnBdvuQAA/NhD6b1tDD/M2Gg9zEaSWxrt9j6JRCIdTmxZOsqwde9zG5+RSKT7ySvvDHaykrIzs3b2undg+13SSaber0TZDRXWVFl0PyMrJz1XkqshX4UJCp5nkEikM7dfhf4uwRhuXye7xo/8HOgJNbmDMrEgCCJX0BNq8gadcyMIgiBIV4J6bgRBEATpSlDecrmTk9OZ1CIIgiAy5uoqxvv9yA+E7nMjCIIgSFeCrpYjCIIgSFeCem65w+PxQkJCfH19m5qaRFNWrVoVFBTE5XKlDsvlcsPCwoR/nzp1yveD5ORkGRT6u8EwbO/eve/fvxd+fP369cKFCzdt2iST4JGRkb6+vo8fP+5MEC6XGxgYuHz5chaLBQBkMrltrb5//37jxo0CgfgJxlsdPXrU19c3Pz8fANhs9tKlS3ft2iX8qqmpyc/Pb+nSpWy2BPmxU1NTP9/d9fX1ixcvXrFihWjKjRs3hBsijnYFE+JyuatXrxZWbGNjo7CZLVq0qLy8XMywPB5v69atPN7HN8TPnDnTrvHT6XQ/Pz8SiSRmzM8lJyf7+vqWlpZKHeFzAoFg9+7djY2NMowJHxpqRESEzGN2svEjPwvqueWOsrJyUFBQWlrazZutyR2Lioqio6MXL16soiJNOgsmk/nq1SfZlxYtWsTn848ePRoREREYGPjixQsZlPv7yM7Ojo2Nra+vBwCBQBAdHY1hmKWlZecj5+fnR0dHnzp1KiIiom0nIamrV6/u3bt30KBBjx8/xjDsn3/+OXTo0IULF3Jycng83s6dO69du61l2XMAAA+uSURBVCZpz11fXz9s2LANGzZs2bIFw7CjR48eOnSIyWQWFhYCQGpqKpfL1dTUVFJS+mYoIQaDUV9ff/jwYT8/v7avHV6/fp3H4+nptSa0KS4u3rlzp5i18XnBhCgUCpVKBQAzMzNRwysrKzM0NOw40KcEAsFff/119epVPr/1nejs7OzQ0NC2pcrPzx87dmxISMiwYcPEifk5Mpm8d+/eo0eP7tq1qzN7v520tLS4uLiWlhZZBQQAHo+XlZUFAI6OjrKKKavGj/w0GCJ/Ghoajh07RiQSmUwmn89ftmyZi4vLy5cvORxOSUlJSUlJc3Mzm80uKSkpLS0VCAR0Or2kpKS+vp7L5VIoFDKZzOVyyWRySUlJU1NTWlrahg0bmpqaampqRKuYN28eg8HAMMzDwyMlJQXDsKqqqpKSEhqNxufzy8rKKioqqFQqhUIpKSmpqqr6aXWBYfv27cvMzMQwrKSkBAD++uuv5ubmzofNycnp06cPk8ncsWNHJ0Px+fzbt2/X1dWVlZX5+vpiGFZUVLR7924Mw8rKyuzs7LhcrhRhi4uLw8PDhX/zeLzIyEgMwwQCwciRI11cXOrq6iQN2NjYuHz5ctFHgUBgb28/evToxsZG4cfLly8HBATQ6XTxY4oKJrJ//34AyMjIaLuisLAwiYo6atQoFouFYRiLxbp48eKsWbNEO10gEIwYMSIrK0vY+CUKK3L27NkHDx5gGBYcHJydnS1dkA5t3ry5oqJChgGFl0muXLkiw5gybPzIT4HOueWUqqqqpaVlfHx8aWkpkUjU0tICgP/973+FhYWvX7/evXv3yZMnVVRU7ty5w2AwQkNDVVVVbW1t+/XrZ2VlxePxcnJybt68WVdXN3/+fDqdrqamtnXrVh+fj4M11dXVmZmZ6enpzZo1y83N7dGjRwcPHtTS0powYcL69estLS3fvn3b2Ni4bt06ZWVlR0dH4Vnvz2VmZtbQ0FBUVLRy5crOR3N0dNyzZ4+lpeWSJUs6GcrPz8/Ly6ukpIRKpQrHdjMyMupkjV2/ft3Ozk50NdjDw2P58uXV1dUKCgrx8fGLFi1ydnbmcDjiB8zNzSUQCHFxcaKL4QoKCo8ePfLy8ho7diwAhIWFjR49WtJyigommuLv719TUzN58mTRtZycnJyePXtKGllo7969np6ebae8efOmqKhIS0tryZIlMTEx0oWtq6sTFgmPx9fW1koX5McYOnRoXV3dpk2b4uLiZBVTho0f+SlQzy2/Dhw4EBERkZGRIepxvby8Tp069ezZMx6P5+zsPGbMmLKysuLi4qKiooyMjBMnTsTGxk6cONHS0rJ///6ZmZl37tzh8/mamprq6urr1q1TU/s48mD37t0rKioaGxtv3Lhx6NChK1euBAUFGRgYDBkypG/fvj169HBycrKwsLC1tY2OjuZwOJgcvIOgoqKip6d35coVRUUZtNvKysrbt2/Hx8cHBgZKdMP4cydPnkxJSTl16pS2trawX6ysrOxk2ikPD4/y8vKqqtZBqRMSEvbv3y+804nD4Xx9fZcvXy5Rz+3o6FhXV0cgENpe2dbV1V22bJmHhwebzb527Zqvr+/t27f9/PzEv97btmBCOjo6BgYGMTExubm5wimxsbFDhw4Vv6gihYWFCQkJs2fPJpFIW7duFU4UCAReXl42NjbHjx/PzMyUIiwA4PF4Yd3W19eLbhbIJ01NzW7dut24cePatWuyiinDxo/8FKjnll+WlpY9evR48OCBunrrWAv79+/ftm3bwIEDAcDExCQ7OzspKam+vp7D4UyaNGngwIGiW1bnzp2bNGnSxIkTv7kWVVVVGo3m4OCwY8cOgUDQ0tJiZ9eaZPvp06eFhYX+/v4y6Sml1tDQ0PZjU1OTm5tb58OWlJQoKys7Ozvb29uL/0zWlxgZGU2aNIlAIOBwOA6Hc+jQoTFjxgBAZ24iampqCve1kJmZmfDkGABYLJZAIBA1DDEpKyv36tVLmAxfpKWlRV9fX01NLTk5+erVqxMmTDhx4oSGhgSJxtsWTKSysnL48OHCv01MTHR1dSUqqrDerK2tnz59evXq1WHDhm3btk34lY2NTW1tbXNz85MnT375RbohyMDFxSUqKorD4VRXV/fv31+6IB0S3uOXuZqammXLlskqmmwbP/IT/OzL9Uh7HA5n9uzZRCLx2bNnaWlp6enpp06dIhKJo0aNio2NJRKJCxcudHJyWrVqFZFIXLx4MYZh//33H5FIXLp06Zo1a4hEYnp6ek1NjZOTk5eX1+DBg8+cOTN48GA3N7eBAwfm5eVhGLZlyxbiB97e3hiG8fn8hQsXEonE2NjYmzdvEonE//77j8ViDR8+3MXFZcSIEX///fdPqY179+4RiUQnJ6fq6uqoqCgikejh4SHdbeN2BALB4sWLiUTi2bNnOxNn9erVRCLRz89PeM/1zZs3RCLx/PnzGIZxOBx3d3cikSh8sE586enpRCLRzc2tpaWFy+VOnjyZSCQeOnQIwzAymezk5DRixAiJbvYXFRURiURnZ2fhsw7Xrl3bsGFDcXHxL7/8IlyLaM6///6byWSKE7Ndwbhc7pw5c2pqaoYOHUokEu/fvy+cjcFgvHjxQvyi8ni88ePHE4nEkJAQ0cR169axWKzq6uoZM2ZwudwnT56IGr/UoqOjiUTiq1evOhOknYsXLxKJxEGDBjU0NMgkIJ/P9/b2FlWyrMiq8SM/C8rEgiAIgiBdCbpajiAIgiBdCeq5EQRBEKQrQSOOyB00PjeCIHIFjc8tb9A5N4IgCIJ0JajnRhAEQZCuBPXccoh658haHM4hJqMSAEpSTxg4LSyitmbGaG58Os7MKKPym0EEqYe32A72qfk4pWqJl285AEBDTNjRf4J9Z64/AVAaunTceN/gsLCw0MPbE95Vfyncj0StzD8eFrZ76bg1x1MAgNuSO3eQxfa43PazlSYbj/mX2bl1PdyxYN2ZZ52LUbN3zjjbuWd5AACM+LAjofu3u85ZU8UAgLpji6bhRodJkcb64YldDoOmte6P96mBf27evXX1nWIAgL27V4eF7fL33cbmSfZiyOc11mYtnzeYb8JyLkWFh4X5e08QFgwAABp3DrfE4XA4HM7v0J3muuI5s3wOh4WtOXRc7LDNccFLCcPWCkfteHFx3cZ9+0NC1l5+XtVmnsaooDUrDh/JKKmToLxfXousFJEuDLe3zWHIPLdJzeqpc2U4NEq7nxjS5aCeWw7pjvP/y0uPbG2mDwC6BIcdp//rrduaGUNTx85AR5z8G4ruQdvdBhiJPj++koFZqQEAvMxyXxi4ds8Rm/enASxmjHdwdJseEBAwx2v+hF7G32FzJMZvYvgHBKwPj6lIvwAAKhqOe/4c336m5robF16AskKn1lTzskpXgjRkX2AYsHVN65/kYpu5y1f8uT5A6eLzkhqA7gt3bJUuqKvfxom/mgEAYLxjf4V4r9qxftncjcsPsF8dF5jPDgjYGOROi3rfLEHEjmrs41o+azDfxucxh0xdGhDw5+Ipa84+bJ1Yy/vtQQmNRiu7vmvCOJemimcF1oGBAQFGLQ1i95Ga0/aEWxNwAADAvHf63Mx5ARum/XIvq0I0R8zmoMcj/UKDljtbdpegwF9ci8z0HjY7eK69bGMCwLPrGZiN2rfnE1u7nxjS5aCeWy6pGpw5FxSZ8gIAyFXl/g6s08vGODjYzdseJ8zI9dcCZxOT0VnAiZ5j5Xs4+V7EOgcHe4vRuxo4/A7jsZqS1Xq3/oeGfqON1AEEzdpa5sIJ9IZqMjk7JChF+jFEZUrfbjAAAJ/q0MvhS/OkPXn+26Kp4g6V1REBty44vGmYhUknYnzG3LEvDgDj19FxvUzFGhrr2/jc868HmJkCGBq7vD3NrGt6VVwhAFDBq716LUGCts7XWHtKKi4EHACwWBzfCa6tEw0M+gAAwIWHeu522qZ9Rva9MP3ag7hetpOkSjGq5Xdw2+SVYVdIijsWO7VO42bFPalT2jytp+H8dy2dP/CSd2xqGsdwgLlMY4rzE0PkGeq55ZXr1rywqFIozSmwoN/ZQfv9RF5e3jTl+MMZAAB7Tz347TfCQADoHfSve+15ypC8vLy8v2HrqY4u/PIYV9PtiMRPTqdK0+72XHP6R2yItHKjTo5cuLTj7+ofKxm4dvyV2CgFGVu3djZIh5jVVbx1qbbdZB6XUQIAg4KsXoY5ODhMDrzqMlRV3GVlUWNfUlDGC3JuP1HZqacuAKjrjuv/2+Nthx5XS3lZWtlixO6Vusf3Xv44fsvb14K+sw/l5eVF6Gw4kiptqbsIASfhac/BH466ZetrPzFEvqGeW24p755OD5of5ewzmF5bWlbJAVA0szCrrGcAACipT7HtNjssSXeRvyqjtrq+BkBBx3lQcwPt80B8voIqPe1CdHR+YfGt+Ft8AQD5wUOwn92bnZoHAKCjb2xuPmDTfpdsMe6f/yB50RVOK4bhK3PJHXzZRFUg5169EHudW5P9ILdcujU01jXGRUdffVjw9umdwoZvzy+u+jfhqa9WDDF+WSijEaiUVGbavKisAlZ9bXXvuZpq6tsuJWfejnBw+81TT9y85TKpsQ7djj9HnLmWV/WY1faKzevQ3uZ9AaDs+eUU750H7j60fp/8VprwtINj3If3/eP6gwWn/7zaOq2HefeWGjVQ0B7q2lNDlteQ5ZAAAyXao4vR0Tlv39+KjWd3fE1NKl/9iSFyDvXc8muI3yrH3kZ2GmA0c1f57j9Do6Ovv9VaM6KhqpnztqRyzKz5LXHRYwjqGkMWDKxI2hkdfeivi3/8PujD0oK8W/F5eZn3H+QpqWlNn+nj4+Njb2010XNiy7tUV4/5AV7DcD2GGzpUJj4sePv0TnR0dNLD6ym1cvEqecn9/3BDl84aZo2zX4E3Bz6HHH39YT7pQRULuC2UK0m5WlZDfHx8Zk/3UDEcMNyxh3RrsRvh4+PjM9XVps/gcdb6nSkv9c7lG83kZy8pLayqvEXzZm9fOkcPjyNVNAHQ712Mg7rn2SUSHxq8TknIyslMTc0BBeWgPeuuRx0+fjZuY2iwesu72Oj/bdyesDdyu6qiuLf58Z/WWN27zDvPyJ+spU2DETMmJuDd3D9/1rwAojmu/+I8JRVmYtIjNgAA91zoW5ve3QBA27A3OXxlZHR0taGV2M9QsDOio6veZT7KfAeg5jh55OmzETdvFxq72wr3PhfvOqJH2fbo6E27L3tPlXLEkU/XIjPVbzKu3nt2+1IyQ/qBZj6hqKTqOcPHx8eH2KfnxOmeajK629HuJ4Z0OShvudxBmVgQBJErKBOLvEHn3AiCIAjSlaCeG0EQBEG6kv8DF0nlJrP3AR8AAAAASUVORK5CYII=)
Table added as an image (changing size of image)
To increase the size of the image, you can use the rmarkdown chunk options. Here, I am using fig.height=7
and fig.width=7
.
mtcars %>%
tableHTML(widths = c(140, rep(50, 11))) %>%
add_theme('rshiny-blue') %>%
tableHTML_to_image(type = 'png')
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)