Getting started
At a basic level, we can use R as a calculator to compute simple sums with the +
, -
, *
(for multiplication) and /
(for division) symbols.
2 + 2
[1] 4
2 - 2
[1] 0
4 * 3
[1] 12
10 / 2
[1] 5
The answer is displayed at the console with a [1]
in front of it. The 1
inside the square brackets is a place-holder to signify how many values were in the answer (in this case only one). We will talk about dealing with lists of numbers shortly…
In the case of expressions involving multiple operations, R respects the BODMAS system to decide the order in which operations should be performed.
2 + 2 *3
[1] 8
2 + (2 * 3)
[1] 8
(2 + 2) * 3
[1] 12
R is capable of more complicated arithmetic such as trigonometry and logarithms; like you would find on a fancy scientific calculator. Of course, R also has a plethora of statistical operations as we will see.
pi
[1] 3.141593
sin (pi/2)
[1] 1
cos(pi)
[1] -1
tan(2)
[1] -2.18504
log(1)
[1] 0
We can only go so far with performing simple calculations like this. Eventually we will need to store our results for later use. For this, we need to make use of variables.
Variables
A variable is a letter or word which takes (or contains) a value. We use the assignment ‘operator’, <-
to create a variable and store some value in it.
x <- 10
x
[1] 10
myNumber <- 25
myNumber
[1] 25
We also can perform arithmetic on variables using functions:
sqrt(myNumber)
[1] 5
We can add variables together:
x + myNumber
[1] 35
We can change the value of an existing variable:
x <- 21
x
[1] 21
- We can set one variable to equal the value of another variable:
x <- myNumber
x
[1] 25
- We can modify the contents of a variable:
myNumber <- myNumber + sqrt(16)
myNumber
[1] 29
When we are feeling lazy we might give our variables short names (x
, y
, i
…etc), but a better practice would be to give them meaningful names. There are some restrictions on creating variable names. They cannot start with a number or contain characters such as .
, _
, ‘-’. Naming variables the same as in-built functions in R, such as c
, T
, mean
should also be avoided.
Naming variables is a matter of taste. Some conventions exist such as a separating words with -
or using camelCaps. Whatever convention you decided, stick with it!
Functions
Functions in R perform operations on arguments (the inputs(s) to the function). We have already used:
sin(x)
[1] -0.1323518
this returns the sine of x. In this case the function has one argument: x. Arguments are always contained in parentheses – curved brackets, () – separated by commas.
Arguments can be named or unnamed, but if they are unnamed they must be ordered (we will see later how to find the right order). The names of the arguments are determined by the author of the function and can be found in the help page for the function. When testing code, it is easier and safer to name the arguments. seq
is a function for generating a numeric sequence from and to particular numbers. Type ?seq
to get the help page for this function.
seq(from = 3, to = 20, by = 4)
[1] 3 7 11 15 19
seq(3, 20, 4)
[1] 3 7 11 15 19
Arguments can have default values, meaning we do not need to specify values for these in order to run the function.
rnorm
is a function that will generate a series of values from a normal distribution. In order to use the function, we need to tell R how many values we want
## this will produce a random set of numbers, so everyone will get a different set of numbers
rnorm(n=10)
[1] -1.380555359 0.004159758 -0.223606126 1.282842318 0.195916525 0.863399801
[7] 0.486744771 -0.243168705 -0.819202807 1.005952957
The normal distribution is defined by a mean (average) and standard deviation (spread). However, in the above example we didn’t tell R what mean and standard deviation we wanted. So how does R know what to do? All arguments to a function and their default values are listed in the help page
(N.B sometimes help pages can describe more than one function)
?rnorm
In this case, we see that the defaults for mean and standard deviation are 0 and 1. We can change the function to generate values from a distribution with a different mean and standard deviation using the mean
and sd
arguments. It is important that we get the spelling of these arguments exactly right, otherwise R will an error message, or (worse?) do something unexpected.
rnorm(n=10, mean=2,sd=3)
[1] 4.6705396 0.6549348 4.3275729 1.9054137 4.1100390 1.7141569 3.5752683
[8] -5.9348568 4.3581004 -0.2458529
rnorm(10, 2, 3)
[1] 2.774444 1.287187 4.331864 5.124003 6.597049 5.608196 1.029965 -2.089252
[9] 3.234641 -1.395186
In the examples above, seq
and rnorm
were both outputting a series of numbers, which is called a vector in R and is the most-fundamental data-type.
Exercise
- What is the value of
pi
to 3 decimal places?
- see the help for
round
?round
- How can we a create a sequence from 2 to 20 that consists exactly 5 numbers?
- check the help page for seq
?seq
- Create a variable containing 1000 random numbers with a mean of 2 and a standard deviation of 3
- what is the maximum and minimum of these numbers?
- what is the average?
- HINT: see the help pages for functions
min
, max
and mean
Saving your script
If you want to re-visit your code at any point, you will need to save a copy.
File > Save As… >
choose workshop material directory and Create a New Folder called scripts
Packages in R
So far we have used functions that are available with the base distribution of R; the functions you get with a clean install of R. The open-source nature of R encourages others to write their own functions for their particular data-type or analyses.
Packages are distributed through repositories. The most-common ones are CRAN and Bioconductor. CRAN alone has many thousands of packages.
The Packages tab in the bottom-right panel of RStudio lists all packages that you currently have installed. Clicking on a package name will show a list of functions that available once that package has been loaded.
There are functions for installing packages within R. If your package is part of the main CRAN repository, you can use install.packages
We will be using the dplyr
R package in this practical. To install it, we would do.
install.packages("dplyr")
install.packages("ggplot2")
install.packages("readr")
A package may have several dependencies; other R packages from which it uses functions or data types (re-using code from other packages is strongly-encouraged). If this is the case, the other R packages will be located and installed too.
So long as you stick with the same version of R, you won’t need to repeat this install process.
Once a package is installed, the library
function is used to load a package and make it’s functions / data available in your current R session. You need to do this every time you load a new RStudio session. Let’s go ahead and load the dplyr
.
## dplyr is a collection of functions for data manipulation
library(dplyr)
Attaching package: ‘dplyr’
The following objects are masked from ‘package:stats’:
filter, lag
The following objects are masked from ‘package:base’:
intersect, setdiff, setequal, union
Dealing with data
The tidyverse is in fact an eco-system of packages that provides a consistent, intuitive system for data manipulation and visualisation in R.
Image Credit: Aberdeen Study Group
We are going to explore some of the basic features of the tidyverse
using data from the gapminder project, which have been bundled into an R package. These data give various indicator variables for different countries around the world (life expectancy, population and Gross Domestic Product). We have saved these data as a .csv
file called gapminder.csv
in a sub-directory called raw_data/
to demonstrate how to import data into R.
You can download these data, along with the rest of the material needed for today’s workshop and a copy of this handout here. Save the .zip
file somewhere on your computer and unzip it.
Working in Rstudio Projects
We are also going to be working in an Rstudio Project. We suggest you organize each data analysis into a project: a folder on your computer containing all files relevant to a particular piece of work.
There are a number of benefits to this practice in general, and the Rstudio implementation in particular, summarised in Jenny Bryan’s blogpost on Project-oriented workflows.
In general makes work:
RStudio fully supports Project-based workflows, making it easy to switch from one to another, have many projects open at once, re-launch recently used Projects, etc.
There are a few ways to create new Projects. We can start new Projects by creating a new directory. We can also turn an existing directory into a Project. Let’s do this with the unzipped folder containing the workshop materials we just downloaded.
File > New Project > Existing Directory > …
choose workshop material directory
We’ve now turned our workshop material folder into an Rstudio project and launched it, which means:
- a fresh R session has been launched (see how the Environment tab is now clear)
- the working directory has been set to the project root (you can check this form the header on the Console tab)
- A project specific History is initiated.
Working in R Notebooks
We’ll also be working in an R Notebook. These file are an R Markdown document type, which allow us to combine R code with markdown, a documentation language, providing a framework for literate programming. In an R Notebook, R code chunks can be executed independently and interactively, with output visible immediately beneath the input.
Let’s open an R Notebook to start work in.
File > Open File >
- Navigate to the file
notes.Rmd
in the course materials
Each chunk of R code looks something like this.
```{r}
print('hello world!')
```
New R code chunks can be inserted by:
- keyboard shortcut:
Ctrl + Alt + I
(macOS: Cmd + Option + I
)
Insert
menu in the editor toolbar.
Each line of R in the chunks can be again executed by clicking on the line or highlighting code and pressing Ctrl + Enter
(macOS: Cmd + Enter
), or you can press the green triangle on the right-hand side to run everything in the chunk.
For more details, check out this short tutorial on literate programming in R Markdown
Let’s clear everything and write our first markdown and chunk of code by creating a markdown
header with:
# Packages
and loading the dplyr
packages for the analysis in our notebook
```{r load-packages}
library("dplyr")
```
library("dplyr")
Reading in data
Any .csv
file can be imported into R by supplying the path to the file to readr
function read_csv
and assigning it to a new object to store the result. A useful sanity check is the file.exists
function which will print TRUE
is the file can be found in the working directory.
gapminder_path <- "raw_data/gapminder.csv"
file.exists(gapminder_path)
[1] TRUE
Assuming the file can be found, we can use read_csv
to import. Other functions can be used to read tab-delimited files (read_delim
) or a generic read.table
function. A data frame object is created.
library(readr)
gapminder <- read_csv(gapminder_path)
Parsed with column specification:
cols(
country = [31mcol_character()[39m,
continent = [31mcol_character()[39m,
year = [32mcol_double()[39m,
lifeExp = [32mcol_double()[39m,
pop = [32mcol_double()[39m,
gdpPercap = [32mcol_double()[39m
)
Question: Why would specifying gapminder_path
as
gapminder_path <- "/Users/Anna/Documents/workflows/workshops/r-crash-course/raw_data/gapminder.csv"
be a bad idea?
The data frame object in R allows us to work with “tabular” data, like we might be used to dealing with in Excel, where our data can be thought of having rows and columns. The values in each column have to all be of the same type (i.e. all numbers or all text).
In Rstudio, you can view the contents of the data frame we have just created using function View()
. This is useful for interactive exploration of the data, but not so useful for automation, scripting and analyses.
View(gapminder)
We should always check the data frame that we have created. Sometimes R will happily read data using an inappropriate function and create an object without raising an error. However, the data might be unsuable. Consider:-
test <- read_table(gapminder_path)
Parsed with column specification:
cols(
`"country","continent","year","lifeExp","pop","gdpPercap"` = [31mcol_character()[39m
)
View(test)
Quick sanity checks can also be performed by inspecting details in the environment tab.
Question: Familiarise yourself with the contents of the data frame. What numerical summaries can you produce from the dataset (e.g. average life expectancy per-year, countries that are most wealthy etc) and what plots might be of interest? Discuss with your neighbours
Manipulating data
We are going to use functions from the dplyr
package (which is automatically loaded by loading the tidyverse
) to manipulate the data frame we have just created. It is perfectly possible to work with data frames using the functions provided as part of “base R”. However, many find it easy to read and write code using dplyr
.
There are many more functions available in dplyr
than we will cover today. An overview of all functions is given in the following cheatsheet
select
ing columns
We can access the columns of a data frame using the select
function.
by name
Firstly, we can select column by name, by adding bare column names after the name of the data frame, separated by a ,
.
select(gapminder, country, continent)
We can also remove columns from by putting a minus (-
) in front of the column name.
select(gapminder, -country)
range of columns
A range of columns can be selected by the :
operator.
select(gapminder, lifeExp:gdpPercap)
helper functions
There are a number of helper functions can be employed if we are unsure about the exact name of the column.
select(gapminder, starts_with("life"))
select(gapminder, contains("pop"))
select(gapminder, one_of("pop", "country"))
Restricting rows with filter
So far we have been returning all the rows in the output. We can use what we call a logical test to filter the rows in a data frame. This logical test will be applied to each row and give either a TRUE
or FALSE
result. When filtering, only rows with a TRUE
result get returned.
For example we filter for rows where the lifeExp
variable is less than 40.
filter(gapminder, lifeExp < 40)
Internally, R creates a vector of TRUE
or FALSE
; one for each row in the data frame. This is then used to decide which rows to display.
Testing for equality can be done using ==
. This will only give TRUE
for entries that are exactly the same as the test string.
filter(gapminder, country == "Zambia")
N.B. For partial matches, the grepl
function and / or regular expressions (if you know them) can be used.
filter(gapminder, grepl("land", country))
We can also test if rows are not equal to a value using !=
filter(gapminder, continent != "Europe")
testing more than one condition
There are a couple of ways of testing for more than one pattern. The first uses an or |
statement. i.e. testing if the value of country
is Zambia
or the value is Zimbabwe
. Remember to use double =
sign to test for string equality; ==
.
filter(gapminder, country == "Zambia" | country == "Zimbabwe")
The %in%
function is a convenient function for testing which items in a vector correspond to a defined set of values.
filter(gapminder, country %in% c("Zambia", "Zimbabwe"))
We can require that both tests are TRUE
, e.g. which years in Zambia had a life expectancy less than 40, by:
- using an and
&
operation.
filter(gapminder, country == "Zambia" & lifeExp < 40)
Or just by separating conditional statemnets by a ,
filter(gapminder, country == "Zambia", lifeExp < 40)
Exercise
- Create a subset of the data where the population less than a million in the year 2002
- Create a subset of the data where the life expectancy was greater than 75 in the years prior to 1987
- (EXTRA - if you have time) Create a subset of the European data where the life expectancy is greater than 80 in the 2000s
manipulating column values
As well as selecting existing columns in the data frame, new columns can be created and existing ones manipulated using the mutate
function. Typically a function or mathematical expression to data in existing columns by row and the result either stored in a new column or reassigned to an existing one. In other words, the number of values returned by the function must be the same as the number of input values. Multiple mutations can be performed in one call.
Here, we create a new column of population in millions (PopInMillions
) and round lifeExp
to the nearest integer.
mutate(gapminder, PopInMillions = pop / 1e6,
lifeExp = round(lifeExp))
Ordering and sorting
The whole data frame can be re-ordered according to the values in one column using the arrange
function. So to order the table according to population size:-
arrange(gapminder, pop)
The default is smallest --> largest
by we can change this using the desc
function
arrange(gapminder, desc(pop))
arrange
also works on character vectors, arrange them alpha-numerically.
arrange(gapminder, desc(country))
We can even order by more than one condition
arrange(gapminder, year, pop)
saving data frames
A final point on data frames is that we can write them to disk once we have done our data processing.
Let’s create a folder in which to store such processed, analysis ready data
dir.create("data")
byWealth <- arrange(gapminder, desc(gdpPercap))
head(byWealth)
write_csv(byWealth, path = ("data/by_wealth.csv"))
We will now try an exercise that involves using several steps of these operations
Exercise
- Filter the data to include just observations from the year 2002
- Order the table by increasing life expectancy
- Remove the year column from the resulting data frame
- Write the data frame out to a file in
data/
folder
“Piping”
We will often need to perform an analysis, or clean a dataset, using several dplyr
functions in sequence. e.g. filtering, mutating, then selecting columns of interest (possibly followed by plotting - see later).
If we wanted to filter our results to just Europe and then also remove the now somewhat unnecessary continent
column.
The following is perfectly valid R code, but invites the user to make mistakes when writing it. We also have to create multiple copies of the same data frame.
tmp <- filter(gapminder, continent == "Europe")
tmp2 <- select(tmp, -continent)
Those familiar with Unix may recall that commands can be joined with a pipe; |
In R, dplyr
commands to be linked together and form a workflow. The symbol %>%
is pronounced then. With a %>%
the input to a function is assumed to be the output of the previous line. All the dplyr
functions that we have seen so far take a data frame as an input and return an altered data frame as an output, so are ameanable to this type of programming.
The example we gave of filtering just the European countries and removing the continent
column becomes:-
notice that in the select
statement we don’t need to specify the name of the data frame
filter(gapminder, continent=="Europe") %>%
select(-continent)
We can join as many dplyr
functions as we require for the analysis.
filter(gapminder, continent=="Europe") %>%
select(-continent) %>%
mutate(lifeExp = round(lifeExp)) %>%
arrange(year, lifeExp) %>%
select(country, year:lifeExp) %>%
write_csv(path = "data/europe_by_lifeExp.csv")
Plotting
The R language has extensive graphical capabilities.
Graphics in R may be created by many different methods including base graphics and more advanced plotting packages such as lattice.
The ggplot2
package was created by Hadley Wickham and provides a intuitive plotting system to rapidly generate publication quality graphics.
ggplot2
builds on the concept of the “Grammar of Graphics” (Wilkinson 2005, Bertin 1983) which describes a consistent syntax for the construction of a wide range of complex graphics by a concise description of their components.
Why use ggplot2?
The structured syntax and high level of abstraction used by ggplot2 should allow for the user to concentrate on the visualisations instead of creating the underlying code.
On top of this central philosophy ggplot2 has:
- Increased flexibility over many plotting systems.
- An advanced theme system for professional/publication level graphics.
- Large developer base – Many libraries extending its flexibility.
- Large user base – Great documentation and active mailing list.
It is always useful to think about the message you want to convey and the appropriate plot before writing any R code. Resources like this should help.
With some practice, ggplot2
makes it easier to go from the figure you are imagining in our head (or on paper) to a publication-ready image in R.
As with dplyr
, we won’t have time to cover all details of ggplot2
. This is however a useful cheatsheet that can be printed as a reference.
Basic plot types
A plot in ggplot2
is created with the following type of command
ggplot(data = <DATA>, mapping = aes(<MAPPINGS>)) + <GEOM_FUNCTION>()
So we need to specify
- The data to be used in graph
- Mappings of data to the graph (aesthetic mapping)
- What type of graph we want to use (The geom to use).
Lets say that we want to explore the relationship between GDP and Life Expectancy. We might start with the hypothesis that richer countries have higher life expectancy. A sensible choice of plot would be a scatter plot with gdp on the x-axis and life expectancy on the y-axis.
The first stage is to specify our dataset
library(ggplot2)
ggplot(data = gapminder)
![](data:image/png;base64,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)
For the aesthetics, as a bare minimum we will map the gdpPercap
and lifeExp
to the x- and y-axis of the plot
ggplot(data = gapminder,aes(x=gdpPercap, y=lifeExp))
![](data:image/png;base64,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)
That created the axes, but we still need to define how to display our points on the plot. As we have continuous data for both the x- and y-axis, geom_point
is a good choice.
ggplot(data = gapminder,aes(x=gdpPercap, y=lifeExp)) + geom_point()
![](data:image/png;base64,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)
The geom we use will depend on what kind of data we have (continuous, categorical etc)
geom_point()
- Scatter plots
geom_line()
- Line plots
geom_smooth()
- Fitted line plots
geom_bar()
- Bar plots
geom_boxplot()
- Boxplots
geom_jitter()
- Jitter to plots
geom_histogram()
- Histogram plots
geom_density()
- Density plots
geom_text()
- Text to plots
geom_errorbar()
- Errorbars to plots
geom_violin()
- Violin plots
geom_tile()
- for “heatmap”-like plots
Boxplots are commonly used to visualise the distributions of continuous data. We have to use a categorical variable on the x-axis. In the case of the gapminder
data we might have to persuade ggplot2
that the year
column is a factor
rather than numerical data.
ggplot(gapminder, aes(x = as.factor(year), y=gdpPercap)) + geom_boxplot()
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkkAAAFpCAMAAAC/GkytAAAC+lBMVEUAAAABAQECAgIDAwMEBAQFBQUGBgYHBwcICAgJCQkKCgoLCwsMDAwNDQ0ODg4PDw8QEBARERESEhITExMUFBQVFRUWFhYXFxcYGBgZGRkaGhobGxscHBwdHR0eHh4fHx8gICAhISEiIiIjIyMkJCQlJSUmJiYnJycpKSkqKiosLCwtLS0uLi4vLy8wMDAxMTEyMjIzMzM0NDQ1NTU2NjY3Nzc4ODg5OTk6Ojo7Ozs8PDw9PT0+Pj4/Pz9AQEBBQUFCQkJDQ0NERERFRUVGRkZHR0dISEhJSUlKSkpLS0tMTExNTU1OTk5PT09QUFBRUVFSUlJTU1NUVFRVVVVWVlZXV1dYWFhZWVlaWlpbW1tcXFxdXV1eXl5fX19gYGBhYWFiYmJjY2NkZGRlZWVmZmZnZ2doaGhpaWlqampra2tsbGxtbW1ubm5vb29wcHBxcXFycnJzc3N0dHR1dXV2dnZ3d3d4eHh5eXl6enp7e3t8fHx9fX1+fn5/f3+AgICBgYGCgoKDg4OEhISFhYWGhoaHh4eIiIiJiYmKioqLi4uMjIyNjY2Ojo6Pj4+QkJCRkZGSkpKTk5OUlJSVlZWWlpaXl5eYmJiZmZmampqbm5ucnJydnZ2enp6fn5+goKChoaGioqKjo6OkpKSlpaWmpqanp6eoqKipqamqqqqrq6usrKytra2urq6vr6+wsLCxsbGysrKzs7O0tLS1tbW2tra3t7e4uLi5ubm6urq7u7u8vLy9vb2+vr6/v7/AwMDBwcHCwsLDw8PExMTFxcXGxsbHx8fIyMjJycnKysrLy8vMzMzNzc3Ozs7Pz8/Q0NDR0dHS0tLT09PU1NTV1dXW1tbX19fY2NjZ2dna2trb29vc3Nzd3d3e3t7f39/g4ODh4eHi4uLj4+Pk5OTl5eXm5ubn5+fo6Ojp6enq6urr6+vs7Ozt7e3u7u7v7+/w8PDx8fHy8vLz8/P09PT19fX29vb39/f4+Pj5+fn6+vr7+/v8/Pz9/f3+/v7////EEEZvAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAgAElEQVR4nO2deXwURd6H4y77+r67ul6sx67ruvvqvpf7ro0gghBAuUO4lBBDFLlCREAURAQ5fNXgBUaIQY0IIosCCdeiIvcdLhHw4EiEEAhhJPc1maM+n3e650rPVHV9AzM5pn/PH9PM9Hequ9IP3T3V1dVRjCBCQVRjrwARIZBJRGggk4jQQCYRoYFMIkIDmUSEhpCYVMan3FYpmBNIha0cTFbVgsGyGiuatFajSVsVGKywVYDJShu68Gq4QjU1aLIWrZB4W1aF0iQLn0usTDAnkBJWBCYrnGDQUmNDk7ZqNMnKwWAxKwGTZexnMFllB4OWWiuadFSCwUusVDCnlEzyQSbJIZMQyCQ5ZBICmSSHTEIgk+SQSQhkkhwyCYFMkkMmIZBJcsgkBDJJDpmEQCbJaSYm/Tj7uXd+wqJkEoBpTTrZU1GU/vlQlkwCMK1J8xSV5VCWTAIwrUkzNJPmQ1kyCcC0Ji3RTNoAZckkANOadGGUS6SpWI3IJADTmmS5uG31HrBGZBKAeU2i9iQEMgmATAIgkwDIJAAyCaBRTcrZuuM8GCWTgiGTvHzZXVFij2FZMikYMslDYQ+1MWsMViaZFEwDmLRveJdBq7H1bESTjmrNog9hZZJJwYTfpBz1uqyyFVrPRjQpTzPpEaxMMimY8JuUqW2imdB6NuZ50jR1NZdiWTIpmPCbtFQzaTK0no1pUsGHo8evAcskk4IJv0nHNJNWQOtJ7UkApjXJsrKboryBrSeZBGBekyyFZwrB9SSTAExsUrNoT7KQSQhkEgKZJIdMQiCT5JBJCGSSnAYyqVYAs4vmBGBjNjBpFy4sEIcTTTodaDLyKoQmbcKq14TSJKHHtE+SQvskMskIMolMMoRMCoZM8kMmySGTEMgkOWQSApkkh0xCIJPkkEkIZJIcMgmBTJJDJiGQSXLIJAQySQ6ZhEAmySGTEMgkOWQSApkkh0xCIJPkkEkIZJIcMgmBTJJDJiGQSXLIJAQySQ6ZhEAmyYk4k1Y+3n/KCSxKJgGY1qS16qAVcRegLJkEYFqTntbGP9kNZckkANOa9EQ9nnBCJgGY1qQ5mknYQwXJJADTmnR+rKJ0X4eVSSYBmNYki+XUd9izKckkCBObRO1JAGQSAJkEQCYBkEkAZBIAmQRAJgGQSQBkEgCZBNDkTFozLHFuNWPfJCem2QUTMokPmVSXQ6Pzy+Z+wqriT1inr+ZPyCQBZFJdlrzP2IlktmOGS6pJ/AmZJIBMqsvOEYWV6XEs6z3Gzj3JnzBWoChKqrgMIuKxeaZG50mfDBmWMYxlpTOWP5Q/Yaxy5cqVR8v5VLBqwZxAqlglmKxhYLDcZkeTjlo0yWrAYCWrApPVrAJM1jrAYLndhiadVjAo3paVcpNqqxjbN5Vtn8XY4Yn8iQfhHpGOblLMcHQ7mWCpnrydVSbkO1NW8SdkkgAySUdmwojlrsnBMaPm2wUTMokPmXR5CJdOJkkhk8gkI8gkMskQMikYMskPmSSHTEIgk+SQSQhkkhwyCYFMkkMmIZBJcsgkBDJJDpmEQCbJIZMQyCQ5ZBICmSSHTEIgk+SQSQhkkhwyCYFMkmNik1Y9O/6TQixKJskxr0mL1CG7UrAsmSTHvCbFaqO/FUBZMkmOeU2K1kzCBlwmk+SY16Thqki9sSyZJMe8Jh3sqSjdNmJZMkmOeU2ynN26MReMkklyTGwStSchkEkAZBIAmQRAJgGQSQBkEgCZBEAmAZBJAGQSAJkEQCYBkEkAZBIAmQRAJgGQSQBkEkBTM6neYxMGQuNMAjTfcSZxSviUskrBnEAqWBmYrBYtLIhaO5q0W9EkqwKD5awCTFaxUjBZ4wCDJbZaNOmsAYNlwm1ZEUqThHtEOrpJoaMbmWQEmUQmGUImBUMm+SGT5JBJCGSSHDIJgUySQyYhkElyyCQEMkkOmYRAJsmpn0ml85KTUkt5qpBJbsikYDgmfXfTXx6J/d1N35NJQsikYDgmRU9xMFbVuzOZJIRMCoZj0o3V6uvu35JJQsikYDgmtTmtvq76G5kkhEwKhmPSzge+KrKsuGO93W7n+kImkUkcOCa1vDrKC5nEh0wKhmPSAT9kEh8yKRhhy+S3veupEZnEwdwmHW7d0sXVfckkIWRSMByTOnRYcvNHH/zhFJkkhEwKhmPSNVvYE2vY+wPJJCFkUjAck367iaVOZKdakklCyKRgOCY93Cln2101n9xCJgkhk4LhmPTjvbNr2/4majqZJIRMCobbCuBkleu21V8kMikIc5tknTqEsa7jq8kkIWRSMByTxt6cztinfxpPJgkhk4LhmHTLEvV15e/JJCFkUjAck27arb7uu5FMEkImBcMxaWCPEsbK+9DVEjFkUjAcky7cc02bdtfdfZZMEkImBcNrBXCsTXl5RW39RSKTgjC1STm9T1+GRGQSF1ObZG35UYAg+ZPjpxYx9k1yYppdMCGT+JjaJLbmr29u2OnC+9458oB9wRxWFX/COn01f2I2k8pFf85AzG1SCw/e94enMGYvYztmMHZoEn/CWFlqauquKj7VzCqYE0gNqwaTtQwMVtkdaNJhw3L7BijKu5VQtIbVgAu3whWyOdGkw44mnWDVjbZlsEmBrJ85ZfAL51jWe4yde5I/Yexinz59FtkFMIdoTgAOBgbrkXQ6Q5ws7q0+ETUTyjrCUHVnGKrO8KSoQlaOScVr3mbf2XxvlyeesH4+kWWlu86YhvInpjq6faE9pHkMlDX30e3ErbdHsdj/+Mn7ftPrLrkGsO2zXAe6ifyJqUz6SjNpHJQ1t0m9BjtaMEv3ft73RUOPW5dOY5UJ+c6UVfyJqUzK66WatBzKmtuka7OZ62x72w2+D/Ykxc+0MHZwzKj5dsHETCZZshOUbguwqLlNun2batKmP7J6I1x6ZJnk+sNTe1IQHJNGRhe3YEf/J5lMEkItk8FwTCqJ/lXUDVH9K7mykEkqZFIw3H7cexdmnqi/R2RSMOY2yXE5EpFJXExsUtmT11/dNZdMMoZMCibQpKeumfbmn/7XSSYZQiYFE2jS7amu06SoHDLJEDIpmECTrtrJmC1qL5lkCJkUTKBJmkRkkgQyKRgyyQ+ZJKceJnXo27ev9kJ3KYkhk4IJNGmgHzJJCJkUDD1LyQ+ZJIeepYRAJsmhZykhkEly6FlKCGSSHHqWEgKZJIeepYRAJkm5+EXGyvP8WfQsJT9kkoyLzyiK8kgedx49S8kPmSTja+0GrTTuPHqWkh8ySUaGZtLz3HmBJm30sa+eGpFJHCLMpPWaSe9w5wWadI2LX0Rd9Yuo38STSULMalLhky6Reudw5/FGvfnzlzXWjXev4spCJqmY1STL0y6T+vB/vHFM+luW+rruHjJJiFlNWqMd3WZy5/GepbRdfd11PZkkxKwmTdJMiuXO45jUpWsZY+U9upJJQsxq0kzNpDjuPN6zlG69oVu3G2+7jHsnBcsnkwCahUnfaCYt487j9SqpWDD+2Q8v42ZuMimICDPJkhmtKHP4szgmHdP4/uf63/QmWDyZBNCYJp2Y3DvuUyx6qahYMIf3HNyr1AslLVr8OqmETOITWSYVPiY+ZgVSr74Aq29deDJnyX8dOvLg8HqaVCuA2UVzArAxG5i0CxcWiMOJJp0ONBlZFTqunf0kQVmbsOo1wSb9LVN9Xdue/XA77ZP4RNY+abtm0mAoW6990nXa3W77r2MFvyaT+ESWSfk9VZPeQKLnF7+2IJc/izdiaUw5Y5X9urI37yOT+ESWSZZNLpXGnQOChUPrdd3t7N3XR3e64c6czH/dQCbxiTCTLOdPnoFy7r4Ac7nzeO1JthUzXlxqZRcK6ikSmRREMzEpHP2TrgjB8skkgDCYdGzZZz+A0fD0mSSTpDQLk9apW30zlkXbuCeo/bjPcmeRSX4izCTtF9lALAvfpfRlRiZ+bwmZJKU5mHRaOxIphVCYRpgAMKtJF+9XRWqPlUkmAZjVpPPaLqn9RShcjZp0stNXgjlkkp/IMumcZlIX5Oh2MFHp9Dp2GDyurBPMIZP8RJZJliTVpIlAsKCvmsSeDkUmIUSYSSeTFWW84CKZjr3a3isRKpRMQogwk1x/pAootkczaQiUJZMQIs4k8GrJ+VjVpHQoSyYhmNUky4EhSnQKnXHLIJOQMtEKkUkI5jXp8Kr1gmsggZBJCBFmUuHCpOSlUMPkQvVu/x+hQskkhAgzabZ6Hj0PCOZqv91egAolkxCah0mbX3xuEXJ2XNhF9aMbkNyi4L0GyCSEZmHSWnWrTwWCZ+C+AIcMxo0IhExCQE3KmZU4ZhMWDb1Jj2ubHWm6HqAGHweCO7Uie0OLJ5MQQJMKBqt/+C1INC99RtppbOGoSd21zb4PSO7q6dLjABB096mNhhZPJiGAJm3T/vCTgGS+ulvoi922gZrUQ1s6fyBjPYf7K0rc90AwUyuyLbR4MgkBNGm19ocfCSSXaskMqNT67ZP2A8khanAUEFykFdkaWjyZhACa9IP2h38XSL6lJV+FSkVN0vxQTsmDZ+Ez7sVkEkToz7jVXc0opE04S9tE2CAgqEnL1SInAMEL2sIfBpL/1JIPQosnkxDgVoBT2UegXGGyawsNvwBlD+8+CeX2q92zBYNh6XlU9WMoEHSP1PYQtHgyCSH07UkHh3Z/PBsJFjzl2pYfIckYbbPny4PulsmuQJHLFPzeATIJIeQmHVdvOevxHZBM1zYmsqdroyXXyoN4y6T7J0RHYOFkEkbITXLfRs+/+VnPWC35GZBsB/9201omkT61ee3QZo0rNWnZ44+9WsbYN8mJaXbBhEziMVfb6ilAcpqW3AAkX0DPoy1fPKAoD2xHkuujFSUBaaK6QpOODLXUvJrBquJPWKev5k/IJC4bNT/WA8k3tORRIFk4tV3beKS90TJcLXIckrTkdXwFyl2hSXlHmGPhQrZjBmOHJvEnjNnz8/NLi/gUswrBnEDKmaiMQKqcYLDIakOT9ho0ySqx3Bx1l4QE4zSTFkGFVjugmLsVoO3PULjLfChWVHRKWS+YUwYc3dimvknVLOs9xs49yZ8wVuBa61SjMsxJ4YFCKOf+RfZOKBddoRV5nwMKd1kAllqobBbMsXmmxmfcRfPmsqx0xvKH8ieMWbOzs/NK+JSySsGcQCpYGZisZmCwpNaOJu1WNMmqwGA5q4BySe5fZFC2xgHFLmpFtiqCwl3SoFhJSY7yhWBOhdykjVsZyxnBts9i7PBE/sSD4Ahq2vMkvFeJdjm+O3bSC/aZ/AluBXDRBelbqXJF50nbkyudC19nlQn5zpRV/AmZJAA1aZe60WOxXvmgSd+5TSqAwg1jkjMj8fGUEsYOjhk13y6YRIJJez5chA6mB5uU+zFwrdXibQUQDQMSALabaYL7JBzBMpqHSVrfip1I8sAwpddCrNADWImelsnPgWT+MEXpuh8IkkkYITepQPu7PwEk83qryUyoVNSkdLg9aYQabIf40UlN9oQWTyYhgCZ9q23LLkByg5YcC5WKmlQwxlUktJ9rpS0dabr+0pXrvA1aPJmEAJrkHgINGbDDPbz5U1CpqEkWy+J+yJVei8V9zHoLif4wIB7rqUImQaDnSWnqFkJuGcnVBpVdBBWKm7Rc4Q9OHIjbJP4w/YEkIT3iNMgkANSki289Er8CSm6OUZQUbPzGcJn0DZQlkwBCb5J2ERXo96OBrmboTWqtmbQLypJJACE3yT3AJ/aQM7w9KfQmtapHyxOZBNCIv90sjWqSNsq2shXKkkkA9TAJfBistoWQu9gsjWqS+y4l7LoKmQSAmpQ/rVOn8dBv4RXqNVTk5mfXyflo8LpGGEz6tqtrPf+BlUkmAaAmzcT3NMeWr/4JK/SishgLhsEkS96YLtg9UmQSBGpSN+1ggN2aD/cFaFSTLK/3AYNkEgJq0sOaSdi+hkySY16TXlRFQm5EtZBJCOY16cwE12kS2O2opBhcOJnEoZmatGvKuDTkseQuytGFWwbNAoNkEofmadJ29Zg1Crv0hfe+JZPkRJpJE7Tz6P1I9PslHx8El04myYk0kxI1k74EklvV4HJs6WSSnEgz6f80k5Cm68fU4MPYcZBMkhNpJuU+ivY1c3fnwZ6kQCbJaSYmXVi76Cts93Fh25fHoGBbVaRW2E1fZJKc5mHSefU69zhMJbQ9ifZJEBFm0kJtqyODxOAmJahFdqPzJAlik7IX6UhTZug/8PWKaEomTddMmg9lUZM2q0UuwbJkEocExZg23mBTMuk9bdWyoGzBaWxI2VfwO4rIJB7xL5QasaiVN9iUTMrto/akRroDFkxWlJ5fI2VqN6JCD2cgk7jEv2S4yZc1SZMsuWkzM6CrafNUPXogvY7cHeixYR7IJA7N0yS4PWmY5sdGIOk+mGOdDMkkDk3JpAufzn4feR6ZxbJtZOxYqCd1suYHspFa0z4JoVmYVDjStSl7IVc2DqobvSeSVHvvKwOQMyptANgYIGghk7g0jklVPLQeIMq73Hl6tLMfZTmQrPp8YNeJuUjw/BOK0v9HJFlVFfcylquqVJaCyaPKPjCZpfwMJt/sAwarkp5Fk13eE81JkJnkS4bSJO7ouh9rfjwFjNDrvi77ATKY76YB3SYWIMGiomcHX8KCRYNmgcFLyidg8pCyC0yuUM6Dydf7gMGipAloUjyKsnSf5A1CoyijcHeP8zU/kOexup+fsQdIfq4GO2Mt11OQBy5o0NGNQxM6T3I/h+4ZpD4p6i4JCbof3rEciZJJCM3CpGxtq0OP8FzWSemBdF/z/LZPQqJkEo8lvXvpuL+T/v2gHG+yCZlkUR+5kIT069CukUGDLSrwEZNM4jK18ytGPON/+HdTMsmy+0NoR2MZpfkxE0i6TcKeI9WwJmVn6ligzNN/sFv0xQY2abDhhjzYNE1ShyeeigzW2kvzA7nN0X2PtnCr6GhYk/pILp138yX/MV/Hs8o7+g+Eg5KKTfr+jdk6evfVv3/D11bXLE1yP2X1U1Ht6/CglowFkkfVJy8iDzC3NLRJPWcbXjp/xzdAU57SvpMRbYTDYohN+kjpY0SM/+HOzdKkT+EjkfvKBvSM6Pzk+7YgOUtoTNqu313MV8bq33/sa5DoOcfwL5TuM+mMss4wOWGEaGXEJmUohkWWN3OT3I/wHC6qfR3cj3iNBpIWy4dtoZglNCaNbWO4/2jvv80lHCYd2K1jcnf9+92+q0YRblKK5gcyVn0/LTkGSDa0SU+PNqz3JuW4NxkGk/ZITr2Ut73JCDdJezaDch+wJbU/Wevj8qDFVCZtUb763ohur3mTEW7SQ5pJrbjzAtjYUxmQjQRDY1LeBj19nta/3+T7wdnIJh03TMaYxaSRmkkPQFt9E9gnLTQmvSs7bPj695JJIhrSJPdjp/tBW71hTZrTKd+I/coX3iSZJKIhTXLfe9QX2uoNbNJDhrXJI5MsTcqkf2gmYVelySQfZFIQP3VXTcIuZJJJPsikYA4lKf2wS7ghMalws/4X2KgB+vcbfQ15ZJKIJmqSJUdZLTXDTShMWi/7RebrS0cmiSCTVLKUXYYNeQ/4Bh4gk0TUMSmun2FPpicj2qSLhivZnkyqj0mDJHv4ZmfSmUH67qGd2+jf9/Ids8gkEXVNegjtMxlxJh1Rnk81osdz3qSpTco2Ymsdk9pIBPGZNDjZsMzZTcWkSXE6+rYeoP8gxW/SLsNFD41kk1Yabsy6V3AlXIZJzeWMu32i4V72kf7NzaRuHQ27LUb7el+dkW11X4+uLZLg/ZdjUl9DOZc0FZN26weQW6C8pP/AP1Rh+4WGBb7WVExqZ+jHw36Tukq2ZcfwmmT4/3JG82sFeEJS9/t83TUa16R2zxvxdB2TWklqdDkmxSQYEV3HpBmGp4idI7g9acgUw9gKxTeyX1hMyjHslF/HpNaSzX4ZJjWX325mNmmZYXvj4DomGXPf5ZjUXH67GQabo0mjDM/n3vSb9EAPw138Q75blo5INnrryzGpM/VP4tNkTHpMsjH9JrWVBH035NTHpDhDO9s0v1YAMimkJg03PD1+OLy/3UYYnnqtq2MSeudkeEwyXPj5Oib1MzxXyKpjUrfRRvQPr0kJAw1/bDxV5zzpPcO6z/R12j2izP/aiP51TJptuPQ6+6TWhjuvR/2P/Ron+6/hG8hSdjd3V2/wrKxI3z24W5Uehm0QrX0mLZKVucKbnCVLHvYmPxqvI1lJ1H/wSqhM+iY5Mc0eaNKQBw2r3sVvUgdJhQZ6gyfvlyR9A1Psj9VfkOvYTv8+xrenyZ6mp/MA/fuZvnFWj+qHiVipTNN/4HvkgnSEiV2+5Cp9G9uLyof6D3wjkuW9ql+tRzvo30/f60tm6Rf26BD9+1W+rll5ATdfRs/QvxeOGxu255ZUxZ+wTl8daFKWvqrPKyP1H/iHffpS/9d7RUnVf+AfZuFsro759+vf5wqHsGjUUW8OdcKGwWi6I3EFEDaTdsxg7NAk1z+KXecq62v4VGRfEMwJpPj7cjR5DgzWXCxAkxd+RpOllWDQymrBZFVpNZi8BFfoux/R5NpjYLDsa9EfvvrKTMp6j7FzT7r+ccl19pVVK4DZRXMCsDEbmLQzMFjrcKJJpwNNRl6F0KRNWPWaKzQpnbH8od53gv1eGJ7yDj9LqT7P5rZVo0lWDgaLWQmYLGM/g8kqOxi01FrRpKMSDF5ipYI5V3h02z6LscMTySQRZBJKZUK+M2UVmSSCTII5OGbU/KBWgKClk0lSTG+SDuHSySQpZBKZZASZRCYZQiYFQyb5IZPkkEkIZJIcMgmBTJJDJiGQSXLIJAQySU4DmSSgMvUEmDyTWgQmD85Hl/7VZ2jy001g0Jn6LZi8mHoOTP6QagWTOxaBQZb1TzT5QTYYrEjNkSTCadIlZQOY3KucBpOL26JLn/Y4mox7BQw6FdTO48o3YHKtUgkm3+4DBtno59BklwVgsFDZLEmQSWQSApmEQCbJaVyTHPlV8pBGTb4NTJaj5x/sUiGaLCxGk/kVYLA2Hz37qcx3gMmSC2CQuc6PQc6XyjMadum2DKdJhJkgk4jQQCYRoSH0JtlHqKeQa4Ylzq1mbEJMTEw6YxtHPDY96CjPCa6IUSkxTOZPjp9aJCiSlwTK9EbkZXqSyHpuGBb/ahlSdXcQKdIzAaqur5cez9c9dyx6JtwyeUnBeobBpC8mxrhqdGh0ftncTxiLL1Pvnjg34Lw1I3AcE15QvdMh+x3DIp0jD9gXzOEXyU0CZXoiQJmeJFBm/iNna95KB6ruCQJFeibAaurXVo/n6547Fj0TbpncJH89WRhMOrK3r6tGS95n7EQyq0jQPjuYxtjZRCDooualGmaUPOyqr72MXyQ3CZTpiQBl+guTlVkQd8kx/32g6p4gUKRnAqxm0NrWwfN1zx2Lngm3TG6Sv54sLOdJA1w12jmisDI9jp1MGBv3UoH6oe2N4JYLbjBjj3GR62dOGfzCOVGR/KSsTH9EVqY/KS3z8z6DRtQAVfcHZUX610G2mkFrq0f9uueORd+Ni/wyuUlumeEyiX0yZFjGMHZ6SXnlYtXjXUkfBzeb8IIFz0iKXJ54wvr5RFGR3KS0TF9EWqYvKS3zx+RjlvfnAFX3BeWr6V0H+WoGrK0e7eueOxZ9Ny5yy+Qm+esZLpNqqxjbN5VZaxkrGsicqS/wGhSDg4wtXS8pctPrjBUPEBXJSQJleiJAmb7CpGUu+dhVo0eBqnuCQJGeCbCagWtbF8/XPXcseibcMrlJ0XqGy6STCZbqydvZ5nGl1Z/NYNkTbA4H/z+mPshYEudXgS5ZNPS4dek0UZGcJFCmJwKU6StMWuaup8/VLJsMVN0TBIr0TIDVDFzbuni+7rlj0TPhlslNitYzbEe3zIQRy11WL0pISCliC9Ufjo8BQXY8WVYk25MUP9MiKpKTRMp0R5AyPYUBZS4fGj+zEKi6J4gU6Z4gq6lfWx3er3vuWHRPuGVyk6L1pJZJIkSQSURoIJOI0EAmEaGBTCJCA5lEhAYyiQgNZBLItjs6ykPWey1Gs3c8EqKVaYqQSSADYoMeQdD+zcBPXhthXIjyVehWqKlBJoF0nxH0kd4kay6rvfWoQQmuwOIuoV6tpgOZxOPHbtdf2/Fbxtb+/d/unKt9Eh0Vdb/v48JHW9461toqKqo7uxh/y22PufZWLda27M0y2zD2TLQr/fJ/spJRd/w25qS/KC1gvTa3cSsWRsgkHkr0xs0dWrO8f5m0LyXK3RtH3Sd5Pnbc02P34t9NVfdJzvvabNnappWTtfhrxk8saRhju37pOlX671dYdMet2XG3FXu/4w6wv7/fuBULI2QSB+fsHMaWtGRfX3WasRXuG+JdJnk/XndNMWPpiapJW1rkMXbml9tYizdcGSXF9d3fZ7BjV/2091dFjNlvX+P9jjvABklOpJoxZBKP2u3vPnFzS1be+pqERZ47BtV9kufjlDbuj1wmpd2l/uMv6ayFervxH1a6Xsb0YlPbsYVRLVxEve39jjvApsY0RnUaBDKJQ2Xbu55bneHa/GzH6H9v6e7Y5TLJ+/HL7dwxl0nz7lb/cdc81mKna/qHTNfL1qvL7kpjmTcGFKUF2LReDV2XBoNM4rDuNzWMfdCSbXUdkZwx/bTPXCZ5P15xXTljSx9WTdrYIp+xsy02u0VRj27McfNzv/qZHY9y/YyzxH7n/Y7HpLjhjVit8EImcdgW9WnOB7df/e2GX6R+u+ovM9jCNM0k78e1d8Xuz7pzHOswuth5b7tdOx9QnG5RRqldp9moX6qHsP73bN7e/a8273c8Jt2b3pj1CitkEo/pt9w08FTf3uz1P1/9x+dq2UOt3OdJ3o/zYm+4bVw1y7ipPyuMu+WW+IueXc7K+9Uvfx21zPVaOfr262Jz/d/RArXXnmrUeoUTMimEWG895npdc61wWI8lnRpwbYAtVUoAAABWSURBVBoYMimUvDqC2Us7iM+FWn3RgCvTwJBJocR6r2Vv1B3Cq7g7BzbkyjQwZFKIcZywy0ORCJlEhAYyiQgNZBIRGsgkIjSQSURoIJOI0EAmEaHh/wH0YSAXgSWxuAAAAABJRU5ErkJggg==)
ggplot(gapminder, aes(x = gdpPercap)) + geom_histogram()
![](data:image/png;base64,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)
Counts with a barplot
ggplot(gapminder, aes(x=continent)) + geom_bar()
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkkAAAFpCAMAAAC/GkytAAACoFBMVEUAAAADAwMEBAQFBQUICAgJCQkKCgoMDAwNDQ0ODg4PDw8RERESEhITExMUFBQVFRUWFhYXFxcYGBgZGRkaGhocHBweHh4fHx8gICAhISEiIiIjIyMkJCQlJSUmJiYpKSkuLi4wMDAyMjIzMzM0NDQ1NTU3Nzc4ODg5OTk6Ojo7Ozs8PDw+Pj4/Pz9AQEBBQUFCQkJFRUVGRkZISEhJSUlKSkpNTU1OTk5PT09QUFBRUVFSUlJTU1NUVFRVVVVWVlZXV1dYWFhZWVlaWlpbW1tcXFxdXV1eXl5fX19hYWFiYmJjY2NlZWVmZmZnZ2doaGhpaWlqampra2tsbGxtbW1ubm5vb29wcHBxcXFycnJzc3N0dHR1dXV2dnZ3d3d4eHh5eXl6enp7e3t8fHx9fX1+fn5/f3+AgICBgYGCgoKDg4OGhoaIiIiKioqLi4uMjIyNjY2Ojo6Pj4+QkJCRkZGSkpKTk5OUlJSVlZWWlpaXl5eYmJiZmZmampqbm5ucnJydnZ2enp6fn5+goKChoaGioqKjo6OkpKSlpaWmpqanp6eoqKipqamqqqqrq6usrKytra2urq6vr6+wsLCxsbGysrKzs7O0tLS2tra3t7e4uLi5ubm7u7u8vLy9vb2+vr6/v7/AwMDBwcHCwsLDw8PExMTFxcXGxsbHx8fIyMjJycnKysrLy8vMzMzNzc3Ozs7Pz8/Q0NDR0dHS0tLT09PU1NTV1dXX19fY2NjZ2dna2trb29vc3Nzd3d3e3t7f39/g4ODh4eHi4uLj4+Pk5OTl5eXm5ubn5+fo6Ojp6enq6urr6+vs7Ozt7e3u7u7v7+/w8PDx8fHy8vLz8/P09PT19fX29vb39/f4+Pj5+fn6+vr7+/v8/Pz9/f3+/v7////Ls43FAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAQ7UlEQVR4nO2d/2OU9X3A06xbN1c3qeu2Otxcw2yrbe1mJ35BBELIoHwtLSKFUsrkW8PAL4wvsQ6VVp2TImhhs0oQkJYpwqpWESNgEPkWksAlJLm797+y5z53F7w073Dv5/M8j3B5vX64Ty6X5/Pi/eTlPedFTJUAREHVp/0HgAqBkiAaKAmigZIgGigJooGSIBpCltQRngsXPA4ul56u+B3nelPxS1K95+KXdPb4HOxX0qnwdPd4HFwumVT8jjPSEb+kXVrjl6SyHge3U5IvlOSgJG8oyUFJ3lCSg5K8oSQHJXlDSQ5K8oaSHJTkDSU5KMkbSnJQkjeU5KAkbyjJQUneUJKDkryhJEe0JY2LjZDjUZIFStKhJAuUpENJFihJh5IsUJIOJVmgJB1KskBJOpRkgZJ0KMlC7CW1zK9d2Cqyf0b92nTfQklFKMlRRknZKa+nH3lQOmsPdi96vrhQUh+U5CijpAMLRNIdsmuxyBvziotIx6pVq17tLCW+kjrDke0NeaCBLumOX9ItXfFLerI+R1+6pG1LFoz70THZvE7k2KTiInJy5MiRG9KlxFdSOhySDXmgSZKJ35GR+B1+ku5Ll7Sx/mD3s3Nlc2PwimliceHq1gdXN0cZV7eXl4ucHSU7lwYXurnFhZL6oCRHGSW1Tny3++l/lVRdS7ZhS3GhpD4oyVHOuwC/nla75JTIvplT16T7FkoqQkkO3pn0hpIclOQNJTkoyRtKclCSN5TkoCRvKMlBSd5QkoOSvKEkByV5Q0kOSvKGkhyU5A0lOSjJG0pyUJI3lOSgJG8oyUFJ3lCSg5K8oSQHJXlDSQ5K8oaSHJTkDSU5KMkbSnJQkjeU5KAkbyjJQUneUJKDkryhJAcleUNJDkryhpIclOQNJTkoyRtKclCSN5TkoCRvKMlBSd5QkoOSvKEkByV5Q0kOSvKGkhyU5A0lOSjJG0pyUJI3lOSgJG8oyUFJ3lCSg5K8oSSHZ0mtpcRXUms4Ml0hDzTQJufjl5yTtvglnVmPgzv8Sur363TiKynk7/fhdylZiPt3KQ1Gv2e4+EoK+ZTL1c0Cr5N0KMkCJelQkgVK0qEkC5SkQ0kWKEmHkixQkg4lWaAkHUqyQEk6lGSBknQoyQIl6VCSBUrSoSQLlKRDSRYoSYeSLFCSDiVZoCQdSrJASTqUZIGSdCjJAiXpUJIFStKhJAuUpENJFihJh5IsUJIOJVmgJB1KskBJOpRkgZJ0KMkCJelQkgVK0qEkC5SkQ0kWKEmHkixQkg4lWaAkHUqyQEk6lGSBknQoyQIl6VCSBUrSoSQLlKRDSRYoSYeSLFCSDiVZoCQdSrJASTqUZCGBkl6bGtzsn1G/Nt23UFIRSnKUVdKJiVNEOmsPdi96vrhQUh+U5CinpN55vwpK2rVY5I15xUXk/BNPPPH6+VLiK+l8OLI9IQ80kJIL8Uu6JBW/pDvrcXA5v7dk3dYjQUmb14kcm1RcgieqW2655ZFsKfGVlA2HSMgDTZIEHJe/pOfSJe1cLq6kRpGWicWFq1sfXN0cZVzdGsaMHztyfNvOpSIH5kphqfCS4hsk5CQVUVJA7jkpVdeSbdhSXCgp2UkqqSTZN3PqmnTfQkmJTlIpJan02+1yO/+UZIKSdCjJAiXpUJIFStKhJAuUpENJFihJh5IsUJIOJVmgJB1KskBJOpRkgZJ0KMkCJelQkgVK0qEkC5SkQ0kWKEnnsi4pEYkFStKhJAuUpENJFihJh5IsRF3Sre727ChKinmSRCQWoi1pxYqqFTmmX01JMU+SiMRCtCXdfHPVzTm+/hglxTxJIhILUV/dRpSTECX5T5KIxELkr7i7DuVopqSYJ0lEYiHqkp79bFWOP6KkmCdJRGIh6pKuu//o6RyUFPMkiUgsRF3Sl9IDRkNJUU+SiMRC1CWN/oCS4htkKJW055trtu8OoKSYJ0lEYiHqkqoLUFLMkyQiscDP3XQoyULUJbXlOUdJMU+SiMRC1CVV5fkKJcU8SSISC1GX9E7A/kf//m1KinmSRCQW4nmd9OK3KCnmSRKRWIinpLf+mJJiniQRiYWoS3orx65//jtKinmSRCQW4nnFfc2LlBTzJIlILERdUv5/+V5OR5TkNUkiEguRv07K7mhcvT1LSXFPkojEQtQlnaz5zHXDq0ecpKSYJ0lEYiHqksZ99YjI0a+OL6ek06XEd2pOhyPTGe64+AYZl7DEQiob7jhHx++XNOyV3O2uL5RT0oVS4js1STgqUmKhNxvuOEfX75d0Tb6kYeWU1O8ZLr5Tk4SjIiUWIr+6feWoSMvXaimpEiQWIn/FPaJ6+PXVX75cX3HH56hIiYXo3wVoWrvm5cv2XYD4HBUpsRB1Sd0LJ4j8071dA6ZDSVeYxELUJX3/mkaRp/7qXkqqBImFqEsa9mTudtNfUFIlSCxEXdLVe3K3//t5SqoEiYWoS7r7220i50beQUmVILEQdUkf3/C5G2+66voPKakSJBYifxcg88uGZb/oGSgcSrriJBaG2N93i89RkRILlIREl1igJCS6xAIlIdElFigJiS6xQElIdIkFSkKiSyxQEhJdYoGSkOgSC5SERJdYoCQkusQCJSHRJRYoCYkusUBJSHSJBUpCokssUBISXWKBkpDoEguUhESXWKAkJLrEAiUh0SUWKAmJLrFASUh0iQVKQqJLLFASEl1igZKQ6BILlIREl1igJCS6xAIlIdElFigJiS6xQElIdImF2Et6afL4RR+L7J9Rvzbdt1DSlSGxEHdJx0Z91L1+gXTWHuxe9HxxoaQrRGIh7pL2rRX5sF52LRZ5Y15xEUlt2rTpzXOlxHdqknBUpMRCdzbccY5UGVc3kd5/e0Q2rwueniYVF5HjNTU1q/p9XXynJglHRUoSo7ewDlrSq9OeyMjmRpGWicVFJNPe3n6h329miu/UJOGoSImFqH8rV3+yq350LFh2LhU5MLe4FOh3rYzv1CThqEiJhbhfJ+29rzeTyUiqriXbsKW4UNIVIrEQd0mP3xYwPnjlPXPqmnTfQklXhsQC70wi0SUWKAmJLrFASUh0iQVKQqJLLFASEl1igZKQ6BILlIREl1igJCS6xAIlIdElFigJiS6xQElIdIkFSkKiSyxQEhJdYoGSkOgSC5SERJdYoCQkusQCJSHRJRYoCYkusUBJSHSJBUpCokssUBISXWKBkpDoEguUhESXWKAkJLrEAiUh0SUWKAmJLrFASUh0iQVKQqJLLFASEl1igZKQ6BILlIREl1igJCS6xAIlIdElFigJiS6xQElIdIkFSkKiSyxQEhJdYoGSkOgSC5SERJdYoCQkusTCp1lSTynxnZokHBUpsZDu//20cIHnpMqWWODqhkSXWKAkJLrEAiUh0SUWKAmJLrFASUh0iQVKQqJLLFASEl1igZKQ6BILlIREl1igJCS6xAIlIdElFigJiS6xQElIdIkFSkKiSyxQEhJdYoGSkOgSC5SERJdYoCQkusQCJSHRJRYoCYkusUBJSHSJBUpCokssUBISXWKBkpDoEguUhESXWKAkJLrEAiUh0SUWKAmJLrFASUh0iQVKQqJLLFASEl1igZKQ6BILlIREl1igJCSfsoSSkEQjoSQk0UgoCUk0EkpCEo2EkpBEI6EkJNFIwpW0f0b92jQlIfEtqbP2YPei5ykJiW9JuxaLvDEv+KB77969R9tKie9PnYQDSVhJjvPWkjavEzk2KfjgeE1Nzapyj4KKp7ewll9So0jLxOCDdEtLS3treHp6PA4ul0xX/I42OR+/5Jy0xS/pzHoc3GEtaedSkQNzi/dOhae7x+Pgcsmk4neckY74Je3SGr8k2Z/gpupasg1bKOkilOSwvwuwb+bUNdq7ABYoyUIlllSCh5mSLFCSDiVZoCQdSrJASTqUZIGSdCjJAiXpUJIFStKhJAuUpENJFihJh5IsVHxJHvxyy6W/xpv1e+J3pFYdil/ywar2S3+RL3t/GsEmyZc0+7sJSG5dE7/jVM3L8Ut21hyLX/LItyLYhJJCQ0klUFJoKKmE5Es6fSoByUcJvLrItHTGL+lqSV/6i3xp/yiCTZIvCSoTSoJoSKakzITv5ZYNkzMx7ZwkMSpH3zlq1Kgxce3u+NWcMbM2ZmPYOJmSDswY2xIso3N/D6H1tfHR7zwA0XoUZcSO0cf7faI10u0Dfv7d3/V8MH/5YF8ScqZkSlq96aFnRFaMnHVoybIf/vY2kZem1D0q8lz9uAVno9j5yILH5i/as3zittx/JPydh89L8wCe9MN1E16IbJj8bjlHBFMUKZT05kKRV1e6IWT7lPoHu6RpzfJ5C08WpwvP8Xty/77TNeGtwpkp7JcfoXnR08tmvBd2pkRKStedej13RRglzXdtvdD8Azk86fTZ6a+dvOdET8PGKHY+cluLzF4kb0+Ws+MOp1c/PKDnlbldR+/oimqY/G6BI4Ip+uhXUjDEh3Ut6eUbpOnOI7Ll/uJ04XlxmVse/Xn+zBT2K4zQfOc7snG5hJwpkZL2/VjS41pcSZMk9yd96kmRd5t7WiW1ckMUOx+ZJvLgNjlfLy/+ROT01AE9TdPfj3CY/G6BI4Ip+nCvk+b2lRQMsekRkfdnSFPwmZ47egvThedn+Z+LvLA8f2YK+xVGaA52PrA07EyJlPTQ3fX1dzzjSprjzv6q/8l9OvPkrPvm+H0PCjsfmR182CSpenm6ftasWXMG9KSfrZu8LbJh8rsFjgim6OMTz0m7V7oh1m8S6RgrTQ8En65tLUwXnm0NbtmwPn9mCvsVRsj58iWFmSmJknrHnRHZ+z1X0g/cd3hDkNV7v9txX6ts8voeFHe+WNK2dcFnPx7Qc6Y9/X8TvX/oWlTmdwsc/lNcpFjSj0W2rnRDPBc8iXwwTZoWiKTuzBSmC8/hcW3Bbe+UvfkzU9ivMELOly8pzExJlLQ3+D7LhVEtF0t6Z/LZ1Oydmxvk1L1eP4Yu7nyxpBP1H6XXPzCg578W9qamHYhqmPxugcN/iosUSjo0pr1rdr6koxOOZ1Y8Jk0jf5v9j58Up/Ogcc77mWNLlxTOTGG/wggXSwozUxIlrXwqd7v4mYslydbv1P802zZv0vwdM9+LYOdiScE/Yrun1S3rGNDTcX9t/ePe76QUlfndAof/FBcZfffogMPZh2p/+FL+OUJenvwvKzulacnCuoVnitN5kN1675iZ/5kunJnCfoURcr63/ltCzsR73FcETf/+af8JLgklXRFQEgwZKAmigZIgGigJooGSIBooCaKBksJx8wo5XNU42MNDDUoKR5DK2fm/GezhoQYlXYIT9/zZF77fLSdrh107/qRI9a9Hf+lvNsqIqqpbpXp38a60Tf3LP7ntvdKHhxiUNDiZG76952d/vjD7Dzc27bhxRFaqv/F++v7PdrknnVxJhbvf/MaOvWOvPVvy8BCDkgZn6+fOijTWN1UfFTnymVekeo3I0apDfSXl7/7mD1pF0l98oeThIQYlDU7DjW5ZOzx3e12jVG8XOf2JkvJ3H6+qDqh6oOThIQYlDc6ym9yy+vrc7fDVuXpKSsrffe7zhS//5MNDDEoanF9cdU7k6X98qbpF5MPgGWfgkt6telPk1O1vUxJo9Ay//bXNfz0r++WbXt39tZpsXypfn372EyXJXTds33nr3/aWPDzEoKRLcPT2P712VpecGDtsWO3JwuXrD5tl/dV39ZUU3E1N/+JVtzeXPjzEoCSIBkqCaKAkiAZKgmigJIgGSoJooCSIBkqCaKAkiAZKgmigJIiG/wfVTXQiN3/7ygAAAABJRU5ErkJggg==)
The height of the bars can also be mapped directly to numeric variables in the data frame if the geom_col
function is used instead of geom_bar
. Note that the axis labels can be modified, as we will see later on.
gapminder2002 <- filter(gapminder, year==2002,continent=="Americas")
ggplot(gapminder2002, aes(x=country,y=gdpPercap)) + geom_col()
![](data:image/png;base64,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)
Where appropriate, we can add multiple layers of geom
s to the plot. For instance, a criticism of the boxplot is that it does not show all the data. We can rectify this by overlaying the individual points.
ggplot(gapminder, aes(x = as.factor(year), y=gdpPercap)) + geom_boxplot() + geom_point()
![](data:image/png;base64,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)
ggplot(gapminder, aes(x = as.factor(year), y=gdpPercap)) + geom_boxplot() + geom_jitter(width=0.1)
![](data:image/png;base64,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)
Exercises
- The violin plot is a popular alternative to the boxplot. Create a violin plot with
geom_violin
to visualise the increase in GDP over time.
- Create a subset of the
gapminder
data frame containing just the rows for your country of birth
- Has there been an increase in life expectancy over time?
- visualise the trend using a scatter plot (
geom_point
), line graph (geom_line
) or smoothed line (geom_smooth
).
As we have seen already, ggplot
offers an interface to create many popular plot types. It is up to the user to decide what the best way to visualise the data.
It is also up to the user how to interpret the data. Consider the following plot and what message it might be conveying.
However, when considering the source of the plot your interpretation might change.
Customising the plot appearance
Our plots are a bit dreary at the moment, but one way to add colour is to add a col
argument to the geom_point
function. The value can be any of the pre-defined colour names in R. These are displayed in this handy online reference. Red, Green, Blue of Hex values can also be given.
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp)) + geom_point(col="red")
![](data:image/png;base64,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)
However, a powerful feature of ggplot2
is that colours are treated as aesthetics of the plot. In other words we can use column in our dataset.
Let’s say that we want points on our plot to be coloured according to continent. We add an extra argument to the definition of aesthetics to define the mapping. ggplot2
will even decide on colours and create a legend for us.
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=continent)) + geom_point()
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkkAAAFpCAIAAAAHpivIAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAgAElEQVR4nOydZ2BUVd7Gn9tm7rRMZtJ7IwESaqjSkWIBEbGhoq6KfX3V1bWt7rLs2tvqqmuvuxYUe0EUBOm9EwIkJCE9mSTTZ259P8wwmZmEapAQzu8L9577v+eeOwnz5JzzL5SqqiAQCAQCoQdBn+oBEAgEAoHQxRBtIxAIBEJPg2gbgUAgEHoaRNsIBAKB0NMg2kYgEAiEngbRNgKBQCD0NNhTPYAInE7n8d7C87wsy6Ionozx/BY0Go0gCKd6FNFwHEfTtN/vP9UDiUaj0Yii2N0iUhiG0Wg0Pp+vGw4MgCzLp3ogEVAUxfO8IAjdcGAsy3arbwmTyXSqh9DD6V7adgLfuXq9XpKkbvhlrdVqu+GourO2CYKgKMqpHkgEWq2WZVm/39/dtI3neVVVu9vPkaZpo9Ho8Xi62191NE0Hfo6neiDtEG072ZA1SQKBQCD0NIi2EQgEAqGnQbSNQCAQCD0Nom0EAoFA6GkQbSMQCARCT4NoG4FAIBB6GkTbCAQCgdDTINpGIBAIhJ4G0TYCgUAg9DS6V14Swu+JT5XetG3b5KlP4ow3WgfmaWNP9YgIBAKhayDadoaiqOoVFV+vdFcHTt+ybVuVP6dAaz21oyIQCIQugaxJnqFs8taHhC3A67Ztv7FPQZVfaNo4rfzTWRVffNxWoqJ75WAkEAhnDmTe1pPZ6Kl7sXlTteAcoEv4c+KINK49PWuN6IoyrhGPuwhDFA/ULvugdVfgeIXroF323xw36Df2SSAQCCcA0bYeS4nfdl75p4HjHb6mtZ7an/NmGw9d7cfHR9kP5BOP3OGiFmZRC8NQ1Kx4aZRZXm1nqvx0H7082KgA8KtySNgCvG3bTrSNQCCcEoi29Vg+at0dflrmb1vmrBrCYa2nlvPLk01ZDySNfKJhbeDqQF3iHxOKj9DbSzXc3ys0geP369lCvbLbE1zQvjZZeibP3yb7om7p2EIgEAi/D0TbeiwtHaTlO0fZdQe/DxznaMxf5lx8vilvq68xkdVPMGQwVPTmq2qnKAWIVVUKL9dw4ZdCwgbgvXp2Zrw0xmzI08aW+dtC7cMNqV35PgQCgXDMEF+SHssIfbS0fGYvDR0fEOyPNa7py8ddEdt3kjErWtjclPyORn5eK72glV7VtDZQzSJ1hGdtddEAXkqbknFoS68PH/dY8rgueRECgUA4Xsi8rcdyVWzhWnfNgiZAGACVOcvsWyN/Dcghg+3exk5vrBeor5ZrPDQz0aT0cwINtPkrLqNYOeg/zF9CKtK1KoCh+pRV+Vdv8TbwFDNAl8h2mAgSCATC7wPRttMYQZFftW351lFGUdRF5vy51oHhckJT1GjNtAWe4CbZmhZA44fu+5BBOhvTsc+tLnrKNh3MgBmP9WJur1DuLoehln5qhnBFGR+wSWQFiuYahOBMrq9RPdcalEwdzY4ypJ2MlyUQCIRjh2jbacz8hlWv2bYGjjd76m2S9y9Jo8IN/lkZGWEmDAS/BJQfAKSctQ3TbxW0F8VLU63tk7n5hxxGArycTX+RjKdK5ClW/wfVNy53mGhKGuRelJh21ZL4+RU+up9BvjlV5MkMjUAgdCeItp2uKKr6g618mC3Nw4q7Y5pUSv2wdXdI27wK9UQV1yRK0bd5zwW3D2IviEVO4LMmfNbE/jNHuDlVDFwv9UTLVC2PPw+kF9R9gpaF40Pd1Lxw19CJ1pzRJ+39DkujSFX5qF46JZb88hIIhMPQ9V8PP/300yeffOL1evv16/fHP/7RZDIB2Lp16xtvvOFyuUaOHHnTTTcxDNPlzz3TEMvx+XdXpnljAGyy1l49ZmEjPKIqcxRTL1AzdvAHfDTYcki92++hvJDTIBZGdfVCNRfStmxeaRSjfzp1NLXN3maObHQ4tlmtJ1fbDgoOjmKSOUOo5a8HNP+pDXpsPpor3JQintQBEAiE05QuXkuqqal544035s2b9/bbb2u12g8//BCA1+t9+umn77rrrjfeeKOhoeG7777r2oeeiShwf8fXas0HdRSAIS2pj2yfMMaQzlEMgCerNAd8NABodoO2td+l6qCYO3bWJFIuObh5dl9ac6cPTOBDYd9oo5JtVLpOl9FVb9ORCsE+uezj4r3v9i99a+aBzxslD4BvbWxI2AD8pVyz3U0WQwkEQid08VcDwzAMw+j1eo7jeJ6naRrApk2bCgoK8vPzNRrNhRdeuGrVqq59aI+kVfI9WLd83L7/XXhg4beOsqirH5VzvYewM4bRw8fQf+xHyxTG2rKeS5sUuLor9I3vHwbTu0d9Vi+dYmRUVVV27v6Td1POk97BI9Qfww1GmeVdmguaqSw7lfSo7sc79OV36ffOqbuk6nCek7+Z26sXbzvkxrnKXX1/3TIAK+1MVIrK1XayAEAgEDqhi9ckk5OTZ82add111+l0upiYmH//+98Ampubk5KSAgZJSUnNze0zg8bGxtmzZweOZ8+efeONNx7vEymK0ul0PM93xfC7Eoqi4uLiTuxeRVVnbXtnhb0SAPxY7a5ZWDT7ovi+gasVHvX/Gvwh44UpVJ6H+rMaG5eSUuWzl7jbHGABLQDI6XDeEtW5SUKxXd1kplyHfviTk7m/1HCF4s+ttXs3a/6uhfdS373DqP9uSHrbrWonxtO3ZWv6Ls2w8EsMaKumg0uaW93snQc0v47WoCugKEqjCXbllP3rPXXhV9d6ai1Wa3KTDCpiBzHNbIiLO+nyZrV20/IIRqPx6Ea/O4FtiG6IVqs91UMg/H50sbaVlpYuW7bsscceS0pK+uKLL/7zn//cddddACgquOSlqqqqtv/tbTAYrr322sBxv379PB7P8T5Rr9dLkiQIQlcMvyvhed7nO8GkUyXe5qCwHeK16vXn8FmqAorFrw0UEBFJ/VQe3d+g/LR74ftN2wGAATTnQhgMAIoBkQzQUQs2y41eLM+h/MXU39uoVw8E/CQnQjcxYPMZ99f7fBcmub56ZeysWBa/tlIA1UqntiIiHnylTWl0eo1MF+T712q1giAEfjckJdoFhqNon9d7URz1aNiLZ+kwyew//l+Z44BlWa1W6/V6w39puwMcx6mqKkkdfIVOKRRF6fV6QRC64cA0Go3f7z+66e+FwRD9H5PQtXSxtm3cuHH48OFFRUUALrnkkltuueWuu+6Ki4vbsWNHwKC5uTk+vj1Lb7i2Ba4e7xN5npckyev1/uaxdzEcx53wqOo99vBTXuau/HWg8y0VAJUn685WgOh56h/9sr1pZ/u5bhGgQIkDWwmw8LU7fcwbwtDDXckydTmjXlnCO6TO5z2vaV/PFHa8VSHdliYmgwL0nZrJPo/3NyxMtoh4sUazxUVnGqSbk/z99MFohItjey9sa8+iclFMgdfrzaLx/QDm6Squ0kcVGtQHMwW9pHhP5reoVqvtntoW+BuxW31ZA6BpWq/X+/3+7va3Jk3TNE13q28Jom0nmy7WtpycnI8//njKlClxcXGLFy/Ozc0FMGTIkNdff72mpiY1NXXRokWjR58Cx/ETQ1GE+oavvd5qs3lAfNzZJ+cR/ta29aoqxZqHVIqxK+y0icEoc0K4zUM7x56zLz9wrJYxwyUmc4BS5YuQFLvEQYkF3RLWxkLKhpQN9gDoVigWAI/0woQ4qq0NYFSE78x1wE4l7aWNlX4aQAavzkkU/9tSBaYVUhLkoBfJZYmSprMOJBVPVGk+amAlUGPN0mO5QiLXiTYIKnXJLn6Hmwaw2q5+XMsvH+wt1CsAnkmdaGH4HxzlNHBxbJ8/Jw4P3DLMJC8okjt2RSAQCOF0sbaNGjWqtrb24Ycf9vv9vXv3vvvuuwHo9fq77777iSeeEEVxwIAB06dP79qHniRk2b12/TSnM1i3JSXl4oH9X+1opqpSs+0XQbCZYwYbjb07GhwBj6d84+YrPJ5yAGv1d75MPR5oz+A1z2Vf+mzzokBNtXNr88Pv4ivhzqHBdeiOjizJpuqCB1JO4F8LK79fw7xSJZ1l4v+R40/XqnGsUus/3H6V6qcMRXo/AEGRy9iPYKgJXNDL/Szi9POs0sNZnbvgP3eQe6E6OL6vmtkmkfqqXyfLs6vt9I5IcX2vnnsy1w/ASGseTxn/eMr4jncRCATCUen6+LZLLrnkkksuiWosLi4uLj5SCZVuSEXl6yFhA1BXtzAj7eqoiC5RtK/fONPpDC4GFuQ/nJtz57E/YnfJgwFhEyk+JGwADvqoJU05T6dNuLLyG6CT8tUU1QJEOjjQHiBsIUixQsoCFGi2gT3IiZmq2KdV4lslAOq3NqbEo1s52POXLHH27sNpG2Vh1UvipRYRj9WXrHEHhQ0qPMzOD/LyxxkPGwPwtS3i92q1nSnzUXl89Hs0CtH5lzu2EAgEwglAwoPaEcWW+oZvm21L/f7Grdtu2Lf/sSgDp6skquVAxQshYQOwd98/vd6qY3+iwxnMmFVH5UddWtzmea812PMPqXsDBwKNj9LoO/u7mnU1UfZQ9HBdBSknyxU3uLkI7tlQtdB/A90iQBTFQVLkFl2Zl5q+gx9lVkaZD7vE1ypRj1Roz96mf68pbKmTAoCdvqYjvJdPiW6ZuUP3cyvjFxp37Lx92a8DVq4eU1n1ZrEp2m6Yiaw3EgiELoCkLQrS3PzLzt13+Xy1ABjGKMuujjY6XaYgtGg07RMmh2N7lI3dsV2nyzzGh9KMBWgBEKcejLokwrnCFWx8ot9KvcxdXDl4xjB6lwmAGWL/TrqTM+HOfH6zvY/DOHAcI7Kt4HZDRURqEgBqUJ82OZm792sc0pGmSp82sV4F0EZHfGdqOokBDzHFIr9ZF/FnU71A3bNf86ryB7t9AwCgrmTPg0W0Zn7ODX89EHT9n2RR5pI8IwQCoSsg87YA6q6SewLCBqBTYeO1KZu3XLV0We9VayY4nEG3T602ukaaTpd+LM9zSLhpZ9smIbisZ1DbzhFfjhyR3nPIFd7HiPcVL+51/tJdxxA45Mo9W0NXijRA2YGAjEX+lMO0bGETu/PQjpeBUa9NipYWb2BmJQyCEhtqHKhLnGrKPsIYHskWL4qP9l9UfOWHhC1Ibe2CW1PFzUM87/XxrTqLWtDP36lnCoFAIBwv5LsEAHy+Wq83euYUTmLCuT5/MJrY6dy1dev1iioAyMm+NdwsPm6iOWbgsTxx3j632/b1Iu7/3tG8WE/3kih9DO2nEbZGp8T2sWe0T7lUrapER4JzrC2qpY+8guJKNo953MqqUBKDrez+YxmSW6aKY9QiQ4f1RACqHq5r4B8doxT+NWn01zkXa6gjRUzrafX13v6RkaudvBr9F4MkuwFk8Or5cfIQc/T0sczfdlv14qlln9xWvXi/v/VYXoFAIBACkDVJeL0Hvd7KIxgkJZ7v90dsL3m8FU7HLrN5sNHYd+zo1ZVVbwpCY2zs8MyM66OiqjtFUKlvbVQreysAMFjKzX3W089DW5TIPzV+XHLFtYOYZXESKA9UE6joKGWR3Q5pYnjLPuasqw2eLGVbi0QBevgmg/8Z3C7wsfAdvQq2T1bf6u0bubmzUDbVAN+4f2QIVyZ0vmxod2xtaVnFceakxAs4zgxgbrK0NiwnVlFCga45M3w/MiF+YicdAQAaJc+llV8eFBwAtngb1nhqfsi5LDxpMoFAIByBM1rbWlpW79h5h9fXifeHJXZEa9s6AMnJM4v6Prll63VRBjQd3CUyGPIL+z557A+1idQvrXQrFRHBtpS7QSvVhrv1X1WjahT8uUxZFsdCjQEwrtmwzoL2DI5sFbjd8EXIgwwWQCV9aO7oH0ZJOSpzEKoekKJ+3CZGdcoRSpzJqwvtu2Eoh0pBLIRYGPCWLDYpOhqXJojnx3Xu63Gg4qXSvX8PHJeVPzds6Od6XfaF8RJLqe/Vcy4Z42PlO9LhT3l1x87bPZ4DAJISp/fKu+9wn9I39n0BYQtQLTi/dOy9JW7w4ewJBAIhnDNX22wtKzZsnBXVaLWO5jhreurshISpqqoAKkUxAJKSZrS0rg6ZmUx9jyWUrdxHf9vMyKDOsUqFeqVZpG4q1a6wU2BrgAgH+hY6zYv2Ktg3VyoP7FcBZHoP+c1rN/+avQGUB1I6fFOgaqH7BrQD3DaIR1oFVeV4yPGdXnLK1BWJ4keN7Yp6S+U6O7s6+EvB7YfPBf8IE1/eP+7AIF3iJN6kqvEUFb2OLYqtIWED4PUe3Lfv8YEDXgMwLU6eFiaH+thhY0ev9ngrOdas0XQ+qgDNcnQKCZt0ggnMCATCGciZq21VVW92bExLuSwt7crAcfiXeFbm9bLsqKx6y+9viI+fVNj3CYo6ykf3czOmbQpGTz9WyT2SLWxx0ivsDPRfgbbBdX2EtYqt7Lmhs1QfxSsqgBIjBQDcLvCHEvNz+0G3wXUdxDxot4Bfd2RtOzIxXPi8TbUzWyMuazbAP6JKqltd9V6O46dfZAeAvn2eyMq8IdzK7Ynez3O5o4MlQlAUa9DnHXVgw3UpUS0j9NEtBAKBcDjOXG3z+hqiWvSiKbZOZdQqOS0DVNS2GZWbc3dmxo0saziWHTUA9++JcMr4R4XGwAD0Ib987Wr4gzWydWhcw14Wbvy33tQKK/34HuXvBTQAsOWQ00G1gPYAANMMph5yDrAF6Mz149gYZZY94c6MlBC9pUc7ASVV3XlH68JQW8meB0zG3lbrmFCLTpcVfpMK6HU5JzyqABNNWbfHF7/cvDlwenPcoMlH9MwkEAiEcM5QbVvnYBYJI0ZhU6glz9a/uHoCdpcBZUpquufSOaqmvXpLS8uqXSV/drv3abi4nJw7crJvF4QWUWrV8Zk0zQFQVHzWxC63M3oac5LEAUZlpzM6DYdbBlg7AIPM3bFfyXTW7TQxm+JK1iVUwn1NlPHPCZQrlt4b+Pl4Lwi28suhDSyNSrSUZxWu9ojxEXKkRitvDq/clSFtdNAK1DEx8qct/FIbAAyLUV7KF9Y76A8aDv0OqFoo8aDD0lXL6WDq+8k/RY2tsfmncG3TahKzMudWHpoHU0Be7p86fOTHzbzkMTfEDdzrb8nXWjK5mKPfQCAQCIc447RNVZXyihcPlP13gOp0URaj2gqAFw3F1RNCNnRttWbtSv+4YHJkQWjaseuPXm81AEG0le6d19T8U0vLKgA6PqOo6Pn4uPEPHdC+VRf8MN+tZz8t8vU1oqRjmJycANBPbZo162AWgIsAYMzNI1u+Tnkb3umQE8Nt13IdJoi+8WAOgnZATjEyDCuneSQKgE51eKkYADzcPhisavUozR5N7ITPm9gDPvrOfZpZCdI96dJLNayoYm4mfbXVXWhQAKQnyAdrP2u2LRMo3XLm2vMsU77yflstOAGYqJhCPn8d81/JHT0MmorOZdm3z2NWyyhby68cF6tJnHlnW8Xq2vUc6CsthfcljmA7bNEdIxmcKYPrpsXACARCd4bqVsU7TqDGjcViEQTB7XYfo31F5X/2lP41dFpD9/2C++sAb8K/d3wVbiZnZnsuD86lqms+3rnrjsN1yPNp/Yav6LspObxxlFn+cy/uok3RC4bFJmWzkwaQ4VUfK1UnN6kA1iTUzBr7NTwXQz6GLSXtBshJkDJBucG0QY6DylNQKKgKgg73Y6T/VdH9q+gB7XepMHOq/VAKkjyd8tNAX7WfWr7jkWz7K6HJ3tAhn2hjx6zz1DIUPUKf4lGk88oXuLyVzzf8O3wIZ41YbDYf1mVxWvmn4ZVFH0gaeU/C8KO+lslkcrvdinLiS6wnA61WazKZbDZbt/pvAoDn+e5Z48ZqtTocjm5Y40av17tcneRkOFWEl/oinAzOIG2zS/hfA5dQdrbJtxkArdL960Zlt/bRSLo9MZY+jojoYLGwv2/aRQBa2zZs3jpHFFo67xQAYCxafFHFmKjGcVYMN4jPHGyf4gw0ObY5I9bWNq6Q03zYa6DGjzrMzIYSoEYUtqahKqDAL4V2XbDJOwnC0cUjiocyhecrfa97IiTZYhk5Ytg34S0O2b/AvsfVuq5P3Xvw7DUY8vN7PZScdNhKDnWia0Dp2+Etffm4X3tdddTxEG07Loi2HRdE285AzpQ1SZtInbudr/DRjwn+wCJX38ahBU3ByUcfR6uP5XipPSpZGDwcgCA0bdpyuSQ6j9x5L13kuQowrb+2mH5t4QD00ilFBn89+/O6lkwgwqfxyV50rIgWzWG+N2kbDAvgjEh9Mh7f/8LltwsbAN0SyBnHNOcL44cWxqpGJ1zumJwlhtHOtQ6EdSDybjqWbsUOvi2CStIfEwiE35szRdverGMrfDSA7czUDGUXgFR7hCc6rbreLygzaTdqaC4t8eKc5EQa2Lbj9o7Clp52ZXXNh6FTimJ2bZv9gOXRJ9yHCogzdoANfbb7vXQdtd3N7QSiU01+mhJYC6QAgD0ArgRQIfYKptrSLQHdBtPb8I2DbAHTDDH3F0wDG+3cAbbqeLXNKQsNdLQvfkzMgKiWA4J9g6cugdWPNaQfy7ZZBmfqy8eV+NqTgU0x/lafSQKBQDhezhRtKz9UpfpzzcNWpeYseYGoRiRw2pjxs05XLgESsK/xNblMn5d7l832S1Q/PJ/Sr+gFi2XkgYr/eD3lsuJXVVkUW4oab/1vyt5rxUky5QDlhfuK8Lvc/gzQKZSUe9iFLc126L5rP/ZNhH8kpEzI8eBKof80eMl1A+REqHzU3Sz46MzEQAavjomRNjqZFK1Kadb92mYe5tmbr6xto5J+NfRN0/Xf701/VfvWLf5gsBrHZ/QpmBfew5u2bQ/WLQ8cF/HxX+bMimWiHx0FBerNjPNuq168zdsI4OLY3g8lnXXkWwgEAqHLOVO0rUAXlBUBulf4d5fKcy2xCybXB69KtFhjLg+3r6tfmJfbSZVRQWx7bu2jr6p/c1NzE7QltwvXZsjBKmtyy8dynBEIOENGwMgWnWuaC2F1YSgZali6Ye2qiBvoFgDwjwQA39kwfAz2AAAoZgAQCqFdGbK10DGtQnT5NwBuCS/mB7c9nm8S+jbcMNofrMgzRTabsz9uE1JXua7Yx4wskpZNS+SvKjibZY2h2xslT0jYAOzyNT/duP7RlKMnpSzQWn/Om90i+3iK0dMdq4MTCATCSedM0bYbU4TPm5m9HhrAQHnx//nv6mefELpap4v+HBTZJ1MGNnai1BYxdatV0x6XHwOQoeyaIr1iQ4aBbrUqNQB4RcjSxFQKDjA20A1QkkJ3jZS+WMVeGfGAcGGDCrot4qp/bMSpbzKMb8A/FqoWAJQ4uK7pT796jvd7oyyU0pO/ZgU3FZ3gOEnbfnw5x233tJeai5Pt6U0LfhwwdKWdaRBSh8bMzuWj98l2+aL9erZ6o6Pdj4D1aDM8AoFAOHmcKdoWw+Lngb7Pm9ganzjgwK2FdRnJ3vbAqQw3tUFlZKrd64E1DR29UW4T3rqBuW2QvCjUvpq5HECWsu2f3uBSmwTtEvbGejrfYsicoBn2nmcV2DIYPoXvbEi9Al6OfeUV0doWAUVLyQp7aBap8lAig7rkeLivgJR96FztL5Tc53s2cJKHsjx552P8olAMQICbw+p8MkJ11CN93nKGwvjYwzp6pLDRSffTSKgZgUA4TeiB2iapykvNmz6zlwqKfG5M7v2JIw001yh5VrqrjTx1lc6zo7TO4h0SdVeiI7POfCBwbKeSXnJflaMsHCZ/AeAt7Utl7OjH3IMBOKhEAOdIwTqiErTzdUsO0MUAIAA1AC5J1tob+XcU/fdQaUi58E5KUCtTldJa+vDplf3jKeZzlRIBgPJFrVhSULQy76ObAQp0K6ReZ0sRyTB7y6uK6V0blQEAkjVKP4N6VZKo15Y/3lBrYfnLzH0M+uhFS4Oh4MgfY2/eOsWU/ZOzItRyS9ygI99CIBAI3YQeqG3PNW14ujHoIv+f5i31onuOpejiii8CLcmM5jYuZTAX7f0Y64uXWKFZX6tQqhaeXHnD+eK/Apf6yz9/pvx1PXMRB996dhaAwCIkgHXsxQeo4vB+KKh+fKfAGzgBVwK6bZMw7S7/5e9rnt3JTOp0zIqSgICwKXq4r4pcsYQK+l7hnCfjLhEDCZpd18eoTVE9XGhp+LrATVFgKQB4qG75G3XbApdes239KufizIzrqw4GI890uszcnE52EyNfhHonc9qbtm1r3DUJrP6GuIH9eBKRQyAQTg96oLZ90hqWhF7FF/a9WzztG0X1svBe7HkDEr7oZRsQsgGFfvUjAbTqmn7N/ZJinWOlD8L7nCy9foe+vL/8Mw15vPgepwZjZuuoXlH5Gwvk1c1MZEE4pu4n7Y1GtfUW/w1faP6yhL2xk0EzFcED2gNuL/wRKmKCLVc8OMBftokPxAZ8X+kfWSCvCbe5JKsvR8OrUK/Vsmuc8o8uCzQm0E4A1YLz2cb1L/R9MjHxXLd7q8GQGms+n2WPvsCopZjb44tvjy8+qiWBQCB0K3qgtnnUsMLQFABUiPZwgzIuzaFtW5e5OLN+Vqzk1ynt9hZvQlH9iC3py02qLfyWWLWehaCAecGTz6DdPlUtjXp6KTOaYvYAjeGNKqV8rnn4c83DNOS+TpREyQptg25J2GkbAA4+EUF3DCfiXtG8e7d546/GQUaam20ptOCCtZs2wrkiYNC7/5vxOouk4uKd2g3OwJzvLAhFMH4A2gFgn78VQHzcxOysC1iWbWuLdF0hEAiEnkUP1LZR+rSvHe0VxViKZkH71PYAsES5LdZnGVE1FXB1zJxv9SYDkCiODdPI/cxwCZoi9aNwYQOwgZ1FQ1IiP0ZV7AVtmLYpFihxwUMwfdxqiSlyrqddByqsFKecBMCk2lqotFDbRnZGemzyowlFDQ3f1Oy+wyb7CtOnx5r/Jor2mJj+HGcBsKKNOSRsgXHEQCgGvwxAvtZypI+MQCAQehYnmKC9OzM/eewIfWroVFKVcGEDMN21KqMt5EkRneTezoGmuS+Mb7ZRKVZ0fgoAACAASURBVABUoInOflvzMjRbEqnNUcYmtUnp+PeBbzTEouCxEgfPhaH9s3Oa1LObOwRws2FrmFIahIEAWsOELYCX73+w+v0t265vbPyh2fbLrpL7q2s+josbFxA2ANVCh7oBihlAGmf60zFkKyYQCIQeQ4+at+3zt95Tu3SNu8bKaHUU6w1JWtjcbJBv32TnjozW9rwhjawxUWpPovqXtGvuyMr+uvHSOi13rvDi55pH9tEjBEoPzTsNojXqifVUr84GwsIzw4xB6eqW3dQMFRQAmsI5lPLsLjVWwg6T+noWBQCUC/wvoFsBQI4D0wrf2YEfSscMJoUGdfOO10OnFFB18M0+vefRdDCQrUgfHaM2xsxNiRtzuaVvHBOV8pJAIBB6Mj1H20RV/kPVd3v9LQBa5Mj86GHzma18vrVphlFoTxEi08zfMs8d6yhvYXWfpxoz2Ddra9a/Ir3bisRMZcct/hu2sVPf1LwKyv+jcfhI765EOVgxYBt79h4mMsg6jAx5Xzk9QT30bEXF7f2FB9zaagGJAq6tPfBewRIwbTi0yDmc65sXY6s1rLF7hm5tSwG/BtxegIG/H4QRhQZ1yjb+fm+zJvIpgmDj+eAktdikzE0R36wLpgIZYlI+yk/j6VQQCATCGUbP0ba9/taAsB2VLEdEYZcUwf5FXL8n0yfmKRvnecdBhiLDBJjQAECvtlVRAwBAznRwrX9NmDvBsyVOth9g81ZLr6odljSDaLbu1O2EXAv/IIj9A23XlvA2HRCcQeVAzgBzyJVftvq8P2ZaLkuVe5exzFb99+B2HeqqFMLI3W4KQAmGDMTi0EN0uqyQsAV4PFe4JEHa5qLTteoki8wcZnQEAoHQs+k52qZ0WMbTq34Ppe1o+UBv42s7vbFiu72H5gBMEt/oaNxMZy/mbgMA79mgbW6m+jvjWVDM8F4ARE6iKAl0C6g26JaBtgGA3AdivxgJBW61XE/Zorr2nsMIfWm6QdWuluiW7TrDdtt3EMvgnY6YXe3rqMKA0PEHmmeT/TOTlDIAPJ/av+hfHQc8xKQMMXWvKmgEAoHwO9NztK2P1pqnjS3zt3u3z3CuGO/Zusgw8itTROHQr5I1KkUt2BwsZ9pkqM1lF1Tr083SOnRIp6+DY7L0+njpXa3q2e6f8jl/m4fSQkmAGpkFmNsD3SJQXnguhfNG0A6oOqiai+vUa6uVXLe6PI66vX+0544sZ8pyJuReMHwCqhUqwO0J+JK0TwhVPnTcQOc9yG/4d8rycWZfrHkox8We+OdFIBAIPZeeo20cxbyTMe3u2iWbPPUAznOvPc+1loa6V5PR0fjrJM7OynpVqo05sC11pcPATRbsKVJjR8tWJF/rvytwnKLsTVb2PcN/GW1E10O7BnI8/MMg9QICDopKrKgsTKEXplAAbq46fOFmxQLfZOg/DWoY5YacCObQYJgqiH1DtiLFD00bl9AhtTGBQCAQQvQcbQPQl49blHvZwwfo12q1u5lPvjV492vT9mmjK4IGkCmWk5jyuF2tGjXfXz3DtbKjTQU9mI0MaBsoLzarDXaqPcc/aAc0m+C6AodCrUH5wS8G7WlzXx6yei2TuqnykHtkR6SwyqJKPLwXsvrPJdoGYFhsfark+6o52PkL+UIWETYCgUA4Ij1K2wJQYAG6UsNXaiYezmZYm2wVVQC9mgfsj1k53rMl/Kob5tf5N2xUZhXd72nvwKh79ardznnB7YMSA9oBbhfEAui/hTAi25F+W4W6LPPn72N2wjc+6sYYGT+ud7ayButQeaoSuaRJO4IHYv9ABe1nk68eam7mVCmbT6Agz8v21Ap0H50c0wN/YgQCgdDF9MBvSrccCB2Lrt4y0ClvMzEAih3yO9uDm206UR8ru6IsDbBvZ6ZK0ADYzYwL+G4EaKZT6g37QTeDDaZLtvp1s/cNSZQrv0twHuCo+wopYBr8elD+qG5jBfUv+aZL65WJXmVudruzPgBo10JOgGc2FGMMo16dLI0XP9y37nGfr/agPrewz2Pp8ZPStYetR3MCVAj2+fWrtvgaUljj/8UPOTcmtws7JxAIhFNLD9S2Sj8FAHICuH3h7UUO+fv1Lj+NVF/71lezod5N8wtMk3bzWTpFmOjePNGzeR89UjrkA/kx91iSUl4oBytQxyt1f7P/+RXN542MBSqjV4S3NlpGtnL7DAnzssNcRXwTwUcUNdXLGOxUH+6DjRb6ey27p7UNXD3AASI028FWwXUtFCMAh0z9dHDDSO8dgRs9nvKNm2ePG7Ner8/pqo/IrYizK78K+N1UC86rq779MmfWaEPni7cEAoFw2tEDc24ZGaQpJef4foxq/zBN83wOz4btVTUYG19KL3rQ+vBSQ3E9E3eAS3k7dtpXhqlvaV8O2Xgo8+P8D5vZaaGWPPHArb6bICdCifMg5Zb+2gYNVsR1GIfv0Ioo5QPgYXBfn2DmreV+psEXB7EIlBf6r41MSaHPliG217kulr6L6qypeenxfxKHZa2nNtyhFMCCtj1d2D+BQCCcWnrOvG2Xr/mJxrX7/a0m4FbpqWbG/CMui7J5Jlf7TK72g/LP2xj9NkPsr+xNrXRGqyZCSBYap6uuvlE39pLXR55uMKhtbioWQIOWmnoWPbfy8CNTg24guzpWlREGDscLd7R+rAIUXtrNTHhO+6mfMlCdpNzqSpyycNQWAoFAOH3pIdpWK7rmVH1TLQQrju6NnyOA62hmkZ1z6hvfTM5drh8E1QTHtCuluR8iL9yGYhpVbkcomUgAKSpMG5DC+m/UUEvi1TQfangcFwa17Y7Wj3EomK1QXjZTfOITzT82M9NClVEDJCR0XtT0xBimT45qGW/sJFKCQCAQTlN6yJrk986ykLABcFO6YInqMP7Z9PpzDf9mNeXL9YMAQIkB0E/YGi9HrM6ZFDf45aFTq1ozQ3yqjYoQg43shX7KEN6yzkJNalZzPCoANmzSZVYbLxXm3eq/7gLxGR7RTitZytaolt7yKgClvPn12JmcNhmAXp8zpPhDvS77aJ/BcZDGmd7MOC+FMwZOr7X2v9rSrwv7JxAIhFNLD5m3tUnRTolR5Hvt5x/MMQqDBHOi2aLaWQp0M4AmOufW1i9fjZ3ZxMYCKPIfqOSSQTsBEeAylJ2Pedurw3gpkwDdZmb6x5pHOz7i/fRg7Jp0KIYtRm2a5x0frwbXK4fLn/+d/0VCexowJ5UQ1YmDcyHmOVD+Feh/XZ/7zzekMScnhf+F5vypppwDgj2J05MqAQQCoYfRQ7RtlCG62lk4VlFdttYT5xsG4NpWDGt2jRll9DB+6Bd8xNz0N+fspxpfqeXidarfpHg+M038UXcOwIJSLhb+Ed6PTnXeY9jlRPxhnxRZ6HSC9E5I2ABky1sHyz/sp0fMFB/Pkrc1U5nfa+7ao+nVR2ivpLrEOCAUPGCiNSdJ2ALoaLaQ7+gDQyAQCKc9PUfbHkw66/GGNZ1enXvQE+drF4lCl3xuo/R5CgeurJ7DXfr7r3CsmOBZTkOigDn2H53ihJ2GN0x+S7K6L6qrZGW/kz68tlG4Lll8vx7pSokMNl6pirqeIu+7xD8/Vd0DIA8bRngX/pozb7RcLdk3uSjdE0z2Dm1w8y9fawmvsEogEAiEY6d7aZvJ1NGV8CjQNK3RaGia/pvp7D9mnvXfxu33V/4cZXNuY3SSqlJDLBAM3/bT8lem/hM8v4RmXDN9r17ps5kVl4joMgJ1VAEOTyyH3ba9j3uvSlH2Amiho2eTf8pVDpZGeNvP5doGFr8UOGZbSp+pWVMnOkea0v+ROTFR2/WpkFmWpWn6BD7nkw3LskajUVVProPoMbLBVftTW5mO5i7X9TMBRqPxVI8oGoZhVFXVaKJdnE4tFEUB0Ol0Wm0n9TdOIRRFMQzTDX/tCScPqpt8mwRobm4+ulEkFotFEAS32x1q2e5terJxzQZ3Xavi5xXVR1NXVwtv7PBE3DUlzcu6w1ueaHw1TWrCEdkqPpxd/cAWMz5OpT1MJwYjzcr0+tFZyrZQi4uyGNVgLdO0tNkW8/Cdu/8UfktqyqWWPk/GMbye7sSxs8sxGo0sy7a1tR3d9PfFZDK53W5FOfWpMt+wbXuort2ZaF3xTXmirlv9NwHA87yqqn7/UbaZf2domrZarQ6HQxC6V0gJTdN6vd7linbmOoXExx9++YfQFXSvedtvRFHVfzdver9lp0sRztYkmfbtfzdDA+CjNM1ldeKU5mDW4y8SUrxon7cFMCud/N67KOsz/Jf58ho9HLvoCVW60ctdlUWGx/t59u3R9PqKu6+Bjogf8Prt4cIGgKOoIYP/5/VWmUz9LbEjXK6SqEe8LCifl74D4Ja4wfNTxlCHK3ZK+F0QVDlc2AA8eODnBekXnKrxEAiEE6NHadtjDWteaN4YOF4oV2nTgis2EoUZQw1n28R8j7rTRDspPSv0lw4lhAQw2rvDqHgF6DWImN6tZy4qo4eW0UNDLS8O/Ogc5f0EIEFa01de/nfdsvDwgEExGkRWINWwuoT4qaFTo7Fv74J5pXvnBU7X6oq+1AbjxF+1bSngrVdbio7lTVtk33ON6zd7G5JY/W3xxcP0KUe/h3AMVAqOqJYS91Fm8wQCoRvSc7Rtn681JGwB/GHBeyqFJfHcEhWg8KeW/9xuf2S3L3W5frCP0gzw7z/HvR7AN5p7LxbmN9FZCUrQuTEqrC1Z3dcb34RO49WqkdKni7hg4scig/TnpNKVzdMNzm9DNvkZV0aNMyf79pTkWS7X7nUyXm7aFX5pqbPiWLRNUORLK77Y7g1+537rKFucd/lgXdKR7yIcC5mamKiW3nqydkQgnH70HG17uGH5Ya+FXPMpTHZvHOwrBTDEVzrEVwpABltD9/2Zu+UX7jqt4tZSnmS6pL+0DECesiHUh0Wtu997Qbwa4foYqzYEDu5JqhjbPHvL2u0GgOWsKmvVaUzpSTOzsm7uOByeT+H5FJ2rEpHadoxbbhu99SFhC/Bey47BaUTbugAtxcxLHjOvvr2Y36M5kzpWYycQCN2cnqNtlWF5ScIxKF43resnlI/w7M4VazPFhigDBtKz/OctVBqAcfL7MWq7bAyUF0+WXv+ZvQnASOnTKGEDMC056fwk3zCTUrnzribH9kCjJLaY+NTzpqx1OKIXuMIZrk/J1pgrBHuoZVZs72N502bZG90iRbcQTpjb44sH65KWuCoNNDc7od8Ac4bNZjv6bQQCoTvRc7QtXxtb5m+NamSgvFr/jAoqkH24kbHYGHOcbI8yc1DxAArl5eHCFuBa/12Txdde0n5gVhs7PnRy/qUsKwPYbo9YDnU6dwpCK9CZM+UhjLTmf1kXPFK3YouvIZHV3xk/dJIx61jetOPy43Cy39aljDKkBbIBdDdfdgKBcIz0EG1rkNz9tQk/o1JChBO5DPoAl5Ij1gHwUtqn4q68tfXLKG1zUPEqJWWoa27z/yG8vY0xxsouo9883lbwcmbqPnYExIiH5mTfzrLBiBmG0QMt4VdZ1gD4Og5VUOUXmzZ959hPgZppzv9f1gUsdXxZPTM401OpE+6rXRY4nWTMuiV+8HH1QCAQOiKpyrutOxY7K7QUc1lsnwtiep3qERFOnJ6gbbu8TcP2vBU6Pcu70w/NZl0wyLrBf04O9R4odbc2u4G1LtMPzrPXhN9eqk1PotZmS2VRM7OPTZPWcNOebT3ol36Y7x3/teHyPczYPvKKwNX09Dm9C+YB8Psbaus+0/EZXm916N70tDk0relU2/5av/ItWzBOYIevya4IjySNOt5Xvs464PyYvB3epmTO2I8nzg4EQhfwSP2KNw/931zkKH829exrrCSH+OlKT9C2eQcjvEjW6PrlCnWh05fTM1Lr+mWqO6q5RADL9YMmurfnSu07Zz8aBjqFtD10/n6muJe8OdC4j0vfzPe+3/ZCvLRLNIAFbjQuL8h/hOViPO4yg7EgkJjf6dqzavXYUFcaTZJWG5+YcG5e7l2dDlVR1a/se8NbPm7dfQLaBiCJNSSZDEe3IxAIx4BflUPCFuD1lq1E205feoK2lXqjt/rLNRH7T59aiubabJ+ZJgBQKWp+wpxcqW64d3e+v9rGmnPEuiquPFuU/qn7+izmwWT5QB0bt1bXb6br10Kx3Y/R1rKC16VpNYkGfXu89v79T4Y/SBAaxoxeruEOm4DYr8pRfh+NkkdSleNdliQQCF1LSweHrCbR06kl4bSgJ3yl9uItR7ia6lP/uDft3L2X/LTONdQuA5ApZh+X/r+YqWWa1OHe3Vc5Fs+339HKSbLxw5XUnz7DV6vk12TvzAKPHNWVw7EtqsXj2R/d4i47wmB0NBsVZz3BmEmEjUA45aRwxkwuIrqxuEMJX8JpRE/4Vn0kfdzhLvGK+s1G15waId2njm2RxMiEVl+ZxiqgACTLdYXCDnguhdgbqg5KDMSilewfonIIajTR5dYMhujdZr0hD0fkhbTJvXlr4LiIj3827ewj2xMIhN+HF9Inpx4q2JuriX08ZfypHQ/ht9AT1iQHG5IfTxn/YF0nsdtD7XKRs336tS2GCS+x5qANdsZokZ0AkpUayBG+9RuZGTfhptApy8XEmPpH9Z+Xd399Q3sWktycu4+wIBkgX2tZlndlqb+FBlWgtTCHmbQpqkpTJLckgfD7McaQvrzXlRs99RxFjzSkaakjxfAQujk9Yd4G4HrrgGyNuWO7RVQRNvkaZpfDcxHHyq5YORjxXUP1jbqXV52lzGjl0EeUnjqbohgAlNerXb5Et/AjfsmiGCVl4vgdBfl/zc25c9iQhQX5Dx3LaFmKLuLj+/JxnQrbR20lg/e+k7Tr35PKPlrvqetoQCAQThKxDD/ZlD3emHnmCNvYsWOfffZZAJWVlRRFvfbaayej89+fnjBvA0BT1EhDSoXfHpVGf4OZDW95Yo930oj2WlyzHT8HLtbSfZZwN4ISobZnvWrVVXylz57btsMqO4zGvnm59wGgREH/0Tu0LViLhy3biyuvy825o6teZLmr6v+qfwocb/c23Vy9aFHuZUks8YckEAgnF7PZ/MADDwwaNOhUD6Rr6CHzNlGVN3sbO9aHqddQcwYbavjga1bT/Vj7rUVu6nLHksebXhvt3QGgicpOVfbM847PYb7g2EOZTTQ7wa/eoc39b9o9xYM+GDVyiSTZ29o2Yu/WkLABoOxtmp3RDia/he+d5eGn1YJzhav6cMYEAuFMprGx8fLLL09ISEhJSbnzzjsDZfOampquuuqq5OTk1NTUOXPmNDUFcy1xHLd27drLLrssNze3V69en332GYBhw4atXLny3nvvPe+882JjY5955hlJkg5nDMBut99yyy1ZWVlms3nGjBn79+8/xs5//w+nh8zb3rRt3+tr6eQChc+SuR/juT4utV669iCXBmCO87N0ZXfIJEGtkChtmlJym/tPDyTeqlP0XkoFFaz6uEGSeMu4bTtubmj4BgBPxw2KHZbRlh+4qgKU80hJI4/KBk/dx20lgipPMmZfaO4lqdHFOTu2EAgEgqIoU6ZMSUtL+/rrr/fv33/PPffExMTMnz9/2rRpNE1//PHHFEXdf//9559//vr16wMl0R944IG33347Kytr/vz5V1999fTp0zds2DB27NiZM2fec889Uf13NOZ5fubMmaqqvv/++zqd7vnnnx83btzu3btjY2OPt/PfgZ6gbfu8LU81rTuCgZPFhhgznGmBU40aHcjCqAKAZKklRWwOhHiHU3vw9YCwAfAptrVZixLcabyoB0ABckraCY/8B0f5NVVBV5SPW0t2+IZONeW837Iz3GacMeOE+ycQCD2VH374oby8fPny5bGxsWeddZbH41m9evXy5cu3bNlSXl6ekZEBYMGCBbm5uStWrBg3bhyAwLwKwNy5c+fPn19TU5OXd1i/7o7Gzc3Nq1atamhosFgsAP773/9mZ2evWLHiggsuON7Ofwd6wprkPZWLGb8/qjFRiJzuiO3O+lHFsh1UPHXI4USkosV+sinb1bomqrFFFywmIPXqLRZGO08eO883bQg/fbFp43hjxvzksfGsDkC2xvxJ9oUhp2QCgUAIsXPnzqKiosCcCcDNN9/83nvvlZSUZGdnB4QNQGZmZlZWVklJSeC0b9+gx5xerz9q/x2NS0pKRFFMTEzkOI7jOJ7nq6urQ8uSx9X570BPmLcpNQe/2e4aN8oU3tiooZNEV0NAGMQi+CcG2gvk1UXyL810VrxSCcBFWU1qcDHTS2mfaXy5lTEtMoz8VT/QRetmxOQ+lTap2v5d1BNvL7JY3HpTfMpNA87LpE/874NqMbouT53ovjV+8M1xg+yy38LyJ9wzgUDo2YiiyLLRX+CKolCRsUM0TQe20ABoNJpj77+jsdlstlqthyv5dFyd/w70hHnbX/Z65hXoOrYLNP1UwyucdzQ8M6BqAJwnvviIbzINOf5QZW2j2gKoLlrnozQ61Q/AIjuvcPz0VOPLXzi/eitzehyjS0uLqJ1dxSX9FJvxYZrmNa3tuqpo2Tsu+ukigsGTOUMmZwJAUxQRNsJJQlBlmWzinv707dt3586dLpcrcPrRRx9NnTq1T58+Bw4cqKkJpoOvrq6uqKgoLCzskicWFRW1tLTs3BncNGlubp45c+bu3buPfNepoidoW65AL43vZALayuh/MYwUpXzoP4Hp5XjdS1cID3Y0K6OHvW28nVeF8EaT4u11KN9xfNz4IcUfWq2jDYb8LaYRT1uvlA4VZtvubToonLgvyfykMema9unmP5PHHS6Um0D47RwUnRdXfJG26+XkXS/dW/uLX43OKkc4jZgxY0ZCQsKcOXM2btz45ZdfPvTQQ4WFhWefffaAAQMuv/zy1atXr1q16vLLLx84cOCECROO0A9N02VlZW1tbUd9YkFBwaxZs6666qpffvllxYoVV199dUlJSUFBQZd03uX0hDVJfUIaEF1NO8APxmKoHwWcHl2scE3qw2lS05X2nwb4g1kfq+nC5/lPHXLCYs4zVXwldCNNaxMTpoZOE+KnJMRPAXD/vg/aIiugUh0jD46ZPnzcsrwrf3ZWeFRpgjEzgzMd/R4C4USZe/CHzZ76wPF7LTuMNDcvecypHRLhhOE4bunSpXfcccfUqVN5nr/sssueeOIJiqJ++OGHO++8c9asWQAmTZr0r3/9i+osw5FOp6NpGsC111573333NTQ0LFy48HDPChl/8MEH99577zXXXON0OidMmLBo0aKO66LH2/lJglJV9ehWvxfNzc1HN4rEYrGIB6v67X6rTN/5jMcqqvkueZ0l4gfwVOMrKZJtOzP1Of4zGSyAGLXpJU8OBQWACmRl/KGw79Mde3u0Yc2/whxABuuSFudd3ulzY2JiHI7fFB5wMjAajSzLnpI/o46MyWRyu92K0r3WyrRarclkstls3eq/CQCe51VV9XdwoToC9aK7f+lb4S05GvP6gmu7cFQ0TVutVofDEQi06j7QNK3X60PLd92B+HhSdvHk0hNWwF5Wqw8nbOc0ietXOafYpKj2bXwvAAs0f5cPzVwdVIKDCu5+pade2bfPk+iMPycMnxs3MLAZNtGU9Vbm+V3yCgTC789vWXIgELo5p/2a5NK2A/dW/tTpJVbFKzu9aT6l467CfnrYX3QvVtHt7vsWpTbmUN3tzIxrqcPse2lo5vGU8Y8mj5NURUOfKRnnCD2AZM4wRJ+86dCaJIDp5ugqFgRCj+G0n7d91LSjY6NVVADku+U0nwLgvCYxymCdel+4sAG4Srg/FOVmNPYJHNgdW/fum79n799aW9eGG9MURYSNcNrxZvp5E42ZACwsf33cgPsTR5zqEREIJ4vTft7mkgUAFMLT/eP2CuG9bMdtjm+AiwEMb5Nf3+H9W4G2TktDjYH3bCjxvbzNt3nu22qKlaAZJC9KUfYG7u3f72WG0QNoaPhmy7brA40VFa8UFT6Tkd41mxM1ovPfzZv3+VsKtNY74oeQ6GzC70O6xrQge6agyCxFkwpKhJ7Naa9tk2JzP23a1cclX9ggrTczqX7l/w74k/zKv3IS7ki9IabJc3mtAOCaav811f4r+l5cw6OFNvnQArbeHrN6ilAV6KeetSZLLQBiTEWBlr37Hwt/0P79T2WkX4PfvEVhk70zyhdWiQ4Av7oOLnYc+KnXbCvTjaLZdvqaS3zN2RpzVIlwQs+ALDkQzgROe22zS14AE5olq6jcVCVNbxRZFd8nck6WAnBzf91uIz25WfJQlu/iCkrMwh465PRsna99t5B6O1Z2lmnS61nrNNfq2Y4l9dWfmgr6qDTldu8Pf5BfaBTFNo6zdByDpCrsMcelfdm2NyBsAapExxdtpTfEDTyRlz8J3F+37G3b9sDx+TF5b2ecR0LuCATCacdpr23vN2xL9an/ydYGTofa5Wd3ef9UGExT4qOpJ/P4J/MAiPAlwR+xwUAJ/XeZckEFlzO/M46a7N6Uv2Wl6dtH/SPHmIyFTld7yL1Ol95R2Ja5qh6pX7HHZ8vkYv6SPGqW+UhhjAHqJfdRW04VK1wHQ8IG4HtH2af20tmx0VVbCQQCoZtz2v9J3iR5a3kqx6MUO2SdjI1mZuIoY4Wuk/fKpf8X1aKoBoDVqf4+QlWWWE8BNWx8kjMTgHbtyn78deHGvQv+EXV7peC4tOLLPT4bgCrRcfPBRRuOoUx2sS4ZiNgeHNptlv62eKND4Du2EAgEQvfntJ+39WVNr6+uP7dJAlClo2/rp/+5Q/6tTK9iZ6kcsVYjr9zDtCdiMFH7coQ917d9Gyc7AOzXpA1uyklxZAeuJh00jD9nc2PjD6oiJSSeY9BH12tY6qqIavneUX7kPSq6teWCNvWPmryXhGBilDmWonNMOcf50ieLlA5eLSmk5DeBQDgNOe217cUKrndTMDQ706u8utMzcGyMO2yz3CKJ7+2wn5DSUwAAIABJREFU7dabMynX/tg/Pa3/oJbuDYCmmxXdohts31rl4O5Xvr8uQQpbdaRpHZ+RlXnT4R4td8hVIUF53bZ1ueuggeZuSR9eTFnbr6kqv/g7bvtmAM8Adw0ftnRQXh8+rq827je9f5dyfkxegda61x8sjJChibnC0jVZVgkEQtciy7LP5/stPWi12k4zZvUMTvsX690QkT4q3asMcEhrwjJstbLc0rwfR7b4DWLMqGbDs5YJL1uvXqkrUpjGeKHaKjugoqhxRF5zf62ka9G3L8FJfYqO/OiJxqyolr3+llebtwSOv7DvfT9z+nkxuYFTrnR3QNiC41y/4ZJe/WRzNxI2AAaa+yb3kpeaN5X4bNmc+fb44iQybyMQuiu/MUddd8sk17Wc9tpG8bqon08bF+GmTwFaRWoxNLSgAYCdSikR74BihXaNi7UByLcNLKwfHjC2epIAKDFmYeQYKb/PkR+dp439IHP6X+p+rRIdSazhjwlDHqn7NdzgP7YtIW2ja6qibmeqq+S0bldT28rwf00afapHQSAQCL+J096XRB0yPPx0jYUtNUSE7+S6Y7LE2tCpWa07X3oBqgG+yR55QCNjSbNHb6T5Zl4mDhxyLE8/NyZ3U+8/lBXMLZWGnl1aG3W1XgzLzaqPngCpBhKyTSAQCCeF017b2IHFDw1LXB/LlBqY1zM1lxQbFApP7vE2L7bTKqDok9SyqFsSlfLAQaFLkyi3UmqHcOzjmapTspT8yYf8D1/1W7Mx6lKxPjl0LBYOQJh3pGKOlfKOHjBAIBAIhBPgtF+TBLAhN+m5+IiaGhoFnKqqKg/aU61VVNBfcg8sZ68VKH2RvDRJDWqbXvEBqI05EO9ODd2rWKxKQtKxP53dtZ2prwWgVfDhFveVg4PzswJd3N/CFvcUc6z7D7do1q2k21qV+ARh1HhV10mtcAKBQCD8dnqCtrWI0c5CPhqfJfMq7QNQxSXdG/ePRjoPchOEgWupSxk16Fc5VPkKwN6ELbykL2gaDEClVKd3377vL/ImGy2J4zMyr6MpzZGfTtvaa87NqhcrltqXjeivLyo+L7mvzxURlK0kJPqmz/rNr0sgEAgnHVmW09LSkpKStm3bFmp86KGHFixYUFpayjDdPXPbab8mCWCgIXqaNblZejwnN3TaqPWB2wX+R+i+BCBTrFVp+0vDa8XSdwBUSt2WunJT2lIAbXzT4t4fHtCuqW/9qaT04S1br4tMwtwJijXC1zHZr17EZ05yMJzX2yVvRyD0bARF3uJt2OSp96sdq1ERfgMe93Ftr0SxbNkyq9VaVVVVWloaanzxxRd3794dErb6+vrvvvsuISHhtw71JHDaa9tBv336noPlv9ibFretXu3s45T1sjp5pKnC2FmKEG4vmGYAD/rG9zHeHedp3w9Lc/QCsDdxS7h5U9Nil2vPkQcgFQ2UE9v7WZAbO8T3a1zLwtG/Prt57Xe/4c0IhJ5PudA2seyjqWWfnFu+YOy+/+722U71iHoCdMlOzb+f1jz3mOaFJ+lN606sk08++eQPf/jDzJkzP/3000DLVVdd5fF4RowYsXnz5mnTps2YMePSSy/V6/XNzcG1q3fffTc/Pz8xMfHuu+8OtDzzzDMpKSlWq3XixIkNDb9rkqPTW9tKfS2PffbUrA2VqT7VJKPYLq9Z49LLsLOQ6MP8wULZM6TygINJm74t13pFjHmAWds73p8BwMNFV533+qqje/B6+EXfGF993vDGS9q1K1Wa9s653jd1ujB05LKxg6/pjf0GGsAmMzOX3ddUvqurX5pA6DncU7M0lCvggGC/o2bxqR1PD4CyNbELP4K9DQBcTvaHr6mK8uPt5P/Zu8/AqMrsYeDntmmZSZkkM+kJkEICoYUSBZEgIF0UNBRBVl2Wv23Fsru4uijq4lrWXXfXhgp28gIChhKQJghGJLTQEkISEtLLZHq75f0wYTKZhIT0mXh+n+Y+t8y5k2ROnuc+hWXZ7du3L168+IEHHnDmtq+//losFp8+fZqiqAMHDkybNm3v3r1KpTI1NRUAcnNz16xZc/jw4dzc3KysrF27dpWUlKxduzY7O7uioiI4OHjDhg3deqPt6P7cVlZWtnr16iVLlrz00ksajcZReObMmccff/yhhx764IMPOK7bWh7erf11VVGzh21STni01Nq40Vp2G2wg3qheQwAPABxYCuu/DfAbO9nwHG0jACDArHI7XiEf6lYi3bWNyT1N6PVkQ73o6EHxieMCRduHj7KmTcsUmVyPLJWQh2vaqfYh9JvFCfxPxmb/O54z1xh4282OR7eCLHTvGU4W5LV6ZBv279+fnJwcERExZcqU0tJS12ZJB7Va/cQTT8hkMmfJli1bli1b5nhEt3HjxoiICLVanZ+fHx0dbbFYxGKxVqvtxO10WjfnNkEQ1q5du2DBgi+++CIyMvLzzz8HALPZ/NZbbz399NPr16+vqqratavbWuoKrQ1+rHsGizbfGKtPAACEWJuG7v+lgD9z6sMgqlkl/VrJJ2TxFcfrpKoxfpam52eDE9ZKJM3nhzSb6KJmvzr0xaaJ8+20+3CCanBf8hsh5EARZAjTbNxnEC2VEv2hg1sfEsgWg5o6vmJfRkZGdnZ2aGhoVFSUwWBwVt2cQkJC3ErKysoiIxsnoxg3btzw4cNpmn7//fdHjhw5derUK1eudDSGLurmX6Nz584FBQWlpKQAwCOPPGIymQAgJycnPj4+Li4OAO65555NmzbNnTvXcXxDQ8Mbb7zheH3nnXdOnjy5Q2+XKA8+5Xd16o35JB32BDOumx/lmswkkSv3uyIaWUQErYotTvD9KrB51VGgGhOkiJVMyV9YpSix3jsjUDVBoWgxBI13r3SSHKdQKByvJ0QO+7is0nVvri/l3OsJaJomSdKjQnJgGEYul3vaJECOZ+ZyuceNsncEJhK104m3lxEEAQBSqVQsFt/iKY+GpLxW2jSbz6LgZH9fv54IjKI86y+x5wixCe4lie1MH+jGZrPt2LHjypUrYWFhAPD999+/9NJLL774ousxJOleL1KpVM4naidPnrTZbMXFxVlZWbt37w4NDX3rrbfq6+s7didd0825rby8XCwW//Wvfy0qKoqJiXniiScUCkVtba1a3diVUa1WOx88AgDP8zpd41TFVqu15efVtkdCUhYMzz13VB98o3K2J5j+Xt2U2+6qtU+tYU/LIxYOevJG2YgB4LfWOMv1OltCyXR942tSIE/I4hTBkwf6DYSWApS8Sg3VTQ9FibgE4kbYMYHhYYV8uZgEAJVN8GWFi0H2jt5Uj3J8+3hUSE4EQTjC8xwe+3F5ZmCdiOqvkXcEMtL/V3uRE/h7Awc/FTaO7Jm1cAmC8LSPq4cIfv72Bx+mf9hDVFUIyiAubSofGt6hK+zdu3fgwIGOxAYAU6ZMSU9Pz8vLS0hwz5qu5s6du2TJkhUrVkgkkpUrVz733HMVFRXR0dGhoaGlpaWbNm2aMGFCG6d3u27ObUaj8erVqy+++GJ0dPSOHTv+9a9/vfnmm3Djlx4ABEFw/d9cqVS+//77zk3XtHcr9lRf0jBEVJrvvZX2B8utM6vZFC134Ufdy/GSGkaxsKJhSbmVBHg3/E7Xs4og7RKTkmjPcWzu8xm7KURUxHGLyu1iXtipYl5MkC6vzh9DtD6RMTXrXknmd2RtNQCwA2Mtt00UbrQjh3EiR2IDgGoRUS0i7hcF9XIrc9vkcjlN0x4VkoNCoTAajV2c+7XbicVihUKh0+k8rUIpkUgEQbBare0f2otIklQqlUaj0WbrwDOzB2UJD0Y1fmmadO6duborMJlMZjD0yMU7JygoqOcuLsQMsv/+iU6fnpGRMWtW03//MpksLS1t8+bNblU3N6mpqatWrUpNTbVYLOnp6enp6bW1tdu2bYuOjo6JiXn22WfXrVuXk5PjaNXrBUT3/tEePHgwJyfn+eefB4CGhoZHH310y5YtR48ePXz48EsvvQQAZ8+e/frrrx0Jr6WO5rYhlz+pZpu6b0h5YYCJL5VQM6u5KK701fP+jvKJyY+fUES5nqiQbJjAbpdz5jxx1Dmx+3ySAPA39fgng2/+MxAEUqcVGEZoMUvkhvpzfyo/7HgdxfjuGDA/QuRBLSGO3NbQ0ND+ob3Lk3NbXV0d5rZb4chtOp2uQ7mtF/TL3MZxnOOhT6dJJBKGYdo/zjt1c71t5MiRX331VX5+fkxMzJ49e5KSkgAgJSXl448/LisrCwsLy8rKGj++e6aZt/Gca2IDADNJXJRTYRYhxuSXLPv7odiwxKrRUrtiEHfhBDTLbXKieI9PqmtJMC2rcbnaPf5xbb03QfB+/q3u+Z1y2HifiGPG66HygIl0iIz0yl+dPbrCLzTnjbx9kjzqsaCREny8jxDyKt38nRUQELBixYp3331Xp9MlJCQ89dRTACCTyVatWvXGG2/Y7fZhw4bNnj27W95LRFIpspAcU6Vb+YpSy/MFDd8Nh1qf8qMDvweACcS+H/l9jiVJAWBtSaZM9dm/A+dLeds48wUKeFHglEUxi9dV/ZxnrYsVBfxZnRrF+HY6sHixMl6s9PX1dT5K9C7btPkrSrMcr382ll0w13waNbNvQ0IIoQ7p5jbJLupom+Qpc+WMws1881u4p8qWqBcmCl/W+TRNTSKxhfDVL9fRPrfrigfYr2UO+ZQFgoKmFrDEweuiox51vCYsFrK2ShBL+WD34W63zjNz2620Sc4q3HzCdOOjEwAIuDj40WBa1sYpXYdtkh2CbZIdgm2SrcI2Sc+1tSGf4gXe2bdOACDgvgr7iuEy/fX50cTeUOEKAEht8ttKJgQaG6cIKQosFECgmg/tvlr4z+ioRwAIJv+S+OBeQq8DAC5moHleOkcLBJDEb6ZdzrVt1jFGsIY193RuQ8i7HNJfy9QVAMAc39g0RXRfh4Pceff39Q7tlUEm/rLPja69BKRouYdG+ADA/yIDABa+l1c8q7Y+2Bgu4sQAYCGZGr8LZ8KOtryUzVZjt2tFnESyo2mUoq3sXM6Pn1fzZwAgPHxh0uA3KKqx84iZZ0mCEBOePhl2J4z1CSuyNXWkDGPkceLWHy4i9Nu0sT73+fJDjtdfai78I3TSw4HD+jYk5Ma7c5tJsPMMUXhQKxJAJECFiFg6oln14t2oqBWFTd/LOpq6oD7Bkq3MFSKVRDKMP1lR7Fr4S9S+Gr7M8bqsbBNFSpIS36pijU9d33/QcA0A5vjG/jN8sj8l6e4760svqyecN9dcsNQCQBgjfydsMtMfUzhCnfZuza/NNmt/7f3cRhBEF1sU+/eAP+/ObQGkZMF1fZi1sXXR1y7886J5SmpTn/siKWkngbnxEEdls4wvmr0/4VuWYN0ulZT4BgCAtCk12ihrjbzM9Ziq6qykxLeevP7DIUMJAIAAmboCEUl9GHF3d98ZEBwr+uUYVZBP0LQtKdk+PAV6a1xzEC09MGjhKXOVgbePlKr6WeZGqItsAldub/bortJutAhsL3cnJklSIsG/zZvy7tw21z9uYXmz9DNBw4Vb+DJJ0/8jzyRE/edSiXNTYfUPMKlrfBrPEjEBAwb8MUQ9RyqNAgAuMIgLj6TKSlt9O4IgLALbmNig8VnUAf01XhDI7k484h92M+fOON5CUlZKWK22cd0zduJWUAQ5Rhba/nEI/faICCperHQuXwAA8WJl74+T4Tiui52JRCIRTXt3CmhD+zem0+m+/PLLixcv8jyflJT00EMP+fp2vn9893o2eAzJHnYrlPEunUR4+Xr1+BOSmanayufLDkdYGwCA4pru2mbXSKXRjsQGAECS5nsXin4+QpVeo3x8/KWjGsynnAerVbOMvHt7poG37TcUT5RHduMvN8GxTG5jYnNgzub0Zm5DCLXhzbBJ84q+c27+I2xSn4TRxTVVPK33b/dq5+v44sWLEydO9PPzS0lJsdlsW7dufeWVV44ePZqYmNg78bVNTooUiiAwN1vyLiPHOHuMvFxCgiAF4zLg/c5K4ax0wL6AhGNn/0NQ9fU+zYbECUKzdCVIpdbJdwPAJUvdc4W1M2qNKZY8ADAGzYyP+9t5mx6ao1k+/4fNhRLpgrhJQXHJ3XNjLbpQEzbP6u2N0G/ZeJ+I84MfOaC/BgB3KaLVtPv8RKjPtZPbHn/88T/84Q+vvvqq46mj2Wx+4IEHnnjiiQMHDvRKeO0jjEaeAMLl/48kA//ZWdP0cXKwJQFVAkwDcCHAxhaJlR+FDa9Wfn+70CxPKANua/XKr1Udz+OJPOUDlMDzQAgEMYOgW47pnqCxr75qAbDAhW32xCuWWfcCAH3pPJSXSoCwJ4/g1B1u3BOkMj5I5Ziy0oELj2rjeIRQL1PTPosDkvo6CnRT7fSTOXfu3EsvveTsTiOVSl944YWTJ0/2fGC3hLBYBKOBaFGxTjZwAACiPJDtBMlP4LMFZN8BCKcUvl+qYrfJJzaeTlAjR3whFrsvROSQZ21c3p4jSIEgAKDQpg2gJU8ENZtncs2VpsVRmUu5VEmx+NA+6a5twumTzOlfZV+sp4rdlwq8FZaZ9/D+AY0BqNSWu6Z34iIIIfTb1E69LS4urqqqKjq6aWRidXX1gAEDejiqW0a1nptFnBBt5q9JXfoyMflAF60oK5qqNz815M4QXnObKVcQOKkk7GbXHiDyv2ZrNrFINOMLAGtCxo+VhR7/+Xtfi31ZmTXW6DqVBkFVXBflNFv7VJz9kymmlemY28apQ00P/x9ZXQUUzQUFQ7/urYsQQt2rnW/Md955Z/Hixfv27dNoNLW1tVu3bn3qqafWrVvH3dA7Ud5MGdj2qUR6Gr6MaLZIo4KDSXXuvfxvN52c2pA/u9oeZa9ibnQJEYmCb3bxP6nGuW4+GzxWQTW+ywzfge/U+6/NNzdPbI4ruvfKJXWdXFBGoGguNJxTqTGxIYRQh7RTb5s3b55er7/77mbjt2bObJo5t2972vy18sjPydJIs/i6lPw2VKTghJQG7piS+iTXOMjknnefv3YOAAQgShj1v5X3zzL8/ATDS25ebxsjC82OW5bRcMnE2yfJo6YoYlz3Wu6c6vP1p26ncOGR9uTh4gN7mhWqW2/zRAihnsNxZoqSduF0Ljw8XK1Wnz17thuj6jXt5LasrKzeiaNzso1ldSLikVJ2bb7ZUfKvGPHeYCZysv+YBjbKLJRIG/vR31nHTqu1A8AuVeNI/iOy4ask1tq6w0rl7SQhAgAQBObCOfpqvkCSbFIyOyh+kNj/BXXrPU34sHDDylX0lUuk2UJYTMDaOVUIO2yUQFGWGfdI9uxwHCb4+lknTunJzwAh1CWFtoZXq46fNlWFMfKng0dPU3jMM5fOqqrKyj3/Z6OpSCoNS0z4W2Tk4k5c5PDhw0qlsqSkpN0Vt29FZWVlTk7O8uXLa2pqunipW9ROY9fWrVuHDh2a4mLgwIEffPCBc7N3orwZP0qc2sA5ExsAPF1snVFjB4Bf/Wkpz//9svn/rlk/zDXvPGmgBAAAlgQAGG4teLVmfUXxf3/Nuf/YsYlmSykAiH86JNmzg86/xFy+IP1uE3PutADCSVPFHl1hhb2VGcQFhcI+aqx1/ETLXdMtd8+xjxwjUBQA2IcONz76OMy5zzzrXuPylXyAsjc+C4RQxxl428LiHTu1BWV2/a+miiXXMn82lrV/mgczGguzTzxgNBUBgNlcfurMyrr6nztxnYyMjOXLl8+bN2/z5sYpdi9cuDB58uTnn39+4sSJ06dP37Zt28KFC6Oioj788EPHAXv37k1OTo6JiXn44Ycdi42cPXt21qxZc+fOvf/++2UymXOll40bN8bFxalUqlWrVjlK3n777dDQUKVSmZaWVlVVBQAsyz788MMqlSokJOS9997raPzt5LZdu3alpKT8+mvj5Glbt25NSko6d+5cR9+mhywLGDqxxXM1Z0meDzWjhn33onn5datz2q2Hr2ter/54pWZ7IKcDAALAaLp6Oe8l4LnKy5+djDiYG3ZML24AAObEsbmFW2cUbl5WsnNY3mdf1J+/9cD4gEBi7O1sUrIgFnf9NhFCPeRnY7nrzOAAsLnhcl8F0y2qqve7lVRW7u7oRViW3b59++LFix944AFnbgOAQ4cOPfroo0eOHKmtrf3oo482bdr0zTffvPXWWwBQVVW1aNGib775pqCggKbpZ555xnHKgQMHpk2btnfvXqVSmZqaCgC5ublr1qw5fPhwbm5uVlbWrl27SkpK1q5dm52dXVFRERwcvGHDBgDYvHnz5cuXi4qKDh48+NxzzxmNxg7dQjttkjk5OW+99VZaWtpjjz1WUFCwf//+119//fHHH+/Qe/SclYEjN/IH3Qo1TFPCJls8DZSwshh7DU806wPS0JBz4fwzpdF7HZuXg0/ddSVdqYFsU9Nhz5YfnKqICWXk3Rg/Qqhv6Xn3eRJalng7ouMzAu7fvz85OTkiIkKtVpeWljqbJRMSEhwvhg4d6khUQ4cOdSwjl5mZmZaWlpycDABr1qxJS0tzXEqtVj/xxBOuF9+yZcuyZcvCw8MBYOPGjRKJRK1W5+fnh4SEaLVasVis1WoBgOM4jUZz5cqVESNGdGJFwHZyG03Tq1evNpvNr776KgB8++23Cxcu7Oh79BySIFawwZWS0hBLUxLaHNb4RC1Zz8UZ3XuUVClK3RIbAIiYwNLKb1xLLqt+lRvT3Q47a67G3IZQfzJW6j61wiS5dy/GplZNyW1eEhIyq6MXycjIyM7ODg0NBQCDwbB58+YXX3wRABSKxpnoCYJwvHYmzrKysuPHj48cOdKxqVQqb7y7e2e6srKysWPHOl6PGzcOADiOe//99zMzMxmGIUkyIiICANLT00tKSqZNm6ZQKJ5//vmVK1d26BbaaZMsLCycOnXqxx9/vGXLln/961+PPvroypUrHUnVQ8iADrHwOoYwkYSdIN6PEesoAgAm17IZp4xWstkaEBppTU6Eez0PANTqmW4leqnhb0P93ApVuD4nQv1LhEixPnKG83/WhwOHLQ7wiAkFO83HZ+Bt47bKfWIBQCqNGDXyY2XAuHbPcmWz2Xbs2HHlypWKioqKiootW7a4NkvejEqluu+++06fPn369Olffvnl22+/dZS3XElHpVI5nqgBwMmTJ48fP56RkZGVlbV79+4TJ07Mnz/fsaumpmbFihXl5eXr169//fXXT506BR3RTm5LTk4OCwu7dOnS/Pnz//jHP545c+bixYtJSR4004xgtwGAr10okxKMIDxWbC07oNXsbZhbmpyW9EJA6msjRzzzo98graReI60qDDpvZBqHY4eFLggKnKxWz0kZ9W1U5KNul/3BT50lada8myoLGy5V9c5NIYR6zTy/uF/ilv0YuyQvccU/QicR0EuLSfUclWrqXZNPzZ5ZPW3KxciIDre07d27d+DAgWFhjeOjpkyZkp+fn5eX1/ZZM2bM2LZtW0FBAcuyq1evXrNmzc2OnDt37saNG6uqqrRa7cqVK0tKSioqKqKjo0NDQ0tLSzdt2uRo5NywYcOiRYt4nh89erSPj49Go+nQXbTTJrl169bp05tme4qNjf3xxx870WWlhxBmM5SVAoAAEOcyjPqw3+CnB85zvL4kUz8a+8CR3JpQmy6lVM1worzgU9FRKxIHvwYuv8SD41+5nN/4w9DQAZt805y7xAT1WNCoJ4JGUQSOoUaoH5KSdJIksK+j6GZUZ1dezMjImDWrqRlTJpOlpaVt3rz53nvvbfX4++67DwBiYmLee++92bNnazSacePGOfqDtCo1NXXVqlWpqakWiyU9PT09Pb22tnbbtm3R0dExMTHPPvvsunXrcnJy/u///u/IkSOhoaEikWjp0qWTJ0/u0F0QHrXMgbOH6C0iNXU+n/yvZfljg+Z/ph7rWrLhyqZFNacBwCDSFqrzBqRntlzqU68/X685zpM+E+srLGSziU7KhzzuXHv6tLnq/zVctvDsFEXMLN+bTqbl6+ur0+lutreLimzatZU/nTJXhTLyp4JSZt48DDdyuZymaUf3XI+iUCiMRiPPt5jnpU+JxWKFQlFXV+dRfyYAIJFIBEHo4vJd3Y4kSaVSqdPpOvHkv0eRJCmTyQyGVkby9JWgoKAuXoHjOEf9ptMkEkkXV+72ZK1XRGbMmHH5cmNH2IqKildeecW5Kycnx3M+DoERuZVc8aHmjpbvVLuXO4k58SDpvS0TG8Hag7NLhnyvG7a94ssLpNLe9F2WKAl0JrZ9+qJpVzM+qTv7lebC8pJdb1Rld9OtdICRty+6tmOn7mq53ZBjqnyoZNdRQ+uLqSKE0G9T67ktKyvL2WGkvLz85Zdfdt3Lsu5DyvoKWedez2ugYV8wXe2T71oYaW1IayhwvDYxRm3qkJaXEh/6gTlzkjCbwGyac93wYW7TP0TrQu90vn67+oTrWe/UnLAKvT2p5i+m8qvWZhUvbx+RgxBC3cu7FxQXfN27Ml6TkgAA9FWQ7gXreODlQ0xV7xbuCLHrAQQAolpRajGfUkCq24n0pWZDs+dW2d9VTeRoaqpiQJhLv/9Su3szY4XdECNyD6NH6bn+PyIHIYS6wrtzm95PcShMOru8ac6tjVHiQJtQJyJAdApEp/5dfOAPl0bd6DNCAIBWUheoFwPHAUU1XYhlCavF7eJLA5JatnkmSYKOuDQAqmmfSEbRvTfVrjGyliNycOVShBBq4t257cWKI5uGiZcriQl1rJWGYTpuoJHfH9h4U1KeHWrSN0hr/c2NC9lYaNPo0rugtIz/5QPL3AWcqnFQIdnQoncpTbVMbADwasjExde+L7PrHZtrQ+/o5s6TgsDkXaTKSoHnwGYHnuMio+3JI10zcRgj3xA164WKHx2zXC5XJi8NGNqdMSCEPB5BEF3s+tBy5Fl/4sW5TQBhr76IJeCTSNEnkaJtJ43lYvLjqKY6LaH0AAAgAElEQVSEZCZpo2mKv5k1MTqttM7H5udraRwqT2rqxTu3XV66xI8U+1Hilm2bgkQmOnqQi0/k1M0qSUmSwIODFu4zFJt5+yR59IDubo2U7NvJnDvtWsJcvkCVFFvmLnAtnO07aKoiptDWoKZ9lJ3t6YsQ8l4kSUok+Ld/UzfNbatXrw4MDASA+vp6ALj//vsd5Y5ND8ELgpiH3123PVhmHd3AvTHI/Sed7U9Pq2Fldl+Z3ddtF1VXMz33sxoRmR6Q+M/QyaLRqaKT2QCOp3JAGPTi7J8g+yfzrHls0jDXE5W0dKF/j8xcQGob3BKbAEAAMHkXbQ31vH+z9QTEBJUo7m8jchBCt4jjuC4OAhGJRDTtxdWbtrV+Y/PmzYMb/SF9fX3nzZvn7Bvp2Oy1+NpAAHGXPHLF3pwJmsaeio9ds34QLaoSN1W0Vda2hiUZKBIAMjSXohnf5ydN5dShTNFV6moe4fIbIzly0JA0jBP4zdq8M+ZqFS1bFjA0iO78in9t3ZGmzr3E+UKnBX9cKwch1ITjutRJ29NGbXav1nPbtm3bejmOznnHFh2saeqU78sKfy2wPjXkRuLh/T5XLlha9oWPS8dCo0hrpa1Kk+rLCJH5xjMs/dVL4kt6YETW2yf6XGy2gg+h14HN+rvKH/boCh0lX2rO7xywILwHupDwgcE33RWMi3cjhNCtav9ZYkNDQ2Zm5rvvvgsAFy9e9JzBbQCg0Luv6PP7Euu1A6YV12RgGwbmWad9It8Nu9P1gGLlpQNxGZ8NOfDHpMaJj18osLz7U4noxHHRscM+n/yXb/7sTfDzz2E1zsQGANdt+vdrm7UcdhdB4Wu9fWLLcstd0wVpj9QUEUKoX2qnsfXKlSsTJ06kafr69eurVq164YUXLl++nJWVFRMT0yvhtYMPVruVEABqm+29i+VXZfyB4HMAsH5gxJ+ug0gAADCKtAWB5wFAQV+cYIkso4M1ZPDfrjTL1qxE8qPIBAC3aVg5J1gnTS22ua97UGyul+zNpIsLBYaxJ4+0jU5tOdFJ59jGT+IGxFKlxYJYAowYeJYLj+KV+FwNIYQ6oJ3ctmrVqrS0tK+++kosFgPAJ598snTp0meeeea7777rlfDawYVHEgFKQdOie4sAiyvqDwTLAKBKdn3VUPFrBaVl/levKs/b6MZxbEu1ewHAzxIIsNj11FpD3Zw75QAQxYu+UE0eEhI/2OI++0lyaQ1zrgIACADx4R8AwDbmtm67qbAILiyiu66GEEK/Qe20SR45cuTpp592DoMICgpavXr14cOHezyuW8TzrSQ2ACBgeo2duvGgNFcuqpdVXVKddCY2J6PYvU6W69NYAyshbU8bTwPAEEnQcmWy84BYxu/Z05Wup9AXmj2iQwgh1LfayW1+fn4WS7N8wLKsXO4pa0+TNxa4c9GY0AJtQsKNRbflrBCpjZNbWxmLxhLs2bCjriV/i28aSHDGXPVp3dmpVzOyTeVz/GKfCx77n4iph4NmuM6kDACEHae8Qgh5Fr5r3SA5jgsJCRk+fHh3xdPL2sltM2fOXLNmjXNJlPPnzz/99NNz5szp+cBuCcHZHS9cfobO514Cc2O9lMXlNhErSSuYH18zIlQX40cPdL1IfvCZ6zOTbBMmWdKmpkwLOevbNAOIghT9peLHM+aqy5a6TG3BOUvNQv9EsTKYD2jeHZ+iCJN7rxaEEOoTh3TFqRc3+J96e/j59VvrOzmR+uHDh5VKZUlJSRurku7atSs4+Ka9u/tWO7ntzTffBACVSsWyrFKpTE5OjouLe+utt3oltvZZ5fL9QRRAKwvlXpVRtSKItureu2B6sMwGABLWZ3j5HbeX3jM0+X1wSYdyn3j54JnW2ybaR982J2yE60V8qGZT2uzTF9WyZiAIy5z5gqJpDABZVyvd+i10bawJQgh13TWb9p4rmy+aawGgyNrwu6LMX43lnbhORkbG8uXL582bt3nzZkcJy7IPP/ywSqUKCQlxrFAtk8mci26+/fbboaGhSqUyLS2tqpUWtd7WfpvkoUOHjh49umHDhk8//TQ/P3/r1q0ymax3gmsXV14S4f4EDQCAI+CFwdK0htq1Vd+uKGlsMHQkM+ud0xTBKalj96hVM3x9h0VELB2dsoWiGu9oVdCY/0RMnaKImaqI+W/4VFGLz6eBswAApw7lQsJcy6nKcqqmYz9OwmJhck+LTmZT1ZXtH40QQrfgB22hW8nOGyt83TqWZbdv37548eIHHnjAmds2b958+fLloqKigwcPPvfcc0ajUalUpqamAkBJScnatWuzs7MrKiqCg4PbWHS717TeT3LSpEmbN28ODg6+7bbbfv7553Hjxo0bN66XI7sV9tLCwYZWakscECFW/qMo9Qnb7EjD3pHl46V2OQFQPYiQjhwDAP7+o1MSPyZMJt7PH1wmDCUJYqF/onNKreOmsm80F517o0W+A0X+jteEpcVsN2aze8nNkQ0a2f/7ktA2NvZa06bZRrsvu4MQQh3FgftjNlbo8HL2+/fvT05OjoiIUKvVpaWleXl5CQkJHMdpNJorV66MGDHCbWl1tVqdn58fEhKi1WrFYrFz+c8+1HpuKywsXLFixYgRI7Kzs10X3XZas2ZNDwd2S1hR69NgiwTh3xfMHEF8EhmeHaSt9PtCbvU3M4Yhoz6UEgQIguRAFnP6VwAQ/PwtU2ayA2Nbvc7L6gmF1oZsUzkARDG+H0TcTd4Yx8ZFRVOlxa4H881rcq4aOMurVccP6K+JCWpRQOKTQSmSoweJhgZnW6r40D77kOE4QBsh1EWTFTFuJTP8BnX0IhkZGdnZ2aGhoQBgMBg2b9784osvpqenl5SUTJs2TaFQPP/88ytXrnQeT9P0+++/n5mZyTAMSZIREX0/iqn1NsmvvvqKoqjs7GwAyG5N7wZ5U/5R8W3sffC6FQAETuVvUhlFOhtlLa/YCgDMmZOOxAYAhLZBuvWbm/UECaAl3w+cnx23bP+ghT/HL3VdOM02bgIbN9jxWlD4mu9NbyMzPXZ93xf158vs+kJbw+tVP79Xm0PV1bg9JCTr3UfRIYRQR8VJlF8NvCdS5AsAasbnX1FTJygiO3QFm822Y8eOK1euVFRUVFRUbNmyxdEsWVNTs2LFivLy8vXr17/++uunTp1ynpKRkZGVlbV79+4TJ07Mnz+/e++oc1qvt02cOHHixIkAkJaWtmfPnl6LRqHo4CSNev3xAPp2jb213iQQbBcA4NHzaX6sYGL0B2JOXLOUTVQo4HqJ25FyTR2oQ8BihooyEIkhLAIIAgQBqquAtY9QhwDdWgVx6SOgqQejkVCppSL3xd5omnbcjoY1/6Avdt21VZf/N2UQ1FS7FsoiIkHe48uc0jRNkmSHP+eeR9O0XC73tMlbKYoCAM8Z9OJEUZQgCKIWv3V9iyAIAJBKpY6pHjwHQRAURXngr30PmRsQPzcgvp41B9ASorXvxrbt3bt34MCBYWGNDVFTpkxJT0/Py8vbsmXL4cOHd+3aNXr0aB8fH41GExQU5DimoqIiOjo6NDS0tLR006ZNEyZM6M776ZSbzkvy0UcfjRgx4rXXXjt27FjLvePHj++JaPR6fYeOzyk6JQZYPtwnxCqUSsi/55ujTU0tyxaS2JJj9GMFAJDZFaNKpw4d4Pvx2c928u4j3UwsR+SekezdSei0AMCFhFlmzpNm7SDLywCA9/M3z7qXD2/tfx+aAT9/sFqhxWITvr6+jtupsrvflIG1mcamyfKanuTZRo2xCgAdvP1OkMvlNE139HPuBQqFwmg08nyHHwz0KLFYrFAoDAaDpyVdiUQiCEIXlzjpdiRJKpVKs9ns9jCmz5EkKZPJDAZDXwfSpBfSv7Kzy5VkZGTMmjXLuSmTydLS0jZv3vzYY48dOXIkNDRUJBItXbp08uTJ5841TluxbNmybdu2RUdHx8TEPPvss+vWrcvJyUlJSemG2+gs4mZ/tARB/OUvf3n77bdb3Wu323siGmd30luU9su/375gGqZjvwthGhhidjUbauEdyWyXirnqwz9V1Kynye9H143idyVrAiYU3RiiJwAfGGh68BGfDR8Sep3zSMFPSWibZjzh/fyNv3+yQ5NG+vr66nSNF5xQ8FWepelqiwOS/h0+hdTUM7lnCIuZixlojxvcXTNSts2R25wDFj2HJ+e2uro6zG23wpHbdDod5rZ2OWs8ncZxnMlk6soVJBJJF1fu9mQ3rbcVFxf7+fmtW7euN6PpELvAnfchnk2SnPxJ/2ipDQB+CaDHjPcbZOJ1NFEuIQAgRWsYX980FfK9xp1Gka7CV/tL1L7B1SkKIpQPH2CdNJXU61wTGwAQ+mbf/qS2gdQ28P4BAEDYbITZxCt84ZZXZP84YsaK63sc6S1NEf1KyAQA4AOU1omTu/QRIIQQak3ruS0nJwfarEX1bWXTgSGoCJ558LqZuPEv9YFA2k7CZXlTyjkQSDtzW4FfjVHUmMBKAvJKAvJiolcOTkgHAMLo/g+dQFFE8zqEIJGAIIgP7hWdOgGNHSxnsAPjbiXUJEngkUFLrtl1UoIOYXw6cbMIIYRuXeu5bfTo0W2f5iFNNM+GT1j+w3bnZrjZvUXLLCmrkZsZTlwlL72k/tVt737D9XmX1stI+kHl0L/EDxbnN01OwyYkMefPOjftCUmCRMqcPeVIbNDYwfJbw2PPCD631NGAJIgBolYmtEQIIdTtWs9tHrUAaRseOXNdxDdmWQFgUYXt8WQZ6/LcKpDKPTwo92anf02o6jhzHQfrqn6mU1OfC1Iz1woFkcg+bJQ9bjAXHik6f1aw2bhBcbbUOwCALr7qdgWqrJSNT+z+G0MIIdQFrec2R9dnz8dcaZrEkwAQ8bD7hGH6OD8eGruQvBn04P9q/ux6ilyeIKppSKy7o8Ee+HiDYl2sUC0iAGCL7spT45fYxjct0m0fNso+bFSz92s5EoDxrE7YCKHfji5+UZO33GPAG7WzNqmHI1p0x2IJ2HVCq6WJzyLF+4JpHWPIo5MS2Mbe9iQpvjNuq+zYRwAQBpCks06tYcslRLKeq5UaGe6CffCQNt7OnjSUvti0VBsfoOQiOjYoEiGEugVFUZ4zta8H8u7cJpCka8d5PUVMrmtsTZ1XZV84yme7msmHyQlwEQBoThSkvps5d9r1CrEmLtYEABBgt0PmVl4m46IG3Ozt2AGxltn3MtnHSKOeC42wpk0TsN6GEOoLPM+7La7ZUSKRiKa9OwW0wbtvzEpTn8WIHiu2AcBZX2q4rtlotieKLNvVzNSyQTM0SyvlpXmDCgcnvArXjrdxQebShTZyGwDYE5PticltHIAQQr1AEASua+tqeUiXwB7i3bmNFOCZRNmfEmQyXogx8yd+ajbdRohN8DMP0kjylo6ICAyJezXmI4lIaQ0PZ1wmBHFDeEknGoQQQm3w7tzG8MI4DftLAE3wwLSY0aJIHJR56urcsVQDQ4DNbq0+WWTTnhFVbA6VzKhovS7PDuzwhNkIIYQ8jXfnNl4h//xs9Y+B9EPXmzqVCDcmTr6rvnpNglRLN87b9l1DPgc8EHDvCMmQQcxfZUnTBt1OVZRJDu51TCNpTZ3QdnsjYbFQpcVAEFxkjOBhs8EihBBy8u7cxg4eGnD8gGtiA5cVAUiAV/NMU2vsc8f4WEiCg6aa3QUF9V8fw1S5go0bbBgUT+p1go9caPOxKlV+XZq51ZEFBT9/8z33c+rQNo5HCCHUV7x7fAOpqf8hqO25PomJ9ewTxbYQtn6B7tAS3b4R1iuNO5xJkCR5P/+2ExsASPZmOhIbABDaBvEPu7sWO0IIoZ7ixfU2Qq9nzp2qiW6/F/4kjX645APH6+mGX76XT9jsmzbLtwOP1gi7jaytcS2hKsqA5299umSEEPIWCoXCZrM5B3eLxWIPXDykbV781Uxq6gAg1Np6N1aTy4D9eNs1111zDT89q0x6RDns1t9LoBlB5gMAdhJejZMkTvKNnez/p8ojOs6zFhlBCKGfG4jJJynfg/RtJ+g9tZ1cPOvixYvmG24lsVVWVnbujXqIF+c2PkAJADOrW19JbluIWH8jvRUrL7jtfUyuIju0XhpB2EeNAYDXYiWvx0qKpOR1MWyoP/fH8gMdDxwhhHrKdStx9ynqpI4AgAsGSD9HndF3z9qQP/7449SpUx2vt27dunTpUgA4e/bsrFmz5s6de//99wPAl19+GRcXFxYWtnz5cseCeV9//fXKlSsXLlw4YcKEqVOnlpSUOK6wd+/e5OTkmJiYhx9+uCcqhV6c2wSFryCT0zdZzHKgiXtwpA9P8EXKi3pxndteH58O9/W3pt5hnjVvU3SzFWp2aguMfI8s04oQQp2wr8XSZDuqe3bd4wMHDkybNm3v3r2XL19+7rnndu7cee3aNYvF8ve//91xwIYNG1566aWffvpp5syZv//97wGgqqpq0aJF33zzTUFBAU3TzzzzTLdH5cW5DQAEELID6N8ny4ql7jdSJCOPKundiV+ejDxgEjVbni0h/lWK6vgiagTBJg0zSdy7/lsEHO6NEPIUNsE9k1k7tZp9UlKS9Ibx48e3caRarX7iiSdkMllmZmZ6enpCQgLDMH/5y1+2b29cgGzixIlDhgwBgMcee+zQoUM2my0zMzMtLS05OZmm6TVr1vz000+dCbFNXtyXBADMrOWzWMlX4cxlOZV1Qu/jMgHNOwPEJorQiUyM83mcAKRhot02VJ+nIP01jkW0O+oOn4jvtPnOzeFSVSAl7cotIIRQN5oU4N4FYVpgZ+bWunjx4qBBN23fcp2vKyQkxPGiqqoqIiLC8ToyMrKiosLxOjS0cbiUWCz29fWtq6srKys7fvz4yJEjHeVKpbITEbbNu3PbqwNF9QwAwK/+VMxdfn+6ak3Wc5d8qPVRokIZOVxvYlwqVaPK0gbVDQUAuH4Vzv3HtOz3nRigti70zjrO8qOhBACGSoI+jLi7u+4FIYS6brCP8OkQ/q8FZKUVAOCNOH6SstvmjeT5xjqga88RZ3fKkJCQ0tJSx+uysjK1Wu147SzU6XR6vV6lUqlUqvvuu+9///sfANhstrKysu6KsCmqbr9ir6Gqq7KCmQRj42etp4iX4iXzUnxWD5YUyshoM//xOQ6ExhuU2uWNie0GUfbR1i9bUizZt1OSlUlfzW+5V0lLt8TMOz/4kVMJvzsUuzhW3JnKH0II9Zz71fyl29lLt7N1k9jHIjvVItkahUJx8uTJ2tpao9H4+eeftzxg1qxZGRkZhYWFHMf94x//mDNnjqP8yJEjhw8f5nn+5ZdfnjVrFkVRM2bM2LZtW0FBAcuyq1evXrNmTXcF6eTF9Tay4jotCCuvWd8d0PQMLMbE/yPPLGchVWP34cDWMLg44CIA+Nh83U4nNJqW16TPn5Xu2eF4zeSett45xTb29paHqemOP65DCKHeQhEQLunSFYYNG+a6eKmjCfG+++4bPHhwYmLi448/npeX53ZKYmLim2++OW3aNLPZPHny5L/97W+O8unTp7/++uvp6enDhg1zJMWYmJj33ntv9uzZGo1m3LhxGzZs6FKsrfHi3MYHKBcX2KLN/Jmjun8MkhRKyVQtN7nGnqVi7CRBgDC5lh1TeldEwyC9WCNwwW6nCyp1y2uKm1fmRL/+bBtzG3RotABCCHk5vV7fannLJDR8+PCff/7Zubls2bJly5a5HRMWFrZ+/Xq3wgULFixYsKDLkd6UF+c2LiL6iS02AWCwgd9w1uQsTzTyjw2VzRwjf++CKdQq/G7EiCGmyiHm2n/pTCK2cZlawc/fOiHN/YqCQGrqXQsIkxEsZpDi4rYIIeRNvDi3AUlyBCGCG49Jb8z/H2XmPzxvGj1e8fdY6ZJy6/26XQurq0eX3uVIbLyvny31DnbwkFYm8icILjScqmh6qsn7+WNiQwihTluyZMmSJUt6/329uC8JADR7SOrScBhh5kdpuUoxkch8Ns2QO6ZkivN5G6nTEnrdzVaosUyeLiiansxZp87s/qARQgj1MG+utwEYSeJmnTr0NEHxCjPFhBuCZXaF6y6mpMgGk1o9iw8LNz60grp6hRB4NiZWUChaPQwhhJAn8+7cZmYAbK2U5yqos34UZ5r1qQ+8an7TbS/PtLV0gCCVsUOHd2OQCCHUEyiKav+gmyP79TIm3p3b6Bazy+gYYk8w89d4ic2WCuyAi+IhBTIhRVatNKmcx7SRujiBP2C4Vm43DJeqRkpb6UiJEEKegKIomQx7A9yUd+e2erk03NSsr+pjQ2VbQhgAAOEiWNJsdPna4KVX6V9XFHMxhhCSlhMSGXPhLNhs9uQRbquvmXl2XvF3p0yN4+3/EDjitdCJvXUrCCHUATzPW61dWmNLJBJ1sebnybw7tw2yUdUiQmVr7Cp5WU5l+9/4URG6IbZDF/xKNKD4b9DkCzFR26uC6SMHQG+Emhqq6Cqha7DdMdn1auvrzjgTGwB8VHdmgX/CCKy9IYQ8jyAILNulidppmu7Huc2721tlWu29o+UfRYl/CKYv+1CDDVzBId2x4/p4I39HvfBQ3SHnkalSpej0r67nis6eAqHZNGvnLe6LQ+S2KEEIIeT5vDi3EUYDCIKYhz8OkRbIqMHGxlUAUrTclhzDR7n6Mknj3aVY8lIKX+GNzSbZIswmwt5s6bUIkXuvyEgG+0kihJD38eY2SYJgCXjsmvV4gGxRebPukvFGHgAmcpvltZw/bwhh680A1VFjQ4ub1qPhglWCqFmHyYcDhn3XkF9mb3yAN0YWOsEnoudvAyGEUDfz5tzGsq/GSXL86MuHdf5290Uc6mQVJmnRYJeUpx8eq9YYSW0DOObcmj7X7ZQIkWLngAWf1J8ts+uHS1WPKIfThBfXaxFC6DfLi3MbYbd/HiGWs4KEa2Wv23htAPBX3W76XSxZVgIC8OGRbpU2hwiR4uWQCT0RLUIIoV7jxfUSW0CAkSK25xhCbK0sUCS1y8O1A52bw+unS/0TBYbhYgZxAwa1mtgQQgg5bNiwITU11c/Pb+TIkW+88YZzVVJv4cX1Npqk0muEWONNP/Hbi2dppDUWxuhvDoJ7VnSptyxCCHkJ/jphywK+EggliKcBGdvhdbdffPHF7du3f/zxxykpKXl5eU8++eSZM2c2bdrU7aHu2rVr+fLlNTU13X5lL663AUCIyH3FUTcB5uBQXQw97C52QGzvhIQQQn2I14LlK4G7CoIR+FIwfwp8RceucPXq1ffee2/Pnj233367WCweNmzY7t27Dx8+fOTIEQDYuHFjXFycSqVatWqV4/i9e/cmJyfHxMQ8/PDDDQ0NjsK33347NDRUqVSmpaVVVVUBwNmzZ6dPn/7KK6/MnTt3yJAhJ0+eBACZTFZbW3uzU7rCu3NbTUjQrRzG5PxCmM033c1xhOXmexFCyHtweSBom01GyOV2bHXlQ4cOpaWlRUZGOkt8fHwWLVq0b9++3NzcNWvWHD58ODc3Nysra9euXVVVVYsWLfrmm28KCgpomn7mmWcAoKSkZO3atdnZ2RUVFcHBwc4VTQ8dOnT33Xd///33S5cufeeddwBAqVSmpqa2cUqneXGbJADMViawxJmNEcy+YEbCw0PXbXfVNhuyVhh4wcfmq9ZHkpo6TtqiQz/PSw7tY06dAABOpbbOuIdThfRa8Agh1P3s7plMsHWsTbKoqCgmJsatcMCAAcePH9+yZcuyZcvCw8MBYOPGjRKJJDMzMy0tLTk5GQDWrFmTlpYGAGq1Oj8/PyQkRKvVisVirVbruEh0dLQjk40ePfrYsWOu17/ZKZ3m3blt3LHTzyZJPooSj69n/1ZgGWTiK8REqLXpB2kQN+REHEy9Nj0gILDl6aJfjzsSGwBQ1VWSHZtNDz8m9N9JaBBC/R41UGi2miUAFU8AdCC9RUREHDp0yK2woqIiPDy8rKxs7NixjpJx48YBwPbt248fPz5y5EhHoVKpBACapt9///3MzEyGYUiSjIiIcN0LAAThnoBvdkqn9VSb5MmTJ1euXOncPHPmzOOPP/7QQw998MEHHNdan/1O+Zq//lGU+KFS24FfDHfWsRFm3jWxAcD+IBEA5IWeE6TSlqfTV6/YCMj3IXU0AQBkg4as6WojL0II9SEyFMTzm74GRdMEKr5j9bYJEybs37/ftX+HzWbbsmXLpEmTVCqV80nYyZMnjx8/rlKp7rvvvtOnT58+ffqXX3759ttvASAjIyMrK2v37t0nTpyYP3++8zotU5rTzU7ptB7JbdXV1e+//75wY7ZGs9n81ltvPf300+vXr6+qqtq1a1d3vVGoyf5Ahf2j8ya38gaGBIA/DpG+ED7VZh1ip1qfLfu7AG7wJL9hE31VU/1WD5YKBEC/XtAIIfRbQI8G2auC9BnBZy0waR0+PTk5efHixXPmzDlz5gzHcVeuXJk/f358fPycOXPmzp27cePGqqoqrVa7cuXKkpKSGTNmbNu2raCggGXZ1atXr1mzBgAqKiqio6NDQ0NLS0s3bdpkMrl/RbfUiVPa1v1tkizLvvPOO4sXL968ebOjJCcnJz4+Pi4uDgDuueeeTZs2zZ3bOCeIyWTKyspyvI6Pj2/ZyNu2cRo2Tt9KLTAjjLGT8HGkGADMxumTK7RUSgVZXEicOwM8JyQk8pOmXQPL0kiTs/L+7gDxUJA/EB7JdFObJEmSEomkWy7VjSiK8tjAxGKxIHS4s3KPomkaACQSiacFxjCMIAht/BfcJxzxiEQiT1v0kiAIiqI88Ne+5xA0EMHQoaZIV//5z3/+97//PfLIIwUFBdHR0QsWLFi9ejUApKamrlq1KjU11WKxpKenp6enEwTx3nvvzZ49W6PRjBs3ztEHZNmyZdu2bYuOjo6JiXn22WfXrVuXk5Pj+GtyEIlEs2fPdn3HVk9JSUnp/CfQ7X+0H374YWRkZHJy8uuvv0FvYIkAABauSURBVP7RRx8BwPbt2ysrKx1NlOXl5S+99NKnn37qOLiystJ5hw899NCTTz7ZofcyvfA0Jwgi3v0Wbh+v2PGr8Y1Y8f+ixZ+eNS0pt4FUCi5dJclhIzOmjFp6aavrWQ/6J3w5YkkHbxchhPoAx3FdrNxIJBKGYborHk/TzfW2o0eP6vX6WbNmlZSUuJY7/8EUBME1m4aEhDhGOTg4BzrcIqNCGtJgdCt8d6D4lC8lgPBAhT1TxUx19JxsPgaAP3eaGBPvdiJFijoaQBt8fX11Ol13Xa27yOVymqadY1A8h0KhMBqNnjb3gVgsVigUdXV1nlZvc1Qlu7g0ZbcjSVKpVOp0OpvN1v7RvYgkSZlMZjAY+jqQJkFBtzR+CXVaNzcdHD9+PCcn58EHH/zzn/9cWVn54IMParXawMDA6upqxwG1tbXd+EPdrSQcj9ZcLSi3z6lmVTYh0CZ8e9qoukn/1zuu1Uc3H/q9wD+huwJDCCHUh7q53vbnP//Z8aKkpMTZJpmSkvLxxx+XlZWFhYVlZWWNHz++u96uRCQMvlNRdkBLueSvSAv/8TkjAMQamx7FCQRJCM3qBOr9P3x739yX5NfOWqrDGcUzwWNSZWHdFRhCCKE+1Bvj22Qy2apVq9544w273T5s2DC3R4idRnCsnuDGaIkCGZnQfFbJgBZL3thHj6ULr5J1zWYtSy64vunue7olGIQQQp6jp3JbVFSUo9LmMGrUqFGjRnXvWwgE+VKB1UjbQs2tP6SxDh9FazRAgD0hyT5sFKcKke7a3uwIvttG2iGEUC/rYkdZT+tn2728eV4SkvRTKP3r6262XwgJN01rqiNykTFuB3CD3LuTIISQV6AoSi6X93UUnsuzhqF0WJv9xPigYNdNQeFrXrCY9/Vr3BRLqLyLhNbjegwihBDqIu/ObYTVYidbH50oiMScOtStkB0Qa7l7tvNc5vIF2dZvCBZXdkMIoX7Fi3MbwbHAso8PkWaqWxl++GSiLVd/FlrMXSm6mOu6SdbVkuWlPRglQgihXufFz9sEitb4K3aqyXV5FtdyHUWsSZB8Eib+uWBLzqGdvH+A9c6pbPzgxt0tmjEJi2cNgEUIIdRFXlxvA4BTQ2IfLbEF2oQrMurLCNFuFWMnwJcT3r1onljPXpCE6Bgb2aCR7vh/dEU5ff6s6JdjgsJ9qW4uvKuLKSCEEPIoXlxvA4CIippYG//fGPFziY1L2CQZuP3ZBqVdWHHNesbfKmMbb1Cy9RvC3Dj3Gq8MIutrAQRB4WeZfLfgg32NEEKoX/Hu3Bau0ceQ3LSxTcnpopx6LVb6z0umBCM/o76KFhrn93ImNgAg62tN6UtB6sMHKAXauz8BhBBCLXl3m6TUxppJ9+GHp/wpAAi0sx/mKF2Km/WmJAx6LliFiQ0hhPol785teVL44xD3NZmizDwAhBA+EnkAAAi+fuzAOLdF1nl/JSCEEOqnvLvi8shgypcVJtexBwObbuSpIgsAgK+/YdmjhN0mMCJCp/XZ9LlzmDY7IJa+VkSezeEDg+0jRwuMqE+CRwgh1EO8OLfpOOs5OXnmiD7azH0ULf4pgA6yCyuvWZP1HADYhg4DAEfeEnz9jA8+IjqbQxgMXJBKlJNNFxU4LkJfOGde+ohA99sF+hBC6DfIi3OblKTjjVyciQOAJ4utTxY3DVNjI6PsI8e4HizIfKy3TQQA5tQJUlPvLKdqq+nLF+1Dh/dW1AghhHqcFz9vYyzW8fX2luU8QdomToGbTHFNtphAktBquj84hBBCfceLcxuIJW9dtp5TUBVi8omhsjtuUywe6ZPjR5ECL/1+M2GxtHoSF6x2K+FblCCEEPJq3pzbSJKJiY02c1PGyT+JFP3qT30Xwoy/XXFBQRF6PV18leA4ENwnUmaTkrmYgU2bg+LZuMGAEEKoH/Hi520AwAcGH9UXX/VplqG/iBD945JZ9NMhSeZWQSq1Jw61TpoGFNW4myRNC5bQhVdITT0fGMzGDLxZ6yVCCCEv5eW5zdevRuyemapFBACQ9fVAAGE2M6d+FcRS24RJTUcQBIurkiKEUP/lzW2SACCRjdO4rGIjAACMr2cBmsZqEwBMweVejwwhhFCf8e7cJjr+Y5KB+8clc+M2AQ9U2H933X3NGsdDN8JkJOtqW67ohhBCqJ/x7jZJokEDAAlGboCZL5KSoVZ+ZpWdEghBLicMBudhbFyCZOc25lIuAPC+fpa757h2J0EIIdTPeHe9DQiiwIecN1peJCUBoEJMLh8h+yWAFkRiLmoAAAhSqW3UWIIkHYkNAEidVro3k2ixQilCCKF+w5vrbYJAcOwPQWK34p0qemyJyfjI4wTHCSQJBCH7dqPrAYROS1ZXcJExvRYpQgih3uTNuY0ggKIEwn0EmwAEpw4DAOFGv39B1GI2ZJF7RkQIIdRveHubJEytdu8bMk1PW++627WEHdJsukhOFcIFqXo8NoQQQn3Eu3ObIBLFmbgtOcYBZh4AwizCJ+dM40XBgl+A62H2wUMsM+7hVGpBobAnJpvvW9g0lBshhFC/481tkgBsYjKTc2J2tX2EnrvkQw7V86FWHqCQOfmzbdwE1yPtQ4fjZP8IIfQb4d31Nvvw0YRE8udEaewk3zlj5AMm+74WJwEA+vKFvg4NIYRQn/Hm3CYI4p3f7fLl/h3T1DHktVjJ0QCatLN9GBdCCKG+5cVtkqROS1VXHhsscSs/GkinSiObtnmeuXCWLi3hpVL7iBQ+ILBXo0QIIdTrvDi3OabSUrYYhB1sE2x3jnduSnbvcA7cFp3MNj30B06FC7YhhFB/5sVtkryfP+8jv7/SFmnhnYWRFj5/SCyvbKyckZp6Z2JzYH75qVejRAgh1Ou8OLcBQXARkVFm/ruTxvsq7UP1XHq5bdcJw515FU2HaDVuJ1G6ht6NEiGEUG/z5jZJADZhKJN3KVnPfXPa6CyML6w36LSCrx8A8MHuzY9ccEivhogQQqjXeXO9DcDImlstJxvqHS8EH7l14l3Oct5faR1/Z29EhhBCqO94d72trvhyEAAITSuROvAuU2rZxo3nBsZSpSWCTMbGJgi0d98yQgihdnn3F71BRAO4JzbbhDRB5uNawgWruRaNkwghhPor726TVCSPdd20UXDk9uHW2+7oq3gQQgh5Au/ObaEhMT8snF0uabwLhoOJx8/WFzabcIvgWKq2mjAaWrsAQgihfsi72yQBIPp6ddiN8W2Otklr9mEYOMRRQl/Nl+zfQ+i0AGBPSrZMn4srACCEUL/n3fU26npJ/E8n3Ap9DI2dJwmzWfrdJkdiAwDmYq4oJ7tX40MIIdQXPKveJpVKO3Q8ef1ay0JDSLBaKgUAoqzEbZfoegl155ROh9chFEV19HZ6AU3TJEl6YGAURUkkEkFwX0W9b9E0DQBSqdQzAyNJz/rflCAIABCLxZSHtY4QBEHTtAf+2qOe41m5jWU7Nn8/TRBuf9xaMR02dYHjOgRFu/2F8Yyoo2/RaYIg9Np73TqGYQiC8MzAWJb1tBTi+LL2wMBIkvTAXzBHruU4zgMD43ne06JCPcqzcpvdbu/Q8dzAePrIQdcS+sEVvNTHcR0iWE0Hqajaaude25BhbAffotN4nu/o7fQCsVhMkqQHBiaRSFiW5Xm+/UN7kePL2m63e1puoyhKEARP+zk6Pi6WZT0wMIZhPC0q1KM8q02jo/hgFbX8D0JIGABUBgfk3DuLVwY59woUZZ6/yJ6YLPj5c6HhlrkL2IFxfRcsQgihXuJZ9bZO4OPi51lD9zaYAASwHJt/vfaDiGnEjeHcgq+fZfa9fRshQgihXubd9TYA+Lbm/N6Gq87NrQ15P+iL+y4chBBCfc/rc9sZQ6VbyTlzTZ9EghBCyEN4fW6LFPu6lzCKPokEIYSQh/D63LZUNXygJMC5mSBRzvGL7cN4EEII9Tmv70uiZKSHkpb9q/R4gVWTJAn6feBwGcn0dVAIIYT6ktfnNgAIZmQvqG/r6ygQQgh5Cq9vk0QIIYTcYG5DCCHU32BuQwgh1N9gbkMIIdTfYG5DCCHU32BuQwgh1N9gbkMIIdTfYG5DCCHU32BuQwgh1N9gbkMIIdTfYG5DCCHU32BuQwgh1N9gbkMIIdTfYG5DCCHU32BuQwgh1N9gbkMIIdTfYG5DCCHU3/SHdbdBpxUfP0IY9FxYhH3oCKCovg4IIYRQX/L63CbU15H//LsIAACY82fpK3nm+YuAIPo4LIQQQn3H69skheM/um7SRQVk+fW+CgYhhJAn8P7cVl/vVkLpGvokEoQQQh7C63MbERLqVsIFq/skEoQQQh7C63MbecdkQdWUzGxjbuODVH0YD0IIoT7n9X1JQCoVVjxlPXea0OvYsAg+LKKvA0IIIdTHvD+3AQBN2xOS+joIhBBCnsLr2yQRQgghN5jbEEII9TeY2xBCCPU3mNsQQgj1N5jbEEII9TeY2xBCCPU3mNsQQgj1N5jbEEII9TeY2xBCCPU3hCAIfR1Dl3zxxRcDBw6cMGFCXwfiHQ4cOFBbW5uent7XgXiHvLy8ffv2rVixQiwW93UsXsBoNH722WczZ84cNGhQX8eCfuu8vt62ZcuWkydP9nUUXuPYsWOZmZl9HYXXuHr16ueff26z2fo6EO9gMpk+//zza9eu9XUgCHl/bkMIIYTcYG5DCCHU33j987bKykqpVOrn59fXgXgHjUZjt9tVKlzi7paYTCaNRhMaGkqS+F9g+3ier6ioUCqVUqm0r2NBv3Ven9sQQgghN/jfKEIIof4GcxtCCKH+xovX3T5z5sz69esNBkNqauqKFSsoiurriPpGRkbGnj17/n97dxvSVPsGAPzWNnvRuU1nJho+ChrztWklpS2zHBUx50tZM8OQnPZiWFGQlUQUqFCCfkiwLIuMMM1pKpSK5svKTWhMV0OFTAN1WTm3qZs7z4eb/5Ae19Pzt9pL1+/TfV+cnXNxgVyc+z6eo9frAwMDT5w4QaFQkIniLDFoG0ZHR0tKSoaHh319fU+fPk2n0xGUy7S6urra2lqdThcWFiYQCFasWIGgXMAqENZJo9Hw+XyFQjE7O5uXl1dbW2vujMxDKpUeOXJkYmJiZmbm+vXrt2/fJkwUZ4lB22AwGDIyMsRisV6vLy0tvXnzJgHlMq23tzcrK2tkZGRqaqqoqOj+/fsElAtYCWtdk5RIJP7+/n5+fg4ODnFxcZ2dnebOyDxoNFpOTg6DwSCTycbH+RYtzhKDtkEqlTIYjPDw8GXLlqWnp6enpyMol2n9/f0sFsvT05NCoezZs6e7uxtBuYCVsNbeplQq3d3d8djd3V2pVJo3H3NZu3ZtcHBwS0tLYmLiq1evDhw4gEwUZ4lB2/Dx48fly5fn5uby+fxLly6pVCoE5TLtr7/+6unpGR8f12g0LS0tk5OTCMoFrIS19jaEkJ2dHR7gO1DzJmNeMTExd+7cCQoKKi0txZFFi7PEoA1Qq9WDg4NpaWl3795lsVhFRUU4DuVaVGRkJJvNPnv2bHZ2NplMdnR0xHEoF7B81trbXF1dx8fH8VipVDIYDPPmYy7Nzc1tbW0IITqdvnv37r6+PmSiOEsM2gYXF5egoCC8IBYbGzs0NISgXKbpdLrExMSKioqysrLg4GAPDw8E5QJWwlp7W3h4uEKhGB0dJQiiqakpMjLS3BmZh4ODw+PHjzUaDUEQ7e3tfn5+yERxlhi0DSwWSy6XKxSKubm5xsbGgIAABOUy7f379xkZGUqlcmZmprq6msPhICgXsBJW/F6S3t7e8vJynU4XEhIiEAj+zCeJCYIoLy9va2uzs7NjMpmZmZn49WOLFmeJQdsgEonu3bs3NTW1bt26Y8eO4fsGKJcpNTU11dXVK1eu5HA4SUlJOAjlApbPinsbAAAAsChrXZMEAAAATIHeBgAAwNZAbwMAAGBroLcBAACwNdDbAAAA2BrobQAAAGwN9DZg9SgUSnNz83cO2Ldvn93/2Nvbe3t7nzx5Er9MEgBgk6z4+20A/Dg2m11QUIAQ0ul0Eonk4sWLWq22rKzM3HkBAH4J6G3gj+Di4hIREYHHUVFRSqWypKTkR3rb3Nzc6Oioj4/PL04QAPAzwZoksFwjIyNcLpdOp4eFhQmFQgqFgl8GrVAoOBwOjUZjsVh1dXX4YIlE4ubm1tnZuXnzZgaDERMTI5fLTZ2ZRqNptVqDwYAQ+vr1a2Zmpre3N5VK5XK5AwMD+BgymVxfX+/p6ZmdnY0QGh8fT05OdnNz8/DwOHXq1NzcHELo3bt3u3btotPpzs7O0dHRUqn0v2YCAPgVoLcBC6XX63fs2IEQamxszM3NFQgEarUaIaRWq7dt24YQEgqFly9fzs7O1mg0+CcqlercuXOPHj368OFDREQEm83+56ba/Px8T09PcXExm83Gn3Ll8Xhv376tqKh4/vy5o6Mjm83+8uULPvjMmTP5+fnFxcUGgyE2NlalUgmFwoKCgsrKyqtXryKEUlJSZmdnq6qq8Pejjx49+uOZAAB+oaV8tBuAX6eqqopGo6lUKjwtLy9HCMlkstLSUjqdPjU1heONjY0IoRcvXojFYoRQU1MTjs/Pz/v6+paUlBAEYXzJr1FoaOjg4CBBECKRiEwmT05O4l/p9XovLy+hUEgQBIlEKiwsxPH6+nonJ6fPnz/j6a1btw4fPmwwGPLz8/F5CIJ48OABg8EgCOI7mQAAfg/YbwMWSiaTrV+/3snJCU+joqLwQC6Xb9q0iUKh4On27duN37pECG3cuBEP7O3tw8PD+/v78dT4LAlCiMFg+Pr64l/J5XKdTrd69WrjGfR6vXFZMjQ01JhMYGAgjUbDU4FAIBAIEEI5OTkikaihoUEikTQ0NCzM31QmAIDfAHobsFA6nW5h08Lrhwihbz6Jgp/sN07xFprxDMbpwmdJFqJSqS4uLp8+fVo0h1WrVhlPRSJ9+8ei0Wh27tw5MTHB4/Hi4+O3bt16/vz5f80EAPAbwH4bsFCBgYFv3rwx7qWJRCI8YDKZYrF4enoaTzs6Oha2jfb2djzQarVdXV1MJvNfrzI5OSmTyfBUqVTyeLx/3mMxmUyZTGa8aGVlJYfDaW1tlUqlMpmssLCQy+V+073+ayYAgJ8IehuwUAkJCc7OzqmpqXi579q1ayQSyd7e/uDBgw4ODvv37+/u7m5oaMjKynJ0dDT+KicnRygUikSi5OTk+fn5tLS071/F398/ISEhJSWltbX15cuXqampcrnc39//m8O4XK6bm9uhQ4fEYvHTp08vXLgQEBBAoVDUavWTJ0+GhobKysquXLmiUqnwo5L/RyYAgJ/J3Bt+AJg0ODi4c+dOZ2fnLVu2SCQSEomkVCoJglAoFLGxsVQqNTg4uKamhs/nv379Gj/B8ezZs5CQEAqFEh0d3dfXh8+TlJTE4/FMXUWtVmdlZXl5eVGp1Li4uKGhIRwnkUgdHR3Gw4aHh+Pi4uh0Ov4fAK1WSxBEXl6eu7u7q6trUlLSwMAAj8fbu3fvdzIBAPwe8N1tYKHGxsa6urri4+PxVCaTRURETE9PL9xdW0gikWzYsEGv13+zIff7WU4mAPyxYE0SWCiCIPh8/o0bN8bGxhQKxfHjx1NTU001NgAAWAh6G7BQa9asqa2tffjwoY+PT0xMjJ+fX35+vrmTAgBYB1iTBAAAYGvgvg0AAICtgd4GAADA1kBvAwAAYGugtwEAALA10NsAAADYGuhtAAAAbA30NgAAALbmb/TUBEJ1TydbAAAAAElFTkSuQmCC)
Question: Can you explain why the colour scheme used on the following two plots are different
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=year)) + geom_point()
![](data:image/png;base64,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)
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=as.factor(year))) + geom_point()
![](data:image/png;base64,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)
Shape and size of points can also be mapped from the data. However, it is easy to get carried away.
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,shape=continent,size=pop,col=as.factor(year))) + geom_point()
![](data:image/png;base64,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)
Scales and their legends have so far been handled using ggplot2 defaults. ggplot2 offers functionality to have finer control over scales and legends using the scale methods.
Scale methods are divided into functions by combinations of
scale_
aesthetic_type
Try typing in scale_
then tab to autocomplete. This will provide some examples of the scale functions available in ggplot2
.
Although different scale functions accept some variety in their arguments, common arguments to scale functions include -
name - The axis or legend title
limits - Minimum and maximum of the scale
breaks - Label/tick positions along an axis
labels - Label names at each break
values - the set of aesthetic values to map data values
We can choose specific colour palettes, such as those provided by the RColorBrewer
package. This package provides palettes for different types of scale (sequential, diverging, qualitative).
library(RColorBrewer)
display.brewer.all()
![](data:image/png;base64,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)
When experimenting with colour palettes and labels, it is useful to save the plot as an object
p <- ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=continent)) + geom_point()
p + scale_color_brewer(palette = "Set2")
![](data:image/png;base64,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)
Or we can even specify our own colours; such as The University of Sheffield branding colours
my_pal <- c(rgb(0,159,218,maxColorValue = 255),
rgb(31,20,93,maxColorValue = 255),
rgb(249,227,0,maxColorValue = 255),
rgb(0,155,72,maxColorValue = 255),
rgb(190,214,0,maxColorValue = 255))
p + scale_color_manual(values=my_pal)
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z574U1nddFJl/MB4CK8rplS7Ytoie+1/mxt5I32HwG+3WYGTHsBtUiEAjELYL6bQAAgiAseWeLTdgAoFFh8/Vzn/v8d0OSFj86dnlGWvE1o4fIzT9QfSt31FqNj/61PJuwdwRxE6Y67qIfNVYKA7vq4ACRNKRpgm8gbA5+ntfHXCllBSxUZo8KYwXses6/Fp5IrrOHkyhIyfSwQSIHE8cAwNqi4DxTffM4vAOL30iEFidMfiS4p8hYWay1CZuDP3ecfT7q4fPDVqzrMffYiOWbe89vNDIFgUAgbhekbQAAFWV1pTccS+w3qF1FuX0q6GpGyYI5P1itHABMndHf2a1n79j4hEY2jmnI/BPfn9qfqe1rqhmrt3pxGA0KTOI8rZZjlBeZqR3XskFqOTLDIF6om6ASh4BLcqm6QsXWH572pJUpevsS2hG+FbfSJANr6ewZmeDWSIes0kL3PdFraU7krsooM/mWkf5daBDJ4oyckHzb9YWeXjHORtwillij0QIAIXLvEQFduniJRyNxIVtmna1ghsmss3Eh61YeAYFAIGygn8lQWlxTXFx7A4cBQ9rXVOmcLUWF1ZnpxQntQ6OiA7buWrjp5yPVVboOncInPtbbsUr9BjA8+0fRWSbJvr5V18MUtMxTkArgWjTLwi3LC3niUgcfCVNslnhRVlE9UwPzFmXEOlssodb8jypLS2oZhgWg56XHLY9LnxJQmmuUv3M1+qYNM7PMmm4v9dz/WsNLFQz9dmb0ys7PMGTjISSpyYXnTmep3GSDh3VQuckAYGbEsJPVmQ6HQR061AXpnecjb7CsAhMqFMxETCgEAAIukPwJPb3bOWkyAoFA3IAHWtvOncl+9/WNJcXVDS917Bxx8XwOAAx9uOOCt8bPf/kHkQNN219dWITvgsXjb/2m1YzuYPkVRu6SuEHXw4xXuyjbSL8iCuefDMl6obZnoUkKAKFynYZVW3l7V7ufZ83kgFKRtgEBAMAE2iv/Ii9sf6V3b8/aKistxXkz79JNV5EyHeuymjVM4a2CzTu6nOMEbHNpwKbSAAFATSk7e0bICMnEkN4jAro0+lA/rjn4+XJ70P+aVfu+/v754BCvMUE9SIxYl3dAz5r7+yS8FDMqa1np2ws3FBZUAcCgoYnPvnjdLP4k94dN2GxgQhHFb2eI567nj0AgEM48uNp25uTV52d8LTJ27R7p7qEY9Uj3vgPa8rwgCAJB4AAw5KEO589kO9yiYgLCIxsP0HAmR1+2s+QsB/xD/p3auoVUWbTPnv2/E9UpPd01AC7Tcpw7Z5XUj0hODMx7KvQqAARI7VNus0IKXg7L86StJ2rVr6bFaTlqbeLlYKn5yaCiH4pvNAqaalCmNhjMtKFjTY+G9vul4LDDUlL337HuV6J8AABG+lYESMwr8sLHBRg+S2RYrG2FJprnBRwXd0zrNEaHsAFAaXHN1yt3L1k+DQBGBnYdGdjVcSmxU9iWXQtKimpUbjK1541yIeIgzlCDC438BEEgEIhGeXC1bdPPRxsaR4zpNnpcd9sxjmNwbZRw4mO99Xrz5p+PVlVqk/rGzV88niRvsgXdvtKLI/e9bTv+MHXL4raTL2hyjlSm/tThcozC0ON4kqs7ZoqrnzzzkZgkBAcAOUYVAEwJKP08IdV2aaRvRaTc2ON40p5K32dCCuZF5N5Y226MG1Wf/wTHhIl+Gc5XXwrLX5EX7kdl7d+d+tEnhaXl+zGA+W+OmzS1j7Nbfp54Pi/7qnixhAOSJELDfG7aMBbrLsqDyeI9bloKgUAgbDy42lZRoRFZWLV7msLTt4btriZFnRMMw56aNWTKtL4yOX0rM2oAsODsWufT91M3KQhJ5LW4/PkROR/nRNguefJsTQeXrMpf5caf13i/HJG6KjcWAIZ5V56o9YhSGH1oBgDilPpO7tr9VZ7PhBQQ2J3nOUzyjjNy9fdVEJyPxCVANEhqJnHBswbmzO8H13T+4w9+i4jy7+q043ZQsDgTf3CoN9wdHDGQEV6g2f+znTLELBYfcpd1IhCIB4cHVNtOVWemqgudLbpeXWvGPbzcCsuP67qqyS09lEqyXsPOnc766N2teTkVHmrF9JmDHn9qoKbWoK0zBgZ5khQBALwgbC069k9FipyUTGvTP9EjLLk2X3RTA2exxeVzAsxsk9lFXZKhd09QmrwofsBJccT8yVofJntwvpEFgKeuJNqM78dkzo/IAQAJzu2p9B93fugFLQ0gXvftTLjCb27M6LO1V3lB6OPTdkvx8QOllwCgm2f0l51nna7J/CnvkP0NsGSqXtlWqXeUPVHr0dmtTpkj/iM5+k+qs7Z5easmT+u7aX39xgVPPzf0Bk26RczkOwzxNC5k8lg0j91oOR0CgUCIeOC0jeeFH77b99W63bxJAJmAm3AA4NxUNeOGO3zO1rKfZZnfjLOv6Kqp1r39+i9lJbUAoKk1rFz2x9HDaedOZQFAQKD6zfcn90iKWXTlpzXXViv/kLt/S9L8ePeQtLpC0d1TdCpOwE5oKQxnfKR6H6keAKKlcCrp+FNXElN0LlNQ5zXijUIWZ8b0VteGSM3nNe4ULjunlZSZNQCAmzFeKgAAbsF4iUBqiGhTQHy30N+KjucayudcWD0uuNerMWO/zNpl5dmZMQ89HtyvrVsoAATJPP/YcfbU8Qye4vVdzZfN8+NV32JCEQDUsJ4lbJ/9PXb+WiiOzrfJuTPzFo3t3C3y9IlMN3f5mEfCowMWk5bjABRDPGYh59/xnxmPhfBYyJ2VRSAQDzIPnLb98uPhr1bsBgAcMADM6sdphhql8ZHgGoB/rrZeV44dTrcJW/3VU/blVqUlte+9ufGbrbPXuKbhWJHxx4ddpj9y4APR3YPl8fK/aADwl5pejkjtqa4EgEIG85dYZNiNul8OdpT7XdC6aTnSj9aESU0Mp6ixUrxEAAEDTOAlAgBIcsisgLK0ovqcKb8VndhffrnOagCAI+UpB0su7R3wXpGxesE760p2VytAAgCqUzJ1x4H6oGmEcAqAoKQ9himNpOVyvz4lzg0QAAYOaS9qFYZhg4clDh6WCAByy0iSt+eTlLArACQW8tVbeTQEAoFoKh6gtdt1VuNXWX+u3brPdioQeO2ooWWz5xs7fGwS+ouc/aX2N3P5Qt5ny8TZFJ0pL9UcSU4TGY9Xp61I2TEvdqyz8SG/wPMae7BlmVm2KLVLhUUKAqQZFGEHB57VNrILjIoUd92+zIs4XOP5v7j0gkEH/+l5snTw/jlheYABOE28GTpbrAHigjZhs5GtL/sue++APxeV7HYJPly7ap+AqVh8CIsPFEAugLeB3u8V+sb3a5Vx8SoACIvwXbbyyYT21x0hxIRSh7DZoPgbvT0EAoG4Fzwo/bZqRjf8n3fyDBWBek8KCADQDuqr7W+f5TJJgkiwslC/2/PMMAkA1FTrXnr2G4P+JjtARisDwDWrSaTCdLry0uHyKwAQpQzo5hm0IOz4ypzTAC4xjWvzY1QUU2dtfKv7WKV+R5fzcf+4rJX2zfbonpQ2NyzPYfk4Lv1Yrfps3XW3D22U3WXniDrx0GJJiTg5i4C5McTM9r1g/W+3VC0GVtEKdBBa1jaVCATiQeBB6bd9l/13nqECAEyxdqEyto9z3juGN3FeW78L/eCTmI+/fDHtRAclBgBvLdjQUNhGj3MJRicIfOHsdQ8VdHJYQmUmM4s5Fkpn6UsjqD/i5QcoXBzT+Hdl4K8lYfsqAwBgkHf11+2Sv21/ZYyffbObj2MzwmXGk72Oj/StiFUaHvEvl+FcaWRNf0+xAvVV38bmAzYwQc96ift2cW3FywlwIZfiNpP8QQCxc6PwWAiPxztbWLwJ4koQCATitnhQ+m05BrtgaIYaiDpCcUnC0+A8x+a1+Xd5cikAWMD4x9p9PhTMmDXk5LEMUT2+fu5vLZncqWv4z9//U5BfyTAsx/GaOoPma8MTjw1sN2F1oMzgQ1keOtPdudTeatkIX/e/Kq4bGT89qPjb9lccx69nxH6aG360Vp1mUD7iV/Zb5/O2S92PJ13SumlYSlRcx4nz9ANAiMynj0/82dqsAKl6bljepsKsP/aFSfIpTsk/OT6D9Ag5r4GqSTrvzfa0kz4B7nNe+49zDRT7nYx93XbMYQlGeruAiXNDNwAzkt/J2Nm2TQysxHgLtehmRRAIBKKJeVC0LUYVaDsQSKiaotX3IKmKDNbL12bEGEae7CJje3aeb3SX0bo640Ovvn21b6llplUoBZ+NKqrM/g6z/rm6+rUsAEjWqUSlUuuUgw70sjgJkATnLU4ZsF6Pynb2j5YbAGBZTgQALEyP/bPbmcFe1QCQY5QDwKbSgDci63MHazmfHRWN7Kpj4Eyfd37Gfjt2xT+flfnstG8jcPpS7Jffd9/vQV7qlGtpw0iz6fGRvd6bPFWuqB8dxYQKh7ABACGkSNhlZmpJwxuJ4PEYA70PhxoBpALIb+qPQCAQTc6Dom3PRAz7rehEpq4EAGSZdMBuv8Kp9RtjEkZxhieLxUpKibjuwemnXXZo0yvMmX1LAIAqJdyOyVkPHjNxZB0BAAYjyWNtcD4/TqHv5K69UOe0H805haWzy9ims7DhmBAuc9lE7YNsl7D719Liz/c5+u7VaB1LAkCGXtHvZM/xGs2pHSHlGllZEFT3toJMPODpJ61P65WSM2L7zvoFCaWlio0/Wv96852jlanlFk3XSVERSnEaYkJIEVlw/iLcMjzc6iZ2CAQC0eQ8KNrmRsn3DXj/t6IThdrKvZ9eLOjY1eof6LjKegQKJImx9VNK4e38uv3xavkQjZdWJUuv38/F0MkMAHQJGfCFXTkEQtD1NLHenEeo8vOi6VHUquHelb92Or8wI3Z3ha+OIwBAkkvrO183IIUXsIs6t44qre201koVm6XODil65UNnuh+qtqsFgcHlM75la6/l9U8H32xr2TMa0eTprMj6TMQF+eK7F+RVExje37fddVsFASKLgAddzxmBQCBaFK1S21ia/ZLmt4LAsMRwC7lAAAUmVLjB0SdDiMycdlsrj1uCxN0Uc0yELNW+IQun5HcHnMdPY17JKhCgZpyODed8P/EAAF4hAIBjH1GBEMqe0zDBLABcgtxLV3IBOnfzkP/RZdfX7ZJ5Afurymd+eixX60FVklaf64ZjvJUZs6njBRnBAYCasopGLEGAzGpVvFLPC1iUwrirwkd5ykX8JHlUcJ1XkboaAPylHu3cw6a26TfWX0ewHwmY2opPCgv3Fd0xPOImuZ55PJbFh5J8/bo9lIYfgUDcL7RCbZOwn0rYZbZjmv0aE8oYYpqCsW9DE+vr2y6+62GNTlSKCfDFLIw0pwAEHrdikiLS7Yh9rkh2ldYMMxjbWzArGNtbAIC8Fj1v7GCxCZszYyVX1JS9nzTRvzRCbnw4YaDPT241o/XmqMYD4pN1SpuwVTH0sDPdLK6b0QAGcT/Ltq85JKE5AOhxPKlML47pGKLo+OHoaRhgJE4AgNS6iGZW218I9k1U5I6Jj/XesuGYzRIY5NnobKIrmIn+nmK/I/kTPOZjJZ/msOt28hAIBKJF0Qq1jeI2uZ5uI/gLjlMpXfH266fHzovR9e7q7KYZPhAA6OIyv29/woxmxTmXyEPVCVnRompZJg2CoDwrxa7JmdVbnExEkkf1jXOJyO/iVuc/pLrcQHhvUtUNNuh6mqEBA73sa6i9aWaUb2WKazQKYcCz0j2OHAscMrAQAL5ulzw+MgRc01W+NHAkhZMmjvkm668rmpRw+p/ZodIgqRkAMKGIZj9ZsHhl/0Ht0pKL/fzV/QfHK5QuPb9GEUDCkC8w8MJNPREIBKJF0Qq1DROMIgsu5DmfdmhfJamq8t6wrerRgYApwGnJNhPkrxk20HP7bsLosgKZ0OEYC4ALQUu9nXNjURXi5c+WMCutFm+QLSU4zRCDZogBeIiQ63OMLnkjYxWG/8XWR2mGyYwAgLGYQNrDQzgFXzVFV1D1PEPkCZgyxmfK3qWeL85alXPBvrDhreVTQn18WCxeinMAACAASURBVJ4bf2zpmZqrAAAQsak08FCPk8FSMwDg/FUA6Nk7dshDXUiS1GjEeyAgEAhEa6IVahuLJ1H87/XnGCkIJAb1vaWiYpXF17fqsUcaLW5pEwQAAgHOGmYJZQUSelaYc1z7aYb2DPDiFfB/V3l3ctc6TnOM8lRHPwyHcIVWpG2vRuR40/VjlZe1bgCA6zHOoz700ZhgUYd0N1PP7P/78p+/H7SYrRNH9Wn3RqhOa4qND3b3kAPAkarUa8IGAFBokq4qCP0gJhMAeDwaEAgE4oGhFWqbmXwPY8tJ/pT9XGAx15wa36xNMHS87tQRbtKSFMFP461bOUKHAwCr5qrHaZ8JKSQtXjmuzoQea5ja5cPsqDZy05SAUgDI0CtmXE60CvZeYJJnRXd11f7KQGf/vur6RMwnNR7fFwUDAOfBi6p1D1f8tvnEh29vsXsey5g8tc9rb45zOBQZxTtT55tkACBgQQz53+s9LwKBQLQ+WlXOLVy4KmdGq5iOOH9VgEZSdQDAwSPBm3a1NXRMcLK5xJWwnvsfmzkgN6aiZrTO3IYtf1pT8kqt1Y+bEVwUGiyOQGEbzLcBgJnHp1/qELB9WPs1QxOP9D2ndQcAHPDBvt7zo68M8SmZEJhn8wyQWL5PvBwhNwJAhl7BCtiCjFgz3/iH0tY9ZONPR5wtm34+yjD1sp3gLt4OJtEj0Uy+a5Ds57E2jdaJQCAQrZJW1G8TrHLmSVzIBAAcrptfcWDfIq8XuuR7qZ0KCsD/AXg0CEZJ/kHVYc3vFeZQkw+rYKkyktrsZoplqsfr1JT1yalpu/4KKyy2jygSbY3mcPHUmgNjkSQriHWk5+eBfyX2uZUZNUWmGi/K8mnCxf4ehgi5UU7Y1fFQxcDwaNWObhUfZbt9n1+zMDL7P74VZh7/pSRwRV54nFvI0ENv8eXizlxtjd7P3x4z2VkdOTNi6HfXdtvp4hk5PeoNhhAn6EIgEIhWT+vRNgIybcJ2U6pDYl0GKTE3EC4Bt1dSSPl/5QFAa8CAAVA6EgBwE8YEsABwuNbzyaCi3zbs2rItuqRMERClmyMPBQxr9BYzQwrfHXL1qk6+tijkx2L7kufpp1dWW3gADwA4WuP3eUJqO5W9I3jVqCDzstKDp24u7pdnLvs84VvbkCYAmPzKP8kNT60rBADfAHeZrn4heVCwl0PYbHyU+MSE4N6XNLnBcq/Bfh0IrFX1yxEIBOIWaT3aBiDu0+h0tErVyHqyj9t+PCv1Qw3rlBMLrACgPNlIWDzryemSTADwenpsjNyQpK6dOT0l3yR76nIiV+sibDKcj1YYgmSmZXEZtoSQW3X+60sClYQ1VG4oNsmrLS5DmnNS2q4rCI6T6d+OzopWGaIHpQMsvirz/zKr/ab2pQ63n0rqs4HUjNb7fe9OVhMA4OfvsfiDyQ0b3MUzsotnZEM7AoFAPDi0Hm3jII7HInGhPunw12va/bojavq0tNlPX3H2HOv7N47xEy99ZTuV5hT41ta9MS15/474UyDOV4KbcdVJmfKMFLNi46MH+44pV6nYZL3SxLlE/4/3L/siIcWLso473znxSJ9gqbnGSutZYohv8Ri/wiCZ8ZzGa0lmB+ciAsA5nds5ndsJvceurmdts27j/cvWFbuktqpl6j8j1osrmVs7jxrbWx3fvkMbN3eUiRiBQCAaoRWNWWGUkfqew7vYzr5f3/b79W1rNZKuHSoa+o722ecGdbjRrDh72funrd/2ukwdVRQXKht6cirec4eSLiGpSkJ1XFazJvBMnbtI2Dq61c2PyE3TKydf6LSrwpcXsAKTzMzjHhSzryLopSs9x50elKm/7t6hOUb5vPQ4x6kPzVx2Wrvd16vW2VkghclD+/buF4+EDYFAIK5HK9I2AB6PN9B7FuYsl//10DFv2TPTk1etPNipQ2WjzhTF83Kp6vQFNVZ74bLPu0u7FxWLtY0JYjHeJb++LJO2LQxwECw1z25TOPx018Gnemwv9wMAd5L9PvHyji7nNNb6ubEtJWETAl1TiThxVlOvfGk65ZOXOmQZ7EOmM0L8p4TUp1BZ2fmZNnKfG78HBAKBeMBpPWOSDkwcyQnY8A7FE4aXXc/ndF2HaqsaALS9uwbvydiyzWVPGV4mVE3Qcmqe8WeDPhHv1YKbsQFh1SN9KwrN0hCpeUpgye/lfqsTr3yWG55rlEwKzp0ZXBYls751NUZUUEFYv4g7aSaIcLeZE05ccr4UIrMvLV9fHGRbM3DIuMZfHchYCVIS8UUXbEF8VYm5Nk4V5Eah7hoCgUDchFaobQbWDABSXBxackkX30GVBgDnde1mpNiTKfMqVWWVeCUcbsLMMYxAAgCYI6zK6voRSKk3s6Lflfbu2p4e9rRVVgEqWKGvd+UwH9mK3MgV2QkrshM+jM3wIMXLA9wo66qSuGE+xQ8HWp2D9QHg1fDcZJ1y1LlupWaJGyV/vM1A+VnFw09sLC/ThLTxee2NR5L6xgXLr7tt9x2AC3kS63ukcIHHAizEyywxvAkrRyAQiOalFWpbvrESAK7oVaP8XGbakvWxIy78QGNMiaV+exdJXqG7G/PqSxd6divTG6nNv0Zv/DXaEmoVrr2Y2of1ZA0uzbaPLpqq6C0LO7w+hg0L0TI87kNbnghN7+NVfFqrfCsz3lHtoozYJdEuG3lLCS5WWfdFTnyK1uNMnZbnr04JLDWyuILkpgcV9/Os6XOiV6lZAgBaq/G7/X/vXGUP7i/Mr3z52W+3/bUoJLTJtA0Dg5yZYou7IYQiOf+4AdvO4b2bqn4EAoFoXlqhtilJKVVOHk1pA69mO9unBmwvtfiuLHjSYZHkFRB1fy374eCAcLsKtnuzmlfyn6nrdzvjZUL5zDqfn9zkqRIAwADy0j1UJuuV5wQAyDAo0gxdVnU4fkEjHrp842qs7cCdZOtY0swRK7Lb2ixHq4oA4DgEPB1S+FVCiqZO8uvRsORsT/C3L7uTp9Ki2k4cSQ+Z2ucu3ooLBH/SOaAUAChuM9I2BALRamg92kYIKRJ2Kc5nLQtWzVsaGBggHpMEgHlh384L+7b3yy97e1q6hmb9RoNhMAwIc+neTXoqfdlxsVBJ8l2ye1D5FG7CeJkAANWMZNalpHEB140TqWPtLznb4Ca6tKYwZFCRadHC3gAQAGCOtFY8USfQAkDjS8KbCkwQJw9raEEgEIj7l1aibZhQImemYUIRAER5wY/fpEgkjWR6LK+Qf3dxxCuD/pwwNqvELP3g0IA+hwUY5+LTTqmbFlS83nWRWcP3JDitAqhhJKdrfXwl5grLzTdFcwY3YYveq+8tSbMpjwOK2uF6Y7zF7bDLLGBSv/gGpe8cFu8msnBE/yasH4FAIJqXVrIGgOL/tAmbDTc3pqG2jX105KBRj1Sd108YmwUAhWYpABRc8iwudQn9r66Vvhddv1MMUYe7H5JzKpdeoLGdRaBd1gZc1qp7qiuDpEYAILD6S4Qe9/hL4b1J5X5IjjHi3hhdItZMSS4JAOOT8j9454SvnxIAQkK9P1s1MzjE6xZew60iYEEm+jsBC7CdMsR0hni8CetHIBCI5qXV9NtustlmSkHQ8bBxbBd1ZcL5OvaYO6mLU+oBwOzOz1vUe9mSY8GBehDg+KmA+NhaH6lZTnBGjqDLyICV9VmVBYnAU4KpLVM7XN/wFr+X2dPwc9d2tCEMuP//eZAaexdPfkVSNlsjEPXKxynFA6eDwio/G/KPO8lCIvxn4iIdM1wqvSfJjq34GFYyDBdyBcyPh6YUTgQCgWh2Wom2cXjSDa7WWN0HXNykHewLAFugXcqZXse6T3AnTds6n/8OC8/+qM1DY8dEhtfp9VSNRvLKCxf7ji0wcQSJC+77FM71YBas9LUaTtHITF6jKM9IHcIGAHQJKUunLSFW9wNyuoTiPLi6fqa4DtXpl+ql5ekpae6kPaKEF1T3SNhsCCDjsLb3rn4EAoFoLlqJtrF4koV8XcJ+1OjVb/OmaOX1oY+phujdVf3H++0Z4Vsx4qGK0qRLbyzrcXRnKAgAAEuWdQvWBPwy7Mpf+b5/VYo7NGQ1cWNtmxE+5Ies/VQFIWBA1hKiq1Ql4fG3gqogAAAKSfkVyaJ1lr2Hupw/W+nubnl6yoY+vUpsnjwWzRM9buslIBAIBMIGJgjCzb3+LSwWy+0WoWma53mWZQEAE6rBvB70C0Q+A8/+clzTxdnye8cJD3lftp8IUF4pHzhyHMvaxxJlARYFw1dVy4AUgHWZJCt8s5q/vrZ5UAr3GoV1NUtVEgDAufNEncuM5ow5Q79fudfZ8tSsYQsWT7SfWH4H43KMLwW6pyB/H4iwW3sHtwFJkjiOM0wj2yM0LyRJchzXQv4aMfaMYNkLmAyXT6Yk4XfwZ3mvIQhCEASev9UhhH8HDMNomrZarS2wYQRB2L4lWggSiaS5m9DKaVn9Np3utiPR1Wo1wzAGgwEAAGiApwhJV4n1f8CdJjGNmaelODMjaItI22IVTiH7GPj5GsNCtVk59qSOplKJyXbkKmyq0ZULOl5O13vsqQgSpUu2EecenP9pBV1pf6tEHc7JeMJkl7dRj3QLdN4TFQAAysuqDdpUAfMSQA4wEMiB9gtGEG0I3iQolUqSJO/gPd9rVCqVwWBoCd+JNLdaal1k++AFw+uC7ym9PrKFiK4DqVQqCEJLE10cxz09PU0mU0v78YTjuFwu1+sbmSZvLpC23WtalrbdNTzNfkFzP4KgrxEG7iwlngzcCgCP+e3YXDZyb3Vfm1Oc4li5BQtzzbRVXdNI+D6v4Cue1EjyaNyMm6KYsggunDEVbWkTkq6qdifqBhlZL5dozFqNXhT6SBPk8q9nlBTXxsYHdewcnnW11PUO0CNxg9IyFwAY4jkz9d69XtmGuDEYMFLrImcLV/c64Jubqz0IBOLOaFXaJmE/lLArbcfe+LbHAuzZPUic+6PTzAM1SVeNYQnKzCuV+Ne5bXp0qg+t3LErolYjESgBs7pIi6GdxRLMWYLtvTjgibd/7EvvcQcAJYA0ly57vtZ5eUA3v6gjkOpcg0Iu7TsgwXEaFR0w57X/rFz2h+10xLC8iaPP2I5pbhWPx9xiLD4ONbT1U0I4z4MfQ87mGqxXQ9wZmCBegy+waSDOEoNAIFo6rUfbcP6qQ9hs0Fj9wAgGwmDPY4M9jwHAT28PPH4qenaSeuLYLIXcevh40Lqf4wCgboDRY6+C9eBJjX0UUbSsjaoi4Ep95CRZiysuSbR97MrXVhXylGpoYa+qvBP1iU6mTOwraufjTw18aGTnrMzSEP/LCSE/OV8iuANwK9omMDJmIiFcBgACgGJ2Gui/ObzTzQsiboaAhYosGBnbLC1BIBB3Q+vRNin75q24bdgSe+hwMADsOxiy72AIAAi4YPXjdL10+m5mzIpjDLjVAKTLAEBSUB+CT2hx37UeZK1LbAiht5/OVA8t+LxyRupKAHDzkEndJB4qxYiRXR59ol/DNvj6ufv6uZN8CYhmJbBb2r+GFM7ahM0Bxa1D2tYkCCAxk+9I2XccFsJ9yT2Y90QgEPeW1qNtGDSe0VGjpT3cmGMnAv7cG3YlxSs9UxzNgfFYxfQ6zp0HAOUZCWGoVy9ZJq06KdP1NAGA4rJUJGwA8GiHfj17xHbzjF4yd3NGarHNqNWY/P3VO/9+V6vV3qDBHN6dx8JwIQ8AQADAwEqMu4G/05NWiSy4ILYg7hiGfIHHO5H8fgEUmGwKTScCVDd3oxAIxO3RerRNgGiAbJGRZbHu/SfjuMDzGACEBusC/Q0lZQqRG68UAECaTTsLmw3PHUrVSWnlFB2hbyTKY/7j4xRKKQBcueSirJnpJXUaA3bDjGYCKI3Uz1J2MSFcEHBfCzGHxQffypNymLiLxuLdb6Ug4hZh8SQWTwIACY6C2RCI+5JWkk8SE8pZrH1DqSZJoV18tU3YlArrmq/2+3ibxIWVvBvJtteZvTeqnM0+3mYAYL3UdQMftga4WULEe40+/tRAm7ABgFQmjjeQyxv/WsSAkbDLFZaBCssgkt9jpH/WSTL19FErMbFR/4bwWIiZ/NhxyuKDreRzt1gWgUBcH5bmvlNYJ8mtj1P8H83dGMRd0Rr6bRiXorLUBwru3BMul7GD+hfaTns9L78yF8N4oUe3sjYhuknjrl5Kdtnks1eX0hLGUpjv7pg8s/HanHMevermrZ/LXMpQnVCbos3mCKs0xz4DN3Zizzmv/QcAqiq1u/84FxioLiupdZQdO6EnRZMmcyOtlbJvUewa2zHBXsGhzkwuvt1HZsgZVmIEIVwRMH8Oa3e7xREIRENk7GKK/c52THJ7MOoThniieZuEuGNahbYZ33E+HTU894qTer3Wd+u5wRPP75XGRGsAYPyY7B+2xF9N83A4vDg9+fmK2MIgaBNhZnPs/bDOHSoHDyia8MJQ7eVMW4BHb/8OLy0dpVLJ8vMqwyP9bIn5s6+WTR5d34Xy9nFTeyr7D0qYMWvIdRrLk+wO53OK23gH2gYAAubHYn4390MgELcABhaHsNmguW+Rtt2/tApt4zJElvbtXGIrnvvPiXcL+78y+yIA4Liw/cddKaleu/e2OXfRJyjAkJLiNb5j2cfJavPsqldqytlyOjxMO2p43v992z73cv0mpWdPZfkHqL28VaFhPg7jN1/scb5RVaV2447XPNTi+bz6poJFFAmCCRUAbOv4IBCI+xihRmzhK5ujHYimoTXMtwl41A2ulpj91nu9lD971tBz689q2wMARfIdEytff/Vsh3ZVu/e2+fCTrtsXdOgRWn2k94lj0ZJl8V6vqkKfTm23+oi42rSUQpElP6+igeVG/x8EkInWWXPEACRsCESzI2ABvOvqRh7v3FyNQdw9rULb5Ncd0zPzklEX1/xU8kixxf9wbXcKc0mW+sIzVwhCAIDaElneZfW48523lflVW6kik3RjSWBJO/Hupp5eKpGlTbiv2OLUq2sUE7WSx+3LgTkswUR+cmN/BALx72CiVgpYoO2YxyLMVOP7iiDuC1qFtpGdzGTjf4VntIkp+hjHaQdVmvNVT7XZ28seNqktlV3UujlfNbVzWVmtUklj44NE9c96cbjz6VOzhtxgQNIGj0Xr6UMGySE9fdgg2c83SIThcLxxPQgEomnh8D56+h8j/YuB3mqQHOaxsOZuEeLOaQ3aBgAM+ZSAhTW0a6zuzqdntInOp5XVsopKeyoQq6+4l0ZYwBLOXNtDG0aN7UYQOADUMMJ7aabHTutfTzFJgn13//P2S6+OevLZwV+tfW723BG31l6SwxJ4PB6gkc0EaO4XlaWTm9lPYRlMCqdvrUIEAtEECJgHiw/h8P4CPChLG/v27fvJJ58AQH5+PoZh33zzzb2o/N+n1cz04Czek+LyAOw5Pmx0c7/k7LQwc+H+ro85Tj/+rLNt6xKrL6vraZIRnPPONa92vDosxPD6u73KyuVR0QHPvjgcAAys8J/juky9TQitf5Uzfyapps8c1FSPQfD/SK0v24+FyzJmlp7eI6B4SAQCcY9xd3dfuHBhx44dm7shTUMr6beBYCWE8/Zjp/wh/nTlz+3nBknLbKdHa7GofwYu3pW4/PPOoyb+Z8euCADg1DxVQQZ85THWWhejsI9DTg0sWRSV3btXyeb1Vz/5v6fW//pfnc505WLeH7n6a8IGAFBo5H8pasqtqij+T+dTTCgi+SNNWD8CgWg1VFRUTJ482cfHJyAgYM6cObZt8yorK6dOnerv7x8YGDht2rTKSnt0G0VRJ0+enDRpUkRERFRU1NatWwGgW7duR48enTdv3sMPP+zh4bF8+XLbDq6NOgNAXV3dc88916ZNG3d399GjR2dlZd1i5f/+y2kl/Taa+w7nMxu9NMHvz4e8/kk2RE86H1lhMRSaJOu/TKDK6h+cqMUFUqDKyeJvAi/8uqNAr/JRGlWkPerE3/tyH9+QRfN+2v/3ZQBQeLvLhw82dqjftqbUfFcTY6RwhmQ3YsCw+GArMQaEhlsDt6DNghEIRAuB5/mhQ4cGBQX9/vvvWVlZr776qpub23vvvTdy5Egcxzdu3Ihh2IIFC0aMGHH69GkMwwBg4cKFa9eubdOmzXvvvff444+PGjXqzJkzffv2HTt27Kuvviqqv6GzVCodO3asIAg//vijTCZbsWJFv379UlNTPTw8brfyf4FW0W/jrkrYj29wXUUaQiTpFRbb3tyAMeKnxjgMAPILVDl57hEeWoew2Vi/7rhN2ADAUFXns/43Qle/gW9njzv/fUByu+WWETT3I8VtlFmfkbIfsMQwkQ+LN7KTAAKBeMDZvXt3Tk7Ohg0bevXq9fjjj7///vsFBQX//PPPhQsXtmzZMmDAgP79+2/evPnChQtHjtjHfmz9KoIgZs6caTabi4uLb1B/Q+dTp04dO3Zs27Zt/fv37969+/r16wmCuLPK/wVag7bhhld1rDiRcTnjklhrV2V9sL7Vy0W6OIUAgv1YIhFHlLD4kLOnxcva6AL7x/awPzUx6M53rpRwK1yqZT/n8P5m8j0BvAGAx8KM9CZHUDICgUA4SE5OTkhIsPWZAGDWrFnr1q1LS0sLCwsLCQmxGUNDQ9u0aZOWZo8Pj4+Ptx3I5TffTquhc1pamtVq9fX1pSiKoiipVFpUVOQYlrytyv8FWsOY5Lka0ytpa490d8k17EdXFVV4BPtqAGBjacCiDPuSMkkeJcumOTVP1OIAwMsEwmTXRYXSOnT0WD9f44xpaeNGZ3u4Wyww2kp/7Oa+W3THb7q9x4YHhSvVid4v8pjyjluOC0UiCyaUMuTzDDkLE+oETLwdDwKBQNiwWq0kKf4C53neNvzoAMdx2xQaAND0bfwQb+js7u7u6elZXd34lk+3Vfm/QGvot72b/eK7kSsa2iUUM2zsmNcux0+/1EHPEgDgdlTu/40H8EBc24kNN2EYgIe7RSFnDXoKAMor5Es/7TJs7Jixjy+0SNfw4DV6nMsOMnExteO6nZsasD1J9b2MmXE3LedxlzTHAuZ/bbkbjoQNcY/AgAEQj08g7jvi4+OTk5P1evv8yC+//DJs2LC4uLjc3FzHeGBRUVFeXl7btm2b5I4JCQk1NTXJycm206qqqrFjx6ampjZJ5U1Oa9C2EqbNIK/jDe0+auOoMTnHjR6/dzmXPeDQ+pAUr92NdJbNwdbBs68ajC6/gDQayfRnhtqOeyTFfLZqZpfuUWERvhMeqVjzf/spyh4/QgiXMUE8YnnrmIj3BCy4viXUB42ueEMgmgRcKFQw41XmIDezv9Q6DwNLc7cIceeMHj3ax8dn2rRpZ8+e3b59+6JFi9q2bTto0KDExMTJkycfP3782LFjkydP7tChw4ABA25QD47j2dnZGo3mpneMiYkZN27c1KlTDx48eOTIkccffzwtLS0mJuYGRW698ianNYxJxqg8rnfp5RlXnmRJN5IFgJHhpRPPrb+a7bH00y5Hjtsnsaz+bOUT2k8Vfp5JJtVxmaMgLSH7Dqj/sdOnf9s+/dsCgNKShAuiHeAa2bP0FuHxOD19iOT3YWBk8QE8FnLHVSEQN0VmnUnw9qUyNLcOMKWZfKc5G4S4CyiKOnDgwEsvvTRs2DCpVDpp0qSlS5diGLZ79+45c+aMGzcOAAYPHvzZZ5+JRiltyGQyHMcBYPr06fPnzy8vL//111+vdy+H808//TRv3rwnnnhCp9MNGDBgz549DcdFb7fyewQmCMLNvf4tqqqqbu7kilqtPl9pUGoTI+X5jTrUWN2vGiN6uF9wNj70yJjcPDdTDFMxvc7WdyUMePASL0dQyfhHe7/+1viGtUnZJTT7meOUwzsZ6L8bva+bm5tWq73dx7nXKJVKkiSb5WfUjVGpVAaDgedbVqYxiUSiUqmqq6tb1H8TAJBKpYIgWCy30fHChDKVub3zLzEeC9dLmjLxDY7jnp6eWq3WttCq5YDjuFwudwzftQS8vb1v7oS4C1rDmGR7yerrCdtf1f26nfp9b3Ufkb1/n2IA0DxkcLwATsFzSvsX6+hx3Re8Oa7RCs3Ea1Zypm0yjCMGmqg1TfEECMS/gvjn+50POSAQLZz7fkxSYA7ghnmNXmJ54vm0D4rN/gTWILI/lCl9uZYJqF8MQGhxx77b4ycn4fh1/ttjtIn8CMglILCAtay4IATiBgiYP4d3IfhzDgtLjGrG9iAQ95T7vt8mmH5pYIJqqwcAXDWFF5v9AWB31QBwHVLaFuDmLGwA4LlT6fCJiPa3HaQmF37xyc7PPv79wrkc13vgSNgQ9x1G6jsWHwgAAqZmyKcs5ILmbhECca+47/ttwOsBgAcMd0gTBl8VPDGR+2n2W91hpgCAnarr+GzaR+9GrgiQVBSapAsz41L1SsB8Pfb64aZcARdkGRKq0h6g+O7Sx2QyGgD2/315wZwfbMb13x9a9M7EcZN7NUmTMaFYyn2B81d5PMZMvIRWZyP+HQQs2EhvBoEBjGwFv2sRiBtw32sbJhksmLdk6CN3VA3trrpUbPH7vHBGucVrbtKagxs3PJHcdVPZKABYVzJ+Xcl4L3yVtriSc+OA5trJtWHlVVeSvWz1hIXq8gpUABATZ1earz5zSVv8zZd7HpnUs9GIo9sCh2o5MxoXCgCA4A8T3N9GyV4ePO+y2iaEEJJxPo3HwkRbhCNaCWjIAfEAcN9rm8DXAcDB2p7VVo9vih/bWTWY5YkRPgdVpAEAvm37eoIic19NnxIzlleQrNdctYZbbQWTjTBkUe6rdRcqqmQdEyvDQnWrf0hYtrLzjp0X50QHEAD5uRXON6qu0mnrTO4ejaaTYW/9TRLsdpuw2cCFAoLdxpNP38nD3wOk7AKaXWs7ZokRRmotWnKHQCDuO+5/bTP9WML4zQ5Zbzs9q23/38zFK2Let51KccuC8FULwlcBwAKvuM/ywpzLrisK/mjI/9cGYwAAIABJREFUARyzD2Y+82TKhs0xq9O1//tT80qUNComICuz1OHsH6huKGwEd0jGLcb5dB4LtZBvWInGoyudwYWym1qaC4I/4hA2ACC5P2l8C0NMacYmIRAIxB1w34+5Y3xlIF2eawo5r2tn4qVd3a4c6jIlTCbO0wgAk6ziNGi1HGXhcb2BOnPeLzXdUxAgKrLOFBMBACuyzJ1mukSR/XfBGFFxXMhXWCfifDoA4EKBzDqL4M/ctMEc3llsIbretNS/A8FfEFlwQWxBIBCIls99328zQNyjF5fsqeoPAKGy4q/jFw/xPCryKTAFulH6jHS1tIoyXxuTBIBowXT2lN8b7/csK1MAQMfEqryoJFN8tO1qekDIH/sXH9p/hWP5fgMTQsN8RNWS3AGRheL/vPEcVY6BzzMOTZQ+H0F9bbMwxDQWf+i2H/veIGABIgsPYgsCgUC0fO57bVuS9/6eKvv3b4EpaFbqksu9hiuI+rRY1XrVoyeWdgjOP51Fqk9kVk2stPqwABAhNX4XkzL/qQFl5faRxovJvnp5fVJ/CscCAtWPPn7d7dOERhLOsjT3Lcn9I2AKsD4H0NnJGV69bPypwJZI4pX50TMXRZ3j8TgOi7+bx29aWGIEz8bggn2XVwELsRKPNm+TEAhEo3AcZzab76YGiUTSaMas1sF9/2D/VIeBU8rXInPAJV18ksd5h8VLqWuz4ec/qzqy3mo2vIvvmuRxT5+ZPDorUaXLzvQoK5cDhmmG9tP36sIpFZKC+v30xgZSN741RwwU7YlN8Jk0v8p+UruNpH5kCftm6jtKmGvCBgDw8VVVf9//dFe3rPcvgMIo+YNmv7TFSVrIFwTMr7kbhUAgGucuc9S1tExyTUvL+m69A9xp8ZShmnLJ4igIoDHRdFEJXVQCAKy78DXlv+mc+/yInAnulQCg692tbqi9c2YJDQKAYBk+N0o6wv8modI8FmmkfpKyb+BCgYD5MeSLEutiZwea+9qhbadqWFHxk9VsS9M2AODB00y+1dytQCAQiLvivo8leSrKJXYxyeN8rNwlh8jb+9plZdRvFEDWYW5HZBUMPS897oBRHRqsM7aPE9X5Q1fl9DaSW7k7SwzXS87VUFmrK8+vyhfPtDkHQHpLxK/aV3rfv3wEAoFomdz3X6+TwtzXJX7Sw/1irCJnVvCGLYnP4xi/IHOh16GLvIBXMDRdI16eRV6zLNqVWFCkEnDxS+Bvp6tu4WHECfyli4bF6cGiS84hkRODXXqBbeT4Q74trtOGQCAQrYPW8PU6OSh1iu83zhaLQFt5so4lfGlmQqeCH7HEukFGfVczT/OyLJqstj+1XkdLAOQpGZaw+o3TIhR4gtttvJbNRZYLGhYALDz96JXPf2n/sv0CEWMm33a4hcrww/3cPss25xn4OBU+L0ambjCaikAgEIgmoTVoGybUiCxS3DLGd4+asgJAXEztsvUHjB7CiVqPtUUhhkQLcPaYDnmKBADcDp/iVCptvx4AgAtCYXbZsM272uKWvj0iJzzam6JukpXjqr5+Ove38uFtao8tbXtpTKC33P1hQecSxRTvRnzTSXHXj4tAIBD3HI7jgoKC/Pz8Ll265DAuWrRo8+bNGRkZBNHS0xW1hq4DT3QQWfZV9xmi/tlxOqZt8aOBJZ8npP7c8SIAAAEYI5EU9pCl0QAAPK/+42+vrbsAgCwuC/zkG/2hs6cPXPnko+3zX/7+pqFEkQqXd1jG+FRzo0/V9a20tPTPHoFoEQgMwV8g+HMY3MZWq4ibUmXh+bsIhDx06JCnp2dBQUFGRobD+Pnnn6empjqEraysbNeuXT4+4rW/LYH7XtsErvCzzD7hR454H7rQ69S2DEOkkZPt7/rYFP/khs5j/MoTlHoACPhC4fdVjqVNkOOSMTEOANwOn3T2P3IoNTvrJgmxJodI2rvVy9hzIX8OV/UZKAsoKOr+S/6Ru3k0BKLVgws5SmagghmmYIYrLH0JIbW5W9Qa2F5kbru7MmJnReyfFWtyjHdWyaZNm5588smxY8du2bLFZpk6darRaOzRo8f58+dHjhw5evToiRMnyuXyqqoqm8MPP/wQHR3t6+v7yiuv2CzLly8PCAjw9PQcOHBgeXn53T/arXN/axvOZ6w6/8brV4eUWPx0rOK8LqHHqW0GTuZO6iSEtdEioTIToZVR1QQGIC+v6Dupb1zbkICYYCEiFABIjVbkX1ZSK7LUMPzcS4bEfXXdD9Z9lmWmMNjdx+2TRPnzEdKVCckrY+dGyfPg/9m784Aoqj8A4N859mQXZDmXQxDFA8ULTcoTrzSVTDPUvH5qZmblWVmWZZmVlWWlppVmnqGpmYrmfZKK98UlCsKC3MveO8fvj8UFFhBBjl36fv6aefNm9s2y7Hffm3cAhDlff85l5pmcCmb/QghZSMxzrXMFkHyK2PRGw5anEUgoYib8W3BfxwJAloGbfUl9IttU3YswDLNr166xY8e+9NJL1ti2adMmkUh06dIliqIOHz48cODAAwcOKBSK8PBwALh27dqiRYuOHTt27dq1mJiYvXv3pqamLl68ODY2VqVSeXh4rFu3rnbv9NFq/3lbenr6Dz/8kJqaGhQUNGfOHFdXVwC4fPny2rVrNRpNeHj4tGnTaqutVsQuX37vtdIpek78S/rod5utrOyUq5oWTlc6An8TAFiD+eQfJ6PG9UwZMjD2vgkAjH5KUUpq6fwtW/vaXOG1S9oj2cWD1Zbc1gPArBbiCU1FAHAre3/pnP7ijLPZhwEm1vgGEWrUWIorM0MexV8lQMODrLITUJWOPrCNZAdUxl4e1VvY6NChQ6GhoX5+fl5eXmlpafHx8a1atSqdwcvLa+bMmaVTtm/fPmHCBF9fXwBYv369WCz28vJKSEjw9vYuLCwUiUSFhYU1uqEaquV6G8/zixcvfvHFFzds2ODv7//bb78BgF6vX7Zs2axZs9auXZuVlbV3797aejmSv1PIyG0S7+rLRKMsY0lb8PtJb6SbP5EklKmkb9148khmcUN/Yf9eZm9P66HZ7zzv6eVSOnOeibMGNovo+yWfJDFlO0BbTmU/5r0g9N9D8YR36X0e3HmQNFRpGofy9QZB9b/mt23bFhsbq1QqmzZtqtForFU3K29vb5uU9PR0f//iDufdunXr0KEDTdMrV67s1KnTgAEDEhMTq12IJ1PL9barV6+6u7uHhYUBwJQpU3Q6HQDExcW1bNkyODgYAJ5//vmtW7dGRkZa8hcUFHz++eeW7d69e/ft27d6r1fYprPzjX9ye5ROe879aOndV259JiGNHoKUM/nmG0XyNtJ1ToUJ2VAy4psAoHjO8pHgpGLVrFfECckrQ0ThXVs0a2779yvQsQBlfn0YeJDLi+OrL98bjGXq3W2d461H7QFN0yRJ2lWRLAQCgUwms7dJgCwNDDKZ3VUjLAUTCu1rlVHLyr0SiUQkeqypDwCAoKaC9tOSXckYuazJI/LXuGAURdnhx74uDFSK4HKZlEhfcbWuYDKZdu/enZiY6OPjAwB//fXXBx98sHDhwtJ5yHLDgj09Pa1P1C5cuGAyme7evRsTE7Nv3z6lUrls2bK8PNsO7XWqlmNbRkaGSCR6//33U1JSAgMDZ86cKZfLc3JyvLyKpyX08vKyPngEAI7j1OriR1xGo7H8+1UFpym/h45ofybmgal4+ezBHsciPQ9Zjx/O6/5Pbk+OTwfmb0vKLS20nGSGZSWxjQcYqdi/Krt4RRueIgf2uju2dzNC5FP+BQNkZBsXwa3Ckod5A5VSa7E9nILS1Z4+ogcAkG1yK2RkLZzjiereVF2yfPtU+32uFwRBPPmy5rXLbt8u+yxYTUole58n3cDwBwALohcI6ZsEUSc3RRCEvb1ddaSplNrT0/W9a5prBeYWMvrDtrLOrlVMjWvjwIEDQUFBlsAGAP3794+KiirfLGkjMjLy5ZdfnjZtmlgsnj59+rx581QqVUBAgFKpTEtL27p1a48ePR5xeq2r5dim1WqTk5MXLlwYEBCwe/fub7/99ssvv4SHH3oA4Hm+9G9zhUKxcmXJs7HSYe9xiJj9rnRhaq9ndj549nfVC/uyI+IK27U788+Hzb9lec3xvIEbVS9wPAnc4dJnJSgE7VtrCm8X/xifOOb2O+23uCSnbcmMNHLCYZ6HP23xlUkz2WCoeLWanzpKpl3kbhexANDfU7CgOWVtRyZ4H0tgAwAPYa6HMNfMj9LXbyvzo8lkMpqm67nh+3HI5XKtVvuEc7/WOpFIJJfL1Wq1vVUoxWIxz/NGo311midJUqFQaLVak6lanRfGATUOAIABUNewU1+VBZNKpRqNpi4uXjPu7u51d/HenqLT/R636lzetm3bhgwZYt2VSqURERHR0dE2VTcb4eHhs2fPDg8PNxgMUVFRUVFROTk5O3fuDAgICAwMnDt37tKlS+Pi4iytevWAqN1/2iNHjsTFxc2fPx8ACgoKpk6dun379pMnTx47duyDDz4AgCtXrmzatMkS8MqrbmyTG9sS/APrrp4Vpxj8/UUZf2b127xdcazte8UH2G+Av1v6xN+Dr2nPuuQXiLp2zur5TEb5KxvoD010pV22eIA0PSelCHehbT1DyKwTM29btjmiqVa4myds5+JqQJbYVlBQ0NAFsWXPsS03Nxdj2+OwxDa1Wl3N2FbnGmVsY1nW8tCnxsRisUBQvSqdA6nlelunTp02btyYkJAQGBi4f//+kJAQAAgLC1uzZk16erqPj09MTEz37t1r58V4U3Fg4wEIAAAJZQhxSswwen1ztrV+vcor6Dd1RA+miTOA2Fz2g+TPmp4eV3YkDeEBfEm/D4ayXWW7TF6AppKK2zdM9P8YsjvNnRZLlVpTLx6kFWazczS7X8huANCyZB8TPYOH6rXXI4RQw6rl2Obq6jpt2rTly5er1epWrVq9+eabACCVSmfPnv3555+bzeb27dsPHTq0dl6MELJkGMXFQdm605r0MQlN/ucPn4nvpIrvbAYA1onLepW2LEkKAFJq8KJ3Jd9/cUyjFew7EMCyZL+Bfp27zxSZl5J8PEe0MNLvcETTGpeLI1uayJZisTNvsh0t5xAE7E6JeZplm+bOktwNvfCXhi0SQghVSy23ST6h6rZJUvxFJ9Ng4Ms0ZO3KHnBbE7xqjovobsm4aZNSoZrVE/giIFtQWpnf4uU0yTJsSd1r/vsvRI3radkuNPM3i9gmNNHGuebj8Jydna3dZOzH47RJSo1DaP5c6ZQi0U2eqNtpdbBNslqwTbJasE2yQo27TdKxOw4JmB0MZ3sLf2YNnh3485xP74WEF//nM02c80Y8D2R7oLoD4SW5mQA8b2bLnPjL6kOW76+/M829TqgjzxT1OqF+8V+NjuXNZpZh2Pq5I3tAgu2YvPIpCP3HUexRsXmO2DyHYo9WnRvVO8deB0DA7Y7XBbR2SramxBWGbmg7Bwh4q+3mt1bBlJh3/ozvYQgK4CRiAADe7HQ5XrH7AIBNQybk5RYVqfW8VPK/CyU/7k4l5b343cYHlxIAYOgLXd9eOEIqLe59RIAegOSh5p2R7BZLPkWyKdZdnvBhIbgBy4OQvRGy68Xm+Q+3fzfwX5joyQ1bJGTDsWMbgE5BM0EnTxo5oZmnvUUPNoXOLh21FvbevJGeYt0lOJ3LPycIUwVTTSp9XJ1dpKdyy0ws4r5554M79yzbf+88LxIJFix6keCzJOY3ae4IAJjJYQbBNzxR+6NNG5BB8BHJXaf4GwDAEz56wddANNqGC4RqQMQsL7PLLq//2EYQxBO2KDbuAX+OHds43nVj5sB0Y/HA8EJGPvv2B4e6vGzN0EySJiAYM198mzzlkv2/0crlawizbXh7+4ORAKAo1aef1BvEDwObxYkjNxYselFifoPmilshBNweYIR6weravjMwcrAiyXAgyyQkiVG+wokBIrK+hjXz4K4VHab5i8BrWKJTI4vcCD0hAkwEX2bgEMFnEmCo5+7EJEmKxdiBuVKOHdtYOnKLamDplJMFXdMN3r7ihwvT8DDVd/mq+/OtGcweCmNTX3HyXcuui4vTpGl9+z3bwcdXAQCtZFQ3Bf1vnu20kBYEAQQYaO6oddQBAFDsYRBwtf7k8u1r2s1pxQ/kz+czRQz/Zov6/BxTDNHVtt0WIQTAg5AjWlqXLwAAjmhZ/+NkWJZ9ws5EQqGQph07BDxC1TemVqt///33mzdvchwXEhIyceJEZ2fneijZ4zDSc/MYlU2ijiv5kGWZhGb2jAuxpJBtCWR/AFcA4Ev9OQsLtb5+bpbABgAUAb93cfo60XAml3H3kJNhzZLiSp48RQxoT4AWoMzDOhI0NHeIJXvV4ofbyIE1sFlsSDXWb2xDCFVKL/jSyTS81O4XDVIMln2iPm721vu3dlUR227evNmrVy8XF5ewsDCTybRjx46PP/745MmTbdq0qZ/yPRoPMrlICYYyDYwvXf1xb8fJPuKsHJOwR+zTqXoJQBZAFnA3gZ4nN+pFqWXWVLPpA+kqJD9tKwUAkrul+2LDok8DDx/zB4CRI13fmDuU4GzXTjRw1LJb52X05ZaKsb09amcKEg1j+5krKpeCEGooLNm9SHRdwB0GADPZjye8GrpEyFYVse31119/9dVXP/nkE8tTR71e/9JLL82cOfPw4cOPPrHe5Bg5Ani+VE3qpib4fzeXHeg84Q+VsrciL0Civ6J2/vuBJw+57tThN+mTv+jL1Ds7dQmq8Mpi5lOZ291Vy+8yDEmSPEnyReK5HG87pvtUQdfPUmZYtkf4ald3cgKAHemmMzdzBZx5rL+og0u1B8m5CYnWcsoyZaVFN0WjbTpAyBHxhJeJGtvQpUCVquIb8+rVq/v377d2p5FIJO+9996gQYPqvmCPpdDMZxvYcv354bqmFQC84J05I6C4M8hfD7xeutjJV5z0es9/JNOCf1jTHgBIily2YpKHpwtUhOTjLRs0zT1MucMS7Uz0TCHzgzXbx8lvWbf/TDe97C88kGVek1LcDv7rXWN0N1kfj2p3Z/qxo9OUOM1dHQcA7ZyppW0dcu4uhBBqEFXEtuDg4KysrICAAGvKgwcPmjVrVselelx0JZ0dDKzwrt43UJJuTYn0zOrnlnOo4LX3krxXvPZR6n35X/uacSzn6VVpJ0CebAZsmX6SHAQAgIFexBBP/XHv4AOj02+qkUm6wNJ5Luaz1sBmsTzJUIPY1t6FOtXH5YaaEZJEGzlFYbcOhBB6bFX07vv666/Hjh178ODB/Pz8nJycHTt2vPnmm0uXLmUfqp9SVkZGqQa7n5TT2gnKP0una1inY/lP22QOcfYEos2e7H634l0NxuJ2QoVbpctOGqi3S+8a6bk8Uby2IUMNXpe5+IPkuTaBDQBkAtsolKav4TxSIhI6N6HbOWNgQwih6qmi3jZ8+PCioqJnn322dOJzzz1n3W7YnjYS5v2fQ07fNyh9xZmjlXvUjOySum0P1wtTbnyZrA+wyZyoHw4ABMG3aZX/w1fHf/6t7YkLL3t5V1pvY8muGlGsgN1G8DqG6sOQ/Usf/aiNZNDpIptTnnKlx/gJF1wvM8lbe2d8VIYQqm8Gg1ksrvngbpZlfX19vby8rly5UoulqjdVfO3GxMTUTzlqhmJj3YX5v6a/9EHyXEvKrKa/DHQ7kdYr/Fxhh1SDb1NxcbPk8fzwg7k9AWCoxxFLyojnk3J0itjT8WFPtRAIKADgAbbdNx3IMtMEjPIVDvQScERzI/1eRa8MYa701f4ue1WmfDNfYOZ1LLRzJsc3FQtJ+L6j0xuXtZZsfhLywzaSOn0TEEJPguTviJlPKO4SR/gY6VkMObDqc+zb8SPXv1gcnZaa4+Xd5M25kZEju9XgIseOHVMoFKmpqVWuuP04MjMz4+LiJk2alJ1dT5PTVtEmuWPHjnbt2oWVEhQUtGrVKutu/ZSyMjzhcragszWwAcC3qVP25/QBgKdcrug50YLEd1aljZt+c8mQi7+yPAUAFLAAcPyU7/AxQ35dc3rm1J+iIr9UZeQDwGfxhjcua/9WmXZlmF4+r9mYagTgKe4Cze4neNtRdACgFJNTm4nnt5QsaStd3l46JVAsJAEARvsJYyOcv++qWNXJ6URv5yCnxjyxDUIOjQCN1DSaZv8m+HSKOy81vUxzZxu6UE8k9V72zKmr0lJzACArs+D9+RsuXkiu8qzytm3bNmnSpOHDh0dHR1tSbty40bdv3/nz5/fq1WvQoEE7d+4cPXp006ZNV68unpjpwIEDoaGhgYGBkydPtiw2cuXKlSFDhkRGRo4aNUoqlVpXelm/fn1wcLCnp+fs2bMtKV999ZVSqVQoFBEREVlZWQDAMMzkyZM9PT29vb1XrFhR3fJX8bW7d+/esLCw8+fPW3Z37NgREhJy9erV6r5MHTFRE07md7VJPJ5f/COllfTO/pzes+I/XJcxyjrt1k+3Xhg2euj8hd0zM50sKal3s7/5fJeZ5db+cd4t+m/XfYcF2XkA8EOyQWqKdDINlponyI3theyGxy9YcydqWrD8RV+hvLLuLgghO0BxZ0k+pXQKzUY3VGFqxenjtmNwjx2q9jc2wzC7du0aO3bsSy+9ZI1tAHD06NGpU6eeOHEiJyfnp59+2rp16+bNm5ctWwYAWVlZY8aM2bx5c1JSEk3Tc+bMsZxy+PDhgQMHHjhwQKFQhIeHA8C1a9cWLVp07Nixa9euxcTE7N27NzU1dfHixbGxsSqVysPDY926dQAQHR19+/btlJSUI0eOzJs3T6vVVusWqmiTjIuLW7ZsWURExIwZM5KSkg4dOrRkyZLXX3+9Wq9Rd0z09EL2O5tEBV2yOBlXLnizMtntJDeCLdO/4/qV1E8+2uG+vfj3mvPRM6q3pib7KWku1ppHbJ5rJgfwhLI2bwAh1KAI3vapOQG2KY6OIKr9C/vQoUOhoaF+fn5eXl5paWnWZslWrVpZNtq1a2cJVO3atbMsI7dnz56IiIjQ0FAAWLRoUUREhOVSXl5eM2fOLH3x7du3T5gwwdfXFwDWr18vFou9vLwSEhK8vb0LCwtFIlFhYSEAsCybn5+fmJjYsWPHGqwIWEVso2l6wYIFer3+k08+AYAtW7aMHj26uq9Rl8g4/USl6IHK6GlNGuW9z7JxTdMqsVw/RnHCHZvABgBNXJ32bS/TEOFy+GSbWR1sslHcFYbC2IZQ48GQT9mksGSfBihH7eneO8QmJWJA++peZNu2bbGxsUqlEgA0Gk10dPTChQsBQC4v7itOEIRl2xo409PTz5w506lTJ8uuQlE8kaG3t7fNxdPT0596qvht79atGwCwLLty5co9e/YIBAKSJP38/AAgKioqNTV14MCBcrl8/vz506dPr9YtVNEmeefOnQEDBqxZs2b79u3ffvvt1KlTp0+fbgmqdoIhJCqjp5zSSCkDTTKvN/1dTmkA4EjuMy9d+ZHjyoxSEKZnum3/u/xF+vRvZ5Miycv7pvW3Nok84QkIoUaEJ/z0grXW9hgTPdnRZxtpGuCxat3rAc08AcDbx/Wzryd27Fzx1EuVMZlMu3fvTkxMVKlUKpVq+/btpZslK+Pp6TlixIhLly5dunTp33//3bJliyW9/Eo6np6elidqAHDhwoUzZ85s27YtJiZm3759586dGzlypOVQdnb2tGnTMjIy1q5du2TJkosXL1brLqqIbaGhoT4+Prdu3Ro5cuRbb711+fLlmzdvhoTY/i5oQDozDwBFrMxHlMVw9I+p431P/NvkyNXBcVPuFK0Bdi4wnwGfIMjMFqZlyGPj6AK15cTBQzs/3aN1v4Htv/vplaiXe9pcdmjHuFCnMvOKMWQ4S9rW5BBCjs5MDdeI/tWKjmvE8Qb6i/LzHDmcHr1D/j686MKtb/859emwF2wrplU6cOBAUFCQj4+PZbd///4JCQnx8fGPPmvw4ME7d+5MSkpiGGbBggWLFi2qLGdkZOT69euzsrIKCwunT5+empqqUqkCAgKUSmVaWtrWrVstjZzr1q0bM2YMx3FdunRxcnLKz8+v1l1U0Sa5Y8eO0jNstWjR4vjx4zXoslJH8k1cXK4RAAjgk3QlA9r0bDJw1h8amcBtNnvPBvDI9ffhRCLn42fHjO81Z8HzpZuhZ70d+e2Xf1m2fX3081+/UPIyhMhIzTBRMwGqPTMkQsj+8SBhCTv6yV4rRKIaDm7btm3bkCFDrLtSqTQiIiI6OvqFF16oMP+IESMAIDAwcMWKFUOHDs3Pz+/WrZulP0iFwsPDZ8+eHR4ebjAYoqKioqKicnJydu7cGRAQEBgYOHfu3KVLl8bFxb322msnTpxQKpVCoXD8+PF9+/at1l0QdrXMgbWH6GNK1rLhR9UVHOC2gE1HXnICkF0AgM7N8zx/8dL3o8ov9ZlwOyPufJKzjIrsNcrJqczaAmpRhnXtaYq7JOT+4HkDQ/ZnqCG2V3nI2dlZra6obLWB5FNE5sU0f5EjlEbqTYZ6rupzAABAJpPRNG3pnmtX5HK5VqvluBrO4VJHRCKRXC7Pzc21q38TABCLxTzPP+HyXbWOJEmFQqFWq2vw5L9OkSQplUo1Gk1DF6SEu7v7E16BZVlL/abGxGLxE67cbc8qbpMcPHjw7du3Ldsqlerjjz+2HoqLi7Oft8OJsi1/S2nKnk5Th7gfrewUTioNHdG7fGDTs7DW3ORjr/ZznNq9fndFnrlkAmWObGMNbDR30Mk0UMD8LGQ3Ss2TRMzntXMn1UGAVmoaI+D+JvgMiouTmidS3Mn6LwZCCNmtimNbTEyMtcNIRkbGRx99VPoow1S8LHX9S9DYlsSFLhrodmKa/40yqYQCiJaWTbqg8DWFofylPrypW3/PmGvi80zcFlW/V28utR7S0yXbIuar0meJmK8JqO/fzhT3L8mXGYwpcPAROQghVLsce8oMP4ntA7AAyX3Cn/owAAAgAElEQVQAGOSR/V3ITW+RJer4APkyEMVrtomT7qVculP+UjszSrei8H9l98+nvjEIvioSXWHJ7tYDJJdmc2KFU5bUqfLjb8qP0UEIof8yx45tzZ30I73KND9O9t2ea1YAwPSmqfcijvY7EwD0u0AEWzMIVFl5zk1MXJnHJ0aOLzSXTiEAwECMM1ETecKndE6OLPPAmSe8OMK/tm7nMTGE7VQsLNWnnsuAEEL2zLGnqBeZF25ouyXCddSpgq5i0ni1qE2Srmk/xSnLUZ1RdDsvSJiuMvkWD16hijS5Lw37BGDTcfXPYbJQ5+Jq312tbRcGEUk4VTRdlkHwidQ0luCLp2A20Itrt/MkD7A7w/RvPmvmeB3Dm3l4RkGPayoUlHpCyBM+euE6sfk9S5XRRE0yUeNrsQwIIftHEMQTdn0oP/KsMXHo2MYLuAMEyb7it/UVv63DL69RirNe9dtsPSwVGdtOcTuYq6TzCwVZ2Yyrq9nLzXLojpabcUlzulchDy484eIrsf0bNxEQS27rhyqFHVzKhC6WCNEIjwi4g8DrGaoPR9TyMq1zruo2ppZ5gLcrw3Q61/xzWJl15szkUEY0gOTv8IQXB4raLQNCyP6RJCkWixu6FPar0ti2YMECNzc3AMjLywOAUaNGWdItu3aC5zkTJ1yXMWpjxgvn1e3fDVxlk+HpJpcO5vZiXF0YVxebQ7eLOH3RQA9hrpmKAvqb6UGi1XdKgkqWkfs2yfBtkmFlR6dRfsIyL0ooTFSdTDx2T8fZBDaL3Srz+1quWdn1BHgQsUSbuigGQsj+sSz7hINAhEIhTTt09eZRKr6x4cOHw8P+kM7OzsOHD7f2jbTs1lv5Hokwkf2GXnj+ZEHx86eV98fPaLrRS1iyPlCW8VGDSGS0FgAE7DaOCFgcMr+DC30k23wg06xmSp69fRqvH+UnBGCFbDTFX+bA00RP4OFJx6ZUKEVb6Trm9/VsM1wrByFUCstW+o3xOOxt1Gbtqji27dy5s57LUTMHCpacLCj586gZ2afJM79vUzzXyz29ZIfqLoAJoKTiReflkzqDyU85QfmnhCweDHAiOzumQO9EE/OCxdH3yww7zdBzGobz5P9Hs/stKUL2d43wb57wrfXbaSmr9NFdW1y8GyGEHlvVVYGCgoI9e/YsX74cAG7evGk/g9sA4K7OdknrNeljPI7FvpswZX2639RroSx3H7gy00LKzl9Rfvdznz1ffNf6I0vKZymvD41b8EOy4Yt4fbejar+yz978paQLecka2ACA4O+LmJV1cTs+EnJecAUN6EvbShRCh5/jDiGE6k0VtYHExMRevXrRNH3//v3Zs2e/9957t2/fjomJCQwMrJfiVSHEuYKKjppRLE9955eQlH+eOgIA0aq0yTf7m3gBANB5+fIzcQCQcsK0IzqgRbNCn2bmj5PfKn26Qsi1kZ4EgLOFYRpG+nEbKcnftXkJlk2ZfUt3LNsspYiXmwqnNxOXn+ikZt5pJenrKTyTa3YREDIajBzRzZVqUXl9DiGEUHlVxLbZs2dHRERs3LhRJBIBwM8//zx+/Pg5c+b8+eef9VK8KnRT0IEy+m652UkA4GjBoHE+RwBglDKhwPzxnMOvS6/fksfGkbridshPvngKAMzenjC3zIkFpqzzXacAQAHrd59f31TWgeNb21z8rwctrJ0+Ft3UA8CMoFrrsNTVlerqisEMIYRqroo2yRMnTsyaNcs6DMLd3X3BggXHjh2r83I9HpaHCgMbAOzP7s3yxRGivUuC6H66y5HT1sBmRefarpvQRlq8lEMT6n4b4TwAYIm2JmqSNYMZWsy+9b/Sp/xx375mhkUIof+4KmKbi4uLwVAmHjAMI5PJKstfz66rK334l2t2jdcVr8inZaTaDu0YN9fy2Qiz2fWvf0qnfNLia+s2xV0Wsr84mQbQfKyZGmak5xkE399iD+Wam5Q+Rcs05u5GCCHH9ESrarAs6+3t3aGDoy5aWUVse+655xYtWmRdEuX69euzZs0aNmxY3RfssRhYIMAaV2wDjJkrbnHdnPU8JxVnzpik7hmub93CNajMNFrOJ2M/E2e/20rySYjkbu/IDvJbJccIudj8LsVdJrnbAnYPxV01UaObSp2CynbHF1FEthHDG0LILhDMUaEmXFTYRFjUgTTtqNlFjh07plAoUlNTH7Eq6d69ez08PGpazLpVRWz78ssvAcDT05NhGIVCERoaGhwcvGzZsnopW9V8Jea+bmce7pXpztFckupO5yVmeL55+6PfM14AANZZlh85QD1l9Gdfllkzvllzr3HdA+cGi6cHiRWSMkP3OHAqvUtzBwnIIQlY21mmFJe8dfFF7NjzGjOH4Q0h1MAI7p5Q+zzB3gQAgksR6P9HsudrcJ1t27ZNmjRp+PDh0dHFy4wwDDN58mRPT09vb2/LCtVSqdS66OZXX32lVCoVCkVERERWVlYt3U3NVd0mefTo0ZMnT65bt+6XX35JSEjYsWOHVCqtn8JV6VK+PsPgVT6dJLilwV/svxU2ekbkT/fLRLIP20q7tvVZt+XN3v3atQ7xe2FU+I+/TJdIigfAGenZBsH3DNmfIQfoBT+UHhhnQfAFANDeherUpEw3nMsFzHV19cZRFpr5TWmm1XeM16p5IkIIVYY0/1Mu5e/qXoRhmF27do0dO/all16yxrbo6Ojbt2+npKQcOXJk3rx5Wq1WoVCEh4cDQGpq6uLFi2NjY1UqlYeHxyMW3a43FfeT7NOnT3R0tIeHx9NPP3327Nlu3bp169atnkv2OM7m6W5pW5RPpwlGZfKc3nlT5489h3/XLGfIINZFDgDdClRTm4UAQGjHwEXL/5dj4ptKCLpM/33SRI22TqlFcWeEbMkElRwRwBHFz/AKzbZt2QXmatTb7uq4EbFFabriiywOkbxWez0tEUL/XUT538rVHpR86NCh0NBQPz8/Ly+vtLS0+Pj4Vq1asSybn5+fmJjYsWNHm6XVvby8EhISvL29CwsLRSKRdfnPBlRxbLtz5860adM6duwYGxtbetFtq0WLFtVxwR6LjKr4b2bihG/dXkQB+0qHrR00Z29/nsS4Kyh10ZzPowgAjocFN3S/3jUCgL+U/LKdtL9nxdNpG+mPSP4OzcUCAEc0NQhXWWu63d0Ep3PLvHpHl0o77hN8gYj5RMAd5kFkosaY6Dc+u22wBjYA+PCmfrSf0FWIs2ohhJ4IR/ctlzK4uhfZtm1bbGysUqkEAI1GEx0dvXDhwqioqNTU1IEDB8rl8vnz50+fPt2an6bplStX7tmzRyAQkCTp5+f3hHfx5Cr+Mt24cSNFUbGxsQAQW5H6LWSluio8H3F0U+ZwAHBqJjX5edN5BaROH7PnIgCsu2ewBDYASNNxY85pckwVV7l4wlUn/EsjitUKD2lFZ0svnPZWC/Fz3sUtlj4SckMX2SMik8Q8Q8huIPh0kr8jZpaImBW3Nba/rRLLrbODEELVxZPBZulG3rKuJOnFSL7l6B7VuoLJZNq9e3diYqJKpVKpVNu3b7c0S2ZnZ0+bNi0jI2Pt2rVLliy5ePGi9ZRt27bFxMTs27fv3LlzI0eOrNUbqqGK6229evXq1asXAEREROzfv7/CPHVBLpdXK39KGv+M65kz+WEVHn1gcgOAI4PfKRwgpwsKWx3ZrtMkyeXy0wW2o9xuGARD3SSFJu5SvklOE50UIpIAjodbhWY9y7Vr0kFMVTDvyJ8R8rtaJtvAhbjQTrRtYKNpuvh2uHzCUKYFXMTvCJK/dkutL53YztNFLq7zehtN0yRJVvd9rgc0TctkMnubvJWiKACwn0EvVhRF8TwvFNo+D25YBEEAgEQisUz1YD8IgqAoyg4/9nWEE0SaBJEEn8cTrjad7B7HgQMHgoKCfHyK+5P3798/KioqPj5++/btx44d27t3b5cuXZycnPLz893di2eNV6lUAQEBSqUyLS1t69atPXpUL5rWhUrnJfnpp586duz46aefnj59uvzR7t2710VpioqKqpU/Ke8Q8MT6dvOyTO7+ItWChPn3jCV1YTFhGHl5VSEjBwCmiUvB2CE/PTOQzbnIG9fZdBIhTPq/7hhmX9Wm6zkA6NiEXtnR6Y0r2rh8BgCaSsjVnZ26ulbwXrkBuAmB0xvLl9vZ2dlyOwSfZfMvxXOaWc3oveklKVMDRVKztshcrbuvCZlMRtN0dd/neiCXy7VaLcfZV+VVJBLJ5XKNRmNvQVcsFvM8/4RLnNQ6kiQVCoVer7d5GNPgSJKUSqUajaahC1KiHsI/T9RwZcdt27YNGTLEuiuVSiMiIqKjo2fMmHHixAmlUikUCsePH9+3b9+rV69a8kyYMGHnzp0BAQGBgYFz585dunRpXFxcWFjFtY76QVT2T0sQxLvvvvvVV19VeNRsrpOvYWt30seUkdtj1u33rmhCRnrtd6HVe7L7Zxo9LMFsiMeRZoKUHzKmlM7/DfF69DfyZJeODyaXLMDWQkYd6C7veUKdoS/5Yg10Iksvxh0gJc/3danW7x9nZ2e1Wm3Zlpl6kFzJGBETNdYg+O6OltucZiww873dBUOVgvqZC9kS26wDFu2HPce23NxcjG2PwxLb1Go1xrYqWWs8NcayrE6ne5IriMXiJ1y5255VGtvu3bvn4uLSpEmTCo/WkerFNt7sbPS5UdQy7N89PBAAEO5y8VCXccm6AGda4yPKAoB+FzafKuhiPcN36fdUXgEBoO0cWhjxjJPSPdxT9HGI1MjxvY6rS1+bJsBmspHzfV0CpSQAaBg+18T7im06WNoqHdso/qbEPM0S3lgqQkev4Yl6fWOtMLZVC8a2asHY9vgwttW1itsk4+Li4JGRpmErm8UIQQHj+3vmC/zDBuW+irMCgmntlGzN0s/ttDW2KbNu0nnF3+lOF685Xbw2dmLvOe8+DwAPys0qIiQJhi2T2ERA8ADvX9etfdjB8ot20gGVdLC0wRIhGuEJkr/Hg4QnvGtyswghhB5bxbGtS5cuFaZb2cnPWIFo3uq0/tbddKNt2DAn5ojv3OWkEnHiHfrQKZujYvKwzPAOEFIRNS7SZ+pfGSV9FyOVgq2lZkB+XiloIiA2pBrXlupgOfac5saAJp6ix2xNJDmiWTXuDSGEUE1VHNvsagHSR5gfP1LPlXR63JwZubL1QposCVG3D7Fe//xe2emD+vxDQi7wuSJm6bpQ6nPZtGPZjIwmJgSIhngLnlLQW9JMOpYf4CWc3UIEAEezbd+Wc3nmoUr76quGEEKo4thm6fps/2KyyjTrmznB4Evr/+40SfQwvE1/48Qr/zxbOk+z5l7xJso8pI8iyLRe1Ow900pPYQ4ASLgdb7d86+2WJTnHNxWNb1qmL5Ok3LsiLdf1HyGE6scTflFbFy9rlKpYm9TOFZWb5kpAsM9f/tWFLpri+8dAtxO9/R8o2xSqbrlYjgpF9Eeb5/U5UQhA5AAkpLX5J7enrzjzqrq1jzh/VkvTcJ9HVcJG+gqjSzVUBjmR3XARUYRQQ6Aoyn6m9rVDjh3bBGV/dsgp7eG8Zyzbux4M3NZ+5nDPg779ONUtAABOJOoZ0Xpjmqn0YMYkXUCSLgAA8jUur1zUugmJnu6Vdg/p5yFY3cnpuyRDlpELa0IvDpE40fXTdR8hhMrgOM5mcc3qEgqFNO3YIeARHLtOKiWZGf7Fj9Pay28XsWWWpPkhdSIAXG09JP2dGXkvDFK6Oc155/lsw6Mm3d+ZUcW4vZG+whO9neMHNtn8lKyFDCttCKGGwfM8+2TspEtgHXHwoE0Qy1t9siz4Mx0vuavz6/rvX6UPqkwemzKaR7imL2+xzTvMxe3dr2TOTboZNLtVlV7PgGuwIYSQ43Ps2Gbg6H8LO3VzucQzhJm3vReWy/sw+du4p19uQqvBC8ykkDSlvOV56V+P1buze1d4wX4ejXYkI0II/Xc4dmzzFhOTrn/V0/XcbxkVzDydauj4cYtvXOjiuRMF3J8ALJDwR4dXbmha3mHfaeUy9GIB894NvWUayVktxCN9H9WXpNDMn841kwTR3Y2W45M2hBCyV44d20YqRcsTm1QY2ACABXJh0ryDuT33dJoqJo0AJU/a2soSWpG/6ISRz3kLn/USphs4TxH56Fn4z+ezr1zUWKKgv5RcHyZrX/mCbQghhBqQY/cluaNjB3qcfHSeE/ndfkideDdVvvyHjku+6nLspK8lnXjYW5IioKmkisAGANZVAgAgTcfNv/ZEM7khhBCqOw5cb1MZuA2pxtf886rM+U9q1zVvFS+W9tumNtOnXJ8z85KZGvLos0rTMnx8UZkOlhcLGIbjHz1dMkIIOSK5XG4ymayDu0UikR1OsP5oDlxvS9ZyAKAyVrz0tpQsWfnzQpxH6UOrf2mXq3/LRE0pd1KlpDThLiQAQEAwHzZfcbt7v7s9e8u4dwheXeW5CCFUn85m3+576D3nbS89fWDe/oy4ml3k5s2b+oceJ7BlZmbW7IXqiAPHtiApCQD7ciIqPDrCK0ZOay3bTrGXbY4mqyZV694JgKnNxADwQdCK95v90EySphSphMw6CfNWDUqOEEJ15L4u59kjH17ITQKAGwWpUSe/uJx/p1aufPz48QEDBli2d+zYMX78eAC4cuXKkCFDIiMjR40aBQC///57cHCwj4/PpEmTLIsKbdq0afr06aNHj+7Ro8eAAQNSU1MtVzhw4EBoaGhgYODkyZProlLowLHNR0J6iEmGq7hZ9Y4+YGO7twiWlZ27LHiQbXO0aaBHhWc9wpxg8cqOTpP9/i6dSLN/E6Ct7qUQQqiOHFRdsknZnfZvnb7i4cOHBw4ceODAgdu3b8+bN+/vv/++d++ewWD47LPPLBnWrVv3wQcfnDp16rnnnnvllVcAICsra8yYMZs3b05KSqJpes6cObVeKgeObQAAPP+0y8W1bd8NlNy3OdJMktrL9bzfsh/dovdQBWVaDucuiJRKq72gOwEwyk/oLrRdDZKAJ5r2BiGEapGJs12uxMhVMd1ShUJCQiQPde/e/RE5vby8Zs6cKZVK9+zZExUV1apVK4FA8O677+7atcuSoVevXm3btgWAGTNmHD161GQy7dmzJyIiIjQ0lKbpRYsWnTpluwDZk3PgviQAwPLayX5/jFPubC1NHnRxg5aVPDzCzw34WUrpJUV5RnjYU58g/KL8vHu63FVSd3WcZRHt6mLIngL2z5ICkB04cHvCu0AIodrSxyvUJmWgslMNrnPz5s3mzZtXdrT0fF3e3sULZ2ZlZfn5+Vm2/f39VariKaCUSqVlQyQSOTs75+bmpqennzlzplOn4oIpFIoalPDRHDu2vRP4vUJQAABPuVy517P7F3dfvaFt1UqSNM1/a5Ak9eKDlkZTyRC0vBcG3wsLAx1AMnyTXHi4p3MNBqgZ6KUkn0txxwGAJdrpBatr8XYQQugJtXb2++XpN9+//HumPh8APu80qXy0qzGOKx4HVbrniLU7pbe3d1pammU7PT3dy8vLsm1NVKvVRUVFnp6enp6eI0aM+PHHHwHAZDKlp6fXVgmtHDi2XVezg9yO7cuJeM79KADIac2nLb62Hr1n8J2esgzIP4HjAIB1cS56Oqz06d8kGtZ3cYJyTuUyO9NNLM8P9hY+62U7BRdPKLTC7QSfRYCJI/xr/64QQujJjGraY4T/M5n6fE+xi4CstS95uVx+4cKFnJwciUTy22+/tW7d2ibDkCFDIiIi3nrrrYCAgC+++GLYsGGW9BMnThw7dqxXr14fffTRkCFDKIoaPHjwJ598Mnv27MDAwAULFmRnZ2/YsKG2ymnhwM/b4vLMDE+tTnu5dOJdg/9LV3587uKvnc7uu1LURhNW/IPF7NbE5vS7ugoWBNh23/jC2aINqcZNaaZx5zU/JFf8LI0nvDCwIYTsFkWQvlK3Jwls7du3l5dy7dq1Tp06jRgxonXr1oMGDXr99detzY9Wbdq0+fLLLwcOHNi0aVOSJD/88ENL+qBBg5YsWaJUKq9du/bDDz8AQGBg4IoVK4YOHerr65uYmLh8+fIal7MyhF0tc5CTk/P4mU/mmE+pvv3m3tTW0uR3mq0OkqbGFnY6kvf0YLfjNMH8mT3oSO4zwPOS+GTBg1ypnygzqGPp01/yE/7Y0bbe1u1o4R0tZ911FxI3BjSp2fhsZ2dntdruRr/JZDKapu1wGKZcLtdqtdYWDzshEonkcnlubq5d/ZsAgFgs5nneaLTt2dSwSJJUKBRqtdpkMlWdux6RJCmVSi1d0u2Eu7v7E16BZVmd7olmRxKLxQJBnc8Ov2nTpmPHjq1du7auX8iGA7dJPuMmGHduIgDc1jX/341l1vRb2har2nywv9OkN29/lGH0Wt9v7oVbfnFJ/gu1X3NOxcvU+kvJd1tJbC7IA5QObACQY+ILzJxC6MC1W4QQ+g9y4HobADSLydIwFczc7ydWxYUPM3CiTarhhRuvrr88MPelSMbVBYD3l1CzWkhe8BVUOJH/s6eKLhaU9KBtKiHj+rlU9y4ssN5WLVhvqxast1UL1tsqVD/1tobi2DUSgrcdyWFx36C8WNjOW5j9x5vmLX+1exjYAIBI03MZBrayFWo+ayvxkZS8J1+2l9Z+oRFCCNUxB26TBAAJaShiKw4/MlqbWOSUk29mfHweBrZiJ3KYd1tVfMEwV/pIT+d/skwsEH09aGWVqwMghBCyP44d2+QC3QNzBYP+QmXxHZ1vDr/Qscurd/7dpLQ5KnvkTbsJidH+1Z61BCGE6hlFPdESktZxaY2SY8c2lrNtLHamiwa7H/+sxbLvUvwP57q93fFu9taU3Psqk19JhBvt94jQxdLcYZLPYIkOLFmTwfwIIVQPKIqSSvGhSaUcO7Y1larvGrxKp6xq88GLXvsAYLRSvDCh5QDlg5m/pH6zUb2TnZbn00ouEblI6K33TRqWf9lfRJV96EaAXmoaTnEXLbsm6lWD4NP6uhWEEKoGjuOesDORUCh8wpqfPXPs2JZuDPQU5j4wFc/o2NopuZtz8RzY/hLDCG+ylyIPAL6Y888Skvk8dcMnt/UZReytIvZotjlNx73fuswwAAGz1hrYAEDI/mSmXmTJMqPiEELIHvA8zzAVd6Z7TDRNN+LY5tjtrSlawa6O06b7bRrgdqq1U/JtbfMWp48/c+7PBG2zQ7nhfk4drDk1pq6/3CvzG+f3VCNXtl83xV+3uT7FX6uzsiOEEKorDhzbsowcB2DghN+1/riF9O5tbfGU1XHqdiOvrH7j9qd+okwAAB4OHfWf9D9OpSmz0EOuidexZYIbT9hOIcMCTqyFEEKOx4HbJCmCoEl2VdqE7k3itqgiSx9K0DUD4Ne+535ONPBBjvReqhwgq31W2hWfQGueEDklKzvKzUhNFrB/EnzxjNQM0ZWletT9fSCEEKplDhzbjCz/YbPvOrtcb3X6SAHjbHNUdC/DdCPzPJT0NBntwhRIyXs6DgD8peS3HWy7GPGEn0b4t4j9meDTWaKDmZ7i0O8PQgj9Zznwd7eW4Sf67tAwTnqugj79jIvcJuWZLgFjA53P5TE8QFdXWlbR1CQ84WegP6qDwiKEEKo/Dvy8rYWMdyJ1z19ek2X0KH+UbeKsa1tq9pFRg0Kae0opoo+HIMJDUGFgQwghZLFu3brw8HAXF5dOnTp9/vnn9jbXa5UcuN5GEvRfOZFJusDKMmRPekmYnkmpi0w+3psG2s5OghBCjZLWdDG98EOd+aaIbubrstBZFFHdKyxcuHDXrl1r1qwJCwuLj49/4403Ll++vHXr1lov6t69eydNmpSdnV3rV3bgehsAkIT3ozOYfL31bYJf6ejez6PRTneNEEJWJjYjOXec2niC4XK0pvMJ2c/rTNUby5ScnLxixYr9+/c/88wzIpGoffv2+/btO3bs2IkTJwBg/fr1wcHBnp6es2fPtuQ/cOBAaGhoYGDg5MmTrWuMfPXVV0qlUqFQREREZGVlAcCVK1cGDRr08ccfR0ZGtm3b9sKFCwAglUqty7+UP+VJOHZsC1cUPU621SnGPFOla5SYOb7AbF8rmCCEUM0UGg6a2PulU/INu6p1haNHj0ZERPj7l4yAcnJyGjNmzMGDB69du7Zo0aJjx45du3YtJiZm7969WVlZY8aM2bx5c1JSEk3Tc+bMAYDU1NTFixfHxsaqVCoPD49169ZZr/zss8/+9ddf48eP//rrrwFAoVCEh4c/4pQac+zYRtFDBSTzit/W6A4zfg+d3U9x2iaD7N+L4oQ7AJCsraCxmOH4BTf0PvsKgg/kR5xQX1Oz9VFohBCqMxxvu6gbx2mrdYWUlJTAwECbxGbNmiUlJW3fvn3ChAm+vr5eXl7r16/38/Pbs2dPREREaGgoTdOLFi06deoUAHh5eSUkJAQEBBgMBpFIVFhYaLlIQECAJZJ16dLFZjm9yk6pMceObfNvtfyq5ZIfWn+oEBT8fD8qXhekFJVptxVk53mt3SS9cqO5UwV3+uMd488pBgAAIK6r2ckXNCYHe1yKEEJlyEW9bFJcxP2rdQU/Pz+VSmWTqFKpfH1909PTrfW5bt26dejQIT09/cyZM506derUqdPQoUMVCgUA0DS9cuXKTp06DRgwIDEx0XoRy1EAIAjb3nyVnVJjdRXbLly4MH36dOvu5cuXX3/99YkTJ65atYpla6161Fy4dbrfpvXpL/a7sPl4fvh9g1JVts/kAM/TAOB58l+FsIKOkQezzELC3NIpxZnSAMBdHXdD/UTzsyGEUMOSCtoFuv5o3fV1/tC5mrGtR48ehw4dKt2/w2Qybd++vU+fPp6entYnYRcuXDhz5oynp+eIESMuXbp06dKlf//9d8uWLQCwbdu2mJiYffv2nTt3buTIkdbrlA9pVpWdUmN1EtsePHiwcuVKni9+iKXX65ctWzZr1qy1a9dmZWXt3bu3tl4oWVjv3rAAABitSURBVOfxR9aQV299ZpPeRFAIAN+1/vj39zb59JJTen2Fp/d32xffo++1p5/Njuj8efAXBPA0iWMDEEKOzd1pfGff7HbeFzr7Zimd51X39NDQ0LFjxw4bNuzy5cssyyYmJo4cObJly5bDhg2LjIxcv359VlZWYWHh9OnTU1NTBw8evHPnzqSkJIZhFixYsGjRIgBQqVQBAQFKpTItLW3r1q06nW0zaXk1OOXRan8MAMMwX3/99dixY6Ojoy0pcXFxLVu2DA4OBoDnn39+69atkZHFU2TpdLqYmBjLdsuWLcs38j7aOXXHRG2z8umjvf4WEOZX/TYDQLvXvH+9Neyihjz+wLQ1Vcdw8JyP+MN2cjmZtihwpvWU2QG/5LIhHd1fEdRSeCNJUiwW18qlahFFUXZbMJFIZP09ZCdomgYAsVhsbwUTCAQ8zz/iV3CDsJRHKBTa26KXBEFQFGWHH/u6QxIiMd2yxqd///33P/7445QpU5KSkgICAl588cUFCxYAQHh4+OzZs8PDww0GQ1RUVFRUFEEQK1asGDp0aH5+frdu3Sx9QCZMmLBz586AgIDAwMC5c+cuXbo0Li7O8t9kIRQKhw4dWvoVKzwlLCysxrdA1Po/7erVq/39/UNDQ5csWfLTTz8BwK5duzIzMy1NlBkZGR988MEvv/xiyZyZmWm9w4kTJ77xxhvVei3hbwkEYTZxQpv0s91GRF5au6DZqtf9N0y58eVG1XAXAVVoLmkLfSlQtuWpw0ze+NJnaQVjXb02VfN2EUKoAbAs+4SVG7FYLBA02sFRtVxvO3nyZFFR0ZAhQ1JTU0unW39g8jxfOpp6e3tbRjlYWAc6PKZgWd7NIjebxDkBv3SWXyeA/yNzyDD3QwdzewBAoZkBKPmR+8ddzbctweZMASeobgEewdnZWa1W19bVaotMJqNp2joGxX7I5XKtVmtvcx+IRCK5XJ6bm2tv9TZLVfIJl6asdSRJKhQKtVptMpkauixlkCQplUptOuY1LHd394YuQiNXy00HZ86ciYuLGzdu3DvvvJOZmTlu3LjCwkI3N7cHDx5YMuTk5NTiH7Wv61GFwLaraHTW4L8eDHhgcs82K0Zf++GByfJytq0321RhHBFQOoWhXqytgiGEEGpAtVxve+eddywbqamp1jbJsLCwNWvWpKen+/j4xMTEdO/evbZezluUdqt7P59j/7JQsnpsmsFn2q3PACBZVxK6aAKYsr+8Z1+jW8vW95J/SnFXONLXSM1hyPDaKhhCCKEGVB/zSUql0tmzZ3/++edms7l9+/Y2jxBrzMiBhNSdL+zQQnovXhdU+lC+2cUm87RmosPZTHxRmeEHm9ODurSv/RnSEEIINay6im1Nmza1VNosOnfu3Llz59p9CQr4T5LekNG6DKNnhRkmBYqSNRwBEKkUjG8qaudsmnG5zPh8M2dfD1EQQujxPWFHWXvrZ1u7HHgdAJokFGLFHa3tqqRWHV3oZe1KulB2d6MB+NIP3p71tu1giRBCDoGiKJlM1tClsF/2NQylujTMo6Y4aSmjSu/6SMit3eT+kuJbdhEQf2WY0nQ4hyRCCDU2jh3bCs28gGAJqKBpUU5DRxfbu+vnIfimvdR67s4M0+hzWoN9dTtHCCH0pBw4thk5MHLwY5uFwzwOlz+6xPO9rHvnTOWeqEWnlxl5k6Bhz+eZ67CUCCGE6p0DxzYRCa1kRcM8Dp0uKD0vC+9Ma75ttfjVkO3a/Om++wq6Hincm1kSz9TllmpTM9ijBCGEGhUH7ksCANMDk3++PzrX7Bosvft0k4s5Ztd/cnqqGdms+A/byhJ7hfwrTSm8Cy6TLmgP9KASNUyWgfeVUgBlKmpdXRvtrDMIIfTf5Nix7XSuuxMROLPpb1+3XGJJuakN7n9hU665yU/3x7TjrxgFTpb0sec0uQ8XZwuWkYkaDgB8JOSSEImnqDF3hEUIof8gx45tVzUeSsrvYJeSKY9DnBIXBn0/O/6DeG3zHZe6sWTxDeaWWnU0UcP9GS53ExFBTpTYgRtlEUIIVcyxv9oLzWIJZbBJ7CS/AQDZOue5zIrKTsw0cCFyDGwIIdQ4Ofa3e5Ao8bvWH9skphmVAGCifD1kTgDgJyH7edo+UWvm5Ng3jhBC6BEcu03y2zZvqxnZ4bxn+inOWBO/uzcZAPyl5KGeci3DO9FEup4bdrYoTVfcLNnfkz6VY/7tnrGVnPpfgMiJxudtCCHUqDhwbCN4dajTrQ5n99/T+77qv6mn6/lsk2J12rhrmlYAEOUvAABL3PKVkAe6O29INWYZuTZyak2K8dCD4pbMP+6bDvRwllCPeB2EEEIOxoFjGw+SBF2zRF0gAHyfOun71EnW6SKfdqWnBJRZP95DRMwNFgPAzymGJE3JPFu3itjdKtNoP5xYEiGEGg8HfuyUZ6ZO5Xctm0YAAE3yi9pKyUoaGlP1tiO172lxSkmEEGpUHDi2uQjI+QkLQmXxStGDH1p/eLLrqC2hb4Y5X2c4YvIFTWG5+UcsQuS2t9zWGVskEUKoUXHg2EYR0N3dOdXgczhs7Ct+W59yuTLCK+bMUyPayhIyDNyRbLOJg/ILtL3oK+ztUdJt8lkvwXO40g1CCDUuDvy8DQDaOJNi7lxzaWrpxIk+O95OWPBFvGHaRa2rkBzpI1gcIhE8bKOkSeKPp2T/PDDf0bKt5HSEB/aSRAihxsaxY5uPmNCK8mwSPQR5AJCsZQEg38T9fNfoIiDebSWxZiAJeNZLAIDTSCKEUOPkwG2SAOAuJGMLOtoknikMs0nZl4Wr2CCE0H+IY8e2LxL0N7XBbycssKb8kTXk1/RRtvl4AIAcE5+gYc3lH8EhhBBqXBw7tqXqOACI1wXd0fsDgMrguTe7L8tTNlP7D/ISTL+kbXOwoPsxdbej6uPZWI1DCKHGzLFjGwC0kN7d3fGVIEkaACjFD35rNzfc5ZKzgOzpLgAAVyH5SqBIQBI7Hi63nabn3rqqK8L1SBFCqPFy4L4kPICJgwFup2zSh3oc+Sa189k+ziYOaAJIAiLPFJXOkK7nrhay3d0c+N4RQgg9ggN/vxMAAhIIsK2BEcB3cKEAQPiwUlp+NmQZ9vxHCKHGy7HbJAke/sntCQAlAY6H80V9lrSVls4WVXa6yFBnqvzsJAghhBoNx/6KlwmIRF3AyMurUgz+AJBh9Jp664sCLjxAWmYareE+wu87OrVzppRicqSvcGNXmaCy6SYRQgg5PgdukwSAUb6in1IMf+f0u6wJCXFKuqZppTJ6AjCrUwxvNi+zDsBoPyFO9o8QQv8Rjl1vGx8gdBaQX7Zcmtyj955OU+727PFB0PcAsDPD1NBFQwgh1GAcOLbxAK9d1PZocvitpuusiQuDvu/les6Aq9YghNB/mAO3SabpuWtqdkzwBZv0Hk3Op7A9rbssD1vvm87mMgohMTFA2NwJV7RBCKFGzoFjm2XyrFxTE5v0HLPizRYi6+7rl7XWgdur7hiO9nJuhwu2IYRQo+bAbZIBUtJTREY/eC7N4GNNTDMopzRVtZAVR687Ws4a2CxWJBnqtZQIIYTqnQPHNgIgXEGl6n1fuPzTn1mDrmtabssc+tyl9WtSO1vzpOpsn7yl6rn6LSZCCKH65sBtkgAw3Ef4l8p8TdNqzLUV1sQEbbOZrTg/CQkAbco1P2KDJEIINXoOXG8DAIbTVJieoi2urnmJyA9al6xK2syJfLulpMJTEEIINRqOXW+Lzc0A8C2f3lpecl9vthD38xSczWPchcQgb6HYsaM5Qgihqjl2bHMV6MsnLmgl8Si7fltbZ6otNkUihNB/hmPXYl708yo1TTKIKNNX7a7OCRY/4hSEEEKNnmPHthbypmf6XvMRPbDsGlnhvOvtT2VnlM5j5OBWEZtlxO6RCCH0X+HYsQ0ADj3wzjB6lk75MTnbun0gy9ztaGGv4+p2/xS+dklr5nC5bYQQavwcO7bF5jEfXve0SUw3FLdJ5pn4cec16Q8HtG1PN61OMdZr+RBCCDUE++pLIpFUr4P+yfyi8olhribLdW4U2k5BcjqPe7tdPY0BoCiqurdTD2iaJknSDgtGUZRYLOZ5+6pY0zQNABKJxD4LRpL29duUIAgAEIlEFGVfXbcIgqBp2g4/9qju2FdsYximWvlpsD5F4wEIAPAQaha2DbFcR0rYPmOT0dV+iRrjeb7eXuvxCQQCgiDss2AMw9hbCLF8WdthwUiStMMPmCXWsixrhwXjOM7eSoXqlH3FNrPZXK38gzyoz25ZNi2d/vndz/i40ZTlOqEyoo2culVUMu1WlK+gui9RYxzH1dtrPT6RSESSpB0WTCwWMwzDcfbV5cfyZW02m+0ttlEUxfO8vf0dLW8XwzB2WDCBoP7+95E9sK82jepq40zt7afs0EQAAGEu+XvC04NlJY0hQhK2PCUb6Sv0l5Kdm9A/h8kGeAoarrAIIYTqiX3V22rgWR9hP+F0wnzAsms2j9QLVj2sxoGvhFzdyanhSocQQqgBOHa9DQB4/RZrYAMAAbuD5v5pwPIghBBqcA4f28B82SaB4q42SEEQQgjZCYePbTzlb5PCEbYpCCGE/lMcPraRkvFABVl3ObIVQw1rwPIghBBqcA7flwRIBetylFF/S3JJHBliol7hQdrQZUIIIdSQHD+2AQDhYaTfa+hCIIQQshcO3yaJEEII2cDYhhBCqLHB2IYQQqixwdiGEEKoscHYhhBCqLHB2IYQQqixwdiGEEKoscHYhhBCqLHB2IYQQqixwdiGEEKoscHYhhBCqLHB2IYQQqixwdiGEEKoscHYhhBCqLHB2IYQQqixwdiGEEKoscHYhhBCqLFpDOtup+vYH+MNmXq2iys91l8oIImGLhFCCKGG5PCx7U6RueUelWV7633T/kzzlm4yDG4IIfRf5vBtkituq0vvHs42X8hnGqowCCGE7IHDx7YUjdkmJVXHNUhJEEII2QmHj22hriKblLbOVIOUBCGEkJ1w+Ng2L8QlxKXkqeGMIHFrOcY2hBD6T3P4viRNhOTpAV47UgpVeq6LK9XF1eHvCCGE0BNqDJFARBHPKwUNXQqEEEL2wuHbJBFCCCEbGNsQQgg1NhjbEEIINTYY2xBCCDU2GNsQQgg1NhjbEEIINTYY2xBCCDU2GNsQQgg1NhjbEEIINTYEz/MNXYYnsmHDhqCgoB49ejR0QRzD4cOHc3JyoqKiGrogjiE+Pv7gwYPTpk0TiWyn5EblabXaX3/99bnnnmvevHlDlwX91zl8vW379u0XLlxo6FI4jNOnT+/Zs6ehS+EwkpOTf/vtN5PJ1NAFcQw6ne633367d+9eQxcEIcePbQghhJANjG0IIYQaG4d/3paZmSmRSFxcXBq6II4hPz/fbDZ7eno2dEEcg06ny8/PVyqVJIm/AqvGcZxKpVIoFBKJpKHLgv7rHD62IYTQ/9u795Am2zcO4Le62UHnNp2ZaPgqaHjKlpWVtsxUKkKXWtbMKCKnHQwrCrKSiAIVSsg/kiw70YlOTlOhVDStVU5qrFYjhUwDdVk5Nw+bPu8fD78hvq6392c1t76fv5774jlcXBBXu+/H5wYYA/8bBQAAa4PeBgAA1saC991++fLluXPn+vr6Fi1alJaWZmdnZ+6MzOPmzZuVlZUGgyEwMHDXrl0sFouYKM4Eg9aho6OjsLCwra3Nx8dn7969XC6XoFymlZWVlZaW6vX6efPmicXiqVOnEpQLLAJlmXQ6nUgkUqlUg4ODOTk5paWl5s7IPORy+datW7u7uwcGBk6ePHn+/HnKRHEmGLQOIyMjaWlpTU1NBoOhqKjo9OnTFMplWnNzc0ZGRnt7e29vb0FBwZUrVyiUCyyEpc5JymQyPz8/X19fe3v7+Pj4xsZGc2dkHhwOJysri8fjMZlM4+t84xZngkHrIJfLeTxeaGionZ3dtm3btm3bRlAu0968ecPn8z08PFgs1urVq58+fUpQLrAQltrb1Gq1m5sbfezm5qZWq82bj7nMmjUrODi4pqYmMTHx2bNnGzZsICaKM8Ggdfj06dOUKVOys7NFItGRI0c0Gg1BuUz766+/Xrx40dXVpdPpampqenp6CMoFFsJSexshxMbGhj6gf4GaNxnzioqKunDhQlBQUFFRER0ZtzgTDFoBrVbb0tKyZcuWixcv8vn8goICOo5yjSs8PFwgEOzfvz8zM5PJZDo4ONBxlAsmP0vtbS4uLl1dXfSxWq3m8Xjmzcdcqqur6+rqCCFcLnfVqlWvX78mJoozwaB1cHZ2DgoKoifEYmJiWltbCcplml6vT0xMvHz5cnFxcXBwsLu7O0G5wEJYam8LDQ1VqVQdHR0URVVVVYWHh5s7I/Owt7e/deuWTqejKKq+vt7X15eYKM4Eg9aBz+crlUqVSjU0NFRZWRkQEEBQLtM+fPiQlpamVqsHBgbu3r0bGxtLUC6wEBb8XZLm5uaSkhK9Xj9nzhyxWPxnvklMUVRJSUldXZ2NjY2/v396ejr9+bFxizPBoHWQSqWXLl3q7e2dPXv2jh076N8NKJcp9+7du3v37rRp02JjY5OSkuggygWTnwX3NgAAgHFZ6pwkAACAKehtAABgbdDbAADA2qC3AQCAtUFvAwAAa4PeBgAA1ga9DSwei8Wqrq7+zgnr1q2z+R9bW1svL6/du3fTH5MEAKtkwfu3Afw4gUCQl5dHCNHr9TKZ7PDhw/39/cXFxebOCwB+CfQ2+CM4OzuHhYXRxxEREWq1urCw8Ed629DQUEdHh7e39y9OEAB+JsxJwuTV3t4eFxfH5XLnzZsnkUhYLBb9MWiVShUbG8vhcPh8fllZGX2yTCZzdXVtbGxcvHgxj8eLiopSKpWm7szhcPr7+0dGRggh3759S09P9/LyYrPZcXFx79+/p89hMpnl5eUeHh6ZmZmEkK6uruTkZFdXV3d39z179gwNDRFC3r17t3LlSi6X6+TkFBkZKZfL/2smAPAroLfBJGUwGFasWEEIqayszM7OFovFWq2WEKLVapctW0YIkUgkR48ezczM1Ol09CUajebAgQM3btz4+PFjWFiYQCD456La8PDwixcvzpw5IxAI6K1chULh27dvL1++/PDhQwcHB4FA8PXrV/rkffv25ebmnjlzZmRkJCYmRqPRSCSSvLy869evHz9+nBCSkpIyODh4+/Ztev/o7du3/3gmAPALTWTTboBf5/bt2xwOR6PR0MOSkhJCiEKhKCoq4nK5vb29dLyyspIQ8ujRo6amJkJIVVUVHR8eHvbx8SksLKQoyviRX6OQkJCWlhaKoqRSKZPJ7Onpoa8yGAyenp4SiYSiKAaDkZ+fT8fLy8sdHR2/fPlCD8+ePbt58+aRkZHc3Fz6PhRFXb16lcfjURT1nUwA4PfAehtMUgqFYu7cuY6OjvQwIiKCPlAqlQsXLmSxWPRw+fLlxr0uCSELFiygD2xtbUNDQ9+8eUMPje+SEEJ4PJ6Pjw99lVKp1Ov1M2bMMN7BYDAYpyVDQkKMyQQGBnI4HHooFovFYjEhJCsrSyqVVlRUyGSyioqK0fmbygQAfgP0Npik9Hr96KZFzx8SQsZsiUK/2W8c0ktoxjsYh6PfJRmNzWY7Ozt//vx53BymT59uvBWDMfYfi06ni46O7u7uFgqFa9euXbp06cGDB/81EwD4DbDeBpNUYGDgq1evjGtpUqmUPvD3929qaurr66OHDQ0No9tGfX09fdDf3//kyRN/f/9/fUpPT49CoaCHarVaKBT+8zeWv7+/QqEwPvT69euxsbG1tbVyuVyhUOTn58fFxY3pXv81EwD4idDbYJJKSEhwcnJKTU2lp/tOnDjBYDBsbW03btxob2+/fv36p0+fVlRUZGRkODg4GK/KysqSSCRSqTQ5OXl4eHjLli3ff4qfn19CQkJKSkptbe3jx49TU1OVSqWfn9+Y0+Li4lxdXTdt2tTU1HT//v1Dhw4FBASwWCytVnvnzp3W1tbi4uJjx45pNBr6Vcn/IxMA+JnMveAHYFJLS0t0dLSTk9OSJUtkMhmDwVCr1RRFqVSqmJgYNpsdHBx87949kUj0/Plz+g2OBw8ezJkzh8ViRUZGvn79mr5PUlKSUCg09RStVpuRkeHp6clms+Pj41tbW+k4g8FoaGgwntbW1hYfH8/lcum/Aejv76coKicnx83NzcXFJSkp6f3790KhcM2aNd/JBAB+D+y7DZNUZ2fnkydP1q5dSw8VCkVYWFhfX9/o1bXRZDLZ/PnzDQbDmAW532/yZALwx8KcJExSFEWJRKJTp051dnaqVKqdO3empqaaamwAAKOht8EkNXPmzNLS0mvXrnl7e0dFRfn6+ubm5po7KQCwDJiTBAAAa4PfbQAAYG3Q2wAAwNqgtwEAgLVBbwMAAGuD3gYAANYGvQ0AAKwNehsAAFibvwGPwZNCdUPcGwAAAABJRU5ErkJggg==)
Various labels can be modified using the labs
function.
p + labs(x="Wealth",y="Life Expectancy",title="Relationship between Wealth and Life Expectancy")
![](data:image/png;base64,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)
We can also modify the x- and y- limits of the plot so that any outliers are not shown. ggplot2
will give a warning that some points are excluded.
p + xlim(0,60000)
![](data:image/png;base64,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)
Saving is supported by the ggsave
function.
ggsave(p, file="my_ggplot.png")
Saving 7 x 7 in image
Most aspects of the plot can be modified from the background colour to the grid sizes and font. Several pre-defined “themes” exist and we can modify the appearance of the whole plot using a theme_..
function.
p + theme_bw()
![](data:image/png;base64,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)
More themes are supported by the ggthemes
package. You can make your plots look like the Economist, Wall Street Journal or Excel (but please don’t do this!)
Facets
One very useful feature of ggplot is faceting. This allows you to produce plots subset by variables in your data. In the scatter plot above, it was quite difficult to see if the relationship between gdp and life expectancy was the same for each continent. To overcome this, we would like a see a separate plot for each continent.
To facet our data into multiple plots we can use the facet_wrap
or facet_grid
function and specify the variable we split by.
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=continent)) + geom_point() + facet_wrap(~continent)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkkAAAFpCAIAAAAHpivIAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAgAElEQVR4nOydeXwURfrwnz7nSGaSmRyT+4IkEAhHuCIIEgQUUEAOQVBx1QUWWASPn4rn6uvqiuy66IKKKAIKAblETFDuMwLhvhIgCQlJSDLknHump98/GobJnD1hJpmE+v4xn+7qp6uerprup6u66nkwlmUBgUAgEIgOBN7WCiAQCAQC4WWQbUMgEAhERwPZNgQCgUB0NJBtQyAQCERHA9k2BAKBQHQ0kG1DIBAIREeDbGsFmlFZWdnWKiCaQRBEeHi4fXpNTY3JZGp9fRAuiIyMdJiObis/xFljIbyFf9m2pqamtlYB0QyKohymq9Vqg8HQysogXOPscYluKz8E2TZfg8YkEQgEAtHRQLYNgUAgEB0NZNsQCAQC0dFAtg2BQCAQHQ1k2xAIBALR0UC2DYFAIBAdDWTbPINhmIkTJ77wwgvWid9+++306dMZhmkrre5PHLYFol2D2hThLZBt84wzZ85IJJLq6uqysjJL4qZNm3744QeCILjd2travLy88ePHt5GO9wsO26LFoFbzB/i0KWomBB/8a+22/7N3795HH330+vXr+/bte+aZZwDgo48+0uv1f/vb31577bXvvvuOIIimpqbnn3++oaGBOyU3N3ft2rVqtXr48OFz584FgOzs7A0bNhgMhk6dOr377rtyubwtL6ndYt8WxcXFS5cuTU1NvXTpkkAgePzxx/fu3XvhwoXp06ePHTsWAI4fP758+XKNRpORkTFnzpzAwMBr166tWLGiZa3GMMySJUuOHj2K4/i0adMmTpzYhrXRMbBvU/tKFgqFlmZCtxLCGajf5gEMwxw6dOjhhx8eOnTovn37uMS33nqLoiju+Xjy5Mm+fft++umnEokkLS0NAIqLi1etWvX555+vXLny2LFjeXl5VVVVq1evXrZs2ebNm4ODg3Nzc9vyktotDtsCAE6fPj1mzJj//ve/DQ0N27dvf/fdd99+++3s7GwAqK2t/eCDD955550ff/yRIIhly5Zxp7S41fbt21daWrpu3bolS5YsX75cp9O1QUV0IBy2qX0lW5oJ3UoIFyDb5gH5+fmJiYlhYWF9+/Z1OGwil8ufeOIJoVBoSdm3b9/IkSNDQ0Plcvkbb7wRFhYml8vXrFmjUCgMBgNN02q1unUvooPgrC1iY2NjY2MBIDEx8cEHH+Q2OKtz9OjRjIyMxMREgiBmzJhx9uxZ7pQWt5rZbG5qarpx40ZCQsKuXbusc0C0AIdt6qKS0a2EcAEak/SAvXv3Xrp0iRt60mq1lmETCzKZzOYUpVLZpUsXbrtr164AwDDM1q1bjx49SpIkhmFhYWGtontHw1lbiMViTgDDMG4bwzAuRalUnj9//q9//Su3K5VKuY0Wt9qwYcOqqqpee+01sVg8ZcoUbtgT0WIctqmLSsZxHN1KCGcg28YXk8l06NChtWvXhoSEAMCRI0dWrlxpY9tw3LYfLJPJ6uvrue2CggKTyVRZWXn8+PF//etfcrl8/fr1yI9tC+DTFvbIZLLBgwcvWLCAy6GmpoZLb3Gr1dfXP/7440899dTZs2c//vjjLl26pKSkePdK7x+ctal9JVsmbe3duxfdSghnoDFJvhw7diwqKoq78QAgIyPjxo0bbmfoDRw4MDc3t7a2Vq1W//vf/66qqqqtrQ0PD5fL5dXV1Xv37tXr9b7XvaPRsrbo37//wYMHy8vLGYb55ptvVq1a5UySZ6vl5OR8+OGHLMumpKQIhUKVSuW9S7zvcNamLioZ3UoIF6B+G1/27t2bmZlp2RUKhb1797YflrQhLS1t0qRJc+fONRgMWVlZWVlZDQ0NBw8enDp1akRExOTJk3/66afCwkL0vu8RztqC+8Bmz+DBgwEgIiLipZdeevPNN1UqVdeuXV9//XVn+fNstXHjxp09e3bChAkURY0cObJ3795ev9L7B2dtOn78eJtKLioq4mRGjhyJbiWEMzCWZdtah7sUFha2tQqIZlAUlZiYaJ9eUlKC4rf5G84e6+i28kOQDfY1aEwSgUAgEB0NZNsQCAQC0dFAtg2BQCAQHQ1k2xAIBALR0UC2DYFAIBAdDWTbEAgEAtHR8K/1bdZuvGmalkqldXV1/OOiSSQSlUrFf1UD53WpsbGRpzyGYYGBgfzdHxAEIZPJGhsb+U+XF4vFRqPRaDTylA8ICKBpuq6ujqc8AEilUv6XbPEBYUNQUJB1u0gkEhzHLd7Zva4GhmEhISFNTU381+eKRCKGYTyqeZFIdOvWLZ7y4OElAIBcLtfpdBqNhqc8RVEkSWq1Wv5FOCvXejc0NFSlUvH37CwUClmW9ajmAwIClEolfw09rUmZTGYwGPg7kCRJkqZp/jXfCg8fhK9B/TYEAoFAdDT8q9+GQCA6AEaWOaWtMrHmdFGYEEMPGUQbgP52CATCa9SZdOV67fSL2y6oqwEgnpaujB3dUxRuETilrTqgKpMS9LigFDmBogIhfAWybQgEwguc0la9VL7rkq7ZB8vrhsa55b8f6vw0t7tceerdmwe57f/W5G9IGJciQJGyET4BfW9DIBD3isZsfLE0x8awcRToamsZHQCozAaLYQOAcmPTR1VHW09FxH0G6rch2imsUrlHrb4aEJgcGpIFgLW1PvcptYzuu1tn8zWVpUanEx0DMQoArunrbdIvO7KFCIRX8L5t++OPP7Kzs7Vabffu3efNmyeRSADg9OnTK1asUKlUmZmZM2fOdDazHIHgA8sy+aemK5W7ud2w0OEZvddiGPpTtTZKk/aRa9kurBoA/EXeg8YJAIinpTaHkgTB1ru1jE6AEQE45XU9EfchXh6TLC8vX7Fixfvvv//dd98JBIKffvoJALRa7eLFixcsWLBixYqqqqodO3Z4t1DE/UNj45lz5+cf/XOkxbABQI1yV1XV9jbU6n5Dx5q+u3X27coDCyt2OzBsVku8Hg6M/3+Rg7ntYEI4P6yvteBrYf25jULtrRHXslMvfZNwcfmLZTlqM9/1nQiEM7zcbyMIgiAIsVhMUZRQKMRxHADy8/NTUlKSk5MBYNy4cevXrx87dqx3y0XcD9TWHTuSN9zhoSbVhQgY38r63J9ozaZHi7IvuhhOtBoe/jByCG3Vn35HMbC/OPKAqiwQp56SpSXQQVz69MLNZ7VV3Pa2hishpOhfkUN9oDviPsLLti0iImLChAl/+ctfRCKRVCr94osvAECpVCoUCk5AoVBYOyy4devWggULuO3HHnts4sSJlkMYhgGAVCrlv9SfIIigoCD+2nJDo8HBwW4lrU/hL89dQkBAgFgs5nkKjuMCgYD/JeM4jmGY7y7BmSYBAQHci4slT3BSkyp1ycWLHzc2XZZIOqd1fcNoqNdoymWyXhQVwsmXl28vLctmWSY6elx83BS7L2ds5c0/mpoKDYa069dXsE4+rIXIu9iUjuM4y7Ie1bxPa5IrQigU0jTNUx7DMAzDBAIB/yIcYq+kWCwWCvnOv+dqUiQScbsbb+a7Mmx3IDBsW9pT/WSJWrNxacWfe+tLgknhzIg+U2J7T4FmAcpv6BvPqqusU3arrruuWO42oSi+o5dcTXpU8+Djhw/C13jZthUUFOzbt++f//ynQqHYsmXL8uXLOdPF/VcAgGVZ678LRVFdu3bltsPCwkwmk+UQjuMEQZhMJv5/LwzDrHNwC/d09ugUj4rAMIwgCIZhzGYzz1NIkjSbzR7Jc7XEUx4AcBz3SN7hE8Tmorhnh022LGsqLv72zLk3GUbHAiiVR0pLNzDMbVdPvXp+3LnTgmtFK06dns+llJb93NBQkNb1LcvpanXJ6TMLb1bt4lJoSubQsEklXaKiJppMJpNJfeXqF7W1fwqFEamp86WSbh7VZAv+Px7JEwRhNpv5n4LjuEdFkKTj29kmB5IkGYbh702Ke3GxyB9quM7nrMkhaQ9LEkwm0zOFm7fVFnCJm5QXN6c+OUrWuVn+dk1E427+0r6uyVZ4+DhrLIS38HL9njhxon///t26dQOASZMmzZ49e8GCBSEhIefOneMElEplaGioRV4qlS5atMiya92lo2macwHnkUs3tVrtqT9JlUrFU57zJ8lfniAIgUCg0+l86k8SwzD+KgGAVCr16BIcvuDrdDp7f5LW2ZrN+mPHx9U35HO7nE2yGDYAOH3mzcCAwZcu/8s626tXl8fG/B3D8Orq3EsFb2q1N6yPGoy2bjMjI8ZKJOlxsc/rdMCyDcdPTKitO8IdKi5ZNXTIIaEwleeVcv4kfVeTAEDTtMFg8J0/SWddMRslhUKhXq9vmT/JQn3tTzXn+ZwlMOMqlarc2LSttgCsuttLy/MGUxHWkiKAh6Tx+xvvmsxxks6uK5aiKKPR6FN/kr5++PDvNyNahpfnkiQmJubn51dUVOj1+t9//z0pKQkA+vTpU1hYWF5ezrJsbm7uoEGDvFsowg85e26uxbA541btPp2u3DrFYLxlMjXo9TdPnn7GxrBx0PTdF6O0rot79lgZIn/o9NkX9x3o9eex0RbDxlFU8vU9XAHClibG8ErFXoBms0WccUhddlF36+OqPIBm48hVJgcG6ZXogSL87nt2uijsHlVFILzcbxs4cGBFRcXbb7+t1+tTU1MXLlwIAGKxeOHChZ988onRaOzRo8djjz12T2UwDF57ixWL2YBA7yiN8DaXC969WbXNtQwLoNHajm5RlJyiZDerfnF2VnKn10XieK22rK7uaHHJ0pLr/9NoSrhDNmYSALRa2xREyzCz7OuV+767dfb2Po/FhGrG9NDVH+3T+4oi7BM/unFQa747oLeo4sDo1E4tUxWB4PD+mO+kSZMmTZpkk5iRkZGRkXHvmRPF10R/7MAa6gHA2KWbbvR4QEvl/AyWNZeWrXQrJgvuSZEym8SQkMEAQOCOh2vEoji9ocrMMjXK35XKPTyK6MNDX4R7vqk5ddew8cMMDr50hpGieWEZ/645XqyvTxOGzpB3F+MUAPzZ1KyPXm5sqjFpwki+84AQCHva0/dMsvCyaMdmuPPBlrp8gQ0J0w8c0rZaIWwoKv6v2ezm+2JwcL+HBm+rrDxmk86y7OGjQ3HMdqgcw6jIiKEVlX9cvfYZTzVksj7JnRfy/lyCcEyVSV2hUm6rL+QjnEAHlRgaAKB7oOK8qspeIIwMeKpke5HhtoOSjfWXczo9KcCIVFFIgfbu3MtQUhRCiLyhPuL+pd3YNqK0WLRtg23i9SJAts2/YK+XrnAr1NR4jiCEEkn3mOinb5Sv5RIDApKrnIxGEpiwovIPPsX3TF/GAghoRXT0CLOZZRi+s3gQ9vyz6uh/ao7zl58c1HVxTR4AODRswEKjWX/DcDe07zldzY7GaxOCUt6KHfJs4RZL+pyQDBxDTtQQ90S7sW3UaQcTE1gBmmvkXxgMdQZDjVsxxqzbf+CRW7W3n5vR0VOTEl86eOgBZ/ImM69Y5ynJb0dGTua2MQwHQL22lrNfVeqRYQOAb2tPuzqMQQguugHNmrLU0AgAU0K7yUzEpvoCE2t+VJr0iCTRc30RiGa0G9tGVjqYNWfq3hOvu4XX3jLL5GZ5qL0AopWhaTlBBDCM+8nZFsMGAOXl68NCHDsccQgLQJKBjEkFAKEhD3VL+7fJ1CQSxZKkrcdChEN+q7/6WcXRUmODCKM60cEjJYnPyLtRVg5E1tdd+qjqiIscHFLHuFlXILMbaewmvH3bZoqjMsVRnpaIQDijndg2lsW0treNoc8A/EapcNtGbtfYqy9MmNLqmiHs4bvEx5rSG9/xF8YA+vfZSlFSHBcKhZEtKO5+Zn99yZSrmy27JYaG3arrh9U3VsaN5lL+r2Lf97WezRxxiIwU1pl0zVMEmeKoPE0Ft/tYUOfhkvh7LwiBsKfd2DYwGmz8LVGXz2NWizep0ycgrTvEoFulzWBZU5PqEsPwXWtsTWPjOZ6SoaHDu3X9l0gU14JSEACwpsrByOEvjVeLDQ2JdNCjRRvyNTe9UtDC0H7WAdsAoH9A5F9k6Tubiq8bGrsIQ7ICUSMifEU7sW04zuI41tx/EmbvlaD0OrJtbYVaXXL46DiV6lLLTjeZnH5RE4sSNdri29vixJ7pX1EUctzXcv6oveYwfUfD1WuGes8M2533TSFO6MzNvm5+FfPoxOCURrP+s+rbs2GHBcbPkHUnMHy0FK1dQ/ic9mHbiBulGB/HgIFoNXebcSJ/TosNmwsSE19KSphTcv1rg6FIJOocE/MiMmz3wiH1jVJ9g8NDH1UdNTlalAbOHFTD7fQeovBkgWxTfYH1EW6w8fXwzElBXc7pamKowL5iNHqMaD3ah22j8w65lWHFAViP3m7FEL6AZc0Wj8beJSb6KYqSpyQvCgkJaWpq4rwaIlrMZf0tZ7bKsWED915IvowZEUEEFOhundfd9gf7Q9cJarORxggRTnYSBHcSeBAtAYHwCu3AthGlJWTxVdcyLIB+8FBhoAQ88V2L8BYYhotEUVpthXezDQ7uHyBO8m6e9znxVBAfj1keYWLNMlL4R6epeZqKepNOQAveKdl3TVsLAC+E9PwoYjBhtxgfgfA1fv+f02hE2ze5lWKlQaaUtFZQB+GM8DBvLqKnKGl09LSMXj/w8l2I4E1WYFyK2JurZToJgrsI5ABAYviDATEPBca9cWMPZ9gAYOWtM9/cOuPF4hAInvi7bSOuFWIaN4ulWIrWPj6JFSInPW2GwVB/vXS9axmPVgZIJT3Tu/3X2us/witsbCgo1Cjdy/EjhpJ+FzvGemHcGV21zfe83Spe8d4QCO/i72OSuDvDBgDGnhnmqOhWUAbhjPr6U25lPOp/kaSkxcogXLCu7qIXc9Ozpq5CuXWKALP1XS60S7kXDGbmnK5GRDR1p0O8mC2i4+H3tq367oxkh5/AzcFyQ+aDrakSwh6LKbJpIxcz7FwTFYWW4fuERsabk3FqTBqlSasxm0JJUQBOAUAPUXiqMKRAd9fx8YRgvuFh3VJsaJh+/Zcr+joASBQGfxs9qgeK9IZwAsY/UGwrYB1vGsMwEsf1by5wc07XbvjEaSAUAgBBEPzj5MKdsO4eRYL3qAgMw0iS9CgyPY7jLMvylycIogXB7PnLsyxL07R9ul6vx/G7A9oYZs7JzWhodNUn4GPncJwMkqZ3SV0YFzfV5hBFUQzDmPksBbmdlWc1ieM4QRD8I56DhzUJABRFmc1mj/4/GIbxv2SKohymW1/Uq8W/L634k2eGAJAkkF3oN1fFGPqe/Pq63eKBMEosxMkyfSMALIx+4JOEhzHAivT1rxTvPNpYJiOEL0Vlzo7s67YUnjU56sKPu+uLLLvdxeEne8/icxWe1mQL7lxPHz7OGgvhLfyr39bQcPfmoWlaSvNo/ksX9Ns36UY+BgASiUSlUvH/O0qlUgBobGzkKY9hWGBgYFMTL7+9AEAQhEwm02g0BgNfb/RisdhoNPJ/wgYEBNA0bV1vbpFKpfwvmSAIh7ZNo9FY38mBgSIcdyBmjVvDJhAo+mZkSyTdoPk/AQAwDAsJCdFoNPzXAIhEIoZhPKp5kUjku5oEALlcrtPpNBoNT3mKokiS1Gr5+nkJDXX8ebLZbWXibewBGyFNWBkzyqQzCFj22eDuH1YdtpGpMd69lv+UH02AgGmytBiR+Nf0p5VKpX3pzuBTkyywu+uLrF+Rzmuqr9dWBRPuHaaTJEnTNP+ap2laKpU2NTXxN1c2D596RudaMWeNhfAW/j2XRCgyy92PqpPFjv0sIFqNsrKf6+pd+oBvjsPna5/eP3GGDeE7Nje4WU5jaZtpsrS1cY8L8Nuvv/vUtlNCBopjbFL2+HLaCAZYNCWxeUUKdPdG1fr8UHuu2+Vvky99k1Hw/W+N6NHUZvi3bdNqcEc9GJsnI4tCb7c1DY0XPJK3PKBEohiRMFYuH9SvzyaptIfXFUNYYzAzN4z1AC4nrd5pm/lhd8cSf667fFBlG4ijp9j2W5cI8+040HPydOvdv4b0JP1s5dxh9Y1XK/ZWmzQAUGZsmlG646q+rq2Vuk/xrzFJG8zF16DJwUgFRhBgNVZgik8ChgFk4dqOwIAWBtzq33cb8nrcalzUKw3cNycXA8QsAAbDAhMS6bu+zX6vt+1/JAmCH5Ek5jQWcYG2OSZ6b9qIQ+aH9gkmBJsbClkcGytLeU7S1afFtYDfm0psUvapSzsLZG2hy/2OX9s2cPJ52SyRMFGxZPE1zGgAk4k+fYIsuaYbPR66oOXbbUNs7NSz598xGG65F7UiRD4YGbbWxMDymEyBAQD0EYVbp1lGJi0U6evHF2/uJ45MoIPO6moUhHhBeL+hPvbrj2PYc/L05+TpMpnMYDCo7b2ltzWEXbhwAjkfaCP8q0dvA6tzEuoQJ3Wjxhl7ZFiMH15fJ9qxBUweTHJDeBEcJ0084pHakJr6vg90QTglXRiG8XvUntVVW+9OkN3pkDUfzDyuqewvjizo8tcDydMnBKV4R8v2zCiJrYu4hyUJbaEIwo9tG5m73bRpncNDeK2SOn+GuF5knYg11EOVd+JOITzlytX/md3FXLYhKfEvUgn6wNaq0BiO23UsHLKzqWTglTXzb/xRaVQBQJY04b/RwynMQSfkuLa93nQmPr1YD+knjlwROyqBDgKAroKQTQlPxFEoFnzb4KdjkkRVJZHvbBUOC4ARFTeAspsiJRD4WC+EY6qq9/EXlsuHJCXMSUp6wqMJ9Ih757xOyfB+oF/R113R153SVR9Ie1aIkTGUxMg6mBAfRrQ/X3e7mkrevXnwir4unpa+G/HgWGlnL2Y+Pih5fFAyw5qRh+i2xU9rnyy64vwgBgDmwEBj92Zv/eaoGAhBTgraBpb1YDRYET46NPRh3ymDcEYNY7fAy91qt8u6W0dV5QCgNjtuYpu5i/7PNX39U3ecm1w3NL5Q+ttpbZXXS0GGrc3x036bu1uONcclmuISwGSiTp3ADXomLkE35OFAfuMtCK/DOnnwgSN3JOFhj/haH4RDIkm74L087pg6kw4A+oojbNK7C0M/jhrar71FHN2tKrFJyWks6iVStIUuCB/ip7aNiXB9w2CCnG3MszONvfoae7n36IPwNS6ekNaHCFyU0XutSGS75hfROuQ0FbmVEeGElmGsm61fQCQL7P9V7LUWe06W/q+ooa6/3u1ovLZceaqW0fYXRy5SDAwnxS1V3Jswdn6LzJ7FqEC0D/y042wOd/MyiDc2BKz6irhRan8I06hxZTV44tsNcY+w/GbfMWatwejZOgGEFzmhch88dnRQ5wnBzWY8Pl/866bagl+bu9joHxDp2rDtVl1/rnTHn5qKK/q6H+suTi3ZZjD7xS05LDDeJuURSQtXZyL8GT+1bfSJPLcymKpJmPNLsySzWbhja+D/lgR8/1Xgt1+6jdaN8BYqtfsOAYfBUONTTRAuUPKYy3pCdfPjyIesU/5Ulb9UutNG7JzOTTv+VNvMVc05XY3NuoK2IlUo/z5uTCwtBYBIKvCL6BF929uwKoIPfjomSVxzMZfkLnh9LabV4A315IWzmMkEBE5euB3kF2tsEP6+Q/XsX0HkFyMhHRuTyXbGozOv/8FB/VpBH4RDBLj7d1kDMOd1tsFLmxhbl9NxtJup7Q1m21PsU9qKx6SdHpN2amIMEsLv3FEivIWf2jawu5ecQZSXibZkOzyENTaQNytNiZ28pxbCMTQlMxqbmTeHhq1zp/8LCurdOioh7Akh3L/nPRQYG0a5EUuigycHdXEtMygger+q1Podp7cw3OUZrQ0ybB0bP7VtZkUU7iA0hm1ngImKow/scZEP6yg+C8K7qFQFao17B/Cdkl7p3Om1VtAH4YxeonDX00mEOPmBYnAQIRgcGHtQVWZzdFhgvIwUJtHBL8p7BBFu1pLODck4q63mvtJFUYEfRz4kJ9vfSjiO3arrn1cfrzSpeokUbysGJlh52kT4Ld63beXl5V9++WVpaWlSUtLLL78sk8kA4PTp0ytWrFCpVJmZmTNnziTc+TU2Sxz+e2w7A3h1Jebcz5Y5LNwcEeWp/ghPKbuxmo/YtaIlCfGzKAr5jW0zdO5mc0wMSg0iBDiGrY4b83LFni31hdZHZ8i7j5byHQWhceL7uDFlxqYao7qLMESMt9dQnMc0lVNLtnHb1w2N57Q1uztP9cPYOggbvDyXhGXZDz74YNKkSatXr46Njf3hhx8AQKvVLl68eMGCBStWrKiqqtqxY4fbfKgLp90vKwWwN2zcOaxQaOzSTTPhKRT+phXQ6/kufVWreX1GRfiIXXYx2Gz4se7CI0UbKoyqQJyeJLV16r++/rKnJcZSkgxxRPs1bACwsflVFxnqD6vL20oZBH+83G87e/ZsaGhonz59AOCFF17gAt3m5+enpKQkJycDwLhx49avXz927FhOvrGx8csvv+S2MzMzBw4cyG1jegOvZaV23D5n2CPkgEFur40kSQAIDLRb0OryFP7yGIYBgFAodBi62ln+JEkKeDsPI0kSx3HfXYIzhEIhdmcKuEIx6GbVNj5nhYZ1EwoCW6CGpSYpiu9TkiRJs9nsUc2DL/8MAIBhGE3TOI8JHRw4juM47naQwy0WJQv1tpNE7DmtrVpUffDn1MkF9bYfBc7oqvhcr3VNFuvqjzSVBZPC4UGJ9sEErE/xqCZxHKcoiv8p+B34ywOAWCxmWVaD2XZ2DRRmXzRJkgEBATzzR7QCXrZtFRUVAoHgrbfeKi4uTkhImDdvnkQiUSqVCsXtZf8KhcISbB4AjEbjpUuXuO1OnTpxdwUAMBh7L+spyc4pQLq/NO6JSfKQtIDjOH95Ln+CIDy6qTAM8/Qm9OgSMAzjL8/aLXTlsL6o1JS5V65+odHYfp6xIbnznMCA6JapwcFVjkfCnta872qSk/f0/9OCWrLHkoPJzOum+lNVTpBEnCjYJp3CSD7KWP6T31WdmnVlO5eYKgrZlT4jgnZsjVr2Z2+UHiQAACAASURBVPBdTVqeDCzLDpN32nDrovXRwcEJ9lm50KfepCMwTOLuCyXCu3jZtqnV6mvXrr399tvx8fHbtm37/PPPP/30U7jzXwEAlmWtH5chISFr1qyx7FrMnoTF+IxJOkQ3fJRRIIL6ereSUqkUAPh77MUwLDAwsKmpiac8QRAymUytVhsMfKd9isVio9FodBRt3CEBAQE0TdfzuFgLUqmU/yVzl2Cfrlarmbur41maCtaAU9tGUcE4LrpVe/bK1Z/DQoe3QA0Mw0JCQjQajV6v53mKSCRiGMajmheJRL6rSQCQy+U6nY4bzOADRVEkSWq1Wp7yoaGhDtMtF8Xwu6cEQPx643yx1nYF2xhJEp/6EYlEAQEB129VWQwbABRob71+Jfe/0cMdnuJpTXoav40kSZqm+dc8TdOcSgzDPEEnHJF3X117HgAiqcB3FAODdVCvs60HiUSiUqls3gUrjaq55X9ws3JGShK/iBkhJ4TcIWeNhfAWXrZtcrm8e/fu3PDjiBEjsrOzASAkJOTcuXOcgFKp5NWorryVN5styYSEQUCAKSrG1L1nAI6rhWKz1YAedSafPpGHaTVMTLw+a6Q5yPZVFHHvVFT+XN9wzoWA0VgPUK/XV9bWHurXd3OIfHCr6YZoAQEENaFki03iwIDo/wsfwD+TAn2tTcoZrV+s3fYUHMOWRA17PTzzplHdSRAc4Mm3w5cqdlumm/7eVPxa+Z6VcaN9oybCFi/PJendu/elS5cKCwsNBkNOTk5aWhoA9OnTp7CwsLy8nGXZ3NzcQYMG3VshzUalMIJgBQKyuIg+fhR0Wkx399WMunRe+PsOvPYWptWSVy6LNq/DkCMuH1Bff4K/cHn5T77TBOEa1+O5FIYHEQIhRhbqmpmlLGn8oa4ztiZO8OixHknafnyKoST8T/c3wklxD1GYRzWgY017m5pN3jmsLjc7GeRHeB0v99tkMtnMmTP/85//NDY2pqamzp8/HwDEYvHChQs/+eQTo9HYo0ePxx57zIsl4tU38eqbAEBUVcCZk2IAJj5RO24yKxCSl843k1TWYFWVbBRy1OtlKCrE2SF77yRGoweDfgjvQgFuADOAXcOwABg8EZSywdFMyL2N1+kYgmfAbguxtHRCUMrmhrurCOaGZrRI6/YKzmIAzaoax/h/L0bcK95f35aZmZmZmWmTmJGRkZHhlX/23X+KA69OLLAYENeLBQf26EaMtl8h4GIxHKLF0M4jC9vfyHL5gz5VBuGCzkLZRe0twOwaBgMA2Kkqdnbi1rqChSF9PC3uy5gR/cSRh9Q3ZIRwhrz7fRJH5rqh8YaxMUUgDyPF44KStzXcXfcySprk6SsCosX4qV8SwABYhz4J7yZgtAAMepuD3GGitAQATAmdiOt3b1c2KNisQEu5vY/K5ao1HBNQdJBeXw0AEYpx8XEzW0svhC3F+joXj1YtY3J2SONJ7FkLFEa8GNLzxZCeLTi3PWJm2fnlf6yvuz3x+6PIIUuihokw8vemYgywsUHJ70fc4+cYhAf4qW3jrJqbNxyDHnACbFwtcGeKRABg6JuJ19VSZ08CgDlYpnt0LMt73RiCPxJJNxdHzaxer6+Ojp7WudOrImFsq2mFsEcHVlO0nHmzdpT+sCTBZ0p1HNbVXbQYNgB4q/LA4IDYL2JGtKFK9zN+atswnh9c7X0IYQAAhvReAAA4rnvkMf3QEZheZ5ZIAQ11+4YgaS+3MuXlP8XFPIdsWxtjvbTG7m5gOMtnl/5hzNCHpPH8V1/ct+RpbMPjHdNUdBU6/RqN8Cl+atv4o376BfrCOexWDWbUE0YTQ1HGnn2M6XeftqxAgLprPkWl4uWKqaExHwUBaFsS6aAig91cHs7YYQ4CUg8JjP00cmi3oEhnS/jP65RvVe4/oi5PooNfDus3RdbV6zq3I2R31q5ZCPGPUOP3J+3btjERUebIaF3kbW8XEolEa7d8EuFraAGv2CUCQYSvNUG4ZqI0dbHyT9tUDAAglpKUGW2dEhxQlc0o23FQMkOIOXhQ1DO6Gdd/LTU2AkCRoX5e+R+hlPhhu6jW9w9TZV2XKU9adjsJgocGooGKNsMvbRtv44TrXLlsIIqvCvftwhvrWVpg7NlHP2AQINfJPiBE/iAGbpykBQamhoYMazWVEA7Z0HDJPjGWlP6Y8PjnyhNl9QX2Rwt0tXmq8qESBxYrT11R2jxo39b6wvvZtqUJQ3OSJv9XmV9maOwpCn8tbAAKF9CG+KVtc/FhrPmHbqy+DlOr2AAHTuqI4mvin28vE8YMBvrwPtBq9A8/6mVVEQBaXYUzwyaVppOERCrtkZQ4n+ARGBPhU6pNavupIhWMasjVH12c1cA4/tJmAFvnQQb2fveN0FccuSbOm+t3ES3GL22bC+ysnihnmymhEysNMnZuFpKDPpNvI0ldPKvPGgm8necieELgTmNOJsT/LSpycmsqg3CBlmUcTCGx8m9HAM7YWaz+AY5XzgwQR9qkjJAk3quKCISX8MsHvdmFM0lbiOJrgr2/C7dtFK9dCVaOcXG1ykYS0+kw3j6IEfwRCiOlgZ0dHjp/4aWbVb+0sj4IZ4gwN/e7vWFbHJUVRTv2laUgA7ITxsXSt1fuvxzWb1Kwbcg3BKKt8EvbxvN7W3MpoqoS8g5Zdk3Rtl9xzeEKNGHSRygiRlnvWlrGbDaePvOCTodiOfoF6aIIT6NrpAjkLo4OC4zPT5lxNvX58rS5byoeuCflEAiv4pe2jeeMD/uvcqdOAABmNNCH9pI3SsHKkrHiQN3oJ7ylIMKGispmnTOblqmrP9aayiCcEUdJPXX5lCy4HeHoplF9w+AguhMGWCQVSONolhbCv/DL720O+m2OnCUIBGCznvRWDTCM8JdNZNFdL1Cm9F761O5sXBxL+OXFdgj02psujpJkO3YA35H4rfHq3R2rW0qEkVrWgcOthyUJYaS4yqh+ruiXQ01lANBLpPg2dlQ87dSDKALhJ/hjvw036OzSHL1t6vX2ybiy2tqwAQDW0GBOTEKGzXcwjNbEOg0BKhYnyWVotMov0FnPY7S6d5JpWYrQwdjjk8FdAGDB9d85wwYAp7VVc27s9KmSCIRX8K8nvkQiAQCgeAdJYu/8YgAAWGi4WGjrGoDQa29nawcXA97ZUYdQFMVfngtoIRKJBLy/8xEEQVGUmfdsGpIkcRz36BJIkvRI3iEikcgSrkOpPGPT1bZ0CQR0yOBBW6RSB6u2PVKDK0soFNI03wVDBEGwLOtRzYOHfwZPaxLDMIFAQPBeZInjOIZh3L/0XrAoyTpZhXhWX6MQBAyVJuxrLLEkJgiCH1ekBVLCPHWzz6XHNJUgpiWE04pthZrEcZymaZz3nGeuJj2qeQAICAjg7wiCuwTkOMJ/8C/bplKpAICsLLc1UK7hnqNiMfvEk5pAic0qKmNkjF5lO2eSQyKRYBimcnLUQTkYFhAQwF+euwN1Op3B4LRbY4NIJDIajSaTU4/sNojFYoFAwF8lAJBIJPzlCYJwaB50Oh1zJ9CrRmM3JfXOht5wq7rmJI5H36MaGIbJ5XK9Xs/fq6FQKGQYxsh7ZqxIJBKJRL6rSQCQyWQGg0Gj0bgXBQAAiqIIgtDp7IcxHOPMkFuUxABn7WZCclTp1VV69aTg1BuGpjJjUw9R2NuKQbSeUevVpN3ojlGjU2FOK1YoFJIk6dOaDA4ONhqNarWapzxJkhRFabWuXD1YQ1EURVEajYbhHc04MDBQrVbzt23837oQLcO/bBv3zzDKQjyzbQAAwISEEbHxZpVKO2Gq8I/fsKZGAGAio/WDs1z84ViW9fRVqwXyPi3Cp/k7k7QuVCLpSZAixuT4waFWX3ORCU817Avlf4q/yXta+ffeFbDkIAJC7cS2cfxcX/Br0qQB4ijrEyeHdP3i5nGLzOTgLhTgbrXqADXp6f+tBf9PhO/wL9vGQd6qaslpd17KTJ1S1NFx+M0KEAoZRSRy/+9rMIxgTFpnIVMkgfe1/1y/Il0cbjPAeBurxstTV1hsG8d7UYNpIDbeumjG2FGSpLcUA32vKQJxr/ijbQM93xE8a8wxcZbRdFYoZBKSvKgRwgVabQk4MWxhoSNCQ4e3rjoIp9wyORkOtWq8cCrA5qAAJ9+LHvxGaH+f6YVAeB9/tG1mknIaONEJLEkZBg7hPQUF4U1EojiH6WJhbEbvtZg7XxiIVqPc6OabVjwtfTQwkQX2mKay2qTpKQqPo9B0f0S7xB9tGwiEnq4wxUxGvKoSImwd3CFaAcasw3GB2Ww7y0OjK6uq/i1CgVzHtg+kBL05cYIQJx8v2vTnnTCbH0YOXhCNlnAg2h/++E5NVrlw0YQBACsSM6G2McMwT+ZZIbxIael39oaNo7p6Rysrg3CBGHf1LttfHBVHSb9U5v9pFT/6ncqDJfoG36uGQHgZf7RtZsrFNEnWLJMznVNwk+0UZHOUg4nmiFZAo7nq7JDroG6IVqbRSbQajvmhfQDgpNZ2JtdJdaUPdUK0NYMHD16yZAkAXL9+HcOwr7/+2heZtz7+aNvwWzW2jpCtj9bVkudOY/V11omGwcPse3KI1iE4eICzQ4rw0a2pCcI1BtbVAoBgQggACtI2zJ6zOACIDkZQUNAbb7zRq1evtlbEO/ijbcOMBv4zSYzpGeqZ8/WZD/pUJYQLoqOmkqSD8LAkGRyhGNv6+iCc4fqmCsQpAHghpKd1Yj9xZN8A9BnbT6murp4yZUpYWFhkZORLL73E+YioqamZPn16REREVFTU008/XVNTwwlTFJWXl/fkk08mJSV17tz5559/BoB+/fodOnTo1VdfHTVqVHBw8GeffcY5jnAoDAANDQ2zZ8+Oj48PCgoaO3bs1atXeWbe+pXjj7bNHBTsgXCA2CN5hNchCHFAgIMVFyZTvdmMAua1DwYFxNQx+g31l3Vm057OTz0Z3GVoYNwrYf2z48eRaKarX2I2m0eMGNHU1PTLL798+umn69at+/DDD1mWHTNmzLVr19avX79u3bqrV6+OHj3asqL8jTfe+OSTT65cuTJ9+vRnnnlGp9MdP378wQcf/Oyzz3JycmzytxcGgPHjx1++fHn16tV//PFHQEDAkCFD6uvrW5B5K+CP8yQxke0KGxeYo2J8pwmCJ01NVxyma7TFgQEprawMwhnOBvojqYBoOvDha+u43ceCOq+MGYUjpwf+TU5OTlFR0f79+4ODgx944AGNRnPkyJH9+/efOnWqqKgoNjYWADZs2JCUlHTw4MEhQ4YAANevAoAXX3zxgw8+KC8v79Spk7P87YWVSuXhw4erqqpkMhkArF27NiEh4eDBg48//rinmbcC/vhGxvDxtMYCABh79TV1Qo/ONsbMGsxmxw63hIIoh+mItsGJtaKA2FB32bL7a8PVTQ0FraQSoqWcP3++W7duwcG3R61mzZr1ww8/XLp0KSEhgTNsABAXFxcfH3/p0iVut2vX206CxGLbr6r22AtfunTJaDSGh4dz/jaFQuGNGzcsw5IeZd4K+GO/Da+vdS1g6pxq7N7TLA81h4S2jkoIF+AYLRJGaXUVNukRivEOv8Mh2gpnnpKbzLaegE5pqyYHd2kFlRAtxmg02seIMJvNWPMON47jFt/r/MNoOBQOCgqSy+W3bt3iKd+2+GO/jVBW2w2fNA+hEhBoSu6CDJv/QAscRP8KknaQCVcdBtZJx62HyHaOcRSFXkr8na5du54/f94SP2HdunUjR47s0qVLcXFxefntJcI3btwoKSlJS0vzSondunWrra09f/48t6tUKsePH3/x4kWvZO51/NG2gSjQbvSk2S6mVuHN1wAg2hadzkHcbVoQ1vqaIFzgcLnhWGnn5TEjOgtklpRYSjIlGHm49nfGjh0bFhb29NNPnzhxYuvWrYsWLUpLSxs2bFiPHj2mTJly5MiRw4cPT5kypWfPnkOHDnWRD47j165ds0wJcUFKSsqECROmT5++d+/egwcPPvPMM5cuXUpJcfVViH/mXsdXtu3EiROzZ8+27J4+fXru3LkzZsxYvny525BIhh69XR5nyasF4uzVeEMb1BfCIWaT7aJgHKPDwx5pE2UQ/CEBXxI97ILu1ihJUlZg3DBJ3MyQXr8mTQ6zW+WG8DcoitqzZw8AjBw5cs6cOePGjfvkk08wDMvJyYmNjZ0wYcLEiRMTEhJycnIwR9OCRCIRF4J1xowZGzZseOGFF1yUZRFes2bNoEGDnn322ccff1wgEOTm5jqMnetR5j7CJ9/bqqurly1bRt0Jn63VahcvXvz+++/Hx8f/85//3LFjx9ixrpY9sbh1S9h7TcYAAGtsoE7n6x962MuqIzzHaKw3Mk02iUJRBEUFtYk+CP6YwDzs2voyQyO3G09Lv4geGY4MWzshNjZ269atNonh4eHr1q2zF7aO0xsSEmKJkfv8888///zzNjLOhMVi8bJly5YtW9aCzFsZ79s2k8m0ZMmSadOmbdy4kUvJz89PSUlJTk4GgHHjxq1fv95i2zQaTW5uLredkpKSkJAAAMSVy1b5OZ2ITGrUmLCZdy6CIIRCIf/wgFykeaGQbyRULiw9f3nuzYWmaW6DDyRJcqV4JM9fJU4rjy7ZYTpN05Z6pigHfis0mlKBgHYRBKAFalAU5Uwfe0iSJAjCo5oHAN/VJABgGEaSJP9TOP09KsIhrnOwGDYAuG5o/F/d6X/FDrMWoCiKZVmPat5toTb4uiZxHPe05gFAIBCYza48udic4tHDB+FrvG/bvv322yFDhlgPwiqVSoVCwW0rFAqlUmk51NjY+M9//pPbnjFjxt///ncAMAeI+az4pROTiEDbL94OO8iuCbTLxLvy9/5scovvLsHZvS0UCq0McGBMzNgbN36xFggO7i6RuAmPcl/VJAdN055OJxPwWRLjEo+UvGKo8/Si7r3QFsjjOG4ZGeKJpzXv6Vz2Fjx8EL7Dy41x8ODBpqamMWPGlJaWWqdbXvpswq5HREScOHHCssuZPQIIV/8pFgADJi5RldyVtTKTACCRSFQqFf9XJ6lUCgCNjY1uJTkwDAsMDGxqsh1/cwZBEDKZrLGxkfOFwwexWGw0Gq07+K4JCAigabquzoOZNVKplP8lc5dgn97Y2Gj93bRP76/0+rqamoOWlM6d3lU2b517UQPDsJCQkKamJr3elbdfa0QiEcMwHtW8SCRyNr/ZIR5dAgDI5XKdTmcZrnELRVEkSWq1jtcO2hMa6njmsOuGuD2/5E6vLBYPsJHnuiMe1XxAgG0mrvG0JmUymcFgUKvVPOVJkqRpmn/N0zQtlUrr6urcTg6w4OnDx1ljIbyFl+eSHDlyJD8//+mnn3799ddv3rz59NNPNzQ0hISEVFdXcwJKpdJ9o9r5+G8GBkAQmolPsbwH7hC+BscFUkkqRUlxXCQJ7JY5IDc0JKutlULYIrKLcUMA9rA0wWLYoinJvJCM1lYLgfABXu63vf7669xGaWnpRx99xIVL6NOnzzfffFNeXh4VFZWbmzto0CDXmWBad69jDEOUXWcS29KhC8Kas+feuFb0LbfdpLpQVPSfjN5r21YlhD0KUlxiaNY9YoB9JjhtanDXP9UVEVTAdFm3UFLUVuohEF6kNQaIxWLxwoULP/nkE6PR2KNHj8cecxOImQ108Z3m9rRJvKmR72ABwveUlzf72FZds5NhtASBnpL+RYXRQfze7U3Xvop5ZHxQcuvrg0D4Dl/Ztri4OOsYdxkZGRkZvMc6KBda3R49MUeguBv+A2vvy4ll0buH32Fy5HLL5DKoGwLRTvFHvyR4g5vJGiwtMLubg4doRbAIxQjr/dCQh5AnST+EZR3M439U4iA+EQLR3vFH24Y1uPGVjBn0xDXHQVUQbUKvnktiop/gtkNDs7p3+6Jt9UHYwwJr73MrkgicFJzaJvogED7FHxdkmClHy1Ca+yfBec/tRrQCNC0bNDC7rq6KZRmC8CD8HqLVwACjATc0H5a0diOJaF8wDMN/VYNDhEKhp2sE2xH+2G9j4uIdpGI8ZBBtCo4LkWHzZ3oHRNikBJH+FZcEgfAW/mjbMLOb9Y+6EaOZUNuoHAgEwjXDAuNsUgxoIgmig+KPtg2vrnItYOrWs3U0QSA6EoV629AZZUa+TnYQiPaFP9o2zLVfEgDg7cAUgUBYYOx6aYRzX+QIRLvGH20bExEFYBd523I0NoG9Z++xCMR9SKY4yiall13EbQSiY+CPtg0z6AFsJ49YLJ2hF/J3h0C0hJsmW78kjWY03xjhGIZhIiIievZs9gFo0aJFnTt35u9Cug3xR9sGjMk+zWLpiIry1tQFgegwFOptV46WGhraRBOEz1GrsLLr0Njy9t23b59cLi8tLS0oKLAkLl269OLFi5b4Vjdv3tyxY0dYWNi9ausD/NG2mcNsZyo3g3eMRAQCYc1Nk+1yqHDkPqYjQhw9QP/nY+qHb+ilnxK/72hZJtnZ2c8999z48eMtUaanT5+u0WgGDBhw8uTJMWPGjB07dvLkyWKx2BLPaNWqVcnJyeHh4QsXLuRSPvvss8jISLlcnpWVVVXlZpKgd/FH2wZmVx1eU0rXVlMEgehIGO3mknQWBLWJJgjfgVeWE7t3WnaJY0fwS+c9zcRkMm3dunXatGlPPvmkxbb9+OOPAoHg1KlTBEHs3r175MiRO3fulMvlmZmZAHDu3Ln33ntv3759586dy83N3bFjR2lp6QcffJCXl1dZWRkWFvb999976xr54I9+SdgAp++SrEhsDlO0pjIIRIdBgtk6obC3doj2DlZaYpdSDF27e5TJrl270tPTY2JiFApFWVlZQUFBamoz32wKhWLevHnWKT///POzzz4bHR0NAKtWrRIKhQqForCwMCIioqGhQSAQNDS06gC4f9k2kUgEAJjzCL+YViOqr2XjEx0eJQhCJBLxD33LjRpzhfIBwzCuCP7yAEDTNME7jCpJkjiO8w9Oz8nzVwnu1BJPYczJCLBAILCuZ4IgMAzztRo0TeM435EGiqIIgvCo5sGTPwN4eAkAgGEYRVH8TyEIgv/1usBS4uDg+COaZp+rWcL9n4erGY9qHnxfkyRJ8j8Fx3GPiuD+NkKh0Mx7uZGnDx/fwQqFtkkisaeZZGdn5+XlRUZGAoBKpdq4cePbb79tLRARYfvlqLy8vH///tz2gAEDAIBhmGXLlm3fvp2iKBzHY2JiPFXjXvAv22YymQAAWLOLBxJDEGaTg8kmAEDTtMlk4v/34iRNTnKzh3s28ZfnHgcMw/A/hSAIk8nEfxoSSZIsy/LPHwA8knf2RGMYxvq2p2kaPKlJADCbzR7VPHhYkziOe1QE9zjzXU1yeKQSh6fyLnLoL7J9HiXTMrf54zju0ZX6YU1y714tqHn+ts3Th4/vMCd3YYOCsYa76/TN3Xt5lIPBYNi2bduVK1eioqIA4JdffnnnnXdsbJv9kyE8PNzyRe3EiRMGg6GkpCQ3N/e3336LjIxcvHhxba0bJ/jexb9sm9F4e9U2kZpGFVy0F2DCI/SyEDA6XtxtNpuNRiP/vxf3xzU6yc0eDMMEAgF/ee4mZxiG/ykURXkkT9M0y7L85eFOLfEUdtbvsTHAZrMZx3GP1PBIbYtt438KSZKe1jx48mcAD2sSAFiW9UglDk/lXeRQorX1S6I26tzmTxCER43F9fN8XZMencKyrEf/T+7/5tFbpqcPHx8iDjBN/wuxfzdWfZMNlpuHDGPlIR5lsHPnzqSkJM6wAcDw4cOnTJliPyxpw9ixY6dPnz5z5kyhUDh79uxXX321srIyPj4+MjKyrKxs/fr1Dz74YMsvynP8y7ZZ0D/yOB4oIS9dMAMwoWGYRoXrdKbYBP1DD4M3RmkQiPsQJaO1S9G1iSYIn8LKQ01PTGnx6dnZ2WPGjLHsisXirKws+2FJGzIzMxcuXJiZmanT6aZMmTJlyhSlUrlly5b4+PiEhIRXXnnl448/zs/P79OnT4sV8wg/tW2sQGB69HHxk9Pr6uraxTpBBML/6S+2jVY/wC4FgVi7dq1Nym+//cZtaLVaAOjZs+fRo0e5FOvtefPmWU8wCQsLO3TokGV32rRpvtPZHtQHQiDuFx4MiHkprK9l9/mQHqOlndpQHwTCd/hpvw2BQPiCtxUDF3Qakq+8Ho8HJtBocRuiw4JsGwJxf5EgDA4NJnU69KUN0ZFBY5IIBAKB6Ggg24ZAIBCIjob/jkliDfWmvIN0fb0pJs6Y3AW5SEYgEAgLOI4L7V2QeAJ/rz3tET+1bURNNb3qKwaABCDz/yR69dWNGN3WSiEQCIS/wLlJamst/Bc/tW3U0QPNdk+f0A8YxErRtC4EAoEAAGAYhltt1mKEQiF/17XtDvcX1tjYuGbNmosXL5rN5rS0tBkzZkilUl+rhdfZeh7D6+sYZNsQCATiDvfo4ssvPIT5DDdzSS5evJiUlPTvf/+7pqamsrLyww8/TEpKunTpkq/VYkPDbVLMof4Y2hWBQCAQfogb2zZ37txZs2ZduXJlw4YNW7duvX79+gMPPGATtscX6B8cygYFW3YND2ax4gBfF4pAIBCIjoGbMcmzZ8/m5ORYwhmIRKJFixY9+uijvlbLHBRsfHGeuPiq9pbSEBNnjmrVwD8IBAKBaNe4sW3JyclVVVXx8fGWlOrq6sREx6FBvQsrFBIDBhrr6szIVzICgUAgPMHNmOSSJUumTZv2+++/19XVKZXKTZs2zZ8//+OPP2bu0DpaIhAIBKI1YRgmIiKiZ8+eba1IC8FcT5UJCwtramrS6/XOBDr2TBsEooPBMMzf//73adOm+S5Q5J49e7Zu3bp06VIf5Q8A7733Xo8ePSZOnOij/C9evPjll1/+4x//CAvz3ylsDMNoNBpnR02mRrW6WCSKpWm5MxmhUOhihdzu3bv//ve/V1ZW5uXluY5KyoebN2/m5+c/99xz48aegAAAIABJREFUNTU195gVT9z023Jzcw8fPnzCOa2jJQKB8Apms/nYsWPV1dW+K6KysvL48eO+yx8Azpw5c/36dd/lX19ff+zYMRfv9H5OccnXO3Ji9h0YnLMz4dLlf7Qsk+zs7Oeee278+PEbN27kUi5cuDBs2LDXXnttyJAhjz766JYtW6ZOnRoXF/fVV19xAjt37kxPT09ISHj++efr6+sB4MyZM2PGjBk7duzkyZPFYrFSqeQkV61alZycHB4evnDhQi7ls88+i4yMlMvlWVlZVVVVAGAymZ5//vnw8PCIiIgWvCq5sW2bNm3q3r17HyuSkpKWL19u2fW0PAQCgUD4joaGM2fPvWbZLbyy5ObN3zzNxGQybd26ddq0aU8++aTFtgHA3r17X3zxxQMHDiiVyq+//nr9+vU//fTT4sWLAaCqquqpp5766aefrl69SpLkyy+/zJ2ye/fukSNH7ty5Uy6XZ2ZmAsC5c+fee++9ffv2nTt3Ljc3d8eOHaWlpR988EFeXl5lZWVYWNj3338PABs3brx8+XJxcfGePXteffVVtVrt0SW4sW07duzo06eP5S1s06ZNaWlpZ8+e9agMBALhJ2AYFh0dHRgY6LsiJBJJVFSU7/IHAIVCERwc7F6upQiFwujo6Hbqs0N565BNSo1yn6eZ7Nq1Kz09PSYmZvjw4WVlZQUFBVx6amoqNz7ZvXv38ePHcxvc0Oj27duzsrLS09NJknzvvfcsEbcVCsW8efPEYrEl859//vnZZ5+Njo5WKBSrVq2KiYlRKBSFhYXx8fE6nU4gEDQ0NAAAwzB1dXVXrlxJS0szGAwBAZ4tA3PTePn5+YsXL87KypozZ87Vq1d37dr10UcfzZ0716MyEAiEn0CS5LZt23xaxNixY8eOHevTIr7++muf5p+RkeHrWvIdJCmxSaEoj98DsrOz8/LyIiMjAUClUm3cuPHtt98GAInkduYYhnHb2B0v9uXl5UeOHOnduze3K5ff/s4XERFhk3l5eXn//v257QEDBgAAwzDLli3bvn07RVE4jsfExADAlClTSktLR44cKZFIXnvttdmzZ3t0CW5sG0mSb775plar/fDDDwFg3bp1U6dO9agABAKBQLQaCsUjIlGsVltmSYmO9mzSjcFg2LZt25UrV7j+9y+//PLOO+9wts0F4eHhEyZM+N///sflUF5ezqVblkdbS3Jf1ADgxIkTBoOhpKQkNzf3t99+i4yMXLx4cW1tLQDU1NTMnDnz//7v/w4cODBjxoz+/ftnZGTwvwo3Y5JFRUUjRoz45ptvfv75588///zFF1+cPXs212FEIBAIhL8hFCgG9M+OUIwSiWLCwoY+ODBXEujZLMedO3cmJSVZBpaHDx9eWFhoGZZ0xqhRo7Zs2XL16lWTyfTmm2++9957ziTHjh27atWqqqqqhoaG2bNnl5aWVlZWxsfHR0ZGlpWVrV+/nhvk/P7775966imz2dy3b9+AgIC6ujqPrsJNvy09PX3SpEkbNmyQyWQAMGbMmOeffz4tLc1ikxEIBALhVwRJuw/on93i07Ozs8eMGWPZFYvFWVlZGzdufOKJJxzKT5gwAQASEhKWLl362GOP1dXVDRgwgJsP4pDMzMyFCxdmZmbqdLopU6ZMmTJFqVRu2bIlPj4+ISHhlVde+fjjj/Pz8//2t78dOHAgMjKSpulnnnlm2LBhHl2Fm/Vtubm5Nh62WJZdunTpSy+95FExPCksLPRFtogWQ1GUQzc0JSUlBoOh9fVBuCAlJcW1wOnTp1esWKFSqTIzM2fOnMk/NGV2dnZOTo7JZOrWrdu8efO4Dy0Oc2tZ4pgxY5YvX15aWpqUlPTyyy9zb9JezH/mzJm//fbbtm3bjEZjRkbGrFmzuKie3i2ilUN9ul7fxgfX69vaO27GJO1dR2IY5iPDhkAgfIdWq128ePGCBQtWrFhRVVW1Y8cOnieeO3du586dn3322cqVKwGAmxHuMLcWJy5atGjSpEmrV6+OjY394YcfvJ7/119/nZOT849//OPLL78EgJ9//tnrRfCvT0Tr4Ni2jRo16vLly9x2ZWXlP/5xd/Vffn5+Bzb1CERHJT8/PyUlJTk5mabpcePGHT58mOeJwcHBCxcuDA0NpSgqMjKSmxrgMLeWJaanp5tMpj59+hAE8cILL7zwwgvezX/cuHEnTpzo3bt3dHS0RCIZPXr00aNHvV4E//pEtA6ObVtubq5lwkhFRcX7779vfdRkMvlaLQQC4V2USqVCoeC2FQqFxUOEW2JjY9PT0/fs2TNx4sQ///yTmyntMLeWJRqNRpPJ9NZbb02bNu2dd95pamrybv4KhcJgMBw/fry6ulqj0ezZs4ebhufdIvjXJ6J1cDMmiUAgOgyWpUgsy3rqCXbYsGHfffdd9+7dLWvLHObWgkSNRmMymZ577rlVq1b17t37888/927+LMvSND1kyJBXX311/vz5FEVZVgF7sQjkWdffQLYNgbgvCAkJsbiRVCqVoaGhPE/cvXv3/v37AUAmk40aNerChQvOcmtZIkEQgYGB3ODeiBEjioqKvJu/UqkMCQmZOHHi6tWrv/322/T0dG5JsneL4F+fiNYB2TYE4r6gT58+hYWF5eXlLMvm5uYOGjSI54k0TW/YsEGj0bAse+DAgeTkZGe5tSyxtLSUYZjCwkKDwZCTk5OWlubd/HNzc7t06TJz5kylUqnT6TZv3jxy5EivF8G/Pr0FjuOCe6OVJ3a2Mo7XAGAYlpeXx3lDyc/P79u3r0XMZte7+NsagNGjRxuNRsu6eoqifv3117ZVqZVpF2sAcnJytm/fXlpaGhkZmZWVNXXqVHtXCPcDbtcAnDx58vvvvzcajT169Jg1axbPRxvLst9///3+/fsxDOvatevs2bODgoKc5dayxF69eq1Zs6axsTE1NXXOnDlcH8iL+c+aNeuXX37ZvHmzSCQaOXLkpEmTXFTIPSYi/ASnti0rKyskJAQAamtr9+zZY/k3cLv3j2379ttvPXL8Wltba3Gk1gHwf9u2cuXKw4cPv/LKKykpKWVlZUuXLpXL5e+++67XC8rLy/vkk0+2bt3q9Zy9hVvbhuhIMAyj1WrvJQehUNhO/UHzwfGFcQ6eufmQUql0/PjxlrmR3G6r6eeHnD59eu3atZ999hkA7N+///Dhw4sWLbp27dqKFSsIgmhqalq6dOnvv/++evVqrVbbr1+/l156SSQS7dq16+zZsyqVqqamRiAQvPbaa9wkq+PHjy9fvlyj0WRkZMyZM8enDto7HhUVFZs3b/7+++/Dw8MBICkp6ZNPPpk+ffqZM2d69uyZm5u7du1atVo9fPhwzsG3w9rOzs7esGGDwWDo1KnTu+++K5fLr1279vXXX3fr1q2wsLCiouKNN95ITU0VCoWWycP2p7RhJSDuW+6xj9Gx5784HrrZ4o5W1rJdcPLkyb59+3766aelpaVfffXVxx9/zD3+fvzxR04gJyfnmWee+eKLLzIzM5csWQIAtbW1H3zwwTvvvPPjjz8SBLFs2bI2vYL2x6lTp3r16sUZNg6hUDhs2LATJ04UFxevWrXq888/X7ly5bFjx/Ly8hzWdlVV1erVq5ctW7Z58+bg4ODc3FxLzv369fvoo49GjBixYcMGAJBIJNynIGenIBAI/8H9Z4n6+vrt27f/5z//AYCLFy/eb4vbZsyY8cgd5s2b50JSLpc/8cQTQqHwyJEjWVlZsbGxBEFMmzbNEseoZ8+e3PjeuHHjTp48aTKZjh49mpGRkZiYSBDEjBkzUGA8T7l58yY3582aiIiI8vLyffv2jRw5MjQ0VC6Xv/HGG2FhYQ5rWy6Xr1mzhlsCRdO0Jf6hQqHgLFlqaqrNyI+zUxAIhP/gZrD1ypUrQ4YMIUnyxo0bCxcuXLRo0eXLl3NzcxMSElpFvbbnhx9+cPG9zbLABQA4J3gAUFdXFxYWxm2Hh4ffunWL2+a+XwIAt8KmsbFRqVSeP3/+r3/9K5culUq9rn/HJiws7OTJkzaJtbW1oaGhSqWyS5cuXErXrl0B4NChQ/a1jeP41q1bjx49SpIkhmGWhrO0hXUTczg7BYFA+A9ubNvChQuzsrLWrl0rEAgA4Ntvv33mmWdefvnlzZs3t4p6forZbOY2LHYLrMIUyeXympoablupVFpsniVkkVqt1mg0QUFBMpls8ODBCxYsAACTyWQ5C8GT9PT0FStW1NfXW6Iwm0ym/fv3z5kz5+LFi/X19VxiQUGByWRyWNt79+49fvz4v/71L7lcvn79es4pBjgyaRacnYJAIPwHN2OSBw4cWLBggeWpHRoa+uabb+7bt8/nevkxYrG4sLCwoaFBp9Pt3LnTXiAzM3Pv3r0VFRUMw6xbt27gwIFc+rlz586cOWM2m1etWvXAAw8QBNG/f/+DBw+Wl5czDPPNN9+sWrWqVa+k/ZOYmDh8+PBFixZdvXqVYZjy8vJ33303JiZm4MCBAwcOzM3Nra2tVavV//73v6uqqhzWdm1tbXh4uFwur66u3rt3r16vd1toC05BINodDMNERET07NmzrRVpIW76bUFBQTqdzjrFZDLdV3P5XnjhBetX+P/973/JycmDBw9+9tln4+Pjx48fX1ZWZnNKfHz8rFmzXnvtNb1en5GR8eyzz3Lp/fr1W7NmTVFRUVJS0ptvvgkAERERL7300ptvvqlSqbp27fr666+32nV1GObPn79169bFixeXl5eHh4cPHTp0+vTpAJCWljZp0qS5c+caDIasrKysrCwuhIVNbY8cOfLgwYNTp06NiIiYPHnyTz/9VFhYaL1QiSTJBx54wLpEh6eg+fcIv0JnNpUaGmNoiRhvoWv7ffv2yeXy0tLSgoKC1FTH0U137Njx3HPP+eeAk5v4bbNmzSosLNyyZUtYWJjRaDx//vy0adMGDx7MBQ73Ov62vs2L7Nq16/Tp06+++mpbK+IZ/r++DWEB2df7Chfx21Yrz827fnv67rtRg1+NzHQo5jp+28yZMzt37nzp0qVOnTq9/fbbAGAymWbOnPnrr7/i/7+9Ow+PokgfB/5Wd0/PlcmdTAKBcGzCGSAJQhbZLLCABxAQWFmBgH5ZA16sQX7qKsrKriiwqA/ggVERUSSKAkFIkBsRoyYrlxwhoAZCSBiOZDL3dPfvj4ZhTGaS7mQmDMP7+YOnp6murq6e9DvVXV1FUc8999zs2bN37949bNgwMYj897//Xbp0qc1m69u377p161wDSd8szdyTXLx4MQDExsY6nc7IyMiUlJSkpKQlS5a0SdkQQgjJc9R80RXYAGDB+W+21/0iNxOn07lx48bJkyfff//94ox9APD555+fOHHil19+2bVr19y5c00mU2RkZEZGBgBUVFQsWLCguLi4qqoqJiamiUm320zz9yR37979/fffHz9+PCwsrHfv3uJockiu4cOHDx8+/GaXAiEU5PbVVzRYs7P2lxGhHu6+NGHHjh0pKSkJCQl6vf7s2bPibUmO465cuXLq1Kl+/fo1uG2j1+vLysri4uJqa2uVSqVrlIObyHO7bciQIeItVPFJw8CBAx988MH77rsPAxtCCAWyxg/YQmhWbib5+fnFxcXx8fEdO3asr68Xm26TJk3Kzs4eOXJk165d33nnHff0DMO89dZbqampI0aMOHXqVGvK7yue221nzpzJycnp169fcXGx+6TbLvPnz/dzwRBCCMl2V2iXBFZ3zn7j1ZT7Ijz3BPHGbrdv2rTp1KlT4qu9BQUFL7zwwrx58y5evJiTk/P000/v27dv+vTpAwYMcPW6ys/PLyoq2rp1a3x8/JIlS8TZX28uz7Ht448/XrZsWXFxMQCI/yKEEAp88WzIJ13HvVi575jlYmc2/Pl2d/ZSyxteYNu2bV26dHGNWTF8+PBJkyadPHly/fr1e/bs2bJlS//+/bVa7ZUrV1yz1lVVVSUmJsbHx589e3bdunWDBw/28VHJ5zm2ZWZmZmZmAsDQoUMLCwvbtkgIIYRaLlUTtznp/hZvnp+fP2rUKNdHjUYzdOjQzz///NFHH923b198fDzLstnZ2cOGDXMNEzht2rQNGzYkJiZ26tTpqaeeeuWVV0pLS9PT01t7JK3g9R2AlStX9uvXz9vokX6aiM81kAQAMAyjVqtNJpNrEJBmqVQqm80mfXBrtVoNANLniSCEKJXKBi/8NYGiKK1Wa7FYpA/CybIsx3Ecx0lMr1QqGYaRNaShWq2WfsgURXkcCcxoNLoXUqVSURTlrUdy64tBCAkJCZFbkzzPy0rPsmx9fb3E9CDzEAAgJCTE4XBIf9ebpmmapqW/a+EanAXdDpp4B0Cipt8BuNV57Sc5a9asZ599VpzJpTGHw+GP0rhfiSiKomla1oWeEOJ0OqXHNvGlbOmXP0KISqWSnl68Nsm9wspKr1QqKYqSNYC1WEsSE3ubbtHpdLqfF0KIrGzlFoMQQtO0IAjSN1EoFHJrnqZp/x0CAFAUJesQCCFyTy5CSOQ1tv36669hYWGvvPJKW5YGIYQQaj3Psa20tBQADAaDt81u7o1UhBBCqAmeY1v//v2b3ixYJ2w9baFK6iiTAN3VQt8QXksH52EihFBw8xzbbs9b/G9VKub/euMlx3assDzJlhku9WkfajNCJQWXCcTyRI8/PhBCHniObd56EASHWicsq2SLa6kYNX9PDBkRQs7byNvnFZ9VM+A2add5O5ldrixJNzNeZ/JCbU4A7nOFcOza95MayFH3+KVbE0IBjqIocVrNFgvu63wz40kGH06AvxzS/GYlAABGYUuNAKC59n+NYliljZRbSHeNh8aBmSc/1lECQH8dH4K3Ln1NOE8JV4GKEyBSAAChjhi/tVurgedZ4diNgeL4Ypp040gXqW+JIBQ0CCEsK3swrduH72Pb9u3b8/PzLRZL7969H3/8cZ1OBwAHDx7My8urr6/PyMjIyclp+98LNoFsuEifs1HfXSXXAps0UZ5e/zhuItknVL9ZKQDooBI+6GbtF4KXVx/hgf+M5U9QAMADUH92knSOf19hqrUDkIY/QAgIlYR0uTklRegm4jhO+ru2Holvx/qqPIGmmTlu5KqsrMzLy/vXv/71wQcfKJXKtWvXAoDFYlmyZMmTTz6Zl5dXXV29ZcsW3+60WfUcGf6T6olTykUVin11DEhuZY2O4mIUN1JbeWLjAQCeOq0UAxsAnLWSf5xq1Z0B5I7/jhED27WPexl+FyPUev85omuLUiEUgPjWCdYugSIfB23xbWWNRqNQKMSxKgCgtLQ0OTlZnENg7Nix69aty8rKEtPX1dWtWLFCXM7IyBg0aJArK3FbjUYj/QQwDKPVasVlAWBzDRysExJUUG0jJyxumTS+TgqeVgIwNH3/CW2iGqa2I4vOwHaDAMCPj9P+aPxdsmNmSlCF6BrVpfhuuEqlkn7rgGEYhmGk30ZnGIaiKFkzoTMM0/qZ01Uqlft05AzDiEOHtKYYghPMazn+cMPTTX71es+XjiEh/VVE5eHkMQzD87ysmgcAv9akeBNJ/GJLQVGUOIKB9F0ghEQ+jm1xcXHjx49/6KGH1Gp1aGjo8uXLAcBgMLjmYNXr9e6vzTkcjuPHj4vLXbt2dW8gi5dOhmGkxzaKosQcBIDJ/+PWV127T8hSzeXgpVWwsebawifnBcf1m45fXgANDWa37pOxShKmZKhGmYiHQNO0rMuZOBqF9PRw/bosESFEenpvld/goHxSDPMOp6NRYAMA/mrDNcq+tGAT6HiiHsZQIZ5PXgtqUlbNgMyahOvjjEjfRBztJYjvGiHkPz7+szl58uSePXsWLlyo1+s3bNjw9ttvP/nkk3D9Kg8AgiC4Xy6joqLWrFnj+uge9liWDQ0Nraurkz7mlk6nq6+vN3PwzBl2ffWNQ7O3+lmY4/c5NLiaTomx1dV6GIeQpumIiAiTySR9SECNRuNwOKQPaabValmWdR+Hs1lirUpMLB5C4/Umk8n9vOh0OoqiZE1I2LgY3FGl118ZbqgBHHevFQB4AAcH4OXQ1Wo1x3Gyal6tVvuvJgEgMjLSarVKHwNQoVAwDCN9yErXoOwIIR8/byspKRkwYECvXr2io6MnTpz43XffAUBUVFRNzbUWkMFg8OtfoAAw6rDq02r//tTVUsLyJPvQcG5IOLe0q+2ZjtgNvXUuE+5dVjjXVGDTZCrYLIGeYaPuxdpGCDXDx7Gtc+fOpaWl58+ft9lsX3/9dZcuXQAgPT29rKyssrJSEISioiI/zSFwwkzGlgqJB9RHTD44qHi2qduY90Zxf4t1fNbL+nkv67Q4J40vwLUOt14hnG/mrKkHMIo/AukQzE+/EQoQOp1OqVSqr7sVp5jwcftm0KBB58+fnzdvns1m69atW25uLgBoNJrc3NxXX33V4XD06dNn9OjRLcj5sgMW/MbuucqoKGFKrPOx9g7X861aJ7x2TvF+FWvjvfQJkW90lPN7I324vuEFN5IloyIcL3WWeqcLNUUA/ggNR+hmAxvVn1N0oq3GplMhhK7hBKiygZ4FRUt/6h87dqxr167S01+4cCEuLq6FO/MD39+7mzhx4sSJExusTEtLS0tLa3GeAsD9x1SH6sUOY2TBbywAPJHgAAAzT0YdUZ00+7IBGsEIczs6nILjrkOqc7ZrOT+f6Jid4AjVhdQbpc6/hZom7Gf4nU19A0lfjsQLpB1PJWJzDSGpPqumXiinqmwAAK8k8Y918M3bt3v37v3Pf/6zfft2APjiiy82bty4Zs2aQ4cOPffcczRNX7ly5ZtvvlmzZs2CBQtMJtPIkSNXrFgREhLyySeffPPNN1evXj137pxarX7//fc7duwIANu2bZs7d67RaBw2bNhrr73m86ahj+9J+oODh6wjrsB2zWvn2DonAMAWA+3bwAYABX1skYwQqxAOpFnfSbYt7GLf1c/yZIKdJj5qFSIAAOC+b6Z3Oz3ESWU4SUd8Lx4hqY6b4O8/XwtsAPDPU9TuK/69zu/cuXPkyJHbtm07ceLE3Llzv/rqq99++81qtS5cuFBMsGrVqhdeeGH//v333nvvww8/DADV1dUPPPDA2rVry8vLGYaZM2eOz0t1C8S2T2qY4rqGF8F6DrKOqv92TPlEuY/fm366o6O7+loPQDUlTIhxPhzvSNHi5dXHBAdAvdefCoQB+iE7RGBzDSF59jaKZF97naysKT179nQ9b2u6k4Rer3/88cc1Gs3mzZsnTZrUrVs3hULx7LPPbty4UUyQmZnZq1cvAHj00Ud3795tt9s3b948dOjQlJQUhmHmz5+/f//+lhSxSbfAqzOH6z3/uv/ZRP3si24jLr20/NvJth4aDGNtgSgA9DxUez6DpCdHEvFEICQbSxr+IlS36O3/pp+3ub/K5XrMVl1dnZCQIC536NChqqpKXI6PjxcXlEplaGjopUuXKisrDxw4kJqaKq6PjIxsSRGbdAvEtvbKNvrxPlXvwMDWlqgeAl/tYT2JEsjw23GWJYRab2RUwwvm2FifXUJ5/toV8sKFC66VrhES4uLizp49Ky5XVla6huxwrayrqzMajbGxsbGxsePHj3/zzTcBwG63V1ZW+qqEN0rl8xx9LjvO0c4/4zWqKFBd/0Xzt1jnQ3F4PW079v/x/B4PvyepkU76UTsJxbuRCLVEggq+TucGhAkAkKKD/D5c3xDf/DXpdLqSkhKDwWAymVavXt04wahRo/Lz88+cOcNx3KJFi8aMGSOu37dv3549e3ie/9e//jVq1Ciapu+5554NGzaUl5c7nc5//vOf8+fP90kJ3QV6u+20hXr4OHu+9T0TG78dIICehf/9if6ppl7PCnFNvtCGfM5a7Hm4GZLqBBxAEaFWyAgTdqS3dlLlPn36uA9ZJ95CHD9+fPfu3Xv06PHYY4+dPHmywSY9evRYvHjxyJEjLRbLsGHDXnzxRXH93Xff/fLLL0+aNKlPnz5iUOzUqdOyZctGjx595cqVgQMHrlq1qpWlbSzQY1v2z4oTZl90TmycB4HfrKChoS9OT9P2nISv8fBjgvoDT9RtXxqE0O8YjZ5fJm0chPr27SuOPyWaNm3atGnTGqRp165dXl5eg5Ue3xbzoYCObVtrON8ENi8GR5LGAxwjv6snzjwWGg/ESAvUAzieFkLIBwI6ti0s8/0DsHBGuOogQKCDkl/WM6APPwidpbhCxtsoJNQADnAGc4SCy5QpU6ZMmdL2+w3oi/uhq76/W7i2p8XgoBQE/hjKx+twXsu2IgC3QSEc9vokjUrhqeGtfUKAEEKigI5tv7vU+WKoyHmJ9jt0QoOMkb8JFuDWsnC2qU65JN2JjTaEkK8E9DsAPULcite6wJYZ7iztb/lHAj7OuQmEgmYCG4QKpD0GNoSQzwR0u+0/PZh7i30z4v40PddRif0hbwYn4Y83Gdj0PD3RAQqMbQjJQFEUy7KtzMFXhQlAxH3olJvOZrvxIhtFUQqFIrbQcrHV0e3/dSH/TvbQ7lMoFAAgfZJrcRPp6QkhLMs6HA7Xy/zNomlaEATp6RmGoShK+uzSIPMQAECp9PDmvNVqdc2lDk3WpKWAs+71ejihsxk6sfkmeRvUJE3TNE37tSZZluV53umU2kOKoihCiPR55z2eKYRuT4HVbquvr3ctsyyrUCgY0qrnbEu6OibGOnW04JbxDTqdjhBS7/H/PCGEaLVa6enFH1ZWq1X6FVOtVjscDumXP41Go1QqpRcJAHQ6nfT0NE17i23u19yQkBCapj1kK4CjmPV4BpWDKK6/1RJlAwllIYRERkbabDb3Xz9NU6lUHMdJjz3imLD+q0kAiIiIsNvtZrNZYnqFQkHTtNVqlZgeY9ttheM46d8Nj5RKJcMEVgjwocA6MPdGpLisplsS2zqp+MwwforekabjAaCJpqkgCHJbri1I79dd+DV/bykb79RjMQQLgM3cZF0gAAAca0lEQVTD6aOzHNoh2ro6XlbB2+Zk+Tu93MoPqDsrKKBIvy3hUXB/tQIrtjV22SH7jvBfwrlPe1nxnexAQNRAdIJgvH42BAAC1N9tJCGY/6gQQjddQMe2r2v4q9JuKdEEOqmEMXqqv8Y6MsKJgS1wkHscwmfXn3gToO9yYmBDCPlbQMe2by9JanEnq4UNKZZYhaDT6erruaBuZ996qJ48NdvGn6SBEkh3noTh6UEI+V1Ax7YKa/OxLZSBPalmBbbUAlmkQP0R5w9CCLWdgH6/ocYmAAA0+UP/0XYODGwIIeRbq1atysjICAsLS01NffXVV1vZb6XtBXRsM3IEoKlukn8K457q4JuXuxFCKJgIpmYaBk2YN2/e0qVLX3vttZqamtWrVxcWFk6ePNmnpbtmy5YtMTEx/sg5cGOblYfiy029tfpcon1dr9ZPWooQQkHFeRTMr4L5P8T8CnF8L3vz06dPL1u2rLCwcNCgQUqlsk+fPlu3bt2zZ8++ffsA4MMPP0xKSoqNjc3NzRXTb9u2LSUlpVOnTv/3f/939epVceV///vf+Pj4yMjIoUOHVldXA8ChQ4fuvvvul156KSsrq1evXiUlJQCg0WgMBoO3TVojcGNb8VXiaLIRPC6aYwl2TEAIoRv4i2D7hAi1BAAEI9g3Eu6MvBx27949dOjQDh06uNZotdoHHnjg66+/PnLkyPz58/fs2XPkyJGioqItW7ZUV1c/8MADa9euLS8vZxhmzpw5AFBRUbFgwYLi4uKqqqqYmBjXjKa7d+++6667CgoKsrOzly5dCgCRkZEZGRlNbNJigRvbtF6nQ7nmF3yHDSGEfo8vb3hh5E7Iy+GXX37p1KlTg5WdO3cuLy9fv379tGnT2rdvr9frP/zww4SEhM2bNw8dOjQlJYVhmPnz5+/fvx8A9Hp9WVlZYmKi1WpVKpW1tbViJomJiWIk69+/f4Mxfbxt0mKB208yNVQIV5CrDq8ts+7qW+zZJkII+ZvQeJxCish68paQkLB79+4GK6uqqtq3b19ZWTlgwABxzcCBAwFg48aNBw4cSE1NFVdGRkYCAMMwb7311ubNmxUKBUVRCQkJ7v8LAO6j0Yq8bdJigdtuYwgUZrDhXoLvnAR7OyXekEQIod9hujVa01vepXLw4ME7duy4ePGia43dbl+/fv2QIUNiY2NdT8JKSkoOHDgQGxs7fvz4n3766aeffvr+++8//fRTAMjPzy8qKtq6desPP/wwYcIEVz6NQ5qLt01aLHBj23kbTC61X/X0WpSSgmcTcSY2hBBqiESAaoZAxQMAkChQThYomU2glJSUyZMnjxkz5uDBgxzHnTp1asKECcnJyWPGjMnKyvrwww+rq6tra2tnzZpVUVFxzz33bNiwoby83Ol0/vOf/5w/fz4AVFVVJSYmxsfHnz17dt26dVLGB2/BJk0L3Ni29Df6F7OnnxsCtGcFfNSGEEIe0X8A9WxBu1DQzBWYlJbksHz58qlTp86YMSMyMnLChAl33HHHxo0bASAjIyM3NzcjI6N79+6DBw+eNGlSp06dli1bNnr06Pbt2586der1118HgGnTpomxaurUqU899dSuXbtKS0vd82dZdvTo0e5rmt1ErsCav83VGRQA7vtZvf+q59DbTcPvT7U0Xi/OOSL9iEJDQwGgrq5OYnpCSEhIiNFolJiepumIiIi6ujrpc9xoNBqHwyF9ZhatVsuy7JUrVySmB4DQ0FDphyweQuP1V65ccZ/jRqfTURQl6/GvrGIQQqKiooxGo/Q5btRqNcdxsmperVZfunRJYnqQeQgAEBkZabVaZc1xwzCMxeLhq+5RdHS09MKgWx3Hca1s3KhUKnHmxaDk+74klZWVK1asqKio6NKly5w5c8Qr48GDB/Py8urr6zMyMnJycmi6uU6QAF3VsP+q5//CgUgQQgg1wcf3JAVBWLBgwcSJEz/66KMOHTqsXr0aACwWy5IlS5588sm8vLzq6uotW7ZIyWpOotdukMMjsYckQgghr3zcbjt8+HB0dHR6ejoAzJgxQ2wyl5aWJicnJyUlAcDYsWPXrVuXlZUlpjebzUVFReJycnKy+0sVSTTdM5Qcq2t4g1FBwYt/IApK1XjvNE2rVCrp9yQpiiKEqFQesvKIECLuQnr+AMCyrLggBcMw4l5kpZdeJLFUsg7Z43qWZd3rmabpNiiGQqFoop9VAwzD0DQtq+YBwH+HAACEEIZhpG8ill/WLhBCIh/HtvPnzyuVyueff158++/xxx/X6XQGg0Gv14sJ9Hq9+0O1urq6hQsXisvTp09/4oknXP+14yJ/rM7DwxUHDzpdCOPlEteCKdJDQkL8mr4Nrk3+OwRvA6SqVKrGARhrslksy7Is23w6N0qlUlZ6hBD4PLaZTKbTp0/PmzcvMTFx06ZNb7zxxuLFi8Ht578gCO6/92NjY3ft2iUuK5VK9yf5LxxTexsm+Uz15SiFh8ZZSEiIyWSS3m7T6XSEEFk9GrRabYPX6ZtAUVRERITRaPRfXxKNRqNUKmX1JdHpdLK6w4SHhzdebzQa3fuShISE0DQtqy+JrGIQQiIjI+vr6/3Xl0StVqvV6suXL0tMDzIPAQAiIiJsNpv/+pJERUVJLwxCwc3HsS0yMrJ3797i7ccRI0bk5+cDQFRU1JEjR8QEBoPBvTcXRVFiZ0WR60phE0jxVc+Brauaj2R4b/GrQexsltz04iZy00vfRLjOT/m7NmllysY7DYKabFmR5Kb39yGg24f0hxceSb/DfyvycWxLTU39+OOPy8rKOnXqVFhY2LNnTwBIT09/9913Kysr27VrV1RUdOeddzabT7Xda6U/HI+zXCKEbnc0TWs0mptdisDl49gWERGRk5Pz+uuv19XVdevWbfbs2QCg0Whyc3NfffVVh8PRp0+fBq/seZTA8vFKqPJ0/0nP4s9YhBBCTfH9+20ZGRniSM/u0tLS0tLSpGdCEViS5Jx61EPx4ll8AQAhhFBTAnfMrTExwqnhqgimYStN3ao7zAghhIJf4M5xc85Gxh6yXXH+7sFbB5WQpMJ2G0IIoaYEbrvthXKq3PS7Rls7pbD8DzZF4BYZIYRQQAjcQFFqbFg2lkCaDhttCCGEmhGgsc3EkRp7wydtv1rJBkPg3kRFCCEUIAI0tn1WQ1s4D6+4/Sp1iAaEEEK3rwCNbb/aKACARm+y9dLiy20IIYSaEaCxrYdGAGg4nOSdofzoKByUBCGEUDMCNLZNiHbcGd6wiaZlBDqYxz9DCCHkGwEa2xQUrOndsIlWYqTxjiRCCKFmBWhsAwBdo/FHtLSAzTaEEELNCtzYxlLw98Tf9fifEosP2xBCCDUvoF8XW95HEQnWrQaKITAxxvn3eKkzdiKEELqdBVZsU6lUrmWaplUUzE+mX/iDOBYJDdDMMMk0TatUKulzOVIURQhx32nTCCHiLqTnDwAsy4oLUjAMI+5FVnrpRYLrtSQxsbfZC1mWda9nmqblFoOiKLnFUCgU0mdTZBiGoihZNQ+//wY2S1ZNAgAhhGEY6ZvQNC2rlhBCLoEV2ziOcy2LV7FKM/fdVdDRMDicZ5u7TAmCwHGc3Emr3XfaNEKIrPRiSTiOk74Jz/Ny09M0LT09yDxkb7GB53mevzH+metI/VQM8csgVo7ETWialpVePBz/HUILNiGEEELk7gIhBIEW2xyOG3cdCSGfn+fu//FaCZPU/Be9rfFNTkzK87zD4ZAe28TLmftOm0YIUSqV0tOLzS+O46RvolAoZKUX20/S08P1WpKY2FsL0ul0ul9zeZ6nKEpWMWQVW4xtsmqGYRi5NQ9yvgwgsybhemCTtYncIiGERIHbl8TKw/0/2l0fT1moBb+yN7E8CCGEbhWBG9tOmRs+WWk8MwBCCCHUWOBGC32j24/tlPjqNkIIoeYFbmyLZSG7w+8e9jzSDh88IIQQal5g9SVp4P1+bA+2bvdlKoQWpsU5B4dhhzGEEELNC+jYpqBgVnvu4Th780kRQgih6wL3niRCCCHUMgHdbnMK8Fk1/bOJ7qzi/xrDqSjsS4IQQqh5gRvbOAHuOmDbZVCIH987zxf2tWowvCGEEGpO4N6TLDSQXYYbozodM1MfVwduJEYIIRQ4Aje2lVsalu2UOXBLixBCKHAEbrT4g5pvsCZZ03ANQggh1FjgxrZ7ooVh0TeK11PDT9Hj3KQIIYSaF7hPsGgC2wYpPyirO1oPXVT8X2M5JcGOJAghhJrnr3ZbSUnJrFmzXB8PHjz42GOPTZ8+/e2335Y+HxVD4K+x3IuJ9ql6JwY2hBBCEvklttXU1Lz11luuedQsFsuSJUuefPLJvLy86urqLVu2+GOnCCGEkMj39ySdTufSpUsnT578+eefi2tKS0uTk5OTkpIAYOzYsevWrcvKyhL/y+FwlJeXi8tRUVEse2OGNnFWTJqmxXkppSCEMAwjfW5SMWeGkVoJ4jzI0tOLk1bTNC1rE5qmpR8CRVGyigTXa0l6/h7XNzgvcmtGbjHEfcmtSZBzcuWmB5mHIKanKEr6JjRNy0qPEHLx/Z/Ne++9l5mZmZyc7FpjMBj0er24rNfrDQaD678uXbqUnZ0tLk+fPv2JJ55okFtoaKisvbtHR4nCw8P9ugutVisrfQvIPQTp6cWpyRvTarWNp+T2XzFEGo1Go9HI2kQufx+CSqVSqVSyNlGr1bLSI4TA57Htm2++MRqNo0aNqqiocF/v+o0vCIJ7oyQyMvKtt94Sl+Pj42tra2+UjGG0Wq3RaPR2eW1Mo9FYLBbpjR4x6phMJonpCSFqtdpsNktMT1GUTqczmUxOp9QeniqVyul0ykqvUCiMRqPE9ACg1WqlH7J4CI3Xm81m9/Oi0WgIIdKzlVsMQkhoaKjZbHY4pM5zpFQqeZ6XlV6pVNbV1UlMDzIPAQBCQ0PtdrvVapWYnmEYmqZtNpvE9GFhYdILg1Bw83FsO3DgwE8//TR16lSO48xm89SpU998882oqKgjR46ICQwGQ3R0tCs9y7IDBgxwfXRv0onh0Ol0Su97Il7LpMc28eos/fJHCFEqldLTiy0bjuOkb6JQKJxOp/T0LMsKgiA9PVyvJYmJGzfORA3OC8/zFEX5rxjil0FWTTIMI7fmQc6XAWQeAgAIgiCrSCK56RFC4PPY9swzz4gLFRUVL7/88sqVKwEgPT393XffraysbNeuXVFR0Z133unbnSKEEELu2uIxtUajyc3NffXVVx0OR58+fUaPHt0GO0UIIXTb8lds69ixo9hoE6WlpaWlpflpXwghhJC7wB1zCyGEEGoZjG0IIYSCDcY2hBBCwQZjG0IIoWCDsQ0hhFCwwdiGEEIo2GBsQwghFGwwtiGEEAo2GNsQQggFG4xtCCGEgg3GNoQQQsEGYxtCCKFgg7ENIYRQsGmLOW6kY5gb5RFnxaRp2jVnd7MIIQzDSJ+bVMzZfafNphd3ITE9RVEAQNO0rE1ompZ+CBRFySoSXK8l6fl7XN/gvMitGbnFEPcltyZBzsmVmx5kHoKYnqIo6ZvQNC0rPULIJbD+bMS5j0VibJMVqyiKUigUstI32GnTxGuTrPTgfepqb0ViGEZ6OBdjm/QiwfVakpjYW0kanJe2KQZN09I3kfWrCOR/GUDmIbhKJesQWrALhBAEWmyzWCyuZZZlVSqVzWbjOE7i5gzDWCwW6bFNvGq477RphBCapqWnp2lao9HY7Xa73S59Fw6Hw+FwSExPURRFUdKLBAAKhULuITRe3+C8MAzj12IQQsSatNls0nfBcZysmpdVJJB5CACgVqsdDof0TRQKhfiVlpheq9VKLwxCwQ2ftyGEEAo2GNsQQggFG4xtCCGEgg3GNoQQQsEGYxtCCKFgg7ENIYRQsMHYhhBCKNhgbEMIIRRsMLYhhBAKNhjbEEIIBRuMbQghhIINxjaEEELBBmMbQgihYIOxDSGEULDB2IYQQijYYGxDCCEUbIj0mTzb2G+//VZQUDB9+vTQ0FA/7WLz5s2CIGRlZfkp/7q6utWrV48ZM6ZTp05+2sW3335bXl4+ffp0P+Uv0bZt2+rr6ydMmOCn/K1Wa15e3l133ZWcnOynXfzwww+HDh16+OGH/ZQ/ALz//vu9e/ceOHCg/3aBEBIFbrvt3Llzq1evNhqN/tvFzp07d+zY4b/86+vrV69efe7cOf/toqSk5IsvvvBf/hLt3bu3sLDQf/nbbLbVq1f/8ssv/tvFwYMH161b57/8ASA/P//gwYN+3QVCSBS4sQ0hhBBqGYxtCCGEgk3gPm+zWq2XLl3S6/UMw/hpF5cuXQKAqKgoP+XPcdyFCxeioqJUKpWfdlFbW2uxWOLi4vyUv0SXL1/mOC4mJsZP+fM8X1VVFRERodFo/LSLuro6k8kUHx/vp/wBoKqqSqvV+u/5MULIJXBjG0IIIdQyeE8SIYRQsMHYhhBCKNj461FWKx08eDAvL6++vj4jIyMnJ4emaYkb5ufnFxYWOp3OXr16Pf744zqdzltuLVs5atSot99+u6KiokuXLnPmzImIiPBt/jk5OVu3bt20aZPD4UhLS5s5c6b4rM63u5Ben/47Wf4+Uzk5ORcuXFixYoX/Tla7du02b958C50phG4jQuAxm82TJ08uKyuz2Wzz58/ftGmTxA0PHz780EMPXbx40Wq1Lly48P333/eWW4tXTpkypaSkxOl0rly58vXXX/d5/m+++eYjjzxy7ty5urq6N954Y82aNT7fhfT69N/JaoMztWnTppycHP+drNzc3Ozs7FvoTCF0WwnEe5KlpaXJyclJSUksy44dO/bbb7+VuGF4eHhubm50dLRCoYiPj6coyltuLVuZkpLidDrT09Npmp4xY8aMGTN8m//YsWNLSkpSU1Pbt2+v0+nuvffe7777zue7kF6f/jtZ/j5TY8eO3b59e3R0tP9OVvv27SmKuoXOFEK3lUCMbQaDQa/Xi8t6vd5gMEjcsEOHDikpKbt27ZowYcL333//t7/9zVtuLVvpcDicTufzzz8/efLkF154QRwzxYf56/V6u93+448/1tTUmM3mXbt2Xb582ee7kF6fUrQsc3+fKb1ef/nyZaVS6b+T1a1bt9ra2lvoTCF0WwnE2AYAhBBxQWxdytp22LBhH3zwQe/evVeuXNlEbi1YaTabnU7ngw8++OGHH6ampr7xxhu+zV8QBJZlMzMz586dO3v2bIVCodVqfb4LufXZrBZn7r8zJQgCx3GnT5/238lKTU1VKpW31plC6PYRiLEtKiqqpqZGXDYYDNHR0RI33Llz5969ewEgIiLinnvu+fnnn73l1rKVNE2HhISIt4xGjBhx5swZ3+ZvMBiioqImTJjw0UcfvffeeykpKeKrxL7dhfT6lKJlmfv7TBkMhrCwsN69e/vvZF24cCEhIeEWOlMI3VYCMbalp6eXlZVVVlYKglBUVHTnnXdK3JBl2c8++8xsNguCsG/fvqSkJG+5tWxlRUUFx3FlZWV2u72wsLBnz56+zb+oqKh79+45OTkGg8FqtX755ZcjR470+S6k16f/Tpa/z1RRUdGQIUOOHz/uv5O1cePGioqKW+hMIXRbCdBxSf73v/+tWrXK4XD06dNn5syZEntCC4KwatWqvXv3EkJ69Ogxa9assLAwb7m1bGW/fv3WrFlTV1fXrVu3Rx99VPxl7cP8Z86cWVBQ8OWXX6rV6pEjR06cOLGJCmnlypt4strgTM2cOfPHH39cvXq1/06WXq/fuHHjLXSmELp9BGhsQwghhFosEO9JIoQQQq2BsQ0hhFCwwdiGEEIo2GBsQwghFGwwtiGEEAo2GNsQQggFG4xt6Jan0+l27tzZRIK//vWv5DqKohITE5944glxhEmEUFAK0PnbEPKtzMzMxYsXA4DD4SgtLZ03b57FYnnvvfdudrkQQn6BsQ3dFiIjIwcOHCguDx482GAwrFixQkpss9vtlZWVnTt39nMBEUK+hPckUeA6d+5cVlZWREREWlpaQUGBTqcTR1UuKysbOXJkeHh4amrq5s2bxcSlpaUxMTHffvvtH//4x+jo6GHDhh0/ftxbzuHh4RaLhed5AKitrZ01a1ZiYmJYWFhWVlZ5ebmYRqFQfPXVV+3bt589ezYA1NTUTJo0KSYmJj4+/h//+IfdbgeAkydP3n333REREaGhoUOGDDl8+LDckiCE/AFjGwpQTqfzL3/5CwAUFhY+//zzM2fONJlMAGAymf785z8DQEFBwYsvvjh79myz2SxuYjQan3766XXr1p09e3bgwIGZmZmNH6pxHPfjjz8uX748MzNTnBN13LhxJ06c+Oijj7Zv367VajMzM69evSomfuqppxYtWrR8+XKe50eMGGE0GgsKChYvXvzpp5/++9//BoApU6bYbLb169eLc2Q//PDD0kuCEPIjAaGAtH79+vDwcKPRKH5ctWoVABw9enTlypURERF1dXXi+sLCQgDYsWNHSUkJABQVFYnrOY7r0qXLihUrBEFwDWTs0rdv39OnTwuCUFxcrFAoLl++LG7ldDoTEhIKCgoEQWAYZsmSJeL6r776KiQk5MqVK+LHd955Z9q0aTzPL1q0SMxHEISPP/44OjpaEIQmSoIQahv4vA0FqKNHj/br1y8kJET8OHjwYHHh+PHjAwYM0Ol04sehQ4e65vMEgDvuuENcoCgqPT392LFj4kdXXxIAiI6O7tKli7jV8ePHHQ5HbGysKwen0+m6Ldm3b19XYXr16hUeHi5+nDlz5syZMwEgNze3uLh469atpaWlW7dudS+/t5IghNoAxjYUoBwOh3vQEu8fAkCDaV/Env2uj+IjNFcOro/ufUnchYWFRUZGXrp0yWMZNBqNKyuGafjHYjabhw8ffvHixXHjxt13331/+tOfnnnmmWZLghBqA/i8DQWoXr16HTp0yPUsrbi4WFzo0aNHSUlJfX29+HH//v3uYWPfvn3igsViOXDgQI8ePZrdy+XLl48ePSp+NBgM48aNa9zG6tGjx9GjR107/fTTT0eOHLl79+7Dhw8fPXp0yZIlWVlZDaKX3JIghHwIYxsKUOPHjw8NDc3OzhZv97388ssMw1AU9cADD7Ase//993/33Xdbt2595JFHtFqta6vc3NyCgoLi4uJJkyZxHPfggw82vZfk5OTx48dPmTJl9+7d33zzTXZ29vHjx5OTkxsky8rKiomJmTp1aklJycaNG5977rmePXvqdDqTyfTFF1+cOXPmvffee+mll4xGo9hVsgUlQQj50s1+4IeQV6dPnx4+fHhoaOigQYNKS0sZhjEYDIIglJWVjRgxIiwsLCUlZcOGDZMnT/7hhx/EHhxbtmzp06ePTqcbMmTIzz//LOYzceLEcePGeduLyWR65JFHEhISwsLCxo4de+bMGXE9wzD79+93JauoqBg7dmxERIT4DoDFYhEEYf78+Xq9PioqauLEieXl5ePGjRs9enQTJUEItQ2cdxsFqOrq6gMHDtx3333ix6NHjw4cOLC+vt796Zq70tLS/v37O53OBg/k2l7glASh2xbek0QBShCEyZMnv/baa9XV1WVlZY899lh2dra3wIYQQu4wtqEAFRcXt2nTprVr13bu3HnYsGFJSUmLFi262YVCCN0a8J4kQgihYIPtNoQQQsEGYxtCCKFgg7ENIYRQsMHYhhBCKNhgbEMIIRRsMLYhhBAKNhjbEEIIBZv/D63BtSYWEjPiAAAAAElFTkSuQmCC)
The facet_grid
function will create a grid-like plot with one variable on the x-axis and another on the y-axis.
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=continent)) + geom_point() + facet_grid(continent~year)
![](data:image/png;base64,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The previous plot was a bit messy as it contained all combinations of year and continent. Let’s suppose we want our analysis to be a bit more focussed and disregard countries in Oceania (as there are only 2 in our dataset) and years between 1997 and 2002. We should know how to restrict the rows from the gapminder
dataset using the filter
function. Instead of filtering the data, creating a new data frame and construcing the data frame from these new data we can use the%>%
operator to create the data frame on the fly and pass directly to ggplot
. Thus we don’t have to save a new data frame or alter the original data.
filter(gapminder, continent!="Oceania", year %in% c(1997,2002,2007)) %>%
ggplot(aes(x = gdpPercap, y=lifeExp,col=continent)) + geom_point() + facet_grid(continent~year)
![](data:image/png;base64,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Adding text to a plot
Annotations can be added to a plot using the flexible annotate function documented here. This presumes that you know the coordinates that you want to add the annotations at.
p<- ggplot(gapminder, aes(x = gdpPercap, y = lifeExp,col=continent)) + geom_point()
p + annotate("text", x = 90000,y=60, label="Some text")
![](data:image/png;base64,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)
Highlighting particular poins of interest using a rectangle.
p + annotate("rect", xmin=25000, xmax=120000,ymin=50,ymax=75,alpha=0.2)
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)
We can also map directly from a column in our dataset to the label aesthetic. However, this will label all the points which is rather cluttered in our case
ggplot(gapminder, aes(x = gdpPercap, y = lifeExp,col=continent,label=country)) + geom_point() + geom_text()
![](data:image/png;base64,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)
Instead, we could use a different dataset when we create the text labels with geom_text. Here we filter the gapminder dataset to only countries with gdpPercap
greater than 57000 and only these points get labelled. We can also set the text colours to a particular value rather than using the original colour mappings for the plot (based on continent).
p + geom_text(data = filter(gapminder, gdpPercap > 57000),
aes(x = gdpPercap, y = lifeExp,label=country),col="black")
![](data:image/png;base64,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)
p + geom_text(data = filter(gapminder, gdpPercap > 25000, lifeExp < 75),
aes(x = gdpPercap, y = lifeExp,label=country),col="black",size=3) + annotate("rect", xmin=25000, xmax=120000,ymin=50,ymax=75,alpha=0.2)
![](data:image/png;base64,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)
Summarising and grouping with dplyr
The summarise
function can take any R function that takes a vector of values (i.e. a column from a data frame) and returns a single value. Some of the more useful functions include:
min
minimum value
max
maximum value
sum
sum of values
mean
mean value
sd
standard deviation
median
median value
IQR
the interquartile range
n_distinct
the number of distinct values
n
the number of observations (Note: this is a special function that doesn’t take a vector argument, i.e. column)
summarise(gapminder, min(lifeExp), max(gdpPercap), mean(pop))
It is also possible to summarise using a function that takes more than one value, i.e. from multiple columns. For example, we could compute the correlation between year and life expectancy. Here we also assign names to the table that is produced.
gapminder %>%
summarise(MinLifeExpectancy = min(lifeExp),
MaximumGDP = max(gdpPercap),
AveragePop = mean(pop),
Correlation = cor(year, lifeExp))
However, it is not particularly useful to calculate such values from the entire table as we have different continents and years. The group_by
function allows us to split the table into different categories, and compute summary statistics. We can group the data according to year and compute the
gapminder %>%
group_by(year) %>%
summarise(MinLifeExpectancy = min(lifeExp),
MaximumGDP = max(gdpPercap),
AveragePop = mean(pop))
The nice thing about summarise
is that it can followed up by any of the other dplyr
verbs that we have met so far (select
, filter
, arrange
..etc).
Returning to the correlation between life expectancy and year, we can summarise as follows:-
gapminder %>%
group_by(country) %>%
summarise(Correlation = cor(year , lifeExp))
We can then arrange the table by the correlation to see which countries have the lowest correlation
gapminder %>%
group_by(country) %>%
summarise(Correlation = cor(year , lifeExp)) %>%
arrange(Correlation)
We can filter the results to find obsevations of interest
gapminder %>%
group_by(country) %>%
summarise(Correlation = cor(year , lifeExp)) %>%
filter(Correlation < 0)
The countries we identify could then be used as the basis for a plot.
filter(gapminder, country %in% c("Rwanda","Zambia","Zimbabwe")) %>%
ggplot(aes(x=year, y=lifeExp,col=country)) + geom_line()
![](data:image/png;base64,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)
Exercise
- Produce a plot to show the change in average
gdpPercap
for each continent over time.
- see below for a suggestion
Joining
In many real life situations, data are spread across multiple tables or spreadsheets. Usually this occurs because different types of information about a subject, e.g. a patient, are collected from different sources. It may be desirable for some analyses to combine data from two or more tables into a single data frame based on a common column, for example, an attribute that uniquely identifies the subject.
dplyr
provides a set of join functions for combining two data frames based on matches within specified columns. For those familiar with such SQL, these operations are very similar to carrying out join operations between tables in a relational database.
As a toy example, lets consider two data frames that contain the names of various bands, and the instruments that they play:-
band_instruments
band_members
There are various ways in which we can join these two tables together. We will just consider the case of a “left join”.
Animated gif by Garrick Aden-Buie
left_join
returns all rows from the first data frame regardless of whether there is a match in the second data frame. Rows with no match are included in the resulting data frame but have NA values in the additional columns coming from the second data frame.
Animations to illustrate other types of join are available at https://github.com/gadenbuie/tidy-animated-verbs
left_join(band_members, band_instruments)
Joining, by = "name"
right_join
is similar but returns all rows from the second data frame that have a match with rows in the first data frame based on the specified column.
right_join(band_members, band_instruments)
Joining, by = "name"
inner_join
only returns those rows where matches could be made
inner_join(band_members, band_instruments)
Joining, by = "name"
Exercise (open-ended)
- The file
medal_table.csv
in the raw_data/
project sub-directory contains data about how many medals how been won by various countries at the Beijing summer olympics of 2008.
- Read this csv file into R and join with the
gapminder
data from 2007
- What interesting summaries / plots can you make from the data? For example…
- what countries have the greatest percentage of gold medals (ignore countries with too few medals)
- calculate the number of medals won per million people and re-arrange by this new measure. What countries perform best?
- how similar is the distribution of total medals between continents?
- do countries with a larger population tend to win more medals?
- do countries with larger GDP tend to win more medals
- are these trends consistent among different continents?
---
title: "R Crash Course"
author: "Mark Dunning"
date: '`r format(Sys.time(), "Last modified: %d %b %Y")`'
output: 
  html_notebook: 
    toc: yes
    toc_float: yes
editor_options: 
  chunk_output_type: inline
---

# Acknowledgement

These materials are adapted from a course developed at Cancer Research Uk Cambridge Institute by Mark Dunning, Matthew Eldridge and Thomas Carroll.

# R basics

## RStudio



- Rstudio is a free environment for R
- Convenient menus to access scripts, display plots
- Still need to use *command-line* to get things done
- Developed by some of the leading R programmers
- Used by beginners, and experienced users alike

To get started, you will need to install the [latest version of R](https://cran.r-project.org/) and [RStudio Desktop](https://www.rstudio.com/products/rstudio/download3/); both of which are ***free***. 

Once installed, you should be able to launch RStudio by clicking on its icon:-


![](http://www.rstudio.com/wp-content/uploads/2014/03/blue-125.png)

## Entering commands in R

- The traditional way to enter R commands is via the Terminal, or using the console in RStudio (bottom-left panel when RStudio opens for first time).
  + this doesn't automatically keep track of the steps you did
- Alternative, an *R script* can be used to keep a record of the commands you used.
- The R code can be run from inside the script and the results are displayed in the console or Viewer panel (eg plots)
- Each line of R code can be executed by clicking on the line and pressing CTRL and ENTER
- Let's try this now!

<div class="alert alert-info">

#### **File -> New File -> R script > ** 

</div>


```{r}
print("Hello World")
```


# Getting started

![](images/128px-SHARP_ELSIMATE_EL-W221.jpg)

At a basic level, we can use R as a calculator to compute simple sums with the `+`, `-`, `*` (for multiplication) and `/` (for division) symbols. 

```{r}
2 + 2
2 - 2
4 * 3
10 / 2
```

The answer is displayed at the console with a `[1]` in front of it. The `1` inside the square brackets is a place-holder to signify how many values were in the answer (in this case only one). We will talk about dealing with lists of numbers shortly...

In the case of expressions involving multiple operations, R respects the [BODMAS](https://en.wikipedia.org/wiki/Order_of_operations#Mnemonics) system to decide the order in which operations should be performed.

```{r}
2 + 2 *3
2 + (2 * 3)
(2 + 2) * 3
```

R is capable of more complicated arithmetic such as trigonometry and logarithms; like you would find on a fancy scientific calculator. Of course, R also has a plethora of statistical operations as we will see.

![](images/128px-Casio-fx115ES-5564.jpg)

```{r}
pi
sin (pi/2)
cos(pi)
tan(2)
log(1)
```

We can only go so far with performing simple calculations like this. Eventually we will need to store our results for later use. For this, we need to make use of *variables*.

## Variables

A variable is a letter or word which takes (or contains) a value. We
use the assignment 'operator', `<-` to create a variable and store some value in it. 

```{r}
x <- 10
x
myNumber <- 25
myNumber
```
We also can perform arithmetic on variables using functions:

```{r}
sqrt(myNumber)
```

We can add variables together:
```{r}
x + myNumber
```


We can change the value of an existing variable:

```{r}
x <- 21
x
```

- We can set one variable to equal the value of another variable:

```{r}
x <- myNumber
x
```

- We can modify the contents of a variable:

```{r}
myNumber <- myNumber + sqrt(16)
myNumber
```

When we are feeling lazy we might give our variables short names (`x`, `y`, `i`...etc), but a better practice would be to give them meaningful names. There are some restrictions on creating variable names. They cannot start with a number or contain characters such as `.`, `_`, '-'. Naming variables the same as in-built functions in R, such as `c`, `T`, `mean` should also be avoided.

Naming variables is a matter of taste. Some [conventions](http://adv-r.had.co.nz/Style.html) exist such as a separating words with `-` or using *c*amel*C*aps. Whatever convention you decided, stick with it!

## Functions

**Functions** in R perform operations on **arguments** (the inputs(s) to the function). We have already used:

```{r}
sin(x)
```

this returns the sine of x. In this case the function has one argument: **x**. Arguments are always contained in parentheses -- curved brackets, **()** -- separated by commas.


Arguments can be named or unnamed, but if they are unnamed they must be ordered (we will see later how to find the right order). The names of the arguments are determined by the author of the function and can be found in the help page for the function. When testing code, it is easier and safer to name the arguments. `seq` is a function for generating a numeric sequence *from* and *to* particular numbers. Type `?seq` to get the help page for this function.

```{r}
seq(from = 3, to = 20, by = 4)
seq(3, 20, 4)
```

Arguments can have *default* values, meaning we do not need to specify values for these in order to run the function.

`rnorm` is a function that will generate a series of values from a *normal distribution*. In order to use the function, we need to tell R how many values we want

```{r}
## this will produce a random set of numbers, so everyone will get a different set of numbers
rnorm(n=10)
```

The normal distribution is defined by a *mean* (average) and *standard deviation* (spread). However, in the above example we didn't tell R what mean and standard deviation we wanted. So how does R know what to do? All arguments to a function and their default values are listed in the help page

(*N.B sometimes help pages can describe more than one function*)

```{r}
?rnorm
```

In this case, we see that the defaults for mean and standard deviation are 0 and 1. We can change the function to generate values from a distribution with a different mean and standard deviation using the `mean` and `sd` *arguments*. It is important that we get the spelling of these arguments exactly right, otherwise R will an error message, or (worse?) do something unexpected.

```{r}
rnorm(n=10, mean=2,sd=3)
rnorm(10, 2, 3)
```

In the examples above, `seq` and `rnorm` were both outputting a series of numbers, which is called a *vector* in R and is the most-fundamental data-type.


******
******
******



### Exercise


  - What is the value of `pi` to 3 decimal places?
    + see the help for `round` `?round`
  - How can we a create a sequence from 2 to 20 that consists exactly 5 numbers?
    + check the help page for seq `?seq`
  - Create a *variable* containing 1000 random numbers with a *mean* of 2 and a *standard deviation* of 3
    + what is the maximum and minimum of these numbers?
    + what is the average?
    + HINT: see the help pages for functions `min`, `max` and `mean`
    
```{r}


```
    
    
******
******
******

## Saving your script

If you want to re-visit your code at any point, you will need to save a copy.

<div class="alert alert-info">

#### **File > Save As... > ** 
_choose workshop material directory and Create a New Folder called `scripts`_

</div>


## Packages in R

So far we have used functions that are available with the *base* distribution of R; the functions you get with a clean install of R. The open-source nature of R encourages others to write their own functions for their particular data-type or analyses.

Packages are distributed through *repositories*. The most-common ones are CRAN and Bioconductor. CRAN alone has many thousands of packages.

The **Packages** tab in the bottom-right panel of RStudio lists all packages that you currently have installed. Clicking on a package name will show a list of functions that available once that package has been loaded. 

There are functions for installing packages within R. If your package is part of the main **CRAN** repository, you can use `install.packages`

We will be using the `dplyr` R package in this practical. To install it, we would do.

```{r eval=FALSE}
install.packages("dplyr")
install.packages("ggplot2")
install.packages("readr")
```


A package may have several *dependencies*; other R packages from which it uses functions or data types (re-using code from other packages is strongly-encouraged). If this is the case, the other R packages will be located and installed too.

**So long as you stick with the same version of R, you won't need to repeat this install process.**


Once a package is installed, the `library` function is used to load a package and make it's functions / data available in your current R session. *You need to do this every time you load a new RStudio session*. Let's go ahead and load the `dplyr`.


```{r}
## dplyr is a collection of functions for data manipulation
library(dplyr)
```



# Dealing with data

The [***tidyverse***](https://www.tidyverse.org/) is in fact an eco-system of packages that provides a consistent, intuitive system for data manipulation and visualisation in R.


![](https://aberdeenstudygroup.github.io/studyGroup/lessons/SG-T2-JointWorkshop/tidyverse.png)
_Image Credit:_ [***Aberdeen Study Group***](https://aberdeenstudygroup.github.io/studyGroup/lessons/SG-T2-JointWorkshop/PopulationChangeSpeciesOccurrence/)

We are going to explore some of the basic features of the `tidyverse` using data from the [gapminder](https://www.gapminder.org/data/) project, which have been bundled into an [R package](https://github.com/jennybc/gapminder). These data give various indicator variables for different countries around the world (life expectancy, population and Gross Domestic Product). We have saved these data as a `.csv` file called `gapminder.csv` in a sub-directory called `raw_data/` to demonstrate how to import data into R.


You can download these data, along with the rest of the material needed for today's workshop and a copy of this handout  [here](https://github.com/sheffield-bioinformatics-core/r-crash-course/raw/master/CourseData.zip). Save the `.zip` file somewhere on your computer and unzip it.



## Working in Rstudio Projects

We are also going to be working in an Rstudio [Project](https://support.rstudio.com/hc/en-us/articles/200526207-Using-Projects). We suggest you **organize each data analysis into a project: a folder on your computer containing all files relevant to a particular piece of work.**

There are a number of benefits to this practice in general, and the Rstudio implementation in particular, summarised in Jenny Bryan's blogpost on [Project-oriented workflows](https://www.tidyverse.org/articles/2017/12/workflow-vs-script/).

In general makes work: 

- Self-contained
- Portable

RStudio fully supports Project-based workflows, making it easy to switch from one to another, have many projects open at once, re-launch recently used Projects, etc.

There are **a few ways to create new Projects**. We can start new Projects by creating a new directory. We can also **turn an existing directory into a Project**. Let's do this with the unzipped folder containing the workshop materials we just downloaded.


<div class="alert alert-info">

#### **File > New Project > Existing Directory > ...** 
_choose workshop material directory_

</div>

We've now turned our workshop material folder into an Rstudio project and launched it, which means:

- a **fresh R session has been launched** (see how the **Environment** tab is now clear)
- the **working directory has been set to the project root** (you can check this form the header on the Console tab)
- A project specific **History** is initiated.


## Working in R Notebooks

We'll also be working in an [**R Notebook**](https://bookdown.org/yihui/rmarkdown/notebook.html). These file are an [R Markdown](https://bookdown.org/yihui/rmarkdown/) document type, which allow us to **combine R code with** [markdown](https://pandoc.org/MANUAL.html#pandocs-markdown), **a documentation language**, providing a framework for [literate programming](https://en.wikipedia.org/wiki/Literate_programming).  In an R Notebook, R code chunks can be executed independently and interactively, with output visible immediately beneath the input.

**Let's open an R Notebook to start work in.**

<div class="alert alert-info">

#### **File > Open File >** 

- Navigate to the file `notes.Rmd` in the course materials

</div>

Each chunk of R code looks something like this.

    `r ''````{r}
    print('hello world!')
    ```

New R code chunks can be inserted by: 

- keyboard shortcut: `Ctrl + Alt + I` (macOS: `Cmd + Option + I`) 
- `Insert` menu in the editor toolbar.

Each line of R in the chunks can be again executed by clicking on the line or highlighting code and pressing `Ctrl + Enter` (macOS: `Cmd + Enter`), or you can press the green triangle on the right-hand side to run everything in the chunk.


_For more details, check out this [short tutorial](https://annakrystalli.me/literate-programming/) on literate programming in R Markdown_

Let's clear everything and write our first markdown and chunk of code by creating a `markdown` header with:

```
# Packages
```


and loading the `dplyr` packages for the analysis in our notebook

    `r ''````{r load-packages}
    library("dplyr")
    ```

```{r load-packages, message=FALSE}
library("dplyr")
```

<br>



## Reading in data

Any `.csv` file can be imported into R by supplying the path to the file to `readr` function `read_csv` and assigning it to a new object to store the result. A useful sanity check is the `file.exists` function which will print `TRUE` is the file can be found in the working directory.

```{r}
gapminder_path <- "raw_data/gapminder.csv"
file.exists(gapminder_path)
```


Assuming the file can be found, we can use `read_csv` to import. Other functions can be used to read tab-delimited files (`read_delim`) or a generic `read.table` function. A data frame object is created.

```{r}
library(readr)
gapminder <- read_csv(gapminder_path)
```

<div class="alert alert-warning">

**Question: Why would specifying `gapminder_path` as **
```
gapminder_path <- "/Users/Anna/Documents/workflows/workshops/r-crash-course/raw_data/gapminder.csv"
```

**be a bad idea?**

</div>


The data frame object in R allows us to work with **"tabular" data**, like we might be used to dealing with in Excel, where our data can be thought of having **rows and columns**. The values in **each column** have to all be of the **same type** (i.e. all numbers or all text).

In Rstudio, you can **view the contents of the data frame** we have just created using function `View()`. This is useful for interactive exploration of the data, but not so useful for automation, scripting and analyses.

```{r eval=FALSE}
View(gapminder)
```

```{r, echo = FALSE}
gapminder
```



We should **always check the data frame that we have created**. Sometimes R will happily read data using an inappropriate function and create an object without raising an error. However, the data might be unsuable. Consider:-

```{r}
test <- read_table(gapminder_path)
```

```{r, eval=F}
View(test)
```

```{r, echo = FALSE}
test
```

Quick sanity checks can also be performed by inspecting details in the environment tab. 

<div class="alert alert-warning">
Question: Familiarise yourself with the contents of the data frame. What numerical summaries can you produce from the dataset (e.g. average life expectancy per-year, countries that are most wealthy etc) and what plots might be of interest? Discuss with your neighbours

</div>
 
## Manipulating data

We are going to use functions from the **`dplyr`** package (which is automatically loaded by loading the `tidyverse`) to **manipulate the data frame** we have just created. It is perfectly possible to work with data frames using the functions provided as part of "*base R*". However, many find it easy to read and write code using `dplyr`.

There are **many more functions available in `dplyr`** than we will cover today. An overview of all functions is given in the following [cheatsheet](https://www.rstudio.com/wp-content/uploads/2015/02/data-wrangling-cheatsheet.pdf)

### `select`ing columns


We can **access the columns** of a data frame using the `select` function. 

#### by name

Firstly, we can select column by name, by adding bare column names after the name of the data frame, separated by a `,` . 

```{r}
select(gapminder, country, continent)
```

We can also remove columns from by putting a minus (`-`) in front of the column name.

```{r}
select(gapminder, -country)
```

#### range of columns

A range of columns can be selected by the `:` operator.

```{r}
select(gapminder, lifeExp:gdpPercap)
```

#### helper functions 

There are a number of helper functions can be employed if we are unsure about the exact name of the column.

```{r}
select(gapminder, starts_with("life"))
select(gapminder, contains("pop"))
select(gapminder, one_of("pop", "country"))
```

### Restricting rows with filter

So far we have been returning all the rows in the output. We can use what we call a **logical test** to **filter the rows** in a data frame. This logical test will be applied to each row and give either a `TRUE` or `FALSE` result. When filtering, **only rows with a `TRUE` result get returned**.

For example we filter for rows where the **`lifeExp` variable is less than 40**. 

```{r}
filter(gapminder, lifeExp < 40)
```

Internally, R creates a *vector* of `TRUE` or `FALSE`; one for each row in the data frame. This is then used to decide which rows to display.

Testing for equality can be done using `==`. This will only give `TRUE` for entries that are *exactly* the same as the test string. 

```{r}
filter(gapminder, country == "Zambia")

```

N.B. For partial matches, the `grepl` function and / or *regular expressions* (if you know them) can be used.

```{r}
filter(gapminder, grepl("land", country))
```

We can also test if rows are *not* equal to a value using  `!=` 

```{r}
filter(gapminder, continent != "Europe")

```

#### testing more than one condition

There are a couple of ways of testing for more than one pattern. The first uses an *or* `|` statement. i.e. testing if the value of `country` is `Zambia` *or* the value is `Zimbabwe`. Remember to use double `=` sign to test for string equality; `==`.


```{r}
filter(gapminder, country == "Zambia" | country == "Zimbabwe")
```


The `%in%` function is a convenient function for testing which items in a vector correspond to a defined set of values.

```{r}
filter(gapminder, country %in% c("Zambia", "Zimbabwe"))
```


We can require that both tests are `TRUE`,  e.g. which years in Zambia had a life expectancy less than 40, by:

- using an *and* `&` operation.

```{r}
filter(gapminder, country == "Zambia" & lifeExp < 40)

```
Or just by separating conditional statemnets by a `,`

```{r}
filter(gapminder, country == "Zambia", lifeExp < 40)
```


******
******
******

#### Exercise

- Create a subset of the data where the population less than a million in the year 2002
- Create a subset of the data where the life expectancy was greater than 75 in the years prior to 1987
- (EXTRA - if you have time) Create a subset of the **European** data where the life expectancy is greater than 80 in the 2000s


******
******
******

### manipulating column values

As well as selecting existing columns in the data frame, new columns can be created and existing ones manipulated using the `mutate` function. Typically a function or mathematical expression to data in existing columns by row and the result either stored in a new column or reassigned to an existing one. In other words, the number of values returned by the function must be the same as the number of input values. Multiple mutations can be performed in one call.

Here, we create a new column of population in millions (`PopInMillions`) and round `lifeExp` to the nearest integer.

```{r}
mutate(gapminder, PopInMillions = pop / 1e6,
       lifeExp = round(lifeExp))

```

### Ordering and sorting

The whole data frame can be re-ordered according to the values in one column using the `arrange` function. So to order the table according to population size:-

```{r}
arrange(gapminder, pop)
```


The default is `smallest --> largest` by we can change this using the `desc` function

```{r}
arrange(gapminder, desc(pop))
```

`arrange` also works on character vectors, arrange them alpha-numerically.

```{r}
arrange(gapminder, desc(country))
```

We can even order by more than one condition

```{r}
arrange(gapminder, year, pop)
```


### saving data frames

A final point on data frames is that we can **write them to disk once we have done our data processing**. 

Let's create a folder in which to store such processed, analysis ready data

```{r, warning=FALSE, message=FALSE}
dir.create("data")
```


```{r}
byWealth <- arrange(gapminder, desc(gdpPercap))
head(byWealth)
write_csv(byWealth, path = ("data/by_wealth.csv"))
```

We will now try an exercise that involves using several steps of these operations

******
******
******

#### Exercise

- Filter the data to include just observations from the year 2002
- Order the table by increasing life expectancy
- Remove the year column from the resulting data frame
- Write the data frame out to a file in `data/` folder

```{r}



```


******
******
******


### "Piping"

We will **often need to perform an analysis, or clean a dataset, using several `dplyr` functions in sequence**. e.g. filtering, mutating, then selecting columns of interest (possibly followed by plotting - see later).

If we wanted to filter our results to just Europe and then also remove the now somewhat unnecessary `continent` column.

The following is perfectly valid R code, but invites the user to make mistakes when writing it. We also have to create multiple copies of the same data frame.

```{r}
tmp <- filter(gapminder, continent == "Europe")
tmp2 <- select(tmp, -continent)
```

Those familiar with Unix may recall that commands can be joined with a pipe; `|`

In R, `dplyr` commands to be linked together and form a workflow. The symbol `%>%` is pronounced **then**. With a `%>% ` the input to a function is assumed to be the output of the previous line. All the `dplyr` functions that we have seen so far take a data frame as an input and return an altered data frame as an output, so are ameanable to this type of programming.

The example we gave of filtering just the European countries and removing the `continent` column becomes:-

*notice that in the `select` statement we don't need to specify the name of the data frame*

```{r}
filter(gapminder, continent=="Europe") %>% 
  select(-continent)

```

We can join as many `dplyr` functions as we require for the analysis.

```{r}
filter(gapminder, continent=="Europe") %>% 
  select(-continent) %>% 
  mutate(lifeExp = round(lifeExp)) %>% 
  arrange(year, lifeExp) %>% 
  select(country, year:lifeExp) %>% 
  write_csv(path = "data/europe_by_lifeExp.csv")

```


# Plotting

The R language has extensive graphical capabilities.

Graphics in R may be created by many different methods including base graphics and more advanced plotting packages such as lattice.

The `ggplot2` package was created by Hadley Wickham and provides a intuitive plotting system to rapidly generate publication quality graphics.

`ggplot2` builds on the concept of the “Grammar of Graphics” (Wilkinson 2005, Bertin 1983) which describes a consistent syntax for the construction of a wide range of complex graphics by a concise description of their components.

## Why use ggplot2?

The structured syntax and high level of abstraction used by ggplot2 should allow for the user to concentrate on the visualisations instead of creating the underlying code.

On top of this central philosophy ggplot2 has:

- Increased flexibility over many plotting systems.
- An advanced theme system for professional/publication level graphics.
- Large developer base – Many libraries extending its flexibility.
- Large user base – Great documentation and active mailing list.


It is always useful to think about the message you want to convey and the appropriate plot before writing any R code. Resources like [this](https://www.data-to-viz.com/) should help.

With some practice, `ggplot2` makes it easier to go from the figure you are imagining in our head (or on paper) to a publication-ready image in R.

As with `dplyr`, we won't have time to cover all details of `ggplot2`. This is however a useful [cheatsheet](https://www.rstudio.com/wp-content/uploads/2015/03/ggplot2-cheatsheet.pdf) that can be printed as a reference.

## Basic plot types

A plot in `ggplot2` is created with the following type of command

```
ggplot(data = <DATA>, mapping = aes(<MAPPINGS>)) +  <GEOM_FUNCTION>()
```

So we need to specify

- The data to be used in graph
- Mappings of data to the graph (*aesthetic* mapping)
- What type of graph we want to use (The *geom* to use).

Lets say that we want to explore the relationship between GDP and Life Expectancy. We might start with the hypothesis that richer countries have higher life expectancy. A sensible choice of plot would be a *scatter plot* with gdp on the x-axis and life expectancy on the y-axis.

The first stage is to specify our dataset

```{r}
library(ggplot2)
ggplot(data = gapminder)
```

For the aesthetics, as a bare minimum we will map the `gdpPercap` and `lifeExp` to the x- and y-axis of the plot

```{r}
ggplot(data = gapminder,aes(x=gdpPercap, y=lifeExp))
```

That created the axes, but we still need to define how to display our points on the plot. As we have continuous data for both the x- and y-axis, `geom_point` is a good choice.

```{r}
ggplot(data = gapminder,aes(x=gdpPercap, y=lifeExp)) + geom_point()
```




The *geom* we use will depend on what kind of data we have (continuous, categorical etc)

- `geom_point()` - Scatter plots
- `geom_line()` - Line plots
- `geom_smooth()` - Fitted line plots
- `geom_bar()` - Bar plots
- `geom_boxplot()` - Boxplots
- `geom_jitter()` - Jitter to plots
- `geom_histogram()` - Histogram plots
- `geom_density()` - Density plots
- `geom_text()` - Text to plots
- `geom_errorbar()` - Errorbars to plots
- `geom_violin()` - Violin plots
- `geom_tile()` - for "heatmap"-like plots


Boxplots are commonly used to visualise the distributions of continuous data. We have to use a categorical variable on the x-axis. In the case of the `gapminder` data we might have to persuade `ggplot2` that the `year` column is a `factor` rather than numerical data.

```{r}
ggplot(gapminder, aes(x = as.factor(year), y=gdpPercap)) + geom_boxplot()
```


```{r}
ggplot(gapminder, aes(x = gdpPercap)) + geom_histogram()
```

Counts with a barplot

```{r}
ggplot(gapminder, aes(x=continent)) + geom_bar()
```
The height of the bars can also be mapped directly to numeric variables in the data frame if the `geom_col` function is used instead of `geom_bar`. Note that the axis labels can be modified, as we will see later on.

```{r}
gapminder2002 <- filter(gapminder, year==2002,continent=="Americas")
ggplot(gapminder2002, aes(x=country,y=gdpPercap)) + geom_col()
```



Where appropriate, we can add multiple layers of `geom`s to the plot. For instance, a criticism of the boxplot is that it does not show all the data. We can rectify this by overlaying the individual points.

```{r}
ggplot(gapminder, aes(x = as.factor(year), y=gdpPercap)) + geom_boxplot() + geom_point()
```

```{r}
ggplot(gapminder, aes(x = as.factor(year), y=gdpPercap)) + geom_boxplot() + geom_jitter(width=0.1)
```


******
******
******

### Exercises


- The violin plot is a popular alternative to the boxplot. Create a violin plot with `geom_violin` to visualise the increase in GDP over time.
- Create a subset of the `gapminder` data frame containing just the rows for your country of birth
- Has there been an increase in life expectancy over time?
    + visualise the trend using a scatter plot (`geom_point`), line graph (`geom_line`) or smoothed line (`geom_smooth`).


******
******
******

As we have seen already, `ggplot` offers an interface to create many popular plot types. It is up to the user to decide what the best way to visualise the data.

It is also up to the user how to interpret the data. Consider the following plot and what message it might be conveying. 

![](images/good_correlation.png)

However, when considering [the source of the plot](http://www.tylervigen.com/spurious-correlations) your interpretation might change.

## Customising the plot appearance

Our plots are a bit dreary at the moment, but one way to add colour is to add a `col` argument to the `geom_point` function. The value can be any of the pre-defined colour names in R. These are displayed in this [handy online reference](http://www.stat.columbia.edu/~tzheng/files/Rcolor.pdf). *R*ed, *G*reen, *B*lue of *Hex* values can also be given.

```{r}
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp)) + geom_point(col="red")
```

However, a powerful feature of `ggplot2` is that colours are treated as aesthetics of the plot. In other words we can use column in our dataset.

Let's say that we want points on our plot to be coloured according to continent. We add an extra argument to the definition of aesthetics to define the mapping. `ggplot2` will even decide on colours and create a legend for us.

```{r}
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=continent)) + geom_point()
```



<div class="alert alert-warning">

**Question: Can you explain why the colour scheme used on the following two plots are different**

</div>

```{r}
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=year)) + geom_point()
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=as.factor(year))) + geom_point()
```

Shape and size of points can also be mapped from the data. However, it is easy to get carried away.

```{r}
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,shape=continent,size=pop,col=as.factor(year))) + geom_point()
```

Scales and their legends have so far been handled using ggplot2 defaults. ggplot2 offers functionality to have finer control over scales and legends using the scale methods.

Scale methods are divided into functions by combinations of

- the aesthetics they control.

- the type of data mapped to scale.

`scale_`*aesthetic*_*type*

Try typing in `scale_` then tab to autocomplete. This will provide some examples of the scale functions available in `ggplot2`.

Although different scale functions accept some variety in their arguments, common arguments to scale functions include -

- name - The axis or legend title

- limits - Minimum and maximum of the scale

- breaks - Label/tick positions along an axis

- labels - Label names at each break

- values - the set of aesthetic values to map data values

We can choose specific colour palettes, such as those provided by the `RColorBrewer` package. This package provides palettes for different types of scale (sequential, diverging, qualitative).

```{r}
library(RColorBrewer)
display.brewer.all()
```
When experimenting with colour palettes and labels, it is useful to save the plot as an object

```{r}
p <- ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=continent)) + geom_point()
```


```{r}
p + scale_color_brewer(palette = "Set2")
```

Or we can even specify our own colours; such as The University of Sheffield branding colours

```{r}
my_pal <- c(rgb(0,159,218,maxColorValue = 255),
            rgb(31,20,93,maxColorValue = 255),
            rgb(249,227,0,maxColorValue = 255),
            rgb(0,155,72,maxColorValue = 255),
            rgb(190,214,0,maxColorValue = 255))
p + scale_color_manual(values=my_pal)

```


Various labels can be modified using the `labs` function.

```{r}
p + labs(x="Wealth",y="Life Expectancy",title="Relationship between Wealth and Life Expectancy")
```

We can also modify the x- and y- limits of the plot so that any outliers are not shown. `ggplot2` will give a warning that some points are excluded.

```{r}
p + xlim(0,60000)
```

Saving is supported by the `ggsave` function.

```{r}

ggsave(p, file="my_ggplot.png")
```

Most aspects of the plot can be modified from the background colour to the grid sizes and font. Several pre-defined "themes" exist and we can modify the appearance of the whole plot using a `theme_..` function.

```{r}
p + theme_bw()
```

More themes are supported by the `ggthemes` package. You can make your plots look like the Economist, Wall Street Journal or Excel (**but please don't do this!**)

## Facets

One very useful feature of ggplot is faceting. This allows you to produce plots subset by variables in your data. In the scatter plot above, it was quite difficult to see if the relationship between gdp and life expectancy was the same for each continent. To overcome this, we would like a see a separate plot for each continent.

To facet our data into multiple plots we can use the `facet_wrap` or `facet_grid` function and specify the variable we split by. 

```{r}
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=continent)) + geom_point() + facet_wrap(~continent)

```

The `facet_grid` function will create a grid-like plot with one variable on the x-axis and another on the y-axis.

```{r fig.width=12}
ggplot(gapminder, aes(x = gdpPercap, y=lifeExp,col=continent)) + geom_point() + facet_grid(continent~year)
```


The previous plot was a bit messy as it contained all combinations of year and continent. Let's suppose we want our analysis to be a bit more focussed and disregard countries in Oceania (as there are only 2 in our dataset) and years between 1997 and 2002. We should know how to restrict the rows from the `gapminder` dataset using the `filter` function. Instead of filtering the data, creating a new data frame and construcing the data frame from these new data we can use the` %>%` operator to create the data frame on the fly and pass directly to `ggplot`. Thus we don't have to save a new data frame or alter the original data.


```{r fig.width=12}
filter(gapminder, continent!="Oceania", year %in% c(1997,2002,2007)) %>% 
  ggplot(aes(x = gdpPercap, y=lifeExp,col=continent)) + geom_point() + facet_grid(continent~year)
```

## Adding text to a plot

Annotations can be added to a plot using the flexible annotate function documented [here](https://ggplot2.tidyverse.org/reference/annotate.html). This presumes that you know the coordinates that you want to add the annotations at.

```{r}
p<- ggplot(gapminder, aes(x = gdpPercap, y = lifeExp,col=continent)) + geom_point()
p + annotate("text", x = 90000,y=60, label="Some text")
```

Highlighting particular poins of interest using a rectangle.

```{r}
p + annotate("rect", xmin=25000, xmax=120000,ymin=50,ymax=75,alpha=0.2)
```

We can also map directly from a column in our dataset to the label aesthetic. However, this will label all the points which is rather cluttered in our case

```{r}
ggplot(gapminder, aes(x = gdpPercap, y = lifeExp,col=continent,label=country)) + geom_point() + geom_text()
```

Instead, we could use a different dataset when we create the text labels with geom_text. Here we filter the gapminder dataset to only countries with `gdpPercap` greater than 57000 and only these points get labelled. We can also set the text colours to a particular value rather than using the original colour mappings for the plot (based on continent).


```{r}
p + geom_text(data = filter(gapminder, gdpPercap > 57000), 
              aes(x = gdpPercap, y = lifeExp,label=country),col="black")
```

```{r}
p + geom_text(data = filter(gapminder, gdpPercap > 25000, lifeExp < 75), 
              aes(x = gdpPercap, y = lifeExp,label=country),col="black",size=3) + annotate("rect", xmin=25000, xmax=120000,ymin=50,ymax=75,alpha=0.2)
```

## Comment about the axis scale

The plot of `gdpPercap` vs `lifeExp` on the original scale seems to be influenced by the outlier observations (which we now know are observations from Kuwait). In such situations it may be possible to transform the scale of one axis for visualisation purposes. One such transformation is log10, which we can apply with the `scale_x_log10` function. Others include `scale_x_log2`,  `scale_x_sqrt` and equivalents for the y axis.

```{r}
p + scale_x_log10()
```

By splitting the plot by continents we see more clearly which continents have a more linear relationship. At the moment this is useful for visualisation purposes, if we wanted to obtain summaries from the data we would need the techniques in the next section.

```{r}
p + scale_x_log10() + geom_smooth(method="lm",col="black") + facet_wrap(~continent)
```



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### Exercise

- In a previous exercise we filtered the gapminder data to a particular country of interest, and then plotted the trend in life expectancy over time
- Repeat this plot, but selecting three countries of interest and using piping `%>%` to avoid creating an intermediate data frame
- Use a *facet* to split into separate plots 
- See below for an example

![](images/ggplot_example.png)

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# Summarising and grouping with dplyr

The `summarise` function can take any R function that takes a vector of values (i.e. a column from a data frame) and returns a single value. Some of the more useful functions include:

- `min` minimum value
- `max` maximum value
- `sum` sum of values
- `mean` mean value
- `sd` standard deviation
- `median` median value
- `IQR` the interquartile range
- `n_distinct` the number of distinct values
- `n` the number of observations (Note: this is a special function that doesn’t take a vector argument, i.e. column)


```{r}
summarise(gapminder, min(lifeExp), max(gdpPercap), mean(pop))
```

It is also possible to summarise using a function that takes more than one value, i.e. from multiple columns. For example, we could compute the correlation between year and life expectancy. Here we also assign names to the table that is produced.

```{r}
gapminder %>% 
summarise(MinLifeExpectancy = min(lifeExp), 
          MaximumGDP = max(gdpPercap), 
          AveragePop = mean(pop), 
          Correlation = cor(year, lifeExp))
```

However, it is not particularly useful to calculate such values from the entire table as we have different continents and years. The `group_by` function allows us to split the table into different categories, and compute summary statistics. We can group the data according to year and compute the 

```{r}
gapminder %>% 
    group_by(year) %>% 
    summarise(MinLifeExpectancy = min(lifeExp), 
              MaximumGDP = max(gdpPercap), 
              AveragePop = mean(pop))
```

The nice thing about `summarise` is that it can followed up by any of the other `dplyr` verbs that we have met so far (`select`, `filter`, `arrange`..etc). 

Returning to the correlation between life expectancy and year, we can summarise as follows:-

```{r}
gapminder %>%     
    group_by(country) %>% 
    summarise(Correlation = cor(year , lifeExp))
```
We can then arrange the table by the correlation to see which countries have the lowest correlation

```{r}
gapminder %>%      
    group_by(country) %>% 
    summarise(Correlation = cor(year , lifeExp)) %>% 
    arrange(Correlation)
```

We can filter the results to find obsevations of interest

```{r}
gapminder %>%      
    group_by(country) %>% 
    summarise(Correlation = cor(year , lifeExp)) %>% 
    filter(Correlation < 0)
```

The countries we identify could then be used as the basis for a plot.

```{r}
filter(gapminder, country %in% c("Rwanda","Zambia","Zimbabwe")) %>% 
  ggplot(aes(x=year, y=lifeExp,col=country)) + geom_line()
``` 


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### Exercise

- Produce a plot to show the change in average `gdpPercap` for each continent over time.
- see below for a suggestion

![](images/ggplot2_target.png)


# Joining

In many real life situations, data are spread across multiple tables or spreadsheets. Usually this occurs because different types of information about a subject, e.g. a patient, are collected from different sources. It may be desirable for some analyses to combine data from two or more tables into a single data frame based on a common column, for example, an attribute that uniquely identifies the subject.

`dplyr` provides a set of join functions for combining two data frames based on matches within specified columns. For those familiar with such SQL, these operations are very similar to carrying out join operations between tables in a relational database.

As a toy example, lets consider two data frames that contain the names of various bands, and the instruments that they play:-
```{r}
band_instruments
band_members
```

There are various ways in which we can join these two tables together. We will just consider the case of a "left join".

![](images/left-join.gif)

*Animated gif by Garrick Aden-Buie*

`left_join` returns all rows from the first data frame regardless of whether there is a match in the second data frame. Rows with no match are included in the resulting data frame but have NA values in the additional columns coming from the second data frame.

Animations to illustrate other types of join are available at [https://github.com/gadenbuie/tidy-animated-verbs](https://github.com/gadenbuie/tidy-animated-verbs)

```{r}
left_join(band_members, band_instruments)
```

`right_join` is similar but returns all rows from the second data frame that have a match with rows in the first data frame based on the specified column.

```{r}
right_join(band_members, band_instruments)
```

`inner_join` only returns those rows where matches could be made

```{r}
inner_join(band_members, band_instruments)
```
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### Exercise (open-ended)

- The file `medal_table.csv` in the `raw_data/` project sub-directory contains data about how many medals how been won by various countries at the Beijing summer olympics of 2008.
- Read this csv file into R and join with the `gapminder` data from 2007
- What interesting summaries / plots can you make from the data? For example...
  + what countries have the greatest percentage of gold medals (ignore countries with too few medals)
  + calculate the number of medals won per million people and re-arrange by this new measure. What countries perform best?
  + how similar is the distribution of total medals between continents?
  + do countries with a larger population tend to win more medals?
  + do countries with larger GDP tend to win more medals
  + are these trends consistent among different continents?
  
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Comment about the axis scale
The plot of
gdpPercap
vslifeExp
on the original scale seems to be influenced by the outlier observations (which we now know are observations from Kuwait). In such situations it may be possible to transform the scale of one axis for visualisation purposes. One such transformation is log10, which we can apply with thescale_x_log10
function. Others includescale_x_log2
,scale_x_sqrt
and equivalents for the y axis.By splitting the plot by continents we see more clearly which continents have a more linear relationship. At the moment this is useful for visualisation purposes, if we wanted to obtain summaries from the data we would need the techniques in the next section.
Exercise
%>%
to avoid creating an intermediate data frame