Manipulação de dados com data.table
#-----------------------------------------------------------------------
# Tutorial básico de data.table.
library(data.table)
# Curiosidade:
# https://stackoverflow.com/questions/24715894/faster-way-to-read-fixed-width-files-in-r
#-----------------------------------------------------------------------
# Carregando um conjunto de dados do repositório de ML.
# browseURL("http://archive.ics.uci.edu/ml/datasets/Bank+Marketing")
# Download do arquivo.
u <- "http://archive.ics.uci.edu/ml/machine-learning-databases/00222/bank.zip"
download.file(u, destfile = basename(u))
# Descompactação.
dir()
## [1] "00-datatable-ggplot2_cache"
## [2] "00-datatable-ggplot2.Rmd"
## [3] "01-cross-validation.html"
## [4] "01-cross-validation.Rmd"
## [5] "02-gradient-methods.html"
## [6] "02-gradient-methods.Rmd"
## [7] "03-regularization.html"
## [8] "03-regularization.Rmd"
## [9] "04-regression-trees.html"
## [10] "04-regression-trees.Rmd"
## [11] "05-support-vector-machine.html"
## [12] "05-support-vector-machine.Rmd"
## [13] "06-k-nearest-neighborhood.html"
## [14] "06-k-nearest-neighborhood.Rmd"
## [15] "07-naive-bayes.html"
## [16] "07-naive-bayes.Rmd"
## [17] "08-logistic-regression.html"
## [18] "08-logistic-regression.Rmd"
## [19] "09-linear-discriminant-analysis.html"
## [20] "09-linear-discriminant-analysis.Rmd"
## [21] "10-clustering.html"
## [22] "10-clustering.Rmd"
## [23] "bank.zip"
## [24] "_output.yaml"
utils::unzip(zipfile = basename(u))
# Número de linhas e topo da tabela usando funções do Shell.
system("wc -l bank-full.csv")
system("head -n 3 bank-full.csv")
# Carregando o arquivo com utils::read.table().
system.time(da <- read.table(file = "bank-full.csv",
header = TRUE,
sep = ";",
stringsAsFactors = FALSE))
## user system elapsed
## 0.340 0.000 0.342
## 'data.frame': 45211 obs. of 17 variables:
## $ age : int 58 44 33 47 33 35 28 42 58 43 ...
## $ job : chr "management" "technician" "entrepreneur" "blue-collar" ...
## $ marital : chr "married" "single" "married" "married" ...
## $ education: chr "tertiary" "secondary" "secondary" "unknown" ...
## $ default : chr "no" "no" "no" "no" ...
## $ balance : int 2143 29 2 1506 1 231 447 2 121 593 ...
## $ housing : chr "yes" "yes" "yes" "yes" ...
## $ loan : chr "no" "no" "yes" "no" ...
## $ contact : chr "unknown" "unknown" "unknown" "unknown" ...
## $ day : int 5 5 5 5 5 5 5 5 5 5 ...
## $ month : chr "may" "may" "may" "may" ...
## $ duration : int 261 151 76 92 198 139 217 380 50 55 ...
## $ campaign : int 1 1 1 1 1 1 1 1 1 1 ...
## $ pdays : int -1 -1 -1 -1 -1 -1 -1 -1 -1 -1 ...
## $ previous : int 0 0 0 0 0 0 0 0 0 0 ...
## $ poutcome : chr "unknown" "unknown" "unknown" "unknown" ...
## $ y : chr "no" "no" "no" "no" ...
# Lendo com a data.table::fread().
system.time(db <- fread(input = "bank-full.csv",
header = TRUE,
sep = ";"))
## user system elapsed
## 0.028 0.000 0.027
## Classes 'data.table' and 'data.frame': 45211 obs. of 17 variables:
## $ age : int 58 44 33 47 33 35 28 42 58 43 ...
## $ job : chr "management" "technician" "entrepreneur" "blue-collar" ...
## $ marital : chr "married" "single" "married" "married" ...
## $ education: chr "tertiary" "secondary" "secondary" "unknown" ...
## $ default : chr "no" "no" "no" "no" ...
## $ balance : int 2143 29 2 1506 1 231 447 2 121 593 ...
## $ housing : chr "yes" "yes" "yes" "yes" ...
## $ loan : chr "no" "no" "yes" "no" ...
## $ contact : chr "unknown" "unknown" "unknown" "unknown" ...
## $ day : int 5 5 5 5 5 5 5 5 5 5 ...
## $ month : chr "may" "may" "may" "may" ...
## $ duration : int 261 151 76 92 198 139 217 380 50 55 ...
## $ campaign : int 1 1 1 1 1 1 1 1 1 1 ...
## $ pdays : int -1 -1 -1 -1 -1 -1 -1 -1 -1 -1 ...
## $ previous : int 0 0 0 0 0 0 0 0 0 0 ...
## $ poutcome : chr "unknown" "unknown" "unknown" "unknown" ...
## $ y : chr "no" "no" "no" "no" ...
## - attr(*, ".internal.selfref")=<externalptr>
#-----------------------------------------------------------------------
# Usando os operadores da estrutura DT[i, j, by].
# DT[i, j, by]
# | | |
# | | +--> Faz operações por estratos.
# | +--> Transforma variáveis (cria, muda, combina, resume e remove).
# +--> Aplica filtros nas linhas.
# Filtrando os dados.
db[age > 50, ]
## age job marital education default balance housing loan
## 1: 58 management married tertiary no 2143 yes no
## 2: 58 retired married primary no 121 yes no
## 3: 53 technician married secondary no 6 yes no
## 4: 58 technician married unknown no 71 yes no
## 5: 57 services married secondary no 162 yes no
## ---
## 9251: 73 retired married secondary no 2850 no no
## 9252: 51 technician married tertiary no 825 no no
## 9253: 71 retired divorced primary no 1729 no no
## 9254: 72 retired married secondary no 5715 no no
## 9255: 57 blue-collar married secondary no 668 no no
## contact day month duration campaign pdays previous poutcome y
## 1: unknown 5 may 261 1 -1 0 unknown no
## 2: unknown 5 may 50 1 -1 0 unknown no
## 3: unknown 5 may 517 1 -1 0 unknown no
## 4: unknown 5 may 71 1 -1 0 unknown no
## 5: unknown 5 may 174 1 -1 0 unknown no
## ---
## 9251: cellular 17 nov 300 1 40 8 failure yes
## 9252: cellular 17 nov 977 3 -1 0 unknown yes
## 9253: cellular 17 nov 456 2 -1 0 unknown yes
## 9254: cellular 17 nov 1127 5 184 3 success yes
## 9255: telephone 17 nov 508 4 -1 0 unknown no
db[age > 50 & y == "no", ]
## age job marital education default balance housing loan
## 1: 58 management married tertiary no 2143 yes no
## 2: 58 retired married primary no 121 yes no
## 3: 53 technician married secondary no 6 yes no
## 4: 58 technician married unknown no 71 yes no
## 5: 57 services married secondary no 162 yes no
## ---
## 7938: 70 retired married primary no 324 no no
## 7939: 63 retired married secondary no 1495 no no
## 7940: 59 unknown married unknown no 1500 no no
## 7941: 59 management married tertiary no 138 yes yes
## 7942: 57 blue-collar married secondary no 668 no no
## contact day month duration campaign pdays previous poutcome y
## 1: unknown 5 may 261 1 -1 0 unknown no
## 2: unknown 5 may 50 1 -1 0 unknown no
## 3: unknown 5 may 517 1 -1 0 unknown no
## 4: unknown 5 may 71 1 -1 0 unknown no
## 5: unknown 5 may 174 1 -1 0 unknown no
## ---
## 7938: cellular 15 nov 78 1 96 7 success no
## 7939: cellular 16 nov 138 1 22 5 success no
## 7940: cellular 16 nov 280 1 104 2 failure no
## 7941: cellular 16 nov 162 2 187 5 failure no
## 7942: telephone 17 nov 508 4 -1 0 unknown no
# O total de registros.
db[age > 50, .N]
## [1] 9255
db[age > 50 & y == "no", .N]
## [1] 7942
# A média para balanço.
db[age > 50, mean(balance)]
## [1] 1858.465
db[age > 50 & y == "no", mean(balance)]
## [1] 1773.603
# Duas medidas resumo.
db[, list(m = mean(balance), s = sd(duration))]
## m s
## 1: 1362.272 257.5278
# Tabela de frequência por categoria.
db[, .N, by = education]
## education N
## 1: tertiary 13301
## 2: secondary 23202
## 3: unknown 1857
## 4: primary 6851
# Tabela de frequência por categoria.
db[, .N, by = list(education, y)]
## education y N
## 1: tertiary no 11305
## 2: secondary no 20752
## 3: unknown no 1605
## 4: primary no 6260
## 5: secondary yes 2450
## 6: tertiary yes 1996
## 7: unknown yes 252
## 8: primary yes 591
db[, .N, by = .(education, y)]
## education y N
## 1: tertiary no 11305
## 2: secondary no 20752
## 3: unknown no 1605
## 4: primary no 6260
## 5: secondary yes 2450
## 6: tertiary yes 1996
## 7: unknown yes 252
## 8: primary yes 591
# Medidas resumo por estrato.
db[, mean(balance), by = y]
## y V1
## 1: no 1303.715
## 2: yes 1804.268
db[, mean(balance), by = education]
## education V1
## 1: tertiary 1758.416
## 2: secondary 1154.881
## 3: unknown 1526.754
## 4: primary 1250.950
db[, mean(balance), by = job]
## job V1
## 1: management 1763.6168
## 2: technician 1252.6321
## 3: entrepreneur 1521.4701
## 4: blue-collar 1078.8267
## 5: unknown 1772.3576
## 6: retired 1984.2151
## 7: admin. 1135.8389
## 8: services 997.0881
## 9: self-employed 1647.9709
## 10: unemployed 1521.7460
## 11: housemaid 1392.3952
## 12: student 1388.0608
# Converter para fator.
db[, education := factor(education)]
str(db)
## Classes 'data.table' and 'data.frame': 45211 obs. of 17 variables:
## $ age : int 58 44 33 47 33 35 28 42 58 43 ...
## $ job : chr "management" "technician" "entrepreneur" "blue-collar" ...
## $ marital : chr "married" "single" "married" "married" ...
## $ education: Factor w/ 4 levels "primary","secondary",..: 3 2 2 4 4 3 3 3 1 2 ...
## $ default : chr "no" "no" "no" "no" ...
## $ balance : int 2143 29 2 1506 1 231 447 2 121 593 ...
## $ housing : chr "yes" "yes" "yes" "yes" ...
## $ loan : chr "no" "no" "yes" "no" ...
## $ contact : chr "unknown" "unknown" "unknown" "unknown" ...
## $ day : int 5 5 5 5 5 5 5 5 5 5 ...
## $ month : chr "may" "may" "may" "may" ...
## $ duration : int 261 151 76 92 198 139 217 380 50 55 ...
## $ campaign : int 1 1 1 1 1 1 1 1 1 1 ...
## $ pdays : int -1 -1 -1 -1 -1 -1 -1 -1 -1 -1 ...
## $ previous : int 0 0 0 0 0 0 0 0 0 0 ...
## $ poutcome : chr "unknown" "unknown" "unknown" "unknown" ...
## $ y : chr "no" "no" "no" "no" ...
## - attr(*, ".internal.selfref")=<externalptr>
## [1] "primary" "secondary" "tertiary" "unknown"
db[, marital := factor(marital)]
str(db)
## Classes 'data.table' and 'data.frame': 45211 obs. of 17 variables:
## $ age : int 58 44 33 47 33 35 28 42 58 43 ...
## $ job : chr "management" "technician" "entrepreneur" "blue-collar" ...
## $ marital : Factor w/ 3 levels "divorced","married",..: 2 3 2 2 3 2 3 1 2 3 ...
## $ education: Factor w/ 4 levels "primary","secondary",..: 3 2 2 4 4 3 3 3 1 2 ...
## $ default : chr "no" "no" "no" "no" ...
## $ balance : int 2143 29 2 1506 1 231 447 2 121 593 ...
## $ housing : chr "yes" "yes" "yes" "yes" ...
## $ loan : chr "no" "no" "yes" "no" ...
## $ contact : chr "unknown" "unknown" "unknown" "unknown" ...
## $ day : int 5 5 5 5 5 5 5 5 5 5 ...
## $ month : chr "may" "may" "may" "may" ...
## $ duration : int 261 151 76 92 198 139 217 380 50 55 ...
## $ campaign : int 1 1 1 1 1 1 1 1 1 1 ...
## $ pdays : int -1 -1 -1 -1 -1 -1 -1 -1 -1 -1 ...
## $ previous : int 0 0 0 0 0 0 0 0 0 0 ...
## $ poutcome : chr "unknown" "unknown" "unknown" "unknown" ...
## $ y : chr "no" "no" "no" "no" ...
## - attr(*, ".internal.selfref")=<externalptr>
## [1] "divorced" "married" "single"
# Padronizar uma variável para o intervalo unitário.
db[, ageu := (age - min(age))/diff(range(age))]
str(db)
## Classes 'data.table' and 'data.frame': 45211 obs. of 18 variables:
## $ age : int 58 44 33 47 33 35 28 42 58 43 ...
## $ job : chr "management" "technician" "entrepreneur" "blue-collar" ...
## $ marital : Factor w/ 3 levels "divorced","married",..: 2 3 2 2 3 2 3 1 2 3 ...
## $ education: Factor w/ 4 levels "primary","secondary",..: 3 2 2 4 4 3 3 3 1 2 ...
## $ default : chr "no" "no" "no" "no" ...
## $ balance : int 2143 29 2 1506 1 231 447 2 121 593 ...
## $ housing : chr "yes" "yes" "yes" "yes" ...
## $ loan : chr "no" "no" "yes" "no" ...
## $ contact : chr "unknown" "unknown" "unknown" "unknown" ...
## $ day : int 5 5 5 5 5 5 5 5 5 5 ...
## $ month : chr "may" "may" "may" "may" ...
## $ duration : int 261 151 76 92 198 139 217 380 50 55 ...
## $ campaign : int 1 1 1 1 1 1 1 1 1 1 ...
## $ pdays : int -1 -1 -1 -1 -1 -1 -1 -1 -1 -1 ...
## $ previous : int 0 0 0 0 0 0 0 0 0 0 ...
## $ poutcome : chr "unknown" "unknown" "unknown" "unknown" ...
## $ y : chr "no" "no" "no" "no" ...
## $ ageu : num 0.519 0.338 0.195 0.377 0.195 ...
## - attr(*, ".internal.selfref")=<externalptr>
## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 0.0000 0.1948 0.2727 0.2979 0.3896 1.0000
# Ordenar a tabela.
db <- db[order(job, marital, age)]
db[, c("job", "marital", "age")]
## job marital age
## 1: admin. divorced 26
## 2: admin. divorced 26
## 3: admin. divorced 26
## 4: admin. divorced 27
## 5: admin. divorced 27
## ---
## 45207: unknown single 51
## 45208: unknown single 57
## 45209: unknown single 58
## 45210: unknown single 59
## 45211: unknown single 61
Trabalhando com dados do IPEADATA
#-----------------------------------------------------------------------
# Manipulação de dados com classe `data.table`.
#--------------------------------------------
# Usando data.table com dados do IPEA data.
# Dados de abrangência nacional datificados por município das variáveis:
# i) população urbana, ii) população rural, iii) população
# econômicamente ativa urbana e iv) população econômicamente ativa
# rural. Fazer o download com todos os anos disponíveis. Todas as
# tabelas estão no tema social. As tabelas i e ii estão em "Demografia"
# e as iii e iv estão em "Mercado de trabalho".
# Muda o diretório de trabalho para onde estão os arquivos.
setwd("../datasets")
# Nomes dos arquivos.
f <- dir(pattern = "^ipeadata-")
f
# Lendo as tabelas mantendo todas em lista.
tabs <- sapply(f,
simplify = FALSE,
FUN = fread,
header = TRUE,
skip = 1,
sep = ";",
dec = ",",
quote = "")
str(tabs)
# Lendo as tabelas mantendo todas em lista.
pre <- "http://leg.ufpr.br/~walmes/ensino/ML/datasets/"
fls <- c("ipeadata-pea-rural.csv",
"ipeadata-pea-urban.csv",
"ipeadata-pop-rural.csv",
"ipeadata-pop-urban.csv")
f <- paste0(pre, fls)
tabs <- sapply(f,
simplify = FALSE,
FUN = fread,
header = TRUE,
skip = 1,
sep = ";",
dec = ",",
quote = "")
str(tabs)
## List of 4
## $ http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-rural.csv:Classes 'data.table' and 'data.frame': 5596 obs. of 8 variables:
## ..$ Sigla : chr [1:5596] "AC" "AC" "AC" "AC" ...
## ..$ Código : int [1:5596] 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## ..$ Município: chr [1:5596] "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## ..$ 0001 : int [1:5596] NA NA 2832 NA NA 9244 NA 4028 NA NA ...
## ..$ 0001 : int [1:5596] NA 335 2514 NA NA 9981 NA 3834 NA 1437 ...
## ..$ 0001 : num [1:5596] NA 374 3317 NA NA ...
## ..$ 0001 : num [1:5596] 1560 295 3065 1448 1307 ...
## ..$
: int [1:5596] NA NA NA NA NA NA NA NA NA NA ...
## ..- attr(*, ".internal.selfref")=<externalptr>
## $ http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-urban.csv:Classes 'data.table' and 'data.frame': 5596 obs. of 8 variables:
## ..$ Sigla : chr [1:5596] "AC" "AC" "AC" "AC" ...
## ..$ Código : int [1:5596] 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## ..$ Município: chr [1:5596] "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## ..$ 0001 : int [1:5596] NA NA 749 NA NA 2664 NA 472 NA NA ...
## ..$ 0001 : int [1:5596] NA 119 1590 NA NA 3244 NA 1038 NA 380 ...
## ..$ 0001 : num [1:5596] NA 601 4339 NA NA ...
## ..$ 0001 : num [1:5596] 1348 1089 3903 748 621 ...
## ..$
: int [1:5596] NA NA NA NA NA NA NA NA NA NA ...
## ..- attr(*, ".internal.selfref")=<externalptr>
## $ http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-rural.csv:Classes 'data.table' and 'data.frame': 5596 obs. of 6 variables:
## ..$ Sigla : chr [1:5596] "AC" "AC" "AC" "AC" ...
## ..$ Código : int [1:5596] 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## ..$ Município: chr [1:5596] "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## ..$ 0001 : int [1:5596] 4792 1301 2410 825 738 22200 1562 10618 3894 4131 ...
## ..$ 0001 : int [1:5596] 4429 1339 7987 4198 3685 28470 3624 15482 3591 5301 ...
## ..$
: int [1:5596] NA NA NA NA NA NA NA NA NA NA ...
## ..- attr(*, ".internal.selfref")=<externalptr>
## $ http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-urban.csv:Classes 'data.table' and 'data.frame': 5596 obs. of 6 variables:
## ..$ Sigla : chr [1:5596] "AC" "AC" "AC" "AC" ...
## ..$ Código : int [1:5596] 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## ..$ Município: chr [1:5596] "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## ..$ 0001 : int [1:5596] 0 1616 9992 3422 3058 26766 6477 7151 127 3575 ...
## ..$ 0001 : int [1:5596] 3506 2151 9026 1628 1521 38971 7404 11240 863 5794 ...
## ..$
: int [1:5596] NA NA NA NA NA NA NA NA NA NA ...
## ..- attr(*, ".internal.selfref")=<externalptr>
# A última coluna tem que ser descartada.
sapply(tabs, ncol)
## http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-rural.csv
## 8
## http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-urban.csv
## 8
## http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-rural.csv
## 6
## http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-urban.csv
## 6
## $`http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-rural.csv`
## [1] "Sigla" "Código" "Município" "0001" "0001" "0001"
## [7] "0001" "\r"
##
## $`http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-urban.csv`
## [1] "Sigla" "Código" "Município" "0001" "0001" "0001"
## [7] "0001" "\r"
##
## $`http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-rural.csv`
## [1] "Sigla" "Código" "Município" "0001" "0001" "\r"
##
## $`http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-urban.csv`
## [1] "Sigla" "Código" "Município" "0001" "0001" "\r"
# Nomes curtos para as colunas indentificadoras dos registros.
id <- c("sig", "id", "mun")
# Anos.
an <- c(1970, 1980, 1991, 2000)
# Notação: `a` e `p` para PEA e população; `r` e `u` para rural e
# urbana.
prefix <- c("ar", "au", "pr", "pu")
# Descartando e renomeando colunas.
i <- 1
tabs <- lapply(tabs,
FUN = function(tb) {
cols <- ncol(tb)
if (cols == 8) {
tb[, 8 := NULL]
names(tb) <- c(id, paste0(prefix[i], an))
} else if (cols == 6) {
tb[, 6 := NULL]
names(tb) <- c(id, paste0(prefix[i], an[3:4]))
}
i <<- i + 1
return(tb)
})
# Nomes das colunas.
sapply(tabs, colnames)
## $`http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-rural.csv`
## [1] "sig" "id" "mun" "ar1970" "ar1980" "ar1991" "ar2000"
##
## $`http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-urban.csv`
## [1] "sig" "id" "mun" "au1970" "au1980" "au1991" "au2000"
##
## $`http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-rural.csv`
## [1] "sig" "id" "mun" "pr1991" "pr2000"
##
## $`http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-urban.csv`
## [1] "sig" "id" "mun" "pu1991" "pu2000"
# Fazendo a junção dos dados de população para o ano de 2000.
pop <- merge(tabs[[3]], tabs[[4]], by = id)
str(pop)
## Classes 'data.table' and 'data.frame': 5596 obs. of 7 variables:
## $ sig : chr "AC" "AC" "AC" "AC" ...
## $ id : int 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## $ mun : chr "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## $ pr1991: int 4792 1301 2410 825 738 22200 1562 10618 3894 4131 ...
## $ pr2000: int 4429 1339 7987 4198 3685 28470 3624 15482 3591 5301 ...
## $ pu1991: int 0 1616 9992 3422 3058 26766 6477 7151 127 3575 ...
## $ pu2000: int 3506 2151 9026 1628 1521 38971 7404 11240 863 5794 ...
## - attr(*, ".internal.selfref")=<externalptr>
## - attr(*, "sorted")= chr "sig" "id" "mun"
#-----------------------------------------------------------------------
# Um pouco mais sobre junção.
# Fazendo operações de junção (merges ou joins) com o `data.table`.
# https://rstudio-pubs-static.s3.amazonaws.com
# /52230_5ae0d25125b544caab32f75f0360e775.html
# Exemplo pequeno com data.frame simples.
df1 <- data.frame(grr = c(1:5), nota = runif(5, 70, 100))
df2 <- data.frame(grr = c(3:9), falt = rpois(7, 5))
# Interseção (inner join).
merge(df1, df2, by = "grr")
## grr nota falt
## 1 3 96.54916 6
## 2 4 71.42119 5
## 3 5 87.81755 4
# União (outer join).
merge(df1, df2, by = "grr", all = TRUE)
## grr nota falt
## 1 1 86.48013 NA
## 2 2 85.83807 NA
## 3 3 96.54916 6
## 4 4 71.42119 5
## 5 5 87.81755 4
## 6 6 NA 8
## 7 7 NA 6
## 8 8 NA 6
## 9 9 NA 6
# Todos da esquerda (left join).
merge(df1, df2, by = "grr", all.x = TRUE)
## grr nota falt
## 1 1 86.48013 NA
## 2 2 85.83807 NA
## 3 3 96.54916 6
## 4 4 71.42119 5
## 5 5 87.81755 4
# Todos da direita (right join).
merge(df1, df2, by = "grr", all.y = TRUE)
## grr nota falt
## 1 3 96.54916 6
## 2 4 71.42119 5
## 3 5 87.81755 4
## 4 6 NA 8
## 5 7 NA 6
## 6 8 NA 6
## 7 9 NA 6
#-----------------------------------------------------------------------
# Um pouco de visualização para conhecer os dados.
# Histograma por estado usando a qplot().
qplot(log10(pu2000),
data = pop,
geom = "histogram",
facets = ~ sig)
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)
# Usando a ggplot() seguida de camadas.
ggplot(data = pop,
aes(x = pr2000)) +
geom_histogram() +
scale_x_log10() +
facet_wrap(facets = ~ sig)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAVACAMAAAC+2AIJAAAC/VBMVEUAAAABAQECAgIDAwMEBAQFBQUGBgYHBwcICAgKCgoLCwsMDAwNDQ0ODg4PDw8QEBARERESEhITExMUFBQVFRUWFhYXFxcYGBgZGRkaGhobGxscHBwdHR0eHh4fHx8gICAhISEiIiIjIyMkJCQlJSUmJiYnJycoKCgpKSkqKiorKyssLCwtLS0uLi4vLy8wMDAxMTEyMjIzMzM0NDQ1NTU2NjY3Nzc4ODg5OTk6Ojo7Ozs8PDw9PT0+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///8V4sqXAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nOy9DZQc1XXvO3657yYree/d97XuSxkBwghEkGPLYN9cY2MwAQNODRiEsYhkkFgYIy8wIgEpMhiEgwhYsblyBDcCQjBfARuLgDBKZJANGAwWQiAYphcyjgkxAkkjzfd0T3ed9aqrzulT58w+p2u6qrq6a/6/tTRdVbu6Tu3e+/zUHzNdPQwAAEBL9OR9AgAA0K1AoAAA0CIQKAAAtAgECgAALQKBAgBAi0CgAADQIhAoAAC0CAQKAAAtAoECAECLQKAAANAiECgAALQIBAoAAC0CgQIAQItAoAAA0CJtEei7pS5Hyyfv00lKwdLR8vm3vE8nKWo67+d9OkkpWLdp6UCgcSh2D+R9OolR04FAO4uCdZuWDgQah2L3QN6nkxg1HQi0syhYt2npQKBxKHYP5H06iVHTgUA7i4J1m5YOBBqHYvdA3qeTGDUdCLSzKFi3aelAoHEodg/kfTqJUdOBQDuLgnWblg4EGodi90Dep5MYNR0ItLMoWLdp6UCgcSh2D+R9OolR04FAO4uCdZuWDgQah2L3QN6nkxg1HQi0syhYt2npQKBxKHYP5H06iVHTgUA7i4J1m5YOBBqHYvdA3qeTGDUdCLSzKFi3aelAoHEodg/kfTqJUdOBQDuLgnWblg4EGodi90Dep5MYNR0ItLMoWLdp6UCgcSh2D+R9OolR04FAO4uCdZuWTlcL9Lsn9MuVl9YuOH7uIfNP+trt21IfqE09IPNZ3zvPceafcU8247QhHZnKNZ892Dn4ORl57mBn1p9+O9XB1HQyE6jM6XZ3ruMc9PFTP370Cde+lPo4ajqpC/T+0w91HGfuYQfN+/ydjY3KVEqXtkye6OwPJo/jzAp+9KU9kpZONwu0/1POD8Xyyxcf+oUNz/Vt33zTp5yVqY/Ulh5Q8ind5Tj/nNE4bUhHSeXrjnNZKbp2acqjqelkJVAlpw2O84J/85PPOcelblA1nQyegf6V81HfK89f7jjCoEpuKdOGyaPPfn/yPLWz1Pfcpuvmpz6Wlk43C/RBx1nIF7d8/LA7+OIbp61LfaQ29EBJyadU2uQ4z2c0ThvSUVJZM9uZ/YJYefGw2c4NKY+mppOVQJWcHnOcQJy/ONhJ99l0qQ0CvcUJvNL/WefLfIuSW8pk321TZv8mXp3SU6ekPpiWTjcLdMEi56CfBUu/PNa5vbH54h+kPlL2PVBH5uOzRfRABmSfjpLKd8461rlSrKxYcFzqylHTyUqgdHk+4yxPeyA1nQwEelso0NKXGmVRckuZzLtt6uxvVOflzF3QxQLdMmf7Cc7Xg8WLnDPk9n99JfWhMu+BOpF8Sl0uUDWV75zzXedwnsz2IzZ3qUAN5TkmMnlTQk0nO4G+NG/ek+EGNbeUybzbps7+Nk6eLhboV75WWufMedlf2naoc1smQwgy74E6Mp86XS1QNZXvnPP6fOcb4fI3v1TqUoHS5XnY+XTq/1+r6WQk0P7td594+la+Qc0tZbLuNmL2i+pce1/qoxVHoM/PfrK08yjnRn/xHx3np1kM0SDrHqgTyadONwtUS+U755S+7RwRTM9Xjt7UpQIlyrOz1HfnvOOfTn0oNZ1MBDpr/lHOrIVrt4frWm4pk3W3EbOfT57XT38w9dGKI9AVX/B/XOUc+0apdJPjbM9iiAZZ90CdSD51ulmgWiq+QHd+2FldX1xzVqlLBUqUZ+2pp1xw6xvpD6Wmk9Uz0Jd+tNA58t5gXcstZbLuNmL2+9U5Yu7cIw9yfpT6aIUR6CtH1n9J8plZzl2l0l87zs8zGEKSdQ+U1HzqdLFA9VR8gZbWOEf7L3Vf/8gjXSrQ/MqT4YdIFzpz6r+gq+eWMllPHmL2+9XZ/Oyzzzz2yQx+N0tLp2sFetMngv8vv+ScXir9T8e5P4MhJFn3QEnNp04XC1RPpS7QV4521vhLvaUuFWh+5clQoD91nPWlqbmlTNaTh5j9ojrf+KfURyuKQPuOPXROncMc58el5z/oXJL+EBGy7gEtnzrdK9ApqdQFWlrt/PFrfcc+VOpOgeZYngwF+sZs5xoit5TJevIQs19U56kMfpVaS6dbBbphDn/f42TnwlJpgXNIVr/FFpB1D+j5lKIztD/193ezTWdKKoFAd8x11q4/rb7ajQK1lCd91HQyFOirB9WfgU7JLWUynzxTZz9+jakZ/SeJPw68zTn4+dKThzmfyuwRK7WhB7R8StEeeOrctEfLNJ2pqQQCLV3jfOy44KVWFwrUVp70UdPJUKA/cg59icgtZTKfPFNnv6zO6tT/LFFLp0sF+kPncb7UN8+5olS6f7Zz7IP86xD++dbUh8u8B/R8SqV/afTA36T9p+PZpjM1lTXB7zlvn+OEX1hxTPf9KefUnB5r21/aZiDQ9aFA+05yrqNyS5nMJ8/U2f9YY/IsTP37eLR0ulOgfSd/rPHlMcucw54ulf71ZMc5/qr137/lqlPnPpb2cJn3wNR8Src6zubXSn2vPP9Pn07bN5mmQ6Ry+SeDtZXO3wU7HBz9apFUUNNJX6BETne27bteMhDodc685/qev/v4g67op3JLmawnT2nq7L/dcX687bWXfv6TBz/0eNM7TxMtna4U6Or5jnNc+J/l+jPmOM4cf7n/4UtP+KNZR33mvNtfT3m0UuY9QORz12GNb+RyNqQ9XobpTE3l2lMOcT6zwF/f9ol6Zb56rOMcckq6fzaoppO6QKfm9L1Tj3KcD592d9ojhajppC/Q78+pd9URJ3zlSXoqpUzGkydAmf1PnRYkGJL66wQtna4UaNtpRw+0kYKlgy9U7mgK1m1aOhBoHIrdA3mfTmLUdCDQzqJg3aalA4HGodg9kPfpJEZNBwLtLArWbVo6EGgcit0DeZ9OYtR0INDOomDdpqUDgcah2D2Q9+kkRk0HAu0sCtZtWjoQaByK3QN5n05i1HQg0M6iYN2mpQOBxqHYPZD36SRGTQcC7SwK1m1aOhBoHIrdA3mfTmLUdCDQzqJg3aalA4HGodg9kPfpJEZNBwLtLArWbVo6EGgcit0DeZ9OYtR0INDOomDdpqUDgcah2D2Q9+kkRk0HAu0sCtZtWjoQaByK3QN5n05i1HQg0M6iYN2mpQOBxqHYPZD36SRGTQcC7SwK1m1aOhBoHIrdA3mfTmLUdCDQzqJg3aalA4HGodg9kPfpJEZNBwLtLArWbVo6bRHo8J4GE5U9RgYYK5uj+9l+c7DM2IA5Wpkwxw4wNm6ODrJ99RstHxkfZnvNd64yzxzc442aYyPKY6Yzaj0sq5qDe8PDGtPZxwbNdx5n7IA5mmdh1XQiR6uOme87xJilAsPMHNtTy7awajojMj5uLS2bNEcHciyssdv45KKZZNaplUthg1Jo6UCgEKiMQ6ACCFQAgQogUAoIFAIlgEAFEKgAAqWAQCFQAghUAIEKIFAKCBQCJYBABRCoAAKlgEAhUAIIVACBCiBQCggUAiWAQAUQqAACpYBAIVACCFQAgQogUAoIFAIlgEAFEKgAAqWAQCFQAghUAIEKIFAKCBQCJYBABRCoAAKlgEAhUAIIVACBCiBQCggUAiWAQAUQqAACpYBAIVACCFQAgQogUAoIFAIlgEAFEKgAAqWAQCFQAghUAIEK8hPohKRWmzDiTxZrtGwO1pg1ajlshbGqLRoc1pjPJDPd08djtiibNMf87rFGbYdlXtNBjemUWcV83yqzRVsvbCVpYYeN3eZZS2srfD6FDUo3Zkynai2tffLkV1hjt1kLb3+Mcyyslk5bBFquNKh5FSN+d9Vs0Ulz0J9nlqhnPaxt0Gp4WC2faNx834rHbFFWtQ1rj9oOyyyPMB/UmM6kbVj7Y5xRYb0YhdUEWtbjNNUmhTfHMi7suJrOhIzbHmN74RNMnsSFtUwee+HNwTwLq6WDl/B4CS/jeAkvwEt4AV7CC/AeKAUECoESQKACCFQAgVJAoBAoAQQqgEAFECgFBAqBEkCgAghUAIFSQKAQKAEEKoBABRAoBQQKgRJAoAIIVACBUkCgECgBBCqAQAUQKAUECoESQKACCFQAgVJAoBAoAQQqgEAFECgFBAqBEkCgAghUAIFSQKAQKAEEKoBABRAoBQQKgRJAoAIIVACBUkCgECgBBCqAQAUQKAUECoESQKACCFSQskB312LvCoESQKAcCFQAgUoKLtDaC9e4I8HSuy7njfratqsvWXTtFk/bGwIlgEA5EKgAApUUWqBDD194mcsF+p57Vki/v7LxvDe9obXuA9r+ECgBBMqBQAUQqKTQAr3vW69553GB7l0gt7/Xu9X/Ob707FF1fwiUAALlQKACCFRSaIHWWcwFuufLctu9vcHVFW51N6v7QqAEECgHAhVAoJIZI9DfXtzY5J2/LLjd6t6s7guBEkCgHAhUAIFKZoxAf3P5rpuWnLtyq+eftrsy2NTvrlL3hUAJIFAOBCqAQCUzRqC7zlywcvVi113P2Dvu6mDT2+4yvtNfXhLwjLyyXZddlXMyvEqflruMF+yqnJUcL95Ig6typnJVzjwLa+y2ydYf4wJclVMItHTZbv/x3+C6O9hO98Zg0x53Kd/pxGMCNrY6CADN0S6kXs3nLFJDO399xoKOIrFAWfD79N4V7ga2zb0u2DLoLuc7QaAgeyBQkBvJBRryuHsN2+VeFSzv5iJlbGgwYP/eBhOVvUb2+y+/zNED7IA5WGZsvzlamTDHBhkbN0eH2ED9RstdxkfYPvOda8wzB/d6Y+aY/9COmKNj1sOymjm4LzysMZ0BNmS+s//SctAczbOwajqRo1WtpWXWCphjWRdWTSey/0TVfN99/utAc3S/rbATzFaBxIU1dhufXDSTzDa18insaP2nlk5aAn3ZvYkNuJcGy2+5t6j74kMkAnyIxMGHSAJ8iCSZKR8iib/afMbdzKq9C4KXHzvcTeq+ECgBBMqBQAUQqGSmCPSeX4erd13gl+FKt1Rfvv/MQXVfCJQAAuVAoAIIVFJ4gS5yh+o3r14dPAd9d+Gr/s8n3Dv8n97yNdq+ECgBBMqBQAUQqKToAt3vuq/Xb70l1+/Y86tHVwTfxVRd1ft0tXz34ve1nSFQAgiUA4EKIFBJsQW64cpzXPesK9b5i88u/+Ki1Y9OhtvLD61YctG6ffruECgBBMqBQAUQqKTYAp0mECgBBMqBQAUQqAQCjQCBEkCgHAhUAIFKINAIECgBBMqBQAUQqAQCjQCBEkCgHAhUAIFKINAIECgBBMqBQAUQqAQCjQCBEkCgHAhUAIFKINAIECgBBMqBQAUQqAQCjQCBEkCgHAhUAIFKINAIECgBBMqBQAUQqAQCjQCBEkCgHAhUAIFKINAIECgBBMqBQAUQqAQCjQCBEkCgHAhUAIFKINAIECgBBMqBQAUQqAQCjQCBEkCgHAhU0IECXRhgPiwE2poSp8fYcIPJ6rCRUb8HzNGx6GF0/Id71BytWg/LKuboOBup32j5yPgEM93Tp8ZsUa9sjk0wNmGOlj3LYRmr2aIT4T6GdEbYuPm+FWatQILCWkoXp7AH1HRGZLxmLS2zVsAcG/YyLeyQcfJULKX11WytQIuFDQVqPmyMwhq7bTxaKp0as0azKqxtaoWF1dJpi0BxZVaQIbiscXaEAs31FDobvITHS3gZx0t4AV7Ch+AlvATvgVJAoBAoAQQaAoFKIFAKCBQCJYBAQyBQCQRKAYFCoAQQaAgEKoFAKSBQCJQAAg2BQCUQKAUECoESQKAhEKgEAqWAQCFQAgg0BAKVQKAUECgESgCBhkCgEgiUAgKFQAkg0BAIVAKBUkCgECgBBBoCgUogUAoIFAIlgEBDIFAJBEoBgUKgBBBoCAQqgUApIFAIlAACDYFAJRAoBQQKgRJAoCEQqCRlge6uxd4VAiWAQDkQqAAClRRcoLUXrnFH+PK2qy9ZdO0Wb8qyBAIlgEA5EKgAApUUWqBDD194mSsEuvG8N72hte4D+nIECJQAAuVAoAIIVFJogd73rde887hA3+vd6v8cX3r2qLocBQIlgEA5EKgAApUUWqB1FnOB3tsbXCXkVnezuhwFAiWAQDkQqAAClcwUgXrnLwtWt7o3K8sKECgBBMqBQAUQqGSmCHTUXRms9rurlGUFCJQAAuVAoAIIVDJTBPqOuzpYfdtdpiyHbFgXsGOsQbU2ZsQvZNUcnWAT5mDV16A5WrMelk3aosFhtdxlvMxM9/TxmC3KKuZYhdmjtsMyzxYth/sY0hm3PcZ+S9sqkF9hB03pjHmW0pathc+xsCNqOpH0Jy2l9R9jawXsj7ExGgrUMmjzwhq7bcJaWutjnGNhtXSSCnSne2OwusddqiyHnHhMwMZWBwGgObiscXbgssZNSCrQbe51weqgu1xZDoFAQfZAoNkBgTYhqUB3uVcFq7t9eUaXQ366JWDXUINKdciIf8BJW3TEHPRfXlqi1Yo5Nuq3qDk6xobrN1ruMj7OTPf0qTFb1Jswxyb8V26WqGc5rP9KzhYdD/cxpDPMxsz39WfyqCWaX2H3q+kMy3itbL6vr11LtElhbRVIWlj9HQkZr1hKO+yb1xwdabWwoUDNh41RWGO3jUVLpVNltmhGhfViFFZLJ6lAB9xLg9W33FuUZbWl5Rux+BBJgA+ROPgQSYAPkSQz5UOkau+C4CXHDneTsqwAgRJAoBwIVACBSmaKQNmVbql+c/+Zg+pyFAiUAALlQKACCFRSeIEucsN3A55w7/B/esvXaMtRIFACCJQDgQogUEnRBbrfdV8PFqqrep+ulu9e/L62HAUCJYBAORCoAAKVFFugG648x3XPumJdfbn80IolF63bx/TlCBAoAQTKgUAFEKik2AKdJhAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFHSXQhRHMh4VAW1Pi9IBACSBQDgQqgEAlEGgECJQAAuVAoAIIVAKBRoBACSBQDgQqgEAlEGgECJQAAuVAoAIIVAKBRoBACSBQDgQqgEAlEGgECJQAAuVAoAIIVAKBRoBACSBQDgQqgEAlEGgECJQAAuVAoAIIVAKBRoBACSBQDgQq6FiBmjQKgbZHoCMDDcqTA0Z8l1XM0SE2ZA5WGBs0RyfLtsOyCXN0mB2o32j5yPgo22++s18Oc3DAGzPHRv0eMEfHbIdlrGYO7g8Pa0znABs233mC2SpgK+xgk8JaSucX9oA5GhZW+/rEyNGqltL6Lhs3R0eZOZZxYbV0IvtPVM333e8L1BxtobBTBTp1n1iFNXbbsLW0zDq18iuslk5bBJrvlVlBwcFljbNgqkBzOpHOpi0CHT3QoDJ5wIj/ZLBijg6zYXPQ77Ihc3TSclj//6uyOToaHlbLR8bHmOmePjVmi3rj5pivhDFzdNyzHNZ/BmoODoaHNaYzFC2Vjv9qesQczaiwkzEKqz0piOxfs5aWTZijTQprq0DiwqrpRPYvW0vLqubokK10fmGJCkwVKHXYGIU1dtuorbT+fyOD5mjNUrqMC6ulg/dA8R6ojOM9UAHeA8V7oDr4EIkCAoVACSBQCFQHAqWAQCFQAggUAtWBQCkgUAiUAAKFQHUgUAoIFAIlgEAhUB0IlAIChUAJIFAIVAcCpYBAIVACCBQC1YFAKSBQCJQAAoVAdSBQCggUAiWAQCFQHQiUAgKFQAkgUAhUBwKlgEAhUAIIFALVgUApIFAIlAAChUB1IFAKCBQCJYBAIVAdCJQCAoVACSBQCFQnG4G+63LeqK9tu/qSRddu8bR9IFACCJQDgQogUMmMEeh77lkh/f7KxvPe9IbWug9o+0CgBBAoBwIVQKCSGSPQvQvk8nu9W/2f40vPHlX3gUAJIFAOBCqAQCXZCNSUCCcPge75sly+t3e4fnOru1ndBwIlgEA5EKgAApXMGIH+9uLGonf+suB2q3uzug8ESgCBciBQAQQqmTEC/c3lu25acu7KrZ5/2u7KYFO/u0rdBwIlgEA5EKgAApXMGIHuOnPBytWLXXc9Y++4q4NNb7vLePClFwJ+Iy/MVLiLytmufGW/qJz1yle2a49N4KJyItrsonK5XHssaWHVdFK5qNxwk8LOlIvKmRIRh83honKly3b7//dtcN0dbKd7Y7Bpj7uUB088JmBj0kEAMIPLGmfBVIHmdCJpkn4iyX+Rvlb/4V3hbmDb3OuCLYPuch6DQEH2QKBZAIHGIq2/RHrcvYbtcq8KlndzkTL2tzcEbBtvUK2NG5nwbWyOllnZHPQtPmGJVm2HZdZocFgtWRmvMNM9fTxmi7JJc8yfNBVzdNJ6WObZopVwH0M6E7bH2J/Ytmh+hR0ypTPu2R9ja9Qcy7iw2u8ARtKvWktre4xbKOxUgVKHtU+ecnhihvKUraW1PsatFtaUiDhsjMJq6aQl0Jfdm9iAe2mw/JZ7ixrEh0gE+BCJgw+RBPgQSTJTPkQSf7X5jLuZVXsXBC8/drib1J0gUAIIlAOBCiBQyUwR6D2/Dm/vusAvw5Vuqb58/5mD6k4QKAEEyoFABR0i0KnqhEDrZCLQV68OnoO+u/BV/+cT7h3+T2/5Gm0nCJQAAuVAoAIIVDJTBOotuX7Hnl89uiL4Lqbqqt6nq+W7F7+v7QSBEkCgHAhUAIFKZopA2bPLv7ho9aOT4Ur5oRVLLlq3T98HAiWAQDkQqAAClcwYgcYBAiWAQDkQqAAClUCgESBQAgiUA4EKIFAJBBoBAiWAQDkQqAAClUCgESBQAgiUA4EKIFAJBBoBAiWAQDkQqAAClUCgESBQAgiUA4EKIFAJBBoBAiWAQDkQqAAClaQtUHsiHAiUBgLlQKASCLRxWAiUA4HSQKAcCFQCgTYOC4FyIFAaCJQDgUog0MZhZ6ZAiaQgUBoIlAOBSiDQxmEhUA4ESgOBciBQCQTaOCwEyoFAaSBQDgQqgUAbh4VAORAoDQTKgUAlEGjjsI3CmtQJgdaBQCkgUAiUAAItsECNSXWqQCteA8Y8M8webf2eSQfV8knnpCwx+xknHjSTdPIrrHZZ48m8T8oSi1PYyfwmj12gLQ6aQ7cRG2Ml1UI6bRHo+FiDam3MiP8/YdUcnWAT5mBVGUSnZj0smzRHy+FhtXxkvMJM9/TxmDVaMcfqV7+1RD3LYf0WsEXL4T6GdMbDOI0/sW0VyK+wg6Z0xjxraW2FT1BYa+liFHbEOHkmLaWtX9bYFrUUttoorF2gAfqgzQtr7LaytbT2yTPtwsbKJ05htXTwEh4v4WUcL+EFeAlvQDssXsK3psTpAYESQKAcCFQAgUog0AgQKAEEyoFABRCoBAKNAIESTH+eiYpDoAIItAEEKoBAaSDQJtXnh+0ygRoTCYFAIVACCJQCAhVAoAIIFAIlmFZh4+cDgdJAoBwIVAKBNg4LgXIgUBoIlAOBSiDQxmEhUA4EStP1Ao1VfX5YCFTGIVAOBAqBQqBFE6g9kRAIFAIlgEApIFABBCqAQCFQAgiUAgIVzDiBGtOBQCFQAgiUAgIVQKACCBQCJYBAKSBQAQQqgEAhUILCCnTb1ZcsunaL/p15ECgBBAqBanSDQJVKQaApC3TjeW96Q2vdB7TNEChBzHkWv/r8sF0sUCIpCLRNAo3tzm4SaPxMQvIW6Hu9W/2f40vPHlW3Q6AEaQiU6AEIFAKdCgQaa/LkLdB7e4frN7e6m9Xt7Reo+uB0p0Cn2838sBCojGcoUOJcORAoBwKdJt75y4Lbre7NaiBfgZpbvQ4EmoNA46cDgUKgBMUU6Ki7Mrjtd1epgbwEanygInSiQKfXzBComg4EOhUINFa35SzQd9zVwe3b7jI1AIESzEyBTjedrhCoet4QKAcCnSY73RvDh8hdyreceEzAxhQHsRC3+u05m5aYXht3S1YRskhHu1BiNdUTJohx3kkqop1/JdG5hkw5ndbbrMUatYMpBWhHJmkKdJt7XXA76C7nW9orUDAzabdAMyYDgYLMSFOgu9yrgtvdXKSM/XlvwL9UG3he1QxjlmiN1cxBz+87S9R62BiDaolG45ZhmfWk7MPak2190Gbp2B9jWzS/wmq/NFeJjJug8JZhsy2sZsyyHjeeVILHOMvCttxttnHzK6yWTpoCHXAvDW7fcm9RA/g9UAJclZODi8oJcv9LJIrEhTV2W1uviSRIUtis3wOt9i4I/LzD3aQGIFACCJQDgQogUMlMFCi70i3Vb+4/c1DdDoESQKAcCFQAgUpmpECfcO/wf3rL12jbIVACCJQDgQogUMmMFGh1Ve/T1fLdi9/XtkOgBBAoBwIVQKCSGSlQVn5oxZKL1u3TN0OgBBAoBwIVQKCSmSlQAxAoAQTKgUAFEKgEAgUAgIIDgQIAQItAoAAA0CIQKAAAtAgECgAALQKBAgBAi0CgAADQIhAoAAC0CAQKAAAtAoECAECLQKAAANAiECgAALQIBAoAAC0CgQIAQItAoAAA0CJtEei7pS5Hyyfv00lKwdLR8vm3vE8nKWo67+d9OkkpWLdp6UCgcSh2D+R9OolR04FAO4uCdZuWDgQah2L3QN6nkxg1HQi0syhYt2npQKBxKHYP5H06iVHTgUA7i4J1m5YOBBqHYvdA3qeTGDUdCLSzKFi3aelAoHEodg/kfTqJUdOBQDuLgnWblg4EGodi90Dep5MYNR0ItLMoWLdp6UCgcSh2D+R9OolR04FAO4uCdZuWDgQah2L3QN6nkxg1HQi0syhYt2npQKBxKHYP5H06iVHTgUA7i4J1m5YOBBqHYvdA3qeTGDUdCLSzKFi3aelAoHEodg/kfTqJUdOBQDuLgnWblg4EGodi90Dep5MYNR0ItLMoWLdp6UCgcSh2D+R9OolR04FAO4uCdZuWTncK9O9PPtRxZn30hI8efNQJlz5W37K+d57jM6v+48q0h2tDD0TPf1ZfqdR/77mfnD3v1Ot/lsFYba3NKZgAACAASURBVEjnlzct+m9zZx35375w3Y/6gg3991x83JGz5h5/yQ/70x9NTSdVgV7z2YOdg5+T688d7Mz602+Lte+ekEE2WQrUks6UkqVFtt1myiizCaSl050CLZVWOh+tl7nvufWfdc79RX3LXY7z1OulV7b+4NPfbnLf6ZNtD4TUz3+nn9Cm6+aXSq+e8bG/f2Hn5r+YdWoWQ2WdzvavHbbwe/+8ffsTd33tUGdLfcumT8+/4Qe/3PnU38x3Tv9p6uOp6aT8DPTrjnOZsnZpY6X/U84P0x0sQE0n5WeghnSmliw1su42MqPsJpCWTrcK9BZnPl/qu9T5kxf9202O81KwYck/pj5a1j1Qp3H+T51S6r/g8FAzf7k4i6EyTuep+Uc9KJY3H/Sa//Pug//s5XD91S85Rz2Z9oBqOikLdM1sZ/YLYuXFw2Y7NzRCDzrOwnQHC1DTSVmgdDpTS5YeWU8eKqMMJ5CWTrcK9LaGQEt9n3X+3L/ZIgT0yIupj5Z1D9RpnP/LPyg97ZwXbtywPIuhsk1n20c+GHledpz/7yeHHfaMWH/tU85x6b5EzFig3znrWPmm0IoFxznyBc6CRc5BGbzHoqaTskDJdKaWLEWynjxURhlOIC2dAgi0tN5xnowIKAOy7oE60fO/zflKuND3ehZDZZvOV5xFkbX6O9TnOFfJDf/oOOtTHlFNJ22BnvNd53Beme1HbI4IdMuc7Sc4X093tDpqOmkLlEpnaslSJOvJQ2WU4QTS0imCQDc79WftQkDX3pf+aFn3QJ3o+d/mfPj5TAYJyTSd7Yc4/0Pd8sIHne/LtTdmp/66V00ndYG+Pt/5Rrj8zS+VIgL9ytdK65w5L6c7XClzgU5NZ2rJ0iTryUNllOEE0tIpgkBfCd435gJ6/dwHzfdqlax7oI44/9P98//54c7RK+7NzKGZpnOn4/yzuuV2x3kqsnqc8yfpjpi1QEvfdo4INPnK0ZsiAn1+9pOlnUc5N6Y7XClzgU5NZ2rJ0iTryUNllOEE0tIpgkBLc51lgYCOmDv3yA86P0p/tKx7oA4//4OC87//4/XfZ/oj99odWQyVaTo3Os42dcsax9keWT3X+aN0R8xcoDs/7KyuL645qxQR6Iov+D+uco59I93xshfolHSmlixNsp48ZIGym0BaOkUQaP8hzjcDAW1+9tlnHvtkBr9ZknUP1FHPv+/Bvz7/kwc5zrynMxgq03S+5Tg/n7IlmsUFzifTHTFzgfr/BRz9iv/i4COPRAT6ypH3+D+fmeXcle542Qt0SjpTS5YmWU8eukCZTSAtnSII9BeO85B8D/Eb/5T+aFn3QB3i/F/+64OdCzMYKtN0bg2qEXDv39V5Y73j3BvZ4ZRuew+0/tLQWeMv9ZYiAr3pE8FTzy85p6c7XhsEqqcztWRpjpj15DEVqJTNBNLSKYJAb3Pm9kkBPZXBOx9Z90Ad8vyvc07OYKhM03lO/inYxvWXOc43+55xnMsjO8zrtk/h/R+rnT9+re/YumXE/Ow79tA5dQ5znB+nO2D2AtXTmVqyNEfMevIYChSS/gTS0imAQPtPd64vFevXmHb+hC/8yDkng6GyTecLztzGJ9OvB58fne7MfaURfsT5RNq/WqKmk4VAd8x11q4/rb4q5ueGOfx93ZMzfo6ThUD1dKaWLEWynjxURhlOIC2dAgj0Fuf4V0tFEujqdU+fwTd+1/m7DIbKNp3Ns51F4k/E+4LZ+Mgs52si2n/6rIcMd2wZNZ0sBFq6xvnYcffXF7hA+08Sfz54m3Nwyq951HSyEKieztSSpUjWk4fKKMMJpKXTrQJdLwTa/7ez5gfvEz+W4TvhWfdAnccaAl14z+Yjw8VfHvP51D/jLWWezl2znT/nT89eDmfjWse5midywyEb0h4v4z/lDObi9jlO+MUhx4R/+/hD53Ee75vnXJHuiGo6af8pJ5nO1JKlR9aTh8oowwmkpdOtAr3CmffUC9u3PLD2T51zwz/dvNNxNqY/TkjWPVDndsf58bbXXvr5Tx780OMPOvNv3PLSv6495sJXmt9x+mSdzr+c6hx51Q+39b20eZlzWPC/2+1HOSfd+nzfk39/9omPN7v39FHTSVmgl4e/M7AyfCrTd3DwzRV9J3+s8T1MIsfUUNNJWaBkOlTJUiPrbqMyynACael0qUCvP6j+a17OIfNO/ovNwYbvnXqU48w77e7URwrIugdKpadOm+M0eP7l/7Hg2EPmnbYs3acCDbJP55ErPnv0rLnHLVj9CP88YseNZ8ybdcQnv3pf9t//lqpArz3lEOczC/yFbcE7t1891m+6U76+er7jHBc+71x/hl+4Oak+B1XTSVWgdDpBaErJ0iLbbqMzynACael0qUDbTLY90HYKlg6+ULmjKVi3aelAoHEodg/kfTqJUdOBQDuLgnWblg4EGodi90Dep5MYNR0ItLMoWLdp6UCgcSh2D+R9OolR04FAO4uCdZuWDgQah2L3QN6nkxg1HQi0syhYt2npQKBxKHYP5H06iVHTgUA7i4J1m5YOBBqHYvdA3qeTGDUdCLSzKFi3aelAoHEodg/kfTqJUdOBQDuLgnWblg4EGodi90Dep5MYNR0ItLMoWLdp6UCgcSh2D+R9OolR04FAO4uCdZuWDgQah2L3QN6nkxg1HQi0syhYt2npQKBxKHYP5H06iVHTgUA7i4J1m5YOBBqHYvdA3qeTGDUdCLSzKFi3aelAoHEodg/kfTqJUdOBQDuLgnWblg4EGodi90Dep5MYNR0ItLMoWLdp6bRFoMN7GkxU9hgZYKxsju5n+83BMmMD5mhlwhw7wNi4OTrI9tVvtHxkfJjtNd+5yjxzcI83ao6NKI+Zzqj1sKxqDu4ND2tMZx8bNN95nLED5miehVXTiRytOma+7xBjlgoMM3NsTy3bwqrpjMj4uLW0bNIcHcixsMZu45OLZpJZp1YuhQ1KoaUDgUKgMg6BCiBQAQQqgEApIFAIlAACFUCgAgiUAgKFQAkgUAEEKoBAKSBQCJQAAhVAoAIIlAIChUAJIFABBCqAQCkgUAiUAAIVQKACCJQCAoVACSBQAQQqgEApIFAIlAACFUCgAgiUAgKFQAlmpkAXBqhRCFQAgVJAoBAoAQQqgEAFECgFBAqBEkCgAghUAIFSQKAQKAEEKoBABRAoBQQKgRJAoAIIVACBUkCgECgBBCqAQAUQKAUECoESQKACCFSQn0DHxxpUa2NG/EJWzdEJNmEOVpVBdGrWw7JJc7QcHlbLR8YrzHRPH49ZoxVzrMKYLepZDsuYNVoO9zGkMx7GafyWtlUgv8IOmtIZ86yltRU+QWGtpYtR2BHj5Jm0lNZ/jK0VsBS22ijswgiNaNLCGrutbC2tffLkV1gtnbYItFxt4HlVM/7kNwdrrGYO+plbjmsbtNZkUH5iClPiNMx6UrZ0/JOyRhMOakzHelKe9aRyLOyomk4lMm7SwtNkW9iKefLYT8pagViFjQq0EU1a2NYmj73wORZWSwcv4fESXsbxEl4wk1/Cqy/k8RJegPdAKSBQCJQAAhVRCFQAgVJAoBAoAQQqohCoAAKlgEAhUAIIVEQhUAEESgGBQqAEEKiIQqACCJQCAoVACSBQEYVABRAoBQQKgRJAoCIKgQogUAoIFAIlgEBFFAIVQKAUECgESgCBiigEKoBAKSBQCJQAAhVRCFQAgVJAoBAoAQQqohCoAAKlgEAhUAIIVEQhUAEESgGBQqAEEKiIQqACCJQCAoVACSBQEYVABSkLdHct9q4QKAEEyoFABRCopOACrb1wjRt+8eu7LueN+tq2qy9ZdO0WT9sbAiWAQDkQqAAClRRaoEMPX3iZywX6nntWSL+/svG8N72hte4D2v4QKAEEyoFABRCopNACve9br3nncYHuXSC3v9e71f85vvRs7TvCIVACCJQDgQogUEmhBVpnMRfoni/Lbff2DtdvbnU3q/tCoAQQKAcCFUCgkhkj0N9e3Njknb8suN3q3qzuC4ESQKAcCFQAgUpmjEB/c/mum5acu3Kr55+2uzLY1O+uUveFQAkgUA4EKoBAJTNGoLvOXLBy9WLXXc/YO+7qYNPb7jK+09/eELBtvEG1Nm5kgjFLtMzK5mCNsQlLtGo7LLNGg8Nquct4hZnu6eMxW5RNmmP1q9+ao5PWwzLPFq2E+xjSmbA9xlVmjeZX2CFTOuOe/TG2Rs2xjAurfYAQSb9qLa3tMY5Z2KhAG1F7Ya2TpxyemKE8ZWtprY9xjoXV0kks0NJlu/0T3uC6O9hO98Zg0x53Kd/pxGMCNrY6CADN0S7VrV94ttvQzr9C75UJUYG2cdhuJrFAWfD79N4V7ga2zb0u2DLoLuc7QaAgeyDQtIBAp01ygYY87l7DdrlXBcu7uUj9p6d9Ae/ub1Ce3G9k0O8Wc3SIDZmDfpcNmqOTZXNs2H/9Yo6OhIfVcpfxUXbAfOca88zB/d64OeYrYcwcHbcd1v8fzRw8wEbDfQzpDLIR853LjA1bovkVdp+aTuRotQnzff32tVRglJljGRd2QE1nVMbL1tIyawViFTYq0EbUctihOIU1dtuIrbT+fyO2qZVLYYPSaemkJdCX3ZvYgHtpsPyWe4u6Lz5EIsCHSBx8iCTAh0iSmfIhkvirzWfczazauyB4+bHD3aTuC4ESQKAcCFQAgUpmikDv+XW4etcFfhmudEv15fvPHFT3hUAJIFAOBCqAQCWFF+giN/jtkVevDp6DvrvwVf/nE+4d/k9v+RptXwiUAALlQKCCPAW6UEdEIVBBqgLd77qv12+9Jdfv2POrR1cE38VUXdX7dLV89+L3tZ0hUAIIlAOBCiBQSbEFuuHKc1z3rCvW+YvPLv/iotWPTobbyw+tWHLRun367hAoAQTKgUAFEKik2AKdJhAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVNBRAhUahUAF+Ql09ECDyuQBI/VLVJmjw2zYHKwwNmSOTloO67d02RwdDQ+r5SPjY8x0T58as0W9cXOsfu0xc3TcsxyWsZo5OBge1pjOULRUOr7LRszRjAo7GaOw2lXYIvvXrKVlE+Zok8LaKpC4sGo6kf3L1tKyqjk6ZCtd/aJyBwwCTaGwxm4btZW2ytigOVqzlC7jwmrptEWg7bwyK5hx4LLGKWAQaHsG72LaItCRgQblyQEjvtwr5ugQGzIH61e/NUcny7bDsglzdJgdqN9o+cj4KNtvvrP//5k5OOCNmWP+f6Kj5uiY7bD+M1BzcH94WGM6B9iw+c4TzFYBW2EHmxTWUjq/sAfM0bCw2hd4R45WtZS2fvVbc3SUmWMZF1ZLJ7L/RNV83/3+S3hztHlhDQJNobDGbhu2lpZZp1Z+hdXSwXugeA9UxvEeqADvgeI9UB18iEQBgUKgBBAoBKoDgVJAoBAoAQQKgepAoBQQKARKAIFCoDoQKAUECoESQKAQqA4ESgGBQqAEECgEqgOBUkCgECgBBAqB6kCgFBAoBEoAgUKgOhAoBQQKgRJAoBCoDgRKAYFCoAQQKASqA4FSQKAQKAEECoHqQKAUECgESgCBQqA6ECgFBAqBEkCgEKhOygLdXYu9KwRKAIFyIFABBCopuEBrL1zjjvDlbVdfsujaLd6UZQkESgCBciBQAQQqKbRAhx6+8DJXCHTjeW96Q2vdB/TlCBAoAQTKgUAFEKik0AK971uveedxgb7Xu9X/Ob707FF1OQoESgCBciBQAQQqKbRA6yzmAr23d7h+c6u7WV2OAoESQKAcCFQAgUpmikC985cFq1vdm5VlBQiUAALlQKACCFQyUwQ66q4MVvvdVcqyAgRKAIFyIFABBCqZKQJ9x10drL7tLlOWQx57OKA03GCyOmxk1O8BW3TUHPQfbku0ajnsGGMVc3ScjdRvtNxlfCKM09Sie07BK5tjE4xNmKNlz3JYxmrm4Eh4WGM6I2zcfOcKY2PmaI6F1a40G6lIzVpaZq2AOTbsZVrYITWdyGNesZaWWSvQrLAGgaZQWGO3jTeZPLZoVoW1TS2PmjxJBbrTvTFY3eMuVZZDTjwmYGOrgwDQHFzWOAUMAm3P4F1MUoFuc68LVgfd5cpyCAQKsgcCTQEItDWSCnSXe1WwutuXZ3Q55P5/DHhtpMFkdcSIPxGs0TFz0G86W3TSHPOf8FuiE2y0fqPlLuPlME7jRfecGq2YY2X/VYg5WvEsh2XMEh0ND2tMZ5RNmO/sv5oet0TzK6z2Ej5SkZrlMfZfTVsrYI5lXFjtRWLkMZ+sme/rv5q2RMeaFtYg0BQKa+y2CdvkqTFrNKvC2qaWR02epAIdcC8NVt9yb1GWFfAhEgE+ROLgQyQBPkSSzJQPkaq9C4KXHDvcTcqyAgRKAIFyIFABBCqZKQJlV7ql+s39Zw6qy1EgUAIIlAOBCiBQSeEFusgNf93iCfcO/6e3fI22HAUCJYBAORCoAAKVFF2g+1339WChuqr36Wr57sXva8tRIFACCJQDgQogUEmxBbrhynNc96wr1tWXyw+tWHLRun1MX44AgRJAoBwIVACBSoot0GkCgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo0AgRJAoBwIVACBSiDQCBAoAQTKgUAFEKgEAo32wN4G5cpeI/v9cpijB9gBc9CfZ/vN0YrlsIO+QM3RITZQv9HykfFhts98Z78c5uBeb9QcG1EeM51R62FZzRzcx4brN8Z0BtiQ+c7+PBs0R3Mp7OREcKOmEzla1VpaNmaOjjBzLOvCGifPeNV8332+QM1Ra2En6o+ZQaApFNbYbXxy0fgCtUytHAurpdMWgbbpyqxgZoLLGqeAQaDtGbyLaYtAx4YbTFaHjYz6/4mao2PRw+j4/1+NmqNV62FZxRwdZyP1Gy0fGZ9gpnv61Jgt6pXNMf85wYQ5WvYsh2WsZotOhPsY0hlh4+b7Vpi1AgkKayldnMJqlzUekfGatbTMWgFzbNjLtLBDxslTsZTWf25rrYC5sAZ1hqRQWGO3jUdLpVNj1mhWhbVNrbCwWjp4DxTvgco43gMVzKD3QK0CxXugEnyIRAGBQqAEECgEqgOBUkCgECgBBAqB6kCgFBAoBEoAgUKgOhAoBQQKgRJAoBCoDgRKAYFCoAQQKASqA4FSQKAQKAEECoHqQKAUECgESgCBQqA6ECgFBAqBEkCgEKgOBEoBgUKgBBAoBKoDgVJAoBAoAQQKgepAoBQQKARKAIFCoDoQKAUECoESQKAQqA4ESgGBQqAEECgEqpONQN91OW/U17Zdfcmia7d42j4QKAEEyoFABRCoZMYI9D33rJB+f2XjeW96Q2vdB7R9IFACCJQDgQo6UKBCo6bDQqBxRWli7wK5/F7vVv/n+NKzR9V9IFACCJQDgQogUMmMEeieL8vle3uD72u+1d2s7gOBEkCgnKIIVLgGAuVAoHH47cWNRe/8ZcHtVvdmdR8IlAAC5UCgAghUMmME+pvLd9205NyVWz3/tN2VwaZ+d5W6DwRKAIFyIFABBCqZMQLddeaClasXu+56xt5xVweb3naX8eB/vBOwZ6BBeXLAiO+yijk6yAbNwQqzRSfL5pj/cE+Yo8Nsf/1Gy1nGR8M4jV8Oc3DAGzPHRv0eMEfHbIdlrGYO7g8Pa0xnPxs233mCsSFz1FbYwUSFPWCOhoXdp6YTOVp13Hxf32WW6CgzxwyFjRrHfNjmhdXSiew/UTXfd78vUHP0gKWwMQRqumuswhq7bdg2eXyBWqJtLazAoyZPYoGWLtvtl26D6+5gO90bg0173KU8eOIxARuTDgKAmQ65rHHUOEmO0+7LGscQaNan0MUk/0X6Wv2Hd4W7gW1zrwu2DLrLeQwCBdkDgSYCAk1CWn+J9Lh7DdvlXhUs7+YiZewvLwl4ptKg5lWM+M/aa7bopDnoW9wS9ayHtQ8a3GjJyniVGe4YDMtsUVY1x/w5ZI3aDsssjzAf1JhOpfXHOKPCejEKq12qu6zHaarWk2qhsFHjWAZtWthxNZ0JGbc9xs0Kb34UYwjUdNdYhTV222Trk6ethRWQkyctgb7s3sQG3EuD5bfcW9QgPkQimDkfIoWT0Bgu1odI9mTxIRI+RFIRf7X5jLuZVXsXBC8/drib1J0gUAIIlAOBCiBQyUwR6D2/Dm/vusCfX1e6pfry/WcOqjtBoAQQKAcCFUCgkpki0FevDp6DvrvwVf/nE+4d/k9v+RptJwiUAALlQKACCFQyUwTqLbl+x55fPboi+C6m6qrep6vluxe/r+0EgRLMTIESExICFUCgkpkiUPbs8i8uWv3oZLhSfmjFkovW7dP3gUAJIFAOBCqAQCUzRqBxgEAJIFAOBCqAQCUQaAQIlAAC5UCgAghUAoFGgEAJZppAjdMSAhVAoBIINAIESgCB8jAEKoBAJRBoBAiUAALlYQhUAIFKINAIECgBBMrDEKgAApVAoBEgUAIIlIchUAEEKoFAI0CgBBAoDxdRoCbtQKAQaAtAoAQQKA9DoIJ2CzSGOiFQCQRKAYFCoAQQKASqA4FSQKAQKAEECoHqQKAUECgESgCBQqA6ECgFBAqBEkCgEKgOBEoBgUKgBBAoBKoDgVJAoBAoAQQKgerkJ9DyZAPPmzRSZcwarZqDHrNG7YPWbNHgRstHxmvMcEd+Upaobdia9aSsg1ofQz6oMZ1J26NYa/UxNk1LHk5c2BFzt1lLm+AxVqP2/NTDNh+0bEynZi2tvfDUoxhboKajxpqxxm6rtj552lRYLUpNnrYIdEJSq00Y8TvHGi2bg35j2qKWw1b8GWqLBoc15jPJTPf08ZgtyibNMb9K1qjtsMxrOqgxnTKrmO/rN6YlanmMTdOShytJCztsSmfCs5bWVvhpFdaen3pYa2GD0o0Z06laS2ufPFTpYgvUfFjboM0mj7Xw9snTpsKqkJMHL+HxEl7G034Jb5+WfKfufwlvzy8KXsLjJXwLQKAEECjfCQIVQKCSFAWqpACBkswIgYpmhkAFEGgDCFQAgdJAoBCoDgTaAAIVQKA0ECgEqgOBNpieQGOrEwKVQKAUXSdQe0t3k0B5It0s0OlqBwKFQFsAAiWAQCFQDQhUkrZARSIQKAkE2jgsBCrj+QqUqBQECoG2AARKAIHyRCBQQccK1NRznS5QIgUIlAQCbRwWApVxCJQDgYoUIFASCLRxWAhUxiFQzowTqDEFCJQEAm0cFgKVcQiUA4GKFCBQkoILNE4zi8NCoDIOgXIgUJECBEoCgTYO22UCbZIOBAqBEkCgFBCooLlAjd7pFIEmnZscCBQCJSisQLddfcmia7d42lYIlAACtScSAoGmLNDp1aVJkSDQlAW68bw3vaG17gPaZgiUAAK1JxICgUKgBAUV6Hu9W/2f40vPHlW3Q6AEEKg9kRAItHMEOjWdrhNok27LW6D39gZXV7jV3axuh0AJYgp0up0AgbZHoNPLTyQIgUKgZrzzlwW3W92b1QAEStBUoK31dP4CTTwto0CgEChBMQU66q4MbvvdVWoAAiWAQOO0NASamkBbqUuTSkGgqQr0HXd1cPu2u4xv+fPegH+pNvC8qhn/Saw5WGM1c7B+9VtL1HrYGINqiUbjlmGZ9aQsw06zp6czaLN07I+xLdpIp5VpaRvUkk44qPaOeyWSboLCm2MJEqzZH8Ng0IqaTlmPG2jax62cdrNKJZw8Lc/opoWdRg7Rw8YYVEsnTYHudG8Mbve4S/mWE48J2JjiICkTPqJ5n4XGNHu6m841ixS06wDrLZ46GSernX/Dp0kfqaSnnXT8NtHmTNIU6Db3uuB20F3Ot3S+QEH3026BZoxJoKATSVOgu9yrgtvdXKQN8B4owUy4rDEn68Kq6bT/mkgqiQurppPhReXEYbMtrLHbcF14jQH30uD2LfcWNQCBEkCgHAhUAIFKZqJAq70LgpcfO9xNagACJYBAORCoAAKVzESBsivdUv3m/jMH1e0QKAEEyoFABRCoZEYK9An3Dv+nt3yNth0CJYBAORCoAAKVzEiBVlf1Pl0t3734fW07BEoAgXIgUAEEKpmRAmXlh1YsuWjdPn0zBEoAgXIgUAEEKpmZAgUAgBkEBAoAAC0CgQIAQItAoAAA0CIQKAAAtAgECgAALQKBAgBAi0CgAADQIhAoAAC0CAQKAAAtAoECAECLQKAAANAiECgAALQIBAoAAC0CgQIAQIu0RaDvlrocLZ+8TycpBUtHy+ff8j6dpKjpvJ/36SSlYN2mpQOBxqHYPZD36SRGTQcC7SwK1m1aOhBoHIrdA3mfTmLUdCDQzqJg3aalA4HGodg9kPfpJEZNBwLtLArWbVo6EGgcit0DeZ9OYtR0INDOomDdpqUDgcah2D2Q9+kkRk0HAu0sCtZtWjoQaByK3QN5n05i1HQg0M6iYN2mpQOBxqHYPZD36SRGTQcC7SwK1m1aOhBoHIrdA3mfTmLUdCDQzqJg3aalA4HGodg9kPfpJEZNBwLtLArWbVo6EGgcit0DeZ9OYtR0INDOomDdpqUDgcah2D2Q9+kkRk0HAu0sCtZtWjoQaByK3QN57TPyBgAAIABJREFUn05i1HQg0M6iYN2mpQOBxqHYPZD36SRGTQcC7SwK1m1aOt0o0Gs+e7Bz8HNy/bmDnVl/+u3LnAiHpzti1j1wuzvXcQ76+KkfP/qEa18KN333hP7UhxFknY6Wz/2nH+qXZO5hB837/J3pj1Vqg0DVfNb3zqv32KzgR1/6o6npZCNQIqP5Z9yTyVDtnTyPnH6EX5Z5n/mjI45b8WLqY5UKIdBS6euOc5mydmmptGLps88//7zj/LX/8/vz0h0v6x4olTY4zgv+zU8+5xwXGLT/U84PMxgmJPt0tHz+yvmoL5rnL3ecTAyqppPJM1A1n7sc56mdpb7nNl03P4Ox1HSyegY6JaN/zmigdk+eOxzn5/7aw59wPv1KBoNp6XSnQNfMdma/IFZePGy2c0OpdN26+sps51b/Z/9/T3e87HvgMccJxPmLg51v128fdJyFGQwTkn06Wj63OIFo+j/rfDmLwdR0MhGoms8mvlZ66pQMxlLTyUqgUzJ6PqOB2j15xNoTjnN7BoNp6XSnQL9z1rHOlWJlxYLj6o/b939UXznCuSPYlu542ffAFjElP+Msr98sWOQc9LMMxgnIPh0tn9tCgZa+JKuWJmo6mQhUzaex9vIPMhhLTScrgRoySp92T57G2jxndQaDael0qUDP+a5zOC/49iM2Hxc+a6szN5MXiW3sgWOC/za3zNl+gvP1DMYJyD4dLR8u0JfmzXsyi8HUdLIVaJBPhroptV2gWWfU7skj1voOcx7KYDAtnW4V6OvznW+Ey9/8UqlAAn04fOPmK18rrXPmvJzBQHWyT0fLpy7Q/u13n3j61izGaqdAw3zE2rX3ZTGWmk7WAlUzyoB2Tx6xdodz4usZDKal060CLX3bOSLwyytHbyqKQHeW+u6cd/zT/trzs58s7TzKuTGDgepkn46Wz23OrPlHObMWrt2exVjtEqjMh8/R109/MIux1HSyFOiUjLKg3ZMnTOWNv5/z6V9mMFZhBLrzw+E7HGvOKhVFoGtPPeWCW9+or634gv/jKufYNzIYqdQ2gcp8gmegL/1ooXPkvVkMpqaTmUBlPv7aEXPnHnmQ86MsxlLTyVKgSkbdLVA1lUvP+OgZt2TwG2al4gi0tMY52n++/vpHHimMQBsrrxxZ/428Z2Y5d2UwUqm974EGiA+RLnTmPGe4QxLUdLJ9D1SsbX722Wce+2Qmv2qmppP5e6DEWqq0efIEaxscqYSU0dLpXoG+crSzxl/qLRVPoDd9Iviv9EvO6RmMVMpRoD91nPUZDKam0x6BBmvf+KcsxlLTgUCbQqRyhTNrYwYjlQok0NJq549f6zu2/kFbwQTad+yhc+oc5jg/zmCoHAX6xmznmgwGU9Npo0CfyuR3J9V0INCmEKn0fc75419kMFSRBLpjrrN2/Wn11YIJdMMc/lnLyc6FGQyVo0BfPahYz0CzQU0HAm0KlcqzRzmnZ/ImqJZOFwu0dI3zsePury8US6D9J4k/U73NObgNT3HaKNAfOYdmMU3VdNoq0NXr0h9LTQcCbQqZyr0fdP4ig7GKIdA1Z9R/bp/jhN+4cUz9TzkD+g8L/pQzbbLvgcfkn9L90HmcL/XNc67IYKw2/SlnxP3rQ4H2neRcl8VgajpZ/Snn88oan7ELM/gCDjWdDP+U83nTWqq0dfJE1q5ywr9KTBktne4U6OWfDG5WOn9Xv+k7uPHVItucdvz5VgYj3Nn4Moe+kz/W+B6mZc5hT2cwWPbpRPKpc50z77m+5+8+/qArMvmKKTWdTASq5nO74/x422sv/fwnD37ocfN9WkVNJyuBqhnd2c1fJkKn0ne6c/jm9AfT0ulGgV57yiHOZxb4C9s+Uf9Tg68e6ziHnFL/u8fHT/MXD//ctekOV8q+B7536lGO8+HT7vYXV893nOPC553rz5jjOHMyeA6adTrRfOp8f079m9+OOOErmfwhZxsEqubz1Glz5BcnZvC8TU0nG4GqGWn1Spc2Th517fl5zuz0Z4+WTjcKtP1k3QNtpmDp4AuVO5r8uu21vr70P0fS0oFA45BfD2RCwdKBQDuagnWblg4EGodi90Dep5MYNR0ItLMoWLdp6UCgcSh2D+R9OolR04FAO4uCdZuWDgQah2L3QN6nkxg1HQi0syhYt2npQKBxKHYP5H06iVHTgUA7i4J1m5YOBBqHYvdA3qeTGDUdCLSzKFi3aelAoHEodg/kfTqJUdOBQDuLgnWblg4EGodi90Dep5MYNR0ItLMoWLdp6UCgcSh2D+R9OolR04FAO4uCdZuWDgQah2L3QN6nkxg1HQi0syhYt2npQKBxKHYP5H06iVHTgUA7i4J1m5YOBBqHYvdA3qeTGDUdCLSzKFi3aelAoHEodg/kfTqJUdOBQDuLgnWblg4EGodi90Dep5MYNR0ItLMoWLdp6bRFoMN7G0yU9xrZ73kT5ugB74A5OOF5+83RsvWw3rg5OugN1G+0fGR82NtnvvOkVzMH99ZGzbERzxs2R0eth/UmzcF94WGN6Qx4g+Y7j3vWCmRW2AFztBIeVk0ncrTJMfN9hzzPUoFhzxzbW7UXdsQca1LYanCjphM5yTFrab2KOZpTYYM5aey2QWtpPevUyq+wWjrtEeieBhOVPUYGGCubo/vZfnOwzNiAOVqZMMcOMDZujg6yffUbLR8ZH2Z7zXeuMs8c3OONmmMjymOmM2o9LKuag3vDwxrT2ccGzXce991kjuZZWDWdyNGqY+b7DvluMkeHmTm2p5ZtYdV0RmR83FpaNmmODuRYWGO38clFM8msUyuXwgal0NKBQCFQGYdABRCoAAIVQKAUECgESgCBCiBQAQRKAYFCoAQQqAACFUCgFBAoBEoAgQogUAEESgGBQqAEEKgAAhVAoBQQKARKAIEKIFABBEoBgUKgBBCoAAIVQKAUECgESgCBCiBQAQRKAYFCoAQQqAACFUCgFBAoBEoAgQogUAEESgGBQqAEEKgAAhVAoBQQKARKAIEKIFABBEoBgUKgBBCoAAIVQKAUECgESgCBCiBQQX4CHRtuMFkdNjLq94A5OhY9jI7/cI+ao1XrYVnFHB1nI/UbLR8Zn2Cme/rUmC3qlc2xCcYmzNGyZzksYzVbdCLcx5DOCBs337fCrBVIUFhL6eIU9oCazoiM16ylZdYKmGPDXqaFHTJOnoqltL6arRXIr7DGbhuPlkqnxqzRrAprm1phYbV02iLQSjsGATOVMXW1ms9ZpIZ2/pg8HQ1ewuMlvIzjJbwAL+EFeAkvwHugFBAoBEoAgQogUAEESgGBQqAEEKgAAhVAoBQQKARKAIEKIFABBEoBgUKgBBCoAAIVQKAUECgESgCBCiBQAQRKAYFCoAQQqAACFUCgFBAoBEoAgQogUAEESgGBQqAEEKgAAhVAoBQQKARKAIEKIFABBEoBgUKgBBCoAAIVQKAUECgESgCBCiBQAQRKAYFCoAQQqAACFUCgFBAoBEoAgQogUEHKAt1di70rBEoAgXIgUAEEKim4QGsvXOOOBEvvupw36mvbrr5k0bVbPG1vCJQAAuVAoAIIVFJogQ49fOFlLhfoe+5ZIf3+ysbz3vSG1roPaPtDoAQQKAcCFUCgkkIL9L5vveadxwW6d4Hc/l7vVv/n+NKzR9X9IVACCJQDgQogUEmhBVpnMRfoni/Lbff2BlcMudXdrO4LgRJAoBwIVACBSmaMQH97cWOTd/6y4Hare7O6LwRKAIFyIFABBCqZMQL9zeW7blpy7sqtnn/a7spgU7+7St0XAiWAQDkQqAAClcwYge46c8HK1Ytddz1j77irg01vu8v4ThvWBewYa1CtjRnxC1k1RyfYhDlY9TVojtash2WTtmhwWC13GS8z0z19PGaLsoo5VmH2qO2wzLNFy+E+hnTGbY+x39K2CuRX2EFTOmOepbRla+FzLOyImk4k/UlLaf3H2FoB+2OcZWGN3TZhLa31Mc6xsFo6iQVaumy3f8IbXHcH2+neGGza4y7lO514TMDGVgcBoDm4rDHIjcQCZcHv03tXuBvYNve6YMugu5zvBIGC7IFAQW4kF2jI4+41bJd7VbC8m4uUsZ9uCdg11KBSHTLiH3DSFh0xB/2Xl5ZotWKOjfotao6OseH6jZa7jI8z0z19aswW9SbMsQn/lZsl6lkO6/+PZouOh/sY0hlmY+b7+jN51BLNr7D71XSGZbxWNt/X164l2qSwtgokLaz+joSMVyylHfbNa46O5FhYY7eNRUulU2W2aEaF9WIUVksnLYG+7N7EBtxLg+W33Fu0lpZvxOJDJAE+ROLgQyQBPkSSzJQPkcRfbT7jbmbV3gXBy48d7iZ1XwiUAALlQKACCFQyUwR6z6/D1bsu8MtwpVuqL99/pvYqBAIlgEA5EKgAApUUXqCL3ODdgFevDp6DvrvwVf/nE+4d/k9v+RptXwiUAALlQKACCFRSdIHud93X67fekut37PnVoyuC72Kqrup9ulq+e/H72s4QKAEEyoFABRCopNgC3XDlOa571hXr/MVnl39x0epHJ8Pt5YdWLLlo3T59dwiUAALlQKACCFRSbIFOEwiUAALlQKACCFQCgUaAQAkgUA4EKoBAJRBoBAiUAALlQKACCFQCgUaAQAkgUA4EKoBAJRBoBAiUAALlQKACCFQCgUaAQAkgUA4EKoBAJRBoBAiUAALlQKACCFQCgUaAQAkgUA4EKoBAJRBoBAiUAALlQKACCFQCgUaAQAkgUA4EKoBAJd0u0M3vNRZrZjPGBAIlgEA5EKgAApV0u0B75NWKT33KrMZ4QKAEECgHAhVAoJICCfSG/7Xf7MZYQKAEECgHAhVAoJICCfRvem4zuzEWECgBBMqBQAUQqKR7BfrwV/5q7V0P9Jz0QMg/Xvpfer4XU5QmRvc3qEzuNzLIWMUcHWJD5mCFsUFzdNJy2GG/B8zRkfCwWj4yPspM9/Txy2GJeuPm2BhjY+bouO2wjNXMwQNhKYzpDLIR8519lw2bo60XdjhBYYPSaV+fGDlabcJ8X99llgrkWNgB4+SZqJrv6z8RsFYgk8IOxSmssdtGbKWt+lY3R3MsrJbOVIH+rGcKL8YUpQlcmRVkCC5rDHJjqkC9T2j6/P2bkg4yeqBBZfKAkfr/Z+boMBs2B/0uGzJHJy2H9f+/Kpujo+FhtXxkfIyZ7ulTY7aoN26O1Z+omKPjnuWw/jNQc3AwPKwxnaFoqXT8Jyoj5mhGhZ2MUVjtKVtk/5q1tGzCHG1SWFsFEhdWTSeyf9laWlY1R4dspas/AzVHExfW2G2jttL6/40MmqM1S+kyLqyWDvEe6Ltvvrd/4MPn/ZrzLn6NCe+B1sF7oAK8B9o4LN4DNTjvrosNgVaAQAkgUA4EKoBAJd0u0IlfNNVifCBQAgiUA4EKIFBJtws0yunlGDvZgEAJIFAOBCqAQCUFEmj1dyab72QFAiWAQDkQqAAClXS9QIee3PCtOtdf6fZ4zQzZBAiUAALlQKACCFTS7QL9/n+N/CJT0t+sg0AJIFAOBCqAQCVdLtBffMD35u/8LgfvgZp6AAIVQKACCJQzkwX6+Z7f/eau1P6kAwIlgEA5EKgAApV0uUBn9/xDcy/GBgIlgEA5EKgAApV0uUB/9/fT/ItiCJQAAuVAoAIIVNLlAp1zSFMrTgMIlAAC5UCgAghU0uUCvb1HXtKDrTWrMR4QKAEEyoFABRCopMsF6l2yTK78L+Quu+N/yQgESgCBciBQAQQq6XKBjhw4deW/D9cZ+u1PiH1qL1zjjvDlbVdfsujaLd6UZQkESgCBciBQAQQq6XKBHqJ8I6geHXr4wstcIdCN573pDa11H9CXI0CgBBAoBwIVQKCSLhfocqtA7/vWa955XKDv9W71f44vPXtUXY4CgRJAoBwIVACBSrpcoM/0nHbNuu/VWXfDYnKfxVyg9/YO129udTery1EgUAIIlAOBCiBQSZcLdOQD8lP46geoPbhAvfPDT5u2ujcrywoQKAEEyoFABRCopMsFys4ckst/TO3ABTrqrgxW+91VyrICBEoAgXIgUAEEKul2gUYZpX5hiQv0HXd1sPq2u0xZDnnphYDfyAszFe6icrYrX9kvKme98pXt2mMTuKiciDa7qFwu1x5LWlg1nVQuKjfcpLC4qFx42FQuKjeFg/YRG7lAd7o3Bqt73KXKcsiJxwRsjDEIAC2CyxqD3Igh0LHfGSe2coFuc68LVgfd5cpyCAQKsgcCBblBC7R60mcEx8//f8gvVOYC3eVeFazu9uUZXQ752xsCto03qNbGjUz4Lz/N0TIrm4P+q+UJS7RqOyyzRoPDarnLeIWZ7unjMVuUTZpj/qSpmKOT1sMyzxathPsY0pmwPcZ+F9ii+RV2yJTOuGd/jK1Rcyzjwmq/AxhJv2otre0xzq6w1slTDk/MUJ6ytbTWxzjHwsYSKDtZ+T3QEWIPLtAB99Jg9S33FmVZAR8iEeBDJA4+RBLgQyRJl3+IdEfP//WxUz7n89EPfPC4jw4Qe3CBVnsXBM9Pd7iblGUFCJQAAuVAoAIIVNLlAu3v2cuXtn/kaXIP8Yv0V7ql+s39Zw6qy1EgUAIIlAOBCiBQSZcLtPr7jcX+P3yZ2mORG7719IR7h//TW75GW44CgRJAoBwIVACBSrpcoOx9ubhsPvEh0n7XfT1YqK7qfbpavnvx+9pyFAiUAALlQKACCFTS7QKNcHvPU/qmDVee47pnXbGuvlx+aMWSi9aFvyoaXY4AgRJAoBwIVACBSgok0Bt7vtd8JysQKAEEyoFABRCopDgCHZ3bs77pTnYgUAIIlAOBCiBQSXcLtHqP4LZvfKinZ2tzR1qBQAkgUA4EKoBAJd0tUO/w6O/RH0P9Ked0gEAJIFAOBCqAQCXdLVD2DanP/+283zRXpB0IlAAC5UCgAghUkopAFwYo0TYJ9Oc9//Dqb9/1eb/c3I9NgUAJIFAOBCqAQCVdLtCRD8S/aHFzIFACCJQDgQogUEmXC5T9XVMrTgMIlAAC5UCgAghU0u0CDWs3YYvGBwIlgEA5EKgAApV0v0B/dtZ/6en5/778YhM5xgECJYBAORCoAAKVdLtAKxeLT+G/mvxjJAiUAALlQKACCFTS7QL9mq/O3z3ic5+b+597zvGaGrIJECgBBMqBQAUQqCRFgSoWbZNAX+jp+fTDwZcw7Vvz+3c2E2QzIFACCJQDgQogUEmXC/SCnhsby08cnvRXmiBQAgiUA4EKIFBJlwv00MsjKye9ZFRjPCBQAgiUA4EKIFBJlwv0P0f/fPOqDUY1xqPiNWDMM8Ps0dbvmXRQLZ90TsoSs59x4kEzSSe/wmqXNZ7M+6QssTiFncx78oTGSW3QHLpNLEUEmsagYp8oBoH+79Frqy66gd4pNuNjDaq1MSP+/4RVc3SCTZiDVWUQnZr1sGzSHC2Hh9XykfEKM93Tx2PWaMUcq1/91hL1LIf1W8AWLYf7GNIZD+M0/sS2VSC/wg6a0hnzrKW1FT5BYa2li1FY7Rq4kfQnLaWtX9bYFrUUtqoVNjROI5q0sMZuK1tLa5888QobEaiIJi6slo5BoB95Xi7/2x8k/bMkvIQnwEt4Dl7CCzrkJbz6mhcv4QXTeQn/V3/WuA7Sf3yo5+c2O8YAAiWAQDkQqAAClXS5QN/5vd5twcK/r/w/e44kLio3LSBQAgiUA4EKIFBJlwuU3dnTc9B///wx/29PT89/2tpMkM2AQAkgUA4EKoBAJd0uUHbX7/E/5fw/Hmnmx6ZAoAQQKAcCFUCgkrQFKpJq35eJ/MeKo/9Tzx+e9M3dTewYAwiUAALlQKACCFTS/QJl9V+IsUXjA4ESQKAcCFQAgUq6XKDeAblcMZsxJhAoAQTKgUAFEKikywX6s54/OOpqvnzqXTY5xgECJYBAORCoAAKVdLlAz+z59E/e5st3/2HSbwSFQAkgUA4EKoBAJV0u0Fm/93Zjub/nOYsc4wCBEkCgHAhUAIFKulygf/Apufx2zz1mN8YCAiWAQDkQqAAClXS5QP/kK3L5kZ41ZjfGAgIlgEA5EKgAApV0uUC/fopcvrjnVrMbYwGBEkCgHAhUAIFKulygv/q//0MsPtrT80uLHN91OW/U17Zdfcmia7fo35kHgRJAoBwIVACBSrpcoGzpp0KDjn37D3qOtF3S4z33rJB+f2XjeW96Q2vdB7R9IFACCJQDgQogUEm3C/TdD/7e+Tf+w/WLP9jT84EfG/YJ2LtALr/Xu9X/Ob707FF1HwiUAALlQKACCFTS7QJlLx/Ev0zkd/6naZfw8fiyXL63d7h+c6u7Wd0HAiWAQDkQqAAClXS9QNnAX/zX+rXh+feCGvntxY1F7/xlwe1W92Z1HwiUAALlQKACCFTS/QJlrPrvL742aokH/ObyXTctOXflVs8/bXdlsKnfXaXuA4ESQKAcCFQAgUqKINBY7DpzwcrVi113PWPvuKuDTW+7y9R9IFCCmSxQZYoWS6CqfXQgUAhUo3TZbr90G1x3B9vp3hg+RO5SHjzxmICNSQcBxSLs5rSOpn3pYtIL0CQjeWra+Sf/MrTpkm518mSKQNMfIrFAWfA7Tt4V7ga2zb0u2DLoLucxCBRQQKAWINDU6AqBhjzuXsN2uVcFy7u5SBn7896Af6k28LyqGV/E5mCN1cxBz+87S9R62BiDaslG45ZhmfWk7MPak2190Gbp2B9jW3Q6hQ27OeagluOGg2rv01ci4yYovGVY22OspEYN2rSwmjHLetx4UgkmjxJVU0g8Y1vuNtu48Qo7RaApzFgtnbQE+rJ7ExtwLw2W33JvUYN4D5QA74HyFbwHKsB7oJKZ8h6o+KvNZ9zNrNq7IPDzDneTuhMESgCB8hUIVACBSmaKQO/5dXh71wV+Ga50S/Xl+88cVHeCQAkgUL4CgQogUMlMEeirVwfPQd9d+Kr/8wn3Dv+nt1z/+jsIlAAC5SsQqAAClcwUgXpLrt+x51ePrgi+i6m6qvfpavnuxe9rO0GgBBAoX4FABRCoJKFAp6izUwXKnl3+xUWrH50MV8oPrVhy0bp9+j4QKAEEylcgUEHuAlVdEwKBCrIRaBwgUIJkAjXOUwgUAp0KBAqBQqCCogiUp1AUgVL20YFAIdAWgEAJIFAIVAMClUCgESBQgpkpUKKlIVABBCqBQCNAoAQQKASqAYFKWhaoQZ0QKAQqgEAFEGgDCJQDgRqAQAUQqAACbQCBciBQAxCoAAIVQKANIFCOVaD26kCgDdQHCgLlQKCSTAVqqg4ECoG2AARK0KpAm3QCBAqBTqW5QI1nD4EKIFAKCBQCJYBARRQCFUCgFBAoBEoAgYooBCqAQCkgUAiUAAIVOUCgAgiUAgJtk0CNzQyBCiBQCQQaAQIlgEALI9D48xQChUBbYEJSq00Y8SeLNVo2B2tMjYYPVJxBK4xVbdHgsMZ8Jpnpnj4es0XZpDnmd48xGu0E6rDMazqoMZ0yq5jvW2W2aNPCGpq58RgbDsus0WDQYWO3edbS2go/rcIaUyMOay17ULoxYzpVa2ntk6dZYY05tD5jm00ea+Htk8dS2BgCbXFQcvK0RaDlSoOaVzHid1fNFp00B/15pkTDB0qsedbD2gathofV8onGzfeteMwWZVXbsOZotBOowzLLI8wHNaYzaTsp/THWos0Ka2jmJoX1rIOGhdUEWtbjNNUmhTfHphTWmBo1qLXs9Z/jajoTMm57jO2Fbz55jDkknrGWyWMvvDloK2wMgbY4KDl58BIeL+FlHC/hBXgJL3LAS3gB3gOlgEAhUAIIFALVmRkCpR4oCJTTgQJt0tIQKARKAIFSpC5Q8XAVRKCxOgEChUCnAoHG6jYIFALtQIEmaWkIFAIlIAsbo8+adBsECoFCoBDoVCDQWN0GgUKgECgEOhUINFa3QaAQKAQKgU4FAo3VbRAoBAqBQqBTgUBjddsMF6jx4SqsQIl+gEAh0Km0LFB7ebpUoMakIFD6gYJAORCoBAJtHBYC5UCg0++BrhDoNDoBAoVApwKBxkpqxgo0wRQtgECVBCHQjhEokRoECoG2AARKAIHGqREE2gkCNZUHAoVAIVAIlAACjVMeCDRtgW67+pJF127xtK0QKAEEGqdGECgESlBUgW48701vaK37gLY5Q4EmebgCINAMBZq8pSHQzAWaoDwQaLoCfa93q/9zfOnZo+p2CJQAAo1Tow4X6HSTgkAhUAv39gZXV7jV3axuh0AJYgp0uglCoO0RaGtJdZZAE5cHAk1VoN75y4Lbre7NagACJYBA49QIAoVACYop0FF3ZXDb765SA50gUNOD1okCjZ7rdFODQCHQqaQi0KnpdLVAiXxyFug77urg9m13Gd/yl5cEPCOvbJf2VTmn+XBNf9AKcSU+Gc/mqpzRc51ufomuylmZzpVPtSg1bOLqdO5VOVtLLa+rctKFnWYOU2uU7Kqck61Pnnphp5xUK+mo+eR8Vc6d7o3B7R53Kd9y4jEBG1McxKelByok3RPJiui5dkd+htHbUx3tQurVFg9jZcoJTjO1aSSonb8+Y1OkpRySVCpVWj/7NPNJU6Db3OuC20F3Od+SjUABiNIOgbaR9gkUJCdNge5yrwpud3ORMvYf7wTsGWhQnhwwcsDvFnN0kA2ag36XWaKTZXNsyH+RZI4Os/31Gy1RGR8N4zQ15pmDA96YOTbK2Kg5OmY7rP+iyhzcHx7WmM5+Nmy+8wRjQ+aorbCDiQp7wBwNC7tPTSdytOq4+b4jjFmio8wcy7iwWjqR/Seq5vvuZ8w6tfIrrLHbhm2TZ5LZovkUlpo8aQp0wL00uH3LvUUNtP+68CoF+To7waj1sJ30IRIn68Kq6bT/F+lVEhdWTadNf4lkpHu+UJmTXWGz/hCp2rsgePmxw92kBiBQAgiUA4EKIFDJTBQou9It1W/uP3NQ3Q6BEkCgHAioDMDyAAAgAElEQVRUAIFKZqRAn3Dv8H96y9do2yFQAgiUA4EKIFDJjBRodVXv09Xy3Yvf17ZDoAQQKAcCFUCgkhkpUFZ+aMWSi9bt0zdDoAQQKAcCFUCgkpkpUAAAmEFAoAAA0CIQKAAAtAgECgAALQKBAgBAi0CgAADQIhAoAAC0CAQKAAAtAoECAECLQKAAANAiECgAALQIBAoAAC0CgQIAQItAoAAA0CIQKAAAtEhbBPpuqcvR8sn7dJJSsHS0fP4t79NJiprO+3mfTlIK1m1aOhBoHIrdA3mfTmLUdCDQzqJg3aalA4HGodg9kPfpJEZNBwLtLArWbVo6EGgcit0DeZ9OYtR0INDOomDdpqUDgcah2D2Q9+kkRk0HAu0sCtZtWjoQaByK3QN5n05i1HQg0M6iYN2mpQOBxqHYPZD36SRGTQcC7SwK1m1aOhBoHIrdA3mfTmLUdCDQzqJg3aalA4HGodg9kPfpJEZNBwLtLArWbVo6EGgcit0DeZ9OYtR0INDOomDdpqUDgcah2D2Q9+kkRk0HAu0sCtZtWjoQaByK3QN5n05i1HQg0M6iYN2mpQOBxqHYPZD36SRGTQcC7SwK1m1aOhBoHIrdA3mfTmLUdCDQzqJg3aalA4HGod090PdapodvdzpZo6YDgXYWBes2LZ3uFegjpx/hOM68z/zREceteNFfv8k90nE+fsYjWYyVaQ/oiaz5/GHOx17kwdvduc5xZ2xPd8RM05makE//PRcfd+Ssucdf8sP+tEcrZS5QPR8iv1RR08lAoFMT6L/33E/Onnfq9T9Lf7B2CFQ7/ZfWLjh+7iHzT/ra7dvSH0tLp3sFWird4Tg/928e/oTz6Vfq62sd55lsRsq4B/RErnKc0/pE8JZZfcY7tkjG6UxNaNOn59/wg1/ufOpv5jun/zT94dR0MngGquejr6eLmk4mz0C1BF4942N//8LOzX8x69QMxsq827TTf/niQ7+w4bm+7Ztv+pSzMv3BtHS6WaCPOc5L9dsnHOf2+u33nYNSd01Ixj2gJ/LteR90viqC981Pe7jsW1pL6O6D/+zlMPDql5yjnkx9ODWdDASqF0hfTxc1nUwEqibQf8Hh4X9r/3977x4mR3XfeXfybi672TebTbLZpxxCzDo2dsi76x2Td43jJNo8dgzOGfQgYYwyMkgswSiGINlCihArBBgCwQtWDLaFCMIIECJYNpcgW4AcgZcQhFEESJpFgMEEJHSdS89MX8+z1dV1urpK59R0VXV1dfd8Pn90Xb516tSvT9Vn+jbdX5qfQl+pn23+w9966knr3GDP6Wva31ugnF4W6Fb3LBg+xVpdm2yyTkyno7TPgWAhXz1rtWX9tRv+3f/f7u7SP6X9BT1+0kmNZwYv/Z71sZQfUacg0OAABZfbi7+cVATqL2C7Na++eu3iFPpK/WzzHf5zH2n6m3bRA+3vLVBOPwh090nWptq05wWqCvnqWXvPs07YVA97WaD1gs62Lvei9ZZ1a7u785eTokDVAAWX24u/nFQFWi/g69af1VfvfjmFvlI/23yHf6F1ppd8P/UXWPpCoOusWc7A97xAVSFfPWt413+3Tq4/L+llgToFPfse61tetOe91rnt7s5fTooCVQMUXG4v/nJSFWi9gK9bv/NMGr3USf1saz78Hb9pfb39PTQTKKf3Bbrnm7/18eec5R4XqFeILdDhH55ifcx54bB3BeoWdLtlPdmUfcz6b+3uzl9OagL1Bii43F785aQoUFXAD99n/fayDWk5NPWzrfnw7Sc4KbxL2UygnF4X6CVn/pczb3FfVOtpgTYXUhPo8HdOtM7eM9y7Am0UdJ1lNX8M6xzrQ+3uzl9OSgJtHqDgcnvxl5OaQJsKuPdUy+ZDYtXOFPpK/WxrPvwb/CdbCgTK6XWBrvXebeltgTYX4gh0+G8s57XDXhVoo6BrLGt7U3a+dVq7u/OXk5JAmwcouNxe/OWkJtDmAnbff+15p/26ZZ2yPaxVPFI/25oP/9r657NSJFBOrwt0eIl1wmZ3uacF2lxIXaDDl1nWN3pXoI2CbrWsDU3ZJ3v1NdCmAQoutxd/Oek9hQ8W8MK1v2Fd0P6+Uj/bXJzD/4Zl3ZtaDw6BcnpeoLv/2Pr//rG+3NsCbSrEFejuM633Pty7AlUFPWVZlzVlp/Tqu/BNAxRcbi/+ctIT6PEFXGV9ov19pX62NbAP/5n3WBen2MNw/wl0+OkPWmfUX8npbYE2FeIKdPj537X+8zM9K9BGQWdYJ3sfJ/mO9bttf+PaX05qbyJ5AxRcbi/+clJ8E0kV8OLj7upvW2e3v6/Uzzbf4c+1Tkzj/1E9AuX0vkCHN7zH+qKz3OMC9QpRAh3e+lvWJ+7rWYGqgr5zgvXnKtl7xgnt/+Skv5z0PsbUGKDgcnvxl5Pmx5jcArarj07ebH2t/X2lfrb5Dv+Jk6zfe779fXgEyullgT5sWc5nFy63LOeftzZZJ6XTUQf+ldNXyF9/WiXfeo/1ez0o0EBBN1nWyj315Msnrm1/d/5y0vlXTt8ABZfbi7+ctP6Vs6mALR+oK+e5gU/vaX9fqZ9t/sO/973WR+53v7Lmu7e1v7dAOb0s0Dss67u16e4zrPdtGa4J9L+m01Ha50CwkC+d2ohWW1YPCjRY0O0ftP7otmd2P/HNObMebX9v6Qs0WE9wub34y0lFoP4C7rc+fP3W579/08AFKfznTvpnW+Dwv/8Jy/r9y2/91i2Xf+rkh9vfW6Cc3hXo33zqg5b1O6ffZc8+c4r13iU1gf5RGh0Np3wOBAu59pO/aX1cPYnfe551aljjWKRajm5khndef+YpJ7z/tM/fk8a32aUt0GA9mvrair+cFAQaLOCFr879yImnnL7oyWlbxiHls214OHj4ex+85A8/dMIH/2De7R34z9TeFWgzL+3evdt+8G59NqX9p34OKOqFNLN7y9+2vZeOlaMrKAX85aT6hcrBetKoz19Oyl+onP4AdfBs6wSBcvpDoHVuqX1sMhX6+xzI+nAS4y+Hb6TvLvrsbAuU0zcC3fHs8CVpvATu0N/nQNaHkxh/OQi0u+izsy1QTt8I9Pb3/O5ZL6S18/4+B7I+nMT4y0Gg3UWfnW2BcvpGoI99Np1vdnDo73Mg68NJjL8cBNpd9NnZFiinbwSaKv19DmR9OInxl4NAu4s+O9sC5SDQVujvcyDrw0mMvxwE2l302dkWKAeBtkJ/nwNZH05i/OUg0O6iz862QDkItBX6+xzI+nAS4y8HgXYXfXa2BcpBoK3Q3+dA1oeTGH85CLS76LOzLVAOAm2F/j4Hsj6cxPjLQaDdRZ+dbYFyEGgr9Pc5kPXhJMZfDgLtLvrsbAuUg0Bbob/PgawPJzH+chBod9FnZ1ugHATaCv19DmR9OInxl4NAu4s+O9sC5XREoPmjDSYLR42MlMtT5nS0PGoOp8rlEXNamAzbbTkkHSsfq00C9Xj5eNnc9mixXApJS3lzNl4uj5vTfOhuy8WQtL5bYzkj5TFz28ly6AhkOLD+cpr2Vpwwtx0rl0PSlAY238rA+stpOsiJkKE9Vi6HjkB2A2s828ZCh7Zcv/T0TDOwoZeWOWtpYAPldESgYwcbTBUPGjkiZcGcHpVHzWFByiPmtDhlzo5JOWlOR+Th2iRQj5ePyUPmxmVZNYcHq3lzNu67z4LkQ3cry+bwUH23xnIOyxFz40kpj5nTLAfWX07T3soT5raj9h92czomzdnBSroD6y9n3MsnQ4dWlszpkQwH1ni2uReXnpIMvbQyGVhnKALlIFAE6uUIVIFAFQhUgUB1IFAEqgGBKhCoAoHqQKAIVAMCVSBQBQLVgUARqAYEqkCgCgSqA4EiUA0IVIFAFQhUBwJFoBoQqAKBKhCoDgSKQDUgUAUCVSBQHQgUgWpAoAoEqkCgOhAoAtWAQBUIVIFAdSBQBKoBgSoQqAKB6kCgCFQDAlUgUAUC1YFAEagGBKpAoAoEqgOBIlANCFSBQBUIVAcCRaAaEKgCgSqyE2h+tEGpPGrEPrtK5jTfvJsg9t09bk7LobuVRXM6Icdqk0A9Xj4pTS1tKjIsrU6Zsynb6iFpNWS3UlbM4Vh9t8ZyxuWEuXFRho5AdgMb+IrGMS+vFMxtJ+yL35xOM7BhI5B0YEf85TSNSCF0aGXoCGQ3sMazbSJ0aH0DGSSlga22MLCBcjoi0GInOoGZyoR/sZzNUbSNwPFz8XQ1HRHo+JEGhdIRI/az6aI5HZWj5tA+y0bMaakQtls5ZU7H5LHaJFCPl+flUXNj+4GKOTxSnTBn9sPivDmdCNut/QjUHB6t79ZYzjE5Zm5sP3oKGYGwgR2ZZmBDhs4e2GPmtD6wh/3lNO2tHDK09qOnSXOal+Ys5YENlNO0/VTZ3NZ+GB56aWU3sMazbSx0aGXopZXdwAbK4TVQXgP1cl4DVfAaqILXQBW8iaQDgSJQDQhUgUAVCFQHAkWgGhCoAoEqEKgOBIpANSBQBQJVIFAdCBSBakCgCgSqQKA6ECgC1YBAFQhUgUB1IFAEqgGBKhCoAoHqQKAIVAMCVSBQBQLVgUARqAYEqkCgCgSqA4EiUA0IVIFAFQhUBwJFoBoQqAKBKhCoDgSKQDUgUAUCVSBQHQgUgWpAoAoEqmizQPdXWt4UgWpAoC4IVIFAPfpcoJVnrxTjztw7wmVPbWnHyouHVm2tBrZGoBoQqAsCVSBQj74W6OiDF1wqXIEeEGfV2WsvbJ73SnX0JnFfYHsEqgGBuiBQBQL16GuB3nPNS9V5rkAPzfXWHxjcZt9OLpyT92+PQDUgUBcEqkCgHn0t0BrzXYEe/Jy3bsPgWG1ym9ji3xaBakCgLghUgUA9ZoxA376osap63iJnuk3c6N8WgWpAoC4IVIFAPWaMQN+4bN8NC85Zvq1qH7ZY7qzaK1b4t0WgGhCoCwJVIFCPGSPQfbPnLl89X4hbpXxLrHZWvSkWuRs9/KDD8FiDUnnMSN4+B8LSvDm07+6QtByy2wkpi+Z0Uo7XJoHavXyqnuupNG95HNWCOZuScsqcFqohu5WyYg7H67s1ljMuJ82Ni1JOmNMMB/aYv5ymEamEDq0MHQFzNlZNdWADP5zbdJ8XQ4dWho5AdgNrPNsmp7l4wtK0Bjbs0qrqLp7EAh2+dL99L64VYqd8UVzvrDooFrobzRpw2By3E4Dp4WeNITMSC1Q6n6evLhFr5Q5xlbNmRCx2N0KgkD4IFDIjuUDrPCqulPvE5c78flekUt673uGl8Qal8rgR+0IITSfMoX3ShaUlc2Y/4A9Jp2S+NgnU7uWFeq6n2rzl8WnRnBXsZyHmtFgN2a39x8wc5uu7NZaTl1Pmxvaz6cmQNLuBDTyFbxqRSsh9bD+bDh0Bc5bywAaeJDbd56WKua39bDoknchwYI1n21TYxVORoWlaAxt2aVV1F0+7BPqCuEEeEZc486+JW/zb8iaSBt5EcuFNJAVvInnMlDeR1H9tPiW2yPLgXOfpx07xiH9bBKoBgbogUAUC9ZgpAr379frinefbw7BUDNfm75094t8WgWpAoC4IVIFAPfpeoEPC+bjFrpXOY9B3zt1l3z4m1tm31cXXBbZFoBoQqAsCVSBQj34X6FEhXq5Nqwuu3nnw1YeWOd/FVF4xuL1cuGv+u4GNEagGBOqCQBUI1KO/Bbp26dlCnLVkjT379OLPDK1+qFRfX9i0bMGFaw4HN0egGhCoCwJVIFCP/hZoRBCoBgTqgkAVCNQDgTaBQDUgUBcEqkCgHgi0CQSqAYG6IFAFAvVAoE0gUA0I1AWBKhCoBwJtAoFqQKAuCFSBQD0QaBMIVAMCdUGgCgTqgUCbQKAaEKgLAlUgUA8E2gQC1YBAXRCoAoF6INAmEKgGBOqCQBUI1AOBNoFANSBQFwSqQKAeCLQJBKoBgbogUAUC9UCgTSBQDQjUBYEqEKgHAm0CgWpAoC4IVIFAPRBoEwhUAwJ1QaAKBOqBQJvPgUMNCsVDRo7aw2FOj8lj5tC+zo6a02LIbkdsgZrTUXmkNgnU4+Vj8rC5sT0c5vBQNW/Oxn33WZB86G5lxRwelmO1ibGcI3LU3Ni+zkbMaSYDW5pyJv5ymvZWDh1aOWFOx6U5S3tgjRfPZNnc9rAtUHMaOrBTMnQEkg6s8WxzLy49tkBDLq0MBzZQTkcEyi+zQorws8aQGR0R6MRYg1J5zEje/iNqTieadxPE/nuVN6fl0N3KojmdlOO1SaAeL5+SppY2FRmWVgvmzH5MMGVOC9WQ3UpZCUun6tsYyhmXk+a2RRk6AgkGNmToWhnYwM8aj3t5JXRoZegImLOxaqoDO2q8eIohQ2s/tg0dgewG1ni2TTYPVZCKDE3TGtiwS6s+sIFyeA2U10C9nNdAFbwGquA1UAVvIulAoAhUAwJVIFAFAtWBQBGoBgSqQKAKBKoDgSJQDQhUgUAVCFQHAkWgGhCoAoEqEKgOBIpANSBQBQJVIFAdCBSBapiZAj3XwZ8iUAUC1YFAEaiGmSxQv0YRqAKB6kCgCFQDAlUpAlUgUB0IFIFqQKAqRaAKBKoDgSJQDQhUpQhUgUB1IFAEqgGBqhSBKhCoDgSKQDUgUJUiUEWbBbq/0vKmCFQDAnVBoAoE6tHnAq08e6UYd+d3rLx4aNXW6nHzHghUAwJ1QaAKBOrR1wIdffCCS4US6OZ5r1RHbxL3BeebQKAaEKgLAlUgUI++Fug917xUnecK9MDgNvt2cuGcvH++GQSqAYG6IFAFAvXoa4HWmO8KdMOg8x3Nt4kt/vlmEKgGBOqCQBUI1GOmCLR63iJncZu40TfvA4FqQKAuCFSBQD1mikDzYrmzuFes8M37QKAaEKgLAlUgUI+ZItC3xGpn8U2xyDdf51/ecjh4pEGhdMSI7bKiOR2RI+awKMPSUsGc2Xf3lDkdk0drk0DtXp6v53rs4TCHR6oT5ixvnwPmdCJst1JWzOHR+m6N5RyVY+bGU1KOmtOwgR1JNLDHzGl9YA/7y2naW3nS3NY+fUPSvDRnKQ9soJym7afK5rZHbYGa02OtDWyzQFWaeGCNZ9tY2MVjCzQkzWZgdRdPUoG+KK53Fg+Khb75OrMGHDbH7QRgevhZ43bRLNAOdtvLJBXoDnGVszgiFvvm6yBQSB8E2i4QaGSSCnSfuNxZ3G/Ls3m+zpcudniq2KBSLRqxH7VXwtKSOazIsLQautvwTp1JoHYvL0tDQ6dbGZbKsjmzr6HQNGy3MuQedjs1llOMfx+nNLDVFgY28FPdhWCupxx6UBkO7KS/nCkvD7uPpxv4lga2WaCtdNrSwBrPtlL8+zjDgQ2Uk1SgR8QlzuJr4hbfvA/eRNLAm0guvImk4E0kj5nyJlJ5cK7zlGOneMQ37wOBakCgLghUgUA9ZopA5VIxXJvcO3vEP98MAtWAQF0QqAKBevS9QIfEqDN9TKyzb6uLrwvMN4NANSBQFwSqQKAe/S7Qo0K87MyUVwxuLxfumv9uYL4ZBKoBgbogUAUC9ehvga5derYQZy1ZU5svbFq24MI19U//Ns83gUA1IFAXBKpAoB79LdCIIFANCNQFgSoQqAcCbQKBakCgLghUgUA9EGgTCFQDAnVBoAoE6oFAm0CgGhCoCwJVIFAPBNoEAtWAQF0QqAKBeiDQJhCoBgTqgkAVCNQDgTaBQDUgUBcEqkCgHm0UqK8cBKoFgTZ2i0C9HIG6TC/Qc4OoFIEqEKgOBIpANSBQlSJQBQLVgUARqAYEqlIEqkCgOhAoAtWAQFWKQBUIVAcCRaAaEKhKEagCgepAoAhUAwJVKQJVIFAdCBSBakCgKkWgCgSqA4EiUA0IVKUIVJGdQAulBtVqyUhZytC0bA6rMjQN77QSljqTQD1eXpGGhu5BhaRh3VZCDyq009D70O3UWE4p7F6sJLmP0xzYcfPZFjq0Ce7jNAe2YCynEjq04QM/3cAeJ1CVJh5Y49lWjn/xRBpYXzmJBzZQTkcEOjXZoFyZNDJlV25OC7JgDiu+To5Ly2G7laGps9tAPV5elKaWNlUZmpbMWVHKojktVUN2a5/SYWmxvo2hnKmw+9g+McPS7AZ21FTOZDVkaO37OHQEzNk0Axu+2+kHNm++eMIHPnQEphvY4wTaSMMHNvTiKdQPzDA8hdChDb94ogysr5zEAxsoh6fwPIX3cp7CK3gKr1Kewit4DVQHAkWgGhCoShGoAoHqQKAIVAMCVSkCVSBQHQgUgWpAoCpFoAoEqgOBIlANCFSlCFSBQHUgUASqAYGqFIEqEKgOBIpANSBQlSJQBQLVgUARqAYEqlIEqkCgOhAoAtWAQFWKQBUIVAcCRaAaEKhKe1mgmnIQqBYE2tgtAvVyBOqCQFWKQLUg0MZuEaiXI1AXBKpSBKoFgTZ2i0C9HIG6xBCo8g4CVSBQHQgUgWpAoAg0CALVgUARqAYEikCDpCPQd4TLntrSjpUXD63aWg1sg0A1IFAXBKpAoB4zRqAHxFl19toLm+e9Uh29SdwX2AaBakCgLghUgUA9ZoxAD8315g8MbrNvJxfOCXypNgLVgEBdEKgCgXokFKimkDpdJ9CDn/PmNwyO1Sa3iS3+bRCoBgTqgkAVCNRjxgj07Ysas9XzFjnTbeJG/zYIVAMCdUGgCgTqMWME+sZl+25YcM7ybVX7sMVyZ9VescK/DQLVgEBdEKgCgXrMGIHumz13+er5Qtwq5VtitbPqTbHIDf900OF75QbVatmM/SDWHFZkxRzWfv02JA3dbQudBmpuzkO6laEHFd5teLHxO52unPD7OCzNbmADr7gXm/pNMPAh3aY7sEV/OYVgbjyoBPdxpWwQaBsGNvbZFtbvdAOrKUSlYbttodNAOYkFOnzpfvtv31ohdsoXxfXOqoNioRvOGnDYnLQTADMT/sXgKd5rBI6/qN+q3RgE2pnO20/HCkn+QfpK7aa6RKyVO8RVzpoRsdjNECikDwJtAwg0Hu36T6RHxZVyn7jcmd/virQBr4Fq4DVQF14DVfAaqMeMeQ3U5QVxgzwiLnHmXxO3+EMEqgGBuiBQBQL1mCkCVf+1+ZTYIsuDc52nHzvFI/6NEKgGBOqCQBUI1GOmCPTu1+vTO8+3h2GpGK7N3zt7xL8RAtXQ4nXmG/06CFSBQBsgUEVvCXTXSucx6Dvn7rJvHxPr7Nvq4usCGyFQDQjUBYEqEKjHTBFodcHVOw+++tAy57uYyisGt5cLd81/N7ARAtWAQF0QqAKBeswUgcqnF39maPVDpfpCYdOyBReuORzcBoFqQKAuCFSBQD1mjEBbAYFqQKAuCFSBQD0QaBMIVAMCdUGgCgTq0W6BqnIQqBYE2tgtAvVyBOqCQBEoAlUgUAUCbYBAFQhUDwJVIFAFAm2AQBUIVA8CVSBQBQJtgEAVCFQPAlUgUAUCbYBAFQhUDwJVIFAFAm2AQBUIVA8CVSBQBQJtgEAVCFQPAlUgUAUCbYBAFQhUDwJVIFAFAm2AQBUIVA8CVSBQBQJtgEAVCFTPTBaoGv06CFSBQBsgUAUC1YNAVYpAFQi0AQJV9KFAJycalCsTRuyBLJvTKTllDsu+ToJUQncrS+a0UN9toB4vL0pTS5uqDE2L5qwopUqbRr+RVkN2K2VoWqhvYyhnsp7rsU/psBHIbmBHTOVMVEOHNmzgEwysbG1gdakzdOPGi6cUMrT2fRw6AuaBNbhGnXOJB9Z4thVChzb84pluYI3lJB7YQDkdEWjB+3H6ajX0d+1D0oqsmEO78pD9hnVamaZT98B8HJfrkaEHFVaOfVAqPe4caEOnxnJCD6oqQ9PsBjbvL6fY1G/SgdfTloE1dhr4HePmiyf8oEJHwNxtqEDVORen08o0Z1vofRw+8NMOrLGQdl88PIXvnafwdXgK78FT+Abxn8K3IFDzbnkKH0+J0ei8QP3jjkBdEKgHAnVBoA0QqKIfBGo8BxCoAoE2QKAKBKoHgSLQIAi0AQJVIFA9CBSBBkGgDRCoAoHqQaAINAgCbYBAFQhUDwJFoEEQaAMEqkCgehAoAg2CQBsgUEWYQMPLQaANEKiWLhToNKc0AkWgGhCojpQEGn6nIVAEqgGB9qpAE5SDQBsgUC0I1AOBuiDQBghU0fqd1o0CnWb0EagCgTZAoMnLQaANEKiWbhFo66c0AkWgGhCoDgRqPPrWzwEEikCPRy/QFs6z8OFBoAgUgSJQDQi0lXMOgbZboDtWXjy0ams1sBaBakCgrZSDQBGohn4V6OZ5r1RHbxL3BVYjUA0ItJWiECgC1dCnAj0wuM2+nVw4J/Ad4Z0UaNS7rrsEmviURqAZCNR/9H0r0OPHqEcFajzbshbohsGx2uQ2scW/HoFqQKCtlINAEaiG/hRo9bxFznSbuNEfpC7QBOcAAkWgGmIIVNWAQF06LdDkF0/GAs2L5c50r1jhDxCohsB1FnH0jedAlws0ajkItM0CjXWemcYIgbZVoG+J1c70TbHIXfOVLzvsmGxQrkwamZIyJC3IgmZtnHMgsFtZDut0qjYJFOrlRWlqaVOV5vS4I4lTyLmaHdtPBEIOSRZDy5nS3scuZRmatjawUYuqyPoI6Kk4QzdqKmeyWjK3LdrGCUvNmTOwzcfqP/rw3dZHQE/J6TTwBkJT+eXQoQ27eGoDG+sMCx+jqWkunkL9wAzDUwgd2pCLxzCw8Wrw7Ta00/rABsppp0BfFNc704Niobtm1oDD5kS7rZcbnPWFcUh0TEkLOb6o9tD5olrg+LpbqCFCPYGf6g7+8GzbMRxruwYjcPxF/VaRSHBGtbW0WMcdXtRxKzpcSTsFukNc5UxHxGJ3TVsEChBKpwWaMikIFFKjnQLdJy53pvtdkUo5vNvhnaMNCqWjRkbss8WcjspRc2ifZSPmtFQwZ2P2E1NzOl7fbaBQL8/LY+bGFVk1h0erk+bMVsKEOZ0M2639TM4cHpP5+uCjD64AACAASURBVDaGckbkuLlxQcqxkDS7gT3sL6dpb5Upc9tx++maOc1Lc5bywB7xl5P38kLo0MrQEUhlYEdbGVjj2TYeNrT2n5GwSyuTgXWGLlBOOwV6RFziTF8Tt/iDzn+Q3k9vfqGykd7/MhEffCO9IpsvE0l7YI1nW5pfqGykm3/Sozw413n6sVM84g8QqAYE6oJAFQjUYyYKVC4Vw7XJvbNH/OsRqAYE6oJAFQjUY0YK9DGxzr6tLr4usB6BakCgLghUgUA9ZqRAyysGt5cLd81/N7AegWpAoC4IVIFAPWakQGVh07IFF645HFyNQDUgUBcEqkCgHjNToAC9wuvr1/8oZtMH1m+I2XL3+vV7YzadhsL69Y/GbPrD9esPxGt5bP36J2N2Oh2PrF8f8xOw9sC+ELPTTevvidoEgcLMZOvAwNdjNv30wMditrxvYGBTzKbTMDowcH7MplcPDOyM1/K1gYEvxex0OuYPDOSn30rH9wYGvhmz09MHPh61CQKFmQkCVSBQBQIFaBEEqkCgCgQK0CIIVIFAFQgUoEUQqAKBKhAoQIsgUAUCVSBQgBZ5dmjo72I2/YuhhdNvpOV7Q0OPx2w6Dfmhoaum30rL7UNDw/Fa/svQ0C3TbxWLK4eGgt9d3CL/ODT0YMxOLxn6H1GbIFAAgJggUACAmCBQAICYIFAAgJggUACAmCBQ6Hf2V+I2iNwyfp8p7roN5aRYT/xyumJ4ECj0NZVnrxTj0220Y+XFQ6u2Vv0NorY8ePOiORfe/JPoLd8RLnuma5NNOSnWE7+cbhmejgj03dd6nEA9WR9OUvqsnGA9TYw+eMGlYtqrZfO8V6qjN4n7mhtEbrnnnDkrb/xTcfaPI7c8IM6qM+033WVRTvSmLdcTv5zuGZ6OCPSd4R4nUE/Wh5OUPisn5FPg91zzUnXedFfLgcFt9u3kwjn5pgaRW677ypSUY18UN0dueWhu+LbZlhO9acv1xC+ne4YHgbZCoJ6sDycpfVbONP9GM99wtfxoqzuzYXCsNrlNbAk0iNRyufOPM7vE5ZFbHvxceAF+signxXril9Mdw4NAWyFQT9aHk5Q+KyemQO+ou0FWz1vkTLeJGwMNIrX8P87sK+KuyC3fvii8AD9ZlJNiPfHL6Y7hQaCtEKgn68NJSp+V07JAX/qr5YuWbFFvwKqrJS+WO9O9YkWgQeSWUv7t8nzklm9ctu+GBecs31YNryPDclKsJ3453TE8CLQVAvVkfThJ6bNyWhRo+WuL3pHVjUJ9/YW6Wt4Sq53pm2KRv0H0lhMPrJ6K3nLf7LnLV88X4tbwOjIsJ8V64pfTHcODQFshUE/Wh5OUPiunRYGuG6z9dFr188LdXl0tL4rrnelBsdDfIGrL7UNni3OufSVyy+FL90tZWitES18ql0U5KdYTv5zuGB4E2gqBerI+nKT0WTmtCXR09gJn8UbxUHW8xje+6EzKO0T9e+BGxGJfg8gtX32tOnq7OHtf5JbOM8jqErG2lYspi3JSrCd+Od0xPAi0FQL1ZH04SemzcloT6HNi9kVfWLx01cornxoXTTy/z32neb971RxnnNZb2tfZCvGVeC3lo+LKVi6mLMpJsZ745XTH8CDQVgjUk/XhJKXPymlNoE+IC9Wa8q4aN3zBmYweEZc4a19TL4UFjdN6S5vNzoOWOC1fEDeEF5JdOSnWE7+c7hgeBNoKgXqyPpyk9Fk5rQn0eTGn5FuvXvAqD84t16Y7xSO+BtFa5t03aR9rfojTUkv17u5T6pOO3VdOivXEL6c7hgeBtkKgnqwPJyl9Vk5rAt0vxNO+9epqkUvr7yHcO3vE1yBay/XP1Vd90/mX6Sgt7369vurO81v6DYssykmxnvjldMfwINBWCNST9eEkpc/KmUagQ2LUma4WCw/Vpj92f6yscbU8JtbZt9XF1wUaRGr53F84n5A5cs6dUVvuWuk8yHnn3F3hdWRYTor1xC+nO4YHgbZCoJ6sDycpfVZOuECPCvFy/SxcKObd808/uHmp+7StcbWUVwxuLxfumv9uoEGkluODlz6fzz/35w9Uo7asLrh658FXH1rWwncxZVROivXEL6dLhgeBtkKgnqwPJyl9Vk6YQNcuPVuIs5asqc2Pb1g059wVjwf/7UTKwqZlCy5cc9jfIGrLh2/4/JyL73g7Rp9PL/7M0OqH/K/GdVE5KdYTv5yuGZ4eFujeDeec9t5TPnX1PwzfOniKZXOCc7M7ha4C9aTQQ3M5t4uTLevXT/3Uqb/9h6ueT6OrlMu51GrifbU1e+++6GMfOOHk37/47/a2u7ManTiHAXT0rkB3nflfv/nsi1u+eMKn7IU7LevJF4d3/+9HrvpwGn0F6kmjC185ay3rWXvy+B9bH0vDoCmXs2zh088884xlXWvffusUe8UjH//wlx947sUn/+rD1hk/aHdvwwgUsqNnBbr3/PfVr8UvzbdvHrGsumme/GQKfXVAoP5yHnbL+cffsP46hc5SLueqNbXb91q32bd7Pzo8fNdv/MkL9WTXZ60PPtHu7hAoZEfPCnS7Na8+s3axfbNVCfSFB1LoqwMCNZTzB9biFDpLuZxvfbt2+35rXW2ybPjxk056SkUv/Z71sfa/xtKJcxhAR88K9OvWn9Vndr883GScdAjUk0IPhnIGrNtT6Cz9cmxOtu6oz5xtXe6tXW9Zt7a9q06cwwA6eligv/OMt6SMs+qeFLrqjEB15TxoffyfU+gs/XKGPYE++x7rW97aPe+1zm17V504hwF09KxAf/g+67eXbVDScY3z8hn3p9BVJ4xzfDkvDu++45Tf355CX50V6O2W9WTT6o9Z/63tXXXiHAbQ0bMCHb731NqnZD4kVu0cdozz/pNP/sCvW99Oo6tOGCdYzvM3feqT59+2J42uOivQ6yzrR02rz7E+1PauOnEOA+joXYEO777/2vNO+3XLOmW7Y5wtTz/91MOn/V0qXQXqSaWPQDm9/ZLusCfQayyr+WH0+dZpbe+qE+cwgI4eFqjDC9f+hnWBZ5wrNqbSS6CeVPpwCJSTEh0pRwn0Vsva0LT6k7wGCn1Erwt0ePgq6xOecZ58ZrrNYxGoJ5U+XHzlpERHylECfcqyLmtafQrvwkMf0bMCffFxd+bb1tl9YJw+K2e46WNMZ1gnex8l+I71uy+3vatOnMMAOnpWoNvPdGdutr7WbJzVa1LoLFBPCj2YykmF9MsZbhLod06w/lyt3HvGCZva31UnzmEAHT0r0C0fqCvmuYFP7/H+93F4+Ny7U+gsUE8KPRxXTjqvRdRJvxxblSc5/8pZ4ybLWul+nODLJ65Noa9OnMMAOnpWoPdbH75+6/Pfv2nggtrzw9st6+93vPT8Dx+//z89mkJngXpS6MFfzh2W9d0UOlGkX87w8A7LWq3mb/+g9Ue3PbP7iW/OmZXG6CBQyIyeFegLX537kRNPOX1R7UPaT57+W973p6Xx0C1QTwo9NJfzN5/6oGX9zul3pdBNnfTLefT0j1jW+/54lbu48/ozTznh/ad9/p5Uvs0OgUJm9KxAO0qgnqwPJyl9Vg4ChcxAoK0QqCfrw0lKn5WDQCEzEGgrBOrJ+nCS0mflIFDIDATaCoF6sj6cpPRZOQgUMgOBtkKgnqwPJyl9Vg4ChcxAoK0QqCfrw0lKn5WDQCEzEGgrBOrJ+nCS0mflIFDIDATaCoF6sj6cpPRZOQgUMgOBtkKgnqwPJyl9Vg4ChcxAoK0QqCfrw0lKn5WDQCEzEGgrBOrJ+nCS0mflIFDIDATaCoF6sj6cpPRZOQgUMgOBtkKgnqwPJyl9Vg4ChcxAoK0QqCfrw0lKn5WDQCEzOiLQydEGU4VRI2Ol0pQ5HS+Nm8OpUmnMnBZCd1uaNKf5+m4D9TTn5rajxVIxLJ0wZxOlUlgautvQTkv52q2xnLF6rmeyFDoCGQ5sJ85hAB0dEejYwQZTxYNGjkhZMKdH5VFzWJDyiDktTpmzY7bfzemIPFybBOrx8jF5yNy4LKvm8GA1b87GffdZkHzobmXZHB6q79ZYzmE5Ym48KeUxc5rlwHbiHAbQgUARqJcjUIBIIFAE6uUIFCASCBSBejkCBYgEAkWgXo5AASKBQBGolyNQgEggUATq5QgUIBIIFIF6OQIFiAQCRaBejkABIoFAEaiXI1CASCBQBOrlCBQgEggUgXo5AgWIBAJFoF6OQAEigUARqJcjUIBIIFAE6uUIFCASHRFo/miDYumokREpi+Z0VI6aw6KUI+a0FLLbMfviNqfj9d0G6vHyvDS1tKnIakhanTRnE1JOmNPJsN1KWTGHx+pDYSxnRI6bG9suGzOn8Qd2LMHAOkN3uBPnMICOjgi02IlOYKYykfUBwMylM49AjzUolo4ZGbVVa07H5Jg5tBU9ak5LIbu1ny0XzGm+vttAPV4+IU0tbSoyLK1OmrPaI1BzOlkN2a39CNQcjtR3ayxntHmogtiPQMfNaUoDW2phYI904hwG0MFroLwG6uW8BgoQCQSKQL0cgQJEAoEiUC9HoACRQKAI1MsRKEAkECgC9XIEChAJBIpAvRyBAkQCgSJQL0egAJFAoAjUyxEoQCQQKAL1cgQKEAkEikC9HIECRAKBIlAvR6AAkUCgCNTLEShAJBAoAvVyBAoQifgC3V9peVMEqgGBuiBQ6F1iCrTy7JVi3Jl7R7jsqS3tWHnx0Kqt1cDWCFQDAnVBoNC7xBLo6IMXXCpcgR4QZ9XZay9snvdKdfQmcV9gewSqAYG6IFDoXWIJ9J5rXqrOcwV6aK63/sDgNvt2cuGcvH97BKoBgbogUOhdYr8GOt8V6MHPees2DI7VJreJLf5tEagGBOqCQKF3SSzQty9qrKqet8iZbhM3+rdFoBoQqAsChd4lsUDfuGzfDQvOWb6tKmVeLHdW7RUr/NsiUA0I1AWBQu+SWKD7Zs9dvnq+ELdK+ZZY7ax6UyxyN3r+WYc3Uv/tsex+VG7E3HiaH5WbMmfhPyo3xY/KqZQflYNsSSzQ4Uv3S1laK8RO+aK43ll1UCx0N5o14LA58WECGOFnjSEzEgtUOp+nry4Ra+UOcZWzZkQsdjdCoJA+CBQyI7lA6zwqrpT7xOXO/H5XpFJ+5csOOyYblCuTRqZsG5vTgiyYQ9viUyFpOWy3MjR1dhuo3cuL0tTSpirDUlkyZ0X7Oa85LYXuVlbD0mJ9G0M5U2H3cVmGptkN7GjccxggKe0S6AviBnlEXOLMvyZu8W/Lm0gaeBPJhTeRoHdJKlD1X5tPiS2yPDi3XJvfKR7xb4tANSBQFwQKvUtSgd79en3xzvPt62upGK7N3zt7xL8tAtWAQF0QKPQusQU6JJyXnnatdB6DvnPuLvv2MbHOvq0uvi6wLQLVgEBdECj0LnEFelSIl2vT6oKrdx589aFlzncxlVcMbi8X7pr/bmBjBKoBgbogUOhd4gl07dKzhThryRp79unFnxla/VCpvr6wadmCC9ccDm6OQDUgUBcECr0L30iPQL0cgQJEAoEiUC9HoACRQKAI1MsRKEAkECgC9XIEChAJBIpAvRyBAkQCgSJQL0egAJFAoAjUyxEoQCQQKAL1cgQKEAkEikC9HIECRAKBIlAvR6AAkUCgCNTLEShAJBAoAvVyBAoQCQSKQL0cgQJEAoEiUC9HoACRQKAI1MsRKEAkOiLQYrWBlFUzMjyN3zJpp4F62nNQIVn4ESfuNJVyshtYftYYMqMjAp2caFCuTBixH+KUzemUnDKHZV8nQSqhu5Ulc1qo7zZQj5cXpamlTVWGpkVzVvtZ45C0GrJb2ylhaaG+jaGcyXqupyRDRyC7gQ38AhdA5+ApPE/hvZyn8ACRQKAI1MsRKEAkEGgXCvRcB2OMQBUIFDIGgSJQL0egAJFAoAjUyxEoQCQQKAL1cgQKEAkEikC9HIECRAKBIlAvR6AAkUCgCNTLEShAJBAoAvVyBAoQCQSKQL0cgQJEAoEiUC9HoACRQKAI1MsRKEAk4gt0f6XlTRGoBgTqgkChd4kp0MqzV4pxd37HyouHVm2tHjfvgUA1IFAXBAq9SyyBjj54waVCCXTzvFeqozeJ+4LzTSBQDQjUBYFC7xJLoPdc81J1nivQA4Pb7NvJhXPy/vlmEKgGBOqCQKF3if0a6HxXoBsGx2qT28QW/3wzCFQDAnVBoNC7JBVo9bxFzuI2caNv3gcC1YBAXRAo9C5JBZoXy53FvWKFb94HAtWAQF0QKPQuSQX6lljtLL4pFvnmfSBQDS0KVONSBKpAoJAxSQX6orjeWTwoFvrm68wacNic8CBnGnWBNs1nezjdDj9rDJmRVKA7xFXO4ohY7Juvg0BjgUAjgUAhM5IKdJ+43Fncb8uzeb7Onw46fK/coFotm5EyJK3IijmsShmy37BOK610Gqi9OQ/pVoYeVEi3dYE2zfvjaoJOpysn/D4OS7Mb2MCH5gA6R1KBHhGXOIuviVt88z54DVQDr4G68Boo9C5JBVoenOs8oNkpHvHN+0CgGhCoCwKF3iXxB+mXiuHa5N7ZI/75ZhCohmkF2oQ/RqAKBAoZE1ugQ2LUmT4m1tm31cXXBeabQaAaEKgLAoXeJa5AjwrxsjNTXjG4vVy4a/67gflmEKgGBOqCQKF3iSfQtUvPFuKsJWtq84VNyxZcuOawDM43gUA1IFAXBAq9C99Ij0C9HIECRAKBIlAvR6AAkUCgCNTLEShAJBAoAvVyBAoQCQSKQL0cgQJEAoF2lUCPUycCRaDQxSBQBOrlCBQgEggUgXo5AgWIBAJFoF6OQAEigUARqJcjUIBIIFAE6uUIFCASCBSBejkCBYgEAkWgXo5AASKBQBGolyNQgEggUATq5QgUIBIdEeiUR6UyZcS+WELTgjmsyNA0ZLdFKcthqbNbYz0laWppU5VhqSxpVhoE6t8otFMpq9N2aiynIIvmtmUZlsYf2GLSgR3rxDkMoKMjAi0UG1SqRSMl+zoLS0vm0L7OQtJq6G7DOi3Xdxuopzk3ty1WZVgqy5qVBoEGDypstzLkHnY7NZZT0h6US/h9nNLAVlsYWAQKmcFT+F54Cu9/Is9TeAVP4SFjECgC9XIEChAJBIpAvRyBAkQCgSJQL0egAJFAoAjUyxEoQCQQKAL1cgQKEAkEikC9HIECRAKBIlAvR6AAkUCgCNTLEShAJBAoAvVyBAoQCQSKQL0cgQJEAoEiUC9HoACRQKAI1MsRKEAkECgC9XIEChAJBIpAvRyBAkQisUDfES57aks7Vl48tGprNbANAtWAQF0QKPQuiQV6QJxVZ6+9sHneK9XRm8R9gW0QqAYE6oJAoXdJLNBDc735A4Pb7NvJhXPy/m0QqAYE6oJAoXdJLNCDn/PmNww6v65wm9ji3waBakCgLggUepfEAn37osZs9bxFznSbuNG/DQLVgEBdECj0LokF+sZl+25YcM7ybVUp82K5s2qvWOHfBoFqQKAuCBR6l8QC3Td77vLV84W4Vcq3xGpn1ZtikRt+6WKHp1L/8ca0fpWzVP/JykDNXt6hX+Ws01KniX6Vsxj/PuZXOWEmkligw5fut8/xtULslC+K651VB8VCN5w14LA5aSczhlCBZn1w3cpE1gcAM5fkH6Sv1G6qS8RauUNc5awZEYvdDIFGBIHGAIFCZrTrP5EeFVfKfeJyZ36/K1IpR0ccjh5qMFU8ZOSolAVzekweM4cFKY+a0+KUORuRctKcjsojtUmgWC8fl4fNjSuyag4PVSc0K0MFqjaaCN2trJjDw3K8NjGWc0SOmhtP2n8azWmWA9umcxggMu0S6AviBnlEXOLMvyZu8Ye8iaSBN5FceBMJepekAlX/tfmU2CLLg3PLtfmd4hH/RghUQ3SBKo0iUAUChYxJKtC7X69P7zzfvr6WiuHa/L2zR/wbIVANCNQFgULvklSgu1Y6j0HfOXeXffuYWGffVhdfF9gIgWpAoC4IFHqXxE/hF1y98+CrDy1zvoupvGJwe7lw1/x3AxshUA0I1AWBQu+S+E2kpxd/Zmj1Q6X6QmHTsgUXrjkc3AaBakCgLggUehe+UBmBejkCBYgEAkWgXo5AASKBQBGolyNQgEggUATq5QgUIBIIFIF6OQIFiAQCRaBejkABIoFAEaiXI1CASCBQBOrl6QtU1dAEAoXeBYEiUC9HoACRQKAI1MsRKEAkECgC9XIEChAJBNprAtUoyLdbBArQMRBolwi0ZXUiUA8EChmDQBGolyNQgEh0RKATYw1K5TEjeSlL5nSieTdBSlLmzWk5dLeyaE4n5XhtEqjHy6ekqaVNRYal1YJvMaJAjbuVshLSqZwKLWdcTprbFmXoCJgHtvmINUc/ETZ0rQzssU6cwwA6OiLQYic66XEiCjTrw41C2kfPzxpDZvAUnqfwXp7OU/hpjp6n8NC7IFAE6uUIFCASCBSBenm7BdrS0SNQ6F0QKAL1cgQKEAkEikC9HIECRGIGCDTcOAgUgQLEBYEiUC9HoACRQKAI1MsRKEAkECgC9XIEChAJBIpAvbxTAvXVgEChd0GgCNTLEShAJBAoAvVyBAoQiX4SqMEsCLQBAgVoK30n0OZrsxXj9KhAjUX1kEDdEhAo9C4IFIF6OQIFiESbBbpj5cVDq7ZWA2sRqIaGQGOpE4HWQKCQMe0V6OZ5r1RHbxL3BVZ3XqAtucYBgSJQgLi0VaAHBrfZt5ML5+T967tBoCbjZCrQBO40FYVAATpHWwW6YdD5uZ3bxBb/egSqAYG6B49AoXdpp0Cr5y1yptvEjf4AgWpAoO7BI1DoXdop0LxY7kz3ihX+oHsEerxwEGg6Am394BEo9C7tFOhbYrUzfVMsctfcu97hpfEGpfK4kQkpQ9MJ33L9+muebxXfbmwtlMydTsl8bRIo1MsL9VxPtXnL49Ni1ONuqR77iYC5z7wshJaTl1PmxiX7T01I2hi6qAcfHFgfZRmaOkPHzxpDZrRToC+K653pQbHQXTNrwGFzGztpkFQ7aRyT79BaCJPW0HI9qZecsJxE3fKzxpAZ7RToDnGVMx0Ri901aQoUoA4Chcxop0D3icud6X5XpFL+YKvDvtEGxfKoEfupZSksHTeH9tPLkLRcNGd5KUPSCTlWmwQK9fJJaWppU5FhaXXKnE3Zz5ZD0mrIbqWshKWT9W0M5YzJCXPbopT5kDS7gT3axnMYIBLtFOgRcYkzfU3c4g/4UTkNgX/l9DHuu8+C5EN32yVvIjWT9sC28RwGiEQ7BVoenFuuTXeKR/wBAtWAQF0QKPQubf0g/VIxXJvcO3vEvx6BakCgLggUepe2CvQxsc6+rS6+LrAegWpAoC4IFHqXtgq0vGJwe7lw1/x3A+sRqAYE6oJAoXdp77cxFTYtW3DhmsPB1QhUAwJ1QaDQu3T6C5XHxs2Xw5sbNz5hTo9MhlxJT2zc+KY5HQ+x0b6NG582p0cnHUEG6vHyYyHyPfjQxgdC0okQV/3zxo3/bE5HJkJ2+8DG74akk44CjeUcmgxx2VMbN75qTsMG9o1pBvawOXx848afmFN3YDtxDgPo6IhAW+SNgYHF02+lZfHAwBvxWj4/MPDlmJ1Ohxj4aMyWGwcG7o/Z9KMDImbL6bh2YOBH8Vr+eGBgScxOLxsYeDNmU4D0QaAItEUQKEAQBIpAWwSBAgRBoAi0RRAoQBAEikBbBIECBEGgCLRFEChAkG4S6FuzZq2YfistV8ya9ZN4LXfOmvWVmJ1Ox7mzPhmz5bdnzfpOzKafnJXW137eNGvWP8dr+easWVfE7PQvZ836l5hNAdKnmwQKANBTIFAAgJggUACAmCBQAICYIFAAgJhkI9D9lbgNIrdM0Gl6e+7XchIcVHrlAKRHBgKtPHulCP40+XHsWHnx0KqtVX+DqC0P3rxozoU3/yRG03eEy57p2lBOo0H8etIrByBVOi7Q0QcvuFRMe7VsnvdKdfQmcV9zg8gt95wzZ+WNfyrO/nH0pgfEWXX2Uk5r5SSoJ71yAFKm4wK955qXqvOmu1oODG6zbycXzsk3NYjcct1XpqQc+6K4OXrTQ3MpJ1o5CepJrxyAlMnkNdD5hqvlR1vdmQ2DY7XJbWJLoEGklssna7O73F+rj9T04OdaLCXynn0N+qycBPWkVw5AinSVQO+ou0FWz1vkTLeJGwMNIrX8P87sK+Ku6E3fvqi1SqLv2degz8pJUE965QCkSMYCfemvli9askW9AauulrxY7kz3ihWBBpFbSvm3y/PRm75x2b4bFpyzfFuVciKUk6Ce9MoBSJFMBVr+2qJ3ZHWjuMVdr66Wt8RqZ/qmWORvEL3lxAOrp2I03Td77vLV84W4lXIilJOgnvTKAUiRTAW6bvCAfVv9vBiur1dXy4viemd6UCz0N4jacvvQ2eKca1+J3nT40v1SltYKsZNyWi8nQT3plQOQIlkKdHT2AmfxRvFQdbzGN77oTMo7xFVOMCIW+xpEbvnqa9XR28XZ+6I3dZ5CVpeItZTTejkJ6kmvHIAUyVKgz4nZF31h8dJVK698alw08fw+953m/e5Vc5xxWm9pX2crxFdiNpWPiispp/VyEtSTXjkAKZKlQJ8QF6o15V01bviCMxk9Ii5x1r6mXgoLGqf1ljab6w934jR9QdxAOa2Xk6Ce9MoBSJEsBfq8mFPyrVcveJUH55Zr053iEV+DaC3z7pu0j/kesrXUVL29+5T6qCPltFJOgnrSKwcgRbIU6H4hnvatV1eLXFp/D+He2SO+BtFarn+uvuqb9X+ZjtL07tfrq+48f5JyWi8nQT3plQOQIpkIdEiMOtPVYuGh2vTH9Y82elfLY2KdfVtdfF2gQaSWz/2F8wmZI+fcGbnprpXOo5x3zt1FORHKSVBPeuUApEgWAj0qxMvOzDsLxbx7/ukHNy91n7Y1rpbyisHt5cJd898NNIjUcnzw0ufz+ef+/IFq5KbVUzB2sgAABLNJREFUBVfvPPjqQ8ta+rYfynEbJKgnvXIA0qTzAl279GwhzlqypjY/vmHRnHNXPB78txMpC5uWLbhwzWF/g6gtH77h83MuvuPtOJ0+vfgzQ6sf8r8cRzmh5SSoJ71yANKFb6QHAIgJAgUAiAkCBQCICQIFAIgJAgUAiAkCBQCICQIFAIgJAgUAiAkCBQCICQIFAIgJAgUAiAkCBQCICQIFAIgJAgUAiAkChV7m78/8tZ/9T59ep779Tu6+6L0/96tnPN7aIkBSECj0LoX5uTofebu+4p6f/+Lwv6z/xdzNrSwCJAaBQu/yjdx/WHnfrfN/KpcbdL6n/5mfubQ2+V7up5+dfhEgOQgUepdlv/x6bfK/fz6X+wd7Wv1o7g1n/Udzs6ddBGgDCBR6l89eUZ9ek3Oelj+TO6m+/Je5nx2fbhGgDSBQ6F0+uqM+3ZXL/Zk9WZk7v7783Vzu8ekWAdoAAoXe5R/L9el4LvclezIrt7q+/HYu963pFgHaAAKFbmbqn674rTflM3/8q7/0R6vrz7urP173iWvkq6f/4h96W72Sy91jT07O/a/6cjGX+8p0iwBtAIFCF/Nn/yqXy73+7Z91Pqt00g/tNd//d/bcFcO/nMud4G12d+7f5e3JL+XWuSt+LrdsukWANoBAoYsZe3d+Lnf1r93y7KsP/vdc7lcPSFk48kgut+gDn573C//F2+yjuW/Yt4Vc7n53xa/kFk6zCNAOECh0Nbfmcu9/rTZTuTSXO7c2k8/lfnq9lD/4bGObR3KfrH0M9CeeIn8zt2iaRYB2gEChq9mUy22qz+Xfk/t/nX/Z/Ne5U6vNmxy1Tj5Sm/44l7vDXfX+3KppFgHaAQKFruaBXO51d3ZxLrenNv03uS80b1GZ+yv7nJnJXO4Wd52V+9o0iwDtAIFCV9Mk0G/mci/Wpv8md0XzFit/4Tl37hdz17pz/7b2dD18EaANIFDoapoEenfuZyZqU79AN/zcE2r2A7ml9ZlKLvfkdIsAbQCBQlfTJND/mRPO1CfQrT//QGP+D3Kn12cO5n7q0HSLAG0AgUJX0yTQM3IPOdNmge74t9/wtl2S+6X6F4M+nPvwtIsAbQCBQlfjCfT53Mfrb77/a0+gr/yHa5u2/X4ut9uZudz5bpHwRYA2gEChq7EFuqRYmzl46vvq35pc+qncJW64/6RfW3GFy11SVj6U+8va6vIHf2VETrcI0AYQKHQ1tkBzp903/NpdJ31+tL5mXy73qfpD0ZEP5zxq3/G5/Wd//h+krF71U486efgiQHIQKHQ1tkD/fc2PJ7rvtX/rl3/GXvqFX75d1t5VauJPaumTJ/70n1x86n/8e7dx+CJAYhAodDW2QF/5+69e/8BEa5uXttz0vx4utLgIkBQECl1N07vwAF0HAoWuBoFCN4NAoatBoNDNIFDoahAodDMIFLqav83lXsr6GABMIFDoaq7I5b6b9TEAmECg0MWcUfsFpP/n36/I+jgA9CBQAICYIFAAgJggUACAmCBQAICYIFAAgJggUACAmCBQAICYIFAAgJggUACAmCBQAICYIFAAgJggUACAmCBQAICYIFAAgJggUACAmCBQAICY/F/0chXf0w6mTQAAAABJRU5ErkJggg==)
#-----------------------------------------------------------------------
# Exagerando no uso das camadas (um exemplo quase exaustivo).
ggplot(data = subset(pop, sig %in% c("PR", "SC", "RS")),
aes(x = pr1991, y = pr2000)) +
geom_point(aes(color = pr2000 > pr1991)) +
geom_abline(a = 0, b = 1, linetype = 2) +
scale_x_log10() +
scale_y_log10() +
stat_smooth(aes(x = pr1991, y = pr2000),
method = "lm",
formula = y ~ poly(x, degree = 2)) +
facet_wrap(facets = ~ sig,
ncol = 1,
strip.position = "right") +
labs(x = "Log 10 da população rural em 1991",
y = "Log 10 da população rural em 2000") +
scale_color_discrete(name = "População\ncresceu?") +
theme(panel.background = element_rect(fill = "white",
colour = "black"),
panel.grid.major = element_line(colour = "gray75"),
panel.grid.minor = element_line(colour = "gray80"),
strip.background = element_rect(colour = "black",
fill = "gray90"),
legend.position = "left")
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# Visite.
# http://www.cookbook-r.com/Graphs/
# Documentação online oficial:
# http://ggplot2.tidyverse.org/reference/
# Mais exemplos:
# http://tutorials.iq.harvard.edu/R/Rgraphics/Rgraphics.html
#-----------------------------------------------------------------------
# Empilhar, juntar e desempilhar variáveis.
# Métodos para a classe `data.table`. Note a `merge()`, `melt()` e
# `dcast()`.
methods(class = "data.table")
## [1] all.equal anyDuplicated as.data.frame as.data.table as.list
## [6] as.matrix [<- [[<- $<- [
## [11] dcast dim dimnames<- dimnames duplicated
## [16] format head is.na melt merge
## [21] names<- na.omit print split subset
## [26] tail transform unique within
## see '?methods' for accessing help and source code
## Classes 'data.table' and 'data.frame': 5596 obs. of 7 variables:
## $ sig : chr "AC" "AC" "AC" "AC" ...
## $ id : int 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## $ mun : chr "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## $ ar1970: int NA NA 2832 NA NA 9244 NA 4028 NA NA ...
## $ ar1980: int NA 335 2514 NA NA 9981 NA 3834 NA 1437 ...
## $ ar1991: num NA 374 3317 NA NA ...
## $ ar2000: num 1560 295 3065 1448 1307 ...
## - attr(*, ".internal.selfref")=<externalptr>
x <- melt(tabs[[1]], id.vars = id)
str(x)
## Classes 'data.table' and 'data.frame': 22384 obs. of 5 variables:
## $ sig : chr "AC" "AC" "AC" "AC" ...
## $ id : int 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## $ mun : chr "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## $ variable: Factor w/ 4 levels "ar1970","ar1980",..: 1 1 1 1 1 1 1 1 1 1 ...
## $ value : num NA NA 2832 NA NA ...
## - attr(*, ".internal.selfref")=<externalptr>
# Fazendo para todas as tabelas.
tabsm <- lapply(tabs, FUN = melt, id.vars = id)
str(tabsm)
## List of 4
## $ http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-rural.csv:Classes 'data.table' and 'data.frame': 22384 obs. of 5 variables:
## ..$ sig : chr [1:22384] "AC" "AC" "AC" "AC" ...
## ..$ id : int [1:22384] 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## ..$ mun : chr [1:22384] "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## ..$ variable: Factor w/ 4 levels "ar1970","ar1980",..: 1 1 1 1 1 1 1 1 1 1 ...
## ..$ value : num [1:22384] NA NA 2832 NA NA ...
## ..- attr(*, ".internal.selfref")=<externalptr>
## $ http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-urban.csv:Classes 'data.table' and 'data.frame': 22384 obs. of 5 variables:
## ..$ sig : chr [1:22384] "AC" "AC" "AC" "AC" ...
## ..$ id : int [1:22384] 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## ..$ mun : chr [1:22384] "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## ..$ variable: Factor w/ 4 levels "au1970","au1980",..: 1 1 1 1 1 1 1 1 1 1 ...
## ..$ value : num [1:22384] NA NA 749 NA NA ...
## ..- attr(*, ".internal.selfref")=<externalptr>
## $ http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-rural.csv:Classes 'data.table' and 'data.frame': 11192 obs. of 5 variables:
## ..$ sig : chr [1:11192] "AC" "AC" "AC" "AC" ...
## ..$ id : int [1:11192] 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## ..$ mun : chr [1:11192] "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## ..$ variable: Factor w/ 2 levels "pr1991","pr2000": 1 1 1 1 1 1 1 1 1 1 ...
## ..$ value : int [1:11192] 4792 1301 2410 825 738 22200 1562 10618 3894 4131 ...
## ..- attr(*, ".internal.selfref")=<externalptr>
## $ http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-urban.csv:Classes 'data.table' and 'data.frame': 11192 obs. of 5 variables:
## ..$ sig : chr [1:11192] "AC" "AC" "AC" "AC" ...
## ..$ id : int [1:11192] 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## ..$ mun : chr [1:11192] "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## ..$ variable: Factor w/ 2 levels "pu1991","pu2000": 1 1 1 1 1 1 1 1 1 1 ...
## ..$ value : int [1:11192] 0 1616 9992 3422 3058 26766 6477 7151 127 3575 ...
## ..- attr(*, ".internal.selfref")=<externalptr>
# Verifica se os nomes são os mesmos.
sapply(tabsm, names)
## http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-rural.csv
## [1,] "sig"
## [2,] "id"
## [3,] "mun"
## [4,] "variable"
## [5,] "value"
## http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pea-urban.csv
## [1,] "sig"
## [2,] "id"
## [3,] "mun"
## [4,] "variable"
## [5,] "value"
## http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-rural.csv
## [1,] "sig"
## [2,] "id"
## [3,] "mun"
## [4,] "variable"
## [5,] "value"
## http://leg.ufpr.br/~walmes/ensino/ML/datasets/ipeadata-pop-urban.csv
## [1,] "sig"
## [2,] "id"
## [3,] "mun"
## [4,] "variable"
## [5,] "value"
# Empilhar as tabelas criando uma só.
tab <- do.call(rbind, tabsm)
str(tab)
## Classes 'data.table' and 'data.frame': 67152 obs. of 5 variables:
## $ sig : chr "AC" "AC" "AC" "AC" ...
## $ id : int 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## $ mun : chr "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## $ variable: Factor w/ 12 levels "ar1970","ar1980",..: 1 1 1 1 1 1 1 1 1 1 ...
## $ value : num NA NA 2832 NA NA ...
## - attr(*, ".internal.selfref")=<externalptr>
# Criar os fatores:
# zona = {rural, urbana};
# resp = {pea, pop},
# ano = {1970, 1980, 1991, 2000}.
# Testando.
substr(tab$variable[1:5], 2, 2)
## [1] "r" "r" "r" "r" "r"
substr(tab$variable[1:5], 1, 1)
## [1] "a" "a" "a" "a" "a"
substr(tab$variable[1:5], 3, 6)
## [1] "1970" "1970" "1970" "1970" "1970"
# Criando as novas variáveis.
tab[,
zona := factor(substr(variable, 2, 2),
levels = c("r", "u"),
labels = c("rural", "urbana"))]
tab[,
resp := factor(substr(variable, 1, 1),
levels = c("a", "p"),
labels = c("pea", "pop"))]
tab[,
ano := as.integer(substr(variable, 3, 6))]
str(tab)
## Classes 'data.table' and 'data.frame': 67152 obs. of 8 variables:
## $ sig : chr "AC" "AC" "AC" "AC" ...
## $ id : int 1200013 1200054 1200104 1200138 1200179 1200203 1200252 1200302 1200328 1200336 ...
## $ mun : chr "Acrelândia" "Assis Brasil" "Brasiléia" "Bujari" ...
## $ variable: Factor w/ 12 levels "ar1970","ar1980",..: 1 1 1 1 1 1 1 1 1 1 ...
## $ value : num NA NA 2832 NA NA ...
## $ zona : Factor w/ 2 levels "rural","urbana": 1 1 1 1 1 1 1 1 1 1 ...
## $ resp : Factor w/ 2 levels "pea","pop": 1 1 1 1 1 1 1 1 1 1 ...
## $ ano : int 1970 1970 1970 1970 1970 1970 1970 1970 1970 1970 ...
## - attr(*, ".internal.selfref")=<externalptr>
# Passar o tipo de resposta para as colunas (desempilhar).
tab <- dcast(tab,
formula = sig + id + mun + zona + ano ~ resp,
value.var = "value")
str(tab)
## Classes 'data.table' and 'data.frame': 44768 obs. of 7 variables:
## $ sig : chr "AC" "AC" "AC" "AC" ...
## $ id : int 1200013 1200013 1200013 1200013 1200013 1200013 1200013 1200013 1200054 1200054 ...
## $ mun : chr "Acrelândia" "Acrelândia" "Acrelândia" "Acrelândia" ...
## $ zona: Factor w/ 2 levels "rural","urbana": 1 1 1 1 2 2 2 2 1 1 ...
## $ ano : int 1970 1980 1991 2000 1970 1980 1991 2000 1970 1980 ...
## $ pea : num NA NA NA 1560 NA ...
## $ pop : num NA NA 4792 4429 NA ...
## - attr(*, ".internal.selfref")=<externalptr>
## - attr(*, "sorted")= chr "sig" "id" "mun" "zona" ...
#-----------------------------------------------------------------------
# Extração de medidas resumo.
# PEA média do Brasil por zona e ano.
tab[,
.(`media` = mean(pea, na.rm = TRUE)),
by = .(zona, ano)]
## zona ano media
## 1: rural 1970 3292.430
## 2: rural 1980 3253.894
## 3: rural 1991 2855.916
## 4: rural 2000 2374.467
## 5: urbana 1970 4188.517
## 6: urbana 1980 7579.409
## 7: urbana 1991 10160.366
## 8: urbana 2000 11692.625
# Filtrando só para o Paraná.
tab[sig == "PR",
.(`media` = mean(pea, na.rm = TRUE)),
by = .(zona, ano)]
## zona ano media
## 1: rural 1970 5104.611
## 2: rural 1980 3978.538
## 3: rural 1991 2880.750
## 4: rural 2000 2079.119
## 5: urbana 1970 2800.785
## 6: urbana 1980 5894.024
## 7: urbana 1991 8303.906
## 8: urbana 2000 9579.606
#-----------------------------------------------------------------------
# Gráficos.
ggplot(data = tab,
aes(x = pea, color = zona)) +
geom_density() +
geom_rug() +
scale_x_log10() +
facet_wrap(facets = ~ ano, ncol = 1)
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# TODO: adicionar linhas verticais. Trocar `ano` e `zona` de
# lugar. Refazer apenas para os estados do sul. Criar boxplot.
#-----------------------------------------------------------------------
# Outra possibilidade é usar o pacote `sqldf` que permite uso de
# instruções SQL para manipulação das tabelas de dados no R.
browseURL("https://cran.r-project.org/web/packages/sqldf/index.html")
# Alguns tutoriais:
# https://jasdumas.github.io/tech-short-papers/sqldf_tutorial.html
# http://www.burns-stat.com/translating-r-sql-basics/
# http://anythingbutrbitrary.blogspot.com.br/2012/08/manipulating-data-frames-using-sqldf.html
#-----------------------------------------------------------------------