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library(ggplot2)
library(dplyr)
library(magrittr)
library(insee)
dataset_list = get_dataset_list()
df_idbank_list_selected =
get_idbank_list("CHOMAGE-TRIM-NATIONAL") %>% #Unemployment dataset
add_insee_title() %>%
filter(INDICATEUR == "CTTXC") %>% #unemployment rate based on ILO standards
filter(REF_AREA == "FM") %>% # all France excluding overseas departements
filter(SEXE == 0) # men and women
list_idbank = df_idbank_list_selected %>% pull(idbank)
data = get_insee_idbank(list_idbank, startPeriod = "2000-01") %>% split_title()
ggplot(data, aes(x = DATE, y = OBS_VALUE, colour = TITLE_EN2)) +
geom_line() +
geom_point() +
ggtitle("French unemployment rate, by age") +
labs(subtitle = sprintf("Last updated : %s", data$TIME_PERIOD[1]))