#' baselers
#'
#' A tibble containing simulated data of basler inhabitants. Most mean values are based on actual populationstatistics, however correlations between variables aren't.
#'
#'
#' @format A tibble containing 10,000 rows and 20 columns
#' \describe{
#' \item{id}{(numeric) - A unique identifier (1 through 150000).}
#' \item{age}{(numeric) - A peson's age in years.}
#' \item{income}{(numeric) - Income of the household a person lives in.}
#' \item{weight}{(numeric) - A person's weight in kg.}
#' \item{height}{(numeric) - A person's height in cm.}
#' \item{children}{(numeric) - The number of children a person has.}
#' \item{happiness}{(numeric) - How happy a person is on a scale from 1 to 10.}
#' \item{fitness}{(numeric) - A person's fitness level rated from 1 to 10.}
#' \item{food}{(numeric) - How much (CHF) a person spends on food per month.}
#' \item{alcohol}{(numeric) - How much (CHF) a person spends on alcohol beverages per month.}
#' \item{tattoos}{(numeric) - The number of tattoos a person has.}
#' \item{rhine}{(numeric) - How often a person goes swimming in the rhine per month.}
#' \item{datause}{(numeric) - How many times a day a person checks an app on the mobile phone.}
#' \item{consultations}{(numeric) - The number of times a person's sees a doctor per year.}
#' \item{hiking}{(numeric) - How many hours a person spends hiking per year.}
#' \item{sex}{(character) - A person's sex. Either "male" or "female".}
#' \item{education}{(character) - The highest completed degree/ education a person has. Levels are "obligatory_school", "apprenticeship", "SEK_II", "SEK_III".}
#' \item{confession}{(character) - A person's confession. Levels are "catholic", "confessionless", "evangelical-reformed", "muslim", "other".}
#' \item{fasnacht}{(character) - Whether a person actively (i.e. in a Gugge, Clique or similar) participates at fasnacht. Levels are "yes" and "no".}
#' \item{eyecor}{(character) - Whether a person needs eye correction. Levels are "yes" and "no".}
#' }
#' @source Simulated with the simulate_baselers function with nsim = 10000, and seed = 1
"baselers"
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