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#' Toy data set of rankings and ratings when judges express internally inconsistent preferences
#'
#' This toy data set includes 16 judges and 3 objects, and demonstrates the ability
#' of the Mallows-Binomial model to estimate overall object orderings even when judges provide
#' sets of rankings and ratings which are internally inconsistent.
#'
#' @format list with three elements: (1) \code{rankings}, a 16 x 3 matrix of rankings with one row per judge;
#' (2) \code{ratings}, a 16 x 3 matrix of ratings, with one row per judge and one column per object; and
#' (3) \code{M}, a number indicating the maximum (worst) integer score.
#' @source {Originally analyzed in: Gallo, Stephen A., et al. "A new approach to peer review assessments: Score, then rank" (2023). Research Integrity and Peer Review 8:10 (10). \url{https://researchintegrityjournal.biomedcentral.com/articles/10.1186/s41073-023-00131-7}.}
"ToyData3"
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