README:再現方法とファイル構成

このオンライン補遺と再現コードは、論文「多党制は経済投票を弱めるのか?:政党の手がかりと経済の手がかりをめぐるコンジョイント実験」で報告する3つの実験の分析について、本文図、補遺図表、頑健性分析、無作為化・バランス診断、および支持政党別分析結果をまとめ、さらにそれらを再現するためのコードをまとめたものである。以下の手順で、入力データの読込みから最終的な図表・診断結果の整理までを一括して実行できる。

1. 再現に必要なファイル等

次の4ファイルを同じ作業ディレクトリに置いてもらう。データファイル名や保存場所を変更する場合は、このRmd冒頭の params を変更してもらえばよい。

ファイル 内容
partynum.csv 実験1の入力データ
conjoint_study2.csv 実験2の入力データ
conjoint_S3.csv 実験3の入力データ

2. 必要なRパッケージ

分析コードで使用する主要パッケージは以下のとおりである。

install.packages(c(
  "dplyr", "tidyr", "stringr", "purrr", "readr",
  "fixest", "tibble", "forcats", "ggplot2", "scales",
  "survival", "ggtext", "patchwork", "rmarkdown", "knitr"
))

3. 各種のデフォルト設定

冒頭の params で、入力ファイル、出力先、ブートストラップ回数を変更可能である。現在の主要なデフォルト値は次のとおりである。

パラメータ デフォルト 意味
output_root conjoint_replication_results 全出力を保存するルートディレクトリ
relative_cue_bootstrap_B 2000 主要な重要度・相対比重のブートストラップ反復数
support_bootstrap_B 500 支持政党別分析のブートストラップ反復数

4. 出力ファイル

分析結果はデフォルトで conjoint_replication_results/ 内に保存される設定になっている。主な構成は以下の通り。

  • main_text/:本文用の図と表
  • supplement/:実験別および実験横断の補遺図表(CSV、LaTeX、図)
  • diagnostics/:標本スクリーニング、割付バランス、プロフィール無作為化の診断
  • model_objects/:再利用可能なモデル・分析オブジェクト
  • logs/sessionInfo などの再現性情報

各分析の途中の経過作成される各種オブジェクトなどは _working/ に保存され、最終段階で上記のディレクトリに整理するように設定した。Rおよび各パッケージの実行環境は、分析完了後に sessionInfo として保存される設定となっている。

5. このオンライン補遺と再現コードの読み方

A節は本文・補遺の図表を生成する実行コード、B節以降は分析標本、推定量、無作為化・バランス診断、および各補足結果を、コードと対応させて確認するためのセクションである。画面上部の Show All Code / Hide All Code または右上の Code メニューから、コード全体の表示・非表示を切り替えられる。

A. 各図表の再現コード

A.1 共通コード

# 共通コード
options(stringsAsFactors = FALSE)

unified_output_root <- getOption(
  "conjoint.output_root",
  "conjoint_replication_results"
)

dir.create(
  unified_output_root,
  showWarnings = FALSE,
  recursive = TRUE
)

unified_config <- list(
  output_root = unified_output_root,

  cue_importance_metric_version = "v4_screening_autodetect",

  relative_cue_bootstrap_B = as.integer(
    getOption("conjoint.relative_cue_bootstrap_B", 2000L)
  ),
  relative_cue_bootstrap_seed = as.integer(
    getOption("conjoint.relative_cue_bootstrap_seed", 20260730L)
  ),
  relative_cue_bootstrap_progress_every = as.integer(
    getOption("conjoint.relative_cue_bootstrap_progress_every", 100L)
  ),
  rerun_relative_cue_bootstrap = isTRUE(
    getOption("conjoint.rerun_relative_cue_bootstrap", FALSE)
  ),

  min_support_total_n = as.integer(
    getOption("conjoint.min_support_total_n", 150L)
  ),
  min_support_cell_n = as.integer(
    getOption("conjoint.min_support_cell_n", 40L)
  ),
  support_bootstrap_B = as.integer(
    getOption("conjoint.support_bootstrap_B", 500L)
  ),
  support_bootstrap_seed = as.integer(
    getOption("conjoint.support_bootstrap_seed", 20260806L)
  ),
  rerun_support_bootstrap = isTRUE(
    getOption("conjoint.rerun_support_bootstrap", FALSE)
  ),

  study1 = list(
    data_file = getOption("conjoint.study1_data", "partynum.csv"),
    output_dir = file.path(unified_output_root, "_working", "study1")
  ),
  study2 = list(
    data_file = getOption("conjoint.study2_data", "conjoint_study2.csv"),
    output_dir = file.path(unified_output_root, "_working", "study2")
  ),
  study3 = list(
    data_file = getOption("conjoint.study3_data", "conjoint_S3.csv"),
    output_dir = file.path(unified_output_root, "_working", "study3")
  )
)

cat(
  "Unified conjoint replication pipeline\n",
  "Output root: ", unified_config$output_root, "\n",
  "Study 1 data: ", unified_config$study1$data_file, "\n",
  "Study 2 data: ", unified_config$study2$data_file, "\n",
  "Study 3 data: ", unified_config$study3$data_file, "\n",
  sep = ""
)


detect_final_consent_column <- function(
  raw,
  preferred_candidates = c("Q8.1", "Q9.1", "Q10.1"),
  study_label = "Study"
) {
  if (!is.data.frame(raw) || ncol(raw) == 0L) {
    stop("Check data")
  }

  preview_n <- min(12L, nrow(raw))

  normalize_preview <- function(x) {
    x <- as.character(x)
    x[is.na(x)] <- ""
    x <- gsub(" ", " ", x, fixed = TRUE)
    x <- gsub("[[:space:]]+", " ", x)
    trimws(x)
  }

  score_one <- function(column_name) {
    preview <- paste(
      normalize_preview(utils::head(raw[[column_name]], preview_n)),
      collapse = " "
    )

    score <- 0L

    if (grepl("最終意思確認", preview, fixed = TRUE)) {
      score <- score + 8L
    }
    if (grepl("こちらが調査の最後の画面", preview, fixed = TRUE) ||
        grepl("調査の最後の画面", preview, fixed = TRUE)) {
      score <- score + 6L
    }
    if (grepl("回答結果を送信する", preview, fixed = TRUE)) {
      score <- score + 8L
    }
    if (grepl("回答結果を送信しない", preview, fixed = TRUE) ||
        grepl("回答を送信しない", preview, fixed = TRUE)) {
      score <- score + 5L
    }
    if (grepl("本調査の主旨に同意", preview, fixed = TRUE) ||
        grepl("本調査の趣旨に同意", preview, fixed = TRUE)) {
      score <- score + 3L
    }
    if (column_name %in% preferred_candidates) {
      score <- score + 1L
    }

    score
  }

  candidate_table <- data.frame(
    column = names(raw),
    score = vapply(names(raw), score_one, integer(1)),
    stringsAsFactors = FALSE
  )

  candidate_table <- candidate_table[candidate_table$score > 0L, , drop = FALSE]

  if (nrow(candidate_table) == 0L) {
    existing_preferred <- preferred_candidates[
      preferred_candidates %in% names(raw)
    ]

    if (length(existing_preferred) == 1L) {
      message("Final consent: ", existing_preferred[[1]])
      return(existing_preferred[[1]])
    }

    likely_question_columns <- names(raw)[
      grepl("^Q[0-9]+(\\.[0-9]+)?(_[0-9]+)?$", names(raw))
    ]

    stop("Check final consent")
  }

  max_score <- max(candidate_table$score)
  best <- candidate_table$column[candidate_table$score == max_score]

  if (length(best) > 1L) {
    preferred_best <- preferred_candidates[
      preferred_candidates %in% best
    ]

    if (length(preferred_best) >= 1L) {
      best <- preferred_best[[1]]
    } else {
      stop("Check final consent")
    }
  }

  message("Final consent: ", best[[1]])


  best[[1]]
}

qualtrics_preview_text <- function(raw, column_name, preview_n = 12L) {
  if (!column_name %in% names(raw)) {
    return("")
  }

  x <- as.character(utils::head(raw[[column_name]], min(preview_n, nrow(raw))))
  x[is.na(x)] <- ""
  x <- gsub(" ", " ", x, fixed = TRUE)
  x <- gsub("[[:space:]]+", " ", x)
  trimws(paste(x, collapse = " "))
}

fullwidth_digit <- function(n) {
  substr("0123456789", n + 1L, n + 1L)
}

question_order_key <- function(x) {
  m <- regexec("^Q([0-9]+)\\.([0-9]+)", x)
  parts <- regmatches(x, m)

  vapply(
    parts,
    function(z) {
      if (length(z) < 3L) {
        return(Inf)
      }
      as.numeric(z[[2]]) * 1000 + as.numeric(z[[3]])
    },
    numeric(1)
  )
}

detect_attention_check_column <- function(
  raw,
  preferred_candidates = c("Q25.1_11", "Q25.1_10"),
  study_label = "Study"
) {
  metadata <- data.frame(
    column = names(raw),
    text = vapply(names(raw), function(v) qualtrics_preview_text(raw, v), character(1)),
    stringsAsFactors = FALSE
  )

  score <- integer(nrow(metadata))
  score <- score + ifelse(grepl("必ず", metadata$text, fixed = TRUE), 8L, 0L)
  score <- score + ifelse(grepl("選ん", metadata$text, fixed = TRUE), 5L, 0L)
  score <- score + ifelse(grepl("3|3", metadata$text), 4L, 0L)
  score <- score + ifelse(metadata$column %in% preferred_candidates, 1L, 0L)
  metadata$score <- score

  candidates <- metadata[
    grepl("必ず", metadata$text, fixed = TRUE) &
      grepl("選ん", metadata$text, fixed = TRUE) &
      grepl("3|3", metadata$text),
    ,
    drop = FALSE
  ]

  if (nrow(candidates) == 0L) {
    stop("Check attention item")
  }

  candidates <- candidates[order(-candidates$score), , drop = FALSE]
  best_score <- candidates$score[[1]]
  best <- candidates$column[candidates$score == best_score]

  if (length(best) > 1L) {
    preferred_best <- preferred_candidates[preferred_candidates %in% best]
    if (length(preferred_best) == 1L) {
      best <- preferred_best
    } else {
      stop("Check attention item")
    }
  }

  message("Attention item: ", best[[1]])
  best[[1]]
}

response_code_numeric <- function(x) {
  x <- as.character(x)
  x[is.na(x)] <- ""
  x <- gsub(" ", " ", x, fixed = TRUE)
  x <- trimws(gsub("[[:space:]]+", " ", x))

  exact <- grepl("^[0-9]+(?:\\.0+)?$", x, perl = TRUE)
  out <- rep(NA_real_, length(x))
  out[exact] <- suppressWarnings(as.numeric(x[exact]))

  trailing <- regexec("\\(([0-9]+)\\)\\s*$", x)
  trailing_parts <- regmatches(x, trailing)
  trailing_code <- vapply(
    trailing_parts,
    function(z) if (length(z) >= 2L) as.numeric(z[[2]]) else NA_real_,
    numeric(1)
  )
  out[is.na(out) & !is.na(trailing_code)] <- trailing_code[is.na(out) & !is.na(trailing_code)]

  first_num <- suppressWarnings(readr::parse_number(x))
  out[is.na(out)] <- first_num[is.na(out)]
  out
}

detect_attention_correct_code <- function(
  x,
  displayed_answer = 3L,
  recoded_answer = 6L,
  study_label = "Study"
) {
  code <- response_code_numeric(x)
  tab <- sort(table(code, useNA = "no"), decreasing = TRUE)

  n_display <- sum(code == displayed_answer, na.rm = TRUE)
  n_recode <- sum(code == recoded_answer, na.rm = TRUE)

  chosen <- if (n_recode > n_display) recoded_answer else displayed_answer
  n_nonmissing <- sum(!is.na(code))
  n_chosen <- sum(code == chosen, na.rm = TRUE)

  cat("\n", study_label, ":指示項目の回答コード分布\n", sep = "")
  print(utils::head(tab, 15L))
  cat(
    "採用する正答コード: ", chosen,
    "(表示上の正答は3)\n",
    sep = ""
  )

  if (n_nonmissing == 0L || n_chosen / n_nonmissing < 0.50) {
    stop("Check attention item")
  }

  as.character(chosen)
}

detect_conjoint_choice_map <- function(
  raw,
  party_numbers = 2:5,
  study_label = "Study"
) {
  metadata <- data.frame(
    column = names(raw),
    text = vapply(names(raw), function(v) qualtrics_preview_text(raw, v), character(1)),
    stringsAsFactors = FALSE
  )

  maps <- lapply(
    party_numbers,
    function(n_party) {
      digit_pattern <- paste0("(?:", n_party, "|", fullwidth_digit(n_party), ")\\s*つの選択肢")

      hit <- grepl("以下に", metadata$text, fixed = TRUE) &
        grepl("選択肢", metadata$text, fixed = TRUE) &
        grepl(digit_pattern, metadata$text, perl = TRUE) &
        grepl("衆議院", metadata$text, fixed = TRUE) &
        !grepl("提示された.*選択肢の数", metadata$text, perl = TRUE) &
        grepl("^Q[0-9]+\\.[0-9]+$", metadata$column)

      candidates <- metadata[hit, , drop = FALSE]
      candidates <- candidates[
        order(question_order_key(candidates$column)),
        ,
        drop = FALSE
      ]

      if (nrow(candidates) != 5L) {
        stop("Check choice columns")
      }

      data.frame(
        party_n = n_party,
        task = seq_len(5L),
        choice_var = candidates$column,
        stringsAsFactors = FALSE
      )
    }
  )

  out <- dplyr::bind_rows(maps)
  message("Choice columns: OK")
  print(out)
  out
}

detect_manipulation_map <- function(raw, choice_map, study_label = "Study") {
  metadata_text <- setNames(
    vapply(names(raw), function(v) qualtrics_preview_text(raw, v), character(1)),
    names(raw)
  )

  out <- lapply(
    sort(unique(choice_map$party_n)),
    function(n_party) {
      vars <- choice_map$choice_var[choice_map$party_n == n_party]
      roots <- sub("\\.[0-9]+$", "", vars)
      root <- names(sort(table(roots), decreasing = TRUE))[[1]]
      suffix <- suppressWarnings(as.integer(sub("^.*\\.", "", vars)))
      expected <- paste0(root, ".", max(suffix, na.rm = TRUE) + 1L)

      candidates <- names(metadata_text)[
        startsWith(names(metadata_text), paste0(root, ".")) &
          grepl("提示された", metadata_text, fixed = TRUE) &
          grepl("選択肢の数", metadata_text, fixed = TRUE)
      ]

      if (expected %in% candidates) {
        chosen <- expected
      } else if (length(candidates) == 1L) {
        chosen <- candidates[[1]]
      } else {
        stop("Check manipulation item")
      }

      data.frame(
        party_n = n_party,
        manipulation_var = chosen,
        correct_answer = as.character(n_party),
        stringsAsFactors = FALSE
      )
    }
  )

  out <- dplyr::bind_rows(out)
  message("Manipulation item: OK")
  print(out)
  out
}

parse_choice_position <- function(x) {
  x <- as.character(x)
  x[is.na(x)] <- ""
  x <- gsub(" ", " ", x, fixed = TRUE)
  x <- trimws(gsub("[[:space:]]+", " ", x))

  label_match <- regexec("(?:政党|状況|選択肢)\\s*([1-5])", x, perl = TRUE)
  label_parts <- regmatches(x, label_match)
  label_num <- vapply(
    label_parts,
    function(z) if (length(z) >= 2L) as.numeric(z[[2]]) else NA_real_,
    numeric(1)
  )

  exact <- grepl("^[1-5](?:\\.0+)?$", x, perl = TRUE)
  exact_num <- rep(NA_real_, length(x))
  exact_num[exact] <- suppressWarnings(as.numeric(x[exact]))

  trailing <- regexec("\\(([1-5])\\)\\s*$", x)
  trailing_parts <- regmatches(x, trailing)
  trailing_num <- vapply(
    trailing_parts,
    function(z) if (length(z) >= 2L) as.numeric(z[[2]]) else NA_real_,
    numeric(1)
  )

  out <- label_num
  out[is.na(out)] <- exact_num[is.na(out)]
  out[is.na(out)] <- trailing_num[is.na(out)]
  out
}

A.2 実験1:本文の図4・図5

# 本文コード
study1_env <- local({
required_packages <- c(
    "dplyr",
    "tidyr",
    "stringr",
    "purrr",
    "readr",
    "fixest",
    "tibble",
    "forcats",
    "ggplot2",
    "scales",
    "survival",
    "ggtext",
    "patchwork"
  )

  missing_packages <- required_packages[
    !vapply(required_packages, requireNamespace, logical(1), quietly = TRUE)
  ]

  if (length(missing_packages) > 0) {
    stop("No packages")
  }

  library(dplyr)
  library(tidyr)
  library(stringr)
  library(purrr)
  library(readr)
  library(fixest)
  library(tibble)
  library(forcats)
  library(ggplot2)
  library(scales)
  library(survival)
  library(patchwork)

  data_file <- unified_config$study1$data_file
  output_dir <- unified_config$study1$output_dir

  dir.create(output_dir, showWarnings = FALSE, recursive = TRUE)

  require_initial_consent <- TRUE
  require_final_consent <- TRUE
  initial_consent_var <- "Q1.1"
  final_consent_var <- "Q8.1"

  require_attention_check <- FALSE
  require_manipulation_check <- FALSE
  attention_check_var <- NA_character_
  attention_check_correct <- NA_character_

  require_all_five_tasks <- TRUE

  use_education_covariate <- FALSE

  relative_cue_bootstrap_B <- unified_config$relative_cue_bootstrap_B
  relative_cue_bootstrap_seed <- unified_config$relative_cue_bootstrap_seed + 1L
  relative_cue_bootstrap_progress_every <- unified_config$relative_cue_bootstrap_progress_every

  rerun_relative_cue_bootstrap <- unified_config$rerun_relative_cue_bootstrap


  norm_text <- function(x) {
    x %>%
      as.character() %>%
      str_squish() %>%
      str_replace_all("~", "~") %>%
      str_replace_all("〜", "~")
  }

  as_num <- function(x) {
    suppressWarnings(readr::parse_number(norm_text(x)))
  }

  is_response_code <- function(x, code) {
    x_norm <- norm_text(x)
    code_chr <- as.character(code)

    x_norm == code_chr |
      stringr::str_detect(x_norm, paste0("\\(", code_chr, "\\)$"))
  }

  first_existing <- function(dat, candidates) {
    out <- candidates[candidates %in% names(dat)]
    if (length(out) == 0) NA_character_ else out[1]
  }

  get_var <- function(dat, candidates) {
    v <- first_existing(dat, candidates)
    if (is.na(v)) {
      rep(NA_character_, nrow(dat))
    } else {
      dat[[v]]
    }
  }

  relevel_if_present <- function(x, ref) {
    x <- factor(x)
    if (ref %in% levels(x)) {
      relevel(x, ref = ref)
    } else {
      x
    }
  }

  factor_miss <- function(x, miss = "欠損・無回答") {
    x <- norm_text(x)
    x[is.na(x) | x == "" | x == "NA"] <- miss
    factor(x)
  }

  mean_impute <- function(x) {
    x <- as.numeric(x)
    miss <- as.integer(is.na(x))

    if (all(is.na(x))) {
      value <- x
    } else {
      value <- ifelse(is.na(x), mean(x, na.rm = TRUE), x)
    }

    list(value = value, miss = miss)
  }

  write_csv_safely <- function(x, filename) {
    readr::write_csv(x, file.path(output_dir, filename), na = "")
  }

  save_plot <- function(filename, plot, width, height, dpi = 300) {
    ggplot2::ggsave(
      filename = file.path(output_dir, filename),
      plot = plot,
      width = width,
      height = height,
      dpi = dpi
    )
  }


  if (!file.exists(data_file)) {
    stop("Check data")
  }

  raw <- readr::read_csv(
    data_file,
    col_types = cols(.default = col_character()),
    show_col_types = FALSE,
    name_repair = "minimal"
  )

  if (!"ResponseId" %in% names(raw)) {
    stop("Check data")
  }

  names(raw) <- names(raw) %>%
    str_replace("^F\\.(\\d+)\\.(\\d+)\\.(\\d+)$", "F-\\1-\\2-\\3") %>%
    str_replace("^F\\.(\\d+)\\.(\\d+)$", "F-\\1-\\2")

  if (
    require_final_consent &&
      (
        is.na(final_consent_var) ||
          !final_consent_var %in% names(raw)
      )
  ) {
    consent_question_pattern <- paste0(
      "回答結果を送信する|",
      "回答を送信しない|",
      "回答結果を送信しない|",
      "最終意思確認"
    )

    preview_n <- min(10L, nrow(raw))

    detected_final_consent_vars <- names(raw)[
      vapply(
        raw,
        function(column) {
          preview <- norm_text(
            utils::head(
              column,
              preview_n
            )
          )

          any(
            stringr::str_detect(
              preview,
              consent_question_pattern
            ),
            na.rm = TRUE
          )
        },
        logical(1)
      )
    ]

    if (length(detected_final_consent_vars) == 1L) {
      final_consent_var <- detected_final_consent_vars[[1]]

      message("Final consent: ", final_consent_var)
    } else if (length(detected_final_consent_vars) > 1L) {
      stop("Check final consent")
    } else {
      likely_question_columns <- names(raw)[
        stringr::str_detect(
          names(raw),
          "^Q[0-9]+(?:\\.[0-9]+)?$"
        )
      ]

      stop("Check final consent")
    }
  }

  df_header_removed <- raw %>%
    filter(
      !is.na(ResponseId),
      ResponseId != "",
      !str_detect(
        norm_text(ResponseId),
        "^(Response ID|回答ID)$|ImportId"
      )
    ) %>%
    mutate(ID = as.character(ResponseId))

  duplicate_ids <- df_header_removed %>%
    count(ID) %>%
    filter(n > 1)

  if (nrow(duplicate_ids) > 0) {
    print(duplicate_ids)
    stop("Check")
  }

  sample_flow <- tibble(
    stage = "Qualtrics質問文行・ImportId行を除外後",
    n = nrow(df_header_removed)
  )

  df <- df_header_removed

  if (require_initial_consent) {
    if (is.na(initial_consent_var) || !initial_consent_var %in% names(df)) {
      stop("Check initial consent")
    }
    df <- df %>%
      filter(
        is_response_code(.data[[initial_consent_var]], 1) |
          str_detect(
            norm_text(.data[[initial_consent_var]]),
            "趣旨に同意して.*協力する"
          )
      )
    sample_flow <- bind_rows(
      sample_flow,
      tibble(stage = "初回同意回答を保持", n = nrow(df))
    )
  }

  if (require_final_consent) {
    if (is.na(final_consent_var) || !final_consent_var %in% names(df)) {
      stop("Check final consent")
    }
    df <- df %>%
      filter(
        is_response_code(.data[[final_consent_var]], 1) |
          str_detect(
            norm_text(.data[[final_consent_var]]),
            "同意し.*回答結果を送信する"
          )
      )
    sample_flow <- bind_rows(
      sample_flow,
      tibble(stage = "最終同意回答を保持", n = nrow(df))
    )
  }

  print(sample_flow)
  write_csv_safely(sample_flow, "sample_flow_before_conjoint.csv")


  choice_map <- tribble(
    ~party_n, ~task, ~choice_var,
    2, 1, "Q240",
    2, 2, "Q253",
    2, 3, "Q254",
    2, 4, "Q255",
    2, 5, "Q256",

    3, 1, "Q235",
    3, 2, "Q241",
    3, 3, "Q242",
    3, 4, "Q243",
    3, 5, "Q244",

    4, 1, "Q238",
    4, 2, "Q245",
    4, 3, "Q246",
    4, 4, "Q247",
    4, 5, "Q248",

    5, 1, "Q239",
    5, 2, "Q249",
    5, 3, "Q250",
    5, 4, "Q251",
    5, 5, "Q252"
  )

  if (require_manipulation_check) {
    stop("Check")
  }


  level_to_attr_var <- function(x) {
    x <- norm_text(x)

    case_when(
      x %in% c("右派・保守的", "中道", "左派・革新的") ~
        "policy_position",

      x %in% c("与党", "野党") ~
        "government_status",

      str_detect(x, "GDP成長率") ~
        "gdp_growth",

      str_detect(x, "日経平均") ~
        "nikkei",

      x %in% c("10以下", "10~49", "50~99", "100~199", "200以上") ~
        "seats",

      str_detect(x, "CPI|物価") ~
        "cpi",

      str_detect(x, "失業率|雇用") ~
        "unemployment",

      TRUE ~ NA_character_
    )
  }

  required_attr_vars <- c(
    "policy_position",
    "government_status",
    "gdp_growth",
    "nikkei",
    "seats",
    "cpi",
    "unemployment"
  )

  allowed_levels <- list(
    policy_position = c("右派・保守的", "中道", "左派・革新的"),
    government_status = c("与党", "野党"),
    gdp_growth = c(
      "GDP成長率±0%",
      "GDP成長率プラス1%",
      "GDP成長率マイナス1%"
    ),
    nikkei = c(
      "日経平均前月同期比プラス1000円",
      "日経平均前月同期比マイナス1000円",
      "日経平均前月同期比変わらず"
    ),
    seats = c("10以下", "10~49", "50~99", "100~199", "200以上"),
    cpi = c(
      "CPI前期比±0ポイント",
      "CPI前期比プラス1ポイント",
      "CPI前期比マイナス1ポイント"
    ),
    unemployment = c(
      "失業率前期比±0%",
      "失業率前期比プラス1%",
      "失業率前期比マイナス1%"
    )
  )


  make_profile_long <- function(dat, n_party) {

    map_n <- choice_map %>%
      filter(party_n == n_party)

    qvars <- map_n$choice_var

    missing_q <- setdiff(qvars, names(dat))
    if (length(missing_q) > 0) {
      stop("Check choice columns")
    }

    dat_n <- dat %>%
      filter(
        if_any(
          all_of(qvars),
          ~ !is.na(.x) & norm_text(.x) != ""
        )
      )

    choice_long <- dat_n %>%
      select(ID, all_of(qvars)) %>%
      pivot_longer(
        cols = all_of(qvars),
        names_to = "choice_var",
        values_to = "choice_raw"
      ) %>%
      left_join(map_n, by = "choice_var") %>%
      mutate(choice = as_num(choice_raw)) %>%
      filter(!is.na(choice)) %>%
      select(ID, party_n, task, choice)

    invalid_choice <- choice_long %>%
      filter(choice < 1 | choice > n_party)

    if (nrow(invalid_choice) > 0) {
      print(invalid_choice)
      stop("Check choice values")
    }

    duplicate_choice <- choice_long %>%
      count(ID, task) %>%
      filter(n != 1)

    if (nrow(duplicate_choice) > 0) {
      print(duplicate_choice)
      stop("Check duplicate choices")
    }

    level_regex <- "^F-([1-5])-([1-5])-([1-7])$"
    level_cols <- names(dat_n)[str_detect(names(dat_n), level_regex)]

    if (length(level_cols) == 0) {
      stop("Check attributes")
    }

    level_long <- dat_n %>%
      select(ID, all_of(level_cols)) %>%
      pivot_longer(
        cols = all_of(level_cols),
        names_to = "fvar",
        values_to = "level"
      ) %>%
      extract(
        fvar,
        into = c("task", "profile", "attr_order"),
        regex = level_regex,
        convert = TRUE
      ) %>%
      mutate(level = norm_text(level)) %>%
      filter(
        task %in% 1:5,
        profile %in% 1:n_party,
        attr_order %in% 1:7,
        !is.na(level),
        level != ""
      ) %>%
      mutate(attr_var = level_to_attr_var(level))

    unknown_levels <- level_long %>%
      filter(is.na(attr_var)) %>%
      distinct(level)

    if (nrow(unknown_levels) > 0) {
      print(unknown_levels)
      stop("Check attributes")
    }

    profile_attribute_count <- level_long %>%
      count(ID, task, profile, name = "n_attribute_rows") %>%
      filter(n_attribute_rows != 7)

    if (nrow(profile_attribute_count) > 0) {
      print(head(profile_attribute_count, 50))
      stop("Check attributes")
    }

    duplicate_attribute <- level_long %>%
      count(ID, task, profile, attr_var) %>%
      filter(n != 1)

    if (nrow(duplicate_attribute) > 0) {
      print(head(duplicate_attribute, 50))
      stop("Check attributes")
    }

    profile_wide <- level_long %>%
      inner_join(choice_long, by = c("ID", "task")) %>%
      mutate(
        party_n = n_party,
        selected = as.integer(profile == choice),
        task_id = paste(ID, party_n, task, sep = "_"),
        profile_id = paste(ID, party_n, task, profile, sep = "_")
      ) %>%
      select(
        ID, party_n, task, profile, choice, selected,
        task_id, profile_id, attr_var, level
      ) %>%
      pivot_wider(
        names_from = attr_var,
        values_from = level,
        values_fn = list(level = ~ first(.x))
      )

    missing_attr <- setdiff(required_attr_vars, names(profile_wide))

    if (length(missing_attr) > 0) {
      stop("Check attributes")
    }

    profile_wide %>%
      select(
        ID, party_n, task, profile, choice, selected,
        task_id, profile_id,
        all_of(required_attr_vars)
      ) %>%
      arrange(ID, task, profile)
  }


  conjoint_2 <- make_profile_long(df, 2)
  conjoint_3 <- make_profile_long(df, 3)
  conjoint_4 <- make_profile_long(df, 4)
  conjoint_5 <- make_profile_long(df, 5)

  conjoint_all_unfiltered <- bind_rows(
    conjoint_2,
    conjoint_3,
    conjoint_4,
    conjoint_5
  )


  id_task_check <- conjoint_all_unfiltered %>%
    group_by(ID, party_n, task) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    group_by(ID, party_n) %>%
    summarise(
      n_tasks = n_distinct(task),
      all_tasks_ok = all(n_profiles == party_n & selected_sum == 1),
      .groups = "drop"
    )

  if (require_all_five_tasks) {
    valid_ids <- id_task_check %>%
      filter(n_tasks == 5, all_tasks_ok)
  } else {
    valid_ids <- id_task_check %>%
      filter(all_tasks_ok)
  }

  conjoint_all <- conjoint_all_unfiltered %>%
    semi_join(valid_ids, by = c("ID", "party_n"))

  n_by_party <- valid_ids %>%
    count(party_n, name = "n") %>%
    complete(party_n = 2:5, fill = list(n = 0)) %>%
    arrange(party_n)

  n_total <- valid_ids %>%
    summarise(n = n_distinct(ID)) %>%
    pull(n)

  figure_n_labels <- bind_rows(
    tibble(
      position = "全サンプル",
      label = paste0("全サンプル, n=", scales::comma(n_total))
    ),
    n_by_party %>%
      mutate(
        position = paste0(party_n, "政党選択"),
        label = paste0("n=", scales::comma(n))
      ) %>%
      select(position, label)
  )

  sample_flow <- bind_rows(
    sample_flow,
    tibble(
      stage = "完全な5課題をもつ分析対象者",
      n = n_total
    )
  )

  cat("\n分析対象者数\n")
  print(n_by_party)
  cat("全サンプル n=", n_total, "\n", sep = "")

  write_csv_safely(sample_flow, "sample_flow.csv")
  write_csv_safely(id_task_check, "id_task_check.csv")
  write_csv_safely(valid_ids, "valid_ids.csv")
  write_csv_safely(n_by_party, "n_by_party.csv")
  write_csv_safely(figure_n_labels, "figure_n_labels.csv")


  check_profile <- conjoint_all %>%
    group_by(party_n, ID, task, task_id) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    count(party_n, n_profiles, selected_sum)

  print(check_profile)
  stopifnot(all(check_profile$n_profiles == check_profile$party_n))
  stopifnot(all(check_profile$selected_sum == 1))

  allowed_df <- enframe(allowed_levels, name = "name", value = "value") %>%
    unnest(value)

  unexpected_values <- conjoint_all %>%
    select(all_of(required_attr_vars)) %>%
    pivot_longer(
      cols = everything(),
      names_to = "name",
      values_to = "value"
    ) %>%
    filter(!is.na(value), value != "") %>%
    distinct(name, value) %>%
    anti_join(allowed_df, by = c("name", "value"))

  print(unexpected_values)
  stopifnot(nrow(unexpected_values) == 0)

  observed_levels <- conjoint_all %>%
    select(all_of(required_attr_vars)) %>%
    pivot_longer(
      cols = everything(),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    distinct(attribute, level) %>%
    arrange(attribute, level)

  write_csv_safely(check_profile, "profile_expansion_check.csv")
  write_csv_safely(observed_levels, "observed_attribute_levels.csv")
  write_csv_safely(conjoint_all, "study1_profile_level_data.csv")


  if (require_attention_check) {
    if (
      is.na(attention_check_var) ||
        !attention_check_var %in% names(df) ||
        is.na(attention_check_correct)
    ) {
      stop("Check attention item")
    }
  }

  attention_summary <- tibble(
    note = "2023年元コードでは注意チェックの確定対応表を使用していないため、標準分析では集計を省略。"
  )

  manipulation_summary <- tibble(
    note = "2023年元コードでは政党数確認質問の確定対応表を使用していないため、標準分析では集計を省略。"
  )

  write_csv_safely(attention_summary, "attention_check_summary.csv")
  write_csv_safely(manipulation_summary, "party_number_check_summary.csv")


  conjoint_all_m <- conjoint_all %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),

      policy_position = factor(
        policy_position,
        levels = c("中道", "右派・保守的", "左派・革新的")
      ),

      government_status = factor(
        government_status,
        levels = c("野党", "与党")
      ),

      gdp_growth = factor(
        gdp_growth,
        levels = c(
          "GDP成長率±0%",
          "GDP成長率プラス1%",
          "GDP成長率マイナス1%"
        )
      ),

      nikkei = factor(
        nikkei,
        levels = c(
          "日経平均前月同期比変わらず",
          "日経平均前月同期比プラス1000円",
          "日経平均前月同期比マイナス1000円"
        )
      ),

      seats = factor(
        seats,
        levels = c("10以下", "10~49", "50~99", "100~199", "200以上")
      ),

      cpi = factor(
        cpi,
        levels = c(
          "CPI前期比±0ポイント",
          "CPI前期比プラス1ポイント",
          "CPI前期比マイナス1ポイント"
        )
      ),

      unemployment = factor(
        unemployment,
        levels = c(
          "失業率前期比±0%",
          "失業率前期比プラス1%",
          "失業率前期比マイナス1%"
        )
      ),

      party_n_f = factor(
        as.character(party_n),
        levels = c("2", "3", "4", "5")
      )
    )

  attr_terms <- c(
    "policy_position",
    "government_status",
    "gdp_growth",
    "nikkei",
    "seats",
    "cpi",
    "unemployment"
  )


  formula_nocov <- as.formula(
    paste("selected ~", paste(attr_terms, collapse = " + "))
  )

  run_amce_nocov <- function(dat) {
    feols(
      formula_nocov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_nocov <- conjoint_all_m %>%
    split(.$party_n) %>%
    map(run_amce_nocov)

  capture.output(
    etable(models_by_party_n_nocov),
    file = file.path(output_dir, "amce_nocov_models.txt")
  )


  m_interaction <- feols(
    selected ~
      party_n_f *
      (
        policy_position +
          government_status +
          gdp_growth +
          nikkei +
          seats +
          cpi +
          unemployment
      ),
    data = conjoint_all_m,
    vcov = ~ ID
  )

  capture.output(
    summary(m_interaction),
    file = file.path(output_dir, "amce_interaction_model.txt")
  )


  tidy_fixest <- function(model) {
    ct <- as.data.frame(fixest::coeftable(model))
    ct$term <- rownames(ct)

    ct %>%
      as_tibble() %>%
      rename(
        estimate = Estimate,
        std.error = `Std. Error`,
        statistic = `t value`,
        p.value = `Pr(>|t|)`
      ) %>%
      mutate(
        conf.low = estimate - 1.96 * std.error,
        conf.high = estimate + 1.96 * std.error
      ) %>%
      select(
        term, estimate, std.error, statistic, p.value,
        conf.low, conf.high
      )
  }

  term_labels <- tribble(
    ~term, ~attribute, ~cue_type, ~label, ~order,

    "government_status与党",
    "与党/野党", "政党の手がかり", "与党", 1,

    "policy_position右派・保守的",
    "政策位置", "政党の手がかり", "右派・保守的", 2,

    "policy_position左派・革新的",
    "政策位置", "政党の手がかり", "左派・革新的", 3,

    "seats10~49",
    "議席数", "政党の手がかり", "議席数:10~49", 4,

    "seats50~99",
    "議席数", "政党の手がかり", "議席数:50~99", 5,

    "seats100~199",
    "議席数", "政党の手がかり", "議席数:100~199", 6,

    "seats200以上",
    "議席数", "政党の手がかり", "議席数:200以上", 7,

    "gdp_growthGDP成長率プラス1%",
    "GDP成長率", "経済の手がかり", "GDP:プラス1%", 8,

    "gdp_growthGDP成長率マイナス1%",
    "GDP成長率", "経済の手がかり", "GDP:マイナス1%", 9,

    "nikkei日経平均前月同期比プラス1000円",
    "日経平均", "経済の手がかり", "日経平均:プラス1000円", 10,

    "nikkei日経平均前月同期比マイナス1000円",
    "日経平均", "経済の手がかり", "日経平均:マイナス1000円", 11,

    "cpiCPI前期比プラス1ポイント",
    "CPI", "経済の手がかり", "CPI:プラス1ポイント", 12,

    "cpiCPI前期比マイナス1ポイント",
    "CPI", "経済の手がかり", "CPI:マイナス1ポイント", 13,

    "unemployment失業率前期比プラス1%",
    "失業率", "経済の手がかり", "失業率:プラス1%", 14,

    "unemployment失業率前期比マイナス1%",
    "失業率", "経済の手がかり", "失業率:マイナス1%", 15
  )

  attribute_order <- c(
    "与党/野党",
    "政策位置",
    "議席数",
    "GDP成長率",
    "日経平均",
    "CPI",
    "失業率"
  )

  label_order <- term_labels %>%
    arrange(order) %>%
    pull(label)

  make_amce_plot_df <- function(models) {
    imap_dfr(
      models,
      ~ tidy_fixest(.x) %>%
        mutate(party_n = as.character(.y))
    ) %>%
      left_join(term_labels, by = "term") %>%
      filter(!is.na(attribute)) %>%
      mutate(
        estimate_pp = estimate * 100,
        conf.low_pp = conf.low * 100,
        conf.high_pp = conf.high * 100,
        party_n = factor(
          party_n,
          levels = c("2", "3", "4", "5"),
          labels = c("2政党", "3政党", "4政党", "5政党")
        ),
        attribute = factor(attribute, levels = attribute_order),
        label = factor(label, levels = rev(label_order))
      )
  }

  amce_plot_nocov <- make_amce_plot_df(models_by_party_n_nocov)
  write_csv_safely(amce_plot_nocov, "amce_nocov_coefficients.csv")

  interaction_plot_df <- tidy_fixest(m_interaction) %>%
    filter(str_detect(term, "party_n_f[345]")) %>%
    mutate(
      party_n_code = str_extract(term, "party_n_f[345]"),
      party_n = str_remove(party_n_code, "party_n_f"),
      base_term = term %>%
        str_remove("party_n_f[345]:") %>%
        str_remove(":party_n_f[345]")
    ) %>%
    left_join(term_labels, by = c("base_term" = "term")) %>%
    filter(!is.na(attribute)) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      party_n_label = factor(
        party_n,
        levels = c("3", "4", "5"),
        labels = c("3政党", "4政党", "5政党")
      ),
      attribute = factor(attribute, levels = attribute_order),
      label = factor(label, levels = rev(label_order))
    )

  write_csv_safely(interaction_plot_df, "amce_interaction_coefficients.csv")


  recode_female_study1 <- function(x) {
    x_chr <- norm_text(x)
    x_num <- as_num(x_chr)

    case_when(
      str_detect(x_chr, "女性") | x_num == 1 ~ 1L,
      str_detect(x_chr, "男性") | x_num == 2 ~ 0L,
      TRUE ~ NA_integer_
    )
  }

  recode_college_grad_study1 <- function(x) {
    x_chr <- norm_text(x)
    x_num <- as_num(x_chr)

    case_when(
      str_detect(x_chr, "4年制大学|4年制大学|大学院") |
        x_num %in% c(4, 5) ~ 1L,
      str_detect(x_chr, "小学校|高校|高等専門|短期大学|専修学校") |
        x_num %in% c(1, 2, 3) ~ 0L,
      TRUE ~ NA_integer_
    )
  }

  recode_party_support_study1 <- function(x) {
    x_chr <- norm_text(x)
    x_num <- as_num(x_chr)

    case_when(
      str_detect(x_chr, "自由民主|自民") | x_num == 1 ~ "自由民主党",
      str_detect(x_chr, "立憲民主") | x_num == 2 ~ "立憲民主党",
      str_detect(x_chr, "公明") | x_num == 3 ~ "公明党",
      str_detect(x_chr, "維新") | x_num == 4 ~ "日本維新の会",
      str_detect(x_chr, "共産") | x_num == 5 ~ "日本共産党",
      str_detect(x_chr, "国民民主") | x_num == 6 ~ "国民民主党",
      str_detect(x_chr, "社会民主|社民") | x_num == 7 ~ "社会民主党",
      str_detect(x_chr, "れいわ") | x_num == 8 ~ "れいわ新選組",
      str_detect(x_chr, "その他") | x_num == 11 ~ "その他",
      str_detect(x_chr, "支持する政党はない|支持政党なし") |
        x_num == 12 ~ "支持政党なし",
      str_detect(x_chr, "わからない") | x_num == 13 ~ "わからない",
      str_detect(x_chr, "答えない|こたえない") | x_num == 14 ~ "答えない",
      TRUE ~ NA_character_
    )
  }

  gender_raw <- get_var(
    df,
    c("Q2.1", "Q2_1", "Q2.1.", "性別", "gender", "Gender")
  )

  age_raw <- get_var(
    df,
    c("Q2.2", "Q2_2", "Q2.2.", "年齢", "age", "Age")
  )

  education_raw <- get_var(
    df,
    c(
      "Q2.3", "Q2_3", "Q2.3.",
      "学歴", "教育歴", "最終学歴", "education", "Education"
    )
  )

  party_support_raw <- get_var(
    df,
    c("Q2.4", "Q2_4", "Q2.4.", "政党支持", "支持政党", "party_support")
  )

  income_gross_raw <- get_var(
    df,
    c("Q3.1_1", "Q3.1.1", "Q3_1_1", "税引き前世帯年収", "income_gross")
  )

  income_net_raw <- get_var(
    df,
    c("Q3.1_2", "Q3.1.2", "Q3_1_2", "手取りの年収", "income_net")
  )

  covar_id <- df %>%
    transmute(
      ID = as.character(ResponseId),
      female = recode_female_study1(gender_raw),
      age_raw_num = as_num(age_raw),
      college_grad = recode_college_grad_study1(education_raw),
      party_support = recode_party_support_study1(party_support_raw),
      party_support_f = factor_miss(party_support),
      income_gross = as_num(income_gross_raw),
      income_net = as_num(income_net_raw),
      income_gross_log = log1p(income_gross),
      income_net_log = log1p(income_net)
    ) %>%
    mutate(
      age = case_when(
        !is.na(age_raw_num) & age_raw_num >= 18 & age_raw_num <= 80 ~
          age_raw_num,
        !is.na(age_raw_num) & age_raw_num >= 1 & age_raw_num <= 63 ~
          age_raw_num + 17,
        TRUE ~ NA_real_
      )
    ) %>%
    semi_join(valid_ids %>% select(ID), by = "ID") %>%
    distinct(ID, .keep_all = TRUE)

  age_imp_obj <- mean_impute(covar_id$age)
  income_gross_imp_obj <- mean_impute(covar_id$income_gross_log)

  covar_id <- covar_id %>%
    mutate(
      female_imp = if_else(is.na(female), 0L, female),
      female_miss = as.integer(is.na(female)),

      college_grad_imp = if_else(is.na(college_grad), 0L, college_grad),
      college_grad_miss = as.integer(is.na(college_grad)),

      age_imp = age_imp_obj$value,
      age_miss = age_imp_obj$miss,

      income_gross_log_imp = income_gross_imp_obj$value,
      income_gross_log_miss = income_gross_imp_obj$miss
    )

  covariate_missing_summary <- covar_id %>%
    summarise(
      n_ids = n_distinct(ID),
      female_missing = sum(is.na(female)),
      age_missing = sum(is.na(age)),
      college_grad_missing = sum(is.na(college_grad)),
      income_gross_missing = sum(is.na(income_gross_log)),
      party_support_missing = sum(is.na(party_support))
    )

  print(covariate_missing_summary)
  write_csv_safely(covar_id, "respondent_covariates.csv")
  write_csv_safely(covariate_missing_summary, "covariate_missing_summary.csv")


  conjoint_all_cov <- conjoint_all_m %>%
    left_join(covar_id, by = "ID")

  covariate_terms <- c(
    "female_imp",
    "female_miss",
    "age_imp",
    "age_miss",
    "income_gross_log_imp",
    "income_gross_log_miss",
    "party_support_f"
  )

  if (use_education_covariate) {
    covariate_terms <- c(
      covariate_terms,
      "college_grad_imp",
      "college_grad_miss"
    )
  }

  has_variation <- function(dat, v) {
    if (!v %in% names(dat)) return(FALSE)
    dplyr::n_distinct(dat[[v]], na.rm = TRUE) > 1
  }

  covariate_terms_use <- covariate_terms[
    map_lgl(covariate_terms, ~ has_variation(conjoint_all_cov, .x))
  ]

  formula_cov <- as.formula(
    paste(
      "selected ~",
      paste(c(attr_terms, covariate_terms_use), collapse = " + ")
    )
  )

  run_amce_cov <- function(dat) {
    feols(
      formula_cov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_cov <- conjoint_all_cov %>%
    split(.$party_n) %>%
    map(run_amce_cov)

  capture.output(
    etable(
      models_by_party_n_nocov,
      models_by_party_n_cov,
      headers = c(
        rep("共変量なし", length(models_by_party_n_nocov)),
        rep("共変量あり", length(models_by_party_n_cov))
      )
    ),
    file = file.path(output_dir, "amce_nocov_and_cov_models.txt")
  )

  amce_plot_cov <- make_amce_plot_df(models_by_party_n_cov)
  write_csv_safely(amce_plot_cov, "amce_cov_coefficients.csv")


  study_label <- "実験1(2023年)"

  term_labels_facet <- term_labels %>%
    mutate(
      attribute_facet = attribute
    )

  attribute_order_facet <- c(
    "与党/野党",
    "政策位置",
    "議席数",
    "GDP成長率",
    "日経平均",
    "CPI",
    "失業率"
  )

  make_amce_facet_df <- function(models) {
    imap_dfr(
      models,
      ~ tidy_fixest(.x) %>%
        mutate(party_n = as.character(.y))
    ) %>%
      left_join(term_labels_facet, by = "term") %>%
      filter(!is.na(attribute_facet)) %>%
      mutate(
        estimate_pp = estimate * 100,
        conf.low_pp = conf.low * 100,
        conf.high_pp = conf.high * 100,
        party_n = factor(
          party_n,
          levels = c("2", "3", "4", "5"),
          labels = c("2政党", "3政党", "4政党", "5政党")
        ),
        attribute_facet = factor(
          attribute_facet,
          levels = attribute_order_facet
        ),
        label = factor(
          label,
          levels = rev(label_order)
        )
      )
  }

  amce_plot_df_cov_facet <- make_amce_facet_df(models_by_party_n_cov)
  amce_plot_df_nocov_facet <- make_amce_facet_df(models_by_party_n_nocov)

  write_csv_safely(
    amce_plot_df_cov_facet,
    "amce_cov_facet_coefficients.csv"
  )

  write_csv_safely(
    amce_plot_df_nocov_facet,
    "amce_nocov_facet_coefficients.csv"
  )


  p_amce_cov_facet <- ggplot(
    amce_plot_df_cov_facet,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute_facet ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-12, 12, by = 2)
    ) +
    scale_shape_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = "Yu Gothic"
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_amce_cov_facet)

  save_plot(
    "amce_cov_facet_model.png",
    p_amce_cov_facet,
    width = 10.5,
    height = 8.5
  )

  p_amce_cov_main <- p_amce_cov_facet


  make_heatmap_df <- function(amce_plot_df) {
    heat_df <- amce_plot_df %>%
      mutate(
        abs_amce = abs(estimate_pp),
        cue_type_code = case_when(
          cue_type == "政党の手がかり" ~ "party",
          cue_type == "経済の手がかり" ~ "economy",
          TRUE ~ "other"
        )
      ) %>%
      group_by(party_n) %>%
      mutate(
        rank_within_party = min_rank(desc(abs_amce)),
        n_in_col = n(),
        rank_score = if_else(
          n_in_col == 1,
          1,
          1 - (rank_within_party - 1) / (n_in_col - 1)
        )
      ) %>%
      ungroup()

    row_order_df <- heat_df %>%
      group_by(label, cue_type_code) %>%
      summarise(
        mean_abs_amce = mean(abs_amce, na.rm = TRUE),
        .groups = "drop"
      ) %>%
      arrange(desc(mean_abs_amce))

    row_levels <- as.character(row_order_df$label)

    heat_df <- heat_df %>%
      mutate(
        label = factor(
          as.character(label),
          levels = rev(row_levels)
        )
      )

    label_color_map <- row_order_df %>%
      mutate(
        label_markdown = case_when(
          cue_type_code == "party" ~
            paste0(
              "<span style='color:#111111;'>",
              label,
              "</span>"
            ),
          cue_type_code == "economy" ~
            paste0(
              "<span style='color:#8A8A8A;'>",
              label,
              "</span>"
            ),
          TRUE ~ as.character(label)
        )
      )

    label_markdown_vec <- setNames(
      label_color_map$label_markdown,
      as.character(label_color_map$label)
    )

    list(
      heat_df = heat_df,
      label_markdown_vec = label_markdown_vec
    )
  }

  plot_amce_heatmap <- function(
      heat_df,
      label_markdown_vec,
      with_rank = TRUE,
      title_text = NULL) {

    if (with_rank) {
      heat_df <- heat_df %>%
        mutate(
          cell_label = paste0(
            sprintf("%.1f", estimate_pp),
            "\n(",
            rank_within_party,
            "位)"
          )
        )

      text_size <- 3.0
      lineheight <- 0.9
    } else {
      heat_df <- heat_df %>%
        mutate(
          cell_label = sprintf("%.1f", estimate_pp)
        )

      text_size <- 3.4
      lineheight <- 1.0
    }

    ggplot(
      heat_df,
      aes(
        x = party_n,
        y = label,
        fill = rank_score
      )
    ) +
      geom_tile(
        color = "white",
        linewidth = 0.7
      ) +
      geom_text(
        aes(label = cell_label),
        size = text_size,
        fontface = "bold",
        color = "black",
        lineheight = lineheight
      ) +
      scale_y_discrete(
        labels = label_markdown_vec
      ) +
      scale_fill_gradient(
        low = "grey95",
        high = "grey15",
        limits = c(0, 1),
        breaks = c(0, 0.25, 0.50, 0.75, 1.00),
        labels = c("低", "", "", "", "高"),
        name = "列内順位\n(濃いほど高位)"
      ) +
      labs(
        title = title_text,
        x = "政党数選択肢",
        y = NULL
      ) +
      theme_bw(base_size = 12) +
      theme(
        legend.position = "right",
        panel.grid = element_blank(),
        plot.title = element_text(face = "bold"),
        axis.text.x = element_text(size = 10),
        axis.text.y = ggtext::element_markdown(size = 9),
        axis.title.y = element_blank()
      )
  }

  heatmap_input <- make_heatmap_df(amce_plot_cov)

  p_heat_amce_mixed <- plot_amce_heatmap(
    heatmap_input$heat_df,
    heatmap_input$label_markdown_vec,
    with_rank = FALSE,
    title_text = NULL
  )

  print(p_heat_amce_mixed)

  save_plot(
    "amce_heatmap_mixed_rank_colored_labels.png",
    p_heat_amce_mixed,
    width = 8.8,
    height = 8.8
  )

  p_heat_amce_mixed_ranklabel <- plot_amce_heatmap(
    heatmap_input$heat_df,
    heatmap_input$label_markdown_vec,
    with_rank = TRUE,
    title_text = NULL
  )

  print(p_heat_amce_mixed_ranklabel)

  save_plot(
    "amce_heatmap_mixed_rank_colored_labels_withrank.png",
    p_heat_amce_mixed_ranklabel,
    width = 8.8,
    height = 8.8
  )

  p_heat_amce <- p_heat_amce_mixed
  p_heat_amce_rank <- p_heat_amce_mixed_ranklabel


  p_amce_facet_nocov <- ggplot(
    amce_plot_df_nocov_facet,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute_facet ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-12, 12, by = 2)
    ) +
    scale_shape_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(base_size = 12) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_amce_facet_nocov)

  save_plot(
    "amce_facet_nocov.png",
    p_amce_facet_nocov,
    width = 10.5,
    height = 9
  )

  p_amce_nocov_appendix <- p_amce_facet_nocov


  p_interaction <- ggplot(
    interaction_plot_df,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n_label,
      linetype = party_n_label,
      group = party_n_label
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-8, 8, by = 2)
    ) +
    scale_shape_manual(
      name = "2政党の場合との比較",
      values = c(
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "2政党の場合との比較",
      values = c(
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "2政党条件との差",
      y = NULL
    ) +
    theme_bw(base_size = 12) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 15
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_interaction)

  save_plot(
    "amce_interaction_difference_from_2party.png",
    p_interaction,
    width = 10.5,
    height = 9
  )


  conjoint_clogit <- conjoint_all_m %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),
      task_id = factor(task_id),
      policy_position = relevel_if_present(
        policy_position,
        "中道"
      ),
      government_status = relevel_if_present(
        government_status,
        "野党"
      ),
      gdp_growth = relevel_if_present(
        gdp_growth,
        "GDP成長率±0%"
      ),
      nikkei = relevel_if_present(
        nikkei,
        "日経平均前月同期比変わらず"
      ),
      seats = relevel_if_present(
        seats,
        "10以下"
      ),
      cpi = relevel_if_present(
        cpi,
        "CPI前期比±0ポイント"
      ),
      unemployment = relevel_if_present(
        unemployment,
        "失業率前期比±0%"
      )
    )

  formula_clogit_nocov <- as.formula(
    paste0(
      "selected ~ ",
      paste(attr_terms, collapse = " + "),
      " + strata(task_id) + cluster(ID)"
    )
  )

  run_clogit_nocov <- function(dat) {
    survival::clogit(
      formula_clogit_nocov,
      data = dat,
      method = "efron"
    )
  }

  models_clogit_nocov <- conjoint_clogit %>%
    split(.$party_n) %>%
    map(run_clogit_nocov)

  capture.output(
    lapply(models_clogit_nocov, summary),
    file = file.path(
      output_dir,
      "conditional_logit_models.txt"
    )
  )

  tidy_clogit <- function(model) {
    s <- summary(model)
    ct <- as.data.frame(s$coefficients)
    ct$term <- rownames(ct)

    se_col <- if ("robust se" %in% names(ct)) {
      "robust se"
    } else if ("se(coef)" %in% names(ct)) {
      "se(coef)"
    } else {
      stop("Check clogit")
    }

    p_col <- if ("Pr(>|z|)" %in% names(ct)) {
      "Pr(>|z|)"
    } else if ("Pr(>|t|)" %in% names(ct)) {
      "Pr(>|t|)"
    } else {
      NA_character_
    }

    ct %>%
      as_tibble() %>%
      transmute(
        term = term,
        estimate = coef,
        std.error = .data[[se_col]],
        p.value = if (!is.na(p_col)) {
          .data[[p_col]]
        } else {
          NA_real_
        },
        conf.low = estimate - 1.96 * std.error,
        conf.high = estimate + 1.96 * std.error,
        odds_ratio = exp(estimate),
        odds_ratio_low = exp(conf.low),
        odds_ratio_high = exp(conf.high)
      )
  }

  clogit_plot_df <- imap_dfr(
    models_clogit_nocov,
    ~ tidy_clogit(.x) %>%
      mutate(party_n = as.character(.y))
  ) %>%
    left_join(term_labels, by = "term") %>%
    filter(!is.na(attribute)) %>%
    mutate(
      party_n = factor(
        party_n,
        levels = c("2", "3", "4", "5"),
        labels = c("2政党", "3政党", "4政党", "5政党")
      ),
      label = factor(
        label,
        levels = rev(label_order)
      )
    )

  write_csv_safely(
    clogit_plot_df,
    "conditional_logit_coefficients.csv"
  )


  p_clogit_or <- ggplot(
    clogit_plot_df,
    aes(
      x = odds_ratio,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 1,
      linetype = "dashed",
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = odds_ratio_low,
        xmax = odds_ratio_high
      ),
      position = position_dodge(width = 0.72),
      height = 0.15,
      linewidth = 0.45,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.72),
      size = 2.4,
      stroke = 0.7,
      color = "black"
    ) +
    scale_x_log10(
      breaks = c(
        0.6,
        0.8,
        1.0,
        1.25,
        1.5,
        2.0
      ),
      labels = c(
        "0.6",
        "0.8",
        "1.0",
        "1.25",
        "1.5",
        "2.0"
      )
    ) +
    scale_shape_manual(
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotdash",
        "5政党" = "twodash"
      )
    ) +
    labs(
      x = "オッズ比",
      y = NULL,
      shape = "政党数選択肢",
      linetype = "政党数選択肢"
    ) +
    theme_bw(base_size = 12) +
    theme(
      legend.position = "bottom",
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      plot.title = element_text(face = "bold"),
      axis.text.y = element_text(size = 9)
    )

  print(p_clogit_or)

  save_plot(
    "clogit_oddsratio_nocov.png",
    p_clogit_or,
    width = 10.5,
    height = 8.5
  )


  relative_cue_map <- c(
    policy_position = "party",
    government_status = "party",
    seats = "party",
    gdp_growth = "economic",
    nikkei = "economic",
    cpi = "economic",
    unemployment = "economic"
  )

  mean_absolute_pairwise_difference <- function(x) {
    x <- x[is.finite(x)]

    if (length(x) < 2) {
      return(NA_real_)
    }

    pairwise_differences <- combn(
      x,
      2,
      FUN = function(z) abs(z[1] - z[2])
    )

    mean(pairwise_differences)
  }

  linear_slope <- function(y, x) {
    keep <- is.finite(y) & is.finite(x)
    y <- y[keep]
    x <- x[keep]

    if (length(y) < 2 || length(unique(x)) < 2) {
      return(NA_real_)
    }

    unname(coef(lm(y ~ x))[2])
  }

  bootstrap_two_sided_p <- function(x) {
    x <- x[is.finite(x)]
    B_valid <- length(x)

    if (B_valid == 0) {
      return(NA_real_)
    }

    p_lower <- (1 + sum(x <= 0)) / (B_valid + 1)
    p_upper <- (1 + sum(x >= 0)) / (B_valid + 1)

    min(1, 2 * min(p_lower, p_upper))
  }

  safe_quantile <- function(x, probability) {
    x <- x[is.finite(x)]

    if (length(x) == 0) {
      return(NA_real_)
    }

    unname(
      quantile(
        x,
        probs = probability,
        type = 6,
        na.rm = TRUE
      )
    )
  }

  prepare_relative_cue_analysis <- function(data, cue_map) {
    attributes <- names(cue_map)

    required_columns <- c(
      "ID",
      "party_n",
      "selected",
      attributes
    )

    missing_columns <- setdiff(
      required_columns,
      names(data)
    )

    if (length(missing_columns) > 0) {
      stop("Check relative weight")
    }

    if (!all(unname(cue_map) %in% c("party", "economic"))) {
      stop("Check relative weight")
    }

    analysis_data <- data %>%
      select(
        ID,
        party_n,
        selected,
        all_of(attributes)
      ) %>%
      mutate(
        ID = as.character(ID),
        party_n = as.integer(as.character(party_n)),
        selected = as.integer(selected),
        across(
          all_of(attributes),
          as.character
        )
      ) %>%
      filter(
        !is.na(ID),
        party_n %in% 2:5,
        selected %in% c(0L, 1L)
      )

    observed_conditions <- sort(
      unique(analysis_data$party_n)
    )

    if (!identical(observed_conditions, 2:5)) {
      stop("Check")
    }

    long_data <- analysis_data %>%
      pivot_longer(
        cols = all_of(attributes),
        names_to = "attribute",
        values_to = "level"
      ) %>%
      filter(
        !is.na(level),
        level != ""
      )

    expected_cells <- long_data %>%
      distinct(
        attribute,
        level
      ) %>%
      mutate(
        attribute_order = match(
          attribute,
          attributes
        )
      ) %>%
      arrange(
        attribute_order,
        attribute,
        level
      ) %>%
      select(-attribute_order) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    respondent_cell <- long_data %>%
      group_by(
        party_n,
        ID,
        attribute,
        level
      ) %>%
      summarise(
        y_sum = sum(selected),
        n_obs = n(),
        .groups = "drop"
      ) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    condition_objects <- lapply(
      2:5,
      function(n_value) {
        condition_data <- respondent_cell %>%
          filter(
            party_n == n_value
          )

        id_values <- sort(
          unique(condition_data$ID)
        )
        n_ids <- length(id_values)
        n_cells <- nrow(expected_cells)

        if (n_ids == 0) {
          stop("Check")
        }

        y_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        n_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        row_index <- match(
          condition_data$ID,
          id_values
        )
        column_index <- match(
          condition_data$cell_key,
          expected_cells$cell_key
        )

        y_matrix[cbind(row_index, column_index)] <-
          condition_data$y_sum
        n_matrix[cbind(row_index, column_index)] <-
          condition_data$n_obs

        if (any(colSums(n_matrix) == 0)) {
          missing_cells <- expected_cells$cell_key[
            colSums(n_matrix) == 0
          ]

          stop("Check attributes")
        }

        list(
          party_n = n_value,
          ids = id_values,
          cell_info = expected_cells,
          y_matrix = y_matrix,
          n_matrix = n_matrix
        )
      }
    )

    names(condition_objects) <- as.character(2:5)

    list(
      cue_map = cue_map,
      attributes = attributes,
      conditions = condition_objects
    )
  }

  estimate_relative_cue_indices <- function(
      prepared,
      cluster_weights = NULL
  ) {
    condition_results <- lapply(
      names(prepared$conditions),
      function(condition_name) {
        object <- prepared$conditions[[condition_name]]

        if (is.null(cluster_weights)) {
          weights <- rep(
            1,
            length(object$ids)
          )
        } else {
          weights <- cluster_weights[[condition_name]]
        }

        if (length(weights) != length(object$ids)) {
          stop("Check")
        }

        numerator <- as.numeric(
          crossprod(
            weights,
            object$y_matrix
          )
        )

        denominator <- as.numeric(
          crossprod(
            weights,
            object$n_matrix
          )
        )

        if (any(denominator <= 0)) {
          stop("Check attributes")
        }

        marginal_means <- numerator / denominator

        mm_table <- object$cell_info %>%
          transmute(
            party_n = object$party_n,
            attribute,
            level,
            marginal_mean = marginal_means
          )

        attribute_table <- mm_table %>%
          group_by(
            party_n,
            attribute
          ) %>%
          summarise(
            importance_pairwise =
              mean_absolute_pairwise_difference(
                marginal_mean
              ),
            n_levels = n(),
            .groups = "drop"
          ) %>%
          mutate(
            cue_family = unname(
              prepared$cue_map[attribute]
            ),
            baseline_selection_probability = 1 / party_n,
            importance_pairwise_adjusted =
              importance_pairwise /
                baseline_selection_probability
          )

        cue_table_long <- attribute_table %>%
          group_by(
            party_n,
            cue_family
          ) %>%
          summarise(
            importance_pairwise = mean(
              importance_pairwise,
              na.rm = TRUE
            ),
            importance_pairwise_adjusted = mean(
              importance_pairwise_adjusted,
              na.rm = TRUE
            ),
            .groups = "drop"
          )

        party_table <- cue_table_long %>%
          filter(
            cue_family == "party"
          ) %>%
          transmute(
            party_n,
            party_importance_pairwise =
              importance_pairwise,
            party_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        economic_table <- cue_table_long %>%
          filter(
            cue_family == "economic"
          ) %>%
          transmute(
            party_n,
            economic_importance_pairwise =
              importance_pairwise,
            economic_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        cue_table <- full_join(
          party_table,
          economic_table,
          by = "party_n"
        ) %>%
          mutate(
            baseline_selection_probability = 1 / party_n,

            total_importance_pairwise =
              party_importance_pairwise +
              economic_importance_pairwise,

            total_importance_pairwise_adjusted =
              party_importance_pairwise_adjusted +
              economic_importance_pairwise_adjusted,

            relative_party_weight_pairwise = if_else(
              total_importance_pairwise > 0,
              party_importance_pairwise /
                total_importance_pairwise,
              NA_real_
            ),

            relative_economic_weight_pairwise =
              1 - relative_party_weight_pairwise,

            relative_party_weight_pairwise_adjusted = if_else(
              total_importance_pairwise_adjusted > 0,
              party_importance_pairwise_adjusted /
                total_importance_pairwise_adjusted,
              NA_real_
            ),

            relative_economic_weight_pairwise_adjusted =
              1 - relative_party_weight_pairwise_adjusted,

            adjustment_identity_difference =
              relative_party_weight_pairwise_adjusted -
                relative_party_weight_pairwise
          )

        if (
          any(
            abs(cue_table$adjustment_identity_difference) > 1e-10,
            na.rm = TRUE
          )
        ) {
          stop("Check relative weight")
        }

        list(
          marginal_means = mm_table,
          attribute_importance = attribute_table,
          cue_importance = cue_table
        )
      }
    )

    list(
      marginal_means = bind_rows(
        lapply(
          condition_results,
          function(x) x$marginal_means
        )
      ),
      attribute_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$attribute_importance
        )
      ),
      cue_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$cue_importance
        )
      ) %>%
        arrange(party_n)
    )
  }

  estimate_relative_cue_slopes <- function(cue_importance) {
    cue_importance <- cue_importance %>%
      arrange(party_n)

    if (!identical(cue_importance$party_n, 2:5)) {
      stop("Check relative weight")
    }

    x <- cue_importance$party_n

    c(
      relative_party_weight_pairwise =
        linear_slope(
          cue_importance$relative_party_weight_pairwise,
          x
        ),

      party_importance_pairwise =
        linear_slope(
          cue_importance$party_importance_pairwise,
          x
        ),

      economic_importance_pairwise =
        linear_slope(
          cue_importance$economic_importance_pairwise,
          x
        ),

      party_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$party_importance_pairwise_adjusted,
          x
        ),

      economic_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$economic_importance_pairwise_adjusted,
          x
        )
    )
  }

  run_relative_cue_bootstrap <- function(
      prepared,
      B,
      seed,
      progress_every = 100
  ) {
    set.seed(seed)

    condition_results <- vector(
      "list",
      B
    )

    slope_names <- c(
      "relative_party_weight_pairwise",
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted"
    )

    slope_matrix <- matrix(
      NA_real_,
      nrow = B,
      ncol = length(slope_names),
      dimnames = list(
        NULL,
        slope_names
      )
    )

    for (b in seq_len(B)) {
      cluster_weights <- lapply(
        prepared$conditions,
        function(object) {
          n_ids <- length(object$ids)

          sampled_positions <- sample.int(
            n = n_ids,
            size = n_ids,
            replace = TRUE
          )

          tabulate(
            sampled_positions,
            nbins = n_ids
          )
        }
      )

      bootstrap_estimates <- estimate_relative_cue_indices(
        prepared = prepared,
        cluster_weights = cluster_weights
      )

      condition_results[[b]] <-
        bootstrap_estimates$cue_importance %>%
        select(
          party_n,
          party_importance_pairwise,
          economic_importance_pairwise,
          party_importance_pairwise_adjusted,
          economic_importance_pairwise_adjusted,
          relative_party_weight_pairwise
        ) %>%
        mutate(
          bootstrap_replication = b,
          .before = 1
        )

      slope_matrix[b, ] <- estimate_relative_cue_slopes(
        bootstrap_estimates$cue_importance
      )

      if (
        progress_every > 0 &&
        (b %% progress_every == 0 || b == B)
      ) {
        message("Bootstrap: ", b, "/", B)
      }
    }

    list(
      condition_estimates = bind_rows(
        condition_results
      ),
      slopes = as_tibble(
        slope_matrix
      ) %>%
        mutate(
          bootstrap_replication = row_number(),
          .before = 1
        )
    )
  }

  summarise_condition_intervals <- function(
      observed_cue_importance,
      bootstrap_condition_results
  ) {
    statistics <- c(
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted",
      "relative_party_weight_pairwise"
    )

    observed_long <- observed_cue_importance %>%
      select(
        party_n,
        all_of(statistics)
      ) %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "estimate"
      )

    bootstrap_long <- bootstrap_condition_results %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "value"
      ) %>%
      group_by(
        party_n,
        statistic
      ) %>%
      summarise(
        conf_low = safe_quantile(
          value,
          0.025
        ),
        conf_high = safe_quantile(
          value,
          0.975
        ),
        .groups = "drop"
      )

    observed_long %>%
      left_join(
        bootstrap_long,
        by = c(
          "party_n",
          "statistic"
        )
      )
  }

  summarise_slope_inference <- function(
      observed_slopes,
      bootstrap_slopes
  ) {
    statistic_names <- names(observed_slopes)

    map_dfr(
      statistic_names,
      function(statistic_name) {
        bootstrap_values <- bootstrap_slopes[[statistic_name]]
        bootstrap_values <- bootstrap_values[
          is.finite(bootstrap_values)
        ]

        expected_direction <- case_when(
          statistic_name ==
            "economic_importance_pairwise" ~ "negative",
          statistic_name %in% c(
            "party_importance_pairwise",
            "relative_party_weight_pairwise",
            "party_importance_pairwise_adjusted"
          ) ~ "positive",
          TRUE ~ "none"
        )

        analysis_role <- case_when(
          statistic_name %in% c(
            "party_importance_pairwise_adjusted",
            "economic_importance_pairwise_adjusted"
          ) ~ "exploratory_choice_set_adjusted",
          statistic_name == "relative_party_weight_pairwise" ~
            "derived_relative_share",
          TRUE ~ "manuscript_primary_unadjusted"
        )

        estimate <- unname(
          observed_slopes[[statistic_name]]
        )

        tibble(
          study = "Study 1",
          statistic = statistic_name,
          estimate = estimate,
          conf_low = safe_quantile(
            bootstrap_values,
            0.025
          ),
          conf_high = safe_quantile(
            bootstrap_values,
            0.975
          ),
          p_value_two_sided =
            bootstrap_two_sided_p(
              bootstrap_values
            ),
          expected_direction = expected_direction,
          analysis_role = analysis_role,
          estimate_in_expected_direction = case_when(
            expected_direction == "positive" ~ estimate > 0,
            expected_direction == "negative" ~ estimate < 0,
            TRUE ~ NA
          )
        )
      }
    )
  }

  relative_cue_prepared <- prepare_relative_cue_analysis(
    data = conjoint_all_m,
    cue_map = relative_cue_map
  )

  relative_cue_observed <- estimate_relative_cue_indices(
    prepared = relative_cue_prepared
  )

  relative_cue_observed_slopes <- estimate_relative_cue_slopes(
    relative_cue_observed$cue_importance
  )

  write_csv_safely(
    relative_cue_observed$marginal_means,
    "study1_relative_cue_marginal_means.csv"
  )

  write_csv_safely(
    relative_cue_observed$attribute_importance,
    "study1_relative_cue_attribute_importance.csv"
  )

  write_csv_safely(
    relative_cue_observed$cue_importance,
    "study1_relative_cue_importance_and_weight.csv"
  )

  relative_condition_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study1_relative_cue_condition_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  relative_slope_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study1_relative_cue_slope_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  use_saved_relative_bootstrap <-
    !rerun_relative_cue_bootstrap &&
    file.exists(relative_condition_bootstrap_file) &&
    file.exists(relative_slope_bootstrap_file)

  if (use_saved_relative_bootstrap) {
    message("Bootstrap cache")

    relative_cue_condition_bootstrap <- readr::read_csv(
      relative_condition_bootstrap_file,
      show_col_types = FALSE
    )

    relative_cue_slope_bootstrap <- readr::read_csv(
      relative_slope_bootstrap_file,
      show_col_types = FALSE
    )

    saved_B_condition <- n_distinct(
      relative_cue_condition_bootstrap$bootstrap_replication
    )
    saved_B_slope <- n_distinct(
      relative_cue_slope_bootstrap$bootstrap_replication
    )

    if (
      saved_B_condition != relative_cue_bootstrap_B ||
      saved_B_slope != relative_cue_bootstrap_B
    ) {
      message("Bootstrap cache")
      use_saved_relative_bootstrap <- FALSE
    }
  }

  if (!use_saved_relative_bootstrap) {
    relative_cue_bootstrap <- run_relative_cue_bootstrap(
      prepared = relative_cue_prepared,
      B = relative_cue_bootstrap_B,
      seed = relative_cue_bootstrap_seed,
      progress_every = relative_cue_bootstrap_progress_every
    )

    relative_cue_condition_bootstrap <-
      relative_cue_bootstrap$condition_estimates

    relative_cue_slope_bootstrap <-
      relative_cue_bootstrap$slopes

    readr::write_csv(
      relative_cue_condition_bootstrap,
      relative_condition_bootstrap_file
    )

    readr::write_csv(
      relative_cue_slope_bootstrap,
      relative_slope_bootstrap_file
    )
  }

  relative_cue_condition_intervals <- summarise_condition_intervals(
    observed_cue_importance =
      relative_cue_observed$cue_importance,
    bootstrap_condition_results =
      relative_cue_condition_bootstrap
  )

  relative_cue_slope_inference <- summarise_slope_inference(
    observed_slopes =
      relative_cue_observed_slopes,
    bootstrap_slopes =
      relative_cue_slope_bootstrap
  )

  write_csv_safely(
    relative_cue_condition_intervals,
    "study1_relative_cue_condition_intervals.csv"
  )

  write_csv_safely(
    relative_cue_slope_inference,
    "study1_relative_cue_slope_inference.csv"
  )

  relative_cue_primary_result <- relative_cue_slope_inference %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    )

  cat("\nStudy 1:相対比重の線形傾向\n")
  print(relative_cue_primary_result)


  relative_x_offset <- 0.075

  relative_panel_a_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise",
        "economic_importance_pairwise"
      )
    ) %>%
    mutate(
      cue_family = recode(
        statistic,
        party_importance_pairwise = "政党手がかり",
        economic_importance_pairwise = "経済手がかり"
      ),
      cue_family = factor(
        cue_family,
        levels = c(
          "政党手がかり",
          "経済手がかり"
        )
      ),
      x_plot = case_when(
        cue_family == "政党手がかり" ~
          party_n + relative_x_offset,
        cue_family == "経済手がかり" ~
          party_n - relative_x_offset,
        TRUE ~ as.numeric(party_n)
      ),
      value_label = sprintf(
        "%.3f",
        estimate
      )
    )

  relative_panel_b_data <- relative_cue_condition_intervals %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    ) %>%
    mutate(
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_adjusted_label_map <- relative_panel_a_data %>%
    distinct(
      statistic,
      cue_family
    ) %>%
    mutate(
      statistic = paste0(
        statistic,
        "_adjusted"
      ),
      cue_family = as.character(
        cue_family
      )
    )

  relative_panel_adjusted_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise_adjusted",
        "economic_importance_pairwise_adjusted"
      )
    ) %>%
    left_join(
      relative_adjusted_label_map,
      by = "statistic"
    ) %>%
    mutate(
      cue_family = factor(
        cue_family,
        levels = levels(
          relative_panel_a_data$cue_family
        )
      ),
      x_plot = if_else(
        as.integer(cue_family) == 1L,
        party_n + relative_x_offset,
        party_n - relative_x_offset
      ),
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_condition_suffix <- if (
    "政党名手がかり" %in%
      levels(relative_panel_a_data$cue_family)
  ) {
    "選択肢"
  } else {
    "政党"
  }

  relative_condition_axis_title <- if (
    relative_condition_suffix == "選択肢"
  ) {
    "政治経済状況の選択肢数"
  } else {
    "政党選択肢数"
  }

  relative_figure_font_family <- if (
    .Platform$OS.type == "windows"
  ) {
    "Yu Gothic"
  } else {
    "sans"
  }

  relative_theme_japanese_bw <- theme_bw(
    base_size = 12,
    base_family = relative_figure_font_family
  ) +
    theme(
      panel.grid.minor = element_blank(),
      panel.grid.major = element_line(
        linewidth = 0.30,
        color = "grey88"
      ),
      panel.border = element_rect(
        linewidth = 0.65,
        color = "black"
      ),
      axis.text = element_text(
        color = "black"
      ),
      axis.title = element_text(
        color = "black"
      ),
      plot.title = element_text(
        size = 12.5,
        face = "bold",
        hjust = 0
      ),
      plot.subtitle = element_text(
        size = 9.5,
        hjust = 0,
        margin = margin(
          b = 8
        )
      ),
      legend.position = "top",
      legend.justification = "center",
      legend.key.width = grid::unit(
        1.25,
        "cm"
      ),
      plot.margin = margin(
        8,
        10,
        8,
        8
      )
    )

  relative_panel_a <- ggplot(
    relative_panel_a_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = c(
        "政党手がかり" = "solid",
        "経済手がかり" = "dashed"
      )
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "政党"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_number(
        accuracy = 0.005
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A:両手がかりの絶対的重要度",
      subtitle = "",
      x = "政党選択肢数",
      y = "手がかり重要度",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_adjusted_linetypes <- setNames(
    c(
      "solid",
      "dashed"
    ),
    levels(
      relative_panel_adjusted_data$cue_family
    )
  )

  relative_panel_adjusted <- ggplot(
    relative_panel_adjusted_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = relative_adjusted_linetypes
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        relative_condition_suffix
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A:選択肢数調整済み重要度",
      subtitle =
        "未調整重要度 ÷ 平均選択確率(1/選択肢数)",
      x = relative_condition_axis_title,
      y = "平均選択確率に対する水準間差",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_b_range <- range(
    c(
      relative_panel_b_data$conf_low,
      relative_panel_b_data$conf_high,
      0.5
    ),
    na.rm = TRUE
  )

  relative_b_padding <- max(
    0.025,
    0.10 * diff(relative_b_range)
  )

  relative_b_lower <- max(
    0,
    floor(
      20 *
        (relative_b_range[1] - relative_b_padding)
    ) / 20
  )

  relative_b_upper <- min(
    1,
    ceiling(
      20 *
        (relative_b_range[2] + relative_b_padding)
    ) / 20
  )

  if (relative_b_lower >= relative_b_upper) {
    relative_b_lower <- max(
      0,
      relative_b_lower - 0.05
    )
    relative_b_upper <- min(
      1,
      relative_b_upper + 0.05
    )
  }

  relative_panel_b <- ggplot(
    relative_panel_b_data,
    aes(
      x = party_n,
      y = estimate
    )
  ) +
    geom_hline(
      yintercept = 0.5,
      linetype = "dashed",
      linewidth = 0.55,
      color = "black"
    ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "政党"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      breaks = seq(
        relative_b_lower,
        relative_b_upper,
        by = 0.05
      ),
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.05,
          0.08
        )
      )
    ) +
    coord_cartesian(
      ylim = c(
        relative_b_lower,
        relative_b_upper
      )
    ) +
    labs(
      title = "B:相対的な政党手がかりの比重",
      subtitle =
        "政党手がかり重要度 ÷(政党手がかり重要度+経済手がかり重要度)",
      x = "政党選択肢数",
      y = "相対的な政党手がかり比重"
    ) +
    relative_theme_japanese_bw +
    theme(
      legend.position = "none"
    )

  relative_panel_c <- relative_panel_b +
    labs(
      title = paste0(
        "B:相対的な",
        levels(relative_panel_a_data$cue_family)[1],
        "の比重"
      )
    )

  figure_relative_weight_jp <- (
    relative_panel_a |
      relative_panel_b
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_jp
  )

  save_plot(
    "fig_study1_relative_cue_weight_jp_bw.png",
    figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      "fig_study1_relative_cue_weight_jp_bw.pdf"
    ),
    plot = figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  figure_relative_weight_adjusted_jp <- (
    relative_panel_adjusted |
      relative_panel_c
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_adjusted_jp
  )

  relative_adjusted_figure_stub <- paste0(
    "fig_study",
    stringr::str_extract(
      study_label,
      "[123]"
    ),
    "_relative_cue_weight_choice_set_adjusted_jp_bw"
  )

  save_plot(
    paste0(
      relative_adjusted_figure_stub,
      ".png"
    ),
    figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      paste0(
        relative_adjusted_figure_stub,
        ".pdf"
      )
    ),
    plot = figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  relative_cue_results <- list(
    prepared = relative_cue_prepared,
    marginal_means =
      relative_cue_observed$marginal_means,
    attribute_importance =
      relative_cue_observed$attribute_importance,
    cue_importance =
      relative_cue_observed$cue_importance,
    observed_slopes =
      relative_cue_observed_slopes,
    condition_bootstrap =
      relative_cue_condition_bootstrap,
    slope_bootstrap =
      relative_cue_slope_bootstrap,
    condition_intervals =
      relative_cue_condition_intervals,
    slope_inference =
      relative_cue_slope_inference,
    primary_result =
      relative_cue_primary_result,
    plots = list(
      absolute_importance = relative_panel_a,
      choice_set_adjusted_importance =
        relative_panel_adjusted,
      relative_party_weight = relative_panel_b,
      relative_party_weight_panel_c =
        relative_panel_c,
      combined = figure_relative_weight_jp,
      combined_with_choice_set_adjustment =
        figure_relative_weight_adjusted_jp
    )
  )

  saveRDS(
    relative_cue_results,
    file = file.path(
      output_dir,
      "study1_relative_cue_results.rds"
    )
  )


  saveRDS(
    list(
      settings = list(
        require_initial_consent = require_initial_consent,
        require_final_consent = require_final_consent,
        require_attention_check = require_attention_check,
        require_manipulation_check = require_manipulation_check
      ),
      sample_flow = sample_flow,
      n_by_party = n_by_party,
      valid_ids = valid_ids,
      conjoint_all = conjoint_all,
      conjoint_all_m = conjoint_all_m,
      covar_id = covar_id,
      models_by_party_n_nocov = models_by_party_n_nocov,
      models_by_party_n_cov = models_by_party_n_cov,
      m_interaction = m_interaction,
      models_clogit_nocov = models_clogit_nocov,
      relative_cue = relative_cue_results,
      plots = list(
        amce_cov = p_amce_cov_main,
        amce_nocov = p_amce_nocov_appendix,
        interaction = p_interaction,
        heatmap = p_heat_amce,
        heatmap_rank = p_heat_amce_rank,
        clogit_odds_ratio = p_clogit_or,
        relative_cue_weight = figure_relative_weight_jp,
        relative_cue_weight_choice_set_adjusted =
          figure_relative_weight_adjusted_jp
      )
    ),
    file = file.path(output_dir, "study1_analysis_objects.rds")
  )

  capture.output(
    sessionInfo(),
    file = file.path(output_dir, "sessionInfo.txt")
  )

  cat("
Done: ", normalizePath(output_dir), "
", sep = "")

  environment()
})

A.3 実験2:本文の図6

# 本文コード
study2_env <- local({
required_packages <- c(
    "dplyr",
    "tidyr",
    "stringr",
    "purrr",
    "readr",
    "fixest",
    "tibble",
    "forcats",
    "ggplot2",
    "scales",
    "survival",
    "ggtext",
    "patchwork"
  )

  missing_packages <- required_packages[
    !vapply(required_packages, requireNamespace, logical(1), quietly = TRUE)
  ]

  if (length(missing_packages) > 0) {
    stop("No packages")
  }

  library(dplyr)
  library(tidyr)
  library(stringr)
  library(purrr)
  library(readr)
  library(fixest)
  library(tibble)
  library(forcats)
  library(ggplot2)
  library(scales)
  library(survival)
  library(patchwork)

  data_file <- unified_config$study2$data_file
  output_dir <- unified_config$study2$output_dir

  dir.create(output_dir, showWarnings = FALSE, recursive = TRUE)

  require_initial_consent <- TRUE
  require_final_consent <- TRUE
  final_consent_var <- "Q8.1"

  require_attention_check <- TRUE
  require_manipulation_check <- TRUE

  attention_check_var <- "Q25.1_11"
  attention_check_correct <- "3"

  relative_cue_bootstrap_B <- unified_config$relative_cue_bootstrap_B
  relative_cue_bootstrap_seed <- unified_config$relative_cue_bootstrap_seed + 2L
  relative_cue_bootstrap_progress_every <- unified_config$relative_cue_bootstrap_progress_every

  rerun_relative_cue_bootstrap <- unified_config$rerun_relative_cue_bootstrap


  norm_text <- function(x) {
    x %>%
      as.character() %>%
      str_squish() %>%
      str_replace_all("~", "~") %>%
      str_replace_all("〜", "~")
  }

  as_num <- function(x) {
    suppressWarnings(readr::parse_number(norm_text(x)))
  }

  is_response_code <- function(x, code) {
    x_norm <- norm_text(x)
    code_chr <- as.character(code)

    x_norm == code_chr |
      stringr::str_detect(x_norm, paste0("\\(", code_chr, "\\)$"))
  }

  first_existing <- function(dat, candidates) {
    out <- candidates[candidates %in% names(dat)]
    if (length(out) == 0) NA_character_ else out[1]
  }

  get_var <- function(dat, candidates) {
    v <- first_existing(dat, candidates)
    if (is.na(v)) {
      rep(NA_character_, nrow(dat))
    } else {
      dat[[v]]
    }
  }

  relevel_if_present <- function(x, ref) {
    x <- factor(x)
    if (ref %in% levels(x)) {
      relevel(x, ref = ref)
    } else {
      x
    }
  }

  factor_miss <- function(x, miss = "欠損・無回答") {
    x <- norm_text(x)
    x[is.na(x) | x == "" | x == "NA"] <- miss
    factor(x)
  }

  mean_impute <- function(x) {
    x <- as.numeric(x)
    miss <- as.integer(is.na(x))

    if (all(is.na(x))) {
      value <- x
    } else {
      value <- ifelse(is.na(x), mean(x, na.rm = TRUE), x)
    }

    list(value = value, miss = miss)
  }

  write_csv_safely <- function(x, filename) {
    readr::write_csv(x, file.path(output_dir, filename), na = "")
  }

  save_plot <- function(filename, plot, width, height, dpi = 300) {
    ggplot2::ggsave(
      filename = file.path(output_dir, filename),
      plot = plot,
      width = width,
      height = height,
      dpi = dpi
    )
  }


  if (!file.exists(data_file)) {
    stop("Check data")
  }

  raw <- readr::read_csv(
    data_file,
    col_types = cols(.default = col_character()),
    show_col_types = FALSE,
    name_repair = "minimal"
  )


  if (require_final_consent) {
    final_consent_var <- detect_final_consent_column(
      raw = raw,
      preferred_candidates = c("Q8.1", "Q9.1", "Q10.1"),
      study_label = "Study 2"
    )
  }

  if (require_attention_check) {
    attention_check_var <- detect_attention_check_column(
      raw = raw,
      preferred_candidates = c("Q25.1_11", "Q25.1_10"),
      study_label = "Study 2"
    )
  }

  df_header_removed <- raw %>%
    filter(
      !is.na(ResponseId),
      ResponseId != "",
      !str_detect(
        norm_text(ResponseId),
        "^(Response ID|回答ID)$|ImportId"
      )
    ) %>%
    mutate(ID = as.character(ResponseId))

  duplicate_ids <- df_header_removed %>%
    count(ID) %>%
    filter(n > 1)

  if (nrow(duplicate_ids) > 0) {
    print(duplicate_ids)
    stop("Check")
  }

  sample_flow <- tibble(
    stage = "Qualtrics質問文行を除外後",
    n = nrow(df_header_removed)
  )

  df <- df_header_removed

  if (require_initial_consent) {
    if (!"Q1.1" %in% names(df)) {
      stop("Check initial consent")
    }

    df <- df %>%
      filter(
        is_response_code(Q1.1, 1) |
          str_detect(norm_text(Q1.1), "趣旨に同意して.*協力する")
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(stage = "初回同意 Q1.1 = 1", n = nrow(df))
    )
  }

  if (require_final_consent) {
    if (is.na(final_consent_var) || !final_consent_var %in% names(df)) {
      stop("Check final consent")
    }

    df <- df %>%
      filter(
        is_response_code(.data[[final_consent_var]], 1) |
          str_detect(
            norm_text(.data[[final_consent_var]]),
            "同意し.*回答結果を送信する"
          )
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(
        stage = paste0("最終同意 ", final_consent_var, " = 1"),
        n = nrow(df)
      )
    )
  }

  if (require_attention_check) {
    if (!attention_check_var %in% names(df)) {
      stop("Check attention item")
    }

    attention_check_correct <- detect_attention_correct_code(
      df[[attention_check_var]],
      displayed_answer = 3L,
      recoded_answer = 6L,
      study_label = "Study 2"
    )

    df <- df %>%
      filter(
        is_response_code(
          .data[[attention_check_var]],
          attention_check_correct
        )
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(
        stage = paste0(
          "指示項目正答(",
          attention_check_var,
          "、保存コード=",
          attention_check_correct,
          ")"
        ),
        n = nrow(df)
      )
    )
  }

  print(sample_flow)
  write_csv_safely(sample_flow, "sample_flow_before_conjoint.csv")


  choice_map <- detect_conjoint_choice_map(
    raw = raw,
    party_numbers = 2:5,
    study_label = "Study 2"
  )

  manipulation_map <- detect_manipulation_map(
    raw = raw,
    choice_map = choice_map,
    study_label = "Study 2"
  )

  write_csv_safely(choice_map, "detected_choice_question_map.csv")
  write_csv_safely(manipulation_map, "detected_manipulation_question_map.csv")


  level_to_attr_var <- function(x) {
    x <- norm_text(x)

    case_when(
      x %in% c("右派・保守的", "中道", "左派・革新的") ~
        "policy_position",

      x %in% c("与党", "野党") ~
        "government_status",

      str_detect(x, "GDP成長率") ~
        "gdp_growth",

      str_detect(x, "日経平均") ~
        "nikkei",

      x %in% c("10以下", "10~49", "50~99", "100~199", "200以上") ~
        "seats",

      str_detect(x, "CPI|物価") ~
        "cpi",

      str_detect(x, "失業率|雇用") ~
        "unemployment",

      TRUE ~ NA_character_
    )
  }

  required_attr_vars <- c(
    "policy_position",
    "government_status",
    "gdp_growth",
    "nikkei",
    "seats",
    "cpi",
    "unemployment"
  )

  allowed_levels <- list(
    policy_position = c("右派・保守的", "中道", "左派・革新的"),
    government_status = c("与党", "野党"),
    gdp_growth = c(
      "GDP成長率±0%",
      "GDP成長率プラス1%",
      "GDP成長率マイナス1%"
    ),
    nikkei = c(
      "日経平均前月同期比プラス1000円",
      "日経平均前月同期比マイナス1000円",
      "日経平均前月同期比変わらず"
    ),
    seats = c("10以下", "10~49", "50~99", "100~199", "200以上"),
    cpi = c(
      "CPI前期比±0ポイント",
      "CPI前期比プラス1ポイント",
      "CPI前期比マイナス1ポイント"
    ),
    unemployment = c(
      "失業率前期比±0%",
      "失業率前期比プラス1%",
      "失業率前期比マイナス1%"
    )
  )


  make_profile_long <- function(dat, n_party) {

    map_n <- choice_map %>%
      filter(party_n == n_party)

    qvars <- map_n$choice_var

    missing_q <- setdiff(qvars, names(dat))
    if (length(missing_q) > 0) {
      stop("Check choice columns")
    }

    dat_n <- dat %>%
      filter(if_any(all_of(qvars), ~ !is.na(.x) & norm_text(.x) != ""))

    if (require_manipulation_check) {
      manipulation_row <- manipulation_map %>%
        filter(party_n == n_party)

      manipulation_var <- manipulation_row$manipulation_var
      correct_answer <- manipulation_row$correct_answer

      if (!manipulation_var %in% names(dat_n)) {
        stop("Check manipulation item")
      }

      dat_n <- dat_n %>%
        filter(
          is_response_code(
            .data[[manipulation_var]],
            correct_answer
          )
        )
    }

    choice_long <- dat_n %>%
      select(ID, all_of(qvars)) %>%
      pivot_longer(
        cols = all_of(qvars),
        names_to = "choice_var",
        values_to = "choice_raw"
      ) %>%
      left_join(map_n, by = "choice_var") %>%
      mutate(choice = parse_choice_position(choice_raw)) %>%
      filter(!is.na(choice)) %>%
      select(ID, party_n, task, choice)

    invalid_choice <- choice_long %>%
      filter(choice < 1 | choice > n_party)

    if (nrow(invalid_choice) > 0) {
      print(invalid_choice)
      stop("Check choice values")
    }

    duplicate_choice <- choice_long %>%
      count(ID, task) %>%
      filter(n != 1)

    if (nrow(duplicate_choice) > 0) {
      print(duplicate_choice)
      stop("Check duplicate choices")
    }

    level_regex <- paste0(
      "^S2_P", n_party,
      "_F_([1-5])_([1-", n_party, "])_([1-7])$"
    )

    level_cols <- names(dat_n)[str_detect(names(dat_n), level_regex)]

    expected_level_cols <- 5 * n_party * 7
    if (length(level_cols) != expected_level_cols) {
      stop("Check attributes")
    }

    level_long <- dat_n %>%
      select(ID, all_of(level_cols)) %>%
      pivot_longer(
        cols = all_of(level_cols),
        names_to = "fvar",
        values_to = "level"
      ) %>%
      extract(
        fvar,
        into = c("task", "profile", "attr_order"),
        regex = level_regex,
        convert = TRUE
      ) %>%
      mutate(level = norm_text(level)) %>%
      filter(
        task %in% 1:5,
        profile %in% 1:n_party,
        attr_order %in% 1:7,
        !is.na(level),
        level != ""
      ) %>%
      mutate(attr_var = level_to_attr_var(level))

    unknown_levels <- level_long %>%
      filter(is.na(attr_var)) %>%
      distinct(level)

    if (nrow(unknown_levels) > 0) {
      print(unknown_levels)
      stop("Check attributes")
    }

    profile_attribute_count <- level_long %>%
      count(ID, task, profile, name = "n_attribute_rows") %>%
      filter(n_attribute_rows != 7)

    if (nrow(profile_attribute_count) > 0) {
      print(head(profile_attribute_count, 50))
      stop("Check attributes")
    }

    duplicate_attribute <- level_long %>%
      count(ID, task, profile, attr_var) %>%
      filter(n != 1)

    if (nrow(duplicate_attribute) > 0) {
      print(head(duplicate_attribute, 50))
      stop("Check attributes")
    }

    profile_wide <- level_long %>%
      inner_join(choice_long, by = c("ID", "task")) %>%
      mutate(
        party_n = n_party,
        selected = as.integer(profile == choice),
        task_id = paste(ID, party_n, task, sep = "_"),
        profile_id = paste(ID, party_n, task, profile, sep = "_")
      ) %>%
      select(
        ID, party_n, task, profile, choice, selected,
        task_id, profile_id, attr_var, level
      ) %>%
      pivot_wider(
        names_from = attr_var,
        values_from = level,
        values_fn = list(level = ~ first(.x))
      )

    missing_attr <- setdiff(required_attr_vars, names(profile_wide))

    if (length(missing_attr) > 0) {
      stop("Check attributes")
    }

    profile_wide <- profile_wide %>%
      select(
        ID, party_n, task, profile, choice, selected,
        task_id, profile_id,
        all_of(required_attr_vars)
      ) %>%
      arrange(ID, task, profile)

    return(profile_wide)
  }


  conjoint_2 <- make_profile_long(df, 2)
  conjoint_3 <- make_profile_long(df, 3)
  conjoint_4 <- make_profile_long(df, 4)
  conjoint_5 <- make_profile_long(df, 5)

  conjoint_all_unfiltered <- bind_rows(
    conjoint_2,
    conjoint_3,
    conjoint_4,
    conjoint_5
  )


  id_task_check <- conjoint_all_unfiltered %>%
    group_by(ID, party_n, task) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    group_by(ID, party_n) %>%
    summarise(
      n_tasks = n_distinct(task),
      all_tasks_ok = all(n_profiles == party_n & selected_sum == 1),
      .groups = "drop"
    )

  valid_ids <- id_task_check %>%
    filter(n_tasks == 5, all_tasks_ok)

  conjoint_all <- conjoint_all_unfiltered %>%
    semi_join(valid_ids, by = c("ID", "party_n"))

  n_by_party <- valid_ids %>%
    count(party_n, name = "n") %>%
    complete(party_n = 2:5, fill = list(n = 0)) %>%
    arrange(party_n)

  n_total <- valid_ids %>%
    summarise(n = n_distinct(ID)) %>%
    pull(n)

  figure_n_labels <- bind_rows(
    tibble(
      position = "全サンプル",
      label = paste0("全サンプル, n=", scales::comma(n_total))
    ),
    n_by_party %>%
      mutate(
        position = paste0(party_n, "政党選択"),
        label = paste0("n=", scales::comma(n))
      ) %>%
      select(position, label)
  )

  cat("\n分析対象者数\n")
  print(n_by_party)
  cat("全サンプル n=", n_total, "\n", sep = "")

  write_csv_safely(id_task_check, "id_task_check.csv")
  write_csv_safely(valid_ids, "valid_ids.csv")
  write_csv_safely(n_by_party, "n_by_party.csv")
  write_csv_safely(figure_n_labels, "figure_n_labels.csv")


  check_profile <- conjoint_all %>%
    group_by(party_n, ID, task, task_id) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    count(party_n, n_profiles, selected_sum)

  print(check_profile)

  stopifnot(all(check_profile$n_profiles == check_profile$party_n))
  stopifnot(all(check_profile$selected_sum == 1))

  allowed_df <- enframe(allowed_levels, name = "name", value = "value") %>%
    unnest(value)

  unexpected_values <- conjoint_all %>%
    select(all_of(required_attr_vars)) %>%
    pivot_longer(
      cols = everything(),
      names_to = "name",
      values_to = "value"
    ) %>%
    filter(!is.na(value), value != "") %>%
    distinct(name, value) %>%
    anti_join(allowed_df, by = c("name", "value"))

  print(unexpected_values)
  stopifnot(nrow(unexpected_values) == 0)

  observed_levels <- conjoint_all %>%
    select(all_of(required_attr_vars)) %>%
    pivot_longer(
      cols = everything(),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    distinct(attribute, level) %>%
    arrange(attribute, level)

  write_csv_safely(check_profile, "profile_expansion_check.csv")
  write_csv_safely(observed_levels, "observed_attribute_levels.csv")
  write_csv_safely(conjoint_all, "study2_profile_level_data.csv")


  analysis_ids <- valid_ids %>%
    select(ID, party_n)

  attention_summary <- df %>%
    semi_join(analysis_ids, by = "ID") %>%
    transmute(
      ID,
      attention_response = norm_text(.data[[attention_check_var]]),
      attention_pass = is_response_code(
        .data[[attention_check_var]],
        attention_check_correct
      )
    ) %>%
    count(attention_response, attention_pass, name = "n") %>%
    arrange(desc(attention_pass), attention_response)

  manipulation_summary <- map_dfr(2:5, function(n_party) {
    manipulation_row <- manipulation_map %>%
      filter(party_n == n_party)

    v <- manipulation_row$manipulation_var
    correct <- manipulation_row$correct_answer

    df %>%
      semi_join(
        analysis_ids %>% filter(party_n == n_party),
        by = "ID"
      ) %>%
      transmute(
        party_n = n_party,
        response = norm_text(.data[[v]]),
        correct = is_response_code(.data[[v]], correct)
      ) %>%
      count(party_n, response, correct, name = "n")
  })

  write_csv_safely(attention_summary, "attention_check_summary.csv")
  write_csv_safely(manipulation_summary, "party_number_check_summary.csv")


  conjoint_all_m <- conjoint_all %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),

      policy_position = factor(
        policy_position,
        levels = c("中道", "右派・保守的", "左派・革新的")
      ),

      government_status = factor(
        government_status,
        levels = c("野党", "与党")
      ),

      gdp_growth = factor(
        gdp_growth,
        levels = c(
          "GDP成長率±0%",
          "GDP成長率プラス1%",
          "GDP成長率マイナス1%"
        )
      ),

      nikkei = factor(
        nikkei,
        levels = c(
          "日経平均前月同期比変わらず",
          "日経平均前月同期比プラス1000円",
          "日経平均前月同期比マイナス1000円"
        )
      ),

      seats = factor(
        seats,
        levels = c("10以下", "10~49", "50~99", "100~199", "200以上")
      ),

      cpi = factor(
        cpi,
        levels = c(
          "CPI前期比±0ポイント",
          "CPI前期比プラス1ポイント",
          "CPI前期比マイナス1ポイント"
        )
      ),

      unemployment = factor(
        unemployment,
        levels = c(
          "失業率前期比±0%",
          "失業率前期比プラス1%",
          "失業率前期比マイナス1%"
        )
      ),

      party_n_f = factor(
        as.character(party_n),
        levels = c("2", "3", "4", "5")
      )
    )

  attr_terms <- c(
    "policy_position",
    "government_status",
    "gdp_growth",
    "nikkei",
    "seats",
    "cpi",
    "unemployment"
  )


  formula_nocov <- as.formula(
    paste("selected ~", paste(attr_terms, collapse = " + "))
  )

  run_amce_nocov <- function(dat) {
    feols(
      formula_nocov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_nocov <- conjoint_all_m %>%
    split(.$party_n) %>%
    map(run_amce_nocov)

  capture.output(
    etable(models_by_party_n_nocov),
    file = file.path(output_dir, "amce_nocov_models.txt")
  )


  m_interaction <- feols(
    selected ~
      party_n_f *
      (
        policy_position +
          government_status +
          gdp_growth +
          nikkei +
          seats +
          cpi +
          unemployment
      ),
    data = conjoint_all_m,
    vcov = ~ ID
  )

  capture.output(
    summary(m_interaction),
    file = file.path(output_dir, "amce_interaction_model.txt")
  )


  tidy_fixest <- function(model) {
    ct <- as.data.frame(fixest::coeftable(model))
    ct$term <- rownames(ct)

    ct %>%
      as_tibble() %>%
      rename(
        estimate = Estimate,
        std.error = `Std. Error`,
        statistic = `t value`,
        p.value = `Pr(>|t|)`
      ) %>%
      mutate(
        conf.low = estimate - 1.96 * std.error,
        conf.high = estimate + 1.96 * std.error
      ) %>%
      select(
        term, estimate, std.error, statistic, p.value,
        conf.low, conf.high
      )
  }

  term_labels <- tribble(
    ~term, ~attribute, ~cue_type, ~label, ~order,

    "government_status与党",
    "与党/野党", "政党の手がかり", "与党", 1,

    "policy_position右派・保守的",
    "政策位置", "政党の手がかり", "右派・保守的", 2,

    "policy_position左派・革新的",
    "政策位置", "政党の手がかり", "左派・革新的", 3,

    "seats10~49",
    "議席数", "政党の手がかり", "議席数:10~49", 4,

    "seats50~99",
    "議席数", "政党の手がかり", "議席数:50~99", 5,

    "seats100~199",
    "議席数", "政党の手がかり", "議席数:100~199", 6,

    "seats200以上",
    "議席数", "政党の手がかり", "議席数:200以上", 7,

    "gdp_growthGDP成長率プラス1%",
    "GDP成長率", "経済の手がかり", "GDP:プラス1%", 8,

    "gdp_growthGDP成長率マイナス1%",
    "GDP成長率", "経済の手がかり", "GDP:マイナス1%", 9,

    "nikkei日経平均前月同期比プラス1000円",
    "日経平均", "経済の手がかり", "日経平均:プラス1000円", 10,

    "nikkei日経平均前月同期比マイナス1000円",
    "日経平均", "経済の手がかり", "日経平均:マイナス1000円", 11,

    "cpiCPI前期比プラス1ポイント",
    "CPI", "経済の手がかり", "CPI:プラス1ポイント", 12,

    "cpiCPI前期比マイナス1ポイント",
    "CPI", "経済の手がかり", "CPI:マイナス1ポイント", 13,

    "unemployment失業率前期比プラス1%",
    "失業率", "経済の手がかり", "失業率:プラス1%", 14,

    "unemployment失業率前期比マイナス1%",
    "失業率", "経済の手がかり", "失業率:マイナス1%", 15
  )

  attribute_order <- c(
    "与党/野党",
    "政策位置",
    "議席数",
    "GDP成長率",
    "日経平均",
    "CPI",
    "失業率"
  )

  label_order <- term_labels %>%
    arrange(order) %>%
    pull(label)

  make_amce_plot_df <- function(models) {
    imap_dfr(
      models,
      ~ tidy_fixest(.x) %>%
        mutate(party_n = as.character(.y))
    ) %>%
      left_join(term_labels, by = "term") %>%
      filter(!is.na(attribute)) %>%
      mutate(
        estimate_pp = estimate * 100,
        conf.low_pp = conf.low * 100,
        conf.high_pp = conf.high * 100,
        party_n = factor(
          party_n,
          levels = c("2", "3", "4", "5"),
          labels = c("2政党", "3政党", "4政党", "5政党")
        ),
        attribute = factor(attribute, levels = attribute_order),
        label = factor(label, levels = rev(label_order))
      )
  }

  amce_plot_nocov <- make_amce_plot_df(models_by_party_n_nocov)
  write_csv_safely(amce_plot_nocov, "amce_nocov_coefficients.csv")

  interaction_plot_df <- tidy_fixest(m_interaction) %>%
    filter(str_detect(term, "party_n_f[345]")) %>%
    mutate(
      party_n_code = str_extract(term, "party_n_f[345]"),
      party_n = str_remove(party_n_code, "party_n_f"),
      base_term = term %>%
        str_remove("party_n_f[345]:") %>%
        str_remove(":party_n_f[345]")
    ) %>%
    left_join(term_labels, by = c("base_term" = "term")) %>%
    filter(!is.na(attribute)) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      party_n_label = factor(
        party_n,
        levels = c("3", "4", "5"),
        labels = c("3政党", "4政党", "5政党")
      ),
      attribute = factor(attribute, levels = attribute_order),
      label = factor(label, levels = rev(label_order))
    )

  write_csv_safely(interaction_plot_df, "amce_interaction_coefficients.csv")


  recode_female_study2 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num == 2 ~ 1L,
      x_num == 1 ~ 0L,
      TRUE ~ NA_integer_
    )
  }

  recode_college_grad_study2 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num %in% c(4, 5) ~ 1L,
      x_num %in% c(1, 2, 3) ~ 0L,
      TRUE ~ NA_integer_
    )
  }

  recode_party_support_study2 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num == 1 ~ "自由民主党",
      x_num == 2 ~ "中道改革連合",
      x_num == 3 ~ "立憲民主党",
      x_num == 4 ~ "公明党",
      x_num == 5 ~ "日本維新の会",
      x_num == 6 ~ "国民民主党",
      x_num == 7 ~ "れいわ新選組",
      x_num == 8 ~ "日本共産党",
      x_num == 9 ~ "参政党",
      x_num == 10 ~ "日本保守党",
      x_num == 11 ~ "社会民主党",
      x_num == 12 ~ "チームみらい",
      x_num == 13 ~ "その他",
      x_num == 14 ~ "支持政党なし",
      x_num == 15 ~ "わからない",
      x_num == 16 ~ "答えたくない",
      TRUE ~ NA_character_
    )
  }

  gender_raw <- get_var(df, c("Q2.1", "Q2_1"))
  age_raw <- get_var(df, c("Q2.2_2", "Q2.2.2", "Q2_2_2"))
  education_raw <- get_var(df, c("Q2.3", "Q2_3"))
  income_gross_raw <- get_var(df, c("Q2.5_1", "Q2.5.1", "Q2_5_1"))
  income_net_raw <- get_var(df, c("Q2.5_2", "Q2.5.2", "Q2_5_2"))
  party_support_raw <- get_var(df, c("Q8.2", "Q8_2"))

  covar_id <- df %>%
    transmute(
      ID = as.character(ResponseId),
      female = recode_female_study2(gender_raw),
      age = as_num(age_raw),
      college_grad = recode_college_grad_study2(education_raw),
      income_gross = as_num(income_gross_raw),
      income_net = as_num(income_net_raw),
      income_gross_log = log1p(income_gross),
      income_net_log = log1p(income_net),
      party_support = recode_party_support_study2(party_support_raw),
      party_support_f = factor_miss(party_support)
    ) %>%
    semi_join(valid_ids %>% select(ID), by = "ID") %>%
    distinct(ID, .keep_all = TRUE)

  covar_id <- covar_id %>%
    mutate(
      age = if_else(age >= 18 & age <= 79, age, NA_real_)
    )

  age_imp_obj <- mean_impute(covar_id$age)
  income_gross_imp_obj <- mean_impute(covar_id$income_gross_log)

  covar_id <- covar_id %>%
    mutate(
      female_imp = if_else(is.na(female), 0L, female),
      female_miss = as.integer(is.na(female)),

      college_grad_imp = if_else(is.na(college_grad), 0L, college_grad),
      college_grad_miss = as.integer(is.na(college_grad)),

      age_imp = age_imp_obj$value,
      age_miss = age_imp_obj$miss,

      income_gross_log_imp = income_gross_imp_obj$value,
      income_gross_log_miss = income_gross_imp_obj$miss
    )

  covariate_missing_summary <- covar_id %>%
    summarise(
      n_ids = n_distinct(ID),
      female_missing = sum(is.na(female)),
      age_missing = sum(is.na(age)),
      college_grad_missing = sum(is.na(college_grad)),
      income_gross_missing = sum(is.na(income_gross_log)),
      party_support_missing = sum(is.na(party_support))
    )

  print(covariate_missing_summary)
  write_csv_safely(covar_id, "respondent_covariates.csv")
  write_csv_safely(covariate_missing_summary, "covariate_missing_summary.csv")


  conjoint_all_cov <- conjoint_all_m %>%
    left_join(covar_id, by = "ID")

  covariate_terms <- c(
    "female_imp",
    "female_miss",
    "age_imp",
    "age_miss",
    "college_grad_imp",
    "college_grad_miss",
    "income_gross_log_imp",
    "income_gross_log_miss",
    "party_support_f"
  )

  has_variation <- function(dat, v) {
    if (!v %in% names(dat)) return(FALSE)
    dplyr::n_distinct(dat[[v]], na.rm = TRUE) > 1
  }

  covariate_terms_use <- covariate_terms[
    map_lgl(covariate_terms, ~ has_variation(conjoint_all_cov, .x))
  ]

  formula_cov <- as.formula(
    paste(
      "selected ~",
      paste(c(attr_terms, covariate_terms_use), collapse = " + ")
    )
  )

  run_amce_cov <- function(dat) {
    feols(
      formula_cov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_cov <- conjoint_all_cov %>%
    split(.$party_n) %>%
    map(run_amce_cov)

  capture.output(
    etable(
      models_by_party_n_nocov,
      models_by_party_n_cov,
      headers = c(
        rep("共変量なし", length(models_by_party_n_nocov)),
        rep("共変量あり", length(models_by_party_n_cov))
      )
    ),
    file = file.path(output_dir, "amce_nocov_and_cov_models.txt")
  )

  amce_plot_cov <- make_amce_plot_df(models_by_party_n_cov)
  write_csv_safely(amce_plot_cov, "amce_cov_coefficients.csv")


  study_label <- "実験2(2026年)"

  term_labels_facet <- term_labels %>%
    mutate(
      attribute_facet = attribute
    )

  attribute_order_facet <- c(
    "与党/野党",
    "政策位置",
    "議席数",
    "GDP成長率",
    "日経平均",
    "CPI",
    "失業率"
  )

  make_amce_facet_df <- function(models) {
    imap_dfr(
      models,
      ~ tidy_fixest(.x) %>%
        mutate(party_n = as.character(.y))
    ) %>%
      left_join(term_labels_facet, by = "term") %>%
      filter(!is.na(attribute_facet)) %>%
      mutate(
        estimate_pp = estimate * 100,
        conf.low_pp = conf.low * 100,
        conf.high_pp = conf.high * 100,
        party_n = factor(
          party_n,
          levels = c("2", "3", "4", "5"),
          labels = c("2政党", "3政党", "4政党", "5政党")
        ),
        attribute_facet = factor(
          attribute_facet,
          levels = attribute_order_facet
        ),
        label = factor(
          label,
          levels = rev(label_order)
        )
      )
  }

  amce_plot_df_cov_facet <- make_amce_facet_df(models_by_party_n_cov)
  amce_plot_df_nocov_facet <- make_amce_facet_df(models_by_party_n_nocov)

  write_csv_safely(
    amce_plot_df_cov_facet,
    "amce_cov_facet_coefficients.csv"
  )

  write_csv_safely(
    amce_plot_df_nocov_facet,
    "amce_nocov_facet_coefficients.csv"
  )


  p_amce_cov_facet <- ggplot(
    amce_plot_df_cov_facet,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute_facet ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-12, 12, by = 2)
    ) +
    scale_shape_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = "Yu Gothic"
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_amce_cov_facet)

  save_plot(
    "amce_cov_facet_model.png",
    p_amce_cov_facet,
    width = 10.5,
    height = 8.5
  )

  p_amce_cov_main <- p_amce_cov_facet


  make_heatmap_df <- function(amce_plot_df) {
    heat_df <- amce_plot_df %>%
      mutate(
        abs_amce = abs(estimate_pp),
        cue_type_code = case_when(
          cue_type == "政党の手がかり" ~ "party",
          cue_type == "経済の手がかり" ~ "economy",
          TRUE ~ "other"
        )
      ) %>%
      group_by(party_n) %>%
      mutate(
        rank_within_party = min_rank(desc(abs_amce)),
        n_in_col = n(),
        rank_score = if_else(
          n_in_col == 1,
          1,
          1 - (rank_within_party - 1) / (n_in_col - 1)
        )
      ) %>%
      ungroup()

    row_order_df <- heat_df %>%
      group_by(label, cue_type_code) %>%
      summarise(
        mean_abs_amce = mean(abs_amce, na.rm = TRUE),
        .groups = "drop"
      ) %>%
      arrange(desc(mean_abs_amce))

    row_levels <- as.character(row_order_df$label)

    heat_df <- heat_df %>%
      mutate(
        label = factor(
          as.character(label),
          levels = rev(row_levels)
        )
      )

    label_color_map <- row_order_df %>%
      mutate(
        label_markdown = case_when(
          cue_type_code == "party" ~
            paste0(
              "<span style='color:#111111;'>",
              label,
              "</span>"
            ),
          cue_type_code == "economy" ~
            paste0(
              "<span style='color:#8A8A8A;'>",
              label,
              "</span>"
            ),
          TRUE ~ as.character(label)
        )
      )

    label_markdown_vec <- setNames(
      label_color_map$label_markdown,
      as.character(label_color_map$label)
    )

    list(
      heat_df = heat_df,
      label_markdown_vec = label_markdown_vec
    )
  }

  plot_amce_heatmap <- function(
      heat_df,
      label_markdown_vec,
      with_rank = TRUE,
      title_text = NULL) {

    if (with_rank) {
      heat_df <- heat_df %>%
        mutate(
          cell_label = paste0(
            sprintf("%.1f", estimate_pp),
            "\n(",
            rank_within_party,
            "位)"
          )
        )

      text_size <- 3.0
      lineheight <- 0.9
    } else {
      heat_df <- heat_df %>%
        mutate(
          cell_label = sprintf("%.1f", estimate_pp)
        )

      text_size <- 3.4
      lineheight <- 1.0
    }

    ggplot(
      heat_df,
      aes(
        x = party_n,
        y = label,
        fill = rank_score
      )
    ) +
      geom_tile(
        color = "white",
        linewidth = 0.7
      ) +
      geom_text(
        aes(label = cell_label),
        size = text_size,
        fontface = "bold",
        color = "black",
        lineheight = lineheight
      ) +
      scale_y_discrete(
        labels = label_markdown_vec
      ) +
      scale_fill_gradient(
        low = "grey95",
        high = "grey15",
        limits = c(0, 1),
        breaks = c(0, 0.25, 0.50, 0.75, 1.00),
        labels = c("低", "", "", "", "高"),
        name = "列内順位\n(濃いほど高位)"
      ) +
      labs(
        title = title_text,
        x = "政党数選択肢",
        y = NULL
      ) +
      theme_bw(base_size = 12) +
      theme(
        legend.position = "right",
        panel.grid = element_blank(),
        plot.title = element_text(face = "bold"),
        axis.text.x = element_text(size = 10),
        axis.text.y = ggtext::element_markdown(size = 9),
        axis.title.y = element_blank()
      )
  }

  heatmap_input <- make_heatmap_df(amce_plot_cov)

  p_heat_amce_mixed <- plot_amce_heatmap(
    heatmap_input$heat_df,
    heatmap_input$label_markdown_vec,
    with_rank = FALSE,
    title_text = NULL
  )

  print(p_heat_amce_mixed)

  save_plot(
    "amce_heatmap_mixed_rank_colored_labels.png",
    p_heat_amce_mixed,
    width = 8.8,
    height = 8.8
  )

  p_heat_amce_mixed_ranklabel <- plot_amce_heatmap(
    heatmap_input$heat_df,
    heatmap_input$label_markdown_vec,
    with_rank = TRUE,
    title_text = NULL
  )

  print(p_heat_amce_mixed_ranklabel)

  save_plot(
    "amce_heatmap_mixed_rank_colored_labels_withrank.png",
    p_heat_amce_mixed_ranklabel,
    width = 8.8,
    height = 8.8
  )

  p_heat_amce <- p_heat_amce_mixed
  p_heat_amce_rank <- p_heat_amce_mixed_ranklabel


  p_amce_facet_nocov <- ggplot(
    amce_plot_df_nocov_facet,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute_facet ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-12, 12, by = 2)
    ) +
    scale_shape_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(base_size = 12) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_amce_facet_nocov)

  save_plot(
    "amce_facet_nocov.png",
    p_amce_facet_nocov,
    width = 10.5,
    height = 9
  )

  p_amce_nocov_appendix <- p_amce_facet_nocov


  p_interaction <- ggplot(
    interaction_plot_df,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n_label,
      linetype = party_n_label,
      group = party_n_label
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-8, 8, by = 2)
    ) +
    scale_shape_manual(
      name = "2政党の場合との比較",
      values = c(
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "2政党の場合との比較",
      values = c(
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "2政党条件との差",
      y = NULL
    ) +
    theme_bw(base_size = 12) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 15
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_interaction)

  save_plot(
    "amce_interaction_difference_from_2party.png",
    p_interaction,
    width = 10.5,
    height = 9
  )


  conjoint_clogit <- conjoint_all_m %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),
      task_id = factor(task_id),
      policy_position = relevel_if_present(
        policy_position,
        "中道"
      ),
      government_status = relevel_if_present(
        government_status,
        "野党"
      ),
      gdp_growth = relevel_if_present(
        gdp_growth,
        "GDP成長率±0%"
      ),
      nikkei = relevel_if_present(
        nikkei,
        "日経平均前月同期比変わらず"
      ),
      seats = relevel_if_present(
        seats,
        "10以下"
      ),
      cpi = relevel_if_present(
        cpi,
        "CPI前期比±0ポイント"
      ),
      unemployment = relevel_if_present(
        unemployment,
        "失業率前期比±0%"
      )
    )

  formula_clogit_nocov <- as.formula(
    paste0(
      "selected ~ ",
      paste(attr_terms, collapse = " + "),
      " + strata(task_id) + cluster(ID)"
    )
  )

  run_clogit_nocov <- function(dat) {
    survival::clogit(
      formula_clogit_nocov,
      data = dat,
      method = "efron"
    )
  }

  models_clogit_nocov <- conjoint_clogit %>%
    split(.$party_n) %>%
    map(run_clogit_nocov)

  capture.output(
    lapply(models_clogit_nocov, summary),
    file = file.path(
      output_dir,
      "conditional_logit_models.txt"
    )
  )

  tidy_clogit <- function(model) {
    s <- summary(model)
    ct <- as.data.frame(s$coefficients)
    ct$term <- rownames(ct)

    se_col <- if ("robust se" %in% names(ct)) {
      "robust se"
    } else if ("se(coef)" %in% names(ct)) {
      "se(coef)"
    } else {
      stop("Check clogit")
    }

    p_col <- if ("Pr(>|z|)" %in% names(ct)) {
      "Pr(>|z|)"
    } else if ("Pr(>|t|)" %in% names(ct)) {
      "Pr(>|t|)"
    } else {
      NA_character_
    }

    ct %>%
      as_tibble() %>%
      transmute(
        term = term,
        estimate = coef,
        std.error = .data[[se_col]],
        p.value = if (!is.na(p_col)) {
          .data[[p_col]]
        } else {
          NA_real_
        },
        conf.low = estimate - 1.96 * std.error,
        conf.high = estimate + 1.96 * std.error,
        odds_ratio = exp(estimate),
        odds_ratio_low = exp(conf.low),
        odds_ratio_high = exp(conf.high)
      )
  }

  clogit_plot_df <- imap_dfr(
    models_clogit_nocov,
    ~ tidy_clogit(.x) %>%
      mutate(party_n = as.character(.y))
  ) %>%
    left_join(term_labels, by = "term") %>%
    filter(!is.na(attribute)) %>%
    mutate(
      party_n = factor(
        party_n,
        levels = c("2", "3", "4", "5"),
        labels = c("2政党", "3政党", "4政党", "5政党")
      ),
      label = factor(
        label,
        levels = rev(label_order)
      )
    )

  write_csv_safely(
    clogit_plot_df,
    "conditional_logit_coefficients.csv"
  )


  p_clogit_or <- ggplot(
    clogit_plot_df,
    aes(
      x = odds_ratio,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 1,
      linetype = "dashed",
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = odds_ratio_low,
        xmax = odds_ratio_high
      ),
      position = position_dodge(width = 0.72),
      height = 0.15,
      linewidth = 0.45,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.72),
      size = 2.4,
      stroke = 0.7,
      color = "black"
    ) +
    scale_x_log10(
      breaks = c(
        0.6,
        0.8,
        1.0,
        1.25,
        1.5,
        2.0
      ),
      labels = c(
        "0.6",
        "0.8",
        "1.0",
        "1.25",
        "1.5",
        "2.0"
      )
    ) +
    scale_shape_manual(
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotdash",
        "5政党" = "twodash"
      )
    ) +
    labs(
      x = "オッズ比",
      y = NULL,
      shape = "政党数選択肢",
      linetype = "政党数選択肢"
    ) +
    theme_bw(base_size = 12) +
    theme(
      legend.position = "bottom",
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      plot.title = element_text(face = "bold"),
      axis.text.y = element_text(size = 9)
    )

  print(p_clogit_or)

  save_plot(
    "clogit_oddsratio_nocov.png",
    p_clogit_or,
    width = 10.5,
    height = 8.5
  )


  relative_cue_map <- c(
    policy_position = "party",
    government_status = "party",
    seats = "party",
    gdp_growth = "economic",
    nikkei = "economic",
    cpi = "economic",
    unemployment = "economic"
  )

  mean_absolute_pairwise_difference <- function(x) {
    x <- x[is.finite(x)]

    if (length(x) < 2) {
      return(NA_real_)
    }

    pairwise_differences <- combn(
      x,
      2,
      FUN = function(z) abs(z[1] - z[2])
    )

    mean(pairwise_differences)
  }

  linear_slope <- function(y, x) {
    keep <- is.finite(y) & is.finite(x)
    y <- y[keep]
    x <- x[keep]

    if (length(y) < 2 || length(unique(x)) < 2) {
      return(NA_real_)
    }

    unname(coef(lm(y ~ x))[2])
  }

  bootstrap_two_sided_p <- function(x) {
    x <- x[is.finite(x)]
    B_valid <- length(x)

    if (B_valid == 0) {
      return(NA_real_)
    }

    p_lower <- (1 + sum(x <= 0)) / (B_valid + 1)
    p_upper <- (1 + sum(x >= 0)) / (B_valid + 1)

    min(1, 2 * min(p_lower, p_upper))
  }

  safe_quantile <- function(x, probability) {
    x <- x[is.finite(x)]

    if (length(x) == 0) {
      return(NA_real_)
    }

    unname(
      quantile(
        x,
        probs = probability,
        type = 6,
        na.rm = TRUE
      )
    )
  }

  prepare_relative_cue_analysis <- function(data, cue_map) {
    attributes <- names(cue_map)

    required_columns <- c(
      "ID",
      "party_n",
      "selected",
      attributes
    )

    missing_columns <- setdiff(
      required_columns,
      names(data)
    )

    if (length(missing_columns) > 0) {
      stop("Check relative weight")
    }

    if (!all(unname(cue_map) %in% c("party", "economic"))) {
      stop("Check relative weight")
    }

    analysis_data <- data %>%
      select(
        ID,
        party_n,
        selected,
        all_of(attributes)
      ) %>%
      mutate(
        ID = as.character(ID),
        party_n = as.integer(as.character(party_n)),
        selected = as.integer(selected),
        across(
          all_of(attributes),
          as.character
        )
      ) %>%
      filter(
        !is.na(ID),
        party_n %in% 2:5,
        selected %in% c(0L, 1L)
      )

    observed_conditions <- sort(
      unique(analysis_data$party_n)
    )

    if (!identical(observed_conditions, 2:5)) {
      stop("Check")
    }

    long_data <- analysis_data %>%
      pivot_longer(
        cols = all_of(attributes),
        names_to = "attribute",
        values_to = "level"
      ) %>%
      filter(
        !is.na(level),
        level != ""
      )

    expected_cells <- long_data %>%
      distinct(
        attribute,
        level
      ) %>%
      mutate(
        attribute_order = match(
          attribute,
          attributes
        )
      ) %>%
      arrange(
        attribute_order,
        attribute,
        level
      ) %>%
      select(-attribute_order) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    respondent_cell <- long_data %>%
      group_by(
        party_n,
        ID,
        attribute,
        level
      ) %>%
      summarise(
        y_sum = sum(selected),
        n_obs = n(),
        .groups = "drop"
      ) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    condition_objects <- lapply(
      2:5,
      function(n_value) {
        condition_data <- respondent_cell %>%
          filter(
            party_n == n_value
          )

        id_values <- sort(
          unique(condition_data$ID)
        )
        n_ids <- length(id_values)
        n_cells <- nrow(expected_cells)

        if (n_ids == 0) {
          stop("Check")
        }

        y_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        n_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        row_index <- match(
          condition_data$ID,
          id_values
        )
        column_index <- match(
          condition_data$cell_key,
          expected_cells$cell_key
        )

        y_matrix[cbind(row_index, column_index)] <-
          condition_data$y_sum
        n_matrix[cbind(row_index, column_index)] <-
          condition_data$n_obs

        if (any(colSums(n_matrix) == 0)) {
          missing_cells <- expected_cells$cell_key[
            colSums(n_matrix) == 0
          ]

          stop("Check attributes")
        }

        list(
          party_n = n_value,
          ids = id_values,
          cell_info = expected_cells,
          y_matrix = y_matrix,
          n_matrix = n_matrix
        )
      }
    )

    names(condition_objects) <- as.character(2:5)

    list(
      cue_map = cue_map,
      attributes = attributes,
      conditions = condition_objects
    )
  }

  estimate_relative_cue_indices <- function(
      prepared,
      cluster_weights = NULL
  ) {
    condition_results <- lapply(
      names(prepared$conditions),
      function(condition_name) {
        object <- prepared$conditions[[condition_name]]

        if (is.null(cluster_weights)) {
          weights <- rep(
            1,
            length(object$ids)
          )
        } else {
          weights <- cluster_weights[[condition_name]]
        }

        if (length(weights) != length(object$ids)) {
          stop("Check")
        }

        numerator <- as.numeric(
          crossprod(
            weights,
            object$y_matrix
          )
        )

        denominator <- as.numeric(
          crossprod(
            weights,
            object$n_matrix
          )
        )

        if (any(denominator <= 0)) {
          stop("Check attributes")
        }

        marginal_means <- numerator / denominator

        mm_table <- object$cell_info %>%
          transmute(
            party_n = object$party_n,
            attribute,
            level,
            marginal_mean = marginal_means
          )

        attribute_table <- mm_table %>%
          group_by(
            party_n,
            attribute
          ) %>%
          summarise(
            importance_pairwise =
              mean_absolute_pairwise_difference(
                marginal_mean
              ),
            n_levels = n(),
            .groups = "drop"
          ) %>%
          mutate(
            cue_family = unname(
              prepared$cue_map[attribute]
            ),
            baseline_selection_probability = 1 / party_n,
            importance_pairwise_adjusted =
              importance_pairwise /
                baseline_selection_probability
          )

        cue_table_long <- attribute_table %>%
          group_by(
            party_n,
            cue_family
          ) %>%
          summarise(
            importance_pairwise = mean(
              importance_pairwise,
              na.rm = TRUE
            ),
            importance_pairwise_adjusted = mean(
              importance_pairwise_adjusted,
              na.rm = TRUE
            ),
            .groups = "drop"
          )

        party_table <- cue_table_long %>%
          filter(
            cue_family == "party"
          ) %>%
          transmute(
            party_n,
            party_importance_pairwise =
              importance_pairwise,
            party_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        economic_table <- cue_table_long %>%
          filter(
            cue_family == "economic"
          ) %>%
          transmute(
            party_n,
            economic_importance_pairwise =
              importance_pairwise,
            economic_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        cue_table <- full_join(
          party_table,
          economic_table,
          by = "party_n"
        ) %>%
          mutate(
            baseline_selection_probability = 1 / party_n,

            total_importance_pairwise =
              party_importance_pairwise +
              economic_importance_pairwise,

            total_importance_pairwise_adjusted =
              party_importance_pairwise_adjusted +
              economic_importance_pairwise_adjusted,

            relative_party_weight_pairwise = if_else(
              total_importance_pairwise > 0,
              party_importance_pairwise /
                total_importance_pairwise,
              NA_real_
            ),

            relative_economic_weight_pairwise =
              1 - relative_party_weight_pairwise,

            relative_party_weight_pairwise_adjusted = if_else(
              total_importance_pairwise_adjusted > 0,
              party_importance_pairwise_adjusted /
                total_importance_pairwise_adjusted,
              NA_real_
            ),

            relative_economic_weight_pairwise_adjusted =
              1 - relative_party_weight_pairwise_adjusted,

            adjustment_identity_difference =
              relative_party_weight_pairwise_adjusted -
                relative_party_weight_pairwise
          )

        if (
          any(
            abs(cue_table$adjustment_identity_difference) > 1e-10,
            na.rm = TRUE
          )
        ) {
          stop("Check relative weight")
        }

        list(
          marginal_means = mm_table,
          attribute_importance = attribute_table,
          cue_importance = cue_table
        )
      }
    )

    list(
      marginal_means = bind_rows(
        lapply(
          condition_results,
          function(x) x$marginal_means
        )
      ),
      attribute_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$attribute_importance
        )
      ),
      cue_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$cue_importance
        )
      ) %>%
        arrange(party_n)
    )
  }

  estimate_relative_cue_slopes <- function(cue_importance) {
    cue_importance <- cue_importance %>%
      arrange(party_n)

    if (!identical(cue_importance$party_n, 2:5)) {
      stop("Check relative weight")
    }

    x <- cue_importance$party_n

    c(
      relative_party_weight_pairwise =
        linear_slope(
          cue_importance$relative_party_weight_pairwise,
          x
        ),

      party_importance_pairwise =
        linear_slope(
          cue_importance$party_importance_pairwise,
          x
        ),

      economic_importance_pairwise =
        linear_slope(
          cue_importance$economic_importance_pairwise,
          x
        ),

      party_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$party_importance_pairwise_adjusted,
          x
        ),

      economic_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$economic_importance_pairwise_adjusted,
          x
        )
    )
  }

  run_relative_cue_bootstrap <- function(
      prepared,
      B,
      seed,
      progress_every = 100
  ) {
    set.seed(seed)

    condition_results <- vector(
      "list",
      B
    )

    slope_names <- c(
      "relative_party_weight_pairwise",
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted"
    )

    slope_matrix <- matrix(
      NA_real_,
      nrow = B,
      ncol = length(slope_names),
      dimnames = list(
        NULL,
        slope_names
      )
    )

    for (b in seq_len(B)) {
      cluster_weights <- lapply(
        prepared$conditions,
        function(object) {
          n_ids <- length(object$ids)

          sampled_positions <- sample.int(
            n = n_ids,
            size = n_ids,
            replace = TRUE
          )

          tabulate(
            sampled_positions,
            nbins = n_ids
          )
        }
      )

      bootstrap_estimates <- estimate_relative_cue_indices(
        prepared = prepared,
        cluster_weights = cluster_weights
      )

      condition_results[[b]] <-
        bootstrap_estimates$cue_importance %>%
        select(
          party_n,
          party_importance_pairwise,
          economic_importance_pairwise,
          party_importance_pairwise_adjusted,
          economic_importance_pairwise_adjusted,
          relative_party_weight_pairwise
        ) %>%
        mutate(
          bootstrap_replication = b,
          .before = 1
        )

      slope_matrix[b, ] <- estimate_relative_cue_slopes(
        bootstrap_estimates$cue_importance
      )

      if (
        progress_every > 0 &&
        (b %% progress_every == 0 || b == B)
      ) {
        message("Bootstrap: ", b, "/", B)
      }
    }

    list(
      condition_estimates = bind_rows(
        condition_results
      ),
      slopes = as_tibble(
        slope_matrix
      ) %>%
        mutate(
          bootstrap_replication = row_number(),
          .before = 1
        )
    )
  }

  summarise_condition_intervals <- function(
      observed_cue_importance,
      bootstrap_condition_results
  ) {
    statistics <- c(
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted",
      "relative_party_weight_pairwise"
    )

    observed_long <- observed_cue_importance %>%
      select(
        party_n,
        all_of(statistics)
      ) %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "estimate"
      )

    bootstrap_long <- bootstrap_condition_results %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "value"
      ) %>%
      group_by(
        party_n,
        statistic
      ) %>%
      summarise(
        conf_low = safe_quantile(
          value,
          0.025
        ),
        conf_high = safe_quantile(
          value,
          0.975
        ),
        .groups = "drop"
      )

    observed_long %>%
      left_join(
        bootstrap_long,
        by = c(
          "party_n",
          "statistic"
        )
      )
  }

  summarise_slope_inference <- function(
      observed_slopes,
      bootstrap_slopes
  ) {
    statistic_names <- names(observed_slopes)

    map_dfr(
      statistic_names,
      function(statistic_name) {
        bootstrap_values <- bootstrap_slopes[[statistic_name]]
        bootstrap_values <- bootstrap_values[
          is.finite(bootstrap_values)
        ]

        expected_direction <- case_when(
          statistic_name ==
            "economic_importance_pairwise" ~ "negative",
          statistic_name %in% c(
            "party_importance_pairwise",
            "relative_party_weight_pairwise",
            "party_importance_pairwise_adjusted"
          ) ~ "positive",
          TRUE ~ "none"
        )

        analysis_role <- case_when(
          statistic_name %in% c(
            "party_importance_pairwise_adjusted",
            "economic_importance_pairwise_adjusted"
          ) ~ "exploratory_choice_set_adjusted",
          statistic_name == "relative_party_weight_pairwise" ~
            "derived_relative_share",
          TRUE ~ "manuscript_primary_unadjusted"
        )

        estimate <- unname(
          observed_slopes[[statistic_name]]
        )

        tibble(
          study = "Study 2",
          statistic = statistic_name,
          estimate = estimate,
          conf_low = safe_quantile(
            bootstrap_values,
            0.025
          ),
          conf_high = safe_quantile(
            bootstrap_values,
            0.975
          ),
          p_value_two_sided =
            bootstrap_two_sided_p(
              bootstrap_values
            ),
          expected_direction = expected_direction,
          analysis_role = analysis_role,
          estimate_in_expected_direction = case_when(
            expected_direction == "positive" ~ estimate > 0,
            expected_direction == "negative" ~ estimate < 0,
            TRUE ~ NA
          )
        )
      }
    )
  }

  relative_cue_prepared <- prepare_relative_cue_analysis(
    data = conjoint_all_m,
    cue_map = relative_cue_map
  )

  relative_cue_observed <- estimate_relative_cue_indices(
    prepared = relative_cue_prepared
  )

  relative_cue_observed_slopes <- estimate_relative_cue_slopes(
    relative_cue_observed$cue_importance
  )

  write_csv_safely(
    relative_cue_observed$marginal_means,
    "study2_relative_cue_marginal_means.csv"
  )

  write_csv_safely(
    relative_cue_observed$attribute_importance,
    "study2_relative_cue_attribute_importance.csv"
  )

  write_csv_safely(
    relative_cue_observed$cue_importance,
    "study2_relative_cue_importance_and_weight.csv"
  )

  relative_condition_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study2_relative_cue_condition_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  relative_slope_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study2_relative_cue_slope_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  use_saved_relative_bootstrap <-
    !rerun_relative_cue_bootstrap &&
    file.exists(relative_condition_bootstrap_file) &&
    file.exists(relative_slope_bootstrap_file)

  if (use_saved_relative_bootstrap) {
    message("Bootstrap cache")

    relative_cue_condition_bootstrap <- readr::read_csv(
      relative_condition_bootstrap_file,
      show_col_types = FALSE
    )

    relative_cue_slope_bootstrap <- readr::read_csv(
      relative_slope_bootstrap_file,
      show_col_types = FALSE
    )

    saved_B_condition <- n_distinct(
      relative_cue_condition_bootstrap$bootstrap_replication
    )
    saved_B_slope <- n_distinct(
      relative_cue_slope_bootstrap$bootstrap_replication
    )

    if (
      saved_B_condition != relative_cue_bootstrap_B ||
      saved_B_slope != relative_cue_bootstrap_B
    ) {
      message("Bootstrap cache")
      use_saved_relative_bootstrap <- FALSE
    }
  }

  if (!use_saved_relative_bootstrap) {
    relative_cue_bootstrap <- run_relative_cue_bootstrap(
      prepared = relative_cue_prepared,
      B = relative_cue_bootstrap_B,
      seed = relative_cue_bootstrap_seed,
      progress_every = relative_cue_bootstrap_progress_every
    )

    relative_cue_condition_bootstrap <-
      relative_cue_bootstrap$condition_estimates

    relative_cue_slope_bootstrap <-
      relative_cue_bootstrap$slopes

    readr::write_csv(
      relative_cue_condition_bootstrap,
      relative_condition_bootstrap_file
    )

    readr::write_csv(
      relative_cue_slope_bootstrap,
      relative_slope_bootstrap_file
    )
  }

  relative_cue_condition_intervals <- summarise_condition_intervals(
    observed_cue_importance =
      relative_cue_observed$cue_importance,
    bootstrap_condition_results =
      relative_cue_condition_bootstrap
  )

  relative_cue_slope_inference <- summarise_slope_inference(
    observed_slopes =
      relative_cue_observed_slopes,
    bootstrap_slopes =
      relative_cue_slope_bootstrap
  )

  write_csv_safely(
    relative_cue_condition_intervals,
    "study2_relative_cue_condition_intervals.csv"
  )

  write_csv_safely(
    relative_cue_slope_inference,
    "study2_relative_cue_slope_inference.csv"
  )

  relative_cue_primary_result <- relative_cue_slope_inference %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    )

  cat("\nStudy 2:相対比重の線形傾向\n")
  print(relative_cue_primary_result)


  relative_x_offset <- 0.075

  relative_panel_a_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise",
        "economic_importance_pairwise"
      )
    ) %>%
    mutate(
      cue_family = recode(
        statistic,
        party_importance_pairwise = "政党手がかり",
        economic_importance_pairwise = "経済手がかり"
      ),
      cue_family = factor(
        cue_family,
        levels = c(
          "政党手がかり",
          "経済手がかり"
        )
      ),
      x_plot = case_when(
        cue_family == "政党手がかり" ~
          party_n + relative_x_offset,
        cue_family == "経済手がかり" ~
          party_n - relative_x_offset,
        TRUE ~ as.numeric(party_n)
      ),
      value_label = sprintf(
        "%.3f",
        estimate
      )
    )

  relative_panel_b_data <- relative_cue_condition_intervals %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    ) %>%
    mutate(
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_adjusted_label_map <- relative_panel_a_data %>%
    distinct(
      statistic,
      cue_family
    ) %>%
    mutate(
      statistic = paste0(
        statistic,
        "_adjusted"
      ),
      cue_family = as.character(
        cue_family
      )
    )

  relative_panel_adjusted_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise_adjusted",
        "economic_importance_pairwise_adjusted"
      )
    ) %>%
    left_join(
      relative_adjusted_label_map,
      by = "statistic"
    ) %>%
    mutate(
      cue_family = factor(
        cue_family,
        levels = levels(
          relative_panel_a_data$cue_family
        )
      ),
      x_plot = if_else(
        as.integer(cue_family) == 1L,
        party_n + relative_x_offset,
        party_n - relative_x_offset
      ),
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_condition_suffix <- if (
    "政党名手がかり" %in%
      levels(relative_panel_a_data$cue_family)
  ) {
    "選択肢"
  } else {
    "政党"
  }

  relative_condition_axis_title <- if (
    relative_condition_suffix == "選択肢"
  ) {
    "政治経済状況の選択肢数"
  } else {
    "政党選択肢数"
  }

  relative_figure_font_family <- if (
    .Platform$OS.type == "windows"
  ) {
    "Yu Gothic"
  } else {
    "sans"
  }

  relative_theme_japanese_bw <- theme_bw(
    base_size = 12,
    base_family = relative_figure_font_family
  ) +
    theme(
      panel.grid.minor = element_blank(),
      panel.grid.major = element_line(
        linewidth = 0.30,
        color = "grey88"
      ),
      panel.border = element_rect(
        linewidth = 0.65,
        color = "black"
      ),
      axis.text = element_text(
        color = "black"
      ),
      axis.title = element_text(
        color = "black"
      ),
      plot.title = element_text(
        size = 12.5,
        face = "bold",
        hjust = 0
      ),
      plot.subtitle = element_text(
        size = 9.5,
        hjust = 0,
        margin = margin(
          b = 8
        )
      ),
      legend.position = "top",
      legend.justification = "center",
      legend.key.width = grid::unit(
        1.25,
        "cm"
      ),
      plot.margin = margin(
        8,
        10,
        8,
        8
      )
    )

  relative_panel_a <- ggplot(
    relative_panel_a_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = c(
        "政党手がかり" = "solid",
        "経済手がかり" = "dashed"
      )
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "政党"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_number(
        accuracy = 0.005
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A:両手がかりの絶対的重要度",
      subtitle = "",
      x = "政党選択肢数",
      y = "手がかり重要度",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_adjusted_linetypes <- setNames(
    c(
      "solid",
      "dashed"
    ),
    levels(
      relative_panel_adjusted_data$cue_family
    )
  )

  relative_panel_adjusted <- ggplot(
    relative_panel_adjusted_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = relative_adjusted_linetypes
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        relative_condition_suffix
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A:選択肢数調整済み重要度",
      subtitle =
        "未調整重要度 ÷ 平均選択確率(1/選択肢数)",
      x = relative_condition_axis_title,
      y = "平均選択確率に対する水準間差",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_b_range <- range(
    c(
      relative_panel_b_data$conf_low,
      relative_panel_b_data$conf_high,
      0.5
    ),
    na.rm = TRUE
  )

  relative_b_padding <- max(
    0.025,
    0.10 * diff(relative_b_range)
  )

  relative_b_lower <- max(
    0,
    floor(
      20 *
        (relative_b_range[1] - relative_b_padding)
    ) / 20
  )

  relative_b_upper <- min(
    1,
    ceiling(
      20 *
        (relative_b_range[2] + relative_b_padding)
    ) / 20
  )

  if (relative_b_lower >= relative_b_upper) {
    relative_b_lower <- max(
      0,
      relative_b_lower - 0.05
    )
    relative_b_upper <- min(
      1,
      relative_b_upper + 0.05
    )
  }

  relative_panel_b <- ggplot(
    relative_panel_b_data,
    aes(
      x = party_n,
      y = estimate
    )
  ) +
    geom_hline(
      yintercept = 0.5,
      linetype = "dashed",
      linewidth = 0.55,
      color = "black"
    ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "政党"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      breaks = seq(
        relative_b_lower,
        relative_b_upper,
        by = 0.05
      ),
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.05,
          0.08
        )
      )
    ) +
    coord_cartesian(
      ylim = c(
        relative_b_lower,
        relative_b_upper
      )
    ) +
    labs(
      title = "B:相対的な政党手がかりの比重",
      subtitle =
        "政党手がかり重要度 ÷(政党手がかり重要度+経済手がかり重要度)",
      x = "政党選択肢数",
      y = "相対的な政党手がかり比重"
    ) +
    relative_theme_japanese_bw +
    theme(
      legend.position = "none"
    )

  relative_panel_c <- relative_panel_b +
    labs(
      title = paste0(
        "B:相対的な",
        levels(relative_panel_a_data$cue_family)[1],
        "の比重"
      )
    )

  figure_relative_weight_jp <- (
    relative_panel_a |
      relative_panel_b
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_jp
  )

  save_plot(
    "fig_study2_relative_cue_weight_jp_bw.png",
    figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      "fig_study2_relative_cue_weight_jp_bw.pdf"
    ),
    plot = figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  figure_relative_weight_adjusted_jp <- (
    relative_panel_adjusted |
      relative_panel_c
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_adjusted_jp
  )

  relative_adjusted_figure_stub <- paste0(
    "fig_study",
    stringr::str_extract(
      study_label,
      "[123]"
    ),
    "_relative_cue_weight_choice_set_adjusted_jp_bw"
  )

  save_plot(
    paste0(
      relative_adjusted_figure_stub,
      ".png"
    ),
    figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      paste0(
        relative_adjusted_figure_stub,
        ".pdf"
      )
    ),
    plot = figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  relative_cue_results <- list(
    prepared = relative_cue_prepared,
    marginal_means =
      relative_cue_observed$marginal_means,
    attribute_importance =
      relative_cue_observed$attribute_importance,
    cue_importance =
      relative_cue_observed$cue_importance,
    observed_slopes =
      relative_cue_observed_slopes,
    condition_bootstrap =
      relative_cue_condition_bootstrap,
    slope_bootstrap =
      relative_cue_slope_bootstrap,
    condition_intervals =
      relative_cue_condition_intervals,
    slope_inference =
      relative_cue_slope_inference,
    primary_result =
      relative_cue_primary_result,
    plots = list(
      absolute_importance = relative_panel_a,
      choice_set_adjusted_importance =
        relative_panel_adjusted,
      relative_party_weight = relative_panel_b,
      relative_party_weight_panel_c =
        relative_panel_c,
      combined = figure_relative_weight_jp,
      combined_with_choice_set_adjustment =
        figure_relative_weight_adjusted_jp
    )
  )

  saveRDS(
    relative_cue_results,
    file = file.path(
      output_dir,
      "study2_relative_cue_results.rds"
    )
  )


  saveRDS(
    list(
      settings = list(
        require_initial_consent = require_initial_consent,
        require_final_consent = require_final_consent,
        require_attention_check = require_attention_check,
        require_manipulation_check = require_manipulation_check
      ),
      sample_flow = sample_flow,
      n_by_party = n_by_party,
      valid_ids = valid_ids,
      conjoint_all = conjoint_all,
      conjoint_all_m = conjoint_all_m,
      covar_id = covar_id,
      models_by_party_n_nocov = models_by_party_n_nocov,
      models_by_party_n_cov = models_by_party_n_cov,
      m_interaction = m_interaction,
      models_clogit_nocov = models_clogit_nocov,
      relative_cue = relative_cue_results,
      plots = list(
        amce_cov = p_amce_cov_main,
        amce_nocov = p_amce_nocov_appendix,
        interaction = p_interaction,
        heatmap = p_heat_amce,
        heatmap_rank = p_heat_amce_rank,
        clogit_odds_ratio = p_clogit_or,
        relative_cue_weight = figure_relative_weight_jp,
        relative_cue_weight_choice_set_adjusted =
          figure_relative_weight_adjusted_jp
      )
    ),
    file = file.path(output_dir, "study2_analysis_objects.rds")
  )

  capture.output(
    sessionInfo(),
    file = file.path(output_dir, "sessionInfo.txt")
  )

  cat("
Done: ", normalizePath(output_dir), "
", sep = "")

  environment()
})

A.4 実験3:本文の図7・図8・図9

# 本文コード
study3_env <- local({
required_packages <- c(
    "dplyr",
    "tidyr",
    "stringr",
    "purrr",
    "readr",
    "fixest",
    "tibble",
    "forcats",
    "ggplot2",
    "scales",
    "survival",
    "patchwork"
  )

  missing_packages <- required_packages[
    !vapply(required_packages, requireNamespace, logical(1), quietly = TRUE)
  ]

  if (length(missing_packages) > 0) {
    stop("No packages")
  }

  library(dplyr)
  library(tidyr)
  library(stringr)
  library(purrr)
  library(readr)
  library(fixest)
  library(tibble)
  library(forcats)
  library(ggplot2)
  library(scales)
  library(survival)
  library(patchwork)

  data_file <- unified_config$study3$data_file
  output_dir <- unified_config$study3$output_dir

  dir.create(output_dir, showWarnings = FALSE, recursive = TRUE)

  require_initial_consent <- TRUE
  require_final_consent <- TRUE
  final_consent_var <- "Q8.1"

  require_attention_check <- TRUE
  require_manipulation_check <- TRUE

  require_all_five_tasks <- TRUE

  attention_check_var <- "Q25.1_11"
  attention_check_correct <- "3"

  relative_cue_bootstrap_B <- unified_config$relative_cue_bootstrap_B
  relative_cue_bootstrap_seed <- unified_config$relative_cue_bootstrap_seed + 3L
  relative_cue_bootstrap_progress_every <- unified_config$relative_cue_bootstrap_progress_every

  rerun_relative_cue_bootstrap <- unified_config$rerun_relative_cue_bootstrap

  figure_font_family <- if (.Platform$OS.type == "windows") {
    "Yu Gothic"
  } else {
    ""
  }


  norm_text <- function(x) {
    x %>%
      as.character() %>%
      str_replace_all("\u3000", " ") %>%
      str_squish() %>%
      str_replace_all("~", "~") %>%
      str_replace_all("〜", "~")
  }

  as_num <- function(x) {
    suppressWarnings(readr::parse_number(norm_text(x)))
  }

  first_existing <- function(dat, candidates) {
    out <- candidates[candidates %in% names(dat)]
    if (length(out) == 0) {
      NA_character_
    } else {
      out[1]
    }
  }

  get_var <- function(dat, candidates) {
    v <- first_existing(dat, candidates)

    if (is.na(v)) {
      rep(NA_character_, nrow(dat))
    } else {
      dat[[v]]
    }
  }

  is_response_code <- function(x, code) {
    x_norm <- norm_text(x)
    code_chr <- as.character(code)

    x_norm == code_chr |
      str_detect(x_norm, paste0("\\(", code_chr, "\\)$"))
  }

  relevel_if_present <- function(x, ref) {
    x <- factor(x)

    if (ref %in% levels(x)) {
      relevel(x, ref = ref)
    } else {
      x
    }
  }

  factor_miss <- function(x, miss = "欠損・無回答") {
    x <- norm_text(x)
    x[is.na(x) | x == "" | x == "NA"] <- miss
    factor(x)
  }

  mean_impute <- function(x) {
    x <- as.numeric(x)
    miss <- as.integer(is.na(x))

    if (all(is.na(x))) {
      value <- x
    } else {
      value <- ifelse(
        is.na(x),
        mean(x, na.rm = TRUE),
        x
      )
    }

    list(
      value = value,
      miss = miss
    )
  }

  write_csv_safely <- function(x, filename) {
    readr::write_csv(
      x,
      file.path(output_dir, filename),
      na = ""
    )
  }

  save_plot <- function(
    filename,
    plot,
    width,
    height,
    dpi = 300
  ) {
    ggplot2::ggsave(
      filename = file.path(output_dir, filename),
      plot = plot,
      width = width,
      height = height,
      dpi = dpi
    )
  }

  canonicalize_party_name <- function(x) {
    x_norm <- norm_text(x)
    x_compact <- str_replace_all(x_norm, "\\s+", "")

    case_when(
      is.na(x_compact) | x_compact == "" ~ NA_character_,

      x_compact %in% c(
        "自由民主党",
        "自民党",
        "自民"
      ) ~ "自由民主党",

      x_compact %in% c(
        "立憲民主党",
        "立民"
      ) ~ "立憲民主党",

      x_compact %in% c(
        "日本維新の会",
        "維新"
      ) ~ "日本維新の会",

      x_compact == "公明党" ~ "公明党",

      x_compact %in% c(
        "国民民主党",
        "国民"
      ) ~ "国民民主党",

      x_compact %in% c(
        "れいわ新選組",
        "れいわ"
      ) ~ "れいわ新選組",

      x_compact == "参政党" ~ "参政党",

      x_compact %in% c(
        "日本共産党",
        "共産党"
      ) ~ "日本共産党",

      x_compact == "中道改革連合" ~ "中道改革連合",

      x_compact == "日本保守党" ~ "日本保守党",

      x_compact %in% c(
        "社会民主党",
        "社民党"
      ) ~ "社会民主党",

      x_compact == "チームみらい" ~ "チームみらい",

      TRUE ~ x_norm
    )
  }

  canonicalize_economic_level <- function(x) {
    x_norm <- norm_text(x) %>%
      str_replace_all("+", "+") %>%
      str_replace_all("−|-|―", "-") %>%
      str_replace_all("%", "%")

    case_when(
      is.na(x_norm) | x_norm == "" ~ NA_character_,

      str_detect(x_norm, "GDP") &
        str_detect(x_norm, "プラス|\\+\\s*1") ~
        "GDP成長率プラス1%",

      str_detect(x_norm, "GDP") &
        str_detect(x_norm, "マイナス|-\\s*1") ~
        "GDP成長率マイナス1%",

      str_detect(x_norm, "GDP") &
        str_detect(x_norm, \\s*0|0\\s*%|変わらず|変化なし") ~
        "GDP成長率±0%",

      str_detect(x_norm, "日経平均") &
        str_detect(x_norm, "プラス|\\+\\s*1000") ~
        "日経平均前月同期比プラス1000円",

      str_detect(x_norm, "日経平均") &
        str_detect(x_norm, "マイナス|-\\s*1000") ~
        "日経平均前月同期比マイナス1000円",

      str_detect(x_norm, "日経平均") &
        str_detect(x_norm, "変わらず|変化なし|±\\s*0|0\\s*円") ~
        "日経平均前月同期比変わらず",

      str_detect(x_norm, "CPI|物価") &
        str_detect(x_norm, "プラス|\\+\\s*1") ~
        "CPI前期比プラス1ポイント",

      str_detect(x_norm, "CPI|物価") &
        str_detect(x_norm, "マイナス|-\\s*1") ~
        "CPI前期比マイナス1ポイント",

      str_detect(x_norm, "CPI|物価") &
        str_detect(x_norm, \\s*0|0\\s*ポイント|変わらず|変化なし") ~
        "CPI前期比±0ポイント",

      str_detect(x_norm, "失業率|雇用") &
        str_detect(x_norm, "プラス|\\+\\s*1") ~
        "失業率前期比プラス1%",

      str_detect(x_norm, "失業率|雇用") &
        str_detect(x_norm, "マイナス|-\\s*1") ~
        "失業率前期比マイナス1%",

      str_detect(x_norm, "失業率|雇用") &
        str_detect(x_norm, \\s*0|0\\s*%|変わらず|変化なし") ~
        "失業率前期比±0%",

      TRUE ~ x_norm
    )
  }

  level_to_attr_var <- function(x) {
    x_norm <- canonicalize_economic_level(x)

    case_when(
      str_detect(x_norm, "^GDP成長率") ~ "gdp_growth",
      str_detect(x_norm, "^日経平均") ~ "nikkei",
      str_detect(x_norm, "^CPI") ~ "cpi",
      str_detect(x_norm, "^失業率") ~ "unemployment",
      TRUE ~ NA_character_
    )
  }

  tidy_fixest <- function(model) {
    ct <- as.data.frame(fixest::coeftable(model))
    ct$term <- rownames(ct)

    estimate_col <- intersect(
      c("Estimate", "estimate"),
      names(ct)
    )[1]

    se_col <- intersect(
      c("Std. Error", "Std. error", "std.error"),
      names(ct)
    )[1]

    statistic_col <- intersect(
      c("t value", "z value", "statistic"),
      names(ct)
    )[1]

    p_col <- intersect(
      c("Pr(>|t|)", "Pr(>|z|)", "p.value"),
      names(ct)
    )[1]

    if (
      is.na(estimate_col) |
        is.na(se_col) |
        is.na(statistic_col) |
        is.na(p_col)
    ) {
      stop("Check data")
    }

    ct %>%
      as_tibble() %>%
      transmute(
        term = term,
        estimate = .data[[estimate_col]],
        std.error = .data[[se_col]],
        statistic = .data[[statistic_col]],
        p.value = .data[[p_col]],
        conf.low = estimate - 1.96 * std.error,
        conf.high = estimate + 1.96 * std.error
      )
  }


  if (!file.exists(data_file)) {
    stop("Check data")
  }

  raw <- readr::read_csv(
    data_file,
    col_types = cols(.default = col_character()),
    show_col_types = FALSE,
    name_repair = "minimal"
  )


  if (require_final_consent) {
    final_consent_var <- detect_final_consent_column(
      raw = raw,
      preferred_candidates = c("Q8.1", "Q9.1", "Q10.1"),
      study_label = "Study 3"
    )
  }

  if (require_attention_check) {
    attention_check_var <- detect_attention_check_column(
      raw = raw,
      preferred_candidates = c("Q25.1_11", "Q25.1_10"),
      study_label = "Study 3"
    )
  }

  if (!"ResponseId" %in% names(raw)) {
    stop("Check data")
  }

  df_header_removed <- raw %>%
    filter(
      !is.na(ResponseId),
      ResponseId != "",
      !str_detect(
        norm_text(ResponseId),
        "^(Response ID|回答ID)$|ImportId"
      )
    ) %>%
    mutate(ID = as.character(ResponseId))

  duplicate_ids <- df_header_removed %>%
    count(ID) %>%
    filter(n > 1)

  if (nrow(duplicate_ids) > 0) {
    print(duplicate_ids)
    stop("Check")
  }

  sample_flow <- tibble(
    stage = "Qualtrics質問文行・ImportId行を除外後",
    n = nrow(df_header_removed)
  )

  df <- df_header_removed

  if (require_initial_consent) {
    if (!"Q1.1" %in% names(df)) {
      stop("Check initial consent")
    }

    df <- df %>%
      filter(
        is_response_code(Q1.1, 1) |
          str_detect(
            norm_text(Q1.1),
            "趣旨に同意して.*協力する"
          )
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(
        stage = "初回同意 Q1.1 = 1",
        n = nrow(df)
      )
    )
  }

  if (require_final_consent) {
    if (is.na(final_consent_var) || !final_consent_var %in% names(df)) {
      stop("Check final consent")
    }

    df <- df %>%
      filter(
        is_response_code(.data[[final_consent_var]], 1) |
          str_detect(
            norm_text(.data[[final_consent_var]]),
            "同意し.*回答結果を送信する"
          )
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(
        stage = paste0("最終同意 ", final_consent_var, " = 1"),
        n = nrow(df)
      )
    )
  }

  if (require_attention_check) {
    if (!attention_check_var %in% names(df)) {
      stop("Check attention item")
    }

    attention_check_correct <- detect_attention_correct_code(
      df[[attention_check_var]],
      displayed_answer = 3L,
      recoded_answer = 6L,
      study_label = "Study 3"
    )

    df <- df %>%
      filter(
        is_response_code(
          .data[[attention_check_var]],
          attention_check_correct
        )
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(
        stage = paste0(
          "指示項目正答(",
          attention_check_var,
          "、保存コード=",
          attention_check_correct,
          ")"
        ),
        n = nrow(df)
      )
    )
  }

  print(sample_flow)
  write_csv_safely(
    sample_flow,
    "sample_flow_before_conjoint.csv"
  )


  choice_map <- detect_conjoint_choice_map(
    raw = raw,
    party_numbers = 2:5,
    study_label = "Study 3"
  )

  manipulation_map <- detect_manipulation_map(
    raw = raw,
    choice_map = choice_map,
    study_label = "Study 3"
  )

  write_csv_safely(choice_map, "detected_choice_question_map.csv")
  write_csv_safely(manipulation_map, "detected_manipulation_question_map.csv")


  required_attr_vars <- c(
    "party_name",
    "gdp_growth",
    "nikkei",
    "cpi",
    "unemployment"
  )

  expected_party_levels <- c(
    "自由民主党",
    "立憲民主党",
    "日本維新の会",
    "公明党",
    "国民民主党",
    "れいわ新選組",
    "参政党",
    "日本共産党",
    "中道改革連合"
  )

  allowed_economic_levels <- list(
    gdp_growth = c(
      "GDP成長率±0%",
      "GDP成長率プラス1%",
      "GDP成長率マイナス1%"
    ),

    nikkei = c(
      "日経平均前月同期比変わらず",
      "日経平均前月同期比プラス1000円",
      "日経平均前月同期比マイナス1000円"
    ),

    cpi = c(
      "CPI前期比±0ポイント",
      "CPI前期比プラス1ポイント",
      "CPI前期比マイナス1ポイント"
    ),

    unemployment = c(
      "失業率前期比±0%",
      "失業率前期比プラス1%",
      "失業率前期比マイナス1%"
    )
  )


  make_profile_long <- function(dat, n_party) {

    map_n <- choice_map %>%
      filter(party_n == n_party)

    qvars <- map_n$choice_var

    missing_q <- setdiff(qvars, names(dat))

    if (length(missing_q) > 0) {
      stop("Check choice columns")
    }

    dat_n <- dat %>%
      filter(
        if_any(
          all_of(qvars),
          ~ !is.na(.x) & norm_text(.x) != ""
        )
      )

    if (require_manipulation_check) {
      manipulation_row <- manipulation_map %>%
        filter(party_n == n_party)

      manipulation_var <- manipulation_row$manipulation_var
      correct_answer <- manipulation_row$correct_answer

      if (!manipulation_var %in% names(dat_n)) {
        stop("Check manipulation item")
      }

      dat_n <- dat_n %>%
        filter(
          is_response_code(
            .data[[manipulation_var]],
            correct_answer
          )
        )
    }

    choice_long <- dat_n %>%
      select(
        ID,
        all_of(qvars)
      ) %>%
      pivot_longer(
        cols = all_of(qvars),
        names_to = "choice_var",
        values_to = "choice_raw"
      ) %>%
      left_join(
        map_n,
        by = "choice_var"
      ) %>%
      mutate(
        choice = parse_choice_position(choice_raw)
      ) %>%
      filter(!is.na(choice)) %>%
      select(
        ID,
        party_n,
        task,
        choice
      )

    invalid_choice <- choice_long %>%
      filter(
        choice < 1 |
          choice > n_party
      )

    if (nrow(invalid_choice) > 0) {
      print(invalid_choice)
      stop("Check choice values")
    }

    duplicate_choice <- choice_long %>%
      count(
        ID,
        task
      ) %>%
      filter(n != 1)

    if (nrow(duplicate_choice) > 0) {
      print(duplicate_choice)
      stop("Check duplicate choices")
    }

    party_regex <- paste0(
      "^S3_P",
      n_party,
      "_PARTY_([1-5])_([1-",
      n_party,
      "])$"
    )

    party_cols <- names(dat_n)[
      str_detect(
        names(dat_n),
        party_regex
      )
    ]

    expected_party_cols_n <- 5 * n_party

    if (length(party_cols) != expected_party_cols_n) {
      stop("Check")
    }

    party_long <- dat_n %>%
      select(
        ID,
        all_of(party_cols)
      ) %>%
      pivot_longer(
        cols = all_of(party_cols),
        names_to = "party_var",
        values_to = "party_name_raw"
      ) %>%
      extract(
        party_var,
        into = c(
          "task",
          "profile"
        ),
        regex = party_regex,
        convert = TRUE
      ) %>%
      mutate(
        party_name = canonicalize_party_name(
          party_name_raw
        )
      ) %>%
      filter(
        task %in% 1:5,
        profile %in% 1:n_party,
        !is.na(party_name),
        party_name != ""
      ) %>%
      select(
        ID,
        task,
        profile,
        party_name
      )

    duplicate_party_name <- party_long %>%
      count(
        ID,
        task,
        profile
      ) %>%
      filter(n != 1)

    if (nrow(duplicate_party_name) > 0) {
      print(
        head(
          duplicate_party_name,
          50
        )
      )
      stop("Check")
    }

    level_regex <- paste0(
      "^S3_P",
      n_party,
      "_F_([1-5])_([1-",
      n_party,
      "])_([1-4])$"
    )

    level_cols <- names(dat_n)[
      str_detect(
        names(dat_n),
        level_regex
      )
    ]

    expected_level_cols_n <- 5 * n_party * 4

    if (length(level_cols) != expected_level_cols_n) {
      stop("Check attributes")
    }

    level_long <- dat_n %>%
      select(
        ID,
        all_of(level_cols)
      ) %>%
      pivot_longer(
        cols = all_of(level_cols),
        names_to = "fvar",
        values_to = "level_raw"
      ) %>%
      extract(
        fvar,
        into = c(
          "task",
          "profile",
          "attr_order"
        ),
        regex = level_regex,
        convert = TRUE
      ) %>%
      mutate(
        level = canonicalize_economic_level(
          level_raw
        ),
        attr_var = level_to_attr_var(
          level
        )
      ) %>%
      filter(
        task %in% 1:5,
        profile %in% 1:n_party,
        attr_order %in% 1:4,
        !is.na(level),
        level != ""
      )

    unknown_levels <- level_long %>%
      filter(
        is.na(attr_var)
      ) %>%
      distinct(
        level_raw,
        level
      )

    if (nrow(unknown_levels) > 0) {
      print(unknown_levels)
      stop("Check attributes")
    }

    profile_attribute_count <- level_long %>%
      count(
        ID,
        task,
        profile,
        name = "n_attribute_rows"
      ) %>%
      filter(
        n_attribute_rows != 4
      )

    if (nrow(profile_attribute_count) > 0) {
      print(
        head(
          profile_attribute_count,
          50
        )
      )
      stop("Check attributes")
    }

    duplicate_attribute <- level_long %>%
      count(
        ID,
        task,
        profile,
        attr_var
      ) %>%
      filter(n != 1)

    if (nrow(duplicate_attribute) > 0) {
      print(
        head(
          duplicate_attribute,
          50
        )
      )
      stop("Check attributes")
    }

    economic_wide <- level_long %>%
      select(
        ID,
        task,
        profile,
        attr_var,
        level
      ) %>%
      pivot_wider(
        names_from = attr_var,
        values_from = level,
        values_fn = list(
          level = ~ first(.x)
        )
      )

    profile_wide <- party_long %>%
      inner_join(
        economic_wide,
        by = c(
          "ID",
          "task",
          "profile"
        )
      ) %>%
      inner_join(
        choice_long,
        by = c(
          "ID",
          "task"
        )
      ) %>%
      mutate(
        party_n = n_party,
        selected = as.integer(
          profile == choice
        ),
        task_id = paste(
          ID,
          party_n,
          task,
          sep = "_"
        ),
        profile_id = paste(
          ID,
          party_n,
          task,
          profile,
          sep = "_"
        )
      )

    missing_attr <- setdiff(
      required_attr_vars,
      names(profile_wide)
    )

    if (length(missing_attr) > 0) {
      stop("Check attributes")
    }

    profile_wide <- profile_wide %>%
      select(
        ID,
        party_n,
        task,
        profile,
        choice,
        selected,
        task_id,
        profile_id,
        all_of(required_attr_vars)
      ) %>%
      arrange(
        ID,
        task,
        profile
      )

    return(profile_wide)
  }


  conjoint_2 <- make_profile_long(
    df,
    2
  )

  conjoint_3 <- make_profile_long(
    df,
    3
  )

  conjoint_4 <- make_profile_long(
    df,
    4
  )

  conjoint_5 <- make_profile_long(
    df,
    5
  )

  conjoint_all_unfiltered <- bind_rows(
    conjoint_2,
    conjoint_3,
    conjoint_4,
    conjoint_5
  )


  id_task_check <- conjoint_all_unfiltered %>%
    group_by(
      ID,
      party_n,
      task
    ) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    group_by(
      ID,
      party_n
    ) %>%
    summarise(
      n_tasks = n_distinct(task),
      all_tasks_ok = all(
        n_profiles == party_n &
          selected_sum == 1
      ),
      .groups = "drop"
    )

  if (require_all_five_tasks) {
    valid_ids <- id_task_check %>%
      filter(
        n_tasks == 5,
        all_tasks_ok
      )
  } else {
    valid_ids <- id_task_check %>%
      filter(all_tasks_ok)
  }

  conjoint_all <- conjoint_all_unfiltered %>%
    semi_join(
      valid_ids,
      by = c(
        "ID",
        "party_n"
      )
    )

  sample_flow <- bind_rows(
    sample_flow,
    tibble(
      stage = if (require_all_five_tasks) {
        "5課題すべてが完全な回答者"
      } else {
        "回答済み課題がすべて完全な回答者"
      },
      n = n_distinct(conjoint_all$ID)
    )
  )

  n_by_party <- valid_ids %>%
    count(
      party_n,
      name = "n"
    ) %>%
    complete(
      party_n = 2:5,
      fill = list(n = 0)
    ) %>%
    arrange(party_n)

  n_total <- valid_ids %>%
    summarise(
      n = n_distinct(ID)
    ) %>%
    pull(n)

  figure_n_labels <- bind_rows(
    tibble(
      position = "全サンプル",
      label = paste0(
        "全サンプル, n=",
        scales::comma(n_total)
      )
    ),

    n_by_party %>%
      mutate(
        position = paste0(
          party_n,
          "選択肢"
        ),
        label = paste0(
          "n=",
          scales::comma(n)
        )
      ) %>%
      select(
        position,
        label
      )
  )

  cat("\n分析対象者数\n")
  print(n_by_party)
  cat(
    "全サンプル n=",
    n_total,
    "\n",
    sep = ""
  )

  write_csv_safely(
    sample_flow,
    "sample_flow.csv"
  )

  write_csv_safely(
    id_task_check,
    "id_task_check.csv"
  )

  write_csv_safely(
    valid_ids,
    "valid_ids.csv"
  )

  write_csv_safely(
    n_by_party,
    "n_by_party.csv"
  )

  write_csv_safely(
    figure_n_labels,
    "figure_n_labels.csv"
  )


  check_profile <- conjoint_all %>%
    group_by(
      party_n,
      ID,
      task,
      task_id
    ) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    count(
      party_n,
      n_profiles,
      selected_sum
    )

  print(check_profile)

  stopifnot(
    all(
      check_profile$n_profiles ==
        check_profile$party_n
    )
  )

  stopifnot(
    all(
      check_profile$selected_sum == 1
    )
  )

  allowed_economic_df <- enframe(
    allowed_economic_levels,
    name = "name",
    value = "value"
  ) %>%
    unnest(value)

  unexpected_economic_values <- conjoint_all %>%
    select(
      all_of(
        names(allowed_economic_levels)
      )
    ) %>%
    pivot_longer(
      cols = everything(),
      names_to = "name",
      values_to = "value"
    ) %>%
    filter(
      !is.na(value),
      value != ""
    ) %>%
    distinct(
      name,
      value
    ) %>%
    anti_join(
      allowed_economic_df,
      by = c(
        "name",
        "value"
      )
    )

  print(unexpected_economic_values)

  stopifnot(
    nrow(unexpected_economic_values) == 0
  )

  observed_party_levels <- conjoint_all %>%
    distinct(party_name) %>%
    arrange(party_name)

  observed_economic_levels <- conjoint_all %>%
    select(
      all_of(
        names(allowed_economic_levels)
      )
    ) %>%
    pivot_longer(
      cols = everything(),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    distinct(
      attribute,
      level
    ) %>%
    arrange(
      attribute,
      level
    )

  party_level_frequency <- conjoint_all %>%
    count(
      party_n,
      party_name,
      name = "n_profiles"
    ) %>%
    group_by(party_n) %>%
    mutate(
      proportion = n_profiles /
        sum(n_profiles)
    ) %>%
    ungroup()

  economic_level_frequency <- conjoint_all %>%
    select(
      party_n,
      all_of(
        names(allowed_economic_levels)
      )
    ) %>%
    pivot_longer(
      cols = all_of(
        names(allowed_economic_levels)
      ),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    count(
      party_n,
      attribute,
      level,
      name = "n_profiles"
    ) %>%
    group_by(
      party_n,
      attribute
    ) %>%
    mutate(
      proportion = n_profiles /
        sum(n_profiles)
    ) %>%
    ungroup()

  write_csv_safely(
    check_profile,
    "profile_expansion_check.csv"
  )

  write_csv_safely(
    observed_party_levels,
    "observed_party_levels.csv"
  )

  write_csv_safely(
    observed_economic_levels,
    "observed_economic_levels.csv"
  )

  write_csv_safely(
    party_level_frequency,
    "party_level_frequency.csv"
  )

  write_csv_safely(
    economic_level_frequency,
    "economic_level_frequency.csv"
  )

  write_csv_safely(
    conjoint_all,
    "study3_profile_level_data.csv"
  )


  analysis_ids <- valid_ids %>%
    select(
      ID,
      party_n
    )

  if (attention_check_var %in% names(df)) {
    attention_summary <- df %>%
      semi_join(
        analysis_ids,
        by = "ID"
      ) %>%
      transmute(
        ID,
        attention_response = norm_text(
          .data[[attention_check_var]]
        ),
        attention_pass = is_response_code(
          .data[[attention_check_var]],
          attention_check_correct
        )
      ) %>%
      count(
        attention_response,
        attention_pass,
        name = "n"
      ) %>%
      arrange(
        desc(attention_pass),
        attention_response
      )
  } else {
    attention_summary <- tibble(
      attention_response = character(),
      attention_pass = logical(),
      n = integer()
    )
  }

  manipulation_summary <- map_dfr(
    2:5,
    function(n_party) {
      manipulation_row <- manipulation_map %>%
        filter(
          party_n == n_party
        )

      v <- manipulation_row$manipulation_var
      correct <- manipulation_row$correct_answer

      if (!v %in% names(df)) {
        return(
          tibble(
            party_n = n_party,
            response = NA_character_,
            correct = NA,
            n = 0L
          )
        )
      }

      df %>%
        semi_join(
          analysis_ids %>%
            filter(
              party_n == n_party
            ),
          by = "ID"
        ) %>%
        transmute(
          party_n = n_party,
          response = norm_text(
            .data[[v]]
          ),
          correct = is_response_code(
            .data[[v]],
            correct
          )
        ) %>%
        count(
          party_n,
          response,
          correct,
          name = "n"
        )
    }
  )

  write_csv_safely(
    attention_summary,
    "attention_check_summary.csv"
  )

  write_csv_safely(
    manipulation_summary,
    "party_number_check_summary.csv"
  )


  observed_party_vector <- conjoint_all %>%
    distinct(party_name) %>%
    pull(party_name)

  party_reference <- if (
    "自由民主党" %in% observed_party_vector
  ) {
    "自由民主党"
  } else {
    sort(observed_party_vector)[1]
  }

  if (party_reference != "自由民主党") {
    warning("Check")
  }

  party_levels_use <- c(
    party_reference,

    expected_party_levels[
      expected_party_levels %in%
        observed_party_vector &
        expected_party_levels !=
        party_reference
    ],

    sort(
      setdiff(
        observed_party_vector,
        expected_party_levels
      )
    )
  ) %>%
    unique()

  conjoint_all_m <- conjoint_all %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),

      party_name = factor(
        party_name,
        levels = party_levels_use
      ),

      gdp_growth = factor(
        gdp_growth,
        levels = allowed_economic_levels$gdp_growth
      ),

      nikkei = factor(
        nikkei,
        levels = allowed_economic_levels$nikkei
      ),

      cpi = factor(
        cpi,
        levels = allowed_economic_levels$cpi
      ),

      unemployment = factor(
        unemployment,
        levels = allowed_economic_levels$unemployment
      ),

      party_n_f = factor(
        as.character(party_n),
        levels = c(
          "2",
          "3",
          "4",
          "5"
        )
      ),

      party_n_c = party_n - 2
    )

  attr_terms <- c(
    "party_name",
    "gdp_growth",
    "nikkei",
    "cpi",
    "unemployment"
  )

  economic_attr_terms <- c(
    "gdp_growth",
    "nikkei",
    "cpi",
    "unemployment"
  )


  formula_nocov <- as.formula(
    paste(
      "selected ~",
      paste(
        attr_terms,
        collapse = " + "
      )
    )
  )

  run_amce_nocov <- function(dat) {
    feols(
      formula_nocov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_nocov <- conjoint_all_m %>%
    split(.$party_n) %>%
    map(run_amce_nocov)

  capture.output(
    etable(
      models_by_party_n_nocov
    ),
    file = file.path(
      output_dir,
      "amce_nocov_models.txt"
    )
  )


  m_interaction <- feols(
    selected ~
      party_n_f *
      (
        party_name +
          gdp_growth +
          nikkei +
          cpi +
          unemployment
      ),
    data = conjoint_all_m,
    vcov = ~ ID
  )

  capture.output(
    summary(m_interaction),
    file = file.path(
      output_dir,
      "amce_interaction_model.txt"
    )
  )


  m_linear_trend <- feols(
    selected ~
      party_n_c *
      (
        party_name +
          gdp_growth +
          nikkei +
          cpi +
          unemployment
      ),
    data = conjoint_all_m,
    vcov = ~ ID
  )

  capture.output(
    summary(m_linear_trend),
    file = file.path(
      output_dir,
      "amce_linear_trend_model.txt"
    )
  )


  party_term_labels <- tibble(
    term = paste0(
      "party_name",
      party_levels_use[-1]
    ),
    attribute = "政権与党の政党名",
    cue_type = "政党名の手がかり",
    label = party_levels_use[-1],
    order = seq_along(
      party_levels_use[-1]
    )
  )

  economic_term_labels <- tribble(
    ~term, ~attribute, ~cue_type, ~label, ~order,

    "gdp_growthGDP成長率プラス1%",
    "GDP成長率",
    "経済の手がかり",
    "GDP:プラス1%",
    1,

    "gdp_growthGDP成長率マイナス1%",
    "GDP成長率",
    "経済の手がかり",
    "GDP:マイナス1%",
    2,

    "nikkei日経平均前月同期比プラス1000円",
    "日経平均",
    "経済の手がかり",
    "日経平均:プラス1000円",
    3,

    "nikkei日経平均前月同期比マイナス1000円",
    "日経平均",
    "経済の手がかり",
    "日経平均:マイナス1000円",
    4,

    "cpiCPI前期比プラス1ポイント",
    "CPI",
    "経済の手がかり",
    "CPI:プラス1ポイント",
    5,

    "cpiCPI前期比マイナス1ポイント",
    "CPI",
    "経済の手がかり",
    "CPI:マイナス1ポイント",
    6,

    "unemployment失業率前期比プラス1%",
    "失業率",
    "経済の手がかり",
    "失業率:プラス1%",
    7,

    "unemployment失業率前期比マイナス1%",
    "失業率",
    "経済の手がかり",
    "失業率:マイナス1%",
    8
  )

  term_labels <- bind_rows(
    party_term_labels %>%
      mutate(
        order_global = order
      ),

    economic_term_labels %>%
      mutate(
        order_global =
          max(
            c(
              party_term_labels$order,
              0
            )
          ) +
          order
      )
  ) %>%
    select(
      term,
      attribute,
      cue_type,
      label,
      order = order_global
    )

  attribute_order <- c(
    "政権与党の政党名",
    "GDP成長率",
    "日経平均",
    "CPI",
    "失業率"
  )

  label_order <- term_labels %>%
    arrange(order) %>%
    pull(label)

  make_amce_plot_df <- function(models) {
    imap_dfr(
      models,
      ~ tidy_fixest(.x) %>%
        mutate(
          party_n = as.character(.y)
        )
    ) %>%
      left_join(
        term_labels,
        by = "term"
      ) %>%
      filter(
        !is.na(attribute)
      ) %>%
      mutate(
        estimate_pp = estimate * 100,
        conf.low_pp = conf.low * 100,
        conf.high_pp = conf.high * 100,

        party_n = factor(
          party_n,
          levels = c(
            "2",
            "3",
            "4",
            "5"
          ),
          labels = c(
            "2選択肢",
            "3選択肢",
            "4選択肢",
            "5選択肢"
          )
        ),

        attribute = factor(
          attribute,
          levels = attribute_order
        ),

        label = factor(
          label,
          levels = rev(
            label_order
          )
        )
      )
  }

  amce_plot_nocov <- make_amce_plot_df(
    models_by_party_n_nocov
  )

  write_csv_safely(
    amce_plot_nocov,
    "amce_nocov_coefficients.csv"
  )

  interaction_plot_df <- tidy_fixest(
    m_interaction
  ) %>%
    filter(
      str_detect(
        term,
        "party_n_f[345]"
      )
    ) %>%
    mutate(
      party_n_code = str_extract(
        term,
        "party_n_f[345]"
      ),

      party_n = str_remove(
        party_n_code,
        "party_n_f"
      ),

      base_term = term %>%
        str_remove(
          "party_n_f[345]:"
        ) %>%
        str_remove(
          ":party_n_f[345]"
        )
    ) %>%
    left_join(
      term_labels,
      by = c(
        "base_term" = "term"
      )
    ) %>%
    filter(
      !is.na(attribute)
    ) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,

      party_n_label = factor(
        party_n,
        levels = c(
          "3",
          "4",
          "5"
        ),
        labels = c(
          "3選択肢",
          "4選択肢",
          "5選択肢"
        )
      ),

      attribute = factor(
        attribute,
        levels = attribute_order
      ),

      label = factor(
        label,
        levels = rev(
          label_order
        )
      )
    )

  write_csv_safely(
    interaction_plot_df,
    "amce_interaction_coefficients.csv"
  )

  linear_trend_plot_df <- tidy_fixest(
    m_linear_trend
  ) %>%
    filter(
      str_detect(
        term,
        "party_n_c:"
      ) |
        str_detect(
          term,
          ":party_n_c"
        )
    ) %>%
    mutate(
      base_term = term %>%
        str_remove(
          "party_n_c:"
        ) %>%
        str_remove(
          ":party_n_c"
        )
    ) %>%
    left_join(
      term_labels,
      by = c(
        "base_term" = "term"
      )
    ) %>%
    filter(
      !is.na(attribute)
    ) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,

      attribute = factor(
        attribute,
        levels = attribute_order
      ),

      label = factor(
        label,
        levels = rev(
          label_order
        )
      )
    )

  write_csv_safely(
    linear_trend_plot_df,
    "amce_linear_trend_coefficients.csv"
  )


  recode_female_study3 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num == 2 ~ 1L,
      x_num == 1 ~ 0L,
      TRUE ~ NA_integer_
    )
  }

  recode_college_grad_study3 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num %in% c(
        4,
        5
      ) ~ 1L,

      x_num %in% c(
        1,
        2,
        3
      ) ~ 0L,

      TRUE ~ NA_integer_
    )
  }

  recode_self_ideology_study3 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num %in% 1:8 ~ x_num,
      x_num == 12 ~ 9,
      x_num == 13 ~ 10,
      x_num == 14 ~ 11,
      TRUE ~ NA_real_
    )
  }

  recode_party_support_study3 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num == 1 ~ "自由民主党",
      x_num == 2 ~ "中道改革連合",
      x_num == 3 ~ "立憲民主党",
      x_num == 4 ~ "公明党",
      x_num == 5 ~ "日本維新の会",
      x_num == 6 ~ "国民民主党",
      x_num == 7 ~ "れいわ新選組",
      x_num == 8 ~ "日本共産党",
      x_num == 9 ~ "参政党",
      x_num == 10 ~ "日本保守党",
      x_num == 11 ~ "社会民主党",
      x_num == 12 ~ "チームみらい",
      x_num == 13 ~ "その他",
      x_num == 14 ~ "支持政党なし",
      x_num == 15 ~ "わからない",
      x_num == 16 ~ "答えたくない",
      TRUE ~ NA_character_
    )
  }

  gender_raw <- get_var(
    df,
    c(
      "Q2.1",
      "Q2_1"
    )
  )

  age_raw <- get_var(
    df,
    c(
      "Q2.2_13",
      "Q2.2.13",
      "Q2_2_13",
      "Q2.2_2",
      "Q2.2.2",
      "Q2_2_2"
    )
  )

  education_raw <- get_var(
    df,
    c(
      "Q2.3",
      "Q2_3"
    )
  )

  region_raw <- get_var(
    df,
    c(
      "Q2.4_1",
      "Q2.4.1",
      "Q2_4_1"
    )
  )

  prefecture_raw <- get_var(
    df,
    c(
      "Q2.4_2",
      "Q2.4.2",
      "Q2_4_2"
    )
  )

  income_gross_raw <- get_var(
    df,
    c(
      "Q2.5_1",
      "Q2.5.1",
      "Q2_5_1"
    )
  )

  income_net_raw <- get_var(
    df,
    c(
      "Q2.5_2",
      "Q2.5.2",
      "Q2_5_2"
    )
  )

  zero_income_reason_raw <- get_var(
    df,
    c(
      "Q2.6",
      "Q2_6"
    )
  )

  self_ideology_raw <- get_var(
    df,
    c(
      "Q25.1_1",
      "Q25.1.1",
      "Q25_1_1"
    )
  )

  party_support_raw <- get_var(
    df,
    c(
      "Q7.2",
      "Q7_2"
    )
  )

  covar_id <- df %>%
    transmute(
      ID = as.character(ResponseId),

      female = recode_female_study3(
        gender_raw
      ),

      age = as_num(
        age_raw
      ),

      college_grad = recode_college_grad_study3(
        education_raw
      ),

      region = factor_miss(
        region_raw
      ),

      prefecture = factor_miss(
        prefecture_raw
      ),

      income_gross = as_num(
        income_gross_raw
      ),

      income_net = as_num(
        income_net_raw
      ),

      income_gross_log = log1p(
        income_gross
      ),

      income_net_log = log1p(
        income_net
      ),

      zero_income_reason = factor_miss(
        zero_income_reason_raw
      ),

      self_ideology = recode_self_ideology_study3(
        self_ideology_raw
      ),

      party_support = recode_party_support_study3(
        party_support_raw
      ),

      party_support_f = factor_miss(
        party_support
      ),

      party_support_profile = canonicalize_party_name(
        party_support
      )
    ) %>%
    semi_join(
      valid_ids %>%
        select(ID),
      by = "ID"
    ) %>%
    distinct(
      ID,
      .keep_all = TRUE
    )

  covar_id <- covar_id %>%
    mutate(
      age = if_else(
        age >= 18 &
          age <= 79,
        age,
        NA_real_
      )
    )

  age_imp_obj <- mean_impute(
    covar_id$age
  )

  income_gross_imp_obj <- mean_impute(
    covar_id$income_gross_log
  )

  self_ideology_imp_obj <- mean_impute(
    covar_id$self_ideology
  )

  covar_id <- covar_id %>%
    mutate(
      female_imp = if_else(
        is.na(female),
        0L,
        female
      ),

      female_miss = as.integer(
        is.na(female)
      ),

      college_grad_imp = if_else(
        is.na(college_grad),
        0L,
        college_grad
      ),

      college_grad_miss = as.integer(
        is.na(college_grad)
      ),

      age_imp = age_imp_obj$value,

      age_miss = age_imp_obj$miss,

      income_gross_log_imp =
        income_gross_imp_obj$value,

      income_gross_log_miss =
        income_gross_imp_obj$miss,

      self_ideology_imp =
        self_ideology_imp_obj$value,

      self_ideology_miss =
        self_ideology_imp_obj$miss
    )

  covariate_missing_summary <- covar_id %>%
    summarise(
      n_ids = n_distinct(ID),
      female_missing = sum(
        is.na(female)
      ),
      age_missing = sum(
        is.na(age)
      ),
      college_grad_missing = sum(
        is.na(college_grad)
      ),
      income_gross_missing = sum(
        is.na(income_gross_log)
      ),
      self_ideology_missing = sum(
        is.na(self_ideology)
      ),
      party_support_missing = sum(
        is.na(party_support)
      )
    )

  zero_income_summary <- covar_id %>%
    count(
      zero_income_reason,
      name = "n"
    ) %>%
    arrange(
      desc(n)
    )

  print(covariate_missing_summary)

  write_csv_safely(
    covar_id,
    "respondent_covariates.csv"
  )

  write_csv_safely(
    covariate_missing_summary,
    "covariate_missing_summary.csv"
  )

  write_csv_safely(
    zero_income_summary,
    "zero_income_reason_summary.csv"
  )


  conjoint_all_cov <- conjoint_all_m %>%
    left_join(
      covar_id,
      by = "ID"
    )

  covariate_terms <- c(
    "female_imp",
    "female_miss",
    "age_imp",
    "age_miss",
    "college_grad_imp",
    "college_grad_miss",
    "income_gross_log_imp",
    "income_gross_log_miss",
    "self_ideology_imp",
    "self_ideology_miss",
    "party_support_f"
  )

  has_variation <- function(dat, v) {
    if (!v %in% names(dat)) {
      return(FALSE)
    }

    dplyr::n_distinct(
      dat[[v]],
      na.rm = TRUE
    ) > 1
  }

  covariate_terms_use <- covariate_terms[
    map_lgl(
      covariate_terms,
      ~ has_variation(
        conjoint_all_cov,
        .x
      )
    )
  ]

  formula_cov <- as.formula(
    paste(
      "selected ~",
      paste(
        c(
          attr_terms,
          covariate_terms_use
        ),
        collapse = " + "
      )
    )
  )

  run_amce_cov <- function(dat) {
    feols(
      formula_cov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_cov <- conjoint_all_cov %>%
    split(.$party_n) %>%
    map(run_amce_cov)

  capture.output(
    etable(
      models_by_party_n_nocov,
      models_by_party_n_cov,
      headers = c(
        rep(
          "共変量なし",
          length(
            models_by_party_n_nocov
          )
        ),
        rep(
          "共変量あり",
          length(
            models_by_party_n_cov
          )
        )
      )
    ),
    file = file.path(
      output_dir,
      "amce_nocov_and_cov_models.txt"
    )
  )

  amce_plot_cov <- make_amce_plot_df(
    models_by_party_n_cov
  )

  write_csv_safely(
    amce_plot_cov,
    "amce_cov_coefficients.csv"
  )


  study_label <- "実験3(2026年)"

  p_amce_cov <- ggplot(
    amce_plot_cov,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(
        width = 0.65
      ),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(
        width = 0.65
      ),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) {
        paste0(x, " pp")
      },
      breaks = scales::pretty_breaks(
        n = 8
      )
    ) +
    scale_shape_manual(
      name = "選択肢数",
      values = c(
        "2選択肢" = 16,
        "3選択肢" = 17,
        "4選択肢" = 15,
        "5選択肢" = 1
      )
    ) +
    scale_linetype_manual(
      name = "選択肢数",
      values = c(
        "2選択肢" = "solid",
        "3選択肢" = "dashed",
        "4選択肢" = "dotted",
        "5選択肢" = "dotdash"
      )
    ) +
    labs(
      subtitle = paste0(
        "政党名の基準カテゴリ:",
        party_reference,
        "。経済属性は変化なしを基準とする。"
      ),
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(
        size = 10
      ),
      legend.position = "top",
      legend.title = element_text(
        face = "bold"
      ),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(
        size = 9
      ),
      axis.title.x = element_text(
        face = "bold"
      )
    )

  print(p_amce_cov)

  save_plot(
    "amce_cov_facet_model.png",
    p_amce_cov,
    width = 10.5,
    height = 11.5
  )


  p_amce_nocov <- ggplot(
    amce_plot_nocov,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(
        width = 0.65
      ),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(
        width = 0.65
      ),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) {
        paste0(x, " pp")
      },
      breaks = scales::pretty_breaks(
        n = 8
      )
    ) +
    scale_shape_manual(
      name = "選択肢数",
      values = c(
        "2選択肢" = 16,
        "3選択肢" = 17,
        "4選択肢" = 15,
        "5選択肢" = 1
      )
    ) +
    scale_linetype_manual(
      name = "選択肢数",
      values = c(
        "2選択肢" = "solid",
        "3選択肢" = "dashed",
        "4選択肢" = "dotted",
        "5選択肢" = "dotdash"
      )
    ) +
    labs(
      subtitle = paste0(
        "政党名の基準カテゴリ:",
        party_reference,
        "。経済属性は変化なしを基準とする。"
      ),
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(
        size = 10
      ),
      legend.position = "top",
      legend.title = element_text(
        face = "bold"
      ),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(
        size = 9
      ),
      axis.title.x = element_text(
        face = "bold"
      )
    )

  print(p_amce_nocov)

  save_plot(
    "amce_nocov_facet_model.png",
    p_amce_nocov,
    width = 10.5,
    height = 11.5
  )


  p_interaction <- ggplot(
    interaction_plot_df,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n_label,
      linetype = party_n_label,
      group = party_n_label
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(
        width = 0.65
      ),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(
        width = 0.65
      ),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) {
        paste0(x, " pp")
      },
      breaks = scales::pretty_breaks(
        n = 8
      )
    ) +
    scale_shape_manual(
      name = "2選択肢条件との比較",
      values = c(
        "3選択肢" = 17,
        "4選択肢" = 15,
        "5選択肢" = 1
      )
    ) +
    scale_linetype_manual(
      name = "2選択肢条件との比較",
      values = c(
        "3選択肢" = "dashed",
        "4選択肢" = "dotted",
        "5選択肢" = "dotdash"
      )
    ) +
    labs(
      x = "2選択肢条件との差",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 15
      ),
      legend.position = "top",
      legend.title = element_text(
        face = "bold"
      ),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(
        size = 9
      ),
      axis.title.x = element_text(
        face = "bold"
      )
    )

  print(p_interaction)

  save_plot(
    "amce_interaction_difference_from_2choice.png",
    p_interaction,
    width = 10.5,
    height = 11.5
  )


  p_linear_trend <- ggplot(
    linear_trend_plot_df,
    aes(
      x = estimate_pp,
      y = label
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      size = 2.5,
      shape = 21,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) {
        paste0(x, " pp")
      },
      breaks = scales::pretty_breaks(
        n = 8
      )
    ) +
    labs(
      subtitle = "横軸は、選択肢数が1つ増えたときの属性効果の変化",
      x = "1選択肢増加当たりのAMCE変化",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 15
      ),
      plot.subtitle = element_text(
        size = 10
      ),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(
        size = 9
      ),
      axis.title.x = element_text(
        face = "bold"
      )
    )

  print(p_linear_trend)

  save_plot(
    "amce_linear_trend.png",
    p_linear_trend,
    width = 10.5,
    height = 11.5
  )


  heatmap_df <- amce_plot_cov %>%
    mutate(
      abs_amce = abs(
        estimate_pp
      )
    ) %>%
    group_by(party_n) %>%
    mutate(
      rank_within_condition =
        min_rank(
          desc(abs_amce)
        ),

      n_in_condition = n(),

      rank_score = if_else(
        n_in_condition == 1,
        1,
        1 -
          (
            rank_within_condition - 1
          ) /
          (
            n_in_condition - 1
          )
      )
    ) %>%
    ungroup()

  heatmap_row_order <- heatmap_df %>%
    group_by(
      label,
      attribute
    ) %>%
    summarise(
      mean_abs_amce = mean(
        abs_amce,
        na.rm = TRUE
      ),
      .groups = "drop"
    ) %>%
    arrange(
      desc(mean_abs_amce)
    ) %>%
    pull(label) %>%
    as.character()

  heatmap_df <- heatmap_df %>%
    mutate(
      label_heat = factor(
        as.character(label),
        levels = rev(
          heatmap_row_order
        )
      )
    )

  p_heat_amce <- ggplot(
    heatmap_df,
    aes(
      x = party_n,
      y = label_heat,
      fill = abs_amce
    )
  ) +
    geom_tile(
      color = "grey45",
      linewidth = 0.3
    ) +
    geom_text(
      aes(
        label = sprintf(
          "%.1f",
          estimate_pp
        ),
        color = if_else(
          rank_score >= 0.55,
          "white",
          "black"
        )
      ),
      size = 3.1
    ) +
    scale_color_identity() +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_fill_gradient(
      low = "white",
      high = "grey20",
      name = "|AMCE|\n(pp)"
    ) +
    labs(
      subtitle = "セル内の数値は符号付きAMCE(percentage points)",
      x = "選択肢数",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      plot.title = element_text(
        face = "bold"
      ),
      legend.position = "right",
      panel.grid = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold"
      ),
      axis.text.y = element_text(
        size = 8.5
      )
    )

  print(p_heat_amce)

  save_plot(
    "amce_cov_heatmap.png",
    p_heat_amce,
    width = 10.5,
    height = 11.5
  )


  conjoint_clogit <- conjoint_all_m %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),
      task_id = factor(task_id),

      party_name = relevel_if_present(
        party_name,
        party_reference
      ),

      gdp_growth = relevel_if_present(
        gdp_growth,
        allowed_economic_levels$gdp_growth[1]
      ),

      nikkei = relevel_if_present(
        nikkei,
        allowed_economic_levels$nikkei[1]
      ),

      cpi = relevel_if_present(
        cpi,
        allowed_economic_levels$cpi[1]
      ),

      unemployment = relevel_if_present(
        unemployment,
        allowed_economic_levels$unemployment[1]
      )
    )

  formula_clogit_nocov <- as.formula(
    paste0(
      "selected ~ ",
      paste(
        attr_terms,
        collapse = " + "
      ),
      " + strata(task_id) + cluster(ID)"
    )
  )

  run_clogit_nocov <- function(dat) {
    survival::clogit(
      formula_clogit_nocov,
      data = dat,
      method = "efron"
    )
  }

  models_clogit_nocov <- conjoint_clogit %>%
    split(.$party_n) %>%
    map(run_clogit_nocov)

  capture.output(
    lapply(
      models_clogit_nocov,
      summary
    ),
    file = file.path(
      output_dir,
      "conditional_logit_models.txt"
    )
  )

  tidy_clogit <- function(model) {
    s <- summary(model)
    ct <- as.data.frame(
      s$coefficients
    )
    ct$term <- rownames(ct)

    se_col <- if (
      "robust se" %in% names(ct)
    ) {
      "robust se"
    } else if (
      "se(coef)" %in% names(ct)
    ) {
      "se(coef)"
    } else {
      stop("Check clogit")
    }

    p_col <- if (
      "Pr(>|z|)" %in% names(ct)
    ) {
      "Pr(>|z|)"
    } else if (
      "Pr(>|t|)" %in% names(ct)
    ) {
      "Pr(>|t|)"
    } else {
      NA_character_
    }

    ct %>%
      as_tibble() %>%
      transmute(
        term = term,
        estimate = coef,
        std.error = .data[[se_col]],

        p.value = if (
          !is.na(p_col)
        ) {
          .data[[p_col]]
        } else {
          NA_real_
        },

        conf.low =
          estimate -
          1.96 *
          std.error,

        conf.high =
          estimate +
          1.96 *
          std.error,

        odds_ratio = exp(
          estimate
        ),

        odds_ratio_low = exp(
          conf.low
        ),

        odds_ratio_high = exp(
          conf.high
        )
      )
  }

  clogit_plot_df <- imap_dfr(
    models_clogit_nocov,
    ~ tidy_clogit(.x) %>%
      mutate(
        party_n = as.character(.y)
      )
  ) %>%
    left_join(
      term_labels,
      by = "term"
    ) %>%
    filter(
      !is.na(attribute)
    ) %>%
    mutate(
      party_n = factor(
        party_n,
        levels = c(
          "2",
          "3",
          "4",
          "5"
        ),
        labels = c(
          "2選択肢",
          "3選択肢",
          "4選択肢",
          "5選択肢"
        )
      ),

      attribute = factor(
        attribute,
        levels = attribute_order
      ),

      label = factor(
        label,
        levels = rev(
          label_order
        )
      )
    )

  write_csv_safely(
    clogit_plot_df,
    "conditional_logit_coefficients.csv"
  )


  p_clogit_or <- ggplot(
    clogit_plot_df,
    aes(
      x = odds_ratio,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 1,
      linetype = "dashed",
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = odds_ratio_low,
        xmax = odds_ratio_high
      ),
      position = position_dodge(
        width = 0.72
      ),
      height = 0.15,
      linewidth = 0.45,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(
        width = 0.72
      ),
      size = 2.4,
      stroke = 0.7,
      color = "black"
    ) +
    scale_x_log10(
      breaks = scales::log_breaks(
        n = 8
      )
    ) +
    scale_shape_manual(
      values = c(
        "2選択肢" = 16,
        "3選択肢" = 17,
        "4選択肢" = 15,
        "5選択肢" = 1
      )
    ) +
    scale_linetype_manual(
      values = c(
        "2選択肢" = "solid",
        "3選択肢" = "dashed",
        "4選択肢" = "dotdash",
        "5選択肢" = "twodash"
      )
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    labs(
      x = "オッズ比",
      y = NULL,
      shape = "選択肢数",
      linetype = "選択肢数"
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      legend.position = "bottom",
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      plot.title = element_text(
        face = "bold"
      ),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold"
      ),
      axis.text.y = element_text(
        size = 8.5
      )
    )

  print(p_clogit_or)

  save_plot(
    "clogit_oddsratio_nocov.png",
    p_clogit_or,
    width = 10.5,
    height = 11.5
  )


  experimental_party_names <- as.character(
    party_levels_use
  )

  conjoint_match <- conjoint_all_cov %>%
    mutate(
      party_name_chr = as.character(party_name),
      
      support_party_valid = if_else(
        party_support_profile %in% experimental_party_names,
        party_support_profile,
        NA_character_
      ),
      
      party_match = case_when(
        is.na(support_party_valid) ~ NA_integer_,
        party_name_chr == support_party_valid ~ 1L,
        TRUE ~ 0L
      )
    ) %>%
    filter(
      !is.na(party_match)
    )

  party_match_sample <- conjoint_match %>%
    distinct(
      ID,
      party_n,
      support_party_valid
    ) %>%
    count(
      party_n,
      support_party_valid,
      name = "n_respondents"
    )

  write_csv_safely(
    party_match_sample,
    "party_match_sample.csv"
  )


  formula_party_match_overall <- as.formula(
    paste(
      "selected ~",
      paste(
        c(
          "party_name",
          "party_match",
          economic_attr_terms
        ),
        collapse = " + "
      )
    )
  )

  run_party_match_overall <- function(dat) {
    feols(
      formula_party_match_overall,
      data = dat,
      vcov = ~ ID
    )
  }

  models_party_match_by_n <- conjoint_match %>%
    split(.$party_n) %>%
    map(run_party_match_overall)

  m_party_match_interaction <- feols(
    selected ~
      party_n_f *
      party_match +
      party_name +
      gdp_growth +
      nikkei +
      cpi +
      unemployment,
    data = conjoint_match,
    vcov = ~ ID
  )

  capture.output(
    lapply(
      models_party_match_by_n,
      summary
    ),
    file = file.path(
      output_dir,
      "party_match_models_by_choice_number.txt"
    )
  )

  capture.output(
    summary(m_party_match_interaction),
    file = file.path(
      output_dir,
      "party_match_interaction_model.txt"
    )
  )

  extract_party_match_term <- function(model) {
    out <- tidy_fixest(model) %>%
      filter(term == "party_match")
    
    if (nrow(out) == 0) {
      return(
        tibble(
          term = "party_match",
          estimate = NA_real_,
          std.error = NA_real_,
          statistic = NA_real_,
          p.value = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_
        )
      )
    }
    
    out
  }

  party_match_coef_df <- imap_dfr(
    models_party_match_by_n,
    ~ extract_party_match_term(.x) %>%
      mutate(
        support_group = "全体",
        support_group_label = "全体",
        party_n = as.integer(.y)
      )
  ) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      
      party_n_label = factor(
        party_n,
        levels = 2:5,
        labels = c(
          "2選択肢",
          "3選択肢",
          "4選択肢",
          "5選択肢"
        )
      )
    )

  write_csv_safely(
    party_match_coef_df,
    "party_match_coefficients.csv"
  )


  target_support_groups <- c(
    "自由民主党",
    "中道改革連合",
    "立憲民主党",
    "参政党"
  )

  target_support_labels <- c(
    "自由民主党"   = "自民党支持者",
    "中道改革連合" = "中道改革支持者",
    "立憲民主党"   = "立憲支持者",
    "参政党"       = "参政党支持者"
  )

  party_match_subgroup_sample <- conjoint_match %>%
    distinct(
      ID,
      party_n,
      support_party_valid
    ) %>%
    filter(
      support_party_valid %in% target_support_groups
    ) %>%
    count(
      support_party_valid,
      party_n,
      name = "n_respondents"
    ) %>%
    mutate(
      support_group_label = recode(
        support_party_valid,
        !!!target_support_labels
      )
    )

  write_csv_safely(
    party_match_subgroup_sample,
    "party_match_subgroup_sample.csv"
  )

  support_group_total_n <- conjoint_match %>%
    distinct(
      ID,
      support_party_valid
    ) %>%
    filter(
      support_party_valid %in% target_support_groups
    ) %>%
    count(
      support_party_valid,
      name = "n_total"
    )

  formula_party_match_subgroup <- as.formula(
    paste(
      "selected ~",
      paste(
        c(
          "party_match",
          economic_attr_terms
        ),
        collapse = " + "
      )
    )
  )

  run_party_match_subgroup <- function(dat) {
    feols(
      formula_party_match_subgroup,
      data = dat,
      vcov = ~ ID
    )
  }

  estimate_party_match_subgroup <- function(
      dat,
      support_group_value
  ) {
    map_dfr(
      2:5,
      function(n_value) {
        
        dat_n <- dat %>%
          filter(
            party_n == n_value,
            support_party_valid == support_group_value
          )
        
        n_ids <- n_distinct(dat_n$ID)
        
        if (nrow(dat_n) == 0 || n_ids == 0) {
          return(
            tibble(
              term = "party_match",
              estimate = NA_real_,
              std.error = NA_real_,
              statistic = NA_real_,
              p.value = NA_real_,
              conf.low = NA_real_,
              conf.high = NA_real_,
              support_group = support_group_value,
              support_group_label = unname(
                target_support_labels[[support_group_value]]
              ),
              party_n = n_value,
              n_ids = n_ids
            )
          )
        }
        
        model_n <- tryCatch(
          run_party_match_subgroup(dat_n),
          error = function(e) NULL
        )
        
        if (is.null(model_n)) {
          return(
            tibble(
              term = "party_match",
              estimate = NA_real_,
              std.error = NA_real_,
              statistic = NA_real_,
              p.value = NA_real_,
              conf.low = NA_real_,
              conf.high = NA_real_,
              support_group = support_group_value,
              support_group_label = unname(
                target_support_labels[[support_group_value]]
              ),
              party_n = n_value,
              n_ids = n_ids
            )
          )
        }
        
        extract_party_match_term(model_n) %>%
          mutate(
            support_group = support_group_value,
            support_group_label = unname(
              target_support_labels[[support_group_value]]
            ),
            party_n = n_value,
            n_ids = n_ids
          )
      }
    )
  }

  party_match_subgroup_coef_df <- map_dfr(
    target_support_groups,
    ~ estimate_party_match_subgroup(
      conjoint_match,
      .x
    )
  ) %>%
    left_join(
      support_group_total_n,
      by = c(
        "support_group" = "support_party_valid"
      )
    ) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      party_n_label = factor(
        party_n,
        levels = 2:5,
        labels = c(
          "2選択肢",
          "3選択肢",
          "4選択肢",
          "5選択肢"
        )
      )
    )

  write_csv_safely(
    party_match_subgroup_coef_df,
    "party_match_subgroup_coefficients.csv"
  )


  party_match_plot_df_all <- bind_rows(
    party_match_coef_df %>%
      mutate(panel = "overall"),
    party_match_subgroup_coef_df %>%
      mutate(panel = "subgroup")
  ) %>%
    filter(
      is.finite(estimate_pp),
      is.finite(conf.low_pp),
      is.finite(conf.high_pp)
    )

  if (nrow(party_match_plot_df_all) == 0) {
    stop("Check data")
  }

  y_range_match <- range(
    c(
      party_match_plot_df_all$conf.low_pp,
      party_match_plot_df_all$conf.high_pp
    ),
    na.rm = TRUE
  )

  y_span_match <- diff(y_range_match)

  if (!is.finite(y_span_match) || y_span_match <= 0) {
    y_span_match <- 5
  }

  y_pad_match <- max(1.2, 0.10 * y_span_match)

  y_limits_match <- c(
    y_range_match[1] - y_pad_match,
    y_range_match[2] + y_pad_match
  )


  theme_party_match_bw <- theme_bw(
    base_size = 12,
    base_family = figure_font_family
  ) +
    theme(
      panel.grid.minor = element_blank(),
      panel.grid.major = element_line(
        linewidth = 0.30,
        color = "grey88"
      ),
      panel.border = element_rect(
        linewidth = 0.65,
        color = "black"
      ),
      axis.text = element_text(color = "black"),
      axis.title = element_text(color = "black"),
      plot.title = element_text(
        face = "bold"
      ),
      plot.subtitle = element_text(
        size = rel(0.92)
      ),
      plot.margin = margin(
        8, 10, 8, 8
      )
    )


  make_party_match_panel_plot <- function(
      dat,
      panel_title,
      panel_subtitle = NULL,
      base_size = 11,
      show_y_title = TRUE,
      show_x_title = TRUE
  ) {
    ggplot(
      dat,
      aes(
        x = party_n,
        y = estimate_pp
      )
    ) +
      geom_line(
        linewidth = 0.80,
        color = "black",
        na.rm = TRUE
      ) +
      geom_errorbar(
        aes(
          ymin = conf.low_pp,
          ymax = conf.high_pp
        ),
        width = 0.075,
        linewidth = 0.80,
        color = "black",
        na.rm = TRUE
      ) +
      geom_label(
        aes(
          label = sprintf("%.1f pp", estimate_pp)
        ),
        size = 3.45,
        family = figure_font_family,
        label.size = 0,
        label.padding = unit(
          0.12,
          "lines"
        ),
        fill = "white",
        color = "black",
        na.rm = TRUE
      ) +
      scale_x_continuous(
        breaks = 2:5,
        labels = paste0(
          2:5,
          "選択肢"
        ),
        limits = c(1.72, 5.28)
      ) +
      scale_y_continuous(
        labels = function(x) {
          paste0(x, " pp")
        },
        breaks = scales::pretty_breaks(n = 6),
        expand = expansion(
          mult = c(0.05, 0.08)
        )
      ) +
      coord_cartesian(
        ylim = y_limits_match
      ) +
      labs(
        title = panel_title,
        subtitle = panel_subtitle,
        x = if (show_x_title) "選択肢数" else NULL,
        y = if (show_y_title) "一致した場合の選択確率の変化" else NULL
      ) +
      theme_bw(
        base_size = base_size,
        base_family = figure_font_family
      ) +
      theme_party_match_bw +
      theme(
        plot.title = element_text(
          face = "bold"
        ),
        axis.title.x = if (show_x_title) element_text() else element_blank(),
        axis.title.y = if (show_y_title) element_text() else element_blank()
      )
  }

  make_support_group_title <- function(
      support_group_value
  ) {
    n_value <- support_group_total_n %>%
      filter(
        support_party_valid == support_group_value
      ) %>%
      pull(n_total)
    
    if (length(n_value) == 0 || is.na(n_value)) {
      n_value <- 0
    }
    
    paste0(
      target_support_labels[[support_group_value]],
      "\n(n=",
      scales::comma(n_value),
      ")"
    )
  }


  p_party_match_overall <- make_party_match_panel_plot(
    party_match_coef_df,
    panel_title = NULL,
    panel_subtitle =
      "上段は全体、下段は支持政党別(自民・中道改革・立憲・参政)。政党名と経済属性を統制した線形確率モデル。",
    base_size = 12,
    show_y_title = TRUE,
    show_x_title = TRUE
  )


  p_party_match_ldp <- make_party_match_panel_plot(
    party_match_subgroup_coef_df %>%
      filter(support_group == "自由民主党"),
    panel_title = make_support_group_title("自由民主党"),
    base_size = 10,
    show_y_title = TRUE,
    show_x_title = TRUE
  )

  p_party_match_chr <- make_party_match_panel_plot(
    party_match_subgroup_coef_df %>%
      filter(support_group == "中道改革連合"),
    panel_title = make_support_group_title("中道改革連合"),
    base_size = 10,
    show_y_title = FALSE,
    show_x_title = TRUE
  )

  p_party_match_cdp <- make_party_match_panel_plot(
    party_match_subgroup_coef_df %>%
      filter(support_group == "立憲民主党"),
    panel_title = make_support_group_title("立憲民主党"),
    base_size = 10,
    show_y_title = FALSE,
    show_x_title = TRUE
  )

  p_party_match_sansei <- make_party_match_panel_plot(
    party_match_subgroup_coef_df %>%
      filter(support_group == "参政党"),
    panel_title = make_support_group_title("参政党"),
    base_size = 10,
    show_y_title = FALSE,
    show_x_title = TRUE
  )

  p_party_match_bottom <-
    p_party_match_ldp +
    p_party_match_chr +
    p_party_match_cdp +
    p_party_match_sansei +
    patchwork::plot_layout(ncol = 4)

  p_party_match <-
    p_party_match_overall /
    p_party_match_bottom +
    patchwork::plot_layout(
      heights = c(1.25, 1)
    )

  print(p_party_match)

  save_plot(
    "party_match_effect_combined.png",
    p_party_match,
    width = 14,
    height = 8.8
  )


  relative_cue_map <- c(
    party_name = "party",
    gdp_growth = "economic",
    nikkei = "economic",
    cpi = "economic",
    unemployment = "economic"
  )

  mean_absolute_pairwise_difference <- function(x) {
    x <- x[is.finite(x)]

    if (length(x) < 2) {
      return(NA_real_)
    }

    pairwise_differences <- combn(
      x,
      2,
      FUN = function(z) abs(z[1] - z[2])
    )

    mean(pairwise_differences)
  }

  linear_slope <- function(y, x) {
    keep <- is.finite(y) & is.finite(x)
    y <- y[keep]
    x <- x[keep]

    if (length(y) < 2 || length(unique(x)) < 2) {
      return(NA_real_)
    }

    unname(coef(lm(y ~ x))[2])
  }

  bootstrap_two_sided_p <- function(x) {
    x <- x[is.finite(x)]
    B_valid <- length(x)

    if (B_valid == 0) {
      return(NA_real_)
    }

    p_lower <- (1 + sum(x <= 0)) / (B_valid + 1)
    p_upper <- (1 + sum(x >= 0)) / (B_valid + 1)

    min(1, 2 * min(p_lower, p_upper))
  }

  safe_quantile <- function(x, probability) {
    x <- x[is.finite(x)]

    if (length(x) == 0) {
      return(NA_real_)
    }

    unname(
      quantile(
        x,
        probs = probability,
        type = 6,
        na.rm = TRUE
      )
    )
  }

  prepare_relative_cue_analysis <- function(data, cue_map) {
    attributes <- names(cue_map)

    required_columns <- c(
      "ID",
      "party_n",
      "selected",
      attributes
    )

    missing_columns <- setdiff(
      required_columns,
      names(data)
    )

    if (length(missing_columns) > 0) {
      stop("Check relative weight")
    }

    if (!all(unname(cue_map) %in% c("party", "economic"))) {
      stop("Check relative weight")
    }

    analysis_data <- data %>%
      select(
        ID,
        party_n,
        selected,
        all_of(attributes)
      ) %>%
      mutate(
        ID = as.character(ID),
        party_n = as.integer(as.character(party_n)),
        selected = as.integer(selected),
        across(
          all_of(attributes),
          as.character
        )
      ) %>%
      filter(
        !is.na(ID),
        party_n %in% 2:5,
        selected %in% c(0L, 1L)
      )

    observed_conditions <- sort(
      unique(analysis_data$party_n)
    )

    if (!identical(observed_conditions, 2:5)) {
      stop("Check")
    }

    long_data <- analysis_data %>%
      pivot_longer(
        cols = all_of(attributes),
        names_to = "attribute",
        values_to = "level"
      ) %>%
      filter(
        !is.na(level),
        level != ""
      )

    expected_cells <- long_data %>%
      distinct(
        attribute,
        level
      ) %>%
      mutate(
        attribute_order = match(
          attribute,
          attributes
        )
      ) %>%
      arrange(
        attribute_order,
        attribute,
        level
      ) %>%
      select(-attribute_order) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    respondent_cell <- long_data %>%
      group_by(
        party_n,
        ID,
        attribute,
        level
      ) %>%
      summarise(
        y_sum = sum(selected),
        n_obs = n(),
        .groups = "drop"
      ) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    condition_objects <- lapply(
      2:5,
      function(n_value) {
        condition_data <- respondent_cell %>%
          filter(
            party_n == n_value
          )

        id_values <- sort(
          unique(condition_data$ID)
        )
        n_ids <- length(id_values)
        n_cells <- nrow(expected_cells)

        if (n_ids == 0) {
          stop("Check")
        }

        y_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        n_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        row_index <- match(
          condition_data$ID,
          id_values
        )
        column_index <- match(
          condition_data$cell_key,
          expected_cells$cell_key
        )

        y_matrix[cbind(row_index, column_index)] <-
          condition_data$y_sum
        n_matrix[cbind(row_index, column_index)] <-
          condition_data$n_obs

        if (any(colSums(n_matrix) == 0)) {
          missing_cells <- expected_cells$cell_key[
            colSums(n_matrix) == 0
          ]

          stop("Check attributes")
        }

        list(
          party_n = n_value,
          ids = id_values,
          cell_info = expected_cells,
          y_matrix = y_matrix,
          n_matrix = n_matrix
        )
      }
    )

    names(condition_objects) <- as.character(2:5)

    list(
      cue_map = cue_map,
      attributes = attributes,
      conditions = condition_objects
    )
  }

  estimate_relative_cue_indices <- function(
      prepared,
      cluster_weights = NULL
  ) {
    condition_results <- lapply(
      names(prepared$conditions),
      function(condition_name) {
        object <- prepared$conditions[[condition_name]]

        if (is.null(cluster_weights)) {
          weights <- rep(
            1,
            length(object$ids)
          )
        } else {
          weights <- cluster_weights[[condition_name]]
        }

        if (length(weights) != length(object$ids)) {
          stop("Check")
        }

        numerator <- as.numeric(
          crossprod(
            weights,
            object$y_matrix
          )
        )

        denominator <- as.numeric(
          crossprod(
            weights,
            object$n_matrix
          )
        )

        if (any(denominator <= 0)) {
          stop("Check attributes")
        }

        marginal_means <- numerator / denominator

        mm_table <- object$cell_info %>%
          transmute(
            party_n = object$party_n,
            attribute,
            level,
            marginal_mean = marginal_means
          )

        attribute_table <- mm_table %>%
          group_by(
            party_n,
            attribute
          ) %>%
          summarise(
            importance_pairwise =
              mean_absolute_pairwise_difference(
                marginal_mean
              ),
            n_levels = n(),
            .groups = "drop"
          ) %>%
          mutate(
            cue_family = unname(
              prepared$cue_map[attribute]
            ),
            baseline_selection_probability = 1 / party_n,
            importance_pairwise_adjusted =
              importance_pairwise /
                baseline_selection_probability
          )

        cue_table_long <- attribute_table %>%
          group_by(
            party_n,
            cue_family
          ) %>%
          summarise(
            importance_pairwise = mean(
              importance_pairwise,
              na.rm = TRUE
            ),
            importance_pairwise_adjusted = mean(
              importance_pairwise_adjusted,
              na.rm = TRUE
            ),
            .groups = "drop"
          )

        party_table <- cue_table_long %>%
          filter(
            cue_family == "party"
          ) %>%
          transmute(
            party_n,
            party_importance_pairwise =
              importance_pairwise,
            party_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        economic_table <- cue_table_long %>%
          filter(
            cue_family == "economic"
          ) %>%
          transmute(
            party_n,
            economic_importance_pairwise =
              importance_pairwise,
            economic_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        cue_table <- full_join(
          party_table,
          economic_table,
          by = "party_n"
        ) %>%
          mutate(
            baseline_selection_probability = 1 / party_n,

            total_importance_pairwise =
              party_importance_pairwise +
              economic_importance_pairwise,

            total_importance_pairwise_adjusted =
              party_importance_pairwise_adjusted +
              economic_importance_pairwise_adjusted,

            relative_party_weight_pairwise = if_else(
              total_importance_pairwise > 0,
              party_importance_pairwise /
                total_importance_pairwise,
              NA_real_
            ),

            relative_economic_weight_pairwise =
              1 - relative_party_weight_pairwise,

            relative_party_weight_pairwise_adjusted = if_else(
              total_importance_pairwise_adjusted > 0,
              party_importance_pairwise_adjusted /
                total_importance_pairwise_adjusted,
              NA_real_
            ),

            relative_economic_weight_pairwise_adjusted =
              1 - relative_party_weight_pairwise_adjusted,

            adjustment_identity_difference =
              relative_party_weight_pairwise_adjusted -
                relative_party_weight_pairwise
          )

        if (
          any(
            abs(cue_table$adjustment_identity_difference) > 1e-10,
            na.rm = TRUE
          )
        ) {
          stop("Check relative weight")
        }

        list(
          marginal_means = mm_table,
          attribute_importance = attribute_table,
          cue_importance = cue_table
        )
      }
    )

    list(
      marginal_means = bind_rows(
        lapply(
          condition_results,
          function(x) x$marginal_means
        )
      ),
      attribute_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$attribute_importance
        )
      ),
      cue_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$cue_importance
        )
      ) %>%
        arrange(party_n)
    )
  }

  estimate_relative_cue_slopes <- function(cue_importance) {
    cue_importance <- cue_importance %>%
      arrange(party_n)

    if (!identical(cue_importance$party_n, 2:5)) {
      stop("Check relative weight")
    }

    x <- cue_importance$party_n

    c(
      relative_party_weight_pairwise =
        linear_slope(
          cue_importance$relative_party_weight_pairwise,
          x
        ),

      party_importance_pairwise =
        linear_slope(
          cue_importance$party_importance_pairwise,
          x
        ),

      economic_importance_pairwise =
        linear_slope(
          cue_importance$economic_importance_pairwise,
          x
        ),

      party_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$party_importance_pairwise_adjusted,
          x
        ),

      economic_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$economic_importance_pairwise_adjusted,
          x
        )
    )
  }

  run_relative_cue_bootstrap <- function(
      prepared,
      B,
      seed,
      progress_every = 100
  ) {
    set.seed(seed)

    condition_results <- vector(
      "list",
      B
    )

    slope_names <- c(
      "relative_party_weight_pairwise",
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted"
    )

    slope_matrix <- matrix(
      NA_real_,
      nrow = B,
      ncol = length(slope_names),
      dimnames = list(
        NULL,
        slope_names
      )
    )

    for (b in seq_len(B)) {
      cluster_weights <- lapply(
        prepared$conditions,
        function(object) {
          n_ids <- length(object$ids)

          sampled_positions <- sample.int(
            n = n_ids,
            size = n_ids,
            replace = TRUE
          )

          tabulate(
            sampled_positions,
            nbins = n_ids
          )
        }
      )

      bootstrap_estimates <- estimate_relative_cue_indices(
        prepared = prepared,
        cluster_weights = cluster_weights
      )

      condition_results[[b]] <-
        bootstrap_estimates$cue_importance %>%
        select(
          party_n,
          party_importance_pairwise,
          economic_importance_pairwise,
          party_importance_pairwise_adjusted,
          economic_importance_pairwise_adjusted,
          relative_party_weight_pairwise
        ) %>%
        mutate(
          bootstrap_replication = b,
          .before = 1
        )

      slope_matrix[b, ] <- estimate_relative_cue_slopes(
        bootstrap_estimates$cue_importance
      )

      if (
        progress_every > 0 &&
        (b %% progress_every == 0 || b == B)
      ) {
        message("Bootstrap: ", b, "/", B)
      }
    }

    list(
      condition_estimates = bind_rows(
        condition_results
      ),
      slopes = as_tibble(
        slope_matrix
      ) %>%
        mutate(
          bootstrap_replication = row_number(),
          .before = 1
        )
    )
  }

  summarise_condition_intervals <- function(
      observed_cue_importance,
      bootstrap_condition_results
  ) {
    statistics <- c(
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted",
      "relative_party_weight_pairwise"
    )

    observed_long <- observed_cue_importance %>%
      select(
        party_n,
        all_of(statistics)
      ) %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "estimate"
      )

    bootstrap_long <- bootstrap_condition_results %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "value"
      ) %>%
      group_by(
        party_n,
        statistic
      ) %>%
      summarise(
        conf_low = safe_quantile(
          value,
          0.025
        ),
        conf_high = safe_quantile(
          value,
          0.975
        ),
        .groups = "drop"
      )

    observed_long %>%
      left_join(
        bootstrap_long,
        by = c(
          "party_n",
          "statistic"
        )
      )
  }

  summarise_slope_inference <- function(
      observed_slopes,
      bootstrap_slopes
  ) {
    statistic_names <- names(observed_slopes)

    map_dfr(
      statistic_names,
      function(statistic_name) {
        bootstrap_values <- bootstrap_slopes[[statistic_name]]
        bootstrap_values <- bootstrap_values[
          is.finite(bootstrap_values)
        ]

        expected_direction <- case_when(
          statistic_name ==
            "economic_importance_pairwise" ~ "negative",
          statistic_name %in% c(
            "party_importance_pairwise",
            "relative_party_weight_pairwise",
            "party_importance_pairwise_adjusted"
          ) ~ "positive",
          TRUE ~ "none"
        )

        analysis_role <- case_when(
          statistic_name %in% c(
            "party_importance_pairwise_adjusted",
            "economic_importance_pairwise_adjusted"
          ) ~ "exploratory_choice_set_adjusted",
          statistic_name == "relative_party_weight_pairwise" ~
            "derived_relative_share",
          TRUE ~ "manuscript_primary_unadjusted"
        )

        estimate <- unname(
          observed_slopes[[statistic_name]]
        )

        tibble(
          study = "Study 3",
          statistic = statistic_name,
          estimate = estimate,
          conf_low = safe_quantile(
            bootstrap_values,
            0.025
          ),
          conf_high = safe_quantile(
            bootstrap_values,
            0.975
          ),
          p_value_two_sided =
            bootstrap_two_sided_p(
              bootstrap_values
            ),
          expected_direction = expected_direction,
          analysis_role = analysis_role,
          estimate_in_expected_direction = case_when(
            expected_direction == "positive" ~ estimate > 0,
            expected_direction == "negative" ~ estimate < 0,
            TRUE ~ NA
          )
        )
      }
    )
  }

  relative_cue_prepared <- prepare_relative_cue_analysis(
    data = conjoint_all_m,
    cue_map = relative_cue_map
  )

  relative_cue_observed <- estimate_relative_cue_indices(
    prepared = relative_cue_prepared
  )

  relative_cue_observed_slopes <- estimate_relative_cue_slopes(
    relative_cue_observed$cue_importance
  )

  write_csv_safely(
    relative_cue_observed$marginal_means,
    "study3_relative_cue_marginal_means.csv"
  )

  write_csv_safely(
    relative_cue_observed$attribute_importance,
    "study3_relative_cue_attribute_importance.csv"
  )

  write_csv_safely(
    relative_cue_observed$cue_importance,
    "study3_relative_cue_importance_and_weight.csv"
  )

  relative_condition_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study3_relative_cue_condition_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  relative_slope_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study3_relative_cue_slope_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  use_saved_relative_bootstrap <-
    !rerun_relative_cue_bootstrap &&
    file.exists(relative_condition_bootstrap_file) &&
    file.exists(relative_slope_bootstrap_file)

  if (use_saved_relative_bootstrap) {
    message("Bootstrap cache")

    relative_cue_condition_bootstrap <- readr::read_csv(
      relative_condition_bootstrap_file,
      show_col_types = FALSE
    )

    relative_cue_slope_bootstrap <- readr::read_csv(
      relative_slope_bootstrap_file,
      show_col_types = FALSE
    )

    saved_B_condition <- n_distinct(
      relative_cue_condition_bootstrap$bootstrap_replication
    )
    saved_B_slope <- n_distinct(
      relative_cue_slope_bootstrap$bootstrap_replication
    )

    if (
      saved_B_condition != relative_cue_bootstrap_B ||
      saved_B_slope != relative_cue_bootstrap_B
    ) {
      message("Bootstrap cache")
      use_saved_relative_bootstrap <- FALSE
    }
  }

  if (!use_saved_relative_bootstrap) {
    relative_cue_bootstrap <- run_relative_cue_bootstrap(
      prepared = relative_cue_prepared,
      B = relative_cue_bootstrap_B,
      seed = relative_cue_bootstrap_seed,
      progress_every = relative_cue_bootstrap_progress_every
    )

    relative_cue_condition_bootstrap <-
      relative_cue_bootstrap$condition_estimates

    relative_cue_slope_bootstrap <-
      relative_cue_bootstrap$slopes

    readr::write_csv(
      relative_cue_condition_bootstrap,
      relative_condition_bootstrap_file
    )

    readr::write_csv(
      relative_cue_slope_bootstrap,
      relative_slope_bootstrap_file
    )
  }

  relative_cue_condition_intervals <- summarise_condition_intervals(
    observed_cue_importance =
      relative_cue_observed$cue_importance,
    bootstrap_condition_results =
      relative_cue_condition_bootstrap
  )

  relative_cue_slope_inference <- summarise_slope_inference(
    observed_slopes =
      relative_cue_observed_slopes,
    bootstrap_slopes =
      relative_cue_slope_bootstrap
  )

  write_csv_safely(
    relative_cue_condition_intervals,
    "study3_relative_cue_condition_intervals.csv"
  )

  write_csv_safely(
    relative_cue_slope_inference,
    "study3_relative_cue_slope_inference.csv"
  )

  relative_cue_primary_result <- relative_cue_slope_inference %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    )

  cat("\nStudy 3:相対比重の線形傾向\n")
  print(relative_cue_primary_result)


  relative_x_offset <- 0.075

  relative_panel_a_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise",
        "economic_importance_pairwise"
      )
    ) %>%
    mutate(
      cue_family = recode(
        statistic,
        party_importance_pairwise = "政党名手がかり",
        economic_importance_pairwise = "経済手がかり"
      ),
      cue_family = factor(
        cue_family,
        levels = c(
          "政党名手がかり",
          "経済手がかり"
        )
      ),
      x_plot = case_when(
        cue_family == "政党名手がかり" ~
          party_n + relative_x_offset,
        cue_family == "経済手がかり" ~
          party_n - relative_x_offset,
        TRUE ~ as.numeric(party_n)
      ),
      value_label = sprintf(
        "%.3f",
        estimate
      )
    )

  relative_panel_b_data <- relative_cue_condition_intervals %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    ) %>%
    mutate(
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_adjusted_label_map <- relative_panel_a_data %>%
    distinct(
      statistic,
      cue_family
    ) %>%
    mutate(
      statistic = paste0(
        statistic,
        "_adjusted"
      ),
      cue_family = as.character(
        cue_family
      )
    )

  relative_panel_adjusted_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise_adjusted",
        "economic_importance_pairwise_adjusted"
      )
    ) %>%
    left_join(
      relative_adjusted_label_map,
      by = "statistic"
    ) %>%
    mutate(
      cue_family = factor(
        cue_family,
        levels = levels(
          relative_panel_a_data$cue_family
        )
      ),
      x_plot = if_else(
        as.integer(cue_family) == 1L,
        party_n + relative_x_offset,
        party_n - relative_x_offset
      ),
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_condition_suffix <- if (
    "政党名手がかり" %in%
      levels(relative_panel_a_data$cue_family)
  ) {
    "選択肢"
  } else {
    "政党"
  }

  relative_condition_axis_title <- if (
    relative_condition_suffix == "選択肢"
  ) {
    "政治経済状況の選択肢数"
  } else {
    "政党選択肢数"
  }

  relative_figure_font_family <- if (
    .Platform$OS.type == "windows"
  ) {
    "Yu Gothic"
  } else {
    "sans"
  }

  relative_theme_japanese_bw <- theme_bw(
    base_size = 12,
    base_family = relative_figure_font_family
  ) +
    theme(
      panel.grid.minor = element_blank(),
      panel.grid.major = element_line(
        linewidth = 0.30,
        color = "grey88"
      ),
      panel.border = element_rect(
        linewidth = 0.65,
        color = "black"
      ),
      axis.text = element_text(
        color = "black"
      ),
      axis.title = element_text(
        color = "black"
      ),
      plot.title = element_text(
        size = 12.5,
        face = "bold",
        hjust = 0
      ),
      plot.subtitle = element_text(
        size = 9.5,
        hjust = 0,
        margin = margin(
          b = 8
        )
      ),
      legend.position = "top",
      legend.justification = "center",
      legend.key.width = grid::unit(
        1.25,
        "cm"
      ),
      plot.margin = margin(
        8,
        10,
        8,
        8
      )
    )

  relative_panel_a <- ggplot(
    relative_panel_a_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = c(
        "政党名手がかり" = "solid",
        "経済手がかり" = "dashed"
      )
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "選択肢"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_number(
        accuracy = 0.005
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A:両手がかりの絶対的重要度",
      subtitle = "",
      x = "政党選択肢数",
      y = "手がかり重要度",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_adjusted_linetypes <- setNames(
    c(
      "solid",
      "dashed"
    ),
    levels(
      relative_panel_adjusted_data$cue_family
    )
  )

  relative_panel_adjusted <- ggplot(
    relative_panel_adjusted_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = relative_adjusted_linetypes
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        relative_condition_suffix
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A:選択肢数調整済み重要度",
      subtitle =
        "未調整重要度 ÷ 平均選択確率(1/選択肢数)",
      x = relative_condition_axis_title,
      y = "平均選択確率に対する水準間差",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_b_range <- range(
    c(
      relative_panel_b_data$conf_low,
      relative_panel_b_data$conf_high,
      0.5
    ),
    na.rm = TRUE
  )

  relative_b_padding <- max(
    0.025,
    0.10 * diff(relative_b_range)
  )

  relative_b_lower <- max(
    0,
    floor(
      20 *
        (relative_b_range[1] - relative_b_padding)
    ) / 20
  )

  relative_b_upper <- min(
    1,
    ceiling(
      20 *
        (relative_b_range[2] + relative_b_padding)
    ) / 20
  )

  if (relative_b_lower >= relative_b_upper) {
    relative_b_lower <- max(
      0,
      relative_b_lower - 0.05
    )
    relative_b_upper <- min(
      1,
      relative_b_upper + 0.05
    )
  }

  relative_panel_b <- ggplot(
    relative_panel_b_data,
    aes(
      x = party_n,
      y = estimate
    )
  ) +
    geom_hline(
      yintercept = 0.5,
      linetype = "dashed",
      linewidth = 0.55,
      color = "black"
    ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "選択肢"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      breaks = seq(
        relative_b_lower,
        relative_b_upper,
        by = 0.05
      ),
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.05,
          0.08
        )
      )
    ) +
    coord_cartesian(
      ylim = c(
        relative_b_lower,
        relative_b_upper
      )
    ) +
    labs(
      title = "B:相対的な政党名手がかりの比重",
      subtitle =
        "政党名手がかり重要度 ÷(政党名手がかり重要度+経済手がかり重要度)",
      x = "政党選択肢数",
      y = "相対的な政党名手がかり比重"
    ) +
    relative_theme_japanese_bw +
    theme(
      legend.position = "none"
    )

  relative_panel_c <- relative_panel_b +
    labs(
      title = paste0(
        "B:相対的な",
        levels(relative_panel_a_data$cue_family)[1],
        "の比重"
      )
    )

  figure_relative_weight_jp <- (
    relative_panel_a |
      relative_panel_b
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_jp
  )

  save_plot(
    "fig_study3_relative_cue_weight_jp_bw.png",
    figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      "fig_study3_relative_cue_weight_jp_bw.pdf"
    ),
    plot = figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  figure_relative_weight_adjusted_jp <- (
    relative_panel_adjusted |
      relative_panel_c
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_adjusted_jp
  )

  relative_adjusted_figure_stub <- paste0(
    "fig_study",
    stringr::str_extract(
      study_label,
      "[123]"
    ),
    "_relative_cue_weight_choice_set_adjusted_jp_bw"
  )

  save_plot(
    paste0(
      relative_adjusted_figure_stub,
      ".png"
    ),
    figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      paste0(
        relative_adjusted_figure_stub,
        ".pdf"
      )
    ),
    plot = figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  relative_cue_results <- list(
    prepared = relative_cue_prepared,
    marginal_means =
      relative_cue_observed$marginal_means,
    attribute_importance =
      relative_cue_observed$attribute_importance,
    cue_importance =
      relative_cue_observed$cue_importance,
    observed_slopes =
      relative_cue_observed_slopes,
    condition_bootstrap =
      relative_cue_condition_bootstrap,
    slope_bootstrap =
      relative_cue_slope_bootstrap,
    condition_intervals =
      relative_cue_condition_intervals,
    slope_inference =
      relative_cue_slope_inference,
    primary_result =
      relative_cue_primary_result,
    plots = list(
      absolute_importance = relative_panel_a,
      choice_set_adjusted_importance =
        relative_panel_adjusted,
      relative_party_weight = relative_panel_b,
      relative_party_weight_panel_c =
        relative_panel_c,
      combined = figure_relative_weight_jp,
      combined_with_choice_set_adjustment =
        figure_relative_weight_adjusted_jp
    )
  )

  saveRDS(
    relative_cue_results,
    file = file.path(
      output_dir,
      "study3_relative_cue_results.rds"
    )
  )


  saveRDS(
    list(
      settings = list(
        data_file = data_file,
        require_initial_consent =
          require_initial_consent,
        require_final_consent =
          require_final_consent,
        require_attention_check =
          require_attention_check,
        require_manipulation_check =
          require_manipulation_check,
        require_all_five_tasks =
          require_all_five_tasks,
        party_reference =
          party_reference,
        party_levels_use =
          party_levels_use,
        relative_cue_bootstrap_B =
          relative_cue_bootstrap_B,
        relative_cue_bootstrap_seed =
          relative_cue_bootstrap_seed
      ),

      sample_flow = sample_flow,
      n_by_party = n_by_party,
      valid_ids = valid_ids,

      conjoint_all = conjoint_all,
      conjoint_all_m = conjoint_all_m,
      conjoint_all_cov = conjoint_all_cov,

      covar_id = covar_id,

      models_by_party_n_nocov =
        models_by_party_n_nocov,

      models_by_party_n_cov =
        models_by_party_n_cov,

      m_interaction =
        m_interaction,

      m_linear_trend =
        m_linear_trend,

      models_clogit_nocov =
        models_clogit_nocov,

      party_match = list(
        data = conjoint_match,
        models_by_n =
          models_party_match_by_n,
        interaction_model =
          m_party_match_interaction
      ),

      relative_cue = relative_cue_results,

      plots = list(
        amce_cov =
          p_amce_cov,
        amce_nocov =
          p_amce_nocov,
        interaction =
          p_interaction,
        linear_trend =
          p_linear_trend,
        heatmap =
          p_heat_amce,
        clogit_odds_ratio =
          p_clogit_or,
        party_match =
          p_party_match,
        relative_cue_weight =
          figure_relative_weight_jp,
        relative_cue_weight_choice_set_adjusted =
          figure_relative_weight_adjusted_jp
      )
    ),
    file = file.path(
      output_dir,
      "study3_analysis_objects.rds"
    )
  )

  capture.output(
    sessionInfo(),
    file = file.path(
      output_dir,
      "sessionInfo.txt"
    )
  )

  cat(
    "\nStudy 3の分析コードが最後まで完了しました。\n",
    "出力先: ",
    normalizePath(output_dir),
    "\n",
    sep = ""
  )

  environment()
})

A.5 補遺に関する各種の再現コード

# 補遺共通コード
unified_output_dir <- file.path(
  unified_config$output_root,
  "_working",
  "cross_study"
)
dir.create(unified_output_dir, showWarnings = FALSE, recursive = TRUE)

save_plot_both <- function(filename_stub, plot, width, height, dpi = 400) {
  png_file <- file.path(unified_output_dir, paste0(filename_stub, ".png"))
  pdf_file <- file.path(unified_output_dir, paste0(filename_stub, ".pdf"))
  
  ggplot2::ggsave(
    filename = png_file,
    plot = plot,
    width = width,
    height = height,
    dpi = dpi,
    bg = "white"
  )
  
  ggplot2::ggsave(
    filename = pdf_file,
    plot = plot,
    width = width,
    height = height,
    device = grDevices::cairo_pdf,
    bg = "white"
  )
  
  invisible(c(png = png_file, pdf = pdf_file))
}

write_csv_unified <- function(x, filename) {
  readr::write_csv(
    x,
    file.path(unified_output_dir, filename),
    na = ""
  )
}

safe_filename <- function(x) {
  x <- iconv(as.character(x), from = "", to = "ASCII//TRANSLIT")
  x[is.na(x) | x == ""] <- "group"
  x <- tolower(x)
  x <- gsub("[^a-z0-9]+", "_", x)
  x <- gsub("^_+|_+$", "", x)
  ifelse(x == "", "group", x)
}

tidy_fixest_unified <- function(model) {
  ct <- as.data.frame(fixest::coeftable(model))
  ct$term <- rownames(ct)
  
  estimate_col <- intersect(c("Estimate", "estimate"), names(ct))[1]
  se_col <- intersect(c("Std. Error", "Std. error", "std.error"), names(ct))[1]
  statistic_col <- intersect(c("t value", "z value", "statistic"), names(ct))[1]
  p_col <- intersect(c("Pr(>|t|)", "Pr(>|z|)", "p.value"), names(ct))[1]
  
  if (
    is.na(estimate_col) ||
    is.na(se_col) ||
    is.na(statistic_col) ||
    is.na(p_col)
  ) {
    stop("Check data")
  }
  
  tibble::as_tibble(ct) %>%
    dplyr::transmute(
      term = term,
      estimate = .data[[estimate_col]],
      std.error = .data[[se_col]],
      statistic = .data[[statistic_col]],
      p.value = .data[[p_col]],
      conf.low = estimate - 1.96 * std.error,
      conf.high = estimate + 1.96 * std.error
    )
}

study_specs <- list(
  study1 = list(
    study_id = "study1",
    study_label = "Study 1(2023年)",
    condition_label = "政党数",
    env = study1_env
  ),
  study2 = list(
    study_id = "study2",
    study_label = "Study 2(2026年)",
    condition_label = "政党数",
    env = study2_env
  ),
  study3 = list(
    study_id = "study3",
    study_label = "Study 3(2026年)",
    condition_label = "選択肢数",
    env = study3_env
  )
)

excluded_support_categories <- c(
  "その他",
  "わからない",
  "答えない",
  "答えたくない",
  "欠損・無回答"
)


# 補遺C関連コード
balance_variable_labels <- c(
  female_imp = "女性",
  female_miss = "性別:欠損",
  age_imp = "年齢",
  age_miss = "年齢:欠損",
  college_grad_imp = "4年制大学以上",
  college_grad_miss = "学歴:欠損",
  income_gross_log_imp = "世帯年収(対数)",
  income_gross_log_miss = "世帯年収:欠損",
  self_ideology_imp = "左右自己位置づけ",
  self_ideology_miss = "左右自己位置づけ:欠損"
)

make_balance_design <- function(study_spec) {
  env <- study_spec$env
  
  assignment <- env$conjoint_all %>%
    dplyr::distinct(ID, party_n) %>%
    dplyr::mutate(
      ID = as.character(ID),
      party_n = as.integer(as.character(party_n))
    )
  
  respondent <- env$covar_id %>%
    dplyr::mutate(ID = as.character(ID))
  
  dat <- assignment %>%
    dplyr::left_join(respondent, by = "ID")
  
  numeric_candidates <- c(
    "female_imp",
    "female_miss",
    "age_imp",
    "age_miss",
    "college_grad_imp",
    "college_grad_miss",
    "income_gross_log_imp",
    "income_gross_log_miss",
    "self_ideology_imp",
    "self_ideology_miss"
  )
  
  factor_candidates <- c(
    "party_support_f",
    "region"
  )
  
  numeric_use <- intersect(numeric_candidates, names(dat))
  factor_use <- intersect(factor_candidates, names(dat))
  
  design_source <- dat %>%
    dplyr::select(dplyr::all_of(c(numeric_use, factor_use)))
  
  if (length(factor_use) > 0) {
    design_source <- design_source %>%
      dplyr::mutate(
        dplyr::across(
          dplyr::all_of(factor_use),
          ~ forcats::fct_na_value_to_level(as.factor(.x), level = "欠損・無回答")
        )
      )
  }
  
  mm <- stats::model.matrix(
    stats::as.formula(
      paste0(
        "~ 0 + ",
        paste(names(design_source), collapse = " + ")
      )
    ),
    data = design_source
  )
  
  mm <- as.data.frame(mm, check.names = FALSE)
  
  keep <- vapply(
    mm,
    function(x) {
      x <- as.numeric(x)
      is.finite(stats::sd(x, na.rm = TRUE)) && stats::sd(x, na.rm = TRUE) > 0
    },
    logical(1)
  )
  
  mm <- mm[, keep, drop = FALSE]
  
  mm <- mm %>%
    dplyr::mutate(
      ID = dat$ID,
      party_n = dat$party_n,
      .before = 1
    )
  
  long <- mm %>%
    tidyr::pivot_longer(
      cols = -c(ID, party_n),
      names_to = "variable",
      values_to = "value"
    ) %>%
    dplyr::mutate(
      label = dplyr::case_when(
        variable %in% names(balance_variable_labels) ~
          unname(balance_variable_labels[variable]),
        stringr::str_detect(variable, "^party_support_f") ~
          paste0(
            "支持政党:",
            stringr::str_remove(variable, "^party_support_f")
          ),
        stringr::str_detect(variable, "^region") ~
          paste0(
            "地域:",
            stringr::str_remove(variable, "^region")
          ),
        TRUE ~ variable
      ),
      study_id = study_spec$study_id,
      study_label = study_spec$study_label
    )
  
  list(
    respondent = dat,
    matrix = mm,
    long = long,
    numeric_use = numeric_use,
    factor_use = factor_use
  )
}

pairwise_smd_multiarm <- function(balance_long) {
  groups <- sort(unique(balance_long$party_n))
  pairs <- utils::combn(groups, 2, simplify = FALSE)

  purrr::map_dfr(
    pairs,
    function(pair_value) {
      a <- pair_value[1]
      b <- pair_value[2]

      wide <- balance_long %>%
        dplyr::filter(party_n %in% c(a, b)) %>%
        dplyr::group_by(variable, label, party_n) %>%
        dplyr::summarise(
          mean = mean(value, na.rm = TRUE),
          sd = stats::sd(value, na.rm = TRUE),
          n = sum(!is.na(value)),
          .groups = "drop"
        ) %>%
        tidyr::pivot_wider(
          names_from = party_n,
          values_from = c(mean, sd, n),
          names_sep = "_"
        )

      wide %>%
        dplyr::transmute(
          variable = variable,
          label = label,
          condition_a = a,
          condition_b = b,
          comparison = paste0(a, " vs ", b),
          mean_a = .data[[paste0("mean_", a)]],
          mean_b = .data[[paste0("mean_", b)]],
          sd_a = .data[[paste0("sd_", a)]],
          sd_b = .data[[paste0("sd_", b)]],
          n_a = .data[[paste0("n_", a)]],
          n_b = .data[[paste0("n_", b)]],
          pooled_sd = sqrt((sd_a^2 + sd_b^2) / 2),
          smd = dplyr::if_else(
            is.finite(pooled_sd) & pooled_sd > 0,
            (mean_a - mean_b) / pooled_sd,
            NA_real_
          ),
          abs_smd = abs(smd)
        )
    }
  )
}

omnibus_balance_test <- function(balance_long) {
  balance_long %>%
    dplyr::group_by(variable, label) %>%
    dplyr::group_modify(
      ~ {
        dat <- .x %>%
          dplyr::filter(is.finite(value), !is.na(party_n))
        
        p_value <- tryCatch(
          {
            model <- stats::lm(value ~ factor(party_n), data = dat)
            as.numeric(stats::anova(model)[1, "Pr(>F)"])
          },
          error = function(e) NA_real_
        )
        
        tibble::tibble(p_value = p_value)
      }
    ) %>%
    dplyr::ungroup() %>%
    dplyr::mutate(p_holm = stats::p.adjust(p_value, method = "holm"))
}

make_balance_outputs <- function(study_spec) {
  design <- make_balance_design(study_spec)
  long <- design$long
  pairwise <- pairwise_smd_multiarm(long)
  omnibus <- omnibus_balance_test(long)
  
  max_smd <- pairwise %>%
    dplyr::group_by(variable, label) %>%
    dplyr::summarise(
      max_abs_smd = dplyr::if_else(
        all(is.na(abs_smd)),
        NA_real_,
        max(abs_smd, na.rm = TRUE)
      ),
      mean_abs_smd = dplyr::if_else(
        all(is.na(abs_smd)),
        NA_real_,
        mean(abs_smd, na.rm = TRUE)
      ),
      .groups = "drop"
    )
  
  group_summary <- long %>%
    dplyr::group_by(variable, label, party_n) %>%
    dplyr::summarise(
      mean = mean(value, na.rm = TRUE),
      sd = stats::sd(value, na.rm = TRUE),
      n = sum(!is.na(value)),
      .groups = "drop"
    ) %>%
    tidyr::pivot_wider(
      names_from = party_n,
      values_from = c(mean, sd, n),
      names_glue = "{.value}_condition_{party_n}"
    ) %>%
    dplyr::left_join(max_smd, by = c("variable", "label")) %>%
    dplyr::left_join(omnibus, by = c("variable", "label")) %>%
    dplyr::arrange(dplyr::desc(max_abs_smd))
  
  write_csv_unified(
    pairwise,
    paste0(study_spec$study_id, "_assignment_balance_pairwise_smd.csv")
  )
  write_csv_unified(
    group_summary,
    paste0(study_spec$study_id, "_assignment_balance_summary.csv")
  )
  
  love_df <- pairwise %>%
    dplyr::left_join(max_smd, by = c("variable", "label")) %>%
    dplyr::mutate(
      label_ordered = stats::reorder(label, max_abs_smd)
    )
  
  p_love <- ggplot2::ggplot(
    love_df,
    ggplot2::aes(
      x = abs_smd,
      y = label_ordered
    )
  ) +
    ggplot2::geom_vline(
      xintercept = 0.10,
      linetype = "dashed",
      linewidth = 0.55
    ) +
    ggplot2::geom_point(
      alpha = 0.30,
      size = 1.4,
      position = ggplot2::position_jitter(height = 0.10, width = 0)
    ) +
    ggplot2::geom_point(
      data = max_smd %>%
        dplyr::mutate(label_ordered = stats::reorder(label, max_abs_smd)),
      ggplot2::aes(
        x = max_abs_smd,
        y = label_ordered
      ),
      inherit.aes = FALSE,
      shape = 21,
      fill = "white",
      size = 2.5,
      stroke = 0.8
    ) +
    ggplot2::scale_x_continuous(
      breaks = scales::pretty_breaks(n = 6),
      expand = ggplot2::expansion(mult = c(0, 0.05))
    ) +
    ggplot2::labs(
      x = "条件間の絶対標準化平均差(|SMD|)",
      y = NULL,
      subtitle = paste0(
        study_spec$study_label,
        ":各点は条件ペア、白抜き点は最大絶対SMD"
      ),
      caption = "破線は |SMD| = 0.10。多群無作為割付のため、2・3・4・5条件の全6ペアを比較。"
    ) +
    ggplot2::theme_bw(base_size = 11) +
    ggplot2::theme(
      panel.grid.minor = ggplot2::element_blank(),
      axis.text = ggplot2::element_text(color = "black"),
      plot.subtitle = ggplot2::element_text(face = "bold")
    )
  
  save_plot_both(
    paste0(study_spec$study_id, "_assignment_balance_love_plot"),
    p_love,
    width = 9.2,
    height = max(6.5, 0.23 * dplyr::n_distinct(love_df$label) + 2.5)
  )
  
  standardized_means <- long %>%
    dplyr::group_by(variable, label) %>%
    dplyr::mutate(
      overall_mean = mean(value, na.rm = TRUE),
      overall_sd = stats::sd(value, na.rm = TRUE),
      value_z = dplyr::if_else(
        is.finite(overall_sd) & overall_sd > 0,
        (value - overall_mean) / overall_sd,
        NA_real_
      )
    ) %>%
    dplyr::ungroup() %>%
    dplyr::group_by(variable, label, party_n) %>%
    dplyr::summarise(
      mean_z = mean(value_z, na.rm = TRUE),
      .groups = "drop"
    )
  
  groups <- sort(unique(standardized_means$party_n))
  diagonal_df <- purrr::map_dfr(
    utils::combn(groups, 2, simplify = FALSE),
    function(pair_value) {
      a <- pair_value[1]
      b <- pair_value[2]
      
      standardized_means %>%
        dplyr::filter(party_n %in% c(a, b)) %>%
        tidyr::pivot_wider(
          names_from = party_n,
          values_from = mean_z,
          names_prefix = "condition_"
        ) %>%
        dplyr::mutate(
          condition_a = a,
          condition_b = b,
          comparison = paste0(a, " vs ", b),
          x_mean = .data[[paste0("condition_", a)]],
          y_mean = .data[[paste0("condition_", b)]],
          diagonal_deviation = y_mean - x_mean,
          abs_diagonal_deviation = abs(diagonal_deviation)
        )
    }
  )
  
  top_labels <- diagonal_df %>%
    dplyr::group_by(comparison) %>%
    dplyr::slice_max(
      order_by = abs_diagonal_deviation,
      n = 3,
      with_ties = FALSE
    ) %>%
    dplyr::ungroup()
  
  axis_limit <- max(
    abs(c(diagonal_df$x_mean, diagonal_df$y_mean)),
    na.rm = TRUE
  )
  axis_limit <- max(0.10, axis_limit * 1.15)
  
  p_diagonal <- ggplot2::ggplot(
    diagonal_df,
    ggplot2::aes(x = x_mean, y = y_mean)
  ) +
    ggplot2::geom_abline(
      intercept = 0,
      slope = 1,
      linewidth = 0.60,
      linetype = "dashed"
    ) +
    ggplot2::geom_hline(yintercept = 0, linewidth = 0.25) +
    ggplot2::geom_vline(xintercept = 0, linewidth = 0.25) +
    ggplot2::geom_point(shape = 21, fill = "white", size = 2.2) +
    ggplot2::geom_text(
      data = top_labels,
      ggplot2::aes(label = label),
      size = 2.6,
      check_overlap = TRUE,
      vjust = -0.7
    ) +
    ggplot2::facet_wrap(~ comparison, ncol = 3) +
    ggplot2::coord_equal(
      xlim = c(-axis_limit, axis_limit),
      ylim = c(-axis_limit, axis_limit)
    ) +
    ggplot2::labs(
      x = "左側条件の標準化共変量平均",
      y = "右側条件の標準化共変量平均",
      subtitle = paste0(
        study_spec$study_label,
        ":45度線からの乖離による割付バランス診断"
      ),
      caption = "各点は回答者共変量または支持政党・地域のダミー変数。45度線に近いほど条件間の構成が類似。"
    ) +
    ggplot2::theme_bw(base_size = 10.5) +
    ggplot2::theme(
      panel.grid.minor = ggplot2::element_blank(),
      strip.background = ggplot2::element_rect(fill = "white"),
      strip.text = ggplot2::element_text(face = "bold"),
      axis.text = ggplot2::element_text(color = "black")
    )
  
  write_csv_unified(
    diagonal_df,
    paste0(study_spec$study_id, "_assignment_balance_diagonal_data.csv")
  )
  
  save_plot_both(
    paste0(study_spec$study_id, "_assignment_balance_diagonal_plot"),
    p_diagonal,
    width = 11.5,
    height = 7.5
  )
  
  list(
    design = design,
    pairwise_smd = pairwise,
    summary = group_summary,
    love_plot = p_love,
    diagonal_data = diagonal_df,
    diagonal_plot = p_diagonal
  )
}

assignment_balance_results <- purrr::map(
  study_specs,
  make_balance_outputs
)


make_profile_randomization_outputs <- function(study_spec) {
  env <- study_spec$env
  attributes <- env$attr_terms
  
  randomization_long <- env$conjoint_all_m %>%
    dplyr::select(
      ID,
      party_n,
      task,
      profile,
      dplyr::all_of(attributes)
    ) %>%
    tidyr::pivot_longer(
      cols = dplyr::all_of(attributes),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    dplyr::mutate(
      level = as.character(level),
      party_n = as.integer(as.character(party_n))
    ) %>%
    dplyr::filter(!is.na(level), level != "")
  
  frequency <- randomization_long %>%
    dplyr::count(party_n, attribute, level, name = "observed_n") %>%
    dplyr::group_by(party_n, attribute) %>%
    dplyr::mutate(
      total_n = sum(observed_n),
      n_levels = dplyr::n(),
      observed_share = observed_n / total_n,
      expected_share = 1 / n_levels,
      deviation = observed_share - expected_share,
      abs_deviation = abs(deviation)
    ) %>%
    dplyr::ungroup()
  
  uniformity_tests <- frequency %>%
    dplyr::group_by(party_n, attribute) %>%
    dplyr::group_modify(
      ~ {
        test <- suppressWarnings(
          stats::chisq.test(
            x = .x$observed_n,
            p = rep(1 / nrow(.x), nrow(.x))
          )
        )
        tibble::tibble(
          chi_square = unname(test$statistic),
          df = unname(test$parameter),
          p_value = test$p.value,
          max_abs_share_deviation = max(.x$abs_deviation)
        )
      }
    ) %>%
    dplyr::ungroup() %>%
    dplyr::mutate(p_holm = stats::p.adjust(p_value, method = "holm"))
  
  write_csv_unified(
    frequency,
    paste0(study_spec$study_id, "_profile_level_randomization_frequency.csv")
  )
  write_csv_unified(
    uniformity_tests,
    paste0(study_spec$study_id, "_profile_level_randomization_tests.csv")
  )
  
  top_frequency_labels <- frequency %>%
    dplyr::group_by(party_n, attribute) %>%
    dplyr::slice_max(abs_deviation, n = 1, with_ties = FALSE) %>%
    dplyr::ungroup()
  
  p_randomization <- ggplot2::ggplot(
    frequency,
    ggplot2::aes(
      x = expected_share,
      y = observed_share
    )
  ) +
    ggplot2::geom_abline(
      intercept = 0,
      slope = 1,
      linetype = "dashed",
      linewidth = 0.65
    ) +
    ggplot2::geom_point(
      ggplot2::aes(shape = factor(party_n)),
      size = 2.2,
      fill = "white"
    ) +
    ggplot2::geom_text(
      data = top_frequency_labels,
      ggplot2::aes(label = level),
      size = 2.4,
      check_overlap = TRUE,
      vjust = -0.7
    ) +
    ggplot2::facet_wrap(~ attribute, ncol = 3) +
    ggplot2::coord_equal() +
    ggplot2::labs(
      x = "設計上の期待比率",
      y = "観測比率",
      shape = study_spec$condition_label,
      subtitle = paste0(
        study_spec$study_label,
        ":属性水準の観測比率と期待比率"
      ),
      caption = "各点は属性水準×条件。45度線に近いほど属性水準の無作為提示が設計どおり。"
    ) +
    ggplot2::theme_bw(base_size = 10.5) +
    ggplot2::theme(
      panel.grid.minor = ggplot2::element_blank(),
      strip.background = ggplot2::element_rect(fill = "white"),
      strip.text = ggplot2::element_text(face = "bold"),
      legend.position = "bottom",
      axis.text = ggplot2::element_text(color = "black")
    )
  
  save_plot_both(
    paste0(study_spec$study_id, "_profile_randomization_diagonal_plot"),
    p_randomization,
    width = 11,
    height = ifelse(study_spec$study_id == "study3", 7.5, 8.5)
  )
  
  list(
    frequency = frequency,
    uniformity_tests = uniformity_tests,
    plot = p_randomization
  )
}

profile_randomization_results <- purrr::map(
  study_specs,
  make_profile_randomization_outputs
)


# 補遺H関連コード
make_term_label_table <- function(env) {
  if (exists("term_labels", envir = env, inherits = FALSE)) {
    out <- get("term_labels", envir = env)
    required <- c("term", "attribute", "label")
    if (all(required %in% names(out))) {
      return(out %>% dplyr::select(dplyr::any_of(c(required, "order"))))
    }
  }
  
  tibble::tibble(
    term = character(),
    attribute = character(),
    label = character(),
    order = integer()
  )
}

run_support_amce_heterogeneity <- function(study_spec) {
  env <- study_spec$env
  study_id <- study_spec$study_id
  study_label <- study_spec$study_label
  out_dir <- file.path(unified_output_dir, paste0(study_id, "_party_support"))
  dir.create(out_dir, showWarnings = FALSE, recursive = TRUE)
  
  support_id <- env$covar_id %>%
    dplyr::transmute(
      ID = as.character(ID),
      party_support_h = as.character(party_support_f)
    ) %>%
    dplyr::mutate(
      party_support_h = dplyr::na_if(party_support_h, "欠損・無回答")
    )
  
  dat <- env$conjoint_all_m %>%
    dplyr::mutate(
      ID = as.character(ID),
      party_n = as.integer(as.character(party_n))
    ) %>%
    dplyr::left_join(support_id, by = "ID") %>%
    dplyr::filter(
      !is.na(party_support_h),
      party_support_h != "",
      !party_support_h %in% excluded_support_categories
    )
  
  support_counts <- dat %>%
    dplyr::distinct(ID, party_n, party_support_h) %>%
    dplyr::count(party_support_h, party_n, name = "n_condition") %>%
    dplyr::group_by(party_support_h) %>%
    dplyr::mutate(
      n_total = sum(n_condition),
      min_condition_n = min(n_condition),
      conditions_observed = dplyr::n_distinct(party_n)
    ) %>%
    dplyr::ungroup()
  
  support_totals <- dat %>%
    dplyr::distinct(ID, party_support_h) %>%
    dplyr::count(party_support_h, name = "n_total_distinct")
  
  support_counts <- support_counts %>%
    dplyr::left_join(support_totals, by = "party_support_h") %>%
    dplyr::arrange(dplyr::desc(n_total_distinct), party_support_h)
  
  eligible_groups <- support_counts %>%
    dplyr::distinct(
      party_support_h,
      n_total_distinct,
      min_condition_n,
      conditions_observed
    ) %>%
    dplyr::filter(
      n_total_distinct >= unified_config$min_support_total_n,
      conditions_observed == 4
    ) %>%
    dplyr::pull(party_support_h)
  
  readr::write_csv(
    support_counts,
    file.path(out_dir, "party_support_sample_counts.csv"),
    na = ""
  )
  
  formula_subgroup <- stats::as.formula(
    paste(
      "selected ~",
      paste(env$attr_terms, collapse = " + ")
    )
  )
  
  estimate_one_cell <- function(group_value, n_value) {
    dat_cell <- dat %>%
      dplyr::filter(
        party_support_h == group_value,
        party_n == n_value
      )
    
    n_ids <- dplyr::n_distinct(dat_cell$ID)
    
    if (n_ids < unified_config$min_support_cell_n) {
      return(
        tibble::tibble(
          term = NA_character_,
          estimate = NA_real_,
          std.error = NA_real_,
          statistic = NA_real_,
          p.value = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_,
          party_support_h = group_value,
          party_n = n_value,
          n_ids = n_ids,
          status = "insufficient_cell_n"
        )
      )
    }
    
    model <- tryCatch(
      fixest::feols(
        formula_subgroup,
        data = dat_cell,
        vcov = ~ ID
      ),
      error = function(e) e
    )
    
    if (inherits(model, "error")) {
      return(
        tibble::tibble(
          term = NA_character_,
          estimate = NA_real_,
          std.error = NA_real_,
          statistic = NA_real_,
          p.value = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_,
          party_support_h = group_value,
          party_n = n_value,
          n_ids = n_ids,
          status = paste0("model_error: ", conditionMessage(model))
        )
      )
    }
    
    tidy_fixest_unified(model) %>%
      dplyr::mutate(
        party_support_h = group_value,
        party_n = n_value,
        n_ids = n_ids,
        status = "estimated"
      )
  }
  
  subgroup_coefficients <- purrr::map_dfr(
    eligible_groups,
    function(group_value) {
      purrr::map_dfr(
        2:5,
        ~ estimate_one_cell(group_value, .x)
      )
    }
  )
  
  term_label_table <- make_term_label_table(env)
  
  subgroup_coefficients <- subgroup_coefficients %>%
    dplyr::left_join(term_label_table, by = "term") %>%
    dplyr::mutate(
      attribute = dplyr::coalesce(attribute, "その他"),
      label = dplyr::coalesce(label, term),
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      party_n_label = factor(
        party_n,
        levels = 2:5,
        labels = paste0(2:5, ifelse(study_id == "study3", "選択肢", "政党"))
      )
    )
  
  readr::write_csv(
    subgroup_coefficients,
    file.path(out_dir, "party_support_subgroup_amce_coefficients.csv"),
    na = ""
  )
  
  for (group_value in eligible_groups) {
    plot_dat <- subgroup_coefficients %>%
      dplyr::filter(
        party_support_h == group_value,
        status == "estimated",
        !is.na(term)
      )
    
    if (nrow(plot_dat) == 0) next
    
    label_order <- plot_dat %>%
      dplyr::arrange(attribute, dplyr::coalesce(order, 9999), label) %>%
      dplyr::distinct(label) %>%
      dplyr::pull(label)
    
    plot_dat <- plot_dat %>%
      dplyr::mutate(
        label = factor(label, levels = rev(label_order))
      )
    
    n_group <- support_totals %>%
      dplyr::filter(party_support_h == group_value) %>%
      dplyr::pull(n_total_distinct)
    
    p_group <- ggplot2::ggplot(
      plot_dat,
      ggplot2::aes(
        x = estimate_pp,
        y = label,
        shape = party_n_label
      )
    ) +
      ggplot2::geom_vline(xintercept = 0, linewidth = 0.45) +
      ggplot2::geom_errorbarh(
        ggplot2::aes(
          xmin = conf.low_pp,
          xmax = conf.high_pp
        ),
        height = 0.10,
        position = ggplot2::position_dodge(width = 0.55),
        linewidth = 0.55
      ) +
      ggplot2::geom_point(
        position = ggplot2::position_dodge(width = 0.55),
        size = 2.3,
        fill = "white"
      ) +
      ggplot2::facet_grid(
        attribute ~ .,
        scales = "free_y",
        space = "free_y"
      ) +
      ggplot2::labs(
        x = "選択確率への効果(percentage points)",
        y = NULL,
        shape = study_spec$condition_label,
        subtitle = paste0(
          study_label,
          ":",
          group_value,
          "支持者(n = ",
          scales::comma(n_group),
          ")"
        ),
        caption = paste0(
          "回答者IDでクラスタ化した標準誤差。各条件セルn < ",
          unified_config$min_support_cell_n,
          "は推定しない。"
        )
      ) +
      ggplot2::theme_bw(base_size = 10.5) +
      ggplot2::theme(
        panel.grid.minor = ggplot2::element_blank(),
        strip.background = ggplot2::element_rect(fill = "white"),
        strip.text = ggplot2::element_text(face = "bold"),
        legend.position = "bottom",
        axis.text = ggplot2::element_text(color = "black")
      )
    
    group_index <- match(group_value, eligible_groups)
    file_stub <- paste0(
      study_id,
      "_party_support_amce_",
      sprintf("%02d", group_index),
      "_",
      safe_filename(group_value)
    )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, paste0(file_stub, ".png")),
      plot = p_group,
      width = 10.5,
      height = ifelse(study_id == "study3", 11.5, 10.0),
      dpi = 400,
      bg = "white"
    )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, paste0(file_stub, ".pdf")),
      plot = p_group,
      width = 10.5,
      height = ifelse(study_id == "study3", 11.5, 10.0),
      device = grDevices::cairo_pdf,
      bg = "white"
    )
  }
  
  interaction_models <- list()
  interaction_test_text <- character()
  
  dat_interaction <- dat %>%
    dplyr::filter(party_support_h %in% eligible_groups) %>%
    dplyr::mutate(
      party_support_h = factor(party_support_h)
    )
  
  if ("支持政党なし" %in% levels(dat_interaction$party_support_h)) {
    dat_interaction <- dat_interaction %>%
      dplyr::mutate(
        party_support_h = stats::relevel(
          party_support_h,
          ref = "支持政党なし"
        )
      )
  } else if (nrow(support_totals) > 0) {
    largest_group <- support_totals %>%
      dplyr::filter(party_support_h %in% eligible_groups) %>%
      dplyr::slice_max(n_total_distinct, n = 1, with_ties = FALSE) %>%
      dplyr::pull(party_support_h)
    
    if (length(largest_group) == 1) {
      dat_interaction <- dat_interaction %>%
        dplyr::mutate(
          party_support_h = stats::relevel(
            party_support_h,
            ref = largest_group
          )
        )
    }
  }
  
  formula_interaction <- stats::as.formula(
    paste0(
      "selected ~ party_support_h * (",
      paste(env$attr_terms, collapse = " + "),
      ")"
    )
  )
  
  for (n_value in 2:5) {
    dat_n <- dat_interaction %>% dplyr::filter(party_n == n_value)
    
    model_n <- tryCatch(
      fixest::feols(
        formula_interaction,
        data = dat_n,
        vcov = ~ ID
      ),
      error = function(e) e
    )
    
    interaction_models[[as.character(n_value)]] <- model_n
    
    interaction_test_text <- c(
      interaction_test_text,
      paste0("\n===== ", study_label, ": condition ", n_value, " =====\n")
    )
    
    if (inherits(model_n, "error")) {
      interaction_test_text <- c(
        interaction_test_text,
        paste0("Model error: ", conditionMessage(model_n), "\n")
      )
    } else {
      interaction_test_text <- c(
        interaction_test_text,
        capture.output(summary(model_n)),
        "\n--- Joint Wald test for party-support interaction terms ---\n",
        tryCatch(
          capture.output(
            fixest::wald(
              model_n,
              keep = "party_support_h.*:|:party_support_h"
            )
          ),
          error = function(e) paste0("Wald test error: ", conditionMessage(e))
        )
      )
    }
  }
  
  writeLines(
    interaction_test_text,
    con = file.path(out_dir, "party_support_interaction_models_and_wald_tests.txt")
  )
  
  list(
    support_counts = support_counts,
    eligible_groups = eligible_groups,
    subgroup_coefficients = subgroup_coefficients,
    interaction_models = interaction_models,
    data = dat
  )
}

party_support_amce_results <- purrr::map(
  study_specs,
  run_support_amce_heterogeneity
)

run_support_relative_cue <- function(study_spec, amce_result) {
  env <- study_spec$env
  study_id <- study_spec$study_id
  out_dir <- file.path(unified_output_dir, paste0(study_id, "_party_support"))
  
  dat <- amce_result$data
  eligible_groups <- amce_result$eligible_groups
  
  observed_list <- list()
  interval_list <- list()
  slope_list <- list()
  failure_list <- list()
  
  for (group_index in seq_along(eligible_groups)) {
    group_value <- eligible_groups[group_index]
    dat_group <- dat %>%
      dplyr::filter(party_support_h == group_value)
    
    condition_counts <- dat_group %>%
      dplyr::distinct(ID, party_n) %>%
      dplyr::count(party_n, name = "n_ids")
    
    if (
      !identical(sort(condition_counts$party_n), 2:5) ||
      any(condition_counts$n_ids < unified_config$min_support_cell_n)
    ) {
      failure_list[[group_value]] <- tibble::tibble(
        party_support_h = group_value,
        reason = "Not all four conditions meet the minimum cell size"
      )
      next
    }
    
    prepared <- tryCatch(
      env$prepare_relative_cue_analysis(
        data = dat_group,
        cue_map = env$relative_cue_map
      ),
      error = function(e) e
    )
    
    if (inherits(prepared, "error")) {
      failure_list[[group_value]] <- tibble::tibble(
        party_support_h = group_value,
        reason = conditionMessage(prepared)
      )
      next
    }
    
    observed <- env$estimate_relative_cue_indices(prepared)
    observed_slopes <- env$estimate_relative_cue_slopes(
      observed$cue_importance
    )
    
    observed_list[[group_value]] <- observed$cue_importance %>%
      dplyr::mutate(
        party_support_h = group_value,
        .before = 1
      )
    
    slope_list[[group_value]] <- tibble::tibble(
      party_support_h = group_value,
      statistic = names(observed_slopes),
      estimate = as.numeric(observed_slopes)
    )
    
    B <- unified_config$support_bootstrap_B
    
    if (B > 0) {
      cache_file <- file.path(
        out_dir,
        paste0(
          "support_relative_cue_bootstrap_",
          unified_config$cue_importance_metric_version,
          "_",
          sprintf("%02d", group_index),
          "_B",
          B,
          ".rds"
        )
      )
      
      if (
        file.exists(cache_file) &&
        !unified_config$rerun_support_bootstrap
      ) {
        bootstrap_result <- readRDS(cache_file)
      } else {
        bootstrap_result <- env$run_relative_cue_bootstrap(
          prepared = prepared,
          B = B,
          seed = unified_config$support_bootstrap_seed +
            1000 * match(study_id, names(study_specs)) +
            group_index,
          progress_every = max(0, floor(B / 5))
        )
        saveRDS(bootstrap_result, cache_file)
      }
      
      intervals <- env$summarise_condition_intervals(
        observed_cue_importance = observed$cue_importance,
        bootstrap_condition_results = bootstrap_result$condition_estimates
      ) %>%
        dplyr::mutate(
          party_support_h = group_value,
          .before = 1
        )
      
      slope_inference <- env$summarise_slope_inference(
        observed_slopes = observed_slopes,
        bootstrap_slopes = bootstrap_result$slopes
      ) %>%
        dplyr::mutate(
          party_support_h = group_value,
          .before = 1
        )
      
      interval_list[[group_value]] <- intervals
      slope_list[[paste0(group_value, "_inference")]] <- slope_inference
    }
  }
  
  observed_df <- dplyr::bind_rows(observed_list)
  interval_df <- dplyr::bind_rows(interval_list)
  slope_df <- dplyr::bind_rows(slope_list)
  failures_df <- dplyr::bind_rows(failure_list)
  
  readr::write_csv(
    observed_df,
    file.path(out_dir, "party_support_relative_cue_observed.csv"),
    na = ""
  )
  readr::write_csv(
    interval_df,
    file.path(out_dir, "party_support_relative_cue_intervals.csv"),
    na = ""
  )
  readr::write_csv(
    slope_df,
    file.path(out_dir, "party_support_relative_cue_slopes.csv"),
    na = ""
  )
  readr::write_csv(
    failures_df,
    file.path(out_dir, "party_support_relative_cue_failures.csv"),
    na = ""
  )
  
  if (nrow(interval_df) > 0) {
    plot_df <- interval_df %>%
      dplyr::filter(statistic == "relative_party_weight_pairwise") %>%
      dplyr::mutate(
        estimate_pct = estimate * 100,
        conf_low_pct = conf_low * 100,
        conf_high_pct = conf_high * 100
      )
  } else {
    plot_df <- observed_df %>%
      dplyr::transmute(
        party_support_h,
        party_n,
        estimate_pct = relative_party_weight_pairwise * 100,
        conf_low_pct = NA_real_,
        conf_high_pct = NA_real_
      )
  }
  
  if (nrow(plot_df) > 0) {
    p_relative_support <- ggplot2::ggplot(
      plot_df,
      ggplot2::aes(
        x = party_n,
        y = estimate_pct,
        group = 1
      )
    ) +
      ggplot2::geom_hline(yintercept = 50, linetype = "dashed", linewidth = 0.45) +
      ggplot2::geom_line(linewidth = 0.70) +
      ggplot2::geom_errorbar(
        ggplot2::aes(
          ymin = conf_low_pct,
          ymax = conf_high_pct
        ),
        width = 0.08,
        linewidth = 0.55,
        na.rm = TRUE
      ) +
      ggplot2::geom_point(shape = 21, fill = "white", size = 2.5) +
      ggplot2::facet_wrap(~ party_support_h, ncol = 3) +
      ggplot2::scale_x_continuous(
        breaks = 2:5,
        labels = paste0(2:5, ifelse(study_id == "study3", "選択肢", "政党"))
      ) +
      ggplot2::scale_y_continuous(
        labels = function(x) paste0(x, "%"),
        breaks = scales::pretty_breaks(n = 6)
      ) +
      ggplot2::labs(
        x = study_spec$condition_label,
        y = "政党手がかりの相対比重",
        subtitle = paste0(
          study_spec$study_label,
          ":支持政党別の政党手がかり相対比重"
        ),
        caption = paste0(
          "各属性内の限界平均の平均絶対ペア差に基づく。",
          ifelse(
            unified_config$support_bootstrap_B > 0,
            paste0(
              "95%信頼区間は回答者クラスタ・ブートストラップ(B = ",
              unified_config$support_bootstrap_B,
              ")。"
            ),
            "信頼区間は未計算。"
          )
        )
      ) +
      ggplot2::theme_bw(base_size = 10.5) +
      ggplot2::theme(
        panel.grid.minor = ggplot2::element_blank(),
        strip.background = ggplot2::element_rect(fill = "white"),
        strip.text = ggplot2::element_text(face = "bold"),
        axis.text = ggplot2::element_text(color = "black")
      )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, "party_support_relative_cue_weight.png"),
      plot = p_relative_support,
      width = 11.5,
      height = max(7.0, 2.6 * ceiling(dplyr::n_distinct(plot_df$party_support_h) / 3)),
      dpi = 400,
      bg = "white"
    )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, "party_support_relative_cue_weight.pdf"),
      plot = p_relative_support,
      width = 11.5,
      height = max(7.0, 2.6 * ceiling(dplyr::n_distinct(plot_df$party_support_h) / 3)),
      device = grDevices::cairo_pdf,
      bg = "white"
    )
  } else {
    p_relative_support <- NULL
  }
  
  list(
    observed = observed_df,
    intervals = interval_df,
    slopes = slope_df,
    failures = failures_df,
    plot = p_relative_support
  )
}

party_support_relative_cue_results <- purrr::map2(
  study_specs,
  party_support_amce_results,
  run_support_relative_cue
)


# 補遺I関連コード
extract_cue_slope_inference <- function(study_spec) {
  env <- study_spec$env
  
  env$relative_cue_slope_inference %>%
    dplyr::mutate(
      study_id = study_spec$study_id,
      study_label = study_spec$study_label,
      .before = 1
    )
}

cue_slope_inference_all <- purrr::map_dfr(
  study_specs,
  extract_cue_slope_inference
) %>%
  dplyr::mutate(
    statistic_label = dplyr::recode(
      statistic,
      party_importance_pairwise = "政党の手がかりの未調整重要度",
      economic_importance_pairwise = "経済の手がかりの未調整重要度",
      party_importance_pairwise_adjusted =
        "政党の手がかりの選択肢数調整済み重要度",
      economic_importance_pairwise_adjusted =
        "経済の手がかりの選択肢数調整済み重要度",
      relative_party_weight_pairwise = "政党の手がかりの相対比重"
    ),
    metric_scale = dplyr::case_when(
      statistic %in% c(
        "party_importance_pairwise_adjusted",
        "economic_importance_pairwise_adjusted"
      ) ~ "choice_set_adjusted_baseline_relative",
      statistic == "relative_party_weight_pairwise" ~
        "relative_share",
      TRUE ~ "unadjusted_probability_difference"
    ),
    estimate_pp_per_option = estimate * 100,
    conf_low_pp_per_option = conf_low * 100,
    conf_high_pp_per_option = conf_high * 100
  )

write_csv_unified(
  cue_slope_inference_all,
  "cue_importance_linear_slope_all_studies.csv"
)

choice_set_adjusted_slope_summary <- cue_slope_inference_all %>%
  dplyr::filter(
    statistic %in% c(
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted"
    )
  ) %>%
  dplyr::mutate(
    cue_family = dplyr::recode(
      statistic,
      party_importance_pairwise_adjusted =
        "政党・政党名手がかり",
      economic_importance_pairwise_adjusted =
        "経済手がかり"
    ),
    estimate_baseline_pct_per_option = estimate * 100,
    conf_low_baseline_pct_per_option = conf_low * 100,
    conf_high_baseline_pct_per_option = conf_high * 100
  )

write_csv_unified(
  choice_set_adjusted_slope_summary,
  "choice_set_adjusted_importance_linear_slopes.csv"
)

hypothesis_map <- tibble::tribble(
  ~study_id, ~hypothesis, ~statistic, ~expected_direction,
  "study1", "H1a(実験1)", "party_importance_pairwise", "positive",
  "study1", "H1b(実験1)", "economic_importance_pairwise", "negative",
  "study2", "H1a(実験2)", "party_importance_pairwise", "positive",
  "study2", "H1b(実験2)", "economic_importance_pairwise", "negative",
  "study3", "H2a(実験3)", "party_importance_pairwise", "positive",
  "study3", "H2b(実験3)", "economic_importance_pairwise", "negative"
)

hypothesis_test_summary <- hypothesis_map %>%
  dplyr::left_join(
    cue_slope_inference_all %>%
      dplyr::select(
        study_id,
        study_label,
        statistic,
        estimate,
        conf_low,
        conf_high,
        p_value_two_sided
      ),
    by = c("study_id", "statistic")
  ) %>%
  dplyr::mutate(
    estimate_in_expected_direction = dplyr::case_when(
      expected_direction == "positive" ~ estimate > 0,
      expected_direction == "negative" ~ estimate < 0,
      TRUE ~ NA
    ),
    ci_excludes_zero_in_expected_direction = dplyr::case_when(
      expected_direction == "positive" ~ conf_low > 0,
      expected_direction == "negative" ~ conf_high < 0,
      TRUE ~ NA
    ),
    conclusion = dplyr::case_when(
      ci_excludes_zero_in_expected_direction ~
        "予測方向で95%信頼区間が0を含まず、統計的に支持",
      estimate_in_expected_direction ~
        "点推定は予測方向だが、95%信頼区間が0を含む",
      TRUE ~
        "点推定が予測方向と一致しない"
    ),
    estimate_pp_per_option = estimate * 100,
    conf_low_pp_per_option = conf_low * 100,
    conf_high_pp_per_option = conf_high * 100,
    hypothesis = factor(
      hypothesis,
      levels = rev(hypothesis_map$hypothesis)
    )
  )

write_csv_unified(
  hypothesis_test_summary,
  "main_hypothesis_linear_trend_tests.csv"
)

p_hypothesis_slopes <- ggplot2::ggplot(
  hypothesis_test_summary,
  ggplot2::aes(
    x = estimate_pp_per_option,
    y = hypothesis,
    shape = expected_direction
  )
) +
  ggplot2::geom_vline(
    xintercept = 0,
    linewidth = 0.45
  ) +
  ggplot2::geom_errorbarh(
    ggplot2::aes(
      xmin = conf_low_pp_per_option,
      xmax = conf_high_pp_per_option
    ),
    height = 0.12,
    linewidth = 0.60
  ) +
  ggplot2::geom_point(
    size = 2.7,
    fill = "white"
  ) +
  ggplot2::scale_shape_manual(
    values = c(
      positive = 21,
      negative = 24
    ),
    labels = c(
      positive = "正の傾向を予測",
      negative = "負の傾向を予測"
    )
  ) +
  ggplot2::labs(
    x = "選択肢が1つ増えるときの重要度の変化(pp)",
    y = NULL,
    shape = NULL,
    caption = paste0(
      "重要度は、同一属性内の全水準ペアについて限界平均の絶対差を求め、",
      "その平均として算出。横線は回答者クラスタ・ブートストラップ95%信頼区間。"
    )
  ) +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(
    panel.grid.minor = ggplot2::element_blank(),
    legend.position = "bottom",
    axis.text = ggplot2::element_text(color = "black")
  )

save_plot_both(
  "fig_supp_hypothesis_linear_trend_tests",
  p_hypothesis_slopes,
  width = 9.5,
  height = 5.8
)

choice_set_adjusted_slope_summary <- choice_set_adjusted_slope_summary %>%
  dplyr::mutate(
    study_cue_label = paste0(
      study_label,
      ":",
      cue_family
    ),
    study_cue_label = factor(
      study_cue_label,
      levels = rev(
        unique(study_cue_label)
      )
    )
  )

p_choice_set_adjusted_slopes <- ggplot2::ggplot(
  choice_set_adjusted_slope_summary,
  ggplot2::aes(
    x = estimate_baseline_pct_per_option,
    y = study_cue_label,
    shape = cue_family
  )
) +
  ggplot2::geom_vline(
    xintercept = 0,
    linewidth = 0.45
  ) +
  ggplot2::geom_errorbarh(
    ggplot2::aes(
      xmin = conf_low_baseline_pct_per_option,
      xmax = conf_high_baseline_pct_per_option
    ),
    height = 0.12,
    linewidth = 0.60
  ) +
  ggplot2::geom_point(
    size = 2.7,
    fill = "white"
  ) +
  ggplot2::scale_shape_manual(
    values = c(
      "政党・政党名手がかり" = 21,
      "経済手がかり" = 24
    )
  ) +
  ggplot2::labs(
    x = paste0(
      "選択肢が1つ増えるときの調整済み重要度の変化",
      "(平均選択確率に対する割合:pp)"
    ),
    y = NULL,
    shape = NULL,
    caption = paste0(
      "調整済み重要度 = 未調整重要度 ÷(1/選択肢数)。",
      "事前登録済み仮説の判定ではなく、記述的・感度分析として示す。"
    )
  ) +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(
    panel.grid.minor = ggplot2::element_blank(),
    legend.position = "bottom",
    axis.text = ggplot2::element_text(color = "black")
  )

save_plot_both(
  "fig_supp_choice_set_adjusted_importance_slopes",
  p_choice_set_adjusted_slopes,
  width = 10.5,
  height = 6.2
)


# 本文コード
run_study3_all_party_match <- function() {
  env <- study3_env
  out_dir <- file.path(unified_output_dir, "study3_party_match_all_parties")
  dir.create(out_dir, showWarnings = FALSE, recursive = TRUE)
  
  dat <- env$conjoint_match %>%
    dplyr::mutate(
      ID = as.character(ID),
      party_n = as.integer(as.character(party_n)),
      support_party_valid = as.character(support_party_valid)
    ) %>%
    dplyr::filter(
      !is.na(support_party_valid),
      support_party_valid != ""
    )
  
  support_cell_counts <- dat %>%
    dplyr::distinct(ID, support_party_valid, party_n) %>%
    dplyr::count(
      support_party_valid,
      party_n,
      name = "n_respondents"
    ) %>%
    tidyr::complete(
      support_party_valid,
      party_n = 2:5,
      fill = list(n_respondents = 0L)
    ) %>%
    dplyr::group_by(support_party_valid) %>%
    dplyr::mutate(
      n_total = sum(n_respondents),
      min_cell_n = min(n_respondents),
      all_four_conditions = all(n_respondents > 0)
    ) %>%
    dplyr::ungroup()
  
  eligible_parties <- support_cell_counts %>%
    dplyr::distinct(
      support_party_valid,
      n_total,
      min_cell_n,
      all_four_conditions
    ) %>%
    dplyr::filter(
      n_total >= unified_config$min_support_total_n,
      min_cell_n >= unified_config$min_support_cell_n,
      all_four_conditions
    ) %>%
    dplyr::arrange(dplyr::desc(n_total)) %>%
    dplyr::pull(support_party_valid)
  
  readr::write_csv(
    support_cell_counts,
    file.path(out_dir, "party_match_all_party_sample_counts.csv"),
    na = ""
  )
  
  formula_cell <- stats::as.formula(
    paste(
      "selected ~",
      paste(
        c(
          "party_match",
          env$economic_attr_terms
        ),
        collapse = " + "
      )
    )
  )
  
  estimate_cell <- function(group_value, n_value) {
    dat_cell <- dat %>%
      dplyr::filter(
        support_party_valid == group_value,
        party_n == n_value
      )
    
    n_ids <- dplyr::n_distinct(dat_cell$ID)
    
    if (n_ids < unified_config$min_support_cell_n) {
      return(
        tibble::tibble(
          support_party_valid = group_value,
          party_n = n_value,
          n_ids = n_ids,
          estimate = NA_real_,
          std.error = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_,
          p.value = NA_real_,
          status = "insufficient_cell_n"
        )
      )
    }
    
    model <- tryCatch(
      fixest::feols(
        formula_cell,
        data = dat_cell,
        vcov = ~ ID
      ),
      error = function(e) e
    )
    
    if (inherits(model, "error")) {
      return(
        tibble::tibble(
          support_party_valid = group_value,
          party_n = n_value,
          n_ids = n_ids,
          estimate = NA_real_,
          std.error = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_,
          p.value = NA_real_,
          status = paste0("model_error: ", conditionMessage(model))
        )
      )
    }
    
    tidy_fixest_unified(model) %>%
      dplyr::filter(term == "party_match") %>%
      dplyr::transmute(
        support_party_valid = group_value,
        party_n = n_value,
        n_ids = n_ids,
        estimate,
        std.error,
        conf.low,
        conf.high,
        p.value,
        status = "estimated"
      )
  }
  
  cell_coefficients <- purrr::map_dfr(
    eligible_parties,
    function(group_value) {
      purrr::map_dfr(
        2:5,
        ~ estimate_cell(group_value, .x)
      )
    }
  ) %>%
    dplyr::mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      party_n_label = factor(
        party_n,
        levels = 2:5,
        labels = paste0(2:5, "選択肢")
      ),
      main_text_party = support_party_valid %in% c(
        "自由民主党",
        "中道改革連合",
        "立憲民主党",
        "参政党"
      )
    )
  
  readr::write_csv(
    cell_coefficients,
    file.path(out_dir, "party_match_all_party_coefficients.csv"),
    na = ""
  )
  
  estimate_trend <- function(group_value) {
    dat_group <- dat %>%
      dplyr::filter(support_party_valid == group_value) %>%
      dplyr::mutate(
        party_n_f_heterogeneity = factor(
          party_n,
          levels = 2:5
        ),
        party_n_c_heterogeneity = party_n - 2
      )
    
    formula_trend <- stats::as.formula(
      paste(
        "selected ~ party_n_f_heterogeneity + party_match +",
        "party_match:party_n_c_heterogeneity +",
        paste(env$economic_attr_terms, collapse = " + ")
      )
    )
    
    model <- tryCatch(
      fixest::feols(
        formula_trend,
        data = dat_group,
        vcov = ~ ID
      ),
      error = function(e) e
    )
    
    if (inherits(model, "error")) {
      return(
        tibble::tibble(
          support_party_valid = group_value,
          term = "party_match:party_n_c_heterogeneity",
          estimate = NA_real_,
          std.error = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_,
          p.value = NA_real_,
          status = paste0("model_error: ", conditionMessage(model))
        )
      )
    }
    
    tidy_fixest_unified(model) %>%
      dplyr::filter(
        stringr::str_detect(
          term,
          "party_match:party_n_c_heterogeneity|party_n_c_heterogeneity:party_match"
        )
      ) %>%
      dplyr::mutate(
        support_party_valid = group_value,
        status = "estimated",
        .before = 1
      )
  }
  
  trend_coefficients <- purrr::map_dfr(
    eligible_parties,
    estimate_trend
  ) %>%
    dplyr::mutate(
      estimate_pp_per_option = estimate * 100,
      conf.low_pp_per_option = conf.low * 100,
      conf.high_pp_per_option = conf.high * 100
    )
  
  readr::write_csv(
    trend_coefficients,
    file.path(out_dir, "party_match_all_party_linear_trends.csv"),
    na = ""
  )
  
  plot_df <- cell_coefficients %>%
    dplyr::filter(
      status == "estimated",
      is.finite(estimate_pp)
    ) %>%
    dplyr::mutate(
      support_party_valid = factor(
        support_party_valid,
        levels = eligible_parties
      )
    )
  
  if (nrow(plot_df) > 0) {
    p_all_party_match <- ggplot2::ggplot(
      plot_df,
      ggplot2::aes(
        x = party_n,
        y = estimate_pp,
        group = 1
      )
    ) +
      ggplot2::geom_hline(
        yintercept = 0,
        linewidth = 0.40
      ) +
      ggplot2::geom_line(
        linewidth = 0.65
      ) +
      ggplot2::geom_errorbar(
        ggplot2::aes(
          ymin = conf.low_pp,
          ymax = conf.high_pp
        ),
        width = 0.08,
        linewidth = 0.55
      ) +
      ggplot2::geom_point(
        shape = 21,
        fill = "white",
        size = 2.4
      ) +
      ggplot2::facet_wrap(
        ~ support_party_valid,
        ncol = 3
      ) +
      ggplot2::scale_x_continuous(
        breaks = 2:5,
        labels = paste0(2:5, "選択肢")
      ) +
      ggplot2::labs(
        x = "提示される選択肢数",
        y = "支持政党と提示政党名の一致効果(pp)",
        caption = paste0(
          "各支持政党サブグループ内で selected ~ party_match + 経済属性を推定。",
          "標準誤差は回答者IDでクラスタ化。"
        )
      ) +
      ggplot2::theme_bw(base_size = 10.5) +
      ggplot2::theme(
        panel.grid.minor = ggplot2::element_blank(),
        strip.background = ggplot2::element_rect(fill = "white"),
        strip.text = ggplot2::element_text(face = "bold"),
        axis.text = ggplot2::element_text(color = "black")
      )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, "party_match_all_parties.png"),
      plot = p_all_party_match,
      width = 11.5,
      height = max(
        7.0,
        2.7 * ceiling(length(eligible_parties) / 3)
      ),
      dpi = 400,
      bg = "white"
    )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, "party_match_all_parties.pdf"),
      plot = p_all_party_match,
      width = 11.5,
      height = max(
        7.0,
        2.7 * ceiling(length(eligible_parties) / 3)
      ),
      device = grDevices::cairo_pdf,
      bg = "white"
    )
  } else {
    p_all_party_match <- NULL
  }
  
  list(
    sample_counts = support_cell_counts,
    eligible_parties = eligible_parties,
    coefficients = cell_coefficients,
    trends = trend_coefficients,
    plot = p_all_party_match
  )
}

study3_all_party_match_results <- run_study3_all_party_match()


extract_cross_study_relative_weight <- function(study_spec) {
  env <- study_spec$env
  
  env$relative_cue_condition_intervals %>%
    dplyr::filter(
      statistic == "relative_party_weight_pairwise"
    ) %>%
    dplyr::transmute(
      study_id = study_spec$study_id,
      study_label = study_spec$study_label,
      party_n,
      estimate,
      conf_low,
      conf_high
    )
}

cross_study_relative_weight <- purrr::map_dfr(
  study_specs,
  extract_cross_study_relative_weight
) %>%
  dplyr::mutate(
    estimate_pct = estimate * 100,
    conf_low_pct = conf_low * 100,
    conf_high_pct = conf_high * 100,
    study_label = factor(
      study_label,
      levels = vapply(
        study_specs,
        `[[`,
        character(1),
        "study_label"
      )
    )
  )

write_csv_unified(
  cross_study_relative_weight,
  "cross_study_relative_party_weight.csv"
)

p_cross_study_relative <- ggplot2::ggplot(
  cross_study_relative_weight,
  ggplot2::aes(
    x = party_n,
    y = estimate_pct,
    linetype = study_label,
    shape = study_label,
    group = study_label
  )
) +
  ggplot2::geom_hline(
    yintercept = 50,
    linetype = "dotted",
    linewidth = 0.45
  ) +
  ggplot2::geom_line(
    linewidth = 0.80
  ) +
  ggplot2::geom_errorbar(
    ggplot2::aes(
      ymin = conf_low_pct,
      ymax = conf_high_pct
    ),
    width = 0.07,
    linewidth = 0.60,
    position = ggplot2::position_dodge(width = 0.08)
  ) +
  ggplot2::geom_point(
    size = 2.7,
    fill = "white",
    position = ggplot2::position_dodge(width = 0.08)
  ) +
  ggplot2::scale_x_continuous(
    breaks = 2:5,
    labels = paste0(2:5, "選択肢")
  ) +
  ggplot2::scale_y_continuous(
    labels = function(x) paste0(x, "%"),
    breaks = scales::pretty_breaks(n = 6)
  ) +
  ggplot2::labs(
    x = "提示される選択肢数",
    y = "政党の手がかりの相対比重",
    linetype = NULL,
    shape = NULL,
    caption = paste0(
      "限界平均の平均絶対ペア差に基づく。",
      "エラーバーは回答者クラスタ・ブートストラップ95%信頼区間。"
    )
  ) +
  ggplot2::theme_bw(base_size = 11.5) +
  ggplot2::theme(
    panel.grid.minor = ggplot2::element_blank(),
    legend.position = "bottom",
    axis.text = ggplot2::element_text(color = "black")
  )

save_plot_both(
  "fig_supp_cross_study_relative_party_weight",
  p_cross_study_relative,
  width = 9.5,
  height = 6.0
)


# 出力整理コード
main_text_figure_manifest <- tibble::tribble(
  ~figure_number, ~study, ~analysis, ~file_png, ~file_pdf,
  "Figure 4", "Study 1", "共変量調整済みAMCE",
  file.path(unified_config$study1$output_dir, "amce_cov_facet_model.png"),
  NA_character_,
  "Figure 5", "Study 1", "政党・経済手がかりの重要度と相対比重",
  file.path(unified_config$study1$output_dir, "fig_study1_relative_cue_weight_jp_bw.png"),
  file.path(unified_config$study1$output_dir, "fig_study1_relative_cue_weight_jp_bw.pdf"),
  "Figure 6", "Study 2", "共変量調整済みAMCE",
  file.path(unified_config$study2$output_dir, "amce_cov_facet_model.png"),
  NA_character_,
  "Figure 7", "Study 2", "政党・経済手がかりの重要度と相対比重",
  file.path(unified_config$study2$output_dir, "fig_study2_relative_cue_weight_jp_bw.png"),
  file.path(unified_config$study2$output_dir, "fig_study2_relative_cue_weight_jp_bw.pdf"),
  "Figure 8", "Study 3", "共変量調整済みAMCE",
  file.path(unified_config$study3$output_dir, "amce_cov_facet_model.png"),
  NA_character_,
  "Figure 9", "Study 3", "政党名・経済手がかりの重要度と相対比重",
  file.path(unified_config$study3$output_dir, "fig_study3_relative_cue_weight_jp_bw.png"),
  file.path(unified_config$study3$output_dir, "fig_study3_relative_cue_weight_jp_bw.pdf"),
  "Figure 10", "Study 3", "支持政党と提示政党名の一致効果",
  file.path(unified_config$study3$output_dir, "party_match_effect_combined.png"),
  NA_character_
)

write_csv_unified(
  main_text_figure_manifest,
  "main_text_figure_reproduction_manifest.csv"
)

supplement_figure_manifest <- tibble::tribble(
  ~section, ~study, ~analysis, ~file_png,
  "B", "Study 1", "回答者割付バランス:Love plot",
  file.path(unified_output_dir, "study1_assignment_balance_love_plot.png"),
  "B", "Study 2", "回答者割付バランス:Love plot",
  file.path(unified_output_dir, "study2_assignment_balance_love_plot.png"),
  "B", "Study 3", "回答者割付バランス:Love plot",
  file.path(unified_output_dir, "study3_assignment_balance_love_plot.png"),
  "B", "Study 1", "回答者割付バランス:45度線診断",
  file.path(unified_output_dir, "study1_assignment_balance_diagonal_plot.png"),
  "B", "Study 2", "回答者割付バランス:45度線診断",
  file.path(unified_output_dir, "study2_assignment_balance_diagonal_plot.png"),
  "B", "Study 3", "回答者割付バランス:45度線診断",
  file.path(unified_output_dir, "study3_assignment_balance_diagonal_plot.png"),
  "B", "Study 1", "属性水準の観測比率対期待比率",
  file.path(unified_output_dir, "study1_profile_randomization_diagonal_plot.png"),
  "B", "Study 2", "属性水準の観測比率対期待比率",
  file.path(unified_output_dir, "study2_profile_randomization_diagonal_plot.png"),
  "B", "Study 3", "属性水準の観測比率対期待比率",
  file.path(unified_output_dir, "study3_profile_randomization_diagonal_plot.png"),
  "C", "Study 1–3", "H1a/H1b/H2a/H2bの線形傾向検定",
  file.path(unified_output_dir, "fig_supp_hypothesis_linear_trend_tests.png"),
  "C", "Study 1–3", "選択肢数調整済み重要度の線形傾向",
  file.path(unified_output_dir, "fig_supp_choice_set_adjusted_importance_slopes.png"),
  "C", "Study 1", "未調整・選択肢数調整済み重要度・相対比重",
  file.path(
    unified_config$study1$output_dir,
    "fig_study1_relative_cue_weight_choice_set_adjusted_jp_bw.png"
  ),
  "C", "Study 2", "未調整・選択肢数調整済み重要度・相対比重",
  file.path(
    unified_config$study2$output_dir,
    "fig_study2_relative_cue_weight_choice_set_adjusted_jp_bw.png"
  ),
  "C", "Study 3", "未調整・選択肢数調整済み重要度・相対比重",
  file.path(
    unified_config$study3$output_dir,
    "fig_study3_relative_cue_weight_choice_set_adjusted_jp_bw.png"
  ),
  "F", "Study 1–3", "政党手がかり相対比重の横断比較",
  file.path(unified_output_dir, "fig_supp_cross_study_relative_party_weight.png"),
  "G", "Study 3", "全ての十分な標本をもつ支持政党の一致効果",
  file.path(
    unified_output_dir,
    "study3_party_match_all_parties",
    "party_match_all_parties.png"
  ),
  "G", "Study 1–3", "支持政党別AMCE・相対比重",
  file.path(unified_output_dir, "<study>_party_support")
)

write_csv_unified(
  supplement_figure_manifest,
  "supplement_figure_manifest.csv"
)

supplement_section_manifest <- tibble::tribble(
  ~section, ~title, ~placement_logic, ~core_outputs,
  "A", "調査設計・質問文・標本構築",
  "読者が3実験の相違と分析対象者の形成を先に確認できるようにする。",
  "調査フロー、属性・水準、質問文、sample_flow、条件別n、欠損集計",
  "B", "無作為割付・属性提示・データ品質の診断",
  "推定結果より前に、処置条件とコンジョイント属性の無作為化が機能したことを示す。",
  "条件別共変量表、全6条件ペアのSMD、Love plot、45度線図、属性水準の観測対期待比率",
  "C", "推定量・相対比重・仮説検定",
  "本文の式(1)(2)とH1a/H1b/H2a/H2bの判定方法を一か所に集約する。",
  paste0(
    "AMCE、限界平均、平均絶対ペア差、選択肢数調整済み重要度、",
    "相対比重、ブートストラップ、線形傾向統合表"
  ),
  "D", "実験1(2023年)の完全な結果",
  "本文図4・5の再現後に、補助分析を同じ実験内でまとめる。",
  "調整済み・未調整AMCE、交互作用、ヒートマップ、条件付きロジット、相対比重傾向",
  "E", "実験2(2026年)と2023–2026年比較",
  "実験1の再現性と時点間変化を連続して読めるようにする。",
  "調整済み・未調整AMCE、交互作用、ヒートマップ、条件付きロジット、相対比重傾向、時点比較",
  "F", "実験3(2026年)の完全な結果",
  "具体的政党名の分析と、本文図8・9・10の追加推定をまとめる。",
  "AMCE、カテゴリカル・線形トレンド、条件付きロジット、相対比重、一致効果",
  "G", "政党支持による異質性",
  "本文の党派性メカニズムに直結するため、頑健性分析から独立させる。",
  "支持政党別AMCE、支持政党×属性Wald検定、支持政党別相対比重、全政党一致効果",
  "H", "除外基準・推定法・標本定義に関する感度分析",
  "主要結論が分析上の選択に依存しないかを最後に確認する。",
  "注意・操作確認、完全5課題、共変量なし、条件付きロジット、代替標本",
  "I", "再現性情報",
  "全ての分析後に、再現に必要な技術情報をまとめる。",
  "ファイル一覧、乱数シード、ブートストラップ回数、パッケージ、sessionInfo"
)

write_csv_unified(
  supplement_section_manifest,
  "supplement_section_manifest.csv"
)

saveRDS(
  list(
    config = unified_config,
    assignment_balance = assignment_balance_results,
    profile_randomization = profile_randomization_results,
    cue_slope_inference = cue_slope_inference_all,
    choice_set_adjusted_slope_summary =
      choice_set_adjusted_slope_summary,
    choice_set_adjusted_slope_plot =
      p_choice_set_adjusted_slopes,
    hypothesis_tests = hypothesis_test_summary,
    party_support_amce = party_support_amce_results,
    party_support_relative_cue = party_support_relative_cue_results,
    study3_all_party_match = study3_all_party_match_results,
    cross_study_relative_weight = cross_study_relative_weight,
    cross_study_relative_plot = p_cross_study_relative,
    main_text_figure_manifest = main_text_figure_manifest,
    supplement_figure_manifest = supplement_figure_manifest,
    supplement_section_manifest = supplement_section_manifest
  ),
  file = file.path(
    unified_output_dir,
    "unified_supplement_objects.rds"
  )
)

capture.output(
  sessionInfo(),
  file = file.path(
    unified_output_dir,
    "sessionInfo_unified.txt"
  )
)

cat(
  "\n3実験の本文図再現・補遺分析・支持政党別異質性分析が完了しました。\n",
  "統合出力先: ",
  normalizePath(unified_output_dir),
  "\n",
  sep = ""
)


final_output_root <- unified_config$output_root

final_dirs <- list(
  main_figures = file.path(final_output_root, "main_text", "figures"),
  main_tables = file.path(final_output_root, "main_text", "tables"),
  supplement_root = file.path(final_output_root, "supplement"),
  supplement_cross = file.path(final_output_root, "supplement", "cross_study"),
  diagnostics_root = file.path(final_output_root, "diagnostics"),
  model_objects_root = file.path(final_output_root, "model_objects"),
  logs = file.path(final_output_root, "logs")
)

invisible(
  lapply(
    final_dirs,
    dir.create,
    showWarnings = FALSE,
    recursive = TRUE
  )
)

for (study_id in names(study_specs)) {
  for (subdir in c("figures", "tables_csv", "tables_tex")) {
    dir.create(
      file.path(final_dirs$supplement_root, study_id, subdir),
      showWarnings = FALSE,
      recursive = TRUE
    )
  }
  for (subdir in c("screening", "balance", "randomization")) {
    dir.create(
      file.path(final_dirs$diagnostics_root, study_id, subdir),
      showWarnings = FALSE,
      recursive = TRUE
    )
  }
  dir.create(
    file.path(final_dirs$model_objects_root, study_id),
    showWarnings = FALSE,
    recursive = TRUE
  )
}

for (subdir in c("figures", "tables_csv", "tables_tex")) {
  dir.create(
    file.path(final_dirs$supplement_cross, subdir),
    showWarnings = FALSE,
    recursive = TRUE
  )
}


copy_file_if_exists <- function(source, destination) {
  if (is.na(source) || !nzchar(source) || !file.exists(source)) {
    return(FALSE)
  }
  dir.create(dirname(destination), showWarnings = FALSE, recursive = TRUE)
  isTRUE(file.copy(source, destination, overwrite = TRUE, copy.mode = TRUE))
}

copy_files_by_pattern <- function(source_dir, destination_dir, pattern) {
  if (!dir.exists(source_dir)) {
    return(character())
  }
  files <- list.files(
    source_dir,
    pattern = pattern,
    full.names = TRUE,
    recursive = TRUE,
    ignore.case = TRUE
  )
  if (length(files) == 0) {
    return(character())
  }
  dir.create(destination_dir, showWarnings = FALSE, recursive = TRUE)
  destinations <- file.path(destination_dir, basename(files))
  copied <- vapply(
    seq_along(files),
    function(i) copy_file_if_exists(files[i], destinations[i]),
    logical(1)
  )
  destinations[copied]
}

latex_escape <- function(x) {
  x <- as.character(x)
  x[is.na(x)] <- ""

  escape_one <- function(s) {
    chars <- strsplit(s, "", fixed = TRUE)[[1]]

    if (length(chars) == 0L) {
      return("")
    }

    replacement <- c(
      "\\" = "\\textbackslash{}",
      "&"  = "\\&",
      "%"  = "\\%",
      "$"  = "\\$",
      "#"  = "\\#",
      "_"  = "\\_",
      "{"  = "\\{",
      "}"  = "\\}",
      "~"  = "\\textasciitilde{}",
      "^"  = "\\textasciicircum{}"
    )

    out <- vapply(
      chars,
      function(ch) {
        if (ch %in% names(replacement)) {
          unname(replacement[[ch]])
        } else {
          ch
        }
      },
      character(1)
    )

    paste0(out, collapse = "")
  }

  vapply(x, escape_one, character(1), USE.NAMES = FALSE)
}

format_number <- function(x, digits = 3) {
  out <- ifelse(
    is.na(x),
    "",
    formatC(x, format = "f", digits = digits)
  )
  as.character(out)
}

format_integer <- function(x) {
  ifelse(is.na(x), "", scales::comma(as.integer(round(x))))
}

format_p_value <- function(x) {
  dplyr::case_when(
    is.na(x) ~ "",
    x < 0.001 ~ "< .001",
    TRUE ~ sub("^0", "", formatC(x, format = "f", digits = 3))
  )
}

write_latex_longtable <- function(
    data,
    file,
    caption,
    label,
    notes = NULL,
    landscape = ncol(data) >= 7) {
  
  data <- as.data.frame(data, stringsAsFactors = FALSE)
  if (ncol(data) == 0) {
    data <- data.frame(note = "該当する推定結果はありません。")
  }
  
  display <- data
  display[] <- lapply(display, function(x) latex_escape(as.character(x)))
  headers <- latex_escape(names(display))
  
  numeric_column <- vapply(data, is.numeric, logical(1))
  alignment <- paste0(ifelse(numeric_column, "r", "l"), collapse = "")
  
  lines <- character()
  lines <- c(lines, "% Generated automatically by the replication script.")
  if (landscape) {
    lines <- c(lines, "\\begin{landscape}")
  }
  lines <- c(
    lines,
    "\\begingroup",
    "\\small",
    paste0("\\begin{longtable}{", alignment, "}"),
    paste0("\\caption{", latex_escape(caption), "}\\label{", label, "}\\\\"),
    "\\toprule",
    paste(headers, collapse = " & "),
    "\\\\",
    "\\midrule",
    "\\endfirsthead",
    paste0("\\multicolumn{", ncol(display), "}{l}{\\tablename~\\thetable{}(続き)}\\\\"),
    "\\toprule",
    paste(headers, collapse = " & "),
    "\\\\",
    "\\midrule",
    "\\endhead",
    paste0("\\midrule\\multicolumn{", ncol(display), "}{r}{次頁に続く}\\\\"),
    "\\endfoot",
    "\\bottomrule",
    "\\endlastfoot"
  )
  
  if (nrow(display) > 0) {
    row_lines <- apply(
      display,
      1,
      function(row) paste0(paste(row, collapse = " & "), " \\\\")
    )
    lines <- c(lines, row_lines)
  }
  
  lines <- c(lines, "\\end{longtable}")
  if (!is.null(notes) && nzchar(notes)) {
    lines <- c(
      lines,
      "\\vspace{-0.5em}",
      "\\begin{minipage}{\\linewidth}",
      "\\footnotesize",
      paste0("\\textit{注:}", latex_escape(notes)),
      "\\end{minipage}"
    )
  }
  lines <- c(lines, "\\endgroup")
  if (landscape) {
    lines <- c(lines, "\\end{landscape}")
  }
  
  dir.create(dirname(file), showWarnings = FALSE, recursive = TRUE)
  writeLines(lines, con = file, useBytes = TRUE)
  invisible(file)
}

write_csv_and_tex <- function(
    data,
    csv_file,
    tex_file,
    caption,
    label,
    notes = NULL,
    landscape = ncol(data) >= 7) {
  dir.create(dirname(csv_file), showWarnings = FALSE, recursive = TRUE)
  readr::write_csv(data, csv_file, na = "")
  write_latex_longtable(
    data = data,
    file = tex_file,
    caption = caption,
    label = label,
    notes = notes,
    landscape = landscape
  )
  invisible(list(csv = csv_file, tex = tex_file))
}

attribute_label_map <- c(
  policy_position = "政策位置",
  government_status = "与野党地位",
  seats = "議席数",
  party_name = "政党名",
  gdp_growth = "GDP成長率",
  nikkei = "日経平均株価",
  cpi = "消費者物価指数(CPI)",
  unemployment = "失業率"
)

cue_family_label <- c(
  party = "政党の手がかり",
  economic = "経済の手がかり"
)


screening_specs <- list(
  study1 = list(
    initial_consent_var = "Q1.1",
    final_consent_var = study1_env$final_consent_var,
    attention_var = NA_character_,
    attention_answer = NA_character_,
    manipulation_available = FALSE,
    intro_map = NULL
  ),
  study2 = list(
    initial_consent_var = "Q1.1",
    final_consent_var = study2_env$final_consent_var,
    attention_var = study2_env$attention_check_var,
    attention_answer = as.character(study2_env$attention_check_correct),
    manipulation_available = TRUE,
    intro_map = NULL
  ),
  study3 = list(
    initial_consent_var = "Q1.1",
    final_consent_var = study3_env$final_consent_var,
    attention_var = study3_env$attention_check_var,
    attention_answer = as.character(study3_env$attention_check_correct),
    manipulation_available = TRUE,
    intro_map = NULL
  )
)

response_present <- function(x) {
  x <- as.character(x)
  !is.na(x) & stringr::str_squish(x) != ""
}

response_is_code <- function(x, code) {
  x <- stringr::str_squish(as.character(x))
  code <- as.character(code)
  out <- x == code | stringr::str_detect(x, paste0("\\(", code, "\\)$"))
  out[is.na(out)] <- FALSE
  out
}

get_mapped_response <- function(data, assigned_n, map, value_column) {
  result <- rep(NA_character_, nrow(data))
  for (n_value in 2:5) {
    row <- map[map$party_n == n_value, , drop = FALSE]
    if (nrow(row) == 0) next
    variable <- as.character(row[[value_column]][1])
    if (!variable %in% names(data)) next
    take <- !is.na(assigned_n) & assigned_n == n_value
    result[take] <- as.character(data[[variable]][take])
  }
  result
}

infer_assigned_condition <- function(data, choice_map, manipulation_map = NULL, intro_map = NULL) {
  candidate <- matrix(FALSE, nrow = nrow(data), ncol = 4)
  colnames(candidate) <- as.character(2:5)
  
  for (n_value in 2:5) {
    variables <- choice_map$choice_var[choice_map$party_n == n_value]
    if (!is.null(manipulation_map) && nrow(manipulation_map) > 0) {
      variables <- c(
        variables,
        manipulation_map$manipulation_var[manipulation_map$party_n == n_value]
      )
    }
    if (!is.null(intro_map) && as.character(n_value) %in% names(intro_map)) {
      variables <- c(variables, unname(intro_map[as.character(n_value)]))
    }
    variables <- intersect(unique(variables), names(data))
    if (length(variables) > 0) {
      candidate[, as.character(n_value)] <- apply(
        data[, variables, drop = FALSE],
        1,
        function(row) any(response_present(row))
      )
    }
  }
  
  n_candidates <- rowSums(candidate)
  assigned <- rep(NA_integer_, nrow(data))
  single <- n_candidates == 1
  assigned[single] <- as.integer(colnames(candidate)[max.col(candidate[single, , drop = FALSE])])
  
  if (any(n_candidates > 1)) {
    warning("Check")
  }
  assigned
}

build_screening_outputs <- function(study_spec) {
  study_id <- study_spec$study_id
  env <- study_spec$env
  spec <- screening_specs[[study_id]]
  raw <- env$df_header_removed %>%
    dplyr::mutate(ID = as.character(ID)) %>%
    dplyr::distinct(ID, .keep_all = TRUE)
  
  manipulation_map <- if (
    spec$manipulation_available &&
    exists("manipulation_map", envir = env, inherits = FALSE)
  ) {
    get("manipulation_map", envir = env, inherits = FALSE)
  } else {
    NULL
  }
  
  assigned_n <- infer_assigned_condition(
    data = raw,
    choice_map = env$choice_map,
    manipulation_map = manipulation_map,
    intro_map = spec$intro_map
  )
  
  if (exists("id_task_check", envir = env, inherits = FALSE)) {
    analysis_assignment <- get("id_task_check", envir = env, inherits = FALSE) %>%
      dplyr::mutate(
        ID = as.character(ID),
        party_n = as.integer(as.character(party_n))
      ) %>%
      dplyr::group_by(ID) %>%
      dplyr::summarise(
        n_condition_candidates = dplyr::n_distinct(party_n),
        assigned_from_analysis = dplyr::if_else(
          n_condition_candidates == 1L,
          dplyr::first(party_n),
          NA_integer_
        ),
        .groups = "drop"
      )
    
    analysis_match <- match(raw$ID, analysis_assignment$ID)
    use_analysis_assignment <- !is.na(analysis_match) &
      !is.na(analysis_assignment$assigned_from_analysis[analysis_match])
    assigned_n[use_analysis_assignment] <-
      analysis_assignment$assigned_from_analysis[analysis_match[use_analysis_assignment]]
  }
  
  if (exists("valid_ids", envir = env, inherits = FALSE)) {
    final_assignment <- get("valid_ids", envir = env, inherits = FALSE) %>%
      dplyr::mutate(
        ID = as.character(ID),
        party_n = as.integer(as.character(party_n))
      ) %>%
      dplyr::distinct(ID, party_n) %>%
      dplyr::group_by(ID) %>%
      dplyr::summarise(
        n_condition_candidates = dplyr::n_distinct(party_n),
        assigned_from_final = dplyr::if_else(
          n_condition_candidates == 1L,
          dplyr::first(party_n),
          NA_integer_
        ),
        .groups = "drop"
      )
    
    final_match <- match(raw$ID, final_assignment$ID)
    use_final_assignment <- !is.na(final_match) &
      !is.na(final_assignment$assigned_from_final[final_match])
    assigned_n[use_final_assignment] <-
      final_assignment$assigned_from_final[final_match[use_final_assignment]]
  }
  
  initial_response <- if (spec$initial_consent_var %in% names(raw)) {
    raw[[spec$initial_consent_var]]
  } else {
    rep(NA_character_, nrow(raw))
  }
  final_response <- if (spec$final_consent_var %in% names(raw)) {
    raw[[spec$final_consent_var]]
  } else {
    rep(NA_character_, nrow(raw))
  }
  
  task_responses <- lapply(
    1:5,
    function(task_value) {
      task_map <- env$choice_map[env$choice_map$task == task_value, , drop = FALSE]
      get_mapped_response(raw, assigned_n, task_map, "choice_var")
    }
  )
  
  task_pass <- lapply(
    task_responses,
    function(response) {
      parsed <- suppressWarnings(readr::parse_number(as.character(response)))
      !is.na(assigned_n) & !is.na(parsed) & parsed >= 1 & parsed <= assigned_n
    }
  )
  
  if (!is.null(manipulation_map)) {
    manipulation_response <- get_mapped_response(
      raw,
      assigned_n,
      manipulation_map,
      "manipulation_var"
    )
    manipulation_answer <- rep(NA_character_, nrow(raw))
    for (n_value in 2:5) {
      answer <- manipulation_map$correct_answer[manipulation_map$party_n == n_value]
      manipulation_answer[!is.na(assigned_n) & assigned_n == n_value] <- answer[1]
    }
    manipulation_pass <- !is.na(assigned_n) & response_is_code(
      manipulation_response,
      manipulation_answer
    )
  } else {
    manipulation_response <- rep(NA_character_, nrow(raw))
    manipulation_pass <- rep(TRUE, nrow(raw))
  }
  
  if (!is.na(spec$attention_var) && spec$attention_var %in% names(raw)) {
    attention_response <- raw[[spec$attention_var]]
    attention_pass <- response_is_code(attention_response, spec$attention_answer)
  } else {
    attention_response <- rep(NA_character_, nrow(raw))
    attention_pass <- rep(TRUE, nrow(raw))
  }
  
  initial_pass <- response_is_code(initial_response, 1) |
    stringr::str_detect(
      stringr::str_squish(as.character(initial_response)),
      "趣旨に同意して.*協力する"
    )
  final_pass <- response_is_code(final_response, 1) |
    stringr::str_detect(
      stringr::str_squish(as.character(final_response)),
      "同意し.*回答結果を送信する"
    )
  
  final_ids <- as.character(env$valid_ids$ID)
  
  audit <- tibble::tibble(
    ID = raw$ID,
    assigned_condition = assigned_n,
    initial_consent_response = as.character(initial_response),
    initial_consent_pass = initial_pass,
    reached_conjoint_block = !is.na(assigned_n),
    task1_response = as.character(task_responses[[1]]),
    task1_complete = task_pass[[1]],
    task2_response = as.character(task_responses[[2]]),
    task2_complete = task_pass[[2]],
    task3_response = as.character(task_responses[[3]]),
    task3_complete = task_pass[[3]],
    task4_response = as.character(task_responses[[4]]),
    task4_complete = task_pass[[4]],
    task5_response = as.character(task_responses[[5]]),
    task5_complete = task_pass[[5]],
    all_five_tasks_complete = Reduce(`&`, task_pass),
    manipulation_response = as.character(manipulation_response),
    manipulation_check_pass = manipulation_pass,
    attention_response = as.character(attention_response),
    attention_check_pass = attention_pass,
    final_consent_response = as.character(final_response),
    final_consent_pass = final_pass,
    included_in_final_analysis = ID %in% final_ids
  )
  
  cumulative <- rep(TRUE, nrow(audit))
  stage_records <- list()
  add_stage <- function(stage, question_variable, criterion) {
    cumulative <<- cumulative & criterion
    stage_records[[length(stage_records) + 1L]] <<- tibble::tibble(
      stage_order = length(stage_records) + 1L,
      stage = stage,
      question_variable = question_variable,
      n_remaining = sum(cumulative, na.rm = TRUE)
    )
  }
  
  add_stage("Qualtricsの質問文・ImportId行を除外", "ResponseId", rep(TRUE, nrow(audit)))
  add_stage("初回同意", spec$initial_consent_var, audit$initial_consent_pass)
  add_stage("割付されたコンジョイント・ブロックに到達", "Q3.1/Q4.1/Q5.1/Q6.1 または最初の選択課題", audit$reached_conjoint_block)
  for (task_value in 1:5) {
    add_stage(
      paste0("選択課題", task_value, "を有効回答"),
      paste0("条件別 choice task ", task_value),
      audit[[paste0("task", task_value, "_complete")]]
    )
  }
  if (spec$manipulation_available) {
    add_stage(
      "提示された選択肢数を正答",
      "条件別に自動検出した選択肢数確認質問",
      audit$manipulation_check_pass
    )
  }
  if (!is.na(spec$attention_var)) {
    add_stage(
      "イデオロギー行列の指示項目に正答",
      spec$attention_var,
      audit$attention_check_pass
    )
  }
  add_stage("最終送信同意", spec$final_consent_var, audit$final_consent_pass)
  add_stage("最終分析標本", "全基準の積集合", audit$included_in_final_analysis)
  
  flow <- dplyr::bind_rows(stage_records) %>%
    dplyr::mutate(
      n_excluded_at_stage = dplyr::lag(n_remaining, default = dplyr::first(n_remaining)) - n_remaining,
      retention_from_previous_pct = dplyr::if_else(
        dplyr::lag(n_remaining, default = dplyr::first(n_remaining)) > 0,
        100 * n_remaining / dplyr::lag(n_remaining, default = dplyr::first(n_remaining)),
        NA_real_
      ),
      retention_from_initial_pct = 100 * n_remaining / dplyr::first(n_remaining)
    )
  
  condition_flow <- purrr::map_dfr(
    2:5,
    function(n_value) {
      subset_audit <- audit %>% dplyr::filter(assigned_condition == n_value)
      if (nrow(subset_audit) == 0) {
        return(tibble::tibble())
      }
      criteria <- list(
        "割付条件を識別" = rep(TRUE, nrow(subset_audit)),
        "選択課題1" = subset_audit$task1_complete,
        "選択課題2" = subset_audit$task2_complete,
        "選択課題3" = subset_audit$task3_complete,
        "選択課題4" = subset_audit$task4_complete,
        "選択課題5" = subset_audit$task5_complete
      )
      if (spec$manipulation_available) {
        criteria[["選択肢数確認"]] <- subset_audit$manipulation_check_pass
      }
      if (!is.na(spec$attention_var)) {
        criteria[["指示項目"]] <- subset_audit$attention_check_pass
      }
      criteria[["最終送信同意"]] <- subset_audit$final_consent_pass
      criteria[["最終分析標本"]] <- subset_audit$included_in_final_analysis
      
      keep <- rep(TRUE, nrow(subset_audit))
      records <- purrr::imap_dfr(
        criteria,
        function(criterion, stage_name) {
          keep <<- keep & criterion
          tibble::tibble(
            assigned_condition = n_value,
            stage_order = which(names(criteria) == stage_name),
            stage = stage_name,
            n_remaining = sum(keep, na.rm = TRUE)
          )
        }
      )
      records %>%
        dplyr::mutate(
          n_excluded_at_stage = dplyr::lag(n_remaining, default = dplyr::first(n_remaining)) - n_remaining,
          retention_from_condition_start_pct = 100 * n_remaining / dplyr::first(n_remaining)
        )
    }
  )
  
  final_audit <- audit %>% dplyr::filter(included_in_final_analysis)
  required_final <- final_audit$initial_consent_pass &
    final_audit$all_five_tasks_complete &
    final_audit$manipulation_check_pass &
    final_audit$attention_check_pass &
    final_audit$final_consent_pass
  if (!all(required_final)) {
    stop("Check")
  }
  if (nrow(final_audit) != dplyr::n_distinct(env$valid_ids$ID)) {
    stop("Check")
  }
  
  list(audit = audit, flow = flow, condition_flow = condition_flow)
}


make_amce_table <- function(env, adjusted = TRUE) {
  source <- if (adjusted) env$amce_plot_cov else env$amce_plot_nocov
  n_table <- env$n_by_party %>%
    dplyr::transmute(
      party_n_numeric = as.integer(as.character(party_n)),
      respondents = n
    )
  
  source %>%
    dplyr::mutate(
      party_n_numeric = suppressWarnings(readr::parse_number(as.character(party_n)))
    ) %>%
    dplyr::left_join(n_table, by = "party_n_numeric") %>%
    dplyr::transmute(
      `条件` = as.character(party_n),
      `属性` = as.character(attribute),
      `水準(基準水準との差)` = as.character(label),
      `推定値(pp)` = format_number(100 * estimate, 2),
      `標準誤差(pp)` = format_number(100 * std.error, 2),
      `95% CI下限(pp)` = format_number(100 * conf.low, 2),
      `95% CI上限(pp)` = format_number(100 * conf.high, 2),
      `p値` = format_p_value(p.value),
      `回答者数` = format_integer(respondents)
    )
}

make_interaction_table <- function(env) {
  source <- env$interaction_plot_df
  condition_column <- intersect(c("party_n_label", "party_n"), names(source))[1]
  if (is.na(condition_column)) {
    source$condition_label <- ""
  } else {
    source$condition_label <- as.character(source[[condition_column]])
  }
  source %>%
    dplyr::transmute(
      `比較条件` = condition_label,
      `属性` = as.character(attribute),
      `水準` = as.character(label),
      `2選択肢条件との差(pp)` = format_number(100 * estimate, 2),
      `標準誤差(pp)` = format_number(100 * std.error, 2),
      `95% CI下限(pp)` = format_number(100 * conf.low, 2),
      `95% CI上限(pp)` = format_number(100 * conf.high, 2),
      `p値` = format_p_value(p.value)
    )
}

clustered_mean_summary <- function(y, cluster) {
  y <- as.numeric(y)
  cluster <- as.character(cluster)
  keep <- is.finite(y) & !is.na(cluster)
  y <- y[keep]
  cluster <- cluster[keep]
  n <- length(y)
  g <- dplyr::n_distinct(cluster)
  if (n == 0) {
    return(c(estimate = NA_real_, se = NA_real_, low = NA_real_, high = NA_real_, n = 0, g = 0))
  }
  estimate <- mean(y)
  if (g <= 1) {
    se <- NA_real_
  } else {
    cluster_score <- tapply(y - estimate, cluster, sum)
    variance <- (g / (g - 1)) * sum(cluster_score^2) / (n^2)
    se <- sqrt(variance)
  }
  c(
    estimate = estimate,
    se = se,
    low = estimate - 1.96 * se,
    high = estimate + 1.96 * se,
    n = n,
    g = g
  )
}

make_mm_table <- function(env) {
  attributes <- names(env$relative_cue_map)
  long <- env$conjoint_all_m %>%
    dplyr::select(ID, party_n, selected, dplyr::all_of(attributes)) %>%
    tidyr::pivot_longer(
      cols = dplyr::all_of(attributes),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    dplyr::filter(!is.na(level), as.character(level) != "") %>%
    dplyr::mutate(level = as.character(level))
  
  summary <- long %>%
    dplyr::group_by(party_n, attribute, level) %>%
    dplyr::group_modify(
      ~ {
        values <- clustered_mean_summary(.x$selected, .x$ID)
        tibble::tibble(
          marginal_mean = values["estimate"],
          cluster_se = values["se"],
          conf_low = values["low"],
          conf_high = values["high"],
          n_profiles = values["n"],
          n_respondents = values["g"]
        )
      }
    ) %>%
    dplyr::ungroup() %>%
    dplyr::mutate(
      cue_family = unname(env$relative_cue_map[attribute]),
      attribute_label = dplyr::coalesce(unname(attribute_label_map[attribute]), attribute),
      cue_label = dplyr::coalesce(unname(cue_family_label[cue_family]), cue_family)
    )
  
  summary %>%
    dplyr::transmute(
      `条件` = paste0(party_n, ifelse("party_name" %in% attributes, "選択肢", "政党")),
      `手がかり群` = cue_label,
      `属性` = attribute_label,
      `水準` = level,
      `限界平均(%)` = format_number(100 * marginal_mean, 2),
      `クラスタSE(pp)` = format_number(100 * cluster_se, 2),
      `95% CI下限(%)` = format_number(100 * conf_low, 2),
      `95% CI上限(%)` = format_number(100 * conf_high, 2),
      `プロファイル数` = format_integer(n_profiles),
      `回答者数` = format_integer(n_respondents)
    )
}

make_attribute_importance_table <- function(env) {
  source <- env$relative_cue_observed$attribute_importance
  adjusted_col <- intersect(
    c("importance_pairwise_adjusted", "choice_set_adjusted_importance_pairwise"),
    names(source)
  )[1]
  adjusted <- if (!is.na(adjusted_col)) source[[adjusted_col]] else source$party_n * source$importance_pairwise
  
  source %>%
    dplyr::mutate(
      adjusted_value = adjusted,
      attribute_label = dplyr::coalesce(unname(attribute_label_map[attribute]), attribute),
      cue_label = dplyr::coalesce(unname(cue_family_label[cue_family]), cue_family)
    ) %>%
    dplyr::transmute(
      `条件` = party_n,
      `手がかり群` = cue_label,
      `属性` = attribute_label,
      `水準数` = n_levels,
      `未調整重要度(pp)` = format_number(100 * importance_pairwise, 2),
      `選択肢数調整済み重要度(%)` = format_number(100 * adjusted_value, 2)
    )
}

make_cue_importance_table <- function(env) {
  source <- env$relative_cue_condition_intervals
  labels <- c(
    party_importance_pairwise = "政党手がかり:未調整重要度",
    economic_importance_pairwise = "経済手がかり:未調整重要度",
    party_importance_pairwise_adjusted = "政党手がかり:選択肢数調整済み重要度",
    economic_importance_pairwise_adjusted = "経済手がかり:選択肢数調整済み重要度",
    relative_party_weight_pairwise = "政党手がかりの相対比重"
  )
  source <- source %>% dplyr::filter(statistic %in% names(labels))
  source %>%
    dplyr::mutate(
      `指標` = unname(labels[statistic]),
      `単位` = dplyr::case_when(
        statistic %in% c("party_importance_pairwise", "economic_importance_pairwise") ~ "pp",
        TRUE ~ "%"
      ),
      multiplier = 100
    ) %>%
    dplyr::transmute(
      `条件` = party_n,
      `指標` = `指標`,
      `単位` = `単位`,
      `推定値` = format_number(multiplier * estimate, 2),
      `95% CI下限` = format_number(multiplier * conf_low, 2),
      `95% CI上限` = format_number(multiplier * conf_high, 2)
    )
}

make_clogit_table <- function(env) {
  env$clogit_plot_df %>%
    dplyr::transmute(
      `条件` = as.character(party_n),
      `属性` = as.character(attribute),
      `水準(基準水準との差)` = as.character(label),
      `log係数` = format_number(estimate, 3),
      `標準誤差` = format_number(std.error, 3),
      `オッズ比` = format_number(odds_ratio, 3),
      `95% CI下限(OR)` = format_number(odds_ratio_low, 3),
      `95% CI上限(OR)` = format_number(odds_ratio_high, 3),
      `p値` = format_p_value(p.value)
    )
}

make_linear_trend_table <- function(env) {
  if (!exists("linear_trend_plot_df", envir = env, inherits = FALSE)) {
    return(tibble::tibble())
  }
  env$linear_trend_plot_df %>%
    dplyr::transmute(
      `属性` = as.character(attribute),
      `水準` = as.character(label),
      `選択肢が1つ増えるときの変化(pp)` = format_number(100 * estimate, 2),
      `標準誤差(pp)` = format_number(100 * std.error, 2),
      `95% CI下限(pp)` = format_number(100 * conf.low, 2),
      `95% CI上限(pp)` = format_number(100 * conf.high, 2),
      `p値` = format_p_value(p.value)
    )
}

make_party_match_table <- function(env) {
  if (!exists("party_match_coef_df", envir = env, inherits = FALSE)) {
    return(tibble::tibble())
  }
  overall <- env$party_match_coef_df
  subgroup <- if (exists("party_match_subgroup_coef_df", envir = env, inherits = FALSE)) {
    env$party_match_subgroup_coef_df
  } else {
    tibble::tibble()
  }
  combined <- dplyr::bind_rows(overall, subgroup)
  if (!"n_ids" %in% names(combined)) combined$n_ids <- NA_real_
  if (!"support_group_label" %in% names(combined)) combined$support_group_label <- "全体"
  combined %>%
    dplyr::mutate(
      support_group_label = dplyr::coalesce(as.character(support_group_label), "全体"),
      n_ids = suppressWarnings(as.numeric(n_ids))
    ) %>%
    dplyr::transmute(
      `対象` = support_group_label,
      `選択肢数` = party_n,
      `一致効果(pp)` = format_number(100 * estimate, 2),
      `標準誤差(pp)` = format_number(100 * std.error, 2),
      `95% CI下限(pp)` = format_number(100 * conf.low, 2),
      `95% CI上限(pp)` = format_number(100 * conf.high, 2),
      `p値` = format_p_value(p.value),
      `回答者数` = format_integer(n_ids)
    )
}


screening_results <- list()
study_table_paths <- list()

for (study_id in names(study_specs)) {
  spec <- study_specs[[study_id]]
  env <- spec$env
  study_label <- spec$study_label
  csv_dir <- file.path(final_dirs$supplement_root, study_id, "tables_csv")
  tex_dir <- file.path(final_dirs$supplement_root, study_id, "tables_tex")
  diag_screen_dir <- file.path(final_dirs$diagnostics_root, study_id, "screening")
  diag_balance_dir <- file.path(final_dirs$diagnostics_root, study_id, "balance")
  diag_random_dir <- file.path(final_dirs$diagnostics_root, study_id, "randomization")
  
  screening <- build_screening_outputs(spec)
  screening_results[[study_id]] <- screening
  
  readr::write_csv(screening$audit, file.path(diag_screen_dir, "respondent_screening_audit.csv"), na = "")
  readr::write_csv(screening$flow, file.path(diag_screen_dir, "sequential_sample_flow.csv"), na = "")
  readr::write_csv(screening$condition_flow, file.path(diag_screen_dir, "sequential_sample_flow_by_condition.csv"), na = "")
  
  attrition_table <- screening$flow %>%
    dplyr::transmute(
      `順序` = stage_order,
      `段階` = stage,
      `質問・変数` = question_variable,
      `残存N` = format_integer(n_remaining),
      `当該段階での除外N` = format_integer(n_excluded_at_stage),
      `前段階からの残存率(%)` = format_number(retention_from_previous_pct, 1),
      `初期標本からの残存率(%)` = format_number(retention_from_initial_pct, 1)
    )
  
  write_csv_and_tex(
    attrition_table,
    file.path(csv_dir, "table_sample_attrition.csv"),
    file.path(tex_dir, "table_sample_attrition.tex"),
    paste0(study_label, ":質問段階ごとの逐次的な標本減少"),
    paste0("tab:", study_id, "-attrition"),
    notes = paste0(
      "各行は直前までの基準を満たした回答者に次の基準を順に適用した残存数を示す。",
      ifelse(
        study_id == "study1",
        "Study 1では選択肢数確認質問および指示項目は調査票に設けられていない。",
        "最終分析は、選択肢数確認とQ25.1_11の指示項目の双方に正答した回答者に限定した。"
      )
    )
  )
  
  condition_attrition_table <- screening$condition_flow %>%
    dplyr::transmute(
      `条件` = assigned_condition,
      `順序` = stage_order,
      `段階` = stage,
      `残存N` = format_integer(n_remaining),
      `当該段階での除外N` = format_integer(n_excluded_at_stage),
      `条件開始時からの残存率(%)` = format_number(retention_from_condition_start_pct, 1)
    )
  write_csv_and_tex(
    condition_attrition_table,
    file.path(csv_dir, "table_sample_attrition_by_condition.csv"),
    file.path(tex_dir, "table_sample_attrition_by_condition.tex"),
    paste0(study_label, ":条件別の逐次的な標本減少"),
    paste0("tab:", study_id, "-attrition-condition"),
    notes = "条件を回答履歴から識別できた回答者について、各条件内で基準を累積的に適用した。"
  )
  
  manipulation_table <- screening$audit %>%
    dplyr::filter(!is.na(assigned_condition)) %>%
    dplyr::count(
      assigned_condition,
      manipulation_response,
      manipulation_check_pass,
      name = "n"
    ) %>%
    dplyr::transmute(
      `条件` = assigned_condition,
      `回答` = dplyr::coalesce(manipulation_response, "未実施・欠損"),
      `正答` = ifelse(manipulation_check_pass, "正答", "不正答・欠損"),
      `N` = format_integer(n)
    )
  if (study_id == "study1") {
    manipulation_table <- tibble::tibble(
      `条件` = "全条件",
      `回答` = "調査票に選択肢数確認質問なし",
      `正答` = "適用外",
      `N` = ""
    )
  }
  write_csv_and_tex(
    manipulation_table,
    file.path(csv_dir, "table_manipulation_check.csv"),
    file.path(tex_dir, "table_manipulation_check.tex"),
    paste0(study_label, ":選択肢数の操作確認"),
    paste0("tab:", study_id, "-manipulation-check"),
    notes = "Study 2・3では、割り当てられた選択肢数と同じ回答を正答とした。"
  )
  
  attention_table <- screening$audit %>%
    dplyr::count(attention_response, attention_check_pass, name = "n") %>%
    dplyr::transmute(
      `回答` = dplyr::coalesce(attention_response, "未実施・欠損"),
      `判定` = ifelse(attention_check_pass, "正答", "不正答・欠損"),
      `N` = format_integer(n)
    )
  if (study_id == "study1") {
    attention_table <- tibble::tibble(
      `回答` = "調査票に指示項目なし",
      `判定` = "適用外",
      `N` = ""
    )
  }
  write_csv_and_tex(
    attention_table,
    file.path(csv_dir, "table_attention_check.csv"),
    file.path(tex_dir, "table_attention_check.tex"),
    paste0(study_label, ":イデオロギー行列の指示項目"),
    paste0("tab:", study_id, "-attention-check"),
    notes = "Study 2・3では、調査画面上の指示項目で「3」を選択した回答者を正答とした。Qualtricsの保存コードが表示値と異なる場合は、本分析で自動検出された保存コードを用いた。"
  )
  
  amce_cov <- make_amce_table(env, adjusted = TRUE)
  amce_nocov <- make_amce_table(env, adjusted = FALSE)
  interaction <- make_interaction_table(env)
  mm_table <- make_mm_table(env)
  attr_importance <- make_attribute_importance_table(env)
  cue_importance <- make_cue_importance_table(env)
  clogit_table <- make_clogit_table(env)
  linear_trend_table <- make_linear_trend_table(env)
  party_match_table <- make_party_match_table(env)
  
  write_csv_and_tex(
    amce_cov,
    file.path(csv_dir, "table_amce_covariate_adjusted.csv"),
    file.path(tex_dir, "table_amce_covariate_adjusted.tex"),
    paste0(study_label, ":共変量調整済みAMCE"),
    paste0("tab:", study_id, "-amce-adjusted"),
    notes = "推定値の単位はパーセントポイント。標準誤差は回答者単位でクラスタ化した。"
  )
  write_csv_and_tex(
    amce_nocov,
    file.path(csv_dir, "table_amce_unadjusted.csv"),
    file.path(tex_dir, "table_amce_unadjusted.tex"),
    paste0(study_label, ":共変量を含めないAMCE"),
    paste0("tab:", study_id, "-amce-unadjusted"),
    notes = "推定値の単位はパーセントポイント。標準誤差は回答者単位でクラスタ化した。"
  )
  write_csv_and_tex(
    interaction,
    file.path(csv_dir, "table_amce_interaction.csv"),
    file.path(tex_dir, "table_amce_interaction.tex"),
    paste0(study_label, ":2選択肢条件との差を表すAMCE交互作用"),
    paste0("tab:", study_id, "-amce-interaction"),
    notes = "正の値は、当該条件におけるAMCEが2選択肢条件より大きいことを示す。"
  )
  write_csv_and_tex(
    mm_table,
    file.path(csv_dir, "table_marginal_means.csv"),
    file.path(tex_dir, "table_marginal_means.tex"),
    paste0(study_label, ":属性水準別の限界平均(MM)"),
    paste0("tab:", study_id, "-marginal-means"),
    notes = "限界平均は当該水準をもつプロファイルの平均選択確率。SEと信頼区間は回答者クラスタに対応した切片のみの線形確率モデルと同値の計算による。"
  )
  write_csv_and_tex(
    attr_importance,
    file.path(csv_dir, "table_attribute_importance.csv"),
    file.path(tex_dir, "table_attribute_importance.tex"),
    paste0(study_label, ":属性別の未調整・選択肢数調整済み重要度"),
    paste0("tab:", study_id, "-attribute-importance"),
    notes = "未調整重要度は限界平均の全水準ペアの絶対差の平均。調整済み重要度は未調整重要度を1/選択肢数で除した。"
  )
  write_csv_and_tex(
    cue_importance,
    file.path(csv_dir, "table_cue_importance.csv"),
    file.path(tex_dir, "table_cue_importance.tex"),
    paste0(study_label, ":政党・経済手がかりの重要度と相対比重"),
    paste0("tab:", study_id, "-cue-importance"),
    notes = "95%信頼区間は条件内で回答者を復元抽出するクラスタ・ブートストラップによる。"
  )
  write_csv_and_tex(
    clogit_table,
    file.path(csv_dir, "table_conditional_logit.csv"),
    file.path(tex_dir, "table_conditional_logit.tex"),
    paste0(study_label, ":条件付きロジット推定"),
    paste0("tab:", study_id, "-conditional-logit"),
    notes = "各選択課題をstratumとするMcFadden型条件付きロジット。標準誤差は回答者単位でクラスタ化した。"
  )
  
  if (nrow(linear_trend_table) > 0) {
    write_csv_and_tex(
      linear_trend_table,
      file.path(csv_dir, "table_amce_linear_trend.csv"),
      file.path(tex_dir, "table_amce_linear_trend.tex"),
      paste0(study_label, ":選択肢数に対するAMCEの線形トレンド"),
      paste0("tab:", study_id, "-amce-linear-trend"),
      notes = "係数は選択肢数が1つ増えたときのAMCEの変化をパーセントポイントで示す。"
    )
  }
  
  if (nrow(party_match_table) > 0) {
    write_csv_and_tex(
      party_match_table,
      file.path(csv_dir, "table_party_match.csv"),
      file.path(tex_dir, "table_party_match.tex"),
      paste0(study_label, ":支持政党と提示政党名の一致効果"),
      paste0("tab:", study_id, "-party-match"),
      notes = "一致効果は、回答者の支持政党と提示された政党名が一致することによる選択確率差。"
    )
  }
  
  balance <- assignment_balance_results[[study_id]]
  balance_summary <- balance$summary %>%
    dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 3)))
  balance_pairwise <- balance$pairwise_smd %>%
    dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 3)))
  
  write_csv_and_tex(
    balance_summary,
    file.path(csv_dir, "table_assignment_balance_summary.csv"),
    file.path(tex_dir, "table_assignment_balance_summary.tex"),
    paste0(study_label, ":条件別の回答者属性"),
    paste0("tab:", study_id, "-balance-summary"),
    notes = "Love plotおよび45度線診断に対応する条件別集計。"
  )
  write_csv_and_tex(
    balance_pairwise,
    file.path(csv_dir, "table_assignment_balance_pairwise_smd.csv"),
    file.path(tex_dir, "table_assignment_balance_pairwise_smd.tex"),
    paste0(study_label, ":全条件ペアの標準化平均差"),
    paste0("tab:", study_id, "-balance-smd"),
    notes = "絶対SMDが0.10未満であれば、通常は実質的に小さい不均衡と解釈される。"
  )
  readr::write_csv(balance$summary, file.path(diag_balance_dir, "assignment_balance_summary.csv"), na = "")
  readr::write_csv(balance$pairwise_smd, file.path(diag_balance_dir, "assignment_balance_pairwise_smd.csv"), na = "")
  readr::write_csv(balance$diagonal_data, file.path(diag_balance_dir, "assignment_balance_diagonal_data.csv"), na = "")
  
  randomization <- profile_randomization_results[[study_id]]
  random_tests <- randomization$uniformity_tests %>%
    dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 4)))
  random_frequency <- randomization$frequency %>%
    dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 4)))
  write_csv_and_tex(
    random_tests,
    file.path(csv_dir, "table_profile_randomization_tests.csv"),
    file.path(tex_dir, "table_profile_randomization_tests.tex"),
    paste0(study_label, ":属性水準提示の一様性検定"),
    paste0("tab:", study_id, "-profile-randomization-tests"),
    notes = "属性×条件ごとのカイ二乗検定。p値はHolm法でも補正した。"
  )
  write_csv_and_tex(
    random_frequency,
    file.path(csv_dir, "table_profile_randomization_frequency.csv"),
    file.path(tex_dir, "table_profile_randomization_frequency.tex"),
    paste0(study_label, ":属性水準の観測比率と設計上の期待比率"),
    paste0("tab:", study_id, "-profile-randomization-frequency"),
    notes = "属性提示の45度線図に対応する数値表。"
  )
  readr::write_csv(randomization$uniformity_tests, file.path(diag_random_dir, "profile_randomization_tests.csv"), na = "")
  readr::write_csv(randomization$frequency, file.path(diag_random_dir, "profile_randomization_frequency.csv"), na = "")
  
  support_amce <- party_support_amce_results[[study_id]]
  if (!is.null(support_amce$subgroup_coefficients)) {
    support_amce_table <- support_amce$subgroup_coefficients %>%
      dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 3)))
    write_csv_and_tex(
      support_amce_table,
      file.path(csv_dir, "table_party_support_amce.csv"),
      file.path(tex_dir, "table_party_support_amce.tex"),
      paste0(study_label, ":支持政党別AMCE"),
      paste0("tab:", study_id, "-party-support-amce"),
      notes = "支持政党別AMCE図に対応する推定値。"
    )
  }
  support_relative <- party_support_relative_cue_results[[study_id]]
  if (!is.null(support_relative$intervals)) {
    support_relative_table <- support_relative$intervals %>%
      dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 3)))
    write_csv_and_tex(
      support_relative_table,
      file.path(csv_dir, "table_party_support_relative_cue.csv"),
      file.path(tex_dir, "table_party_support_relative_cue.tex"),
      paste0(study_label, ":支持政党別の手がかり重要度と相対比重"),
      paste0("tab:", study_id, "-party-support-relative"),
      notes = "支持政党別の相対比重図に対応する回答者クラスタ・ブートストラップ推定。"
    )
  }
  
  study_table_paths[[study_id]] <- list(csv_dir = csv_dir, tex_dir = tex_dir)
}


cross_csv_dir <- file.path(final_dirs$supplement_cross, "tables_csv")
cross_tex_dir <- file.path(final_dirs$supplement_cross, "tables_tex")

cross_tables <- list(
  hypothesis = hypothesis_test_summary,
  adjusted_slopes = choice_set_adjusted_slope_summary,
  cross_relative = cross_study_relative_weight,
  all_party_match_coefficients = study3_all_party_match_results$coefficients,
  all_party_match_trends = study3_all_party_match_results$trends
)

cross_caption <- c(
  hypothesis = "3実験の主要仮説に対応する線形傾向検定",
  adjusted_slopes = "3実験の選択肢数調整済み重要度の線形傾向",
  cross_relative = "3実験横断の政党手がかり相対比重",
  all_party_match_coefficients = "Study 3:すべての対象支持政党における一致効果",
  all_party_match_trends = "Study 3:一致効果の選択肢数トレンド"
)

for (table_name in names(cross_tables)) {
  table_data <- cross_tables[[table_name]]
  if (is.null(table_data)) next
  table_data <- as.data.frame(table_data) %>%
    dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 4)))
  write_csv_and_tex(
    table_data,
    file.path(cross_csv_dir, paste0("table_", table_name, ".csv")),
    file.path(cross_tex_dir, paste0("table_", table_name, ".tex")),
    unname(cross_caption[table_name]),
    paste0("tab:cross-", gsub("_", "-", table_name)),
    notes = "対応する補遺図の数値を表形式で再掲した。"
  )
}


for (study_id in names(study_specs)) {
  working_dir <- unified_config[[study_id]]$output_dir
  supplement_fig_dir <- file.path(final_dirs$supplement_root, study_id, "figures")
  copy_files_by_pattern(working_dir, supplement_fig_dir, "\\.(png|pdf)$")
  copy_files_by_pattern(
    working_dir,
    file.path(final_dirs$model_objects_root, study_id),
    "\\.(rds|RDS)$"
  )
  copy_files_by_pattern(working_dir, final_dirs$logs, "(sessionInfo|\\.txt$)")
  
  support_dir <- file.path(unified_output_dir, paste0(study_id, "_party_support"))
  copy_files_by_pattern(support_dir, supplement_fig_dir, "\\.(png|pdf)$")
}

copy_files_by_pattern(
  unified_output_dir,
  file.path(final_dirs$supplement_cross, "figures"),
  "\\.(png|pdf)$"
)
copy_files_by_pattern(unified_output_dir, final_dirs$logs, "(sessionInfo|\\.txt$)")
copy_files_by_pattern(
  unified_output_dir,
  file.path(final_dirs$model_objects_root, "cross_study"),
  "\\.(rds|RDS)$"
)

for (study_id in names(study_specs)) {
  for (kind in c("assignment_balance_love_plot", "assignment_balance_diagonal_plot")) {
    for (extension in c("png", "pdf")) {
      source <- file.path(unified_output_dir, paste0(study_id, "_", kind, ".", extension))
      destination <- file.path(final_dirs$diagnostics_root, study_id, "balance", basename(source))
      copy_file_if_exists(source, destination)
    }
  }
  for (extension in c("png", "pdf")) {
    source <- file.path(unified_output_dir, paste0(study_id, "_profile_randomization_diagonal_plot.", extension))
    destination <- file.path(final_dirs$diagnostics_root, study_id, "randomization", basename(source))
    copy_file_if_exists(source, destination)
  }
}

if (exists("main_text_figure_manifest")) {
  purrr::pwalk(
    main_text_figure_manifest,
    function(figure_number, study, analysis, file_png, file_pdf) {
      prefix <- gsub("[^A-Za-z0-9]+", "_", figure_number)
      if (!is.na(file_png)) {
        copy_file_if_exists(
          file_png,
          file.path(final_dirs$main_figures, paste0(prefix, "_", basename(file_png)))
        )
      }
      if (!is.na(file_pdf)) {
        copy_file_if_exists(
          file_pdf,
          file.path(final_dirs$main_figures, paste0(prefix, "_", basename(file_pdf)))
        )
      }
    }
  )
}

main_table_map <- list(
  study1 = c("table_amce_covariate_adjusted.tex", "table_cue_importance.tex"),
  study2 = c("table_amce_covariate_adjusted.tex", "table_cue_importance.tex"),
  study3 = c("table_amce_covariate_adjusted.tex", "table_cue_importance.tex", "table_party_match.tex")
)
for (study_id in names(main_table_map)) {
  for (table_file in main_table_map[[study_id]]) {
    source <- file.path(final_dirs$supplement_root, study_id, "tables_tex", table_file)
    copy_file_if_exists(
      source,
      file.path(final_dirs$main_tables, paste0(study_id, "_", table_file))
    )
  }
}


pair_manifest <- tibble::tribble(
  ~study_id, ~section_title, ~figure_file, ~table_files,
  "study1", "共変量調整済みAMCE", "amce_cov_facet_model.png", "table_amce_covariate_adjusted.tex",
  "study1", "AMCEヒートマップ", "amce_heatmap_mixed_rank_colored_labels.png", "table_amce_covariate_adjusted.tex",
  "study1", "共変量を含めないAMCE", "amce_facet_nocov.png", "table_amce_unadjusted.tex",
  "study1", "AMCEの条件差", "amce_interaction_difference_from_2party.png", "table_amce_interaction.tex",
  "study1", "条件付きロジット", "clogit_oddsratio_nocov.png", "table_conditional_logit.tex",
  "study1", "手がかり重要度と相対比重", "fig_study1_relative_cue_weight_choice_set_adjusted_jp_bw.png", "table_marginal_means.tex;table_attribute_importance.tex;table_cue_importance.tex",
  "study2", "共変量調整済みAMCE", "amce_cov_facet_model.png", "table_amce_covariate_adjusted.tex",
  "study2", "AMCEヒートマップ", "amce_heatmap_mixed_rank_colored_labels.png", "table_amce_covariate_adjusted.tex",
  "study2", "共変量を含めないAMCE", "amce_facet_nocov.png", "table_amce_unadjusted.tex",
  "study2", "AMCEの条件差", "amce_interaction_difference_from_2party.png", "table_amce_interaction.tex",
  "study2", "条件付きロジット", "clogit_oddsratio_nocov.png", "table_conditional_logit.tex",
  "study2", "手がかり重要度と相対比重", "fig_study2_relative_cue_weight_choice_set_adjusted_jp_bw.png", "table_marginal_means.tex;table_attribute_importance.tex;table_cue_importance.tex",
  "study3", "共変量調整済みAMCE", "amce_cov_facet_model.png", "table_amce_covariate_adjusted.tex",
  "study3", "共変量を含めないAMCE", "amce_nocov_facet_model.png", "table_amce_unadjusted.tex",
  "study3", "AMCEの条件差", "amce_interaction_difference_from_2choice.png", "table_amce_interaction.tex",
  "study3", "AMCEの線形トレンド", "amce_linear_trend.png", "table_amce_linear_trend.tex",
  "study3", "AMCEヒートマップ", "amce_cov_heatmap.png", "table_amce_covariate_adjusted.tex",
  "study3", "条件付きロジット", "clogit_oddsratio_nocov.png", "table_conditional_logit.tex",
  "study3", "支持政党と提示政党名の一致効果", "party_match_effect_combined.png", "table_party_match.tex",
  "study3", "手がかり重要度と相対比重", "fig_study3_relative_cue_weight_choice_set_adjusted_jp_bw.png", "table_marginal_means.tex;table_attribute_importance.tex;table_cue_importance.tex"
)

for (study_id in names(study_specs)) {
  support_figures <- list.files(
    file.path(final_dirs$supplement_root, study_id, "figures"),
    pattern = "party_support_amce_.*\\.png$",
    full.names = FALSE
  )
  if (length(support_figures) > 0) {
    pair_manifest <- dplyr::bind_rows(
      pair_manifest,
      tibble::tibble(
        study_id = study_id,
        section_title = paste0("支持政党別AMCE:", support_figures),
        figure_file = support_figures,
        table_files = "table_party_support_amce.tex"
      )
    )
  }
  if (file.exists(file.path(final_dirs$supplement_root, study_id, "figures", "party_support_relative_cue_weight.png"))) {
    pair_manifest <- dplyr::bind_rows(
      pair_manifest,
      tibble::tibble(
        study_id = study_id,
        section_title = "支持政党別の手がかり相対比重",
        figure_file = "party_support_relative_cue_weight.png",
        table_files = "table_party_support_relative_cue.tex"
      )
    )
  }
}

readr::write_csv(
  pair_manifest,
  file.path(final_dirs$supplement_root, "figure_table_pair_manifest.csv"),
  na = ""
)

pair_tex_lines <- c(
  "% Generated automatically. Run LuaLaTeX from the supplement directory.",
  "\\providecommand{\\ConjointSupplementRoot}{.}",
  "\\section{標本構築・データ品質・分析結果}"
)

for (study_id in names(study_specs)) {
  study_label <- study_specs[[study_id]]$study_label
  pair_tex_lines <- c(
    pair_tex_lines,
    paste0("\\section{", latex_escape(study_label), "}"),
    "\\subsection{標本構築とスクリーニング}",
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_sample_attrition.tex}"),
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_sample_attrition_by_condition.tex}"),
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_manipulation_check.tex}"),
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_attention_check.tex}"),
    "\\clearpage",
    "\\subsection{回答者割付のバランス}",
    "\\begin{figure}[p]",
    "\\centering",
    paste0(
      "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/../diagnostics/",
      study_id,
      "/balance/",
      study_id,
      "_assignment_balance_love_plot.png}"
    ),
    paste0("\\caption{", latex_escape(study_label), ":回答者割付のLove plot}"),
    "\\end{figure}",
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_assignment_balance_pairwise_smd.tex}"),
    "\\begin{figure}[p]",
    "\\centering",
    paste0(
      "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/../diagnostics/",
      study_id,
      "/balance/",
      study_id,
      "_assignment_balance_diagonal_plot.png}"
    ),
    paste0("\\caption{", latex_escape(study_label), ":条件別共変量平均の45度線診断}"),
    "\\end{figure}",
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_assignment_balance_summary.tex}"),
    "\\clearpage",
    "\\subsection{コンジョイント属性提示の無作為化診断}",
    "\\begin{figure}[p]",
    "\\centering",
    paste0(
      "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/../diagnostics/",
      study_id,
      "/randomization/",
      study_id,
      "_profile_randomization_diagonal_plot.png}"
    ),
    paste0("\\caption{", latex_escape(study_label), ":属性水準の観測比率と期待比率}"),
    "\\end{figure}",
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_profile_randomization_tests.tex}"),
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_profile_randomization_frequency.tex}"),
    "\\clearpage",
    "\\subsection{推定結果:図と対応する表}"
  )
  
  study_pairs <- pair_manifest %>% dplyr::filter(.data$study_id == study_id)
  for (i in seq_len(nrow(study_pairs))) {
    row <- study_pairs[i, ]
    figure_path <- file.path(row$study_id, "figures", row$figure_file)
    tables <- unlist(strsplit(row$table_files, ";", fixed = TRUE))
    pair_tex_lines <- c(
      pair_tex_lines,
      paste0("\\subsubsection{", latex_escape(row$section_title), "}"),
      "\\begin{figure}[p]",
      "\\centering",
      paste0("\\includegraphics[width=0.96\\linewidth]{\\ConjointSupplementRoot/", gsub("\\\\", "/", figure_path), "}"),
      paste0("\\caption{", latex_escape(row$section_title), "}"),
      "\\end{figure}"
    )
    for (table_file in tables) {
      table_path <- file.path(row$study_id, "tables_tex", table_file)
      if (file.exists(file.path(final_dirs$supplement_root, table_path))) {
        pair_tex_lines <- c(
          pair_tex_lines,
          paste0("\\input{\\ConjointSupplementRoot/", gsub("\\\\", "/", table_path), "}")
        )
      }
    }
    pair_tex_lines <- c(pair_tex_lines, "\\clearpage")
  }
}

pair_tex_lines <- c(
  pair_tex_lines,
  "\\section{3実験横断の分析}",
  "\\subsection{主要仮説の線形傾向検定}",
  "\\begin{figure}[p]",
  "\\centering",
  "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/cross_study/figures/fig_supp_hypothesis_linear_trend_tests.png}",
  "\\caption{3実験の主要仮説に対応する線形傾向検定}",
  "\\end{figure}",
  "\\input{\\ConjointSupplementRoot/cross_study/tables_tex/table_hypothesis.tex}",
  "\\clearpage",
  "\\subsection{選択肢数調整済み重要度の線形傾向}",
  "\\begin{figure}[p]",
  "\\centering",
  "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/cross_study/figures/fig_supp_choice_set_adjusted_importance_slopes.png}",
  "\\caption{3実験の選択肢数調整済み重要度の線形傾向}",
  "\\end{figure}",
  "\\input{\\ConjointSupplementRoot/cross_study/tables_tex/table_adjusted_slopes.tex}",
  "\\clearpage",
  "\\subsection{3実験横断の政党手がかり相対比重}",
  "\\begin{figure}[p]",
  "\\centering",
  "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/cross_study/figures/fig_supp_cross_study_relative_party_weight.png}",
  "\\caption{3実験横断の政党手がかり相対比重}",
  "\\end{figure}",
  "\\input{\\ConjointSupplementRoot/cross_study/tables_tex/table_cross_relative.tex}",
  "\\clearpage"
)

if (file.exists(file.path(final_dirs$supplement_cross, "figures", "party_match_all_parties.png"))) {
  pair_tex_lines <- c(
    pair_tex_lines,
    "\\subsection{Study 3:すべての対象支持政党における一致効果}",
    "\\begin{figure}[p]",
    "\\centering",
    "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/cross_study/figures/party_match_all_parties.png}",
    "\\caption{すべての対象支持政党における支持政党名一致効果}",
    "\\end{figure}",
    "\\input{\\ConjointSupplementRoot/cross_study/tables_tex/table_all_party_match_coefficients.tex}",
    "\\input{\\ConjointSupplementRoot/cross_study/tables_tex/table_all_party_match_trends.tex}",
    "\\clearpage"
  )
}

writeLines(
  pair_tex_lines,
  con = file.path(final_dirs$supplement_root, "all_studies_figure_table_pairs.tex"),
  useBytes = TRUE
)

preamble_lines <- c(
  "% Add these packages to the preamble of appendix.tex.",
  "\\usepackage{graphicx}",
  "\\usepackage{booktabs}",
  "\\usepackage{longtable}",
  "\\usepackage{array}",
  "\\usepackage{pdflscape}",
  "\\usepackage{caption}",
  "% Compile with LuaLaTeX because the generated captions and tables contain Japanese."
)
writeLines(
  preamble_lines,
  con = file.path(final_dirs$supplement_root, "latex_preamble_snippet.tex"),
  useBytes = TRUE
)

standalone_lines <- c(
  "% !TeX program = lualatex",
  "\\documentclass[a4paper,11pt]{ltjsarticle}",
  "\\usepackage[margin=22mm]{geometry}",
  "\\usepackage{graphicx}",
  "\\usepackage{booktabs}",
  "\\usepackage{longtable}",
  "\\usepackage{array}",
  "\\usepackage{pdflscape}",
  "\\usepackage{caption}",
  "\\begin{document}",
  "\\tableofcontents",
  "\\clearpage",
  "\\input{all_studies_figure_table_pairs.tex}",
  "\\end{document}"
)
writeLines(
  standalone_lines,
  con = file.path(final_dirs$supplement_root, "supplement_tables_figures_master.tex"),
  useBytes = TRUE
)

layout_lines <- c(
  "OUTPUT DIRECTORY STRUCTURE",
  "==========================",
  "main_text/figures      : manuscript figures",
  "main_text/tables       : LaTeX tables corresponding to manuscript figures",
  "supplement/study1-3    : per-study figures, CSV tables, and LaTeX tables",
  "supplement/cross_study : cross-study figures and tables",
  "diagnostics/study1-3   : respondent screening, balance, and randomization diagnostics",
  "model_objects          : RDS model and analysis objects",
  "logs                   : text model summaries and session information",
  "_working               : original intermediate outputs produced by each analysis module",
  "",
  "LATEX",
  "-----",
  "Add the packages in supplement/latex_preamble_snippet.tex to appendix.tex.",
  "Then input supplement/all_studies_figure_table_pairs.tex, or compile",
  "supplement/supplement_tables_figures_master.tex with LuaLaTeX."
)
writeLines(
  layout_lines,
  con = file.path(final_output_root, "OUTPUT_STRUCTURE_AND_LATEX_README.txt"),
  useBytes = TRUE
)

saveRDS(
  list(
    screening = screening_results,
    pair_manifest = pair_manifest,
    final_dirs = final_dirs
  ),
  file = file.path(final_dirs$model_objects_root, "screening_and_latex_export_objects.rds")
)

cat(
  "\nScreened-sample audit, LaTeX tables, figure-table pairs, and final output organization completed.\n",
  "Final output root: ", normalizePath(final_output_root), "\n",
  "LaTeX master: ",
  normalizePath(file.path(final_dirs$supplement_root, "supplement_tables_figures_master.tex")),
  "\n",
  sep = ""
)

B. 推定方法と分析標本の定義

B.1 分析標本

各回答者は2、3、4、5のいずれかの選択肢数条件に割り当てられ、5つの選択課題に回答した。従属変数は、各課題に提示されたプロフィールが選択された場合に1、選択されなかった場合に0をとる二値変数である。

実験1では、初回同意、最終送信同意、および割り当てられた条件における5課題の有効回答を満たす回答者を分析対象とした。実験2・3では、これらに加えて、イデオロギー行列中の指示項目と選択肢数の操作確認質問に正答した回答者に限定した。

B.2 AMCE

回答者を \(i\)、選択課題を \(t\)、プロフィールを \(j\)、選択肢数条件を \(n\in\{2,3,4,5\}\) とする。従属変数を

\[ Y_{itj} = \mathbf{1}\{\text{プロフィール }j\text{ が選択された}\} \]

と定義する。各選択肢数条件について、線形確率モデルを別々に推定する。

\[ Y_{itj} = \alpha_n + \sum_{a} \sum_{\ell\neq \ell_{a0}} \beta_{n,a\ell}D_{itj,a\ell} + \boldsymbol{\gamma}_{n}^{\prime}\boldsymbol{Z}_{i} + \varepsilon_{itj}. \]

\(\beta_{n,a\ell}\) は、属性 \(a\) を基準水準 \(\ell_{a0}\) から水準 \(\ell\) に変更したときの平均限界要素効果(AMCE)である。標準誤差は回答者単位でクラスタ化した。

実験1・2では、政策位置の基準を中道、与野党地位の基準を野党、議席数の基準を10以下とし、GDP成長率、日経平均株価、CPI、失業率はいずれも変化なしを基準とした。実験3では政党名の基準を自由民主党とした。

B.3 限界平均と属性重要度

選択肢数条件 \(n\) における属性 \(a\) の水準 \(\ell\) の限界平均を、

\[ \widehat{\mu}_{n,a\ell} = \frac{ \sum_{i,t,j} \mathbf{1}\{X_{itj,a}=\ell\}Y_{itj} }{ \sum_{i,t,j} \mathbf{1}\{X_{itj,a}=\ell\} } \]

とする。

属性 \(a\)\(L_a\) 個の水準をもつとき、属性重要度を全水準ペアの限界平均差の絶対値の平均として、

\[ \widehat{I}_{n,a} = \binom{L_a}{2}^{-1} \sum_{\ell<\ell'} \left| \widehat{\mu}_{n,a\ell} - \widehat{\mu}_{n,a\ell'} \right| \]

と定義した。

実験1・2の政党手がかりの重要度は、政策位置、与野党地位、議席数の3属性の重要度を等しい加重で平均した。実験3では政党名属性の重要度を政党手がかりの重要度とした。経済手がかりは、3実験ともGDP成長率、日経平均株価、CPI、失業率の4属性の重要度を等しい加重で平均した。

B.4 選択肢数調整済み重要度と相対比重

\(k\) 個のプロフィールから必ず1つを選択するため、プロフィール1件あたりの平均選択確率は \(1/k\) となる。条件間比較のため、選択肢数調整済み重要度を、

\[ \widehat{I}^{\mathrm{adj}}_{k,a} = \frac{\widehat{I}_{k,a}}{1/k} = k\widehat{I}_{k,a} \]

とした。

政党手がかりの重要度を \(\widehat{P}_{k}\)、経済手がかりの重要度を \(\widehat{E}_{k}\) とすると、政党手がかりの相対比重は、

\[ \widehat{W}_{k} = \frac{\widehat{P}_{k}} {\widehat{P}_{k}+\widehat{E}_{k}} \]

である。政党・経済の両重要度に同じ \(k\) を乗じても相対比重は変化しない。

B.5 ブートストラップと線形トレンド

重要度と相対比重の95%信頼区間は、各選択肢数条件内で回答者を単位として復元抽出し、各回答者の5課題・全プロフィールに欠損のない回答者クラスター・ブートストラップから算出した。主要分析では2,000回反復させた。

各指標 \(Q_n\) の選択肢数に対する線形傾向は、

\[ Q_n=\eta+\delta n+u_n \]

として4条件の点推定値にOLSを当てはめ、傾き \(\delta\) を求めた。各ブートストラップ反復でも同じ傾きを再推定し、95%信頼区間と両側ブートストラップ \(p\) 値を算出した。H1a、H1b、H2a、H2bの判定には選択肢数調整済み重要度を用いた。

B.6 条件付きロジット

強制選択課題の構造を考慮する頑健性分析として、各選択肢数条件について条件付きロジットを推定した。

\[ \Pr(Y_{itj}=1\mid \mathcal{C}_{it}) = \frac{\exp(\boldsymbol{X}_{itj}^{\prime}\boldsymbol{\beta})} {\sum_{k\in\mathcal{C}_{it}}\exp(\boldsymbol{X}_{itk}^{\prime}\boldsymbol{\beta})}. \]

課題を層(stratum)とし、回答者単位でクラスタ化した。回答者レベル共変量は同一選択課題内で一定であるため、条件付きロジットにはプロフィール属性のみを投入した。

B.7 支持政党名との一致効果

実験3では、

\[ M_{itj} = \mathbf{1}\{\text{提示政党名}_{itj}=\text{支持政党}_{i}\} \]

を作成した。全体モデルでは、支持政党名一致、提示政党名、4つの経済属性を投入し、選択肢数条件ごとに推定した。なお、支持政党別の分析では、政党名と一致指標が完全に対応してしまうため、政党名主効果を除き、一致指標と経済属性を用いた。

B.8 バランスと無作為化診断

回答者割付のバランスは、2、3、4、5条件の全条件ペアについて標準化平均差を算出した。用いた回答者属性は、各実験で利用可能な性別、年齢、4年制大学以上、対数世帯年収、自己イデオロギー、およびそれらの欠損指標と支持政党である。地域・都道府県はこの割付バランス診断には用いていない。Love plot は全6条件ペアの絶対SMDを示し、対角線図は同じ回答者共変量について各条件平均を標準化し、二条件ずつ45度線と比較する補助的な可視化である。

\[ \mathrm{SMD}_{ab} = \frac{\overline{x}_a-\overline{x}_b} {\sqrt{(s_a^2+s_b^2)/2}}. \]

プロフィール属性の提示については、選択肢数条件×属性×水準ごとに観測比率を求め、水準数を \(L_a\) とした設計上の期待比率 \(1/L_a\) と比較した。属性×条件ごとに一様分布を帰無仮説とするカイ二乗検定を行い、Holm法による補正値も報告した。

C. 無作為化についての各種検討

以下で、回答者レベルの割付バランスとプロフィール属性の無作為提示は別々に確認する。回答者レベルではLove plotと45度線診断を併用し、プロフィールレベルでは各属性水準の観測比率を設計上の期待比率と比較する。

B.1 実験1(2023年)

図C1:回答者割付のLove plot

実験1仕様 <- study_specs$study1
実験1割付設計 <- make_balance_design(実験1仕様)
実験1SMD <- pairwise_smd_multiarm(実験1割付設計$long)
実験1最大SMD <- 実験1SMD %>%
  dplyr::group_by(variable, label) %>%
  dplyr::summarise(max_abs_smd = max(abs_smd, na.rm = TRUE), .groups = "drop")

Loveデータ <- 実験1SMD %>%
  dplyr::left_join(実験1最大SMD, by = c("variable", "label")) %>%
  dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd))

図C1 <- ggplot2::ggplot(Loveデータ, ggplot2::aes(x = abs_smd, y = 表示名)) +
  ggplot2::geom_vline(xintercept = 0.10, linetype = "dashed", linewidth = 0.55) +
  ggplot2::geom_point(alpha = 0.30, size = 1.4, position = ggplot2::position_jitter(height = 0.10, width = 0)) +
  ggplot2::geom_point(
    data = 実験1最大SMD %>% dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd)),
    ggplot2::aes(x = max_abs_smd, y = 表示名),
    inherit.aes = FALSE, shape = 21, fill = "white", size = 2.5, stroke = 0.8
  ) +
  ggplot2::labs(x = "条件間の絶対標準化平均差(|SMD|)", y = NULL,
                subtitle = "実験1(2023年):各点は条件ペア、白抜き点は最大絶対SMD") +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C1

表C1には図C1の各点に対応する。各行には比較する2条件の平均とSMDを示す。

表C1 <- 実験1SMD %>%
  dplyr::transmute(
    変数 = label,
    比較 = paste0(condition_a, "政党条件-", condition_b, "政党条件"),
    `前者の平均` = round(mean_a, 3),
    `後者の平均` = round(mean_b, 3),
    `前者N` = n_a,
    `後者N` = n_b,
    SMD = round(smd, 3),
    `|SMD|` = round(abs_smd, 3)
  )
knitr::kable(表日本語(表C1), format = "html", row.names = FALSE)
変数 比較 前者の平均 後者の平均 前者N 後者N SMD |SMD|
年齢 2政党条件-3政党条件 35.374 34.896 815 843 0.049 0.049
女性 2政党条件-3政党条件 0.297 0.305 815 843 -0.017 0.017
性別:欠損 2政党条件-3政党条件 0.021 0.017 815 843 0.031 0.031
世帯年収(対数) 2政党条件-3政党条件 5.890 6.068 815 843 -0.133 0.133
支持政党:公明党 2政党条件-3政党条件 0.189 0.168 815 843 0.054 0.054
支持政党:国民民主党 2政党条件-3政党条件 0.000 0.002 815 843 -0.069 0.069
支持政党:日本共産党 2政党条件-3政党条件 0.055 0.058 815 843 -0.013 0.013
支持政党:日本維新の会 2政党条件-3政党条件 0.499 0.509 815 843 -0.019 0.019
支持政党:社会民主党 2政党条件-3政党条件 0.009 0.013 815 843 -0.043 0.043
支持政党:立憲民主党 2政党条件-3政党条件 0.240 0.238 815 843 0.005 0.005
支持政党:自由民主党 2政党条件-3政党条件 0.007 0.011 815 843 -0.035 0.035
年齢 2政党条件-4政党条件 35.374 35.760 815 882 -0.040 0.040
女性 2政党条件-4政党条件 0.297 0.296 815 882 0.002 0.002
性別:欠損 2政党条件-4政党条件 0.021 0.018 815 882 0.020 0.020
世帯年収(対数) 2政党条件-4政党条件 5.890 6.007 815 882 -0.084 0.084
支持政党:公明党 2政党条件-4政党条件 0.189 0.202 815 882 -0.032 0.032
支持政党:国民民主党 2政党条件-4政党条件 0.000 0.002 815 882 -0.067 0.067
支持政党:日本共産党 2政党条件-4政党条件 0.055 0.084 815 882 -0.113 0.113
支持政党:日本維新の会 2政党条件-4政党条件 0.499 0.456 815 882 0.087 0.087
支持政党:社会民主党 2政党条件-4政党条件 0.009 0.015 815 882 -0.057 0.057
支持政党:立憲民主党 2政党条件-4政党条件 0.240 0.240 815 882 0.000 0.000
支持政党:自由民主党 2政党条件-4政党条件 0.007 0.001 815 882 0.096 0.096
年齢 2政党条件-5政党条件 35.374 34.901 815 842 0.048 0.048
女性 2政党条件-5政党条件 0.297 0.293 815 842 0.008 0.008
性別:欠損 2政党条件-5政党条件 0.021 0.018 815 842 0.022 0.022
世帯年収(対数) 2政党条件-5政党条件 5.890 6.033 815 842 -0.105 0.105
支持政党:公明党 2政党条件-5政党条件 0.189 0.185 815 842 0.009 0.009
支持政党:国民民主党 2政党条件-5政党条件 0.000 0.002 815 842 -0.069 0.069
支持政党:日本共産党 2政党条件-5政党条件 0.055 0.065 815 842 -0.042 0.042
支持政党:日本維新の会 2政党条件-5政党条件 0.499 0.458 815 842 0.082 0.082
支持政党:社会民主党 2政党条件-5政党条件 0.009 0.010 815 842 -0.010 0.010
支持政党:立憲民主党 2政党条件-5政党条件 0.240 0.278 815 842 -0.085 0.085
支持政党:自由民主党 2政党条件-5政党条件 0.007 0.001 815 842 0.095 0.095
年齢 3政党条件-4政党条件 34.896 35.760 843 882 -0.090 0.090
女性 3政党条件-4政党条件 0.305 0.296 843 882 0.020 0.020
性別:欠損 3政党条件-4政党条件 0.017 0.018 843 882 -0.012 0.012
世帯年収(対数) 3政党条件-4政党条件 6.068 6.007 843 882 0.049 0.049
支持政党:公明党 3政党条件-4政党条件 0.168 0.202 843 882 -0.086 0.086
支持政党:国民民主党 3政党条件-4政党条件 0.002 0.002 843 882 0.002 0.002
支持政党:日本共産党 3政党条件-4政党条件 0.058 0.084 843 882 -0.100 0.100
支持政党:日本維新の会 3政党条件-4政党条件 0.509 0.456 843 882 0.106 0.106
支持政党:社会民主党 3政党条件-4政党条件 0.013 0.015 843 882 -0.014 0.014
支持政党:立憲民主党 3政党条件-4政党条件 0.238 0.240 843 882 -0.005 0.005
支持政党:自由民主党 3政党条件-4政党条件 0.011 0.001 843 882 0.125 0.125
年齢 3政党条件-5政党条件 34.896 34.901 843 842 -0.001 0.001
女性 3政党条件-5政党条件 0.305 0.293 843 842 0.025 0.025
性別:欠損 3政党条件-5政党条件 0.017 0.018 843 842 -0.009 0.009
世帯年収(対数) 3政党条件-5政党条件 6.068 6.033 843 842 0.029 0.029
支持政党:公明党 3政党条件-5政党条件 0.168 0.185 843 842 -0.044 0.044
支持政党:国民民主党 3政党条件-5政党条件 0.002 0.002 843 842 0.000 0.000
支持政党:日本共産党 3政党条件-5政党条件 0.058 0.065 843 842 -0.030 0.030
支持政党:日本維新の会 3政党条件-5政党条件 0.509 0.458 843 842 0.101 0.101
支持政党:社会民主党 3政党条件-5政党条件 0.013 0.010 843 842 0.034 0.034
支持政党:立憲民主党 3政党条件-5政党条件 0.238 0.278 843 842 -0.090 0.090
支持政党:自由民主党 3政党条件-5政党条件 0.011 0.001 843 842 0.124 0.124
年齢 4政党条件-5政党条件 35.760 34.901 882 842 0.089 0.089
女性 4政党条件-5政党条件 0.296 0.293 882 842 0.006 0.006
性別:欠損 4政党条件-5政党条件 0.018 0.018 882 842 0.002 0.002
世帯年収(対数) 4政党条件-5政党条件 6.007 6.033 882 842 -0.020 0.020
支持政党:公明党 4政党条件-5政党条件 0.202 0.185 882 842 0.042 0.042
支持政党:国民民主党 4政党条件-5政党条件 0.002 0.002 882 842 -0.002 0.002
支持政党:日本共産党 4政党条件-5政党条件 0.084 0.065 882 842 0.071 0.071
支持政党:日本維新の会 4政党条件-5政党条件 0.456 0.458 882 842 -0.005 0.005
支持政党:社会民主党 4政党条件-5政党条件 0.015 0.010 882 842 0.048 0.048
支持政党:立憲民主党 4政党条件-5政党条件 0.240 0.278 882 842 -0.086 0.086
支持政党:自由民主党 4政党条件-5政党条件 0.001 0.001 882 842 -0.002 0.002

図C2:条件平均の45度線診断

図C2は図C1と同じ回答者レベルの割付バランスを、各共変量の条件平均を標準化したうえで二条件ずつ45度線と比較したものである。

対角線データ <- assignment_balance_results$study1$diagonal_data %>%
  dplyr::mutate(
    比較 = paste0(condition_a, "政党条件-", condition_b, "政党条件")
  )

ラベル対象 <- 対角線データ %>%
  dplyr::group_by(比較) %>%
  dplyr::slice_max(abs_diagonal_deviation, n = 3, with_ties = FALSE) %>%
  dplyr::ungroup()

軸範囲 <- max(abs(c(対角線データ$x_mean, 対角線データ$y_mean)), na.rm = TRUE)
軸範囲 <- max(0.10, 軸範囲 * 1.15)

図C2 <- ggplot2::ggplot(対角線データ, ggplot2::aes(x = x_mean, y = y_mean)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.60) +
  ggplot2::geom_hline(yintercept = 0, linewidth = 0.25) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.25) +
  ggplot2::geom_point(shape = 21, fill = "white", size = 2.2) +
  ggplot2::geom_text(data = ラベル対象, ggplot2::aes(label = label), size = 2.6, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 比較, ncol = 3) +
  ggplot2::coord_equal(xlim = c(-軸範囲, 軸範囲), ylim = c(-軸範囲, 軸範囲)) +
  ggplot2::labs(x = "左側条件の標準化共変量平均", y = "右側条件の標準化共変量平均") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C2

表C2 <- assignment_balance_results$study1$summary %>%
  dplyr::transmute(
    変数 = label,
    `2政党条件の平均` = round(mean_condition_2, 3),
    `3政党条件の平均` = round(mean_condition_3, 3),
    `4政党条件の平均` = round(mean_condition_4, 3),
    `5政党条件の平均` = round(mean_condition_5, 3),
    `最大|SMD|` = round(max_abs_smd, 3),
    `Holm補正p値` = signif(p_holm, 3)
  )
knitr::kable(表日本語(表C2), format = "html", row.names = FALSE)
変数 2政党条件の平均 3政党条件の平均 4政党条件の平均 5政党条件の平均 最大|SMD| Holm補正p値
世帯年収(対数) 5.890 6.068 6.007 6.033 0.133 0.336
支持政党:自由民主党 0.007 0.011 0.001 0.001 0.125 0.106
支持政党:日本共産党 0.055 0.058 0.084 0.065 0.113 0.580
支持政党:日本維新の会 0.499 0.509 0.456 0.458 0.106 0.476
年齢 35.374 34.896 35.760 34.901 0.090 1.000
支持政党:立憲民主党 0.240 0.238 0.240 0.278 0.090 1.000
支持政党:公明党 0.189 0.168 0.202 0.185 0.086 1.000
支持政党:国民民主党 0.000 0.002 0.002 0.002 0.069 1.000
支持政党:社会民主党 0.009 0.013 0.015 0.010 0.057 1.000
性別:欠損 0.021 0.017 0.018 0.018 0.031 1.000
女性 0.297 0.305 0.296 0.293 0.025 1.000

図C3:プロフィール属性水準の無作為提示

図C3は回答者の条件割付ではなく、各コンジョイント課題内で属性水準が設計どおり一様に提示されているかを確認したものである。

属性頻度 <- profile_randomization_results$study1$frequency %>%
  dplyr::mutate(
    属性 = 属性日本語(attribute),
    条件 = 条件日本語(party_n, "study1")
  )

表示ラベル <- 属性頻度 %>%
  dplyr::group_by(属性, 条件) %>%
  dplyr::slice_max(abs_deviation, n = 2, with_ties = FALSE) %>%
  dplyr::ungroup()

図C3 <- ggplot2::ggplot(属性頻度, ggplot2::aes(x = expected_share, y = observed_share, shape = 条件)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.65) +
  ggplot2::geom_point(size = 2.2, fill = "white") +
  ggplot2::geom_text(data = 表示ラベル, ggplot2::aes(label = level), size = 2.4, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 属性, ncol = 3) +
  ggplot2::coord_equal() +
  ggplot2::labs(x = "設計上の期待比率", y = "観測比率", shape = "条件") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank(), legend.position = "bottom")
図C3

表C3 <- profile_randomization_results$study1$uniformity_tests %>%
  dplyr::transmute(
    条件 = 条件日本語(party_n, "study1"),
    属性 = 属性日本語(attribute),
    `カイ二乗値` = round(chi_square, 3),
    自由度 = df,
    p値 = signif(p_value, 3),
    `Holm補正p値` = signif(p_holm, 3),
    `最大絶対比率差` = round(max_abs_share_deviation, 4)
  )
knitr::kable(表日本語(表C3), format = "html", row.names = FALSE)
条件 属性 カイ二乗値 自由度 p値 Holm補正p値 最大絶対比率差
2政党条件 消費者物価指数(CPI) 2.339 2 3.110000e-01 1.000000e+00 0.0078
2政党条件 GDP成長率 4.032 2 1.330000e-01 1.000000e+00 0.0091
2政党条件 与野党地位 2.474 1 1.160000e-01 1.000000e+00 0.0087
2政党条件 日経平均株価 0.108 2 9.480000e-01 1.000000e+00 0.0017
2政党条件 政策位置 0.022 2 9.890000e-01 1.000000e+00 0.0007
2政党条件 衆議院議席数 6.683 4 1.540000e-01 1.000000e+00 0.0080
2政党条件 失業率 1.851 2 3.960000e-01 1.000000e+00 0.0071
3政党条件 消費者物価指数(CPI) 1.489 2 4.750000e-01 1.000000e+00 0.0049
3政党条件 GDP成長率 7.043 2 2.950000e-02 6.500000e-01 0.0111
3政党条件 与野党地位 1476.555 1 4.940656e-323 1.240105e-321 0.1709
3政党条件 日経平均株価 1.700 2 4.270000e-01 1.000000e+00 0.0055
3政党条件 政策位置 4.462 2 1.070000e-01 1.000000e+00 0.0081
3政党条件 衆議院議席数 209.363 4 3.640000e-44 8.380000e-43 0.0335
3政党条件 失業率 1.219 2 5.440000e-01 1.000000e+00 0.0042
4政党条件 消費者物価指数(CPI) 4.270 2 1.180000e-01 1.000000e+00 0.0073
4政党条件 GDP成長率 0.127 2 9.390000e-01 1.000000e+00 0.0012
4政党条件 与野党地位 4587.756 1 0.000000e+00 0.000000e+00 0.2550
4政党条件 日経平均株価 1.221 2 5.430000e-01 1.000000e+00 0.0037
4政党条件 政策位置 4.136 2 1.260000e-01 1.000000e+00 0.0070
4政党条件 衆議院議席数 896.584 4 9.160000e-193 2.200000e-191 0.0739
4政党条件 失業率 0.551 2 7.590000e-01 1.000000e+00 0.0025
5政党条件 消費者物価指数(CPI) 2.511 2 2.850000e-01 1.000000e+00 0.0051
5政党条件 GDP成長率 3.062 2 2.160000e-01 1.000000e+00 0.0056
5政党条件 与野党地位 7618.855 1 0.000000e+00 0.000000e+00 0.3008
5政党条件 日経平均株価 1.781 2 4.100000e-01 1.000000e+00 0.0041
5政党条件 政策位置 0.632 2 7.290000e-01 1.000000e+00 0.0025
5政党条件 衆議院議席数 3958.393 4 0.000000e+00 0.000000e+00 0.1051
5政党条件 失業率 6.864 2 3.230000e-02 6.790000e-01 0.0079
表C4 <- 属性頻度 %>%
  dplyr::transmute(
    条件,
    属性,
    水準 = level,
    観測数 = observed_n,
    総数 = total_n,
    観測比率 = round(observed_share, 4),
    期待比率 = round(expected_share, 4),
= round(deviation, 4)
  )
knitr::kable(表日本語(表C4), format = "html", row.names = FALSE)
条件 属性 水準 観測数 総数 観測比率 期待比率
2政党条件 消費者物価指数(CPI) CPI前期比±0ポイント 2672 8150 0.3279 0.3333 -0.0055
2政党条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 2780 8150 0.3411 0.3333 0.0078
2政党条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 2698 8150 0.3310 0.3333 -0.0023
2政党条件 GDP成長率 GDP成長率±0% 2716 8150 0.3333 0.3333 -0.0001
2政党条件 GDP成長率 GDP成長率プラス1% 2791 8150 0.3425 0.3333 0.0091
2政党条件 GDP成長率 GDP成長率マイナス1% 2643 8150 0.3243 0.3333 -0.0090
2政党条件 与野党地位 与党 4146 8150 0.5087 0.5000 0.0087
2政党条件 与野党地位 野党 4004 8150 0.4913 0.5000 -0.0087
2政党条件 日経平均株価 日経平均前月同期比プラス1000円 2721 8150 0.3339 0.3333 0.0005
2政党条件 日経平均株価 日経平均前月同期比マイナス1000円 2726 8150 0.3345 0.3333 0.0011
2政党条件 日経平均株価 日経平均前月同期比変わらず 2703 8150 0.3317 0.3333 -0.0017
2政党条件 政策位置 中道 2717 8150 0.3334 0.3333 0.0000
2政党条件 政策位置 右派・保守的 2711 8150 0.3326 0.3333 -0.0007
2政党条件 政策位置 左派・革新的 2722 8150 0.3340 0.3333 0.0007
2政党条件 衆議院議席数 100~199 1662 8150 0.2039 0.2000 0.0039
2政党条件 衆議院議席数 10~49 1565 8150 0.1920 0.2000 -0.0080
2政党条件 衆議院議席数 10以下 1686 8150 0.2069 0.2000 0.0069
2政党条件 衆議院議席数 200以上 1652 8150 0.2027 0.2000 0.0027
2政党条件 衆議院議席数 50~99 1585 8150 0.1945 0.2000 -0.0055
2政党条件 失業率 失業率前期比±0% 2750 8150 0.3374 0.3333 0.0041
2政党条件 失業率 失業率前期比プラス1% 2741 8150 0.3363 0.3333 0.0030
2政党条件 失業率 失業率前期比マイナス1% 2659 8150 0.3263 0.3333 -0.0071
3政党条件 消費者物価指数(CPI) CPI前期比±0ポイント 4168 12645 0.3296 0.3333 -0.0037
3政党条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 4277 12645 0.3382 0.3333 0.0049
3政党条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 4200 12645 0.3321 0.3333 -0.0012
3政党条件 GDP成長率 GDP成長率±0% 4297 12645 0.3398 0.3333 0.0065
3政党条件 GDP成長率 GDP成長率プラス1% 4075 12645 0.3223 0.3333 -0.0111
3政党条件 GDP成長率 GDP成長率マイナス1% 4273 12645 0.3379 0.3333 0.0046
3政党条件 与野党地位 与党 4162 12645 0.3291 0.5000 -0.1709
3政党条件 与野党地位 野党 8483 12645 0.6709 0.5000 0.1709
3政党条件 日経平均株価 日経平均前月同期比プラス1000円 4177 12645 0.3303 0.3333 -0.0030
3政党条件 日経平均株価 日経平均前月同期比マイナス1000円 4284 12645 0.3388 0.3333 0.0055
3政党条件 日経平均株価 日経平均前月同期比変わらず 4184 12645 0.3309 0.3333 -0.0025
3政党条件 政策位置 中道 4113 12645 0.3253 0.3333 -0.0081
3政党条件 政策位置 右派・保守的 4306 12645 0.3405 0.3333 0.0072
3政党条件 政策位置 左派・革新的 4226 12645 0.3342 0.3333 0.0009
3政党条件 衆議院議席数 100~199 2105 12645 0.1665 0.2000 -0.0335
3政党条件 衆議院議席数 10~49 2802 12645 0.2216 0.2000 0.0216
3政党条件 衆議院議席数 10以下 2794 12645 0.2210 0.2000 0.0210
3政党条件 衆議院議席数 200以上 2157 12645 0.1706 0.2000 -0.0294
3政党条件 衆議院議席数 50~99 2787 12645 0.2204 0.2000 0.0204
3政党条件 失業率 失業率前期比±0% 4268 12645 0.3375 0.3333 0.0042
3政党条件 失業率 失業率前期比プラス1% 4167 12645 0.3295 0.3333 -0.0038
3政党条件 失業率 失業率前期比マイナス1% 4210 12645 0.3329 0.3333 -0.0004
4政党条件 消費者物価指数(CPI) CPI前期比±0ポイント 6009 17640 0.3406 0.3333 0.0073
4政党条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 5824 17640 0.3302 0.3333 -0.0032
4政党条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 5807 17640 0.3292 0.3333 -0.0041
4政党条件 GDP成長率 GDP成長率±0% 5894 17640 0.3341 0.3333 0.0008
4政党条件 GDP成長率 GDP成長率プラス1% 5858 17640 0.3321 0.3333 -0.0012
4政党条件 GDP成長率 GDP成長率マイナス1% 5888 17640 0.3338 0.3333 0.0005
4政党条件 与野党地位 与党 4322 17640 0.2450 0.5000 -0.2550
4政党条件 与野党地位 野党 13318 17640 0.7550 0.5000 0.2550
4政党条件 日経平均株価 日経平均前月同期比プラス1000円 5814 17640 0.3296 0.3333 -0.0037
4政党条件 日経平均株価 日経平均前月同期比マイナス1000円 5931 17640 0.3362 0.3333 0.0029
4政党条件 日経平均株価 日経平均前月同期比変わらず 5895 17640 0.3342 0.3333 0.0009
4政党条件 政策位置 中道 5913 17640 0.3352 0.3333 0.0019
4政党条件 政策位置 右派・保守的 5757 17640 0.3264 0.3333 -0.0070
4政党条件 政策位置 左派・革新的 5970 17640 0.3384 0.3333 0.0051
4政党条件 衆議院議席数 100~199 2977 17640 0.1688 0.2000 -0.0312
4政党条件 衆議院議席数 10~49 4205 17640 0.2384 0.2000 0.0384
4政党条件 衆議院議席数 10以下 4058 17640 0.2300 0.2000 0.0300
4政党条件 衆議院議席数 200以上 2224 17640 0.1261 0.2000 -0.0739
4政党条件 衆議院議席数 50~99 4176 17640 0.2367 0.2000 0.0367
4政党条件 失業率 失業率前期比±0% 5889 17640 0.3338 0.3333 0.0005
4政党条件 失業率 失業率前期比プラス1% 5915 17640 0.3353 0.3333 0.0020
4政党条件 失業率 失業率前期比マイナス1% 5836 17640 0.3308 0.3333 -0.0025
5政党条件 消費者物価指数(CPI) CPI前期比±0ポイント 6965 21050 0.3309 0.3333 -0.0025
5政党条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 6960 21050 0.3306 0.3333 -0.0027
5政党条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 7125 21050 0.3385 0.3333 0.0051
5政党条件 GDP成長率 GDP成長率±0% 7135 21050 0.3390 0.3333 0.0056
5政党条件 GDP成長率 GDP成長率プラス1% 6973 21050 0.3313 0.3333 -0.0021
5政党条件 GDP成長率 GDP成長率マイナス1% 6942 21050 0.3298 0.3333 -0.0035
5政党条件 与野党地位 与党 4193 21050 0.1992 0.5000 -0.3008
5政党条件 与野党地位 野党 16857 21050 0.8008 0.5000 0.3008
5政党条件 日経平均株価 日経平均前月同期比プラス1000円 6996 21050 0.3324 0.3333 -0.0010
5政党条件 日経平均株価 日経平均前月同期比マイナス1000円 6950 21050 0.3302 0.3333 -0.0032
5政党条件 日経平均株価 日経平均前月同期比変わらず 7104 21050 0.3375 0.3333 0.0041
5政党条件 政策位置 中道 7051 21050 0.3350 0.3333 0.0016
5政党条件 政策位置 右派・保守的 6963 21050 0.3308 0.3333 -0.0025
5政党条件 政策位置 左派・革新的 7036 21050 0.3343 0.3333 0.0009
5政党条件 衆議院議席数 100~199 2615 21050 0.1242 0.2000 -0.0758
5政党条件 衆議院議席数 10~49 6423 21050 0.3051 0.2000 0.1051
5政党条件 衆議院議席数 10以下 6338 21050 0.3011 0.2000 0.1011
5政党条件 衆議院議席数 200以上 2157 21050 0.1025 0.2000 -0.0975
5政党条件 衆議院議席数 50~99 3517 21050 0.1671 0.2000 -0.0329
5政党条件 失業率 失業率前期比±0% 6850 21050 0.3254 0.3333 -0.0079
5政党条件 失業率 失業率前期比プラス1% 7157 21050 0.3400 0.3333 0.0067
5政党条件 失業率 失業率前期比マイナス1% 7043 21050 0.3346 0.3333 0.0013

B.2 実験2(2026年)

図C4:回答者割付のLove plot

実験2仕様 <- study_specs$study2
実験2割付設計 <- make_balance_design(実験2仕様)
実験2SMD <- pairwise_smd_multiarm(実験2割付設計$long)
実験2最大SMD <- 実験2SMD %>%
  dplyr::group_by(variable, label) %>%
  dplyr::summarise(max_abs_smd = max(abs_smd, na.rm = TRUE), .groups = "drop")

Loveデータ <- 実験2SMD %>%
  dplyr::left_join(実験2最大SMD, by = c("variable", "label")) %>%
  dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd))

図C4 <- ggplot2::ggplot(Loveデータ, ggplot2::aes(x = abs_smd, y = 表示名)) +
  ggplot2::geom_vline(xintercept = 0.10, linetype = "dashed", linewidth = 0.55) +
  ggplot2::geom_point(alpha = 0.30, size = 1.4, position = ggplot2::position_jitter(height = 0.10, width = 0)) +
  ggplot2::geom_point(
    data = 実験2最大SMD %>% dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd)),
    ggplot2::aes(x = max_abs_smd, y = 表示名),
    inherit.aes = FALSE, shape = 21, fill = "white", size = 2.5, stroke = 0.8
  ) +
  ggplot2::labs(x = "条件間の絶対標準化平均差(|SMD|)", y = NULL,
                subtitle = "実験2(2026年):各点は条件ペア、白抜き点は最大絶対SMD") +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C4

表C5は図C4の各点に対応する。各行には比較する2条件の平均とSMDだけを残し、他条件に由来する構造的な欠損値は表示しない。

表C5 <- 実験2SMD %>%
  dplyr::transmute(
    変数 = label,
    比較 = paste0(condition_a, "政党条件-", condition_b, "政党条件"),
    `前者の平均` = round(mean_a, 3),
    `後者の平均` = round(mean_b, 3),
    `前者N` = n_a,
    `後者N` = n_b,
    SMD = round(smd, 3),
    `|SMD|` = round(abs_smd, 3)
  )
knitr::kable(表日本語(表C5), format = "html", row.names = FALSE)
変数 比較 前者の平均 後者の平均 前者N 後者N SMD |SMD|
年齢 2政党条件-3政党条件 42.000 41.814 711 1062 0.016 0.016
年齢:欠損 2政党条件-3政党条件 0.052 0.044 711 1062 0.036 0.036
4年制大学以上 2政党条件-3政党条件 0.591 0.571 711 1062 0.041 0.041
学歴:欠損 2政党条件-3政党条件 0.007 0.008 711 1062 -0.006 0.006
女性 2政党条件-3政党条件 0.308 0.298 711 1062 0.023 0.023
性別:欠損 2政党条件-3政党条件 0.010 0.011 711 1062 -0.014 0.014
世帯年収(対数) 2政党条件-3政党条件 5.956 6.018 711 1062 -0.044 0.044
支持政党:その他 2政党条件-3政党条件 0.003 0.001 711 1062 0.043 0.043
支持政党:れいわ新選組 2政党条件-3政党条件 0.013 0.021 711 1062 -0.063 0.063
支持政党:わからない 2政党条件-3政党条件 0.028 0.038 711 1062 -0.053 0.053
支持政党:チームみらい 2政党条件-3政党条件 0.059 0.047 711 1062 0.053 0.053
支持政党:中道改革連合 2政党条件-3政党条件 0.028 0.024 711 1062 0.029 0.029
支持政党:公明党 2政党条件-3政党条件 0.024 0.023 711 1062 0.009 0.009
支持政党:参政党 2政党条件-3政党条件 0.051 0.039 711 1062 0.058 0.058
支持政党:国民民主党 2政党条件-3政党条件 0.059 0.069 711 1062 -0.040 0.040
支持政党:支持政党なし 2政党条件-3政党条件 0.360 0.358 711 1062 0.005 0.005
支持政党:日本保守党 2政党条件-3政党条件 0.023 0.022 711 1062 0.006 0.006
支持政党:日本共産党 2政党条件-3政党条件 0.017 0.025 711 1062 -0.059 0.059
支持政党:日本維新の会 2政党条件-3政党条件 0.063 0.062 711 1062 0.005 0.005
支持政党:社会民主党 2政党条件-3政党条件 0.004 0.001 711 1062 0.065 0.065
支持政党:立憲民主党 2政党条件-3政党条件 0.045 0.040 711 1062 0.027 0.027
支持政党:答えたくない 2政党条件-3政党条件 0.020 0.017 711 1062 0.020 0.020
支持政党:自由民主党 2政党条件-3政党条件 0.204 0.216 711 1062 -0.029 0.029
年齢 2政党条件-4政党条件 42.000 42.459 711 1097 -0.041 0.041
年齢:欠損 2政党条件-4政党条件 0.052 0.055 711 1097 -0.012 0.012
4年制大学以上 2政党条件-4政党条件 0.591 0.599 711 1097 -0.017 0.017
学歴:欠損 2政党条件-4政党条件 0.007 0.011 711 1097 -0.041 0.041
女性 2政党条件-4政党条件 0.308 0.315 711 1097 -0.016 0.016
性別:欠損 2政党条件-4政党条件 0.010 0.004 711 1097 0.076 0.076
世帯年収(対数) 2政党条件-4政党条件 5.956 5.955 711 1097 0.001 0.001
支持政党:その他 2政党条件-4政党条件 0.003 0.003 711 1097 0.001 0.001
支持政党:れいわ新選組 2政党条件-4政党条件 0.013 0.016 711 1097 -0.031 0.031
支持政党:わからない 2政党条件-4政党条件 0.028 0.041 711 1097 -0.071 0.071
支持政党:チームみらい 2政党条件-4政党条件 0.059 0.056 711 1097 0.015 0.015
支持政党:中道改革連合 2政党条件-4政党条件 0.028 0.020 711 1097 0.053 0.053
支持政党:公明党 2政党条件-4政党条件 0.024 0.021 711 1097 0.020 0.020
支持政党:参政党 2政党条件-4政党条件 0.051 0.043 711 1097 0.037 0.037
支持政党:国民民主党 2政党条件-4政党条件 0.059 0.057 711 1097 0.011 0.011
支持政党:支持政党なし 2政党条件-4政党条件 0.360 0.356 711 1097 0.008 0.008
支持政党:日本保守党 2政党条件-4政党条件 0.023 0.027 711 1097 -0.031 0.031
支持政党:日本共産党 2政党条件-4政党条件 0.017 0.028 711 1097 -0.077 0.077
支持政党:日本維新の会 2政党条件-4政党条件 0.063 0.053 711 1097 0.045 0.045
支持政党:社会民主党 2政党条件-4政党条件 0.004 0.002 711 1097 0.044 0.044
支持政党:立憲民主党 2政党条件-4政党条件 0.045 0.040 711 1097 0.024 0.024
支持政党:答えたくない 2政党条件-4政党条件 0.020 0.014 711 1097 0.047 0.047
支持政党:自由民主党 2政党条件-4政党条件 0.204 0.223 711 1097 -0.047 0.047
年齢 2政党条件-5政党条件 42.000 42.447 711 1322 -0.039 0.039
年齢:欠損 2政党条件-5政党条件 0.052 0.047 711 1322 0.024 0.024
4年制大学以上 2政党条件-5政党条件 0.591 0.581 711 1322 0.020 0.020
学歴:欠損 2政党条件-5政党条件 0.007 0.008 711 1322 -0.015 0.015
女性 2政党条件-5政党条件 0.308 0.293 711 1322 0.033 0.033
性別:欠損 2政党条件-5政党条件 0.010 0.014 711 1322 -0.035 0.035
世帯年収(対数) 2政党条件-5政党条件 5.956 6.076 711 1322 -0.088 0.088
支持政党:その他 2政党条件-5政党条件 0.003 0.005 711 1322 -0.029 0.029
支持政党:れいわ新選組 2政党条件-5政党条件 0.013 0.016 711 1322 -0.027 0.027
支持政党:わからない 2政党条件-5政党条件 0.028 0.050 711 1322 -0.113 0.113
支持政党:チームみらい 2政党条件-5政党条件 0.059 0.057 711 1322 0.007 0.007
支持政党:中道改革連合 2政党条件-5政党条件 0.028 0.021 711 1322 0.045 0.045
支持政党:公明党 2政党条件-5政党条件 0.024 0.020 711 1322 0.029 0.029
支持政党:参政党 2政党条件-5政党条件 0.051 0.048 711 1322 0.014 0.014
支持政党:国民民主党 2政党条件-5政党条件 0.059 0.057 711 1322 0.007 0.007
支持政党:支持政党なし 2政党条件-5政党条件 0.360 0.328 711 1322 0.067 0.067
支持政党:日本保守党 2政党条件-5政党条件 0.023 0.030 711 1322 -0.048 0.048
支持政党:日本共産党 2政党条件-5政党条件 0.017 0.025 711 1322 -0.056 0.056
支持政党:日本維新の会 2政党条件-5政党条件 0.063 0.051 711 1322 0.054 0.054
支持政党:社会民主党 2政党条件-5政党条件 0.004 0.002 711 1322 0.034 0.034
支持政党:立憲民主党 2政党条件-5政党条件 0.045 0.045 711 1322 0.002 0.002
支持政党:答えたくない 2政党条件-5政党条件 0.020 0.024 711 1322 -0.031 0.031
支持政党:自由民主党 2政党条件-5政党条件 0.204 0.221 711 1322 -0.041 0.041
年齢 3政党条件-4政党条件 41.814 42.459 1062 1097 -0.057 0.057
年齢:欠損 3政党条件-4政党条件 0.044 0.055 1062 1097 -0.048 0.048
4年制大学以上 3政党条件-4政党条件 0.571 0.599 1062 1097 -0.057 0.057
学歴:欠損 3政党条件-4政党条件 0.008 0.011 1062 1097 -0.036 0.036
女性 3政党条件-4政党条件 0.298 0.315 1062 1097 -0.039 0.039
性別:欠損 3政党条件-4政党条件 0.011 0.004 1062 1097 0.089 0.089
世帯年収(対数) 3政党条件-4政党条件 6.018 5.955 1062 1097 0.044 0.044
支持政党:その他 3政党条件-4政党条件 0.001 0.003 1062 1097 -0.042 0.042
支持政党:れいわ新選組 3政党条件-4政党条件 0.021 0.016 1062 1097 0.032 0.032
支持政党:わからない 3政党条件-4政党条件 0.038 0.041 1062 1097 -0.017 0.017
支持政党:チームみらい 3政党条件-4政党条件 0.047 0.056 1062 1097 -0.039 0.039
支持政党:中道改革連合 3政党条件-4政党条件 0.024 0.020 1062 1097 0.024 0.024
支持政党:公明党 3政党条件-4政党条件 0.023 0.021 1062 1097 0.011 0.011
支持政党:参政党 3政党条件-4政党条件 0.039 0.043 1062 1097 -0.021 0.021
支持政党:国民民主党 3政党条件-4政党条件 0.069 0.057 1062 1097 0.050 0.050
支持政党:支持政党なし 3政党条件-4政党条件 0.358 0.356 1062 1097 0.003 0.003
支持政党:日本保守党 3政党条件-4政党条件 0.022 0.027 1062 1097 -0.037 0.037
支持政党:日本共産党 3政党条件-4政党条件 0.025 0.028 1062 1097 -0.018 0.018
支持政党:日本維新の会 3政党条件-4政党条件 0.062 0.053 1062 1097 0.040 0.040
支持政党:社会民主党 3政党条件-4政党条件 0.001 0.002 1062 1097 -0.024 0.024
支持政党:立憲民主党 3政党条件-4政党条件 0.040 0.040 1062 1097 -0.003 0.003
支持政党:答えたくない 3政党条件-4政党条件 0.017 0.014 1062 1097 0.027 0.027
支持政党:自由民主党 3政党条件-4政党条件 0.216 0.223 1062 1097 -0.019 0.019
年齢 3政党条件-5政党条件 41.814 42.447 1062 1322 -0.055 0.055
年齢:欠損 3政党条件-5政党条件 0.044 0.047 1062 1322 -0.013 0.013
4年制大学以上 3政党条件-5政党条件 0.571 0.581 1062 1322 -0.021 0.021
学歴:欠損 3政党条件-5政党条件 0.008 0.008 1062 1322 -0.009 0.009
女性 3政党条件-5政党条件 0.298 0.293 1062 1322 0.011 0.011
性別:欠損 3政党条件-5政党条件 0.011 0.014 1062 1322 -0.021 0.021
世帯年収(対数) 3政党条件-5政党条件 6.018 6.076 1062 1322 -0.045 0.045
支持政党:その他 3政党条件-5政党条件 0.001 0.005 1062 1322 -0.069 0.069
支持政党:れいわ新選組 3政党条件-5政党条件 0.021 0.016 1062 1322 0.036 0.036
支持政党:わからない 3政党条件-5政党条件 0.038 0.050 1062 1322 -0.060 0.060
支持政党:チームみらい 3政党条件-5政党条件 0.047 0.057 1062 1322 -0.047 0.047
支持政党:中道改革連合 3政党条件-5政党条件 0.024 0.021 1062 1322 0.016 0.016
支持政党:公明党 3政党条件-5政党条件 0.023 0.020 1062 1322 0.020 0.020
支持政党:参政党 3政党条件-5政党条件 0.039 0.048 1062 1322 -0.045 0.045
支持政党:国民民主党 3政党条件-5政党条件 0.069 0.057 1062 1322 0.046 0.046
支持政党:支持政党なし 3政党条件-5政党条件 0.358 0.328 1062 1322 0.062 0.062
支持政党:日本保守党 3政党条件-5政党条件 0.022 0.030 1062 1322 -0.054 0.054
支持政党:日本共産党 3政党条件-5政党条件 0.025 0.025 1062 1322 0.003 0.003
支持政党:日本維新の会 3政党条件-5政党条件 0.062 0.051 1062 1322 0.050 0.050
支持政党:社会民主党 3政党条件-5政党条件 0.001 0.002 1062 1322 -0.033 0.033
支持政党:立憲民主党 3政党条件-5政党条件 0.040 0.045 1062 1322 -0.025 0.025
支持政党:答えたくない 3政党条件-5政党条件 0.017 0.024 1062 1322 -0.051 0.051
支持政党:自由民主党 3政党条件-5政党条件 0.216 0.221 1062 1322 -0.013 0.013
年齢 4政党条件-5政党条件 42.459 42.447 1097 1322 0.001 0.001
年齢:欠損 4政党条件-5政党条件 0.055 0.047 1097 1322 0.035 0.035
4年制大学以上 4政党条件-5政党条件 0.599 0.581 1097 1322 0.037 0.037
学歴:欠損 4政党条件-5政党条件 0.011 0.008 1097 1322 0.027 0.027
女性 4政党条件-5政党条件 0.315 0.293 1097 1322 0.049 0.049
性別:欠損 4政党条件-5政党条件 0.004 0.014 1097 1322 -0.108 0.108
世帯年収(対数) 4政党条件-5政党条件 5.955 6.076 1097 1322 -0.086 0.086
支持政党:その他 4政党条件-5政党条件 0.003 0.005 1097 1322 -0.030 0.030
支持政党:れいわ新選組 4政党条件-5政党条件 0.016 0.016 1097 1322 0.004 0.004
支持政党:わからない 4政党条件-5政党条件 0.041 0.050 1097 1322 -0.043 0.043
支持政党:チームみらい 4政党条件-5政党条件 0.056 0.057 1097 1322 -0.008 0.008
支持政党:中道改革連合 4政党条件-5政党条件 0.020 0.021 1097 1322 -0.008 0.008
支持政党:公明党 4政党条件-5政党条件 0.021 0.020 1097 1322 0.009 0.009
支持政党:参政党 4政党条件-5政党条件 0.043 0.048 1097 1322 -0.023 0.023
支持政党:国民民主党 4政党条件-5政党条件 0.057 0.057 1097 1322 -0.004 0.004
支持政党:支持政党なし 4政党条件-5政党条件 0.356 0.328 1097 1322 0.059 0.059
支持政党:日本保守党 4政党条件-5政党条件 0.027 0.030 1097 1322 -0.017 0.017
支持政党:日本共産党 4政党条件-5政党条件 0.028 0.025 1097 1322 0.020 0.020
支持政党:日本維新の会 4政党条件-5政党条件 0.053 0.051 1097 1322 0.010 0.010
支持政党:社会民主党 4政党条件-5政党条件 0.002 0.002 1097 1322 -0.010 0.010
支持政党:立憲民主党 4政党条件-5政党条件 0.040 0.045 1097 1322 -0.022 0.022
支持政党:答えたくない 4政党条件-5政党条件 0.014 0.024 1097 1322 -0.077 0.077
支持政党:自由民主党 4政党条件-5政党条件 0.223 0.221 1097 1322 0.006 0.006

図C5:条件平均の45度線診断

図C5は図C4と同じ回答者レベルの割付バランスを、各共変量の条件平均を標準化したうえで2条件ずつ45度線と比較したものである。

対角線データ <- assignment_balance_results$study2$diagonal_data %>%
  dplyr::mutate(
    比較 = paste0(condition_a, "政党条件-", condition_b, "政党条件")
  )

ラベル対象 <- 対角線データ %>%
  dplyr::group_by(比較) %>%
  dplyr::slice_max(abs_diagonal_deviation, n = 3, with_ties = FALSE) %>%
  dplyr::ungroup()

軸範囲 <- max(abs(c(対角線データ$x_mean, 対角線データ$y_mean)), na.rm = TRUE)
軸範囲 <- max(0.10, 軸範囲 * 1.15)

図C5 <- ggplot2::ggplot(対角線データ, ggplot2::aes(x = x_mean, y = y_mean)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.60) +
  ggplot2::geom_hline(yintercept = 0, linewidth = 0.25) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.25) +
  ggplot2::geom_point(shape = 21, fill = "white", size = 2.2) +
  ggplot2::geom_text(data = ラベル対象, ggplot2::aes(label = label), size = 2.6, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 比較, ncol = 3) +
  ggplot2::coord_equal(xlim = c(-軸範囲, 軸範囲), ylim = c(-軸範囲, 軸範囲)) +
  ggplot2::labs(x = "左側条件の標準化共変量平均", y = "右側条件の標準化共変量平均") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C5

表C6 <- assignment_balance_results$study2$summary %>%
  dplyr::transmute(
    変数 = label,
    `2政党条件の平均` = round(mean_condition_2, 3),
    `3政党条件の平均` = round(mean_condition_3, 3),
    `4政党条件の平均` = round(mean_condition_4, 3),
    `5政党条件の平均` = round(mean_condition_5, 3),
    `最大|SMD|` = round(max_abs_smd, 3),
    `Holm補正p値` = signif(p_holm, 3)
  )
knitr::kable(表日本語(表C6), format = "html", row.names = FALSE)
変数 2政党条件の平均 3政党条件の平均 4政党条件の平均 5政党条件の平均 最大|SMD| Holm補正p値
支持政党:わからない 0.028 0.038 0.041 0.050 0.113 1
性別:欠損 0.010 0.011 0.004 0.014 0.108 1
世帯年収(対数) 5.956 6.018 5.955 6.076 0.088 1
支持政党:答えたくない 0.020 0.017 0.014 0.024 0.077 1
支持政党:日本共産党 0.017 0.025 0.028 0.025 0.077 1
支持政党:その他 0.003 0.001 0.003 0.005 0.069 1
支持政党:支持政党なし 0.360 0.358 0.356 0.328 0.067 1
支持政党:社会民主党 0.004 0.001 0.002 0.002 0.065 1
支持政党:れいわ新選組 0.013 0.021 0.016 0.016 0.063 1
支持政党:参政党 0.051 0.039 0.043 0.048 0.058 1
4年制大学以上 0.591 0.571 0.599 0.581 0.057 1
年齢 42.000 41.814 42.459 42.447 0.057 1
支持政党:日本維新の会 0.063 0.062 0.053 0.051 0.054 1
支持政党:日本保守党 0.023 0.022 0.027 0.030 0.054 1
支持政党:チームみらい 0.059 0.047 0.056 0.057 0.053 1
支持政党:中道改革連合 0.028 0.024 0.020 0.021 0.053 1
支持政党:国民民主党 0.059 0.069 0.057 0.057 0.050 1
女性 0.308 0.298 0.315 0.293 0.049 1
年齢:欠損 0.052 0.044 0.055 0.047 0.048 1
支持政党:自由民主党 0.204 0.216 0.223 0.221 0.047 1
学歴:欠損 0.007 0.008 0.011 0.008 0.041 1
支持政党:公明党 0.024 0.023 0.021 0.020 0.029 1
支持政党:立憲民主党 0.045 0.040 0.040 0.045 0.027 1

図C6:プロフィール属性水準の無作為提示

図C6以降は回答者の条件割付ではなく、各コンジョイント課題内で属性水準が設計どおり一様に提示されているかを確認するものである。

属性頻度 <- profile_randomization_results$study2$frequency %>%
  dplyr::mutate(
    属性 = 属性日本語(attribute),
    条件 = 条件日本語(party_n, "study2")
  )

表示ラベル <- 属性頻度 %>%
  dplyr::group_by(属性, 条件) %>%
  dplyr::slice_max(abs_deviation, n = 2, with_ties = FALSE) %>%
  dplyr::ungroup()

図C6 <- ggplot2::ggplot(属性頻度, ggplot2::aes(x = expected_share, y = observed_share, shape = 条件)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.65) +
  ggplot2::geom_point(size = 2.2, fill = "white") +
  ggplot2::geom_text(data = 表示ラベル, ggplot2::aes(label = level), size = 2.4, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 属性, ncol = 3) +
  ggplot2::coord_equal() +
  ggplot2::labs(x = "設計上の期待比率", y = "観測比率", shape = "条件") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank(), legend.position = "bottom")
図C6

表C7 <- profile_randomization_results$study2$uniformity_tests %>%
  dplyr::transmute(
    条件 = 条件日本語(party_n, "study2"),
    属性 = 属性日本語(attribute),
    `カイ二乗値` = round(chi_square, 3),
    自由度 = df,
    p値 = signif(p_value, 3),
    `Holm補正p値` = signif(p_holm, 3),
    `最大絶対比率差` = round(max_abs_share_deviation, 4)
  )
knitr::kable(表日本語(表C7), format = "html", row.names = FALSE)
条件 属性 カイ二乗値 自由度 p値 Holm補正p値 最大絶対比率差
2政党条件 消費者物価指数(CPI) 1.667 2 0.43500 1.000 0.0070
2政党条件 GDP成長率 0.740 2 0.69100 1.000 0.0044
2政党条件 与野党地位 2.601 1 0.10700 1.000 0.0096
2政党条件 日経平均株価 9.289 2 0.00961 0.260 0.0158
2政党条件 政策位置 2.624 2 0.26900 1.000 0.0089
2政党条件 衆議院議席数 9.259 4 0.05490 1.000 0.0100
2政党条件 失業率 0.276 2 0.87100 1.000 0.0027
3政党条件 消費者物価指数(CPI) 0.285 2 0.86700 1.000 0.0018
3政党条件 GDP成長率 3.260 2 0.19600 1.000 0.0063
3政党条件 与野党地位 0.081 1 0.77500 1.000 0.0011
3政党条件 日経平均株価 0.390 2 0.82300 1.000 0.0023
3政党条件 政策位置 1.996 2 0.36900 1.000 0.0051
3政党条件 衆議院議席数 2.861 4 0.58100 1.000 0.0038
3政党条件 失業率 2.895 2 0.23500 1.000 0.0062
4政党条件 消費者物価指数(CPI) 1.732 2 0.42100 1.000 0.0041
4政党条件 GDP成長率 0.239 2 0.88700 1.000 0.0015
4政党条件 与野党地位 0.164 1 0.68500 1.000 0.0014
4政党条件 日経平均株価 9.409 2 0.00906 0.254 0.0097
4政党条件 政策位置 1.147 2 0.56400 1.000 0.0033
4政党条件 衆議院議席数 2.153 4 0.70800 1.000 0.0038
4政党条件 失業率 2.351 2 0.30900 1.000 0.0045
5政党条件 消費者物価指数(CPI) 0.564 2 0.75400 1.000 0.0018
5政党条件 GDP成長率 0.215 2 0.89800 1.000 0.0012
5政党条件 与野党地位 0.327 1 0.56700 1.000 0.0016
5政党条件 日経平均株価 2.328 2 0.31200 1.000 0.0039
5政党条件 政策位置 1.792 2 0.40800 1.000 0.0034
5政党条件 衆議院議席数 1.764 4 0.77900 1.000 0.0026
5政党条件 失業率 4.171 2 0.12400 1.000 0.0053
表C8 <- 属性頻度 %>%
  dplyr::transmute(
    条件,
    属性,
    水準 = level,
    観測数 = observed_n,
    総数 = total_n,
    観測比率 = round(observed_share, 4),
    期待比率 = round(expected_share, 4),
= round(deviation, 4)
  )
knitr::kable(表日本語(表C8), format = "html", row.names = FALSE)
条件 属性 水準 観測数 総数 観測比率 期待比率
2政党条件 消費者物価指数(CPI) CPI前期比±0ポイント 2335 7110 0.3284 0.3333 -0.0049
2政党条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 2355 7110 0.3312 0.3333 -0.0021
2政党条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 2420 7110 0.3404 0.3333 0.0070
2政党条件 GDP成長率 GDP成長率±0% 2342 7110 0.3294 0.3333 -0.0039
2政党条件 GDP成長率 GDP成長率プラス1% 2401 7110 0.3377 0.3333 0.0044
2政党条件 GDP成長率 GDP成長率マイナス1% 2367 7110 0.3329 0.3333 -0.0004
2政党条件 与野党地位 与党 3623 7110 0.5096 0.5000 0.0096
2政党条件 与野党地位 野党 3487 7110 0.4904 0.5000 -0.0096
2政党条件 日経平均株価 日経平均前月同期比プラス1000円 2354 7110 0.3311 0.3333 -0.0023
2政党条件 日経平均株価 日経平均前月同期比マイナス1000円 2274 7110 0.3198 0.3333 -0.0135
2政党条件 日経平均株価 日経平均前月同期比変わらず 2482 7110 0.3491 0.3333 0.0158
2政党条件 政策位置 中道 2413 7110 0.3394 0.3333 0.0060
2政党条件 政策位置 右派・保守的 2390 7110 0.3361 0.3333 0.0028
2政党条件 政策位置 左派・革新的 2307 7110 0.3245 0.3333 -0.0089
2政党条件 衆議院議席数 100~199 1400 7110 0.1969 0.2000 -0.0031
2政党条件 衆議院議席数 10~49 1351 7110 0.1900 0.2000 -0.0100
2政党条件 衆議院議席数 10以下 1491 7110 0.2097 0.2000 0.0097
2政党条件 衆議院議席数 200以上 1398 7110 0.1966 0.2000 -0.0034
2政党条件 衆議院議席数 50~99 1470 7110 0.2068 0.2000 0.0068
2政党条件 失業率 失業率前期比±0% 2389 7110 0.3360 0.3333 0.0027
2政党条件 失業率 失業率前期比プラス1% 2353 7110 0.3309 0.3333 -0.0024
2政党条件 失業率 失業率前期比マイナス1% 2368 7110 0.3331 0.3333 -0.0003
3政党条件 消費者物価指数(CPI) CPI前期比±0ポイント 5282 15930 0.3316 0.3333 -0.0018
3政党条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 5311 15930 0.3334 0.3333 0.0001
3政党条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 5337 15930 0.3350 0.3333 0.0017
3政党条件 GDP成長率 GDP成長率±0% 5394 15930 0.3386 0.3333 0.0053
3政党条件 GDP成長率 GDP成長率プラス1% 5210 15930 0.3271 0.3333 -0.0063
3政党条件 GDP成長率 GDP成長率マイナス1% 5326 15930 0.3343 0.3333 0.0010
3政党条件 与野党地位 与党 7947 15930 0.4989 0.5000 -0.0011
3政党条件 与野党地位 野党 7983 15930 0.5011 0.5000 0.0011
3政党条件 日経平均株価 日経平均前月同期比プラス1000円 5336 15930 0.3350 0.3333 0.0016
3政党条件 日経平均株価 日経平均前月同期比マイナス1000円 5320 15930 0.3340 0.3333 0.0006
3政党条件 日経平均株価 日経平均前月同期比変わらず 5274 15930 0.3311 0.3333 -0.0023
3政党条件 政策位置 中道 5392 15930 0.3385 0.3333 0.0051
3政党条件 政策位置 右派・保守的 5285 15930 0.3318 0.3333 -0.0016
3政党条件 政策位置 左派・革新的 5253 15930 0.3298 0.3333 -0.0036
3政党条件 衆議院議席数 100~199 3246 15930 0.2038 0.2000 0.0038
3政党条件 衆議院議席数 10~49 3149 15930 0.1977 0.2000 -0.0023
3政党条件 衆議院議席数 10以下 3201 15930 0.2009 0.2000 0.0009
3政党条件 衆議院議席数 200以上 3207 15930 0.2013 0.2000 0.0013
3政党条件 衆議院議席数 50~99 3127 15930 0.1963 0.2000 -0.0037
3政党条件 失業率 失業率前期比±0% 5212 15930 0.3272 0.3333 -0.0062
3政党条件 失業率 失業率前期比プラス1% 5381 15930 0.3378 0.3333 0.0045
3政党条件 失業率 失業率前期比マイナス1% 5337 15930 0.3350 0.3333 0.0017
4政党条件 消費者物価指数(CPI) CPI前期比±0ポイント 7255 21940 0.3307 0.3333 -0.0027
4政党条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 7404 21940 0.3375 0.3333 0.0041
4政党条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 7281 21940 0.3319 0.3333 -0.0015
4政党条件 GDP成長率 GDP成長率±0% 7281 21940 0.3319 0.3333 -0.0015
4政党条件 GDP成長率 GDP成長率プラス1% 7339 21940 0.3345 0.3333 0.0012
4政党条件 GDP成長率 GDP成長率マイナス1% 7320 21940 0.3336 0.3333 0.0003
4政党条件 与野党地位 与党 11000 21940 0.5014 0.5000 0.0014
4政党条件 与野党地位 野党 10940 21940 0.4986 0.5000 -0.0014
4政党条件 日経平均株価 日経平均前月同期比プラス1000円 7229 21940 0.3295 0.3333 -0.0038
4政党条件 日経平均株価 日経平均前月同期比マイナス1000円 7185 21940 0.3275 0.3333 -0.0058
4政党条件 日経平均株価 日経平均前月同期比変わらず 7526 21940 0.3430 0.3333 0.0097
4政党条件 政策位置 中道 7296 21940 0.3325 0.3333 -0.0008
4政党条件 政策位置 右派・保守的 7259 21940 0.3309 0.3333 -0.0025
4政党条件 政策位置 左派・革新的 7385 21940 0.3366 0.3333 0.0033
4政党条件 衆議院議席数 100~199 4471 21940 0.2038 0.2000 0.0038
4政党条件 衆議院議席数 10~49 4371 21940 0.1992 0.2000 -0.0008
4政党条件 衆議院議席数 10以下 4389 21940 0.2000 0.2000 0.0000
4政党条件 衆議院議席数 200以上 4358 21940 0.1986 0.2000 -0.0014
4政党条件 衆議院議席数 50~99 4351 21940 0.1983 0.2000 -0.0017
4政党条件 失業率 失業率前期比±0% 7412 21940 0.3378 0.3333 0.0045
4政党条件 失業率 失業率前期比プラス1% 7228 21940 0.3294 0.3333 -0.0039
4政党条件 失業率 失業率前期比マイナス1% 7300 21940 0.3327 0.3333 -0.0006
5政党条件 消費者物価指数(CPI) CPI前期比±0ポイント 11075 33050 0.3351 0.3333 0.0018
5政党条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 11011 33050 0.3332 0.3333 -0.0002
5政党条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 10964 33050 0.3317 0.3333 -0.0016
5政党条件 GDP成長率 GDP成長率±0% 11038 33050 0.3340 0.3333 0.0006
5政党条件 GDP成長率 GDP成長率プラス1% 10977 33050 0.3321 0.3333 -0.0012
5政党条件 GDP成長率 GDP成長率マイナス1% 11035 33050 0.3339 0.3333 0.0006
5政党条件 与野党地位 与党 16473 33050 0.4984 0.5000 -0.0016
5政党条件 与野党地位 野党 16577 33050 0.5016 0.5000 0.0016
5政党条件 日経平均株価 日経平均前月同期比プラス1000円 11056 33050 0.3345 0.3333 0.0012
5政党条件 日経平均株価 日経平均前月同期比マイナス1000円 11105 33050 0.3360 0.3333 0.0027
5政党条件 日経平均株価 日経平均前月同期比変わらず 10889 33050 0.3295 0.3333 -0.0039
5政党条件 政策位置 中道 10985 33050 0.3324 0.3333 -0.0010
5政党条件 政策位置 右派・保守的 11128 33050 0.3367 0.3333 0.0034
5政党条件 政策位置 左派・革新的 10937 33050 0.3309 0.3333 -0.0024
5政党条件 衆議院議席数 100~199 6589 33050 0.1994 0.2000 -0.0006
5政党条件 衆議院議席数 10~49 6697 33050 0.2026 0.2000 0.0026
5政党条件 衆議院議席数 10以下 6550 33050 0.1982 0.2000 -0.0018
5政党条件 衆議院議席数 200以上 6611 33050 0.2000 0.2000 0.0000
5政党条件 衆議院議席数 50~99 6603 33050 0.1998 0.2000 -0.0002
5政党条件 失業率 失業率前期比±0% 11191 33050 0.3386 0.3333 0.0053
5政党条件 失業率 失業率前期比プラス1% 10916 33050 0.3303 0.3333 -0.0030
5政党条件 失業率 失業率前期比マイナス1% 10943 33050 0.3311 0.3333 -0.0022

B.3 実験3(2026年)

図C7:回答者割付のLove plot

実験3仕様 <- study_specs$study3
実験3割付設計 <- make_balance_design(実験3仕様)
実験3SMD <- pairwise_smd_multiarm(実験3割付設計$long)
実験3最大SMD <- 実験3SMD %>%
  dplyr::group_by(variable, label) %>%
  dplyr::summarise(max_abs_smd = max(abs_smd, na.rm = TRUE), .groups = "drop")

Loveデータ <- 実験3SMD %>%
  dplyr::left_join(実験3最大SMD, by = c("variable", "label")) %>%
  dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd))

図C7 <- ggplot2::ggplot(Loveデータ, ggplot2::aes(x = abs_smd, y = 表示名)) +
  ggplot2::geom_vline(xintercept = 0.10, linetype = "dashed", linewidth = 0.55) +
  ggplot2::geom_point(alpha = 0.30, size = 1.4, position = ggplot2::position_jitter(height = 0.10, width = 0)) +
  ggplot2::geom_point(
    data = 実験3最大SMD %>% dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd)),
    ggplot2::aes(x = max_abs_smd, y = 表示名),
    inherit.aes = FALSE, shape = 21, fill = "white", size = 2.5, stroke = 0.8
  ) +
  ggplot2::labs(x = "条件間の絶対標準化平均差(|SMD|)", y = NULL,
                subtitle = "実験3(2026年):各点は条件ペア、白抜き点は最大絶対SMD") +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C7

表C9は図C7の各点に対応する。

表C9 <- 実験3SMD %>%
  dplyr::transmute(
    変数 = label,
    比較 = paste0(condition_a, "選択肢条件-", condition_b, "選択肢条件"),
    `前者の平均` = round(mean_a, 3),
    `後者の平均` = round(mean_b, 3),
    `前者N` = n_a,
    `後者N` = n_b,
    SMD = round(smd, 3),
    `|SMD|` = round(abs_smd, 3)
  )
knitr::kable(表日本語(表C9), format = "html", row.names = FALSE)
変数 比較 前者の平均 後者の平均 前者N 後者N SMD |SMD|
年齢 2選択肢条件-3選択肢条件 41.246 42.353 716 939 -0.097 0.097
年齢:欠損 2選択肢条件-3選択肢条件 0.052 0.052 716 939 -0.002 0.002
4年制大学以上 2選択肢条件-3選択肢条件 0.609 0.600 716 939 0.019 0.019
学歴:欠損 2選択肢条件-3選択肢条件 0.007 0.009 716 939 -0.018 0.018
女性 2選択肢条件-3選択肢条件 0.246 0.298 716 939 -0.118 0.118
性別:欠損 2選択肢条件-3選択肢条件 0.020 0.012 716 939 0.063 0.063
世帯年収(対数) 2選択肢条件-3選択肢条件 5.919 6.034 716 939 -0.079 0.079
支持政党:その他 2選択肢条件-3選択肢条件 0.003 0.002 716 939 0.013 0.013
支持政党:れいわ新選組 2選択肢条件-3選択肢条件 0.015 0.013 716 939 0.022 0.022
支持政党:わからない 2選択肢条件-3選択肢条件 0.038 0.049 716 939 -0.055 0.055
支持政党:チームみらい 2選択肢条件-3選択肢条件 0.042 0.040 716 939 0.007 0.007
支持政党:中道改革連合 2選択肢条件-3選択肢条件 0.032 0.024 716 939 0.046 0.046
支持政党:公明党 2選択肢条件-3選択肢条件 0.011 0.011 716 939 0.005 0.005
支持政党:参政党 2選択肢条件-3選択肢条件 0.042 0.049 716 939 -0.034 0.034
支持政党:国民民主党 2選択肢条件-3選択肢条件 0.068 0.081 716 939 -0.048 0.048
支持政党:支持政党なし 2選択肢条件-3選択肢条件 0.365 0.357 716 939 0.016 0.016
支持政党:日本保守党 2選択肢条件-3選択肢条件 0.025 0.015 716 939 0.073 0.073
支持政党:日本共産党 2選択肢条件-3選択肢条件 0.022 0.014 716 939 0.064 0.064
支持政党:日本維新の会 2選択肢条件-3選択肢条件 0.053 0.049 716 939 0.019 0.019
支持政党:社会民主党 2選択肢条件-3選択肢条件 0.003 0.003 716 939 -0.007 0.007
支持政党:立憲民主党 2選択肢条件-3選択肢条件 0.036 0.040 716 939 -0.022 0.022
支持政党:答えたくない 2選択肢条件-3選択肢条件 0.017 0.019 716 939 -0.018 0.018
支持政党:自由民主党 2選択肢条件-3選択肢条件 0.228 0.233 716 939 -0.013 0.013
地域:17 2選択肢条件-3選択肢条件 0.145 0.153 716 939 -0.023 0.023
地域:27 2選択肢条件-3選択肢条件 0.214 0.201 716 939 0.031 0.031
地域:35 2選択肢条件-3選択肢条件 0.085 0.085 716 939 0.000 0.000
地域:45 2選択肢条件-3選択肢条件 0.087 0.081 716 939 0.020 0.020
地域:9 2選択肢条件-3選択肢条件 0.383 0.396 716 939 -0.028 0.028
左右自己位置づけ 2選択肢条件-3選択肢条件 5.430 5.384 716 939 0.025 0.025
左右自己位置づけ:欠損 2選択肢条件-3選択肢条件 0.080 0.096 716 939 -0.057 0.057
年齢 2選択肢条件-4選択肢条件 41.246 42.935 716 1063 -0.145 0.145
年齢:欠損 2選択肢条件-4選択肢条件 0.052 0.047 716 1063 0.021 0.021
4年制大学以上 2選択肢条件-4選択肢条件 0.609 0.583 716 1063 0.052 0.052
学歴:欠損 2選択肢条件-4選択肢条件 0.007 0.008 716 1063 -0.006 0.006
女性 2選択肢条件-4選択肢条件 0.246 0.285 716 1063 -0.089 0.089
性別:欠損 2選択肢条件-4選択肢条件 0.020 0.014 716 1063 0.042 0.042
世帯年収(対数) 2選択肢条件-4選択肢条件 5.919 5.964 716 1063 -0.030 0.030
支持政党:その他 2選択肢条件-4選択肢条件 0.003 0.001 716 1063 0.043 0.043
支持政党:れいわ新選組 2選択肢条件-4選択肢条件 0.015 0.014 716 1063 0.010 0.010
支持政党:わからない 2選択肢条件-4選択肢条件 0.038 0.040 716 1063 -0.014 0.014
支持政党:チームみらい 2選択肢条件-4選択肢条件 0.042 0.048 716 1063 -0.029 0.029
支持政党:中道改革連合 2選択肢条件-4選択肢条件 0.032 0.032 716 1063 0.001 0.001
支持政党:公明党 2選択肢条件-4選択肢条件 0.011 0.009 716 1063 0.017 0.017
支持政党:参政党 2選択肢条件-4選択肢条件 0.042 0.040 716 1063 0.012 0.012
支持政党:国民民主党 2選択肢条件-4選択肢条件 0.068 0.066 716 1063 0.010 0.010
支持政党:支持政党なし 2選択肢条件-4選択肢条件 0.365 0.348 716 1063 0.034 0.034
支持政党:日本保守党 2選択肢条件-4選択肢条件 0.025 0.024 716 1063 0.011 0.011
支持政党:日本共産党 2選択肢条件-4選択肢条件 0.022 0.021 716 1063 0.011 0.011
支持政党:日本維新の会 2選択肢条件-4選択肢条件 0.053 0.060 716 1063 -0.031 0.031
支持政党:社会民主党 2選択肢条件-4選択肢条件 0.003 0.004 716 1063 -0.017 0.017
支持政党:立憲民主党 2選択肢条件-4選択肢条件 0.036 0.035 716 1063 0.008 0.008
支持政党:答えたくない 2選択肢条件-4選択肢条件 0.017 0.020 716 1063 -0.022 0.022
支持政党:自由民主党 2選択肢条件-4選択肢条件 0.228 0.239 716 1063 -0.027 0.027
地域:17 2選択肢条件-4選択肢条件 0.145 0.165 716 1063 -0.054 0.054
地域:27 2選択肢条件-4選択肢条件 0.214 0.200 716 1063 0.033 0.033
地域:35 2選択肢条件-4選択肢条件 0.085 0.092 716 1063 -0.025 0.025
地域:45 2選択肢条件-4選択肢条件 0.087 0.073 716 1063 0.049 0.049
地域:9 2選択肢条件-4選択肢条件 0.383 0.365 716 1063 0.037 0.037
左右自己位置づけ 2選択肢条件-4選択肢条件 5.430 5.373 716 1063 0.031 0.031
左右自己位置づけ:欠損 2選択肢条件-4選択肢条件 0.080 0.076 716 1063 0.013 0.013
年齢 2選択肢条件-5選択肢条件 41.246 43.582 716 1314 -0.203 0.203
年齢:欠損 2選択肢条件-5選択肢条件 0.052 0.042 716 1314 0.046 0.046
4年制大学以上 2選択肢条件-5選択肢条件 0.609 0.561 716 1314 0.098 0.098
学歴:欠損 2選択肢条件-5選択肢条件 0.007 0.010 716 1314 -0.032 0.032
女性 2選択肢条件-5選択肢条件 0.246 0.271 716 1314 -0.057 0.057
性別:欠損 2選択肢条件-5選択肢条件 0.020 0.015 716 1314 0.033 0.033
世帯年収(対数) 2選択肢条件-5選択肢条件 5.919 5.990 716 1314 -0.050 0.050
支持政党:その他 2選択肢条件-5選択肢条件 0.003 0.003 716 1314 -0.005 0.005
支持政党:れいわ新選組 2選択肢条件-5選択肢条件 0.015 0.018 716 1314 -0.023 0.023
支持政党:わからない 2選択肢条件-5選択肢条件 0.038 0.036 716 1314 0.010 0.010
支持政党:チームみらい 2選択肢条件-5選択肢条件 0.042 0.051 716 1314 -0.043 0.043
支持政党:中道改革連合 2選択肢条件-5選択肢条件 0.032 0.030 716 1314 0.010 0.010
支持政党:公明党 2選択肢条件-5選択肢条件 0.011 0.012 716 1314 -0.009 0.009
支持政党:参政党 2選択肢条件-5選択肢条件 0.042 0.040 716 1314 0.012 0.012
支持政党:国民民主党 2選択肢条件-5選択肢条件 0.068 0.069 716 1314 -0.003 0.003
支持政党:支持政党なし 2選択肢条件-5選択肢条件 0.365 0.340 716 1314 0.051 0.051
支持政党:日本保守党 2選択肢条件-5選択肢条件 0.025 0.024 716 1314 0.005 0.005
支持政党:日本共産党 2選択肢条件-5選択肢条件 0.022 0.021 716 1314 0.012 0.012
支持政党:日本維新の会 2選択肢条件-5選択肢条件 0.053 0.046 716 1314 0.034 0.034
支持政党:社会民主党 2選択肢条件-5選択肢条件 0.003 0.005 716 1314 -0.029 0.029
支持政党:立憲民主党 2選択肢条件-5選択肢条件 0.036 0.048 716 1314 -0.058 0.058
支持政党:答えたくない 2選択肢条件-5選択肢条件 0.017 0.021 716 1314 -0.028 0.028
支持政党:自由民主党 2選択肢条件-5選択肢条件 0.228 0.237 716 1314 -0.021 0.021
地域:17 2選択肢条件-5選択肢条件 0.145 0.170 716 1314 -0.067 0.067
地域:27 2選択肢条件-5選択肢条件 0.214 0.196 716 1314 0.043 0.043
地域:35 2選択肢条件-5選択肢条件 0.085 0.074 716 1314 0.042 0.042
地域:45 2選択肢条件-5選択肢条件 0.087 0.091 716 1314 -0.014 0.014
地域:9 2選択肢条件-5選択肢条件 0.383 0.364 716 1314 0.039 0.039
左右自己位置づけ 2選択肢条件-5選択肢条件 5.430 5.414 716 1314 0.009 0.009
左右自己位置づけ:欠損 2選択肢条件-5選択肢条件 0.080 0.088 716 1314 -0.029 0.029
年齢 3選択肢条件-4選択肢条件 42.353 42.935 939 1063 -0.051 0.051
年齢:欠損 3選択肢条件-4選択肢条件 0.052 0.047 939 1063 0.024 0.024
4年制大学以上 3選択肢条件-4選択肢条件 0.600 0.583 939 1063 0.033 0.033
学歴:欠損 3選択肢条件-4選択肢条件 0.009 0.008 939 1063 0.011 0.011
女性 3選択肢条件-4選択肢条件 0.298 0.285 939 1063 0.029 0.029
性別:欠損 3選択肢条件-4選択肢条件 0.012 0.014 939 1063 -0.021 0.021
世帯年収(対数) 3選択肢条件-4選択肢条件 6.034 5.964 939 1063 0.049 0.049
支持政党:その他 3選択肢条件-4選択肢条件 0.002 0.001 939 1063 0.030 0.030
支持政党:れいわ新選組 3選択肢条件-4選択肢条件 0.013 0.014 939 1063 -0.012 0.012
支持政党:わからない 3選択肢条件-4選択肢条件 0.049 0.040 939 1063 0.041 0.041
支持政党:チームみらい 3選択肢条件-4選択肢条件 0.040 0.048 939 1063 -0.037 0.037
支持政党:中道改革連合 3選択肢条件-4選択肢条件 0.024 0.032 939 1063 -0.045 0.045
支持政党:公明党 3選択肢条件-4選択肢条件 0.011 0.009 939 1063 0.012 0.012
支持政党:参政党 3選択肢条件-4選択肢条件 0.049 0.040 939 1063 0.046 0.046
支持政党:国民民主党 3選択肢条件-4選択肢条件 0.081 0.066 939 1063 0.058 0.058
支持政党:支持政党なし 3選択肢条件-4選択肢条件 0.357 0.348 939 1063 0.018 0.018
支持政党:日本保守党 3選択肢条件-4選択肢条件 0.015 0.024 939 1063 -0.063 0.063
支持政党:日本共産党 3選択肢条件-4選択肢条件 0.014 0.021 939 1063 -0.053 0.053
支持政党:日本維新の会 3選択肢条件-4選択肢条件 0.049 0.060 939 1063 -0.049 0.049
支持政党:社会民主党 3選択肢条件-4選択肢条件 0.003 0.004 939 1063 -0.010 0.010
支持政党:立憲民主党 3選択肢条件-4選択肢条件 0.040 0.035 939 1063 0.030 0.030
支持政党:答えたくない 3選択肢条件-4選択肢条件 0.019 0.020 939 1063 -0.004 0.004
支持政党:自由民主党 3選択肢条件-4選択肢条件 0.233 0.239 939 1063 -0.013 0.013
地域:17 3選択肢条件-4選択肢条件 0.153 0.165 939 1063 -0.031 0.031
地域:27 3選択肢条件-4選択肢条件 0.201 0.200 939 1063 0.002 0.002
地域:35 3選択肢条件-4選択肢条件 0.085 0.092 939 1063 -0.025 0.025
地域:45 3選択肢条件-4選択肢条件 0.081 0.073 939 1063 0.028 0.028
地域:9 3選択肢条件-4選択肢条件 0.396 0.365 939 1063 0.064 0.064
左右自己位置づけ 3選択肢条件-4選択肢条件 5.384 5.373 939 1063 0.006 0.006
左右自己位置づけ:欠損 3選択肢条件-4選択肢条件 0.096 0.076 939 1063 0.070 0.070
年齢 3選択肢条件-5選択肢条件 42.353 43.582 939 1314 -0.108 0.108
年齢:欠損 3選択肢条件-5選択肢条件 0.052 0.042 939 1314 0.049 0.049
4年制大学以上 3選択肢条件-5選択肢条件 0.600 0.561 939 1314 0.078 0.078
学歴:欠損 3選択肢条件-5選択肢条件 0.009 0.010 939 1314 -0.014 0.014
女性 3選択肢条件-5選択肢条件 0.298 0.271 939 1314 0.060 0.060
性別:欠損 3選択肢条件-5選択肢条件 0.012 0.015 939 1314 -0.030 0.030
世帯年収(対数) 3選択肢条件-5選択肢条件 6.034 5.990 939 1314 0.031 0.031
支持政党:その他 3選択肢条件-5選択肢条件 0.002 0.003 939 1314 -0.018 0.018
支持政党:れいわ新選組 3選択肢条件-5選択肢条件 0.013 0.018 939 1314 -0.044 0.044
支持政党:わからない 3選択肢条件-5選択肢条件 0.049 0.036 939 1314 0.066 0.066
支持政党:チームみらい 3選択肢条件-5選択肢条件 0.040 0.051 939 1314 -0.050 0.050
支持政党:中道改革連合 3選択肢条件-5選択肢条件 0.024 0.030 939 1314 -0.036 0.036
支持政党:公明党 3選択肢条件-5選択肢条件 0.011 0.012 939 1314 -0.014 0.014
支持政党:参政党 3選択肢条件-5選択肢条件 0.049 0.040 939 1314 0.046 0.046
支持政党:国民民主党 3選択肢条件-5選択肢条件 0.081 0.069 939 1314 0.044 0.044
支持政党:支持政党なし 3選択肢条件-5選択肢条件 0.357 0.340 939 1314 0.035 0.035
支持政党:日本保守党 3選択肢条件-5選択肢条件 0.015 0.024 939 1314 -0.068 0.068
支持政党:日本共産党 3選択肢条件-5選択肢条件 0.014 0.021 939 1314 -0.052 0.052
支持政党:日本維新の会 3選択肢条件-5選択肢条件 0.049 0.046 939 1314 0.016 0.016
支持政党:社会民主党 3選択肢条件-5選択肢条件 0.003 0.005 939 1314 -0.022 0.022
支持政党:立憲民主党 3選択肢条件-5選択肢条件 0.040 0.048 939 1314 -0.036 0.036
支持政党:答えたくない 3選択肢条件-5選択肢条件 0.019 0.021 939 1314 -0.010 0.010
支持政党:自由民主党 3選択肢条件-5選択肢条件 0.233 0.237 939 1314 -0.008 0.008
地域:17 3選択肢条件-5選択肢条件 0.153 0.170 939 1314 -0.044 0.044
地域:27 3選択肢条件-5選択肢条件 0.201 0.196 939 1314 0.012 0.012
地域:35 3選択肢条件-5選択肢条件 0.085 0.074 939 1314 0.042 0.042
地域:45 3選択肢条件-5選択肢条件 0.081 0.091 939 1314 -0.034 0.034
地域:9 3選択肢条件-5選択肢条件 0.396 0.364 939 1314 0.067 0.067
左右自己位置づけ 3選択肢条件-5選択肢条件 5.384 5.414 939 1314 -0.017 0.017
左右自己位置づけ:欠損 3選択肢条件-5選択肢条件 0.096 0.088 939 1314 0.029 0.029
年齢 4選択肢条件-5選択肢条件 42.935 43.582 1063 1314 -0.056 0.056
年齢:欠損 4選択肢条件-5選択肢条件 0.047 0.042 1063 1314 0.025 0.025
4年制大学以上 4選択肢条件-5選択肢条件 0.583 0.561 1063 1314 0.045 0.045
学歴:欠損 4選択肢条件-5選択肢条件 0.008 0.010 1063 1314 -0.025 0.025
女性 4選択肢条件-5選択肢条件 0.285 0.271 1063 1314 0.031 0.031
性別:欠損 4選択肢条件-5選択肢条件 0.014 0.015 1063 1314 -0.009 0.009
世帯年収(対数) 4選択肢条件-5選択肢条件 5.964 5.990 1063 1314 -0.019 0.019
支持政党:その他 4選択肢条件-5選択肢条件 0.001 0.003 1063 1314 -0.047 0.047
支持政党:れいわ新選組 4選択肢条件-5選択肢条件 0.014 0.018 1063 1314 -0.033 0.033
支持政党:わからない 4選択肢条件-5選択肢条件 0.040 0.036 1063 1314 0.024 0.024
支持政党:チームみらい 4選択肢条件-5選択肢条件 0.048 0.051 1063 1314 -0.014 0.014
支持政党:中道改革連合 4選択肢条件-5選択肢条件 0.032 0.030 1063 1314 0.009 0.009
支持政党:公明党 4選択肢条件-5選択肢条件 0.009 0.012 1063 1314 -0.027 0.027
支持政党:参政党 4選択肢条件-5選択肢条件 0.040 0.040 1063 1314 0.000 0.000
支持政党:国民民主党 4選択肢条件-5選択肢条件 0.066 0.069 1063 1314 -0.014 0.014
支持政党:支持政党なし 4選択肢条件-5選択肢条件 0.348 0.340 1063 1314 0.017 0.017
支持政党:日本保守党 4選択肢条件-5選択肢条件 0.024 0.024 1063 1314 -0.005 0.005
支持政党:日本共産党 4選択肢条件-5選択肢条件 0.021 0.021 1063 1314 0.001 0.001
支持政党:日本維新の会 4選択肢条件-5選択肢条件 0.060 0.046 1063 1314 0.065 0.065
支持政党:社会民主党 4選択肢条件-5選択肢条件 0.004 0.005 1063 1314 -0.012 0.012
支持政党:立憲民主党 4選択肢条件-5選択肢条件 0.035 0.048 1063 1314 -0.066 0.066
支持政党:答えたくない 4選択肢条件-5選択肢条件 0.020 0.021 1063 1314 -0.006 0.006
支持政党:自由民主党 4選択肢条件-5選択肢条件 0.239 0.237 1063 1314 0.005 0.005
地域:17 4選択肢条件-5選択肢条件 0.165 0.170 1063 1314 -0.014 0.014
地域:27 4選択肢条件-5選択肢条件 0.200 0.196 1063 1314 0.010 0.010
地域:35 4選択肢条件-5選択肢条件 0.092 0.074 1063 1314 0.067 0.067
地域:45 4選択肢条件-5選択肢条件 0.073 0.091 1063 1314 -0.063 0.063
地域:9 4選択肢条件-5選択肢条件 0.365 0.364 1063 1314 0.003 0.003
左右自己位置づけ 4選択肢条件-5選択肢条件 5.373 5.414 1063 1314 -0.022 0.022
左右自己位置づけ:欠損 4選択肢条件-5選択肢条件 0.076 0.088 1063 1314 -0.041 0.041

図C8:条件平均の45度線診断

図C8は図C7と同じ回答者レベルの割付バランスを、各共変量の条件平均を標準化したうえで2条件ずつ45度線と比較したものである。

対角線データ <- assignment_balance_results$study3$diagonal_data %>%
  dplyr::mutate(
    比較 = paste0(condition_a, "選択肢条件-", condition_b, "選択肢条件")
  )

ラベル対象 <- 対角線データ %>%
  dplyr::group_by(比較) %>%
  dplyr::slice_max(abs_diagonal_deviation, n = 3, with_ties = FALSE) %>%
  dplyr::ungroup()

軸範囲 <- max(abs(c(対角線データ$x_mean, 対角線データ$y_mean)), na.rm = TRUE)
軸範囲 <- max(0.10, 軸範囲 * 1.15)

図C8 <- ggplot2::ggplot(対角線データ, ggplot2::aes(x = x_mean, y = y_mean)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.60) +
  ggplot2::geom_hline(yintercept = 0, linewidth = 0.25) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.25) +
  ggplot2::geom_point(shape = 21, fill = "white", size = 2.2) +
  ggplot2::geom_text(data = ラベル対象, ggplot2::aes(label = label), size = 2.6, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 比較, ncol = 3) +
  ggplot2::coord_equal(xlim = c(-軸範囲, 軸範囲), ylim = c(-軸範囲, 軸範囲)) +
  ggplot2::labs(x = "左側条件の標準化共変量平均", y = "右側条件の標準化共変量平均") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C8

表C10 <- assignment_balance_results$study3$summary %>%
  dplyr::transmute(
    変数 = label,
    `2選択肢条件の平均` = round(mean_condition_2, 3),
    `3選択肢条件の平均` = round(mean_condition_3, 3),
    `4選択肢条件の平均` = round(mean_condition_4, 3),
    `5選択肢条件の平均` = round(mean_condition_5, 3),
    `最大|SMD|` = round(max_abs_smd, 3),
    `Holm補正p値` = signif(p_holm, 3)
  )
knitr::kable(表日本語(表C10), format = "html", row.names = FALSE)
変数 2選択肢条件の平均 3選択肢条件の平均 4選択肢条件の平均 5選択肢条件の平均 最大|SMD| Holm補正p値
年齢 41.246 42.353 42.935 43.582 0.203 0.00415
女性 0.246 0.298 0.285 0.271 0.118 1.00000
4年制大学以上 0.609 0.600 0.583 0.561 0.098 1.00000
世帯年収(対数) 5.919 6.034 5.964 5.990 0.079 1.00000
支持政党:日本保守党 0.025 0.015 0.024 0.024 0.073 1.00000
左右自己位置づけ:欠損 0.080 0.096 0.076 0.088 0.070 1.00000
地域:17 0.145 0.153 0.165 0.170 0.067 1.00000
地域:9 0.383 0.396 0.365 0.364 0.067 1.00000
地域:35 0.085 0.085 0.092 0.074 0.067 1.00000
支持政党:立憲民主党 0.036 0.040 0.035 0.048 0.066 1.00000
支持政党:わからない 0.038 0.049 0.040 0.036 0.066 1.00000
支持政党:日本維新の会 0.053 0.049 0.060 0.046 0.065 1.00000
支持政党:日本共産党 0.022 0.014 0.021 0.021 0.064 1.00000
性別:欠損 0.020 0.012 0.014 0.015 0.063 1.00000
地域:45 0.087 0.081 0.073 0.091 0.063 1.00000
支持政党:国民民主党 0.068 0.081 0.066 0.069 0.058 1.00000
支持政党:支持政党なし 0.365 0.357 0.348 0.340 0.051 1.00000
支持政党:チームみらい 0.042 0.040 0.048 0.051 0.050 1.00000
年齢:欠損 0.052 0.052 0.047 0.042 0.049 1.00000
支持政党:その他 0.003 0.002 0.001 0.003 0.047 1.00000
支持政党:参政党 0.042 0.049 0.040 0.040 0.046 1.00000
支持政党:中道改革連合 0.032 0.024 0.032 0.030 0.046 1.00000
支持政党:れいわ新選組 0.015 0.013 0.014 0.018 0.044 1.00000
地域:27 0.214 0.201 0.200 0.196 0.043 1.00000
学歴:欠損 0.007 0.009 0.008 0.010 0.032 1.00000
左右自己位置づけ 5.430 5.384 5.373 5.414 0.031 1.00000
支持政党:社会民主党 0.003 0.003 0.004 0.005 0.029 1.00000
支持政党:答えたくない 0.017 0.019 0.020 0.021 0.028 1.00000
支持政党:公明党 0.011 0.011 0.009 0.012 0.027 1.00000
支持政党:自由民主党 0.228 0.233 0.239 0.237 0.027 1.00000

図C9:プロフィール属性水準の無作為提示

図C9は回答者の条件割付ではなく、各コンジョイント課題内で属性水準が設計どおり一様に提示されているかを確認するものである。

属性頻度 <- profile_randomization_results$study3$frequency %>%
  dplyr::mutate(
    属性 = 属性日本語(attribute),
    条件 = 条件日本語(party_n, "study3")
  )

表示ラベル <- 属性頻度 %>%
  dplyr::group_by(属性, 条件) %>%
  dplyr::slice_max(abs_deviation, n = 2, with_ties = FALSE) %>%
  dplyr::ungroup()

図C9 <- ggplot2::ggplot(属性頻度, ggplot2::aes(x = expected_share, y = observed_share, shape = 条件)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.65) +
  ggplot2::geom_point(size = 2.2, fill = "white") +
  ggplot2::geom_text(data = 表示ラベル, ggplot2::aes(label = level), size = 2.4, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 属性, ncol = 3) +
  ggplot2::coord_equal() +
  ggplot2::labs(x = "設計上の期待比率", y = "観測比率", shape = "条件") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank(), legend.position = "bottom")
図C9

表C11 <- profile_randomization_results$study3$uniformity_tests %>%
  dplyr::transmute(
    条件 = 条件日本語(party_n, "study3"),
    属性 = 属性日本語(attribute),
    `カイ二乗値` = round(chi_square, 3),
    自由度 = df,
    p値 = signif(p_value, 3),
    `Holm補正p値` = signif(p_holm, 3),
    `最大絶対比率差` = round(max_abs_share_deviation, 4)
  )
knitr::kable(表日本語(表C11), format = "html", row.names = FALSE)
条件 属性 カイ二乗値 自由度 p値 Holm補正p値 最大絶対比率差
2選択肢条件 消費者物価指数(CPI) 0.000 2 1.000 1 0.0001
2選択肢条件 GDP成長率 1.386 2 0.500 1 0.0060
2選択肢条件 日経平均株価 0.555 2 0.758 1 0.0041
2選択肢条件 政党名 5.126 9 0.823 1 0.0056
2選択肢条件 失業率 1.668 2 0.434 1 0.0065
3選択肢条件 消費者物価指数(CPI) 0.545 2 0.762 1 0.0027
3選択肢条件 GDP成長率 0.073 2 0.964 1 0.0011
3選択肢条件 日経平均株価 0.833 2 0.659 1 0.0035
3選択肢条件 政党名 6.035 9 0.736 1 0.0031
3選択肢条件 失業率 2.016 2 0.365 1 0.0054
4選択肢条件 消費者物価指数(CPI) 2.607 2 0.272 1 0.0046
4選択肢条件 GDP成長率 0.104 2 0.949 1 0.0010
4選択肢条件 日経平均株価 3.268 2 0.195 1 0.0056
4選択肢条件 政党名 5.990 9 0.741 1 0.0031
4選択肢条件 失業率 0.107 2 0.948 1 0.0009
5選択肢条件 消費者物価指数(CPI) 0.879 2 0.644 1 0.0024
5選択肢条件 GDP成長率 0.107 2 0.948 1 0.0008
5選択肢条件 日経平均株価 2.946 2 0.229 1 0.0044
5選択肢条件 政党名 3.828 9 0.922 1 0.0020
5選択肢条件 失業率 5.593 2 0.061 1 0.0055
表C12 <- 属性頻度 %>%
  dplyr::transmute(
    条件,
    属性,
    水準 = level,
    観測数 = observed_n,
    総数 = total_n,
    観測比率 = round(observed_share, 4),
    期待比率 = round(expected_share, 4),
= round(deviation, 4)
  )
knitr::kable(表日本語(表C12), format = "html", row.names = FALSE)
条件 属性 水準 観測数 総数 観測比率 期待比率
2選択肢条件 消費者物価指数(CPI) CPI前期比±0ポイント 2387 7160 0.3334 0.3333 0.0000
2選択肢条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 2387 7160 0.3334 0.3333 0.0000
2選択肢条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 2386 7160 0.3332 0.3333 -0.0001
2選択肢条件 GDP成長率 GDP成長率±0% 2344 7160 0.3274 0.3333 -0.0060
2選択肢条件 GDP成長率 GDP成長率プラス1% 2425 7160 0.3387 0.3333 0.0054
2選択肢条件 GDP成長率 GDP成長率マイナス1% 2391 7160 0.3339 0.3333 0.0006
2選択肢条件 日経平均株価 日経平均前月同期比プラス1000円 2357 7160 0.3292 0.3333 -0.0041
2選択肢条件 日経平均株価 日経平均前月同期比マイナス1000円 2400 7160 0.3352 0.3333 0.0019
2選択肢条件 日経平均株価 日経平均前月同期比変わらず 2403 7160 0.3356 0.3333 0.0023
2選択肢条件 政党名 れいわ新選組 676 7160 0.0944 0.1000 -0.0056
2選択肢条件 政党名 チームみらい 730 7160 0.1020 0.1000 0.0020
2選択肢条件 政党名 中道改革連合 728 7160 0.1017 0.1000 0.0017
2選択肢条件 政党名 公明党 700 7160 0.0978 0.1000 -0.0022
2選択肢条件 政党名 参政党 746 7160 0.1042 0.1000 0.0042
2選択肢条件 政党名 国民民主党 703 7160 0.0982 0.1000 -0.0018
2選択肢条件 政党名 日本共産党 708 7160 0.0989 0.1000 -0.0011
2選択肢条件 政党名 日本維新の会 734 7160 0.1025 0.1000 0.0025
2選択肢条件 政党名 立憲民主党 720 7160 0.1006 0.1000 0.0006
2選択肢条件 政党名 自由民主党 715 7160 0.0999 0.1000 -0.0001
2選択肢条件 失業率 失業率前期比±0% 2433 7160 0.3398 0.3333 0.0065
2選択肢条件 失業率 失業率前期比プラス1% 2383 7160 0.3328 0.3333 -0.0005
2選択肢条件 失業率 失業率前期比マイナス1% 2344 7160 0.3274 0.3333 -0.0060
3選択肢条件 消費者物価指数(CPI) CPI前期比±0ポイント 4728 14085 0.3357 0.3333 0.0023
3選択肢条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 4700 14085 0.3337 0.3333 0.0004
3選択肢条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 4657 14085 0.3306 0.3333 -0.0027
3選択肢条件 GDP成長率 GDP成長率±0% 4704 14085 0.3340 0.3333 0.0006
3選択肢条件 GDP成長率 GDP成長率プラス1% 4701 14085 0.3338 0.3333 0.0004
3選択肢条件 GDP成長率 GDP成長率マイナス1% 4680 14085 0.3323 0.3333 -0.0011
3選択肢条件 日経平均株価 日経平均前月同期比プラス1000円 4661 14085 0.3309 0.3333 -0.0024
3選択肢条件 日経平均株価 日経平均前月同期比マイナス1000円 4679 14085 0.3322 0.3333 -0.0011
3選択肢条件 日経平均株価 日経平均前月同期比変わらず 4745 14085 0.3369 0.3333 0.0035
3選択肢条件 政党名 れいわ新選組 1388 14085 0.0985 0.1000 -0.0015
3選択肢条件 政党名 チームみらい 1403 14085 0.0996 0.1000 -0.0004
3選択肢条件 政党名 中道改革連合 1451 14085 0.1030 0.1000 0.0030
3選択肢条件 政党名 公明党 1382 14085 0.0981 0.1000 -0.0019
3選択肢条件 政党名 参政党 1376 14085 0.0977 0.1000 -0.0023
3選択肢条件 政党名 国民民主党 1446 14085 0.1027 0.1000 0.0027
3選択肢条件 政党名 日本共産党 1452 14085 0.1031 0.1000 0.0031
3選択肢条件 政党名 日本維新の会 1413 14085 0.1003 0.1000 0.0003
3選択肢条件 政党名 立憲民主党 1376 14085 0.0977 0.1000 -0.0023
3選択肢条件 政党名 自由民主党 1398 14085 0.0993 0.1000 -0.0007
3選択肢条件 失業率 失業率前期比±0% 4771 14085 0.3387 0.3333 0.0054
3選択肢条件 失業率 失業率前期比プラス1% 4677 14085 0.3321 0.3333 -0.0013
3選択肢条件 失業率 失業率前期比マイナス1% 4637 14085 0.3292 0.3333 -0.0041
4選択肢条件 消費者物価指数(CPI) CPI前期比±0ポイント 7180 21260 0.3377 0.3333 0.0044
4選択肢条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 6988 21260 0.3287 0.3333 -0.0046
4選択肢条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 7092 21260 0.3336 0.3333 0.0003
4選択肢条件 GDP成長率 GDP成長率±0% 7090 21260 0.3335 0.3333 0.0002
4選択肢条件 GDP成長率 GDP成長率プラス1% 7104 21260 0.3341 0.3333 0.0008
4選択肢条件 GDP成長率 GDP成長率マイナス1% 7066 21260 0.3324 0.3333 -0.0010
4選択肢条件 日経平均株価 日経平均前月同期比プラス1000円 7057 21260 0.3319 0.3333 -0.0014
4選択肢条件 日経平均株価 日経平均前月同期比マイナス1000円 7206 21260 0.3389 0.3333 0.0056
4選択肢条件 日経平均株価 日経平均前月同期比変わらず 6997 21260 0.3291 0.3333 -0.0042
4選択肢条件 政党名 れいわ新選組 2164 21260 0.1018 0.1000 0.0018
4選択肢条件 政党名 チームみらい 2144 21260 0.1008 0.1000 0.0008
4選択肢条件 政党名 中道改革連合 2079 21260 0.0978 0.1000 -0.0022
4選択肢条件 政党名 公明党 2150 21260 0.1011 0.1000 0.0011
4選択肢条件 政党名 参政党 2126 21260 0.1000 0.1000 0.0000
4選択肢条件 政党名 国民民主党 2115 21260 0.0995 0.1000 -0.0005
4選択肢条件 政党名 日本共産党 2184 21260 0.1027 0.1000 0.0027
4選択肢条件 政党名 日本維新の会 2108 21260 0.0992 0.1000 -0.0008
4選択肢条件 政党名 立憲民主党 2060 21260 0.0969 0.1000 -0.0031
4選択肢条件 政党名 自由民主党 2130 21260 0.1002 0.1000 0.0002
4選択肢条件 失業率 失業率前期比±0% 7067 21260 0.3324 0.3333 -0.0009
4選択肢条件 失業率 失業率前期比プラス1% 7087 21260 0.3333 0.3333 0.0000
4選択肢条件 失業率 失業率前期比マイナス1% 7106 21260 0.3342 0.3333 0.0009
5選択肢条件 消費者物価指数(CPI) CPI前期比±0ポイント 10978 32850 0.3342 0.3333 0.0009
5選択肢条件 消費者物価指数(CPI) CPI前期比プラス1ポイント 11001 32850 0.3349 0.3333 0.0016
5選択肢条件 消費者物価指数(CPI) CPI前期比マイナス1ポイント 10871 32850 0.3309 0.3333 -0.0024
5選択肢条件 GDP成長率 GDP成長率±0% 10924 32850 0.3325 0.3333 -0.0008
5選択肢条件 GDP成長率 GDP成長率プラス1% 10954 32850 0.3335 0.3333 0.0001
5選択肢条件 GDP成長率 GDP成長率マイナス1% 10972 32850 0.3340 0.3333 0.0007
5選択肢条件 日経平均株価 日経平均前月同期比プラス1000円 11046 32850 0.3363 0.3333 0.0029
5選択肢条件 日経平均株価 日経平均前月同期比マイナス1000円 10806 32850 0.3289 0.3333 -0.0044
5選択肢条件 日経平均株価 日経平均前月同期比変わらず 10998 32850 0.3348 0.3333 0.0015
5選択肢条件 政党名 れいわ新選組 3277 32850 0.0998 0.1000 -0.0002
5選択肢条件 政党名 チームみらい 3351 32850 0.1020 0.1000 0.0020
5選択肢条件 政党名 中道改革連合 3311 32850 0.1008 0.1000 0.0008
5選択肢条件 政党名 公明党 3243 32850 0.0987 0.1000 -0.0013
5選択肢条件 政党名 参政党 3280 32850 0.0998 0.1000 -0.0002
5選択肢条件 政党名 国民民主党 3315 32850 0.1009 0.1000 0.0009
5選択肢条件 政党名 日本共産党 3271 32850 0.0996 0.1000 -0.0004
5選択肢条件 政党名 日本維新の会 3218 32850 0.0980 0.1000 -0.0020
5選択肢条件 政党名 立憲民主党 3290 32850 0.1002 0.1000 0.0002
5選択肢条件 政党名 自由民主党 3294 32850 0.1003 0.1000 0.0003
5選択肢条件 失業率 失業率前期比±0% 10965 32850 0.3338 0.3333 0.0005
5選択肢条件 失業率 失業率前期比プラス1% 10768 32850 0.3278 0.3333 -0.0055
5選択肢条件 失業率 失業率前期比マイナス1% 11117 32850 0.3384 0.3333 0.0051

C.4 標本減少とスクリーニング

実験1(2023年)

実験1標本減少 <- readr::read_csv(study_csv("study1", "table_sample_attrition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(
    段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))
  ) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験1標本減少, format = "html", row.names = FALSE, caption = "表C13:実験1の標本減少")
表C13:実験1の標本減少
順序 段階 質問・変数 残存N 当該段階での除外N 前段階からの残存率(%) 初期標本からの残存率(%)
1 Qualtricsの質問文・ImportId行を除外 ResponseId 3826 0 100 100
2 初回同意 Q1.1 3730 96 97.5 97.5
3 割付されたコンジョイント・ブロックに到達 Q3.1/Q4.1/Q5.1/Q6.1 または最初の選択課題 3426 304 91.8 89.5
4 選択課題1を有効回答 条件別 choice task 1 3426 0 100 89.5
5 選択課題2を有効回答 条件別 choice task 2 3417 9 99.7 89.3
6 選択課題3を有効回答 条件別 choice task 3 3412 5 99.9 89.2
7 選択課題4を有効回答 条件別 choice task 4 3410 2 99.9 89.1
8 選択課題5を有効回答 条件別 choice task 5 3407 3 99.9 89
9 最終送信同意 Q10.1 3382 25 99.3 88.4
10 最終分析標本 全基準の積集合 3382 0 100 88.4
実験1条件別標本 <- readr::read_csv(study_csv("study1", "table_sample_attrition_by_condition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(
    条件 = 条件日本語(条件, "study1"),
    段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))
  ) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験1条件別標本, format = "html", row.names = FALSE, caption = "表C14:実験1の条件別標本減少")
表C14:実験1の条件別標本減少
条件 順序 段階 残存N 当該段階での除外N 条件開始時からの残存率(%)
2政党条件 1 割付条件を識別 821 0 100
2政党条件 2 選択課題1 821 0 100
2政党条件 3 選択課題2 821 0 100
2政党条件 4 選択課題3 820 1 99.9
2政党条件 5 選択課題4 820 0 99.9
2政党条件 6 選択課題5 820 0 99.9
2政党条件 7 最終送信同意 815 5 99.3
2政党条件 8 最終分析標本 815 0 99.3
3政党条件 1 割付条件を識別 855 0 100
3政党条件 2 選択課題1 855 0 100
3政党条件 3 選択課題2 852 3 99.6
3政党条件 4 選択課題3 851 1 99.5
3政党条件 5 選択課題4 850 1 99.4
3政党条件 6 選択課題5 849 1 99.3
3政党条件 7 最終送信同意 843 6 98.6
3政党条件 8 最終分析標本 843 0 98.6
4政党条件 1 割付条件を識別 894 0 100
4政党条件 2 選択課題1 894 0 100
4政党条件 3 選択課題2 891 3 99.7
4政党条件 4 選択課題3 889 2 99.4
4政党条件 5 選択課題4 889 0 99.4
4政党条件 6 選択課題5 888 1 99.3
4政党条件 7 最終送信同意 882 6 98.7
4政党条件 8 最終分析標本 882 0 98.7
5政党条件 1 割付条件を識別 856 0 100
5政党条件 2 選択課題1 856 0 100
5政党条件 3 選択課題2 853 3 99.6
5政党条件 4 選択課題3 852 1 99.5
5政党条件 5 選択課題4 851 1 99.4
5政党条件 6 選択課題5 850 1 99.3
5政党条件 7 最終送信同意 842 8 98.4
5政党条件 8 最終分析標本 842 0 98.4

実験2(2026年)

実験2標本減少 <- readr::read_csv(study_csv("study2", "table_sample_attrition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験2標本減少, format = "html", row.names = FALSE, caption = "表C17:実験2の標本減少")
表C17:実験2の標本減少
順序 段階 質問・変数 残存N 当該段階での除外N 前段階からの残存率(%) 初期標本からの残存率(%)
1 Qualtricsの質問文・ImportId行を除外 ResponseId 7365 0 100 100
2 初回同意 Q1.1 7114 251 96.6 96.6
3 割付されたコンジョイント・ブロックに到達 Q3.1/Q4.1/Q5.1/Q6.1 または最初の選択課題 7113 1 100 96.6
4 選択課題1を有効回答 条件別 choice task 1 7113 0 100 96.6
5 選択課題2を有効回答 条件別 choice task 2 7113 0 100 96.6
6 選択課題3を有効回答 条件別 choice task 3 7113 0 100 96.6
7 選択課題4を有効回答 条件別 choice task 4 7113 0 100 96.6
8 選択課題5を有効回答 条件別 choice task 5 7113 0 100 96.6
9 提示された選択肢数を正答 条件別に自動検出した選択肢数確認質問 4350 2763 61.2 59.1
10 イデオロギー行列の指示項目に正答 Q25.1_10 4241 109 97.5 57.6
11 最終送信同意 Q9.1 4192 49 98.8 56.9
12 最終分析標本 全基準の積集合 4192 0 100 56.9
実験2条件別標本 <- readr::read_csv(study_csv("study2", "table_sample_attrition_by_condition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), 段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験2条件別標本, format = "html", row.names = FALSE, caption = "表C18:実験2の条件別標本減少")
表C18:実験2の条件別標本減少
条件 順序 段階 残存N 当該段階での除外N 条件開始時からの残存率(%)
2政党条件 1 割付条件を識別 1785 0 100
2政党条件 2 選択課題1 1785 0 100
2政党条件 3 選択課題2 1785 0 100
2政党条件 4 選択課題3 1785 0 100
2政党条件 5 選択課題4 1785 0 100
2政党条件 6 選択課題5 1785 0 100
2政党条件 7 選択肢数確認 734 1051 41.1
2政党条件 8 指示項目 716 18 40.1
2政党条件 9 最終送信同意 711 5 39.8
2政党条件 10 最終分析標本 711 0 39.8
3政党条件 1 割付条件を識別 1791 0 100
3政党条件 2 選択課題1 1791 0 100
3政党条件 3 選択課題2 1791 0 100
3政党条件 4 選択課題3 1791 0 100
3政党条件 5 選択課題4 1791 0 100
3政党条件 6 選択課題5 1791 0 100
3政党条件 7 選択肢数確認 1098 693 61.3
3政党条件 8 指示項目 1069 29 59.7
3政党条件 9 最終送信同意 1062 7 59.3
3政党条件 10 最終分析標本 1062 0 59.3
4政党条件 1 割付条件を識別 1741 0 100
4政党条件 2 選択課題1 1741 0 100
4政党条件 3 選択課題2 1741 0 100
4政党条件 4 選択課題3 1741 0 100
4政党条件 5 選択課題4 1741 0 100
4政党条件 6 選択課題5 1741 0 100
4政党条件 7 選択肢数確認 1141 600 65.5
4政党条件 8 指示項目 1113 28 63.9
4政党条件 9 最終送信同意 1097 16 63
4政党条件 10 最終分析標本 1097 0 63
5政党条件 1 割付条件を識別 1796 0 100
5政党条件 2 選択課題1 1796 0 100
5政党条件 3 選択課題2 1796 0 100
5政党条件 4 選択課題3 1796 0 100
5政党条件 5 選択課題4 1796 0 100
5政党条件 6 選択課題5 1796 0 100
5政党条件 7 選択肢数確認 1377 419 76.7
5政党条件 8 指示項目 1343 34 74.8
5政党条件 9 最終送信同意 1322 21 73.6
5政党条件 10 最終分析標本 1322 0 73.6
実験2操作確認 <- readr::read_csv(study_csv("study2", "table_manipulation_check.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", response = "回答", status = "判定", n = "N")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験2操作確認, format = "html", row.names = FALSE, caption = "表C19:実験2の選択肢数操作確認")
表C19:実験2の選択肢数操作確認
条件 回答 正答 N
2政党条件 1 不正答・欠損 29
2政党条件 2 正答 734
2政党条件 3 不正答・欠損 91
2政党条件 4 不正答・欠損 124
2政党条件 5 不正答・欠損 559
2政党条件 6 不正答・欠損 248
3政党条件 1 不正答・欠損 25
3政党条件 2 不正答・欠損 64
3政党条件 3 正答 1098
3政党条件 4 不正答・欠損 66
3政党条件 5 不正答・欠損 329
3政党条件 6 不正答・欠損 209
4政党条件 1 不正答・欠損 30
4政党条件 2 不正答・欠損 46
4政党条件 3 不正答・欠損 49
4政党条件 4 正答 1141
4政党条件 5 不正答・欠損 289
4政党条件 6 不正答・欠損 186
5政党条件 1 不正答・欠損 37
5政党条件 2 不正答・欠損 53
5政党条件 3 不正答・欠損 76
5政党条件 4 不正答・欠損 90
5政党条件 5 正答 1377
5政党条件 6 不正答・欠損 163
実験2指示項目 <- readr::read_csv(study_csv("study2", "table_attention_check.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, response = "回答コード", status = "判定", n = "N")) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験2指示項目, format = "html", row.names = FALSE, caption = "表C20:実験2の指示項目")
表C20:実験2の指示項目
回答 判定 N
1 不正答・欠損 12
12 不正答・欠損 7
13 不正答・欠損 6
14 不正答・欠損 7
15 不正答・欠損 70
16 不正答・欠損 26
2 不正答・欠損 8
3 正答 6842
4 不正答・欠損 24
5 不正答・欠損 12
6 不正答・欠損 83
7 不正答・欠損 12
8 不正答・欠損 6
未実施・欠損 不正答・欠損 250

実験3(2026年)

実験3標本減少 <- readr::read_csv(study_csv("study3", "table_sample_attrition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験3標本減少, format = "html", row.names = FALSE, caption = "表C21:実験3の標本減少")
表C21:実験3の標本減少
順序 段階 質問・変数 残存N 当該段階での除外N 前段階からの残存率(%) 初期標本からの残存率(%)
1 Qualtricsの質問文・ImportId行を除外 ResponseId 7012 0 100 100
2 初回同意 Q1.1 6852 160 97.7 97.7
3 割付されたコンジョイント・ブロックに到達 Q3.1/Q4.1/Q5.1/Q6.1 または最初の選択課題 6852 0 100 97.7
4 選択課題1を有効回答 条件別 choice task 1 6852 0 100 97.7
5 選択課題2を有効回答 条件別 choice task 2 6852 0 100 97.7
6 選択課題3を有効回答 条件別 choice task 3 6852 0 100 97.7
7 選択課題4を有効回答 条件別 choice task 4 6852 0 100 97.7
8 選択課題5を有効回答 条件別 choice task 5 6852 0 100 97.7
9 提示された選択肢数を正答 条件別に自動検出した選択肢数確認質問 4184 2668 61.1 59.7
10 イデオロギー行列の指示項目に正答 Q25.1_10 4053 131 96.9 57.8
11 最終送信同意 Q8.1 4032 21 99.5 57.5
12 最終分析標本 全基準の積集合 4032 0 100 57.5
実験3条件別標本 <- readr::read_csv(study_csv("study3", "table_sample_attrition_by_condition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), 段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験3条件別標本, format = "html", row.names = FALSE, caption = "表C22:実験3の条件別標本減少")
表C22:実験3の条件別標本減少
条件 順序 段階 残存N 当該段階での除外N 条件開始時からの残存率(%)
2選択肢条件 1 割付条件を識別 1684 0 100
2選択肢条件 2 選択課題1 1684 0 100
2選択肢条件 3 選択課題2 1684 0 100
2選択肢条件 4 選択課題3 1684 0 100
2選択肢条件 5 選択課題4 1684 0 100
2選択肢条件 6 選択課題5 1684 0 100
2選択肢条件 7 選択肢数確認 741 943 44
2選択肢条件 8 指示項目 721 20 42.8
2選択肢条件 9 最終送信同意 716 5 42.5
2選択肢条件 10 最終分析標本 716 0 42.5
3選択肢条件 1 割付条件を識別 1769 0 100
3選択肢条件 2 選択課題1 1769 0 100
3選択肢条件 3 選択課題2 1769 0 100
3選択肢条件 4 選択課題3 1769 0 100
3選択肢条件 5 選択課題4 1769 0 100
3選択肢条件 6 選択課題5 1769 0 100
3選択肢条件 7 選択肢数確認 982 787 55.5
3選択肢条件 8 指示項目 944 38 53.4
3選択肢条件 9 最終送信同意 939 5 53.1
3選択肢条件 10 最終分析標本 939 0 53.1
4選択肢条件 1 割付条件を識別 1722 0 100
4選択肢条件 2 選択課題1 1722 0 100
4選択肢条件 3 選択課題2 1722 0 100
4選択肢条件 4 選択課題3 1722 0 100
4選択肢条件 5 選択課題4 1722 0 100
4選択肢条件 6 選択課題5 1722 0 100
4選択肢条件 7 選択肢数確認 1099 623 63.8
4選択肢条件 8 指示項目 1064 35 61.8
4選択肢条件 9 最終送信同意 1063 1 61.7
4選択肢条件 10 最終分析標本 1063 0 61.7
5選択肢条件 1 割付条件を識別 1677 0 100
5選択肢条件 2 選択課題1 1677 0 100
5選択肢条件 3 選択課題2 1677 0 100
5選択肢条件 4 選択課題3 1677 0 100
5選択肢条件 5 選択課題4 1677 0 100
5選択肢条件 6 選択課題5 1677 0 100
5選択肢条件 7 選択肢数確認 1362 315 81.2
5選択肢条件 8 指示項目 1324 38 79
5選択肢条件 9 最終送信同意 1314 10 78.4
5選択肢条件 10 最終分析標本 1314 0 78.4
実験3操作確認 <- readr::read_csv(study_csv("study3", "table_manipulation_check.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", response = "回答", status = "判定", n = "N")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験3操作確認, format = "html", row.names = FALSE, caption = "表C23:実験3の選択肢数操作確認")
表C23:実験3の選択肢数操作確認
条件 回答 正答 N
2選択肢条件 1 不正答・欠損 15
2選択肢条件 2 正答 741
2選択肢条件 3 不正答・欠損 47
2選択肢条件 4 不正答・欠損 121
2選択肢条件 5 不正答・欠損 603
2選択肢条件 6 不正答・欠損 157
3選択肢条件 1 不正答・欠損 19
3選択肢条件 2 不正答・欠損 27
3選択肢条件 3 正答 982
3選択肢条件 4 不正答・欠損 93
3選択肢条件 5 不正答・欠損 490
3選択肢条件 6 不正答・欠損 158
4選択肢条件 1 不正答・欠損 16
4選択肢条件 2 不正答・欠損 18
4選択肢条件 3 不正答・欠損 38
4選択肢条件 4 正答 1099
4選択肢条件 5 不正答・欠損 415
4選択肢条件 6 不正答・欠損 135
4選択肢条件 未実施・欠損 不正答・欠損 1
5選択肢条件 1 不正答・欠損 20
5選択肢条件 2 不正答・欠損 27
5選択肢条件 3 不正答・欠損 36
5選択肢条件 4 不正答・欠損 89
5選択肢条件 5 正答 1362
5選択肢条件 6 不正答・欠損 143
実験3指示項目 <- readr::read_csv(study_csv("study3", "table_attention_check.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, response = "回答コード", status = "判定", n = "N")) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験3指示項目, format = "html", row.names = FALSE, caption = "表C24:実験3の指示項目")
表C24:実験3の指示項目
回答 判定 N
1 不正答・欠損 8
12 不正答・欠損 9
13 不正答・欠損 4
14 不正答・欠損 7
15 不正答・欠損 94
16 不正答・欠損 11
2 不正答・欠損 11
3 正答 6545
4 不正答・欠損 35
5 不正答・欠損 14
6 不正答・欠損 89
7 不正答・欠損 17
8 不正答・欠損 7
未実施・欠損 不正答・欠損 161

D. 本文図の再現

この節の図(表)番号は本文と一致したものである。本文の分析結果で用いる図は図4から図9までであり、実験2のAMCEは本文図には表示せず、補遺Eに掲示されている。

図4:実験1(2023年)の共変量調整済みAMCE

図4データ <- study1_env$amce_plot_df_cov_facet
図4 <- ggplot2::ggplot(
  図4データ,
  ggplot2::aes(x = estimate_pp, y = label, shape = party_n, linetype = party_n, group = party_n)
) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.45, color = "grey35") +
  ggplot2::geom_errorbarh(
    ggplot2::aes(xmin = conf.low_pp, xmax = conf.high_pp),
    position = ggplot2::position_dodge(width = 0.65), height = 0.16, linewidth = 0.55
  ) +
  ggplot2::geom_point(position = ggplot2::position_dodge(width = 0.65), size = 2.5, fill = "white", stroke = 0.8) +
  ggplot2::facet_grid(attribute_facet ~ ., scales = "free_y", space = "free_y", switch = "y") +
  ggplot2::scale_shape_manual(values = c("2政党" = 16, "3政党" = 17, "4政党" = 15, "5政党" = 1)) +
  ggplot2::scale_linetype_manual(values = c("2政党" = "solid", "3政党" = "dashed", "4政党" = "dotted", "5政党" = "dotdash")) +
  ggplot2::labs(x = "選択確率の変化", y = NULL, shape = "政党数条件", linetype = "政党数条件") +
  ggplot2::theme_bw(base_size = 12) +
  ggplot2::theme(legend.position = "top", panel.grid.major.y = ggplot2::element_blank(), panel.grid.minor = ggplot2::element_blank())
図4

表D1 <- readr::read_csv(study_csv("study1", "table_amce_covariate_adjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表D1), format = "html", row.names = FALSE, caption = "表D1:図4に対応する共変量調整済みAMCE")
表D1:図4に対応する共変量調整済みAMCE
条件 属性 水準(基準水準との差) 推定値(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値 回答者数
2政党条件 政策位置 右派・保守的 -2.51 1.44 -5.33 0.32 .082 815
2政党条件 政策位置 左派・革新的 -8.04 1.43 -10.85 -5.23 < .001 815
2政党条件 与党/野党 与党 4.78 1.21 2.41 7.15 < .001 815
2政党条件 GDP成長率 GDP:プラス1% 7.73 1.40 4.99 10.47 < .001 815
2政党条件 GDP成長率 GDP:マイナス1% -2.75 1.38 -5.45 -0.05 .046 815
2政党条件 日経平均 日経平均:プラス1000円 6.35 1.39 3.63 9.07 < .001 815
2政党条件 日経平均 日経平均:マイナス1000円 -5.44 1.34 -8.07 -2.81 < .001 815
2政党条件 議席数 議席数:10~49 2.16 1.74 -1.25 5.57 .214 815
2政党条件 議席数 議席数:50~99 7.55 1.76 4.09 11.01 < .001 815
2政党条件 議席数 議席数:100~199 8.90 1.78 5.41 12.40 < .001 815
2政党条件 議席数 議席数:200以上 10.73 1.84 7.13 14.34 < .001 815
2政党条件 CPI CPI:プラス1ポイント -0.14 1.38 -2.85 2.57 .918 815
2政党条件 CPI CPI:マイナス1ポイント -1.13 1.38 -3.83 1.57 .413 815
2政党条件 失業率 失業率:プラス1% -4.50 1.38 -7.22 -1.79 .001 815
2政党条件 失業率 失業率:マイナス1% -2.83 1.39 -5.55 -0.10 .042 815
3政党条件 政策位置 右派・保守的 -4.79 1.22 -7.18 -2.40 < .001 843
3政党条件 政策位置 左派・革新的 -8.99 1.22 -11.39 -6.60 < .001 843
3政党条件 与党/野党 与党 3.50 1.10 1.35 5.65 .001 843
3政党条件 GDP成長率 GDP:プラス1% 8.05 1.02 6.05 10.06 < .001 843
3政党条件 GDP成長率 GDP:マイナス1% -2.67 0.96 -4.55 -0.80 .005 843
3政党条件 日経平均 日経平均:プラス1000円 6.07 1.06 3.99 8.14 < .001 843
3政党条件 日経平均 日経平均:マイナス1000円 -4.23 1.04 -6.28 -2.19 < .001 843
3政党条件 議席数 議席数:10~49 3.66 1.24 1.23 6.09 .003 843
3政党条件 議席数 議席数:50~99 8.36 1.28 5.86 10.86 < .001 843
3政党条件 議席数 議席数:100~199 11.70 1.48 8.79 14.61 < .001 843
3政党条件 議席数 議席数:200以上 11.28 1.52 8.29 14.26 < .001 843
3政党条件 CPI CPI:プラス1ポイント 1.15 1.01 -0.82 3.13 .253 843
3政党条件 CPI CPI:マイナス1ポイント 0.14 1.01 -1.84 2.12 .892 843
3政党条件 失業率 失業率:プラス1% -3.40 1.05 -5.47 -1.34 .001 843
3政党条件 失業率 失業率:マイナス1% -2.05 1.06 -4.12 0.03 .053 843
4政党条件 政策位置 右派・保守的 -5.27 1.00 -7.22 -3.32 < .001 882
4政党条件 政策位置 左派・革新的 -8.28 0.99 -10.22 -6.34 < .001 882
4政党条件 与党/野党 与党 4.27 0.95 2.40 6.14 < .001 882
4政党条件 GDP成長率 GDP:プラス1% 7.39 0.88 5.67 9.11 < .001 882
4政党条件 GDP成長率 GDP:マイナス1% -3.46 0.78 -4.98 -1.94 < .001 882
4政党条件 日経平均 日経平均:プラス1000円 3.24 0.86 1.55 4.93 < .001 882
4政党条件 日経平均 日経平均:マイナス1000円 -5.21 0.77 -6.71 -3.70 < .001 882
4政党条件 議席数 議席数:10~49 3.79 0.89 2.05 5.54 < .001 882
4政党条件 議席数 議席数:50~99 6.69 0.99 4.74 8.63 < .001 882
4政党条件 議席数 議席数:100~199 10.17 1.14 7.93 12.41 < .001 882
4政党条件 議席数 議席数:200以上 9.91 1.30 7.36 12.47 < .001 882
4政党条件 CPI CPI:プラス1ポイント 2.79 0.81 1.21 4.38 < .001 882
4政党条件 CPI CPI:マイナス1ポイント 0.05 0.81 -1.53 1.62 .955 882
4政党条件 失業率 失業率:プラス1% -3.58 0.84 -5.23 -1.93 < .001 882
4政党条件 失業率 失業率:マイナス1% -0.44 0.82 -2.05 1.17 .589 882
5政党条件 政策位置 右派・保守的 -4.37 0.85 -6.04 -2.70 < .001 842
5政党条件 政策位置 左派・革新的 -6.56 0.85 -8.23 -4.89 < .001 842
5政党条件 与党/野党 与党 4.94 0.87 3.23 6.65 < .001 842
5政党条件 GDP成長率 GDP:プラス1% 6.42 0.77 4.91 7.93 < .001 842
5政党条件 GDP成長率 GDP:マイナス1% -3.26 0.67 -4.58 -1.94 < .001 842
5政党条件 日経平均 日経平均:プラス1000円 3.79 0.72 2.38 5.20 < .001 842
5政党条件 日経平均 日経平均:マイナス1000円 -4.52 0.65 -5.79 -3.25 < .001 842
5政党条件 議席数 議席数:10~49 3.80 0.71 2.41 5.18 < .001 842
5政党条件 議席数 議席数:50~99 8.22 0.93 6.40 10.04 < .001 842
5政党条件 議席数 議席数:100~199 9.81 1.09 7.68 11.94 < .001 842
5政党条件 議席数 議席数:200以上 10.13 1.14 7.90 12.36 < .001 842
5政党条件 CPI CPI:プラス1ポイント 0.89 0.69 -0.45 2.23 .194 842
5政党条件 CPI CPI:マイナス1ポイント -1.16 0.67 -2.48 0.16 .086 842
5政党条件 失業率 失業率:プラス1% -2.97 0.71 -4.36 -1.58 < .001 842
5政党条件 失業率 失業率:マイナス1% -0.07 0.72 -1.48 1.34 .924 842

図5:実験1(2023年)の政党・経済手がかりの重要度と相対比重

図5重要度データ <- study1_env$relative_panel_adjusted_data
図5相対比重データ <- study1_env$relative_panel_b_data
図5パネルA <- study1_env$relative_panel_adjusted
図5パネルB <- study1_env$relative_panel_c
図5 <- (図5パネルA | 図5パネルB) + patchwork::plot_layout(widths = c(1, 1))
図5

表D2 <- readr::read_csv(study_csv("study1", "table_marginal_means.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", level = "水準")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study1"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D2), format = "html", row.names = FALSE, caption = "表D2:限界平均")
表D2:限界平均
条件 手がかり群 属性 水準 限界平均(%) クラスタSE(pp) 95% CI下限(%) 95% CI上限(%) プロファイル数 回答者数
2政党 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 50.37 0.80 48.81 51.94 2672 799
2政党 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 50.36 0.82 48.76 51.96 2780 804
2政党 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 49.26 0.82 47.64 50.88 2698 800
2政党 経済の手がかり GDP成長率 GDP成長率±0% 48.09 0.81 46.50 49.67 2716 797
2政党 経済の手がかり GDP成長率 GDP成長率プラス1% 56.04 0.82 54.44 57.64 2791 801
2政党 経済の手がかり GDP成長率 GDP成長率マイナス1% 45.59 0.83 43.97 47.21 2643 800
2政党 政党の手がかり 与野党地位 与党 52.41 0.61 51.22 53.61 4146 815
2政党 政党の手がかり 与野党地位 野党 47.50 0.63 46.27 48.74 4004 814
2政党 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 56.27 0.82 54.65 57.88 2721 802
2政党 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 44.13 0.79 42.58 45.68 2726 798
2政党 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 49.61 0.79 48.07 51.16 2703 792
2政党 政党の手がかり 政策位置 中道 53.44 0.81 51.86 55.02 2717 800
2政党 政党の手がかり 政策位置 右派・保守的 51.09 0.91 49.31 52.87 2711 801
2政党 政党の手がかり 政策位置 左派・革新的 45.48 0.89 43.73 47.23 2722 802
2政党 政党の手がかり 議席数 100~199 53.13 1.13 50.92 55.34 1662 744
2政党 政党の手がかり 議席数 10~49 46.26 1.15 44.01 48.51 1565 721
2政党 政党の手がかり 議席数 10以下 44.13 1.11 41.96 46.30 1686 725
2政党 政党の手がかり 議席数 200以上 54.84 1.17 52.55 57.13 1652 730
2政党 政党の手がかり 議席数 50~99 51.61 1.16 49.34 53.88 1585 721
2政党 経済の手がかり 失業率 失業率前期比±0% 52.47 0.81 50.88 54.07 2750 796
2政党 経済の手がかり 失業率 失業率前期比プラス1% 48.08 0.81 46.50 49.67 2741 806
2政党 経済の手がかり 失業率 失業率前期比マイナス1% 49.42 0.83 47.80 51.04 2659 802
3政党 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 32.89 0.59 31.73 34.06 4168 841
3政党 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 33.95 0.60 32.77 35.12 4277 842
3政党 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 33.14 0.61 31.95 34.33 4200 839
3政党 経済の手がかり GDP成長率 GDP成長率±0% 31.77 0.56 30.68 32.85 4297 842
3政党 経済の手がかり GDP成長率 GDP成長率プラス1% 39.75 0.66 38.46 41.05 4075 839
3政党 経済の手がかり GDP成長率 GDP成長率マイナス1% 28.79 0.61 27.60 29.97 4273 843
3政党 政党の手がかり 与野党地位 与党 35.46 0.74 34.01 36.92 4162 842
3政党 政党の手がかり 与野党地位 野党 32.29 0.36 31.58 33.00 8483 843
3政党 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 38.95 0.63 37.71 40.19 4177 842
3政党 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 28.55 0.62 27.33 29.77 4284 842
3政党 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 32.62 0.61 31.43 33.82 4184 843
3政党 政党の手がかり 政策位置 中道 38.05 0.71 36.65 39.45 4113 841
3政党 政党の手がかり 政策位置 右派・保守的 33.14 0.72 31.73 34.55 4306 841
3政党 政党の手がかり 政策位置 左派・革新的 28.94 0.72 27.52 30.36 4226 841
3政党 政党の手がかり 議席数 100~199 38.67 1.01 36.70 40.64 2105 793
3政党 政党の手がかり 議席数 10~49 30.41 0.79 28.86 31.95 2802 826
3政党 政党の手がかり 議席数 10以下 26.84 0.84 25.20 28.49 2794 828
3政党 政党の手がかり 議席数 200以上 38.06 1.03 36.05 40.07 2157 796
3政党 政党の手がかり 議席数 50~99 35.09 0.81 33.49 36.69 2787 825
3政党 経済の手がかり 失業率 失業率前期比±0% 35.07 0.61 33.88 36.27 4268 842
3政党 経済の手がかり 失業率 失業率前期比プラス1% 31.85 0.64 30.58 33.11 4167 839
3政党 経済の手がかり 失業率 失業率前期比マイナス1% 33.04 0.64 31.79 34.29 4210 839
4政党 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 24.15 0.47 23.23 25.06 6009 882
4政党 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 26.61 0.48 25.68 27.55 5824 882
4政党 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 24.26 0.48 23.33 25.20 5807 882
4政党 経済の手がかり GDP成長率 GDP成長率±0% 23.80 0.47 22.89 24.72 5894 881
4政党 経済の手がかり GDP成長率 GDP成長率プラス1% 31.10 0.55 30.03 32.18 5858 882
4政党 経済の手がかり GDP成長率 GDP成長率マイナス1% 20.13 0.48 19.18 21.07 5888 882
4政党 政党の手がかり 与野党地位 与党 28.30 0.72 26.88 29.71 4322 878
4政党 政党の手がかり 与野党地位 野党 23.93 0.23 23.47 24.39 13318 882
4政党 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 28.93 0.53 27.89 29.97 5814 881
4政党 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 20.62 0.47 19.70 21.54 5931 882
4政党 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 25.53 0.47 24.61 26.45 5895 881
4政党 政党の手がかり 政策位置 中道 29.38 0.57 28.26 30.49 5913 882
4政党 政党の手がかり 政策位置 右派・保守的 24.23 0.60 23.06 25.40 5757 882
4政党 政党の手がかり 政策位置 左派・革新的 21.41 0.58 20.28 22.54 5970 882
4政党 政党の手がかり 議席数 100~199 29.83 0.80 28.27 31.39 2977 859
4政党 政党の手がかり 議席数 10~49 23.26 0.58 22.11 24.40 4205 879
4政党 政党の手がかり 議席数 10以下 19.49 0.62 18.28 20.70 4058 875
4政党 政党の手がかり 議席数 200以上 29.36 0.99 27.42 31.30 2224 828
4政党 政党の手がかり 議席数 50~99 26.34 0.62 25.12 27.56 4176 879
4政党 経済の手がかり 失業率 失業率前期比±0% 26.30 0.48 25.36 27.25 5889 882
4政党 経済の手がかり 失業率 失業率前期比プラス1% 22.79 0.50 21.81 23.76 5915 882
4政党 経済の手がかり 失業率 失業率前期比マイナス1% 25.93 0.48 24.98 26.87 5836 881
5政党 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 20.10 0.40 19.33 20.87 6965 842
5政党 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 21.08 0.42 20.26 21.90 6960 842
5政党 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 18.85 0.40 18.06 19.64 7125 842
5政党 経済の手がかり GDP成長率 GDP成長率±0% 18.96 0.41 18.17 19.76 7135 842
5政党 経済の手がかり GDP成長率 GDP成長率プラス1% 25.37 0.48 24.44 26.30 6973 842
5政党 経済の手がかり GDP成長率 GDP成長率マイナス1% 15.67 0.42 14.85 16.50 6942 842
5政党 政党の手がかり 与野党地位 与党 24.06 0.70 22.69 25.44 4193 839
5政党 政党の手がかり 与野党地位 野党 18.99 0.17 18.65 19.33 16857 842
5政党 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 24.07 0.44 23.21 24.93 6996 841
5政党 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 15.67 0.40 14.89 16.45 6950 842
5政党 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 20.23 0.39 19.47 20.99 7104 842
5政党 政党の手がかり 政策位置 中道 23.66 0.50 22.68 24.63 7051 842
5政党 政党の手がかり 政策位置 右派・保守的 19.22 0.50 18.23 20.20 6963 842
5政党 政党の手がかり 政策位置 左派・革新的 17.11 0.49 16.15 18.08 7036 842
5政党 政党の手がかり 議席数 100~199 24.93 0.86 23.25 26.62 2615 813
5政党 政党の手がかり 議席数 10~49 19.03 0.44 18.15 19.90 6423 842
5政党 政党の手がかり 議席数 10以下 15.13 0.46 14.24 16.02 6338 842
5政党 政党の手がかり 議席数 200以上 25.36 0.94 23.51 27.21 2157 789
5政党 政党の手がかり 議席数 50~99 23.60 0.67 22.28 24.92 3517 837
5政党 経済の手がかり 失業率 失業率前期比±0% 21.11 0.42 20.29 21.93 6850 842
5政党 経済の手がかり 失業率 失業率前期比プラス1% 17.91 0.42 17.09 18.74 7157 842
5政党 経済の手がかり 失業率 失業率前期比マイナス1% 21.04 0.44 20.18 21.90 7043 841
表D3 <- readr::read_csv(study_csv("study1", "table_attribute_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study1"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D3), format = "html", row.names = FALSE, caption = "表D3:属性重要度")
表D3:属性重要度
条件 手がかり群 属性 水準数 未調整重要度(pp) 選択肢数調整済み重要度(%)
2政党条件 経済の手がかり 消費者物価指数(CPI) 3 0.74 1.49
2政党条件 経済の手がかり GDP成長率 3 6.96 13.93
2政党条件 政党の手がかり 与野党地位 2 4.91 9.82
2政党条件 経済の手がかり 日経平均株価 3 8.09 16.18
2政党条件 政党の手がかり 政策位置 3 5.31 10.61
2政党条件 政党の手がかり 議席数 5 5.66 11.32
2政党条件 経済の手がかり 失業率 3 2.93 5.85
3政党条件 経済の手がかり 消費者物価指数(CPI) 3 0.70 2.11
3政党条件 経済の手がかり GDP成長率 3 7.31 21.94
3政党条件 政党の手がかり 与野党地位 2 3.18 9.53
3政党条件 経済の手がかり 日経平均株価 3 6.94 20.81
3政党条件 政党の手がかり 政策位置 3 6.07 18.22
3政党条件 政党の手がかり 議席数 5 6.26 18.79
3政党条件 経済の手がかり 失業率 3 2.15 6.46
4政党条件 経済の手がかり 消費者物価指数(CPI) 3 1.64 6.58
4政党条件 経済の手がかり GDP成長率 3 7.32 29.27
4政党条件 政党の手がかり 与野党地位 2 4.37 17.47
4政党条件 経済の手がかり 日経平均株価 3 5.54 22.16
4政党条件 政党の手がかり 政策位置 3 5.31 21.25
4政党条件 政党の手がかり 議席数 5 5.36 21.42
4政党条件 経済の手がかり 失業率 3 2.34 9.37
5政党条件 経済の手がかり 消費者物価指数(CPI) 3 1.49 7.43
5政党条件 経済の手がかり GDP成長率 3 6.46 32.32
5政党条件 政党の手がかり 与野党地位 2 5.07 25.37
5政党条件 経済の手がかり 日経平均株価 3 5.60 28.01
5政党条件 政党の手がかり 政策位置 3 4.36 21.81
5政党条件 政党の手がかり 議席数 5 5.27 26.36
5政党条件 経済の手がかり 失業率 3 2.13 10.66
表D4 <- readr::read_csv(study_csv("study1", "table_cue_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", statistic = "指標")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study1"), 指標 = 統計量日本語(指標, "study1"))
knitr::kable(表日本語(表D4), format = "html", row.names = FALSE, caption = "表D4:政党・経済手がかりの重要度と相対比重")
表D4:政党・経済手がかりの重要度と相対比重
条件 指標 単位 推定値 95% CI下限 95% CI上限
2政党条件 政党手がかり:未調整重要度 pp 5.29 4.20 6.51
2政党条件 経済手がかり:未調整重要度 pp 4.68 4.03 5.72
2政党条件 政党手がかり:選択肢数調整済み重要度 % 10.58 8.40 13.02
2政党条件 経済手がかり:選択肢数調整済み重要度 % 9.36 8.06 11.44
2政党条件 政党手がかりの相対比重 % 53.06 44.85 59.61
3政党条件 政党手がかり:未調整重要度 pp 5.17 4.16 6.23
3政党条件 経済手がかり:未調整重要度 pp 4.28 3.73 5.04
3政党条件 政党手がかり:選択肢数調整済み重要度 % 15.51 12.47 18.68
3政党条件 経済手がかり:選択肢数調整済み重要度 % 12.83 11.20 15.11
3政党条件 政党手がかりの相対比重 % 54.73 47.38 60.49
4政党条件 政党手がかり:未調整重要度 pp 5.01 4.22 5.94
4政党条件 経済手がかり:未調整重要度 pp 4.21 3.73 4.84
4政党条件 政党手がかり:選択肢数調整済み重要度 % 20.05 16.88 23.76
4政党条件 経済手がかり:選択肢数調整済み重要度 % 16.84 14.90 19.34
4政党条件 政党手がかりの相対比重 % 54.34 48.53 59.45
5政党条件 政党手がかり:未調整重要度 pp 4.90 4.12 5.76
5政党条件 経済手がかり:未調整重要度 pp 3.92 3.49 4.50
5政党条件 政党手がかり:選択肢数調整済み重要度 % 24.52 20.58 28.81
5政党条件 経済手がかり:選択肢数調整済み重要度 % 19.60 17.47 22.52
5政党条件 政党手がかりの相対比重 % 55.57 49.63 60.52

図6:実験2(2026年)の政党・経済手がかりの重要度と相対比重

図6重要度データ <- study2_env$relative_panel_adjusted_data
図6相対比重データ <- study2_env$relative_panel_b_data
図6パネルA <- study2_env$relative_panel_adjusted
図6パネルB <- study2_env$relative_panel_c
図6 <- (図6パネルA | 図6パネルB) + patchwork::plot_layout(widths = c(1, 1))
図6

表D5 <- readr::read_csv(study_csv("study2", "table_marginal_means.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", level = "水準")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D5), format = "html", row.names = FALSE, caption = "表D5:限界平均")
表D5:限界平均
条件 手がかり群 属性 水準 限界平均(%) クラスタSE(pp) 95% CI下限(%) 95% CI上限(%) プロファイル数 回答者数
2政党 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 48.57 0.82 46.95 50.18 2335 696
2政党 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 50.74 0.86 49.06 52.43 2355 700
2政党 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 50.66 0.83 49.04 52.28 2420 699
2政党 経済の手がかり GDP成長率 GDP成長率±0% 48.98 0.90 47.21 50.74 2342 701
2政党 経済の手がかり GDP成長率 GDP成長率プラス1% 57.31 0.90 55.54 59.08 2401 704
2政党 経済の手がかり GDP成長率 GDP成長率マイナス1% 43.60 0.89 41.86 45.34 2367 702
2政党 政党の手がかり 与野党地位 与党 51.78 0.65 50.51 53.05 3623 711
2政党 政党の手がかり 与野党地位 野党 48.15 0.67 46.83 49.47 3487 709
2政党 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 55.23 0.90 53.47 56.98 2354 697
2政党 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 43.71 0.92 41.91 45.52 2274 695
2政党 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 50.81 0.84 49.15 52.46 2482 699
2政党 政党の手がかり 政策位置 中道 53.58 0.89 51.84 55.33 2413 703
2政党 政党の手がかり 政策位置 右派・保守的 51.80 0.98 49.89 53.71 2390 698
2政党 政党の手がかり 政策位置 左派・革新的 44.39 0.99 42.45 46.33 2307 698
2政党 政党の手がかり 議席数 100~199 54.21 1.26 51.75 56.67 1400 622
2政党 政党の手がかり 議席数 10~49 46.04 1.19 43.70 48.38 1351 624
2政党 政党の手がかり 議席数 10以下 45.27 1.20 42.92 47.62 1491 632
2政党 政党の手がかり 議席数 200以上 53.93 1.28 51.42 56.45 1398 634
2政党 政党の手がかり 議席数 50~99 50.68 1.12 48.48 52.88 1470 641
2政党 経済の手がかり 失業率 失業率前期比±0% 52.49 0.88 50.76 54.22 2389 700
2政党 経済の手がかり 失業率 失業率前期比プラス1% 47.90 0.87 46.18 49.61 2353 696
2政党 経済の手がかり 失業率 失業率前期比マイナス1% 49.58 0.87 47.88 51.28 2368 700
3政党 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 33.81 0.54 32.75 34.87 5282 1058
3政党 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 35.00 0.56 33.91 36.10 5311 1061
3政党 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 31.20 0.57 30.08 32.32 5337 1061
3政党 経済の手がかり GDP成長率 GDP成長率±0% 33.50 0.52 32.48 34.52 5394 1059
3政党 経済の手がかり GDP成長率 GDP成長率プラス1% 39.44 0.60 38.26 40.62 5210 1061
3政党 経済の手がかり GDP成長率 GDP成長率マイナス1% 27.19 0.55 26.11 28.26 5326 1059
3政党 政党の手がかり 与野党地位 与党 34.20 0.45 33.31 35.09 7947 1062
3政党 政党の手がかり 与野党地位 野党 32.47 0.45 31.59 33.35 7983 1062
3政党 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 38.36 0.57 37.25 39.48 5336 1060
3政党 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 28.59 0.55 27.50 29.68 5320 1059
3政党 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 33.03 0.56 31.94 34.12 5274 1061
3政党 政党の手がかり 政策位置 中道 36.48 0.62 35.26 37.70 5392 1061
3政党 政党の手がかり 政策位置 右派・保守的 36.06 0.72 34.65 37.47 5285 1059
3政党 政党の手がかり 政策位置 左派・革新的 27.36 0.64 26.09 28.62 5253 1056
3政党 政党の手がかり 議席数 100~199 37.71 0.76 36.23 39.19 3246 1031
3政党 政党の手がかり 議席数 10~49 30.52 0.78 28.99 32.04 3149 1016
3政党 政党の手がかり 議席数 10以下 26.93 0.76 25.43 28.43 3201 1028
3政党 政党の手がかり 議席数 200以上 37.11 0.82 35.50 38.71 3207 1027
3政党 政党の手がかり 議席数 50~99 34.31 0.79 32.77 35.85 3127 1019
3政党 経済の手がかり 失業率 失業率前期比±0% 35.23 0.57 34.11 36.34 5212 1059
3政党 経済の手がかり 失業率 失業率前期比プラス1% 30.91 0.55 29.82 31.99 5381 1059
3政党 経済の手がかり 失業率 失業率前期比マイナス1% 33.93 0.56 32.84 35.03 5337 1059
4政党 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 24.56 0.43 23.72 25.40 7255 1097
4政党 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 26.38 0.44 25.51 27.25 7404 1097
4政党 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 24.04 0.44 23.18 24.89 7281 1097
4政党 経済の手がかり GDP成長率 GDP成長率±0% 24.42 0.42 23.60 25.24 7281 1097
4政党 経済の手がかり GDP成長率 GDP成長率プラス1% 30.85 0.45 29.96 31.74 7339 1097
4政党 経済の手がかり GDP成長率 GDP成長率マイナス1% 19.71 0.41 18.90 20.53 7320 1097
4政党 政党の手がかり 与野党地位 与党 25.95 0.36 25.23 26.66 11000 1097
4政党 政党の手がかり 与野党地位 野党 24.05 0.37 23.33 24.77 10940 1097
4政党 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 28.33 0.48 27.40 29.26 7229 1097
4政党 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 20.81 0.44 19.94 21.67 7185 1097
4政党 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 25.80 0.42 24.99 26.62 7526 1097
4政党 政党の手がかり 政策位置 中道 27.52 0.53 26.48 28.57 7296 1096
4政党 政党の手がかり 政策位置 右派・保守的 28.59 0.59 27.43 29.74 7259 1097
4政党 政党の手がかり 政策位置 左派・革新的 18.98 0.51 17.98 19.99 7385 1097
4政党 政党の手がかり 議席数 100~199 28.92 0.61 27.73 30.11 4471 1077
4政党 政党の手がかり 議席数 10~49 22.83 0.59 21.68 23.99 4371 1077
4政党 政党の手がかり 議席数 10以下 17.95 0.60 16.79 19.12 4389 1079
4政党 政党の手がかり 議席数 200以上 29.28 0.66 27.99 30.57 4358 1086
4政党 政党の手がかり 議席数 50~99 25.97 0.62 24.75 27.19 4351 1081
4政党 経済の手がかり 失業率 失業率前期比±0% 26.71 0.45 25.83 27.60 7412 1097
4政党 経済の手がかり 失業率 失業率前期比プラス1% 22.57 0.44 21.69 23.44 7228 1097
4政党 経済の手がかり 失業率 失業率前期比マイナス1% 25.67 0.47 24.76 26.58 7300 1097
5政党 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 20.07 0.32 19.45 20.69 11075 1322
5政党 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 20.33 0.31 19.72 20.95 11011 1322
5政党 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 19.59 0.32 18.97 20.21 10964 1322
5政党 経済の手がかり GDP成長率 GDP成長率±0% 19.23 0.32 18.61 19.86 11038 1322
5政党 経済の手がかり GDP成長率 GDP成長率プラス1% 24.41 0.36 23.70 25.12 10977 1322
5政党 経済の手がかり GDP成長率 GDP成長率マイナス1% 16.38 0.32 15.76 17.01 11035 1322
5政党 政党の手がかり 与野党地位 与党 21.36 0.28 20.82 21.91 16473 1322
5政党 政党の手がかり 与野党地位 野党 18.65 0.28 18.11 19.19 16577 1322
5政党 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 23.67 0.36 22.97 24.37 11056 1322
5政党 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 16.60 0.34 15.94 17.26 11105 1322
5政党 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 19.74 0.32 19.12 20.37 10889 1322
5政党 政党の手がかり 政策位置 中道 21.66 0.42 20.83 22.48 10985 1322
5政党 政党の手がかり 政策位置 右派・保守的 22.72 0.46 21.82 23.62 11128 1322
5政党 政党の手がかり 政策位置 左派・革新的 15.57 0.41 14.77 16.37 10937 1322
5政党 政党の手がかり 議席数 100~199 23.74 0.49 22.77 24.70 6589 1316
5政党 政党の手がかり 議席数 10~49 16.37 0.42 15.54 17.19 6697 1317
5政党 政党の手がかり 議席数 10以下 14.15 0.44 13.29 15.01 6550 1316
5政党 政党の手がかり 議席数 200以上 24.75 0.52 23.72 25.77 6611 1318
5政党 政党の手がかり 議席数 50~99 21.01 0.48 20.07 21.94 6603 1321
5政党 経済の手がかり 失業率 失業率前期比±0% 20.78 0.33 20.14 21.42 11191 1322
5政党 経済の手がかり 失業率 失業率前期比プラス1% 18.57 0.33 17.92 19.22 10916 1322
5政党 経済の手がかり 失業率 失業率前期比マイナス1% 20.63 0.36 19.93 21.32 10943 1322
表D6 <- readr::read_csv(study_csv("study2", "table_attribute_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D6), format = "html", row.names = FALSE, caption = "表D6:属性重要度")
表D6:属性重要度
条件 手がかり群 属性 水準数 未調整重要度(pp) 選択肢数調整済み重要度(%)
2政党条件 経済の手がかり 消費者物価指数(CPI) 3 1.45 2.90
2政党条件 経済の手がかり GDP成長率 3 9.14 18.28
2政党条件 政党の手がかり 与野党地位 2 3.63 7.26
2政党条件 経済の手がかり 日経平均株価 3 7.68 15.35
2政党条件 政党の手がかり 政策位置 3 6.13 12.26
2政党条件 政党の手がかり 議席数 5 5.16 10.31
2政党条件 経済の手がかり 失業率 3 3.06 6.13
3政党条件 経済の手がかり 消費者物価指数(CPI) 3 2.54 7.61
3政党条件 経済の手がかり GDP成長率 3 8.17 24.51
3政党条件 政党の手がかり 与野党地位 2 1.73 5.20
3政党条件 経済の手がかり 日経平均株価 3 6.51 19.54
3政党条件 政党の手がかり 政策位置 3 6.08 18.25
3政党条件 政党の手がかり 議席数 5 5.63 16.89
3政党条件 経済の手がかり 失業率 3 2.88 8.64
4政党条件 経済の手がかり 消費者物価指数(CPI) 3 1.56 6.25
4政党条件 経済の手がかり GDP成長率 3 7.42 29.70
4政党条件 政党の手がかり 与野党地位 2 1.90 7.58
4政党条件 経済の手がかり 日経平均株価 3 5.02 20.06
4政党条件 政党の手がかり 政策位置 3 6.40 25.60
4政党条件 政党の手がかり 議席数 5 5.75 22.99
4政党条件 経済の手がかり 失業率 3 2.77 11.06
5政党条件 経済の手がかり 消費者物価指数(CPI) 3 0.50 2.48
5政党条件 経済の手がかり GDP成長率 3 5.35 26.74
5政党条件 政党の手がかり 与野党地位 2 2.72 13.58
5政党条件 経済の手がかり 日経平均株価 3 4.72 23.58
5政党条件 政党の手がかり 政策位置 3 4.76 23.82
5政党条件 政党の手がかり 議席数 5 5.71 28.56
5政党条件 経済の手がかり 失業率 3 1.48 7.38
表D7 <- readr::read_csv(study_csv("study2", "table_cue_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", statistic = "指標")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), 指標 = 統計量日本語(指標, "study2"))
knitr::kable(表日本語(表D7), format = "html", row.names = FALSE, caption = "表D7:政党・経済手がかりの重要度と相対比重")
表D7:政党・経済手がかりの重要度と相対比重
条件 指標 単位 推定値 95% CI下限 95% CI上限
2政党条件 政党手がかり:未調整重要度 pp 4.97 3.74 6.35
2政党条件 経済手がかり:未調整重要度 pp 5.33 4.53 6.42
2政党条件 政党手がかり:選択肢数調整済み重要度 % 9.95 7.48 12.70
2政党条件 経済手がかり:選択肢数調整済み重要度 % 10.67 9.06 12.85
2政党条件 政党手がかりの相対比重 % 48.25 39.91 55.66
3政党条件 政党手がかり:未調整重要度 pp 4.48 3.77 5.40
3政党条件 経済手がかり:未調整重要度 pp 5.03 4.39 5.66
3政党条件 政党手がかり:選択肢数調整済み重要度 % 13.44 11.31 16.20
3政党条件 経済手がかり:選択肢数調整済み重要度 % 15.08 13.18 16.99
3政党条件 政党手がかりの相対比重 % 47.14 42.11 53.05
4政党条件 政党手がかり:未調整重要度 pp 4.68 3.98 5.46
4政党条件 経済手がかり:未調整重要度 pp 4.19 3.72 4.76
4政党条件 政党手がかり:選択肢数調整済み重要度 % 18.73 15.93 21.84
4政党条件 経済手がかり:選択肢数調整済み重要度 % 16.77 14.90 19.06
4政党条件 政党手がかりの相対比重 % 52.76 47.46 57.72
5政党条件 政党手がかり:未調整重要度 pp 4.40 3.86 4.98
5政党条件 経済手がかり:未調整重要度 pp 3.01 2.70 3.45
5政党条件 政党手がかり:選択肢数調整済み重要度 % 21.99 19.31 24.88
5政党条件 経済手がかり:選択肢数調整済み重要度 % 15.04 13.50 17.26
5政党条件 政党手がかりの相対比重 % 59.37 54.43 63.34

図7:実験3(2026年)の共変量調整済みAMCE

図7データ <- study3_env$amce_plot_cov
図7 <- ggplot2::ggplot(
  図7データ,
  ggplot2::aes(x = estimate_pp, y = label, shape = party_n, linetype = party_n, group = party_n)
) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.45, color = "grey35") +
  ggplot2::geom_errorbarh(
    ggplot2::aes(xmin = conf.low_pp, xmax = conf.high_pp),
    position = ggplot2::position_dodge(width = 0.65), height = 0.16, linewidth = 0.55
  ) +
  ggplot2::geom_point(position = ggplot2::position_dodge(width = 0.65), size = 2.5, fill = "white", stroke = 0.8) +
  ggplot2::facet_grid(attribute ~ ., scales = "free_y", space = "free_y", switch = "y") +
  ggplot2::scale_shape_manual(values = c("2選択肢" = 16, "3選択肢" = 17, "4選択肢" = 15, "5選択肢" = 1)) +
  ggplot2::scale_linetype_manual(values = c("2選択肢" = "solid", "3選択肢" = "dashed", "4選択肢" = "dotted", "5選択肢" = "dotdash")) +
  ggplot2::labs(x = "選択確率の変化", y = NULL, shape = "選択肢数", linetype = "選択肢数") +
  ggplot2::theme_bw(base_size = 12) +
  ggplot2::theme(legend.position = "top", panel.grid.major.y = ggplot2::element_blank(), panel.grid.minor = ggplot2::element_blank())
図7

表D8 <- readr::read_csv(study_csv("study3", "table_amce_covariate_adjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表D8), format = "html", row.names = FALSE, caption = "表D8:図7に対応する共変量調整済みAMCE")
表D8:図7に対応する共変量調整済みAMCE
条件 属性 水準(基準水準との差) 推定値(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値 回答者数
2選択肢条件 政権与党の政党名 立憲民主党 -8.88 3.12 -15.00 -2.76 .005 716
2選択肢条件 政権与党の政党名 日本維新の会 -5.97 2.78 -11.42 -0.53 .032 716
2選択肢条件 政権与党の政党名 公明党 -23.60 2.91 -29.30 -17.89 < .001 716
2選択肢条件 政権与党の政党名 国民民主党 -1.29 2.81 -6.80 4.21 .645 716
2選択肢条件 政権与党の政党名 れいわ新選組 -28.42 3.04 -34.39 -22.45 < .001 716
2選択肢条件 政権与党の政党名 参政党 -14.98 2.78 -20.42 -9.53 < .001 716
2選択肢条件 政権与党の政党名 日本共産党 -33.71 2.91 -39.41 -28.01 < .001 716
2選択肢条件 政権与党の政党名 中道改革連合 -12.57 2.92 -18.30 -6.84 < .001 716
2選択肢条件 政権与党の政党名 チームみらい -5.19 2.82 -10.72 0.34 .066 716
2選択肢条件 GDP成長率 GDP:プラス1% 7.64 1.44 4.82 10.46 < .001 716
2選択肢条件 GDP成長率 GDP:マイナス1% -5.92 1.44 -8.75 -3.09 < .001 716
2選択肢条件 日経平均 日経平均:プラス1000円 2.84 1.42 0.06 5.62 .046 716
2選択肢条件 日経平均 日経平均:マイナス1000円 -5.27 1.43 -8.08 -2.46 < .001 716
2選択肢条件 CPI CPI:プラス1ポイント -0.48 1.43 -3.28 2.31 .735 716
2選択肢条件 CPI CPI:マイナス1ポイント -2.25 1.43 -5.06 0.56 .117 716
2選択肢条件 失業率 失業率:プラス1% -6.05 1.43 -8.85 -3.24 < .001 716
2選択肢条件 失業率 失業率:マイナス1% -1.47 1.42 -4.26 1.32 .301 716
3選択肢条件 政権与党の政党名 立憲民主党 -13.89 2.26 -18.32 -9.46 < .001 939
3選択肢条件 政権与党の政党名 日本維新の会 -9.02 2.05 -13.04 -4.99 < .001 939
3選択肢条件 政権与党の政党名 公明党 -25.32 2.00 -29.24 -21.39 < .001 939
3選択肢条件 政権与党の政党名 国民民主党 -2.57 2.15 -6.79 1.65 .233 939
3選択肢条件 政権与党の政党名 れいわ新選組 -26.05 2.19 -30.35 -21.76 < .001 939
3選択肢条件 政権与党の政党名 参政党 -12.46 2.16 -16.69 -8.22 < .001 939
3選択肢条件 政権与党の政党名 日本共産党 -28.06 2.16 -32.29 -23.84 < .001 939
3選択肢条件 政権与党の政党名 中道改革連合 -18.38 2.26 -22.81 -13.95 < .001 939
3選択肢条件 政権与党の政党名 チームみらい -8.31 2.16 -12.54 -4.07 < .001 939
3選択肢条件 GDP成長率 GDP:プラス1% 7.10 1.00 5.14 9.06 < .001 939
3選択肢条件 GDP成長率 GDP:マイナス1% -4.80 0.97 -6.71 -2.89 < .001 939
3選択肢条件 日経平均 日経平均:プラス1000円 3.38 1.02 1.37 5.39 .001 939
3選択肢条件 日経平均 日経平均:マイナス1000円 -5.27 0.95 -7.13 -3.42 < .001 939
3選択肢条件 CPI CPI:プラス1ポイント -0.44 0.96 -2.33 1.44 .645 939
3選択肢条件 CPI CPI:マイナス1ポイント -1.38 0.94 -3.22 0.46 .142 939
3選択肢条件 失業率 失業率:プラス1% -4.47 0.96 -6.36 -2.58 < .001 939
3選択肢条件 失業率 失業率:マイナス1% -1.96 0.97 -3.87 -0.05 .044 939
4選択肢条件 政権与党の政党名 立憲民主党 -16.35 1.88 -20.03 -12.66 < .001 1063
4選択肢条件 政権与党の政党名 日本維新の会 -9.35 1.73 -12.74 -5.96 < .001 1063
4選択肢条件 政権与党の政党名 公明党 -24.45 1.67 -27.73 -21.17 < .001 1063
4選択肢条件 政権与党の政党名 国民民主党 -4.97 1.80 -8.50 -1.43 .006 1063
4選択肢条件 政権与党の政党名 れいわ新選組 -25.32 1.76 -28.77 -21.88 < .001 1063
4選択肢条件 政権与党の政党名 参政党 -12.38 1.81 -15.93 -8.83 < .001 1063
4選択肢条件 政権与党の政党名 日本共産党 -25.68 1.80 -29.21 -22.15 < .001 1063
4選択肢条件 政権与党の政党名 中道改革連合 -17.95 1.93 -21.72 -14.17 < .001 1063
4選択肢条件 政権与党の政党名 チームみらい -11.30 1.89 -15.01 -7.59 < .001 1063
4選択肢条件 GDP成長率 GDP:プラス1% 5.04 0.76 3.55 6.53 < .001 1063
4選択肢条件 GDP成長率 GDP:マイナス1% -3.49 0.72 -4.91 -2.08 < .001 1063
4選択肢条件 日経平均 日経平均:プラス1000円 3.87 0.80 2.31 5.43 < .001 1063
4選択肢条件 日経平均 日経平均:マイナス1000円 -3.33 0.72 -4.75 -1.91 < .001 1063
4選択肢条件 CPI CPI:プラス1ポイント 0.54 0.73 -0.89 1.98 .459 1063
4選択肢条件 CPI CPI:マイナス1ポイント -1.26 0.73 -2.70 0.18 .087 1063
4選択肢条件 失業率 失業率:プラス1% -3.73 0.71 -5.12 -2.33 < .001 1063
4選択肢条件 失業率 失業率:マイナス1% -2.02 0.73 -3.45 -0.59 .006 1063
5選択肢条件 政権与党の政党名 立憲民主党 -12.98 1.59 -16.11 -9.86 < .001 1314
5選択肢条件 政権与党の政党名 日本維新の会 -8.62 1.42 -11.41 -5.84 < .001 1314
5選択肢条件 政権与党の政党名 公明党 -21.75 1.38 -24.46 -19.04 < .001 1314
5選択肢条件 政権与党の政党名 国民民主党 -5.06 1.49 -7.99 -2.14 < .001 1314
5選択肢条件 政権与党の政党名 れいわ新選組 -21.60 1.41 -24.38 -18.83 < .001 1314
5選択肢条件 政権与党の政党名 参政党 -13.08 1.49 -16.00 -10.15 < .001 1314
5選択肢条件 政権与党の政党名 日本共産党 -21.88 1.42 -24.66 -19.09 < .001 1314
5選択肢条件 政権与党の政党名 中道改革連合 -16.65 1.50 -19.60 -13.70 < .001 1314
5選択肢条件 政権与党の政党名 チームみらい -12.21 1.51 -15.17 -9.26 < .001 1314
5選択肢条件 GDP成長率 GDP:プラス1% 5.49 0.59 4.33 6.64 < .001 1314
5選択肢条件 GDP成長率 GDP:マイナス1% -2.10 0.52 -3.13 -1.08 < .001 1314
5選択肢条件 日経平均 日経平均:プラス1000円 3.78 0.55 2.70 4.86 < .001 1314
5選択肢条件 日経平均 日経平均:マイナス1000円 -2.15 0.53 -3.19 -1.12 < .001 1314
5選択肢条件 CPI CPI:プラス1ポイント 0.42 0.53 -0.62 1.47 .428 1314
5選択肢条件 CPI CPI:マイナス1ポイント -0.10 0.55 -1.18 0.99 .863 1314
5選択肢条件 失業率 失業率:プラス1% -2.85 0.56 -3.93 -1.76 < .001 1314
5選択肢条件 失業率 失業率:マイナス1% -0.89 0.56 -1.98 0.20 .108 1314

図8:実験3(2026年)の政党名・経済手がかりの重要度と相対比重

図8重要度データ <- study3_env$relative_panel_adjusted_data
図8相対比重データ <- study3_env$relative_panel_b_data
図8パネルA <- study3_env$relative_panel_adjusted
図8パネルB <- study3_env$relative_panel_c
図8 <- (図8パネルA | 図8パネルB) + patchwork::plot_layout(widths = c(1, 1))
図8

表D9 <- readr::read_csv(study_csv("study3", "table_marginal_means.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", level = "水準")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D9), format = "html", row.names = FALSE, caption = "表D9:限界平均")
表D9:限界平均
条件 手がかり群 属性 水準 限界平均(%) クラスタSE(pp) 95% CI下限(%) 95% CI上限(%) プロファイル数 回答者数
2選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 50.82 0.85 49.15 52.48 2387 706
2選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 50.27 0.85 48.62 51.93 2387 697
2選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 48.91 0.86 47.23 50.59 2386 707
2選択肢 経済の手がかり GDP成長率 GDP成長率±0% 49.53 0.85 47.87 51.19 2344 705
2選択肢 経済の手がかり GDP成長率 GDP成長率プラス1% 57.15 0.84 55.50 58.80 2425 708
2選択肢 経済の手がかり GDP成長率 GDP成長率マイナス1% 43.20 0.87 41.51 44.90 2391 701
2選択肢 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 53.29 0.86 51.60 54.98 2357 709
2選択肢 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 45.62 0.85 43.96 47.29 2400 706
2選択肢 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 51.14 0.84 49.50 52.79 2403 707
2選択肢 政党の手がかり 政党名 れいわ新選組 35.36 2.01 31.41 39.30 676 465
2選択肢 政党の手がかり 政党名 チームみらい 58.49 1.93 54.71 62.28 730 475
2選択肢 政党の手がかり 政党名 中道改革連合 50.41 1.90 46.68 54.14 728 471
2選択肢 政党の手がかり 政党名 公明党 39.29 1.95 35.46 43.11 700 479
2選択肢 政党の手がかり 政党名 参政党 48.53 1.95 44.70 52.36 746 512
2選択肢 政党の手がかり 政党名 国民民主党 62.16 1.94 58.37 65.96 703 468
2選択肢 政党の手がかり 政党名 日本共産党 29.52 1.90 25.80 33.24 708 484
2選択肢 政党の手がかり 政党名 日本維新の会 57.49 2.03 53.51 61.47 734 476
2選択肢 政党の手がかり 政党名 立憲民主党 54.44 2.07 50.39 58.49 720 466
2選択肢 政党の手がかり 政党名 自由民主党 62.94 1.94 59.14 66.74 715 481
2選択肢 経済の手がかり 失業率 失業率前期比±0% 52.94 0.83 51.31 54.56 2433 708
2選択肢 経済の手がかり 失業率 失業率前期比プラス1% 46.41 0.84 44.76 48.07 2383 705
2選択肢 経済の手がかり 失業率 失業率前期比マイナス1% 50.60 0.86 48.91 52.29 2344 709
3選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 33.86 0.56 32.77 34.96 4728 937
3選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 33.51 0.57 32.39 34.63 4700 934
3選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 32.62 0.56 31.51 33.72 4657 935
3選択肢 経済の手がかり GDP成長率 GDP成長率±0% 32.55 0.57 31.43 33.66 4704 937
3選択肢 経済の手がかり GDP成長率 GDP成長率プラス1% 39.61 0.61 38.41 40.81 4701 936
3選択肢 経済の手がかり GDP成長率 GDP成長率マイナス1% 27.82 0.59 26.66 28.98 4680 935
3選択肢 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 37.31 0.61 36.11 38.51 4661 938
3選択肢 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 28.75 0.57 27.63 29.86 4679 937
3選択肢 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 33.95 0.58 32.82 35.08 4745 935
3選択肢 政党の手がかり 政党名 れいわ新選組 21.61 1.26 19.15 24.08 1388 808
3選択肢 政党の手がかり 政党名 チームみらい 39.42 1.41 36.65 42.18 1403 779
3選択肢 政党の手がかり 政党名 中道改革連合 29.22 1.36 26.55 31.89 1451 800
3選択肢 政党の手がかり 政党名 公明党 22.58 1.19 20.25 24.90 1382 778
3選択肢 政党の手がかり 政党名 参政党 35.54 1.48 32.63 38.44 1376 776
3選択肢 政党の手がかり 政党名 国民民主党 45.02 1.43 42.21 47.83 1446 791
3選択肢 政党の手がかり 政党名 日本共産党 19.49 1.24 17.06 21.92 1452 782
3選択肢 政党の手がかり 政党名 日本維新の会 38.85 1.48 35.95 41.76 1413 771
3選択肢 政党の手がかり 政党名 立憲民主党 33.87 1.39 31.14 36.59 1376 778
3選択肢 政党の手がかり 政党名 自由民主党 47.78 1.53 44.78 50.79 1398 791
3選択肢 経済の手がかり 失業率 失業率前期比±0% 35.76 0.56 34.67 36.85 4771 936
3選択肢 経済の手がかり 失業率 失業率前期比プラス1% 30.77 0.59 29.61 31.92 4677 936
3選択肢 経済の手がかり 失業率 失業率前期比マイナス1% 33.43 0.60 32.25 34.61 4637 937
4選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 25.18 0.42 24.35 26.01 7180 1062
4選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 25.83 0.46 24.94 26.72 6988 1063
4選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 24.00 0.45 23.11 24.89 7092 1063
4選択肢 経済の手がかり GDP成長率 GDP成長率±0% 24.43 0.43 23.59 25.27 7090 1063
4選択肢 経済の手がかり GDP成長率 GDP成長率プラス1% 29.52 0.46 28.61 30.43 7104 1060
4選択肢 経済の手がかり GDP成長率 GDP成長率マイナス1% 21.03 0.44 20.17 21.89 7066 1063
4選択肢 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 28.78 0.47 27.85 29.71 7057 1063
4選択肢 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 21.55 0.43 20.71 22.39 7206 1063
4選択肢 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 24.74 0.44 23.87 25.61 6997 1063
4選択肢 政党の手がかり 政党名 れいわ新選組 14.42 0.89 12.67 16.16 2164 978
4選択肢 政党の手がかり 政党名 チームみらい 28.40 1.13 26.19 30.62 2144 977
4選択肢 政党の手がかり 政党名 中道改革連合 21.79 1.10 19.64 23.94 2079 970
4選択肢 政党の手がかり 政党名 公明党 15.49 0.90 13.72 17.25 2150 992
4選択肢 政党の手がかり 政党名 参政党 27.28 1.14 25.04 29.52 2126 975
4選択肢 政党の手がかり 政党名 国民民主党 34.80 1.18 32.49 37.11 2115 982
4選択肢 政党の手がかり 政党名 日本共産党 14.24 0.90 12.48 16.00 2184 988
4選択肢 政党の手がかり 政党名 日本維新の会 30.69 1.15 28.44 32.95 2108 987
4選択肢 政党の手がかり 政党名 立憲民主党 23.50 1.07 21.40 25.59 2060 978
4選択肢 政党の手がかり 政党名 自由民主党 39.91 1.34 37.29 42.52 2130 976
4選択肢 経済の手がかり 失業率 失業率前期比±0% 27.07 0.42 26.25 27.89 7067 1063
4選択肢 経済の手がかり 失業率 失業率前期比プラス1% 23.14 0.42 22.31 23.97 7087 1062
4選択肢 経済の手がかり 失業率 失業率前期比マイナス1% 24.80 0.43 23.94 25.65 7106 1062
5選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比±0ポイント 19.78 0.31 19.16 20.39 10978 1314
5選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比プラス1ポイント 20.43 0.32 19.80 21.07 11001 1314
5選択肢 経済の手がかり 消費者物価指数(CPI) CPI前期比マイナス1ポイント 19.79 0.34 19.13 20.45 10871 1314
5選択肢 経済の手がかり GDP成長率 GDP成長率±0% 18.91 0.32 18.29 19.54 10924 1314
5選択肢 経済の手がかり GDP成長率 GDP成長率プラス1% 24.36 0.36 23.64 25.07 10954 1314
5選択肢 経済の手がかり GDP成長率 GDP成長率マイナス1% 16.73 0.33 16.09 17.38 10972 1314
5選択肢 経済の手がかり 日経平均株価 日経平均前月同期比プラス1000円 23.22 0.33 22.57 23.87 11046 1314
5選択肢 経済の手がかり 日経平均株価 日経平均前月同期比マイナス1000円 17.33 0.33 16.69 17.97 10806 1314
5選択肢 経済の手がかり 日経平均株価 日経平均前月同期比変わらず 19.39 0.31 18.78 19.99 10998 1314
5選択肢 政党の手がかり 政党名 れいわ新選組 11.66 0.67 10.34 12.97 3277 1281
5選択肢 政党の手がかり 政党名 チームみらい 21.13 0.87 19.43 22.83 3351 1281
5選択肢 政党の手がかり 政党名 中道改革連合 16.82 0.80 15.26 18.39 3311 1275
5選択肢 政党の手がかり 政党名 公明党 11.63 0.67 10.31 12.94 3243 1262
5選択肢 政党の手がかり 政党名 参政党 20.21 0.89 18.47 21.96 3280 1270
5選択肢 政党の手がかり 政党名 国民民主党 28.33 0.92 26.51 30.14 3315 1274
5選択肢 政党の手がかり 政党名 日本共産党 11.49 0.67 10.18 12.81 3271 1276
5選択肢 政党の手がかり 政党名 日本維新の会 24.77 0.93 22.93 26.60 3218 1275
5選択肢 政党の手がかり 政党名 立憲民主党 20.46 0.88 18.73 22.18 3290 1277
5選択肢 政党の手がかり 政党名 自由民主党 33.33 1.11 31.16 35.51 3294 1278
5選択肢 経済の手がかり 失業率 失業率前期比±0% 21.24 0.32 20.60 21.88 10965 1314
5選択肢 経済の手がかり 失業率 失業率前期比プラス1% 18.51 0.33 17.86 19.16 10768 1313
5選択肢 経済の手がかり 失業率 失業率前期比マイナス1% 20.22 0.32 19.59 20.85 11117 1314
表D10 <- readr::read_csv(study_csv("study3", "table_attribute_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D10), format = "html", row.names = FALSE, caption = "表D10:属性重要度")
表D10:属性重要度
条件 手がかり群 属性 水準数 未調整重要度(pp) 選択肢数調整済み重要度(%)
2選択肢条件 経済の手がかり 消費者物価指数(CPI) 3 1.27 2.54
2選択肢条件 経済の手がかり GDP成長率 3 9.30 18.60
2選択肢条件 経済の手がかり 日経平均株価 3 5.11 10.22
2選択肢条件 政党の手がかり 政党名 10 13.68 27.35
2選択肢条件 経済の手がかり 失業率 3 4.35 8.70
3選択肢条件 経済の手がかり 消費者物価指数(CPI) 3 0.83 2.49
3選択肢条件 経済の手がかり GDP成長率 3 7.86 23.58
3選択肢条件 経済の手がかり 日経平均株価 3 5.71 17.13
3選択肢条件 政党の手がかり 政党名 10 11.85 35.55
3選択肢条件 経済の手がかり 失業率 3 3.33 9.98
4選択肢条件 経済の手がかり 消費者物価指数(CPI) 3 1.22 4.88
4選択肢条件 経済の手がかり GDP成長率 3 5.66 22.64
4選択肢条件 経済の手がかり 日経平均株価 3 4.82 19.28
4選択肢条件 政党の手がかり 政党名 10 10.52 42.07
4選択肢条件 経済の手がかり 失業率 3 2.62 10.48
5選択肢条件 経済の手がかり 消費者物価指数(CPI) 3 0.44 2.20
5選択肢条件 経済の手がかり GDP成長率 3 5.08 25.41
5選択肢条件 経済の手がかり 日経平均株価 3 3.93 19.63
5選択肢条件 政党の手がかり 政党名 10 8.71 43.57
5選択肢条件 経済の手がかり 失業率 3 1.82 9.11
表D11 <- readr::read_csv(study_csv("study3", "table_cue_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", statistic = "指標")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), 指標 = 統計量日本語(指標, "study3"))
knitr::kable(表日本語(表D11), format = "html", row.names = FALSE, caption = "表D11:政党名・経済手がかりの重要度と相対比重")
表D11:政党名・経済手がかりの重要度と相対比重
条件 指標 単位 推定値 95% CI下限 95% CI上限
2選択肢条件 政党手がかり:未調整重要度 pp 13.68 12.04 15.55
2選択肢条件 経済手がかり:未調整重要度 pp 5.01 4.18 6.05
2選択肢条件 政党手がかり:選択肢数調整済み重要度 % 27.35 24.08 31.09
2選択肢条件 経済手がかり:選択肢数調整済み重要度 % 10.02 8.36 12.09
2選択肢条件 政党手がかりの相対比重 % 73.20 68.24 77.40
3選択肢条件 政党手がかり:未調整重要度 pp 11.85 10.54 13.20
3選択肢条件 経済手がかり:未調整重要度 pp 4.43 3.85 5.10
3選択肢条件 政党手がかり:選択肢数調整済み重要度 % 35.55 31.61 39.59
3選択肢条件 経済手がかり:選択肢数調整済み重要度 % 13.29 11.55 15.31
3選択肢条件 政党手がかりの相対比重 % 72.78 68.90 76.46
4選択肢条件 政党手がかり:未調整重要度 pp 10.52 9.54 11.69
4選択肢条件 経済手がかり:未調整重要度 pp 3.58 3.05 4.09
4選択肢条件 政党手がかり:選択肢数調整済み重要度 % 42.07 38.15 46.76
4選択肢条件 経済手がかり:選択肢数調整済み重要度 % 14.32 12.21 16.37
4選択肢条件 政党手がかりの相対比重 % 74.61 71.03 78.20
5選択肢条件 政党手がかり:未調整重要度 pp 8.71 8.04 9.57
5選択肢条件 経済手がかり:未調整重要度 pp 2.82 2.46 3.26
5選択肢条件 政党手がかり:選択肢数調整済み重要度 % 43.57 40.22 47.87
5選択肢条件 経済手がかり:選択肢数調整済み重要度 % 14.08 12.31 16.30
5選択肢条件 政党手がかりの相対比重 % 75.57 72.24 78.63

図9:実験3(2026年)の支持政党と提示政党名の一致効果

図9 <- study3_env$p_party_match
図9

表D12元 <- readr::read_csv(study_csv("study3", "table_party_match.csv"), show_col_types = FALSE)

表D12条件列 <- intersect(c("選択肢数", "条件", "party_n"), names(表D12元))
if (length(表D12条件列) == 0) stop("Check condition column")
表D12条件列 <- 表D12条件列[[1]]

if (!"回答者数" %in% names(表D12元)) {
  表D12元$回答者数 <- NA_character_
}

実験3条件人数 <- study3_env$conjoint_all_m %>%
  dplyr::distinct(ID, party_n) %>%
  dplyr::count(party_n, name = "回答者数補完")

表D12 <- 表D12元 %>%
  dplyr::mutate(条件数 = 数値列(.data[[表D12条件列]])) %>%
  dplyr::select(-dplyr::all_of(表D12条件列)) %>%
  dplyr::left_join(実験3条件人数, by = c("条件数" = "party_n")) %>%
  dplyr::mutate(
    回答者数 = dplyr::coalesce(数値列(回答者数), 回答者数補完),
    条件 = 条件日本語(条件数, "study3")
  ) %>%
  dplyr::select(-条件数, -回答者数補完) %>%
  dplyr::relocate(条件, .after = 対象)

knitr::kable(
  表日本語(表D12),
  format = "html",
  row.names = FALSE,
  caption = "表D12:支持政党と提示政党名の一致効果"
)
表D12:支持政党と提示政党名の一致効果
対象 条件 一致効果(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値 回答者数
全体 2選択肢条件 28.82 2.86 23.21 34.43 < .001 716
全体 3選択肢条件 38.91 2.17 34.66 43.16 < .001 939
全体 4選択肢条件 44.35 1.99 40.44 48.25 < .001 1063
全体 5選択肢条件 44.83 1.82 41.25 48.41 < .001 1314
自民党支持者 2選択肢条件 34.77 3.43 28.06 41.49 < .001 163
自民党支持者 3選択肢条件 42.74 3.13 36.61 48.87 < .001 219
自民党支持者 4選択肢条件 47.62 2.88 41.97 53.28 < .001 254
自民党支持者 5選択肢条件 49.55 2.70 44.26 54.84 < .001 311
中道改革支持者 2選択肢条件 27.10 13.17 1.30 52.91 .052 23
中道改革支持者 3選択肢条件 35.16 9.34 16.85 53.48 .001 23
中道改革支持者 4選択肢条件 36.97 7.47 22.33 51.60 < .001 34
中道改革支持者 5選択肢条件 46.37 7.16 32.33 60.40 < .001 40
立憲支持者 2選択肢条件 18.12 12.01 -5.41 41.66 .144 26
立憲支持者 3選択肢条件 46.89 7.00 33.16 60.61 < .001 38
立憲支持者 4選択肢条件 41.34 5.79 30.00 52.69 < .001 37
立憲支持者 5選択肢条件 40.03 6.09 28.09 51.97 < .001 63
参政党支持者 2選択肢条件 39.23 7.32 24.88 53.59 < .001 30
参政党支持者 3選択肢条件 53.61 6.14 41.57 65.65 < .001 46
参政党支持者 4選択肢条件 62.99 5.48 52.25 73.72 < .001 42
参政党支持者 5選択肢条件 61.03 5.53 50.20 71.86 < .001 52

E. 実験1(2023年)の補足分析

補図E1:共変量を含めないAMCE

補図E1データ <- study1_env$amce_plot_df_nocov_facet
補図E1 <- study1_env$p_amce_facet_nocov
補図E1

表E1 <- readr::read_csv(study_csv("study1", "table_amce_unadjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表E1), format = "html", row.names = FALSE)
条件 属性 水準(基準水準との差) 推定値(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値 回答者数
2政党条件 政策位置 右派・保守的 -2.50 1.44 -5.32 0.32 .082 815
2政党条件 政策位置 左派・革新的 -8.04 1.43 -10.85 -5.23 < .001 815
2政党条件 与党/野党 与党 4.77 1.21 2.40 7.14 < .001 815
2政党条件 GDP成長率 GDP:プラス1% 7.72 1.40 4.99 10.46 < .001 815
2政党条件 GDP成長率 GDP:マイナス1% -2.74 1.37 -5.44 -0.05 .046 815
2政党条件 日経平均 日経平均:プラス1000円 6.33 1.39 3.62 9.05 < .001 815
2政党条件 日経平均 日経平均:マイナス1000円 -5.45 1.34 -8.08 -2.82 < .001 815
2政党条件 議席数 議席数:10~49 2.14 1.74 -1.26 5.55 .218 815
2政党条件 議席数 議席数:50~99 7.52 1.76 4.08 10.97 < .001 815
2政党条件 議席数 議席数:100~199 8.89 1.78 5.40 12.39 < .001 815
2政党条件 議席数 議席数:200以上 10.72 1.83 7.12 14.31 < .001 815
2政党条件 CPI CPI:プラス1ポイント -0.14 1.38 -2.85 2.56 .918 815
2政党条件 CPI CPI:マイナス1ポイント -1.13 1.38 -3.83 1.56 .410 815
2政党条件 失業率 失業率:プラス1% -4.50 1.38 -7.21 -1.79 .001 815
2政党条件 失業率 失業率:マイナス1% -2.82 1.39 -5.54 -0.10 .042 815
3政党条件 政策位置 右派・保守的 -4.78 1.22 -7.17 -2.40 < .001 843
3政党条件 政策位置 左派・革新的 -8.99 1.22 -11.39 -6.59 < .001 843
3政党条件 与党/野党 与党 3.50 1.10 1.35 5.65 .001 843
3政党条件 GDP成長率 GDP:プラス1% 8.04 1.02 6.04 10.05 < .001 843
3政党条件 GDP成長率 GDP:マイナス1% -2.67 0.96 -4.55 -0.80 .005 843
3政党条件 日経平均 日経平均:プラス1000円 6.05 1.06 3.99 8.12 < .001 843
3政党条件 日経平均 日経平均:マイナス1000円 -4.23 1.04 -6.27 -2.19 < .001 843
3政党条件 議席数 議席数:10~49 3.67 1.24 1.24 6.09 .003 843
3政党条件 議席数 議席数:50~99 8.36 1.28 5.86 10.86 < .001 843
3政党条件 議席数 議席数:100~199 11.70 1.48 8.79 14.60 < .001 843
3政党条件 議席数 議席数:200以上 11.27 1.52 8.29 14.25 < .001 843
3政党条件 CPI CPI:プラス1ポイント 1.16 1.01 -0.82 3.13 .252 843
3政党条件 CPI CPI:マイナス1ポイント 0.15 1.01 -1.83 2.12 .885 843
3政党条件 失業率 失業率:プラス1% -3.40 1.05 -5.47 -1.34 .001 843
3政党条件 失業率 失業率:マイナス1% -2.05 1.06 -4.12 0.03 .054 843
4政党条件 政策位置 右派・保守的 -5.27 0.99 -7.22 -3.32 < .001 882
4政党条件 政策位置 左派・革新的 -8.27 0.99 -10.21 -6.33 < .001 882
4政党条件 与党/野党 与党 4.26 0.95 2.40 6.13 < .001 882
4政党条件 GDP成長率 GDP:プラス1% 7.38 0.88 5.66 9.11 < .001 882
4政党条件 GDP成長率 GDP:マイナス1% -3.46 0.78 -4.98 -1.94 < .001 882
4政党条件 日経平均 日経平均:プラス1000円 3.24 0.86 1.55 4.93 < .001 882
4政党条件 日経平均 日経平均:マイナス1000円 -5.21 0.77 -6.71 -3.71 < .001 882
4政党条件 議席数 議席数:10~49 3.79 0.89 2.05 5.53 < .001 882
4政党条件 議席数 議席数:50~99 6.68 0.99 4.74 8.62 < .001 882
4政党条件 議席数 議席数:100~199 10.16 1.14 7.93 12.40 < .001 882
4政党条件 議席数 議席数:200以上 9.90 1.30 7.35 12.45 < .001 882
4政党条件 CPI CPI:プラス1ポイント 2.79 0.81 1.21 4.38 < .001 882
4政党条件 CPI CPI:マイナス1ポイント 0.05 0.80 -1.53 1.63 .952 882
4政党条件 失業率 失業率:プラス1% -3.58 0.84 -5.23 -1.94 < .001 882
4政党条件 失業率 失業率:マイナス1% -0.45 0.82 -2.05 1.16 .586 882
5政党条件 政策位置 右派・保守的 -4.37 0.85 -6.04 -2.70 < .001 842
5政党条件 政策位置 左派・革新的 -6.56 0.85 -8.23 -4.89 < .001 842
5政党条件 与党/野党 与党 4.94 0.87 3.23 6.65 < .001 842
5政党条件 GDP成長率 GDP:プラス1% 6.41 0.77 4.91 7.92 < .001 842
5政党条件 GDP成長率 GDP:マイナス1% -3.27 0.67 -4.59 -1.95 < .001 842
5政党条件 日経平均 日経平均:プラス1000円 3.79 0.72 2.38 5.19 < .001 842
5政党条件 日経平均 日経平均:マイナス1000円 -4.52 0.65 -5.79 -3.25 < .001 842
5政党条件 議席数 議席数:10~49 3.79 0.71 2.41 5.18 < .001 842
5政党条件 議席数 議席数:50~99 8.21 0.93 6.39 10.03 < .001 842
5政党条件 議席数 議席数:100~199 9.80 1.09 7.67 11.93 < .001 842
5政党条件 議席数 議席数:200以上 10.12 1.14 7.89 12.35 < .001 842
5政党条件 CPI CPI:プラス1ポイント 0.89 0.68 -0.45 2.23 .195 842
5政党条件 CPI CPI:マイナス1ポイント -1.16 0.67 -2.47 0.16 .087 842
5政党条件 失業率 失業率:プラス1% -2.97 0.71 -4.36 -1.59 < .001 842
5政党条件 失業率 失業率:マイナス1% -0.07 0.72 -1.47 1.34 .927 842

補図E2:2政党条件との差

補図E2データ <- study1_env$interaction_plot_df
補図E2 <- study1_env$p_interaction
補図E2

表E2 <- readr::read_csv(study_csv("study1", "table_amce_interaction.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, attribute = "属性")) %>%
  dplyr::mutate(dplyr::across(dplyr::any_of("属性"), 属性日本語))
knitr::kable(表日本語(表E2), format = "html", row.names = FALSE)
比較条件 属性 水準 2選択肢条件との差(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値
3政党 政策位置 右派・保守的 -2.28 1.88 -5.97 1.41 0.226
4政党 政策位置 右派・保守的 -2.77 1.75 -6.19 0.66 0.114
5政党 政策位置 右派・保守的 -1.87 1.67 -5.14 1.41 0.264
3政党 政策位置 左派・革新的 -0.95 1.88 -4.64 2.74 0.613
4政党 政策位置 左派・革新的 -0.23 1.74 -3.64 3.18 0.893
5政党 政策位置 左派・革新的 1.48 1.66 -1.78 4.74 0.374
3政党 与党/野党 与党 -1.27 1.63 -4.47 1.92 0.435
4政党 与党/野党 与党 -0.51 1.54 -3.52 2.50 0.740
5政党 与党/野党 与党 0.17 1.49 -2.75 3.09 0.910
3政党 GDP成長率 GDP:プラス1% 0.32 1.73 -3.07 3.71 0.852
4政党 GDP成長率 GDP:プラス1% -0.34 1.65 -3.57 2.89 0.838
5政党 GDP成長率 GDP:プラス1% -1.31 1.59 -4.43 1.81 0.412
3政党 GDP成長率 GDP:マイナス1% 0.07 1.67 -3.21 3.35 0.967
4政党 GDP成長率 GDP:マイナス1% -0.72 1.58 -3.81 2.38 0.650
5政党 GDP成長率 GDP:マイナス1% -0.53 1.53 -3.53 2.47 0.730
3政党 日経平均 日経平均:プラス1000円 -0.28 1.74 -3.69 3.13 0.873
4政党 日経平均 日経平均:プラス1000円 -3.10 1.63 -6.29 0.10 0.058
5政党 日経平均 日経平均:プラス1000円 -2.55 1.56 -5.60 0.51 0.102
3政党 日経平均 日経平均:マイナス1000円 1.22 1.70 -2.10 4.55 0.471
4政党 日経平均 日経平均:マイナス1000円 0.24 1.54 -2.78 3.27 0.875
5政党 日経平均 日経平均:マイナス1000円 0.93 1.49 -1.99 3.85 0.532
3政党 議席数 議席数:10~49 1.52 2.13 -2.66 5.70 0.475
4政党 議席数 議席数:10~49 1.65 1.95 -2.18 5.47 0.398
5政党 議席数 議席数:10~49 1.65 1.87 -2.02 5.33 0.379
3政党 議席数 議席数:50~99 0.84 2.17 -3.42 5.09 0.700
4政党 議席数 議席数:50~99 -0.84 2.02 -4.80 3.11 0.676
5政党 議席数 議席数:50~99 0.69 1.99 -3.21 4.58 0.729
3政党 議席数 議席数:100~199 2.80 2.32 -1.74 7.35 0.226
4政党 議席数 議席数:100~199 1.27 2.12 -2.87 5.42 0.548
5政党 議席数 議席数:100~199 0.91 2.09 -3.18 4.99 0.664
3政党 議席数 議席数:200以上 0.55 2.38 -4.12 5.22 0.817
4政党 議席数 議席数:200以上 -0.82 2.25 -5.22 3.59 0.717
5政党 議席数 議席数:200以上 -0.60 2.16 -4.82 3.63 0.781
3政党 CPI CPI:プラス1ポイント 1.30 1.71 -2.05 4.65 0.447
4政党 CPI CPI:プラス1ポイント 2.93 1.60 -0.20 6.07 0.066
5政党 CPI CPI:プラス1ポイント 1.03 1.54 -1.99 4.05 0.504
3政党 CPI CPI:マイナス1ポイント 1.28 1.70 -2.06 4.62 0.453
4政党 CPI CPI:マイナス1ポイント 1.18 1.59 -1.94 4.30 0.458
5政党 CPI CPI:マイナス1ポイント -0.02 1.53 -3.02 2.98 0.988
3政党 失業率 失業率:プラス1% 1.10 1.74 -2.30 4.50 0.527
4政党 失業率 失業率:プラス1% 0.92 1.62 -2.25 4.08 0.571
5政党 失業率 失業率:プラス1% 1.53 1.55 -1.52 4.57 0.325
3政党 失業率 失業率:マイナス1% 0.78 1.74 -2.64 4.19 0.657
4政党 失業率 失業率:マイナス1% 2.37 1.61 -0.78 5.53 0.141
5政党 失業率 失業率:マイナス1% 2.76 1.56 -0.31 5.82 0.078

補図E3:条件付きロジット

補図E3 <- study1_env$p_clogit_or
補図E3

表E3 <- readr::read_csv(study_csv("study1", "table_conditional_logit.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", label = "水準")) %>%
  dplyr::mutate(
    条件 = 条件日本語(条件, "study1"),
    属性 = 属性日本語(属性)
  ) %>%
  dplyr::select(-dplyr::any_of(c("term", "variable", "policy_position", "government_status")))
knitr::kable(表日本語(表E3), format = "html", row.names = FALSE)
条件 属性 水準(基準水準との差) log係数 標準誤差 オッズ比 95% CI下限(OR) 95% CI上限(OR) p値
2政党 政策位置 右派・保守的 -0.115 0.060 0.891 0.792 1.003 .055
2政党 政策位置 左派・革新的 -0.350 0.060 0.705 0.627 0.793 < .001
2政党 与党/野党 与党 0.207 0.051 1.229 1.112 1.359 < .001
2政党 GDP成長率 GDP:プラス1% 0.309 0.058 1.362 1.215 1.526 < .001
2政党 GDP成長率 GDP:マイナス1% -0.133 0.058 0.876 0.782 0.980 .021
2政党 日経平均 日経平均:プラス1000円 0.261 0.059 1.298 1.156 1.457 < .001
2政党 日経平均 日経平均:マイナス1000円 -0.246 0.058 0.782 0.698 0.876 < .001
2政党 議席数 議席数:10~49 0.112 0.074 1.118 0.968 1.291 .130
2政党 議席数 議席数:50~99 0.331 0.074 1.392 1.205 1.608 < .001
2政党 議席数 議席数:100~199 0.378 0.077 1.459 1.255 1.696 < .001
2政党 議席数 議席数:200以上 0.442 0.077 1.555 1.337 1.810 < .001
2政党 CPI CPI:プラス1ポイント 0.020 0.057 1.020 0.911 1.142 .728
2政党 CPI CPI:マイナス1ポイント -0.047 0.058 0.954 0.852 1.068 .414
2政党 失業率 失業率:プラス1% -0.201 0.059 0.818 0.728 0.918 < .001
2政党 失業率 失業率:マイナス1% -0.136 0.058 0.873 0.779 0.978 .019
3政党 政策位置 右派・保守的 -0.225 0.056 0.798 0.716 0.891 < .001
3政党 政策位置 左派・革新的 -0.435 0.059 0.647 0.576 0.726 < .001
3政党 与党/野党 与党 0.177 0.051 1.193 1.080 1.318 < .001
3政党 GDP成長率 GDP:プラス1% 0.373 0.047 1.451 1.323 1.592 < .001
3政党 GDP成長率 GDP:マイナス1% -0.136 0.048 0.872 0.794 0.959 .005
3政党 日経平均 日経平均:プラス1000円 0.283 0.049 1.328 1.207 1.460 < .001
3政党 日経平均 日経平均:マイナス1000円 -0.201 0.051 0.818 0.741 0.903 < .001
3政党 議席数 議席数:10~49 0.197 0.063 1.218 1.076 1.379 .002
3政党 議席数 議席数:50~99 0.410 0.063 1.506 1.330 1.706 < .001
3政党 議席数 議席数:100~199 0.574 0.072 1.776 1.542 2.045 < .001
3政党 議席数 議席数:200以上 0.544 0.073 1.723 1.492 1.989 < .001
3政党 CPI CPI:プラス1ポイント 0.053 0.048 1.054 0.959 1.159 .273
3政党 CPI CPI:マイナス1ポイント -0.001 0.047 0.999 0.911 1.096 .989
3政党 失業率 失業率:プラス1% -0.167 0.049 0.846 0.768 0.932 < .001
3政党 失業率 失業率:マイナス1% -0.103 0.049 0.902 0.819 0.994 .037
4政党 政策位置 右派・保守的 -0.286 0.054 0.752 0.676 0.835 < .001
4政党 政策位置 左派・革新的 -0.468 0.057 0.626 0.560 0.700 < .001
4政党 与党/野党 与党 0.241 0.051 1.273 1.153 1.405 < .001
4政党 GDP成長率 GDP:プラス1% 0.384 0.046 1.468 1.342 1.605 < .001
4政党 GDP成長率 GDP:マイナス1% -0.207 0.047 0.813 0.741 0.891 < .001
4政党 日経平均 日経平均:プラス1000円 0.168 0.045 1.183 1.083 1.293 < .001
4政党 日経平均 日経平均:マイナス1000円 -0.301 0.045 0.740 0.677 0.809 < .001
4政党 議席数 議席数:10~49 0.232 0.056 1.261 1.130 1.406 < .001
4政党 議席数 議席数:50~99 0.399 0.060 1.491 1.326 1.676 < .001
4政党 議席数 議席数:100~199 0.585 0.065 1.795 1.579 2.040 < .001
4政党 議席数 議席数:200以上 0.567 0.073 1.762 1.527 2.033 < .001
4政党 CPI CPI:プラス1ポイント 0.150 0.045 1.161 1.063 1.269 < .001
4政党 CPI CPI:マイナス1ポイント -0.001 0.046 0.999 0.912 1.094 .983
4政党 失業率 失業率:プラス1% -0.204 0.048 0.815 0.742 0.895 < .001
4政党 失業率 失業率:マイナス1% -0.020 0.044 0.981 0.900 1.069 .656
5政党 政策位置 右派・保守的 -0.271 0.054 0.763 0.686 0.848 < .001
5政党 政策位置 左派・革新的 -0.419 0.056 0.657 0.589 0.734 < .001
5政党 与党/野党 与党 0.306 0.052 1.358 1.226 1.504 < .001
5政党 GDP成長率 GDP:プラス1% 0.389 0.046 1.475 1.348 1.615 < .001
5政党 GDP成長率 GDP:マイナス1% -0.228 0.048 0.796 0.725 0.874 < .001
5政党 日経平均 日経平均:プラス1000円 0.231 0.044 1.260 1.157 1.373 < .001
5政党 日経平均 日経平均:マイナス1000円 -0.323 0.046 0.724 0.662 0.792 < .001
5政党 議席数 議席数:10~49 0.275 0.052 1.317 1.190 1.457 < .001
5政党 議席数 議席数:50~99 0.544 0.060 1.722 1.530 1.938 < .001
5政党 議席数 議席数:100~199 0.643 0.068 1.902 1.665 2.172 < .001
5政党 議席数 議席数:200以上 0.651 0.070 1.917 1.671 2.199 < .001
5政党 CPI CPI:プラス1ポイント 0.054 0.044 1.055 0.969 1.149 .216
5政党 CPI CPI:マイナス1ポイント -0.083 0.045 0.920 0.843 1.005 .065
5政党 失業率 失業率:プラス1% -0.190 0.047 0.827 0.754 0.907 < .001
5政党 失業率 失業率:マイナス1% -0.005 0.045 0.995 0.911 1.087 .912

F. 実験2(2026年)の補足分析

本文では実験2のAMCEの方向性を記述し、詳細を補遺に回しているため、共変量調整済みAMCEを補図F1として最初に示す。

補図F1:共変量調整済みAMCE

補図F1データ <- study2_env$amce_plot_df_cov_facet
補図F1 <- study2_env$p_amce_cov_facet
補図F1

表F1 <- readr::read_csv(study_csv("study2", "table_amce_covariate_adjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表F1), format = "html", row.names = FALSE)
条件 属性 水準(基準水準との差) 推定値(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値 回答者数
2政党条件 政策位置 右派・保守的 -1.96 1.61 -5.11 1.19 .223 711
2政党条件 政策位置 左派・革新的 -9.43 1.58 -12.53 -6.34 < .001 711
2政党条件 与党/野党 与党 3.43 1.31 0.87 5.99 .009 711
2政党条件 GDP成長率 GDP:プラス1% 8.29 1.56 5.23 11.35 < .001 711
2政党条件 GDP成長率 GDP:マイナス1% -5.54 1.52 -8.52 -2.56 < .001 711
2政党条件 日経平均 日経平均:プラス1000円 4.28 1.49 1.35 7.20 .004 711
2政党条件 日経平均 日経平均:マイナス1000円 -7.03 1.52 -10.01 -4.06 < .001 711
2政党条件 議席数 議席数:10~49 1.05 1.85 -2.58 4.67 .572 711
2政党条件 議席数 議席数:50~99 5.40 1.80 1.87 8.93 .003 711
2政党条件 議席数 議席数:100~199 8.38 2.00 4.46 12.30 < .001 711
2政党条件 議席数 議席数:200以上 8.34 1.99 4.43 12.24 < .001 711
2政党条件 CPI CPI:プラス1ポイント 1.84 1.43 -0.97 4.64 .200 711
2政党条件 CPI CPI:マイナス1ポイント 1.64 1.41 -1.13 4.40 .246 711
2政党条件 失業率 失業率:プラス1% -4.71 1.52 -7.69 -1.73 .002 711
2政党条件 失業率 失業率:マイナス1% -3.02 1.50 -5.96 -0.08 .045 711
3政党条件 政策位置 右派・保守的 -0.29 1.18 -2.59 2.02 .807 1062
3政党条件 政策位置 左派・革新的 -9.14 1.04 -11.19 -7.10 < .001 1062
3政党条件 与党/野党 与党 1.80 0.91 0.02 3.57 .048 1062
3政党条件 GDP成長率 GDP:プラス1% 5.85 0.97 3.95 7.75 < .001 1062
3政党条件 GDP成長率 GDP:マイナス1% -6.32 0.88 -8.05 -4.58 < .001 1062
3政党条件 日経平均 日経平均:プラス1000円 5.06 0.96 3.18 6.94 < .001 1062
3政党条件 日経平均 日経平均:マイナス1000円 -4.63 0.94 -6.46 -2.79 < .001 1062
3政党条件 議席数 議席数:10~49 3.52 1.17 1.23 5.81 .003 1062
3政党条件 議席数 議席数:50~99 7.32 1.19 4.99 9.65 < .001 1062
3政党条件 議席数 議席数:100~199 10.83 1.21 8.46 13.20 < .001 1062
3政党条件 議席数 議席数:200以上 10.08 1.25 7.63 12.52 < .001 1062
3政党条件 CPI CPI:プラス1ポイント 1.32 0.92 -0.47 3.12 .149 1062
3政党条件 CPI CPI:マイナス1ポイント -2.66 0.94 -4.51 -0.81 .005 1062
3政党条件 失業率 失業率:プラス1% -4.23 0.95 -6.09 -2.37 < .001 1062
3政党条件 失業率 失業率:マイナス1% -1.38 0.96 -3.26 0.50 .150 1062
4政党条件 政策位置 右派・保守的 1.11 0.98 -0.82 3.03 .260 1097
4政党条件 政策位置 左派・革新的 -8.64 0.86 -10.32 -6.96 < .001 1097
4政党条件 与党/野党 与党 1.85 0.72 0.43 3.27 .011 1097
4政党条件 GDP成長率 GDP:プラス1% 6.40 0.76 4.92 7.89 < .001 1097
4政党条件 GDP成長率 GDP:マイナス1% -4.84 0.69 -6.19 -3.50 < .001 1097
4政党条件 日経平均 日経平均:プラス1000円 2.72 0.77 1.20 4.23 < .001 1097
4政党条件 日経平均 日経平均:マイナス1000円 -5.12 0.71 -6.52 -3.73 < .001 1097
4政党条件 議席数 議席数:10~49 5.18 0.87 3.47 6.89 < .001 1097
4政党条件 議席数 議席数:50~99 8.18 0.94 6.34 10.02 < .001 1097
4政党条件 議席数 議席数:100~199 11.17 0.97 9.28 13.07 < .001 1097
4政党条件 議席数 議席数:200以上 11.28 1.02 9.28 13.29 < .001 1097
4政党条件 CPI CPI:プラス1ポイント 1.67 0.74 0.21 3.12 .025 1097
4政党条件 CPI CPI:マイナス1ポイント -0.57 0.73 -2.00 0.86 .433 1097
4政党条件 失業率 失業率:プラス1% -4.23 0.75 -5.70 -2.76 < .001 1097
4政党条件 失業率 失業率:マイナス1% -1.18 0.79 -2.73 0.37 .136 1097
5政党条件 政策位置 右派・保守的 1.01 0.78 -0.52 2.55 .195 1322
5政党条件 政策位置 左派・革新的 -6.08 0.68 -7.42 -4.75 < .001 1322
5政党条件 与党/野党 与党 2.76 0.55 1.68 3.83 < .001 1322
5政党条件 GDP成長率 GDP:プラス1% 5.07 0.59 3.91 6.23 < .001 1322
5政党条件 GDP成長率 GDP:マイナス1% -2.96 0.52 -3.98 -1.94 < .001 1322
5政党条件 日経平均 日経平均:プラス1000円 4.09 0.58 2.97 5.22 < .001 1322
5政党条件 日経平均 日経平均:マイナス1000円 -3.13 0.55 -4.20 -2.07 < .001 1322
5政党条件 議席数 議席数:10~49 2.26 0.63 1.02 3.50 < .001 1322
5政党条件 議席数 議席数:50~99 6.91 0.70 5.54 8.28 < .001 1322
5政党条件 議席数 議席数:100~199 9.65 0.75 8.18 11.12 < .001 1322
5政党条件 議席数 議席数:200以上 10.56 0.77 9.05 12.08 < .001 1322
5政党条件 CPI CPI:プラス1ポイント 0.28 0.54 -0.78 1.35 .602 1322
5政党条件 CPI CPI:マイナス1ポイント -0.43 0.55 -1.50 0.65 .436 1322
5政党条件 失業率 失業率:プラス1% -2.36 0.55 -3.43 -1.28 < .001 1322
5政党条件 失業率 失業率:マイナス1% -0.19 0.59 -1.34 0.97 .753 1322

補図F2:共変量を含めないAMCE

補図F2データ <- study2_env$amce_plot_df_nocov_facet
補図F2 <- study2_env$p_amce_facet_nocov
補図F2

表F2 <- readr::read_csv(study_csv("study2", "table_amce_unadjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表F2), format = "html", row.names = FALSE)
条件 属性 水準(基準水準との差) 推定値(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値 回答者数
2政党条件 政策位置 右派・保守的 -1.94 1.60 -5.08 1.19 .225 711
2政党条件 政策位置 左派・革新的 -9.40 1.57 -12.48 -6.31 < .001 711
2政党条件 与党/野党 与党 3.43 1.30 0.88 5.98 .009 711
2政党条件 GDP成長率 GDP:プラス1% 8.26 1.56 5.21 11.31 < .001 711
2政党条件 GDP成長率 GDP:マイナス1% -5.53 1.51 -8.49 -2.56 < .001 711
2政党条件 日経平均 日経平均:プラス1000円 4.27 1.49 1.36 7.18 .004 711
2政党条件 日経平均 日経平均:マイナス1000円 -7.01 1.51 -9.97 -4.05 < .001 711
2政党条件 議席数 議席数:10~49 1.03 1.84 -2.59 4.64 .578 711
2政党条件 議席数 議席数:50~99 5.37 1.79 1.86 8.89 .003 711
2政党条件 議席数 議席数:100~199 8.35 1.99 4.45 12.25 < .001 711
2政党条件 議席数 議席数:200以上 8.33 1.98 4.44 12.21 < .001 711
2政党条件 CPI CPI:プラス1ポイント 1.85 1.43 -0.95 4.64 .195 711
2政党条件 CPI CPI:マイナス1ポイント 1.62 1.40 -1.14 4.37 .250 711
2政党条件 失業率 失業率:プラス1% -4.72 1.51 -7.68 -1.75 .002 711
2政党条件 失業率 失業率:マイナス1% -3.02 1.49 -5.95 -0.10 .043 711
3政党条件 政策位置 右派・保守的 -0.28 1.17 -2.58 2.02 .810 1062
3政党条件 政策位置 左派・革新的 -9.12 1.04 -11.16 -7.08 < .001 1062
3政党条件 与党/野党 与党 1.79 0.91 0.01 3.56 .049 1062
3政党条件 GDP成長率 GDP:プラス1% 5.85 0.97 3.95 7.74 < .001 1062
3政党条件 GDP成長率 GDP:マイナス1% -6.31 0.88 -8.03 -4.58 < .001 1062
3政党条件 日経平均 日経平均:プラス1000円 5.05 0.96 3.18 6.93 < .001 1062
3政党条件 日経平均 日経平均:マイナス1000円 -4.62 0.93 -6.46 -2.79 < .001 1062
3政党条件 議席数 議席数:10~49 3.52 1.17 1.23 5.81 .003 1062
3政党条件 議席数 議席数:50~99 7.31 1.19 4.99 9.63 < .001 1062
3政党条件 議席数 議席数:100~199 10.81 1.21 8.45 13.18 < .001 1062
3政党条件 議席数 議席数:200以上 10.06 1.24 7.62 12.50 < .001 1062
3政党条件 CPI CPI:プラス1ポイント 1.33 0.92 -0.47 3.13 .148 1062
3政党条件 CPI CPI:マイナス1ポイント -2.66 0.94 -4.51 -0.81 .005 1062
3政党条件 失業率 失業率:プラス1% -4.23 0.95 -6.08 -2.37 < .001 1062
3政党条件 失業率 失業率:マイナス1% -1.39 0.96 -3.26 0.49 .147 1062
4政党条件 政策位置 右派・保守的 1.11 0.98 -0.82 3.03 .260 1097
4政党条件 政策位置 左派・革新的 -8.63 0.86 -10.31 -6.96 < .001 1097
4政党条件 与党/野党 与党 1.85 0.72 0.43 3.27 .011 1097
4政党条件 GDP成長率 GDP:プラス1% 6.40 0.76 4.91 7.88 < .001 1097
4政党条件 GDP成長率 GDP:マイナス1% -4.84 0.69 -6.18 -3.50 < .001 1097
4政党条件 日経平均 日経平均:プラス1000円 2.72 0.77 1.20 4.23 < .001 1097
4政党条件 日経平均 日経平均:マイナス1000円 -5.12 0.71 -6.51 -3.73 < .001 1097
4政党条件 議席数 議席数:10~49 5.18 0.87 3.47 6.88 < .001 1097
4政党条件 議席数 議席数:50~99 8.17 0.94 6.33 10.01 < .001 1097
4政党条件 議席数 議席数:100~199 11.17 0.96 9.28 13.06 < .001 1097
4政党条件 議席数 議席数:200以上 11.28 1.02 9.28 13.28 < .001 1097
4政党条件 CPI CPI:プラス1ポイント 1.67 0.74 0.22 3.12 .024 1097
4政党条件 CPI CPI:マイナス1ポイント -0.57 0.73 -1.99 0.86 .435 1097
4政党条件 失業率 失業率:プラス1% -4.22 0.75 -5.69 -2.75 < .001 1097
4政党条件 失業率 失業率:マイナス1% -1.18 0.79 -2.73 0.37 .137 1097
5政党条件 政策位置 右派・保守的 1.02 0.78 -0.51 2.55 .194 1322
5政党条件 政策位置 左派・革新的 -6.08 0.68 -7.41 -4.75 < .001 1322
5政党条件 与党/野党 与党 2.75 0.55 1.67 3.82 < .001 1322
5政党条件 GDP成長率 GDP:プラス1% 5.07 0.59 3.91 6.23 < .001 1322
5政党条件 GDP成長率 GDP:マイナス1% -2.96 0.52 -3.97 -1.94 < .001 1322
5政党条件 日経平均 日経平均:プラス1000円 4.09 0.57 2.96 5.22 < .001 1322
5政党条件 日経平均 日経平均:マイナス1000円 -3.13 0.55 -4.20 -2.06 < .001 1322
5政党条件 議席数 議席数:10~49 2.26 0.63 1.02 3.50 < .001 1322
5政党条件 議席数 議席数:50~99 6.91 0.70 5.54 8.27 < .001 1322
5政党条件 議席数 議席数:100~199 9.65 0.75 8.18 11.12 < .001 1322
5政党条件 議席数 議席数:200以上 10.56 0.77 9.05 12.07 < .001 1322
5政党条件 CPI CPI:プラス1ポイント 0.28 0.54 -0.78 1.35 .602 1322
5政党条件 CPI CPI:マイナス1ポイント -0.42 0.55 -1.50 0.65 .438 1322
5政党条件 失業率 失業率:プラス1% -2.36 0.55 -3.44 -1.28 < .001 1322
5政党条件 失業率 失業率:マイナス1% -0.19 0.59 -1.34 0.96 .749 1322

補図F3:2政党条件との差

補図F3データ <- study2_env$interaction_plot_df
補図F3 <- study2_env$p_interaction
補図F3

表F3 <- readr::read_csv(study_csv("study2", "table_amce_interaction.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, attribute = "属性")) %>%
  dplyr::mutate(dplyr::across(dplyr::any_of("属性"), 属性日本語))
knitr::kable(表日本語(表F3), format = "html", row.names = FALSE)
比較条件 属性 水準 2選択肢条件との差(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値
3政党 政策位置 右派・保守的 1.66 1.98 -2.22 5.55 0.402
4政党 政策位置 右派・保守的 3.05 1.88 -0.63 6.73 0.104
5政党 政策位置 右派・保守的 2.96 1.78 -0.53 6.45 0.096
3政党 政策位置 左派・革新的 0.28 1.88 -3.42 3.97 0.882
4政党 政策位置 左派・革新的 0.77 1.79 -2.74 4.27 0.668
5政党 政策位置 左派・革新的 3.32 1.71 -0.04 6.68 0.053
3政党 与党/野党 与党 -1.64 1.58 -4.74 1.46 0.300
4政党 与党/野党 与党 -1.58 1.49 -4.49 1.33 0.288
5政党 与党/野党 与党 -0.68 1.41 -3.44 2.08 0.630
3政党 GDP成長率 GDP:プラス1% -2.42 1.83 -6.00 1.17 0.187
4政党 GDP成長率 GDP:プラス1% -1.87 1.73 -5.25 1.52 0.280
5政党 GDP成長率 GDP:プラス1% -3.20 1.66 -6.45 0.06 0.055
3政党 GDP成長率 GDP:マイナス1% -0.78 1.75 -4.21 2.65 0.656
4政党 GDP成長率 GDP:マイナス1% 0.69 1.66 -2.56 3.93 0.679
5政党 GDP成長率 GDP:マイナス1% 2.57 1.60 -0.56 5.70 0.108
3政党 日経平均 日経平均:プラス1000円 0.78 1.77 -2.68 4.24 0.658
4政党 日経平均 日経平均:プラス1000円 -1.56 1.67 -4.83 1.72 0.353
5政党 日経平均 日経平均:プラス1000円 -0.18 1.59 -3.30 2.94 0.909
3政党 日経平均 日経平均:マイナス1000円 2.39 1.78 -1.09 5.87 0.179
4政党 日経平均 日経平均:マイナス1000円 1.89 1.67 -1.38 5.16 0.257
5政党 日経平均 日経平均:マイナス1000円 3.88 1.60 0.73 7.02 0.016
3政党 議席数 議席数:10~49 2.49 2.18 -1.79 6.76 0.254
4政党 議席数 議席数:10~49 4.15 2.04 0.16 8.14 0.042
5政党 議席数 議席数:10~49 1.23 1.95 -2.58 5.05 0.527
3政党 議席数 議席数:50~99 1.94 2.15 -2.27 6.15 0.367
4政党 議席数 議席数:50~99 2.80 2.02 -1.17 6.76 0.167
5政党 議席数 議席数:50~99 1.53 1.92 -2.24 5.30 0.425
3政党 議席数 議席数:100~199 2.46 2.32 -2.09 7.02 0.289
4政党 議席数 議席数:100~199 2.82 2.21 -1.51 7.15 0.202
5政党 議席数 議席数:100~199 1.30 2.12 -2.87 5.46 0.542
3政党 議席数 議席数:200以上 1.74 2.34 -2.85 6.32 0.458
4政党 議席数 議席数:200以上 2.95 2.23 -1.42 7.32 0.185
5政党 議席数 議席数:200以上 2.23 2.13 -1.93 6.40 0.293
3政党 CPI CPI:プラス1ポイント -0.52 1.69 -3.84 2.80 0.759
4政党 CPI CPI:プラス1ポイント -0.18 1.61 -3.32 2.97 0.912
5政党 CPI CPI:プラス1ポイント -1.56 1.52 -4.55 1.42 0.305
3政党 CPI CPI:マイナス1ポイント -4.28 1.69 -7.59 -0.97 0.011
4政党 CPI CPI:マイナス1ポイント -2.18 1.58 -5.28 0.91 0.167
5政党 CPI CPI:マイナス1ポイント -2.04 1.51 -4.99 0.91 0.175
3政党 失業率 失業率:プラス1% 0.49 1.78 -3.00 3.99 0.782
4政党 失業率 失業率:プラス1% 0.50 1.69 -2.81 3.80 0.769
5政党 失業率 失業率:プラス1% 2.36 1.61 -0.79 5.51 0.142
3政党 失業率 失業率:マイナス1% 1.64 1.77 -1.84 5.11 0.355
4政党 失業率 失業率:マイナス1% 1.85 1.69 -1.46 5.16 0.274
5政党 失業率 失業率:マイナス1% 2.84 1.60 -0.31 5.98 0.077

補図F4:条件付きロジット

補図F4 <- study2_env$p_clogit_or
補図F4

表F4 <- readr::read_csv(study_csv("study2", "table_conditional_logit.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", label = "水準")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), 属性 = 属性日本語(属性)) %>%
  dplyr::select(-dplyr::any_of(c("term", "variable", "policy_position", "government_status")))
knitr::kable(表日本語(表F4), format = "html", row.names = FALSE)
条件 属性 水準(基準水準との差) log係数 標準誤差 オッズ比 95% CI下限(OR) 95% CI上限(OR) p値
2政党 政策位置 右派・保守的 -0.086 0.072 0.918 0.797 1.057 .234
2政党 政策位置 左派・革新的 -0.408 0.069 0.665 0.581 0.762 < .001
2政党 与党/野党 与党 0.137 0.054 1.147 1.031 1.276 .012
2政党 GDP成長率 GDP:プラス1% 0.346 0.065 1.413 1.245 1.603 < .001
2政党 GDP成長率 GDP:マイナス1% -0.224 0.063 0.799 0.706 0.905 < .001
2政党 日経平均 日経平均:プラス1000円 0.187 0.063 1.205 1.066 1.363 .003
2政党 日経平均 日経平均:マイナス1000円 -0.294 0.064 0.745 0.658 0.844 < .001
2政党 議席数 議席数:10~49 0.054 0.076 1.056 0.910 1.225 .474
2政党 議席数 議席数:50~99 0.254 0.079 1.290 1.105 1.505 .001
2政党 議席数 議席数:100~199 0.349 0.084 1.418 1.202 1.672 < .001
2政党 議席数 議席数:200以上 0.351 0.087 1.420 1.199 1.683 < .001
2政党 CPI CPI:プラス1ポイント 0.099 0.062 1.104 0.977 1.247 .112
2政党 CPI CPI:マイナス1ポイント 0.087 0.061 1.091 0.968 1.230 .153
2政党 失業率 失業率:プラス1% -0.190 0.064 0.827 0.729 0.938 .003
2政党 失業率 失業率:マイナス1% -0.131 0.064 0.877 0.774 0.993 .039
3政党 政策位置 右派・保守的 -0.014 0.053 0.986 0.889 1.093 .791
3政党 政策位置 左派・革新的 -0.444 0.051 0.641 0.580 0.709 < .001
3政党 与党/野党 与党 0.089 0.042 1.093 1.006 1.187 .036
3政党 GDP成長率 GDP:プラス1% 0.263 0.043 1.301 1.196 1.415 < .001
3政党 GDP成長率 GDP:マイナス1% -0.309 0.043 0.734 0.675 0.798 < .001
3政党 日経平均 日経平均:プラス1000円 0.228 0.044 1.256 1.153 1.369 < .001
3政党 日経平均 日経平均:マイナス1000円 -0.232 0.046 0.793 0.724 0.869 < .001
3政党 議席数 議席数:10~49 0.182 0.060 1.200 1.066 1.350 .003
3政党 議席数 議席数:50~99 0.377 0.060 1.457 1.295 1.640 < .001
3政党 議席数 議席数:100~199 0.536 0.060 1.710 1.519 1.924 < .001
3政党 議席数 議席数:200以上 0.495 0.062 1.640 1.454 1.850 < .001
3政党 CPI CPI:プラス1ポイント 0.066 0.043 1.068 0.983 1.161 .120
3政党 CPI CPI:マイナス1ポイント -0.117 0.045 0.890 0.815 0.971 .009
3政党 失業率 失業率:プラス1% -0.200 0.044 0.819 0.751 0.893 < .001
3政党 失業率 失業率:マイナス1% -0.063 0.044 0.939 0.862 1.024 .156
4政党 政策位置 右派・保守的 0.053 0.050 1.055 0.957 1.163 .285
4政党 政策位置 左派・革新的 -0.519 0.052 0.595 0.538 0.659 < .001
4政党 与党/野党 与党 0.099 0.040 1.104 1.020 1.195 .014
4政党 GDP成長率 GDP:プラス1% 0.340 0.040 1.405 1.300 1.518 < .001
4政党 GDP成長率 GDP:マイナス1% -0.294 0.042 0.745 0.687 0.809 < .001
4政党 日経平均 日経平均:プラス1000円 0.142 0.040 1.152 1.065 1.247 < .001
4政党 日経平均 日経平均:マイナス1000円 -0.300 0.042 0.741 0.683 0.804 < .001
4政党 議席数 議席数:10~49 0.331 0.056 1.392 1.247 1.553 < .001
4政党 議席数 議席数:50~99 0.497 0.058 1.645 1.467 1.844 < .001
4政党 議席数 議席数:100~199 0.656 0.059 1.927 1.716 2.163 < .001
4政党 議席数 議席数:200以上 0.656 0.062 1.928 1.709 2.175 < .001
4政党 CPI CPI:プラス1ポイント 0.098 0.040 1.103 1.019 1.194 .015
4政党 CPI CPI:マイナス1ポイント -0.031 0.041 0.969 0.894 1.051 .447
4政党 失業率 失業率:プラス1% -0.232 0.042 0.793 0.730 0.862 < .001
4政党 失業率 失業率:マイナス1% -0.065 0.043 0.937 0.862 1.019 .127
5政党 政策位置 右派・保守的 0.064 0.047 1.066 0.973 1.168 .173
5政党 政策位置 左派・革新的 -0.418 0.047 0.658 0.600 0.722 < .001
5政党 与党/野党 与党 0.185 0.036 1.203 1.121 1.291 < .001
5政党 GDP成長率 GDP:プラス1% 0.311 0.036 1.365 1.272 1.464 < .001
5政党 GDP成長率 GDP:マイナス1% -0.209 0.037 0.812 0.755 0.873 < .001
5政党 日経平均 日経平均:プラス1000円 0.245 0.035 1.278 1.193 1.369 < .001
5政党 日経平均 日経平均:マイナス1000円 -0.221 0.038 0.802 0.745 0.864 < .001
5政党 議席数 議席数:10~49 0.182 0.050 1.200 1.087 1.324 < .001
5政党 議席数 議席数:50~99 0.493 0.050 1.638 1.484 1.808 < .001
5政党 議席数 議席数:100~199 0.665 0.053 1.945 1.752 2.159 < .001
5政党 議席数 議席数:200以上 0.716 0.054 2.047 1.843 2.274 < .001
5政党 CPI CPI:プラス1ポイント 0.023 0.035 1.023 0.955 1.096 .513
5政党 CPI CPI:マイナス1ポイント -0.027 0.036 0.973 0.907 1.044 .443
5政党 失業率 失業率:プラス1% -0.160 0.036 0.852 0.794 0.914 < .001
5政党 失業率 失業率:マイナス1% -0.016 0.037 0.985 0.916 1.058 .674

G. 実験3(2026年)の補足分析

補図G1:共変量を含めないAMCE

補図G1データ <- study3_env$amce_plot_nocov
補図G1 <- study3_env$p_amce_nocov
補図G1

表G1 <- readr::read_csv(study_csv("study3", "table_amce_unadjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表G1), format = "html", row.names = FALSE)
条件 属性 水準(基準水準との差) 推定値(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値 回答者数
2選択肢条件 政権与党の政党名 立憲民主党 -8.81 3.11 -14.91 -2.72 .005 716
2選択肢条件 政権与党の政党名 日本維新の会 -5.98 2.76 -11.39 -0.56 .031 716
2選択肢条件 政権与党の政党名 公明党 -23.50 2.89 -29.17 -17.83 < .001 716
2選択肢条件 政権与党の政党名 国民民主党 -1.24 2.79 -6.71 4.24 .659 716
2選択肢条件 政権与党の政党名 れいわ新選組 -28.29 3.03 -34.23 -22.36 < .001 716
2選択肢条件 政権与党の政党名 参政党 -14.93 2.76 -20.35 -9.52 < .001 716
2選択肢条件 政権与党の政党名 日本共産党 -33.63 2.89 -39.30 -27.95 < .001 716
2選択肢条件 政権与党の政党名 中道改革連合 -12.51 2.91 -18.22 -6.80 < .001 716
2選択肢条件 政権与党の政党名 チームみらい -5.10 2.81 -10.60 0.40 .070 716
2選択肢条件 GDP成長率 GDP:プラス1% 7.63 1.43 4.82 10.44 < .001 716
2選択肢条件 GDP成長率 GDP:マイナス1% -5.89 1.44 -8.71 -3.07 < .001 716
2選択肢条件 日経平均 日経平均:プラス1000円 2.84 1.41 0.07 5.61 .045 716
2選択肢条件 日経平均 日経平均:マイナス1000円 -5.26 1.43 -8.06 -2.46 < .001 716
2選択肢条件 CPI CPI:プラス1ポイント -0.48 1.42 -3.26 2.30 .733 716
2選択肢条件 CPI CPI:マイナス1ポイント -2.27 1.43 -5.07 0.52 .112 716
2選択肢条件 失業率 失業率:プラス1% -6.06 1.42 -8.85 -3.27 < .001 716
2選択肢条件 失業率 失業率:マイナス1% -1.49 1.42 -4.26 1.29 .295 716
3選択肢条件 政権与党の政党名 立憲民主党 -13.87 2.26 -18.29 -9.45 < .001 939
3選択肢条件 政権与党の政党名 日本維新の会 -9.01 2.05 -13.02 -5.00 < .001 939
3選択肢条件 政権与党の政党名 公明党 -25.30 2.00 -29.22 -21.38 < .001 939
3選択肢条件 政権与党の政党名 国民民主党 -2.58 2.15 -6.79 1.64 .231 939
3選択肢条件 政権与党の政党名 れいわ新選組 -26.00 2.18 -30.28 -21.73 < .001 939
3選択肢条件 政権与党の政党名 参政党 -12.43 2.15 -16.66 -8.21 < .001 939
3選択肢条件 政権与党の政党名 日本共産党 -28.06 2.15 -32.28 -23.84 < .001 939
3選択肢条件 政権与党の政党名 中道改革連合 -18.36 2.26 -22.78 -13.94 < .001 939
3選択肢条件 政権与党の政党名 チームみらい -8.30 2.16 -12.53 -4.07 < .001 939
3選択肢条件 GDP成長率 GDP:プラス1% 7.09 1.00 5.14 9.05 < .001 939
3選択肢条件 GDP成長率 GDP:マイナス1% -4.80 0.97 -6.70 -2.89 < .001 939
3選択肢条件 日経平均 日経平均:プラス1000円 3.37 1.02 1.37 5.38 .001 939
3選択肢条件 日経平均 日経平均:マイナス1000円 -5.28 0.94 -7.13 -3.43 < .001 939
3選択肢条件 CPI CPI:プラス1ポイント -0.44 0.96 -2.32 1.44 .645 939
3選択肢条件 CPI CPI:マイナス1ポイント -1.37 0.94 -3.21 0.46 .143 939
3選択肢条件 失業率 失業率:プラス1% -4.46 0.96 -6.34 -2.58 < .001 939
3選択肢条件 失業率 失業率:マイナス1% -1.96 0.97 -3.86 -0.05 .044 939
4選択肢条件 政権与党の政党名 立憲民主党 -16.33 1.88 -20.01 -12.64 < .001 1063
4選択肢条件 政権与党の政党名 日本維新の会 -9.34 1.73 -12.73 -5.95 < .001 1063
4選択肢条件 政権与党の政党名 公明党 -24.43 1.67 -27.71 -21.16 < .001 1063
4選択肢条件 政権与党の政党名 国民民主党 -4.96 1.80 -8.49 -1.43 .006 1063
4選択肢条件 政権与党の政党名 れいわ新選組 -25.30 1.75 -28.74 -21.86 < .001 1063
4選択肢条件 政権与党の政党名 参政党 -12.36 1.81 -15.91 -8.81 < .001 1063
4選択肢条件 政権与党の政党名 日本共産党 -25.65 1.80 -29.17 -22.13 < .001 1063
4選択肢条件 政権与党の政党名 中道改革連合 -17.92 1.92 -21.69 -14.15 < .001 1063
4選択肢条件 政権与党の政党名 チームみらい -11.29 1.89 -14.99 -7.58 < .001 1063
4選択肢条件 GDP成長率 GDP:プラス1% 5.03 0.76 3.54 6.52 < .001 1063
4選択肢条件 GDP成長率 GDP:マイナス1% -3.49 0.72 -4.91 -2.08 < .001 1063
4選択肢条件 日経平均 日経平均:プラス1000円 3.87 0.80 2.31 5.43 < .001 1063
4選択肢条件 日経平均 日経平均:マイナス1000円 -3.32 0.72 -4.74 -1.90 < .001 1063
4選択肢条件 CPI CPI:プラス1ポイント 0.54 0.73 -0.89 1.98 .457 1063
4選択肢条件 CPI CPI:マイナス1ポイント -1.25 0.73 -2.69 0.19 .088 1063
4選択肢条件 失業率 失業率:プラス1% -3.72 0.71 -5.11 -2.33 < .001 1063
4選択肢条件 失業率 失業率:マイナス1% -2.01 0.73 -3.44 -0.58 .006 1063
5選択肢条件 政権与党の政党名 立憲民主党 -12.98 1.59 -16.10 -9.86 < .001 1314
5選択肢条件 政権与党の政党名 日本維新の会 -8.62 1.42 -11.40 -5.84 < .001 1314
5選択肢条件 政権与党の政党名 公明党 -21.75 1.38 -24.46 -19.03 < .001 1314
5選択肢条件 政権与党の政党名 国民民主党 -5.06 1.49 -7.98 -2.14 < .001 1314
5選択肢条件 政権与党の政党名 れいわ新選組 -21.60 1.41 -24.37 -18.83 < .001 1314
5選択肢条件 政権与党の政党名 参政党 -13.07 1.49 -16.00 -10.15 < .001 1314
5選択肢条件 政権与党の政党名 日本共産党 -21.87 1.42 -24.65 -19.09 < .001 1314
5選択肢条件 政権与党の政党名 中道改革連合 -16.65 1.50 -19.60 -13.70 < .001 1314
5選択肢条件 政権与党の政党名 チームみらい -12.21 1.51 -15.16 -9.26 < .001 1314
5選択肢条件 GDP成長率 GDP:プラス1% 5.48 0.59 4.32 6.64 < .001 1314
5選択肢条件 GDP成長率 GDP:マイナス1% -2.10 0.52 -3.13 -1.08 < .001 1314
5選択肢条件 日経平均 日経平均:プラス1000円 3.78 0.55 2.70 4.86 < .001 1314
5選択肢条件 日経平均 日経平均:マイナス1000円 -2.15 0.53 -3.19 -1.12 < .001 1314
5選択肢条件 CPI CPI:プラス1ポイント 0.42 0.53 -0.62 1.47 .430 1314
5選択肢条件 CPI CPI:マイナス1ポイント -0.10 0.55 -1.18 0.99 .863 1314
5選択肢条件 失業率 失業率:プラス1% -2.85 0.55 -3.93 -1.76 < .001 1314
5選択肢条件 失業率 失業率:マイナス1% -0.89 0.55 -1.98 0.19 .107 1314

補図G2:2選択肢条件との差

補図G2 <- study3_env$p_interaction
補図G2

表G2 <- readr::read_csv(study_csv("study3", "table_amce_interaction.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, attribute = "属性")) %>%
  dplyr::mutate(dplyr::across(dplyr::any_of("属性"), 属性日本語))
knitr::kable(表日本語(表G2), format = "html", row.names = FALSE)
比較条件 属性 水準 2選択肢条件との差(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値
3選択肢 政権与党の政党名 立憲民主党 -5.05 3.84 -12.57 2.47 .188
4選択肢 政権与党の政党名 立憲民主党 -7.51 3.63 -14.62 -0.40 .038
5選択肢 政権与党の政党名 立憲民主党 -4.16 3.49 -11.00 2.67 .233
3選択肢 政権与党の政党名 日本維新の会 -3.03 3.43 -9.77 3.70 .377
4選択肢 政権与党の政党名 日本維新の会 -3.36 3.26 -9.74 3.02 .302
5選択肢 政権与党の政党名 日本維新の会 -2.65 3.10 -8.72 3.43 .394
3選択肢 政権与党の政党名 公明党 -1.80 3.51 -8.69 5.08 .608
4選択肢 政権与党の政党名 公明党 -0.93 3.34 -7.48 5.61 .780
5選択肢 政権与党の政党名 公明党 1.75 3.20 -4.53 8.03 .584
3選択肢 政権与党の政党名 国民民主党 -1.34 3.52 -8.24 5.56 .703
4選択肢 政権与党の政党名 国民民主党 -3.72 3.32 -10.24 2.79 .262
5選択肢 政権与党の政党名 国民民主党 -3.83 3.16 -10.03 2.38 .227
3選択肢 政権与党の政党名 れいわ新選組 2.29 3.73 -5.02 9.60 .539
4選択肢 政権与党の政党名 れいわ新選組 2.99 3.50 -3.86 9.84 .392
5選択肢 政権与党の政党名 れいわ新選組 6.69 3.34 0.15 13.24 .045
3選択肢 政権与党の政党名 参政党 2.50 3.50 -4.36 9.36 .475
4選択肢 政権与党の政党名 参政党 2.57 3.30 -3.89 9.04 .436
5選択肢 政権与党の政党名 参政党 1.86 3.14 -4.29 8.01 .553
3選択肢 政権与党の政党名 日本共産党 5.57 3.60 -1.49 12.63 .122
4選択肢 政権与党の政党名 日本共産党 7.98 3.40 1.31 14.65 .019
5選択肢 政権与党の政党名 日本共産党 11.76 3.22 5.44 18.07 < .001
3選択肢 政権与党の政党名 中道改革連合 -5.85 3.68 -13.07 1.36 .112
4選択肢 政権与党の政党名 中道改革連合 -5.41 3.49 -12.25 1.42 .121
5選択肢 政権与党の政党名 中道改革連合 -4.15 3.28 -10.56 2.27 .206
3選択肢 政権与党の政党名 チームみらい -3.20 3.54 -10.13 3.73 .365
4選択肢 政権与党の政党名 チームみらい -6.19 3.38 -12.81 0.44 .067
5選択肢 政権与党の政党名 チームみらい -7.11 3.18 -13.35 -0.87 .026
3選択肢 GDP成長率 GDP:プラス1% -0.54 1.75 -3.96 2.88 .758
4選択肢 GDP成長率 GDP:プラス1% -2.60 1.62 -5.78 0.58 .109
5選択肢 GDP成長率 GDP:プラス1% -2.15 1.55 -5.19 0.89 .165
3選択肢 GDP成長率 GDP:マイナス1% 1.09 1.73 -2.31 4.49 .529
4選択肢 GDP成長率 GDP:マイナス1% 2.39 1.61 -0.76 5.54 .136
5選択肢 GDP成長率 GDP:マイナス1% 3.78 1.53 0.79 6.78 .013
3選択肢 日経平均 日経平均:プラス1000円 0.53 1.74 -2.88 3.95 .759
4選択肢 日経平均 日経平均:プラス1000円 1.03 1.62 -2.14 4.21 .525
5選択肢 日経平均 日経平均:プラス1000円 0.94 1.52 -2.03 3.91 .535
3選択肢 日経平均 日経平均:マイナス1000円 -0.02 1.71 -3.37 3.33 .991
4選択肢 日経平均 日経平均:マイナス1000円 1.94 1.60 -1.20 5.07 .226
5選択肢 日経平均 日経平均:マイナス1000円 3.11 1.52 0.12 6.09 .041
3選択肢 CPI CPI:プラス1ポイント 0.04 1.71 -3.31 3.40 .980
4選択肢 CPI CPI:プラス1ポイント 1.03 1.59 -2.10 4.15 .519
5選択肢 CPI CPI:プラス1ポイント 0.91 1.51 -2.06 3.87 .550
3選択肢 CPI CPI:マイナス1ポイント 0.90 1.71 -2.44 4.24 .598
4選択肢 CPI CPI:マイナス1ポイント 1.02 1.60 -2.12 4.16 .525
5選択肢 CPI CPI:マイナス1ポイント 2.18 1.53 -0.82 5.18 .154
3選択肢 失業率 失業率:プラス1% 1.59 1.72 -1.77 4.96 .353
4選択肢 失業率 失業率:プラス1% 2.34 1.59 -0.78 5.45 .142
5選択肢 失業率 失業率:プラス1% 3.21 1.53 0.22 6.21 .035
3選択肢 失業率 失業率:マイナス1% -0.47 1.72 -3.84 2.89 .784
4選択肢 失業率 失業率:マイナス1% -0.53 1.59 -3.65 2.59 .740
5選択肢 失業率 失業率:マイナス1% 0.59 1.52 -2.39 3.57 .697

補図G3:AMCEの線形トレンド

補図G3 <- study3_env$p_linear_trend
補図G3

表G3 <- readr::read_csv(study_csv("study3", "table_amce_linear_trend.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, attribute = "属性", label = "水準")) %>%
  dplyr::mutate(dplyr::across(dplyr::any_of("属性"), 属性日本語)) %>%
  dplyr::select(-dplyr::any_of(c("term", "variable")))
knitr::kable(表日本語(表G3), format = "html", row.names = FALSE)
属性 水準 選択肢が1つ増えるときの変化(pp) 標準誤差(pp) 95% CI下限(pp) 95% CI上限(pp) p値
政権与党の政党名 立憲民主党 -0.61 1.00 -2.57 1.36 .545
政権与党の政党名 日本維新の会 -0.47 0.89 -2.22 1.28 .599
政権与党の政党名 公明党 1.10 0.90 -0.66 2.85 .221
政権与党の政党名 国民民主党 -1.22 0.93 -3.04 0.60 .189
政権与党の政党名 れいわ新選組 2.28 0.94 0.45 4.12 .015
政権与党の政党名 参政党 0.18 0.92 -1.62 1.99 .844
政権与党の政党名 日本共産党 3.61 0.92 1.81 5.40 < .001
政権与党の政党名 中道改革連合 -0.44 0.96 -2.31 1.43 .644
政権与党の政党名 チームみらい -2.19 0.93 -4.01 -0.36 .019
GDP成長率 GDP:プラス1% -0.74 0.42 -1.57 0.09 .079
GDP成長率 GDP:マイナス1% 1.29 0.40 0.50 2.08 .001
日経平均 日経平均:プラス1000円 0.29 0.41 -0.52 1.10 .483
日経平均 日経平均:マイナス1000円 1.24 0.40 0.45 2.03 .002
CPI CPI:プラス1ポイント 0.36 0.40 -0.43 1.15 .372
CPI CPI:マイナス1ポイント 0.70 0.40 -0.09 1.49 .083
失業率 失業率:プラス1% 0.97 0.41 0.17 1.77 .018
失業率 失業率:マイナス1% 0.39 0.41 -0.42 1.19 .346

補図G4:条件付きロジット

補図G4 <- study3_env$p_clogit_or
補図G4

表G4 <- readr::read_csv(study_csv("study3", "table_conditional_logit.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", label = "水準")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), 属性 = 属性日本語(属性)) %>%
  dplyr::select(-dplyr::any_of(c("term", "variable")))
knitr::kable(表日本語(表G4), format = "html", row.names = FALSE)
条件 属性 水準(基準水準との差) log係数 標準誤差 オッズ比 95% CI下限(OR) 95% CI上限(OR) p値
2選択肢 政権与党の政党名 立憲民主党 -0.328 0.123 0.721 0.567 0.916 .008
2選択肢 政権与党の政党名 日本維新の会 -0.248 0.111 0.781 0.628 0.970 .026
2選択肢 政権与党の政党名 公明党 -0.952 0.118 0.386 0.306 0.486 < .001
2選択肢 政権与党の政党名 国民民主党 -0.056 0.114 0.946 0.756 1.183 .625
2選択肢 政権与党の政党名 れいわ新選組 -1.155 0.129 0.315 0.245 0.406 < .001
2選択肢 政権与党の政党名 参政党 -0.598 0.110 0.550 0.443 0.682 < .001
2選択肢 政権与党の政党名 日本共産党 -1.364 0.129 0.256 0.199 0.329 < .001
2選択肢 政権与党の政党名 中道改革連合 -0.524 0.118 0.592 0.470 0.746 < .001
2選択肢 政権与党の政党名 チームみらい -0.206 0.110 0.814 0.655 1.011 .062
2選択肢 GDP成長率 GDP:プラス1% 0.363 0.066 1.438 1.264 1.635 < .001
2選択肢 GDP成長率 GDP:マイナス1% -0.266 0.064 0.766 0.676 0.869 < .001
2選択肢 日経平均 日経平均:プラス1000円 0.133 0.063 1.143 1.009 1.294 .035
2選択肢 日経平均 日経平均:マイナス1000円 -0.248 0.064 0.781 0.688 0.886 < .001
2選択肢 CPI CPI:プラス1ポイント -0.021 0.063 0.980 0.865 1.109 .746
2選択肢 CPI CPI:マイナス1ポイント -0.120 0.063 0.887 0.784 1.003 .055
2選択肢 失業率 失業率:プラス1% -0.256 0.063 0.774 0.684 0.876 < .001
2選択肢 失業率 失業率:マイナス1% -0.064 0.065 0.938 0.825 1.066 .327
3選択肢 政権与党の政党名 立憲民主党 -0.543 0.089 0.581 0.488 0.691 < .001
3選択肢 政権与党の政党名 日本維新の会 -0.341 0.077 0.711 0.612 0.826 < .001
3選択肢 政権与党の政党名 公明党 -1.061 0.087 0.346 0.291 0.411 < .001
3選択肢 政権与党の政党名 国民民主党 -0.096 0.079 0.908 0.778 1.061 .224
3選択肢 政権与党の政党名 れいわ新選組 -1.121 0.100 0.326 0.268 0.396 < .001
3選択肢 政権与党の政党名 参政党 -0.487 0.084 0.614 0.521 0.725 < .001
3選択肢 政権与党の政党名 日本共産党 -1.226 0.103 0.293 0.240 0.359 < .001
3選択肢 政権与党の政党名 中道改革連合 -0.738 0.092 0.478 0.399 0.573 < .001
3選択肢 政権与党の政党名 チームみらい -0.322 0.081 0.725 0.618 0.850 < .001
3選択肢 GDP成長率 GDP:プラス1% 0.331 0.046 1.393 1.273 1.523 < .001
3選択肢 GDP成長率 GDP:マイナス1% -0.264 0.050 0.768 0.696 0.846 < .001
3選択肢 日経平均 日経平均:プラス1000円 0.157 0.048 1.170 1.066 1.285 < .001
3選択肢 日経平均 日経平均:マイナス1000円 -0.275 0.047 0.760 0.692 0.834 < .001
3選択肢 CPI CPI:プラス1ポイント -0.016 0.046 0.984 0.900 1.076 .725
3選択肢 CPI CPI:マイナス1ポイント -0.084 0.045 0.920 0.841 1.005 .065
3選択肢 失業率 失業率:プラス1% -0.224 0.047 0.799 0.729 0.876 < .001
3選択肢 失業率 失業率:マイナス1% -0.097 0.046 0.907 0.828 0.993 .035
4選択肢 政権与党の政党名 立憲民主党 -0.689 0.081 0.502 0.428 0.589 < .001
4選択肢 政権与党の政党名 日本維新の会 -0.362 0.068 0.696 0.609 0.795 < .001
4選択肢 政権与党の政党名 公明党 -1.181 0.085 0.307 0.260 0.363 < .001
4選択肢 政権与党の政党名 国民民主党 -0.186 0.068 0.830 0.726 0.949 .007
4選択肢 政権与党の政党名 れいわ新選組 -1.257 0.093 0.285 0.237 0.342 < .001
4選択肢 政権与党の政党名 参政党 -0.502 0.074 0.605 0.524 0.700 < .001
4選択肢 政権与党の政党名 日本共産党 -1.270 0.096 0.281 0.233 0.339 < .001
4選択肢 政権与党の政党名 中道改革連合 -0.783 0.086 0.457 0.386 0.542 < .001
4選択肢 政権与党の政党名 チームみらい -0.452 0.077 0.636 0.547 0.740 < .001
4選択肢 GDP成長率 GDP:プラス1% 0.271 0.041 1.311 1.209 1.421 < .001
4選択肢 GDP成長率 GDP:マイナス1% -0.205 0.043 0.814 0.748 0.887 < .001
4選択肢 日経平均 日経平均:プラス1000円 0.202 0.043 1.223 1.125 1.330 < .001
4選択肢 日経平均 日経平均:マイナス1000円 -0.211 0.043 0.810 0.744 0.881 < .001
4選択肢 CPI CPI:プラス1ポイント 0.037 0.041 1.038 0.958 1.124 .366
4選択肢 CPI CPI:マイナス1ポイント -0.061 0.042 0.941 0.867 1.021 .145
4選択肢 失業率 失業率:プラス1% -0.209 0.040 0.811 0.749 0.878 < .001
4選択肢 失業率 失業率:マイナス1% -0.116 0.041 0.890 0.822 0.964 .004
5選択肢 政権与党の政党名 立憲民主党 -0.598 0.074 0.550 0.476 0.636 < .001
5選択肢 政権与党の政党名 日本維新の会 -0.371 0.061 0.690 0.612 0.778 < .001
5選択肢 政権与党の政党名 公明党 -1.223 0.081 0.294 0.251 0.345 < .001
5選択肢 政権与党の政党名 国民民主党 -0.211 0.061 0.810 0.718 0.913 < .001
5選択肢 政権与党の政党名 れいわ新選組 -1.214 0.083 0.297 0.252 0.349 < .001
5選択肢 政権与党の政党名 参政党 -0.603 0.070 0.547 0.477 0.627 < .001
5選択肢 政権与党の政党名 日本共産党 -1.238 0.084 0.290 0.246 0.342 < .001
5選択肢 政権与党の政党名 中道改革連合 -0.822 0.076 0.439 0.379 0.510 < .001
5選択肢 政権与党の政党名 チームみらい -0.553 0.069 0.575 0.503 0.658 < .001
5選択肢 GDP成長率 GDP:プラス1% 0.340 0.037 1.404 1.307 1.509 < .001
5選択肢 GDP成長率 GDP:マイナス1% -0.155 0.037 0.857 0.796 0.922 < .001
5選択肢 日経平均 日経平均:プラス1000円 0.232 0.034 1.262 1.179 1.350 < .001
5選択肢 日経平均 日経平均:マイナス1000円 -0.152 0.037 0.859 0.799 0.923 < .001
5選択肢 CPI CPI:プラス1ポイント 0.028 0.035 1.028 0.961 1.101 .421
5選択肢 CPI CPI:マイナス1ポイント -0.007 0.037 0.993 0.925 1.067 .852
5選択肢 失業率 失業率:プラス1% -0.188 0.037 0.829 0.771 0.891 < .001
5選択肢 失業率 失業率:マイナス1% -0.051 0.035 0.951 0.887 1.019 .152

H. 政党支持による異質性

支持政党別AMCEでは、各条件に該当する回答者数が40人未満のセルは推定対象外としている。したがって、以下では insufficient_cell_n をNAのまま表示せず、推定可能であった支持政党×選択肢数条件のみを掲載する。

補図H1:支持政党別AMCE

補図H1は、支持政党によるAMCEの異質性を実験ごとに示す。可読性のため、結果は実験1・2・3に分け、1つのパネルを1つの支持政党に対応させる。縦軸には属性名と水準名を一体として表示し、同一の支持政党について各属性・水準の推定結果を上から順に確認できるようにした。点はAMCE、横線は95%信頼区間を示し、点の形で選択肢数条件を区別する。

対応表も実験ごとに分け、選択肢数条件を列方向に展開する。各セルは AMCE [95% CI](pp) を示し、回答者数は支持政党×選択肢数条件ごとの小表として別に示す。この形式により、同じ属性・水準について2・3・4・5選択肢条件を横方向に直接比較できる。表示表では情報を点推定値と95%信頼区間に集約し、p値を含む完全な係数表は各実験のCSV出力 table_party_support_amce.csv に保存する。

支持AMCE一覧 <- dplyr::bind_rows(
  party_support_amce_results$study1$subgroup_coefficients %>%
    dplyr::mutate(実験 = "実験1(2023年)", study_id = "study1"),
  party_support_amce_results$study2$subgroup_coefficients %>%
    dplyr::mutate(実験 = "実験2(2026年)", study_id = "study2"),
  party_support_amce_results$study3$subgroup_coefficients %>%
    dplyr::mutate(実験 = "実験3(2026年)", study_id = "study3")
) %>%
  dplyr::filter(
    status == "estimated",
    !is.na(term),
    term != "(Intercept)",
    !is.na(estimate)
  ) %>%
  dplyr::mutate(
    属性表示 = 属性日本語(attribute),
    条件表示 = purrr::map2_chr(party_n, study_id, 条件日本語),
    水準表示 = 水準日本語(term, label, attribute),
    表示項目 = paste0(属性表示, ":", 水準表示)
  )

補図H1作成 <- function(描画データ, 実験名) {
  項目順 <- 描画データ %>%
    dplyr::distinct(属性表示, 水準表示, 表示項目) %>%
    dplyr::pull(表示項目)

  条件順 <- 描画データ %>%
    dplyr::distinct(party_n, 条件表示) %>%
    dplyr::arrange(party_n) %>%
    dplyr::pull(条件表示)

  描画データ <- 描画データ %>%
    dplyr::mutate(
      表示項目 = factor(表示項目, levels = rev(項目順)),
      条件表示 = factor(条件表示, levels = 条件順)
    )

  dodge <- ggplot2::position_dodge(width = 0.52)

  ggplot2::ggplot(
    描画データ,
    ggplot2::aes(
      x = estimate_pp,
      y = 表示項目,
      shape = 条件表示
    )
  ) +
    ggplot2::geom_vline(
      xintercept = 0,
      linewidth = 0.45
    ) +
    ggplot2::geom_errorbarh(
      ggplot2::aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      height = 0.12,
      position = dodge,
      linewidth = 0.55
    ) +
    ggplot2::geom_point(
      position = dodge,
      size = 2.25,
      fill = "white"
    ) +
    ggplot2::facet_wrap(
      ~ party_support_h,
      ncol = 2,
      scales = "free_y"
    ) +
    ggplot2::labs(
      title = 実験名,
      subtitle = "各パネルは支持政党別の推定結果。点はAMCE、横線は95%信頼区間。",
      x = "選択確率への効果(pp)",
      y = NULL,
      shape = "選択肢数条件",
      caption = "回答者数が40人未満の支持政党×選択肢数条件は推定対象外。"
    ) +
    ggplot2::theme_bw(base_size = 10.5) +
    ggplot2::theme(
      legend.position = "top",
      legend.justification = "center",
      panel.grid.minor = ggplot2::element_blank(),
      strip.background = ggplot2::element_rect(fill = "white"),
      strip.text = ggplot2::element_text(face = "bold", size = 10.5),
      axis.text.y = ggplot2::element_text(size = 8.6, color = "black"),
      axis.text.x = ggplot2::element_text(color = "black"),
      plot.title = ggplot2::element_text(face = "bold"),
      plot.subtitle = ggplot2::element_text(size = 9.5),
      plot.caption = ggplot2::element_text(hjust = 0, size = 8.5),
      panel.spacing = grid::unit(1.0, "lines")
    )
}

表H1作成 <- function(表データ) {
  支持順 <- unique(表データ$party_support_h)
  項目順 <- unique(表データ$表示項目)

  表データ %>%
    dplyr::mutate(
      支持政党 = factor(party_support_h, levels = 支持順),
      `属性・水準` = factor(表示項目, levels = 項目順),
      結果 = sprintf(
        "%.2f [%.2f, %.2f]",
        estimate_pp,
        conf.low_pp,
        conf.high_pp
      )
    ) %>%
    dplyr::select(
      支持政党,
      `属性・水準`,
      条件 = 条件表示,
      結果
    ) %>%
    tidyr::pivot_wider(
      names_from = 条件,
      values_from = 結果,
      values_fill = "—"
    ) %>%
    dplyr::arrange(支持政党, `属性・水準`) %>%
    dplyr::mutate(
      支持政党 = as.character(支持政党),
      `属性・水準` = as.character(`属性・水準`)
    )
}

表H1回答者数作成 <- function(表データ) {
  表データ %>%
    dplyr::distinct(
      支持政党 = party_support_h,
      条件 = 条件表示,
      回答者数 = n_ids
    ) %>%
    dplyr::mutate(回答者数 = as.character(回答者数)) %>%
    tidyr::pivot_wider(
      names_from = 条件,
      values_from = 回答者数,
      values_fill = "—"
    ) %>%
    dplyr::arrange(支持政党)
}

補図H1a:実験1(2023年)

実験1について、推定可能であった支持政党別にAMCEを示す。各パネル内では、同一の属性・水準について4つの政党数条件を比較できる。

H1_実験1 <- 支持AMCE一覧 %>%
  dplyr::filter(study_id == "study1")

補図H1a <- 補図H1作成(
  H1_実験1,
  "補図H1a:実験1(2023年)の支持政党別AMCE"
)
補図H1a

対応する回答者数とAMCEを以下に示す。AMCE表では、各条件の点推定値と95%信頼区間を1セルにまとめている。

表H1a回答者数 <- 表H1回答者数作成(H1_実験1)
knitr::kable(
  表H1a回答者数,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1a-1:実験1(2023年)の支持政党別回答者数"
)
表H1a-1:実験1(2023年)の支持政党別回答者数
支持政党 2政党条件 3政党条件 4政党条件 5政党条件
公明党 154 142 178 156
日本共産党 45 49 74 55
日本維新の会 407 429 402 386
立憲民主党 196 201 212 234
表H1a <- 表H1作成(H1_実験1)
knitr::kable(
  表H1a,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1a-2:実験1(2023年)の支持政党別AMCE[点推定値 [95% CI]、pp]"
)
表H1a-2:実験1(2023年)の支持政党別AMCE[点推定値 [95% CI]、pp]
支持政党 属性・水準 2政党条件 3政党条件 4政党条件 5政党条件
日本維新の会 政策位置:右派・保守的 -2.02 [-6.12, 2.09] -4.21 [-7.71, -0.72] -4.37 [-7.21, -1.52] -3.88 [-6.37, -1.39]
日本維新の会 政策位置:左派・革新的 -7.84 [-11.76, -3.91] -10.14 [-13.58, -6.70] -8.27 [-11.26, -5.29] -6.54 [-9.06, -4.01]
日本維新の会 与党/野党:与党 4.29 [1.09, 7.49] 5.53 [2.43, 8.63] 4.98 [2.12, 7.84] 6.28 [3.67, 8.90]
日本維新の会 GDP成長率:GDP:プラス1% 9.39 [5.46, 13.32] 7.02 [4.10, 9.94] 10.53 [7.92, 13.14] 7.61 [5.31, 9.92]
日本維新の会 GDP成長率:GDP:マイナス1% -2.10 [-5.83, 1.63] -3.60 [-6.23, -0.98] -1.39 [-3.60, 0.81] -2.84 [-4.83, -0.84]
日本維新の会 日経平均:日経平均:プラス1000円 9.57 [5.82, 13.32] 7.44 [4.50, 10.37] 3.01 [0.46, 5.56] 3.72 [1.63, 5.80]
日本維新の会 日経平均:日経平均:マイナス1000円 -2.55 [-6.29, 1.18] -2.52 [-5.45, 0.42] -4.61 [-6.85, -2.37] -4.94 [-6.79, -3.09]
日本維新の会 議席数:議席数:10~49 -0.21 [-4.87, 4.44] 5.13 [1.78, 8.47] 5.04 [2.43, 7.64] 3.23 [1.14, 5.32]
日本維新の会 議席数:議席数:50~99 3.66 [-1.21, 8.54] 9.66 [6.32, 13.00] 8.13 [5.40, 10.85] 7.38 [4.73, 10.03]
日本維新の会 議席数:議席数:100~199 8.60 [3.71, 13.49] 12.47 [8.39, 16.54] 11.98 [8.84, 15.12] 10.64 [7.43, 13.85]
日本維新の会 議席数:議席数:200以上 9.37 [4.45, 14.28] 12.65 [8.56, 16.73] 11.95 [8.28, 15.62] 9.46 [6.33, 12.60]
日本維新の会 CPI:CPI:プラス1ポイント -1.55 [-5.32, 2.23] 2.12 [-0.57, 4.81] 3.50 [1.04, 5.95] 0.36 [-1.63, 2.34]
日本維新の会 CPI:CPI:マイナス1ポイント -2.30 [-6.10, 1.50] 1.09 [-1.54, 3.72] 0.24 [-2.18, 2.65] -2.10 [-4.09, -0.10]
日本維新の会 失業率:失業率:プラス1% -6.14 [-10.03, -2.25] -3.68 [-6.55, -0.81] -3.93 [-6.34, -1.52] -3.18 [-5.29, -1.06]
日本維新の会 失業率:失業率:マイナス1% -4.70 [-8.54, -0.86] -0.08 [-2.96, 2.79] 0.28 [-2.14, 2.70] 0.63 [-1.46, 2.72]
立憲民主党 政策位置:右派・保守的 1.68 [-4.14, 7.50] -2.04 [-6.81, 2.74] -7.38 [-11.43, -3.33] -4.18 [-7.28, -1.07]
立憲民主党 政策位置:左派・革新的 -2.46 [-7.90, 2.97] -4.68 [-9.39, 0.03] -10.03 [-14.11, -5.95] -6.24 [-9.32, -3.16]
立憲民主党 与党/野党:与党 5.90 [0.91, 10.89] -0.95 [-5.23, 3.33] 4.58 [0.73, 8.43] 4.83 [1.73, 7.93]
立憲民主党 GDP成長率:GDP:プラス1% 4.26 [-1.15, 9.67] 7.79 [3.81, 11.77] 0.87 [-2.46, 4.21] 4.99 [2.25, 7.72]
立憲民主党 GDP成長率:GDP:マイナス1% -2.43 [-7.98, 3.12] -1.69 [-5.42, 2.05] -5.32 [-8.34, -2.31] -4.11 [-6.62, -1.60]
立憲民主党 日経平均:日経平均:プラス1000円 2.07 [-3.85, 7.99] 4.48 [0.23, 8.73] 6.86 [3.36, 10.36] 3.84 [1.11, 6.58]
立憲民主党 日経平均:日経平均:マイナス1000円 -9.22 [-14.88, -3.55] -6.24 [-10.44, -2.05] -4.88 [-8.01, -1.75] -3.32 [-5.76, -0.89]
立憲民主党 議席数:議席数:10~49 3.77 [-3.44, 10.98] 3.27 [-1.61, 8.14] 2.11 [-1.57, 5.78] 3.34 [0.72, 5.96]
立憲民主党 議席数:議席数:50~99 10.85 [3.95, 17.75] 8.47 [3.09, 13.85] 3.47 [-0.61, 7.55] 7.26 [3.51, 11.02]
立憲民主党 議席数:議席数:100~199 10.32 [3.13, 17.50] 12.99 [6.69, 19.30] 6.38 [1.53, 11.24] 7.71 [3.53, 11.89]
立憲民主党 議席数:議席数:200以上 13.65 [5.86, 21.43] 9.09 [2.89, 15.29] 9.05 [3.35, 14.74] 9.53 [5.05, 14.01]
立憲民主党 CPI:CPI:プラス1ポイント -1.68 [-7.12, 3.76] -1.44 [-5.77, 2.90] 1.12 [-2.05, 4.28] 1.41 [-1.22, 4.05]
立憲民主党 CPI:CPI:マイナス1ポイント -1.08 [-6.68, 4.51] -1.23 [-5.49, 3.03] 0.57 [-2.84, 3.97] -1.98 [-4.50, 0.53]
立憲民主党 失業率:失業率:プラス1% -3.16 [-8.35, 2.02] -0.91 [-5.22, 3.40] -1.99 [-5.29, 1.31] -1.46 [-4.13, 1.21]
立憲民主党 失業率:失業率:マイナス1% -3.36 [-8.86, 2.14] -0.88 [-5.27, 3.51] -1.42 [-4.71, 1.86] -0.30 [-2.96, 2.36]
公明党 政策位置:右派・保守的 -11.27 [-17.21, -5.32] -10.45 [-15.76, -5.13] -5.60 [-9.85, -1.34] -7.78 [-11.72, -3.85]
公明党 政策位置:左派・革新的 -14.02 [-21.01, -7.02] -13.15 [-18.79, -7.51] -6.01 [-10.21, -1.81] -9.00 [-12.70, -5.29]
公明党 与党/野党:与党 5.22 [-0.79, 11.23] 3.82 [-1.21, 8.85] 2.53 [-1.40, 6.45] 1.82 [-2.01, 5.66]
公明党 GDP成長率:GDP:プラス1% 10.04 [3.83, 16.26] 11.68 [7.20, 16.16] 6.66 [2.77, 10.54] 5.91 [2.47, 9.35]
公明党 GDP成長率:GDP:マイナス1% -3.03 [-9.39, 3.32] -1.12 [-5.81, 3.57] -5.15 [-8.79, -1.52] -3.67 [-6.41, -0.93]
公明党 日経平均:日経平均:プラス1000円 2.06 [-4.11, 8.23] 8.41 [3.59, 13.24] 1.06 [-2.43, 4.54] 3.17 [0.37, 5.97]
公明党 日経平均:日経平均:マイナス1000円 -8.74 [-14.57, -2.91] -3.61 [-8.08, 0.85] -5.31 [-8.66, -1.96] -5.07 [-8.07, -2.07]
公明党 議席数:議席数:10~49 6.80 [-1.14, 14.74] 2.23 [-3.79, 8.26] 3.24 [-0.67, 7.15] 5.32 [2.20, 8.43]
公明党 議席数:議席数:50~99 14.72 [6.81, 22.63] 6.69 [0.29, 13.10] 7.54 [3.01, 12.07] 9.88 [5.94, 13.83]
公明党 議席数:議席数:100~199 8.74 [0.57, 16.90] 9.11 [1.93, 16.29] 7.68 [2.78, 12.58] 10.58 [5.78, 15.38]
公明党 議席数:議席数:200以上 11.71 [3.24, 20.17] 9.84 [2.38, 17.31] 8.06 [2.60, 13.53] 13.12 [7.50, 18.73]
公明党 CPI:CPI:プラス1ポイント 3.63 [-2.61, 9.87] -1.42 [-5.87, 3.02] 4.33 [1.07, 7.58] 0.47 [-2.48, 3.43]
公明党 CPI:CPI:マイナス1ポイント 1.00 [-4.76, 6.76] -1.40 [-6.50, 3.70] 0.14 [-3.20, 3.48] 1.56 [-1.43, 4.56]
公明党 失業率:失業率:プラス1% -1.56 [-8.11, 5.00] -5.22 [-10.28, -0.15] -3.94 [-7.70, -0.18] -4.48 [-7.39, -1.56]
公明党 失業率:失業率:マイナス1% -0.09 [-6.46, 6.28] -8.89 [-13.97, -3.81] -1.53 [-5.08, 2.02] -0.34 [-3.66, 2.97]
日本共産党 政策位置:右派・保守的 7.15 [-3.36, 17.66] -8.37 [-17.89, 1.15] -4.96 [-11.98, 2.05] 0.84 [-5.37, 7.06]
日本共産党 政策位置:左派・革新的 -8.98 [-20.58, 2.61] -4.85 [-15.18, 5.48] -8.90 [-14.23, -3.57] -2.65 [-9.38, 4.08]
日本共産党 与党/野党:与党 4.30 [-6.01, 14.61] 3.83 [-4.13, 11.78] 4.73 [-1.08, 10.55] 5.33 [-1.85, 12.50]
日本共産党 GDP成長率:GDP:プラス1% 7.02 [-5.08, 19.13] 4.94 [-3.49, 13.38] 12.25 [6.63, 17.87] 6.32 [0.63, 12.00]
日本共産党 GDP成長率:GDP:マイナス1% -8.82 [-21.36, 3.72] -10.69 [-17.77, -3.62] -5.77 [-11.31, -0.24] -0.52 [-6.47, 5.43]
日本共産党 日経平均:日経平均:プラス1000円 10.03 [-2.67, 22.73] 0.91 [-7.89, 9.71] 1.20 [-4.60, 7.01] 3.33 [-3.10, 9.76]
日本共産党 日経平均:日経平均:マイナス1000円 -4.13 [-13.56, 5.29] -11.70 [-19.14, -4.26] -8.69 [-13.57, -3.80] -5.35 [-10.61, -0.10]
日本共産党 議席数:議席数:10~49 8.41 [-7.24, 24.06] -5.14 [-15.60, 5.33] 1.20 [-4.69, 7.09] 6.08 [0.91, 11.26]
日本共産党 議席数:議席数:50~99 12.54 [-2.61, 27.68] 6.40 [-3.36, 16.16] 5.10 [-1.82, 12.02] 13.52 [6.70, 20.34]
日本共産党 議席数:議席数:100~199 8.06 [-7.07, 23.20] 10.40 [0.91, 19.89] 13.55 [5.20, 21.90] 11.38 [4.33, 18.43]
日本共産党 議席数:議席数:200以上 4.37 [-10.39, 19.14] 14.57 [2.31, 26.84] 4.59 [-3.69, 12.88] 10.02 [2.10, 17.94]
日本共産党 CPI:CPI:プラス1ポイント 2.37 [-11.47, 16.21] 7.74 [-0.24, 15.73] 0.22 [-5.28, 5.72] 0.24 [-4.98, 5.46]
日本共産党 CPI:CPI:マイナス1ポイント 2.77 [-11.16, 16.70] 0.00 [-7.77, 7.78] -0.61 [-4.92, 3.70] -0.48 [-5.00, 4.04]
日本共産党 失業率:失業率:プラス1% -5.40 [-16.48, 5.67] 0.39 [-7.53, 8.30] -3.56 [-9.26, 2.14] -4.99 [-10.87, 0.90]
日本共産党 失業率:失業率:マイナス1% 3.38 [-9.03, 15.79] -0.21 [-8.41, 8.00] 1.82 [-3.54, 7.17] -3.39 [-8.66, 1.88]

補図H1b:実験2(2026年)

実験2についても同じ形式で示す。支持政党の種類が実験1より多いため、支持政党を2列のファセットに分け、各パネルで属性・水準を縦方向に追えるようにした。

H1_実験2 <- 支持AMCE一覧 %>%
  dplyr::filter(study_id == "study2")

補図H1b <- 補図H1作成(
  H1_実験2,
  "補図H1b:実験2(2026年)の支持政党別AMCE"
)
補図H1b

表H1b回答者数 <- 表H1回答者数作成(H1_実験2)
knitr::kable(
  表H1b回答者数,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1b-1:実験2(2026年)の支持政党別回答者数"
)
表H1b-1:実験2(2026年)の支持政党別回答者数
支持政党 2政党条件 3政党条件 4政党条件 5政党条件
チームみらい 42 50 61 76
参政党 41 47 63
国民民主党 42 73 62 76
支持政党なし 256 380 391 434
日本維新の会 45 66 58 67
立憲民主党 42 44 59
自由民主党 145 229 245 292
表H1b <- 表H1作成(H1_実験2)
knitr::kable(
  表H1b,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1b-2:実験2(2026年)の支持政党別AMCE[点推定値 [95% CI]、pp]"
)
表H1b-2:実験2(2026年)の支持政党別AMCE[点推定値 [95% CI]、pp]
支持政党 属性・水準 2政党条件 3政党条件 4政党条件 5政党条件
支持政党なし 政策位置:右派・保守的 -5.32 [-10.45, -0.19] -5.78 [-9.58, -1.98] -4.90 [-8.16, -1.63] -2.86 [-5.42, -0.30]
支持政党なし 政策位置:左派・革新的 -9.73 [-14.90, -4.57] -10.05 [-13.48, -6.63] -12.04 [-14.87, -9.22] -7.02 [-9.36, -4.69]
支持政党なし 与党/野党:与党 0.53 [-3.65, 4.71] -0.22 [-3.15, 2.70] 0.86 [-1.57, 3.28] 2.22 [0.35, 4.08]
支持政党なし GDP成長率:GDP:プラス1% 13.04 [8.25, 17.82] 7.34 [4.26, 10.42] 5.63 [3.19, 8.06] 6.25 [4.23, 8.27]
支持政党なし GDP成長率:GDP:マイナス1% -4.71 [-9.66, 0.24] -7.39 [-10.18, -4.60] -5.53 [-7.72, -3.33] -3.32 [-5.02, -1.62]
支持政党なし 日経平均:日経平均:プラス1000円 4.47 [-0.53, 9.47] 3.75 [0.47, 7.04] 3.53 [0.82, 6.23] 5.40 [3.39, 7.42]
支持政党なし 日経平均:日経平均:マイナス1000円 -6.79 [-11.90, -1.67] -5.07 [-8.21, -1.93] -7.19 [-9.52, -4.85] -3.53 [-5.42, -1.64]
支持政党なし 議席数:議席数:10~49 5.62 [-0.15, 11.39] 4.94 [1.13, 8.75] 5.15 [2.39, 7.91] 1.60 [-0.54, 3.74]
支持政党なし 議席数:議席数:50~99 3.90 [-1.78, 9.58] 9.72 [5.97, 13.46] 8.92 [5.99, 11.86] 5.34 [2.74, 7.94]
支持政党なし 議席数:議席数:100~199 8.74 [1.90, 15.58] 12.15 [8.13, 16.17] 11.13 [8.01, 14.24] 8.50 [5.92, 11.09]
支持政党なし 議席数:議席数:200以上 8.17 [1.87, 14.48] 11.60 [7.76, 15.43] 10.33 [7.06, 13.59] 8.48 [5.81, 11.15]
支持政党なし CPI:CPI:プラス1ポイント 2.97 [-1.82, 7.76] 1.71 [-1.24, 4.66] 2.73 [0.26, 5.19] -1.39 [-3.17, 0.40]
支持政党なし CPI:CPI:マイナス1ポイント 4.75 [0.14, 9.37] -1.38 [-4.56, 1.79] -0.11 [-2.29, 2.07] -0.66 [-2.60, 1.27]
支持政党なし 失業率:失業率:プラス1% -5.94 [-10.98, -0.89] -4.25 [-7.44, -1.05] -4.78 [-7.25, -2.30] -3.58 [-5.48, -1.68]
支持政党なし 失業率:失業率:マイナス1% -0.94 [-6.05, 4.18] -0.28 [-3.44, 2.87] 0.25 [-2.42, 2.91] -0.20 [-2.30, 1.90]
自由民主党 政策位置:右派・保守的 8.49 [1.93, 15.04] 10.25 [5.28, 15.22] 10.36 [6.36, 14.35] 11.35 [8.21, 14.50]
自由民主党 政策位置:左派・革新的 -14.32 [-20.62, -8.03] -10.94 [-15.34, -6.53] -8.94 [-12.08, -5.81] -5.16 [-7.53, -2.79]
自由民主党 与党/野党:与党 12.28 [6.77, 17.79] 14.94 [11.42, 18.45] 11.56 [8.79, 14.34] 10.70 [8.59, 12.81]
自由民主党 GDP成長率:GDP:プラス1% 4.20 [-2.37, 10.77] 6.41 [2.59, 10.22] 6.24 [3.11, 9.37] 5.43 [3.13, 7.72]
自由民主党 GDP成長率:GDP:マイナス1% -3.93 [-9.85, 1.98] -3.77 [-7.56, 0.01] -4.71 [-7.51, -1.91] -1.11 [-3.24, 1.03]
自由民主党 日経平均:日経平均:プラス1000円 5.58 [-0.54, 11.69] 3.74 [-0.07, 7.56] 4.59 [1.52, 7.66] 3.48 [1.18, 5.78]
自由民主党 日経平均:日経平均:マイナス1000円 -4.32 [-10.55, 1.90] -6.64 [-10.66, -2.62] -4.25 [-7.06, -1.45] -1.86 [-4.07, 0.36]
自由民主党 議席数:議席数:10~49 -7.17 [-15.36, 1.02] 1.49 [-3.27, 6.24] 3.28 [0.00, 6.56] 2.94 [0.45, 5.44]
自由民主党 議席数:議席数:50~99 0.90 [-6.68, 8.48] 6.90 [1.74, 12.05] 5.46 [1.82, 9.11] 7.67 [5.11, 10.23]
自由民主党 議席数:議席数:100~199 6.99 [-0.51, 14.49] 13.18 [8.35, 18.02] 14.22 [10.29, 18.14] 12.19 [9.35, 15.04]
自由民主党 議席数:議席数:200以上 9.20 [0.84, 17.56] 12.10 [6.78, 17.42] 15.83 [11.83, 19.83] 18.24 [15.07, 21.42]
自由民主党 CPI:CPI:プラス1ポイント 4.74 [-1.81, 11.28] 2.31 [-1.30, 5.91] 1.73 [-1.38, 4.84] 1.50 [-0.79, 3.79]
自由民主党 CPI:CPI:マイナス1ポイント 2.40 [-3.79, 8.59] -5.04 [-8.68, -1.41] -0.44 [-3.54, 2.66] 0.68 [-1.45, 2.81]
自由民主党 失業率:失業率:プラス1% -4.43 [-11.01, 2.14] -3.10 [-6.86, 0.66] -3.21 [-6.13, -0.29] -1.41 [-3.61, 0.78]
自由民主党 失業率:失業率:マイナス1% -7.10 [-13.45, -0.76] -1.47 [-5.37, 2.43] -0.93 [-4.01, 2.14] -0.66 [-2.91, 1.58]
国民民主党 政策位置:右派・保守的 -4.67 [-16.44, 7.11] 7.63 [-0.76, 16.02] 1.35 [-4.69, 7.39] 3.76 [-1.81, 9.34]
国民民主党 政策位置:左派・革新的 -7.60 [-22.25, 7.05] -8.67 [-16.07, -1.27] -7.07 [-14.65, 0.50] -4.19 [-9.26, 0.89]
国民民主党 与党/野党:与党 3.08 [-5.91, 12.07] 0.14 [-5.99, 6.27] 0.16 [-5.98, 6.30] 1.79 [-2.77, 6.35]
国民民主党 GDP成長率:GDP:プラス1% 14.78 [1.85, 27.71] 6.71 [-0.54, 13.96] 13.69 [7.15, 20.24] 6.22 [1.46, 10.97]
国民民主党 GDP成長率:GDP:マイナス1% -17.70 [-30.01, -5.40] -5.86 [-11.60, -0.12] -4.51 [-10.34, 1.32] -3.45 [-7.58, 0.68]
国民民主党 日経平均:日経平均:プラス1000円 1.74 [-9.48, 12.96] 3.55 [-4.53, 11.62] 2.87 [-3.72, 9.46] 8.04 [2.98, 13.09]
国民民主党 日経平均:日経平均:マイナス1000円 -5.52 [-17.80, 6.76] -11.10 [-18.38, -3.83] -0.67 [-6.89, 5.56] -4.12 [-8.28, 0.04]
国民民主党 議席数:議席数:10~49 -1.97 [-15.00, 11.05] 12.16 [4.35, 19.97] 7.31 [-0.05, 14.68] 7.29 [2.31, 12.28]
国民民主党 議席数:議席数:50~99 13.44 [0.04, 26.83] 11.24 [2.12, 20.35] 11.10 [4.23, 17.96] 16.48 [10.52, 22.43]
国民民主党 議席数:議席数:100~199 12.27 [-2.31, 26.85] 15.41 [7.03, 23.79] 12.42 [4.72, 20.12] 13.28 [6.78, 19.78]
国民民主党 議席数:議席数:200以上 -2.29 [-19.03, 14.45] 13.91 [5.64, 22.19] 8.34 [-0.34, 17.02] 8.22 [2.30, 14.14]
国民民主党 CPI:CPI:プラス1ポイント -1.87 [-13.90, 10.16] 3.97 [-4.22, 12.17] -1.85 [-7.98, 4.29] 0.55 [-3.70, 4.80]
国民民主党 CPI:CPI:マイナス1ポイント 4.08 [-7.08, 15.24] -1.03 [-9.02, 6.95] -2.61 [-9.58, 4.35] 1.46 [-2.75, 5.67]
国民民主党 失業率:失業率:プラス1% 1.08 [-12.09, 14.24] -4.10 [-11.45, 3.26] -6.77 [-13.58, 0.04] -1.00 [-5.42, 3.41]
国民民主党 失業率:失業率:マイナス1% -0.00 [-11.80, 11.79] 3.28 [-3.64, 10.20] -8.96 [-14.65, -3.28] -0.67 [-5.43, 4.09]
日本維新の会 政策位置:右派・保守的 10.02 [-3.12, 23.16] -5.26 [-13.72, 3.21] 7.51 [-0.56, 15.57] -0.22 [-6.58, 6.13]
日本維新の会 政策位置:左派・革新的 -0.35 [-12.27, 11.56] -8.33 [-16.28, -0.37] 1.10 [-6.48, 8.68] -2.90 [-9.21, 3.42]
日本維新の会 与党/野党:与党 3.60 [-5.19, 12.39] 2.05 [-5.39, 9.48] 5.57 [-0.19, 11.33] 9.28 [5.28, 13.29]
日本維新の会 GDP成長率:GDP:プラス1% 0.86 [-9.29, 11.02] 6.10 [-2.12, 14.32] 10.92 [3.72, 18.12] 0.34 [-4.83, 5.51]
日本維新の会 GDP成長率:GDP:マイナス1% -1.07 [-12.02, 9.89] -3.08 [-10.95, 4.78] -1.32 [-7.54, 4.90] -5.40 [-10.04, -0.76]
日本維新の会 日経平均:日経平均:プラス1000円 5.31 [-6.01, 16.63] 8.54 [1.06, 16.03] 0.57 [-5.99, 7.12] -0.42 [-5.54, 4.70]
日本維新の会 日経平均:日経平均:マイナス1000円 -16.57 [-26.80, -6.33] -7.06 [-13.16, -0.96] -2.72 [-9.37, 3.94] -4.23 [-8.92, 0.46]
日本維新の会 議席数:議席数:10~49 -8.42 [-23.38, 6.54] 2.90 [-6.92, 12.72] 3.27 [-4.52, 11.06] 1.30 [-3.85, 6.45]
日本維新の会 議席数:議席数:50~99 3.42 [-11.94, 18.77] 2.25 [-7.39, 11.90] 13.24 [5.10, 21.38] 4.45 [-1.38, 10.28]
日本維新の会 議席数:議席数:100~199 7.12 [-11.10, 25.34] 12.03 [2.19, 21.88] 13.63 [4.86, 22.39] 6.33 [-0.43, 13.09]
日本維新の会 議席数:議席数:200以上 10.35 [-6.59, 27.29] 9.51 [-1.06, 20.09] 13.38 [3.97, 22.79] 7.46 [1.17, 13.74]
日本維新の会 CPI:CPI:プラス1ポイント -1.17 [-10.32, 7.97] -0.23 [-7.17, 6.71] -0.69 [-5.69, 4.32] 1.94 [-2.87, 6.75]
日本維新の会 CPI:CPI:マイナス1ポイント -5.28 [-16.62, 6.06] -2.37 [-10.06, 5.32] -1.81 [-8.00, 4.38] 1.20 [-3.20, 5.61]
日本維新の会 失業率:失業率:プラス1% -0.40 [-11.05, 10.25] 0.35 [-6.12, 6.81] -6.22 [-12.37, -0.07] -3.05 [-8.01, 1.91]
日本維新の会 失業率:失業率:マイナス1% 4.27 [-6.11, 14.66] -5.57 [-12.45, 1.30] -2.02 [-9.66, 5.63] -0.44 [-6.76, 5.88]
チームみらい 政策位置:右派・保守的 -2.83 [-16.96, 11.30] 7.51 [-2.39, 17.41] -4.17 [-11.01, 2.67] -5.25 [-10.18, -0.32]
チームみらい 政策位置:左派・革新的 -23.88 [-36.67, -11.09] 1.71 [-7.07, 10.50] -0.97 [-8.67, 6.73] -3.89 [-9.49, 1.71]
チームみらい 与党/野党:与党 4.88 [-5.07, 14.83] 2.88 [-3.49, 9.26] -1.22 [-6.85, 4.41] -1.70 [-5.89, 2.49]
チームみらい GDP成長率:GDP:プラス1% 7.65 [-3.71, 19.01] 17.19 [7.90, 26.47] 4.91 [-0.63, 10.45] 7.69 [2.40, 12.97]
チームみらい GDP成長率:GDP:マイナス1% 0.42 [-10.48, 11.32] -9.27 [-17.38, -1.15] -5.31 [-11.66, 1.04] -3.11 [-7.73, 1.50]
チームみらい 日経平均:日経平均:プラス1000円 12.99 [0.23, 25.75] 7.78 [-1.94, 17.51] 2.96 [-4.00, 9.93] 6.49 [2.04, 10.95]
チームみらい 日経平均:日経平均:マイナス1000円 2.12 [-8.91, 13.16] -1.88 [-9.42, 5.65] -4.96 [-10.44, 0.52] -2.41 [-6.90, 2.07]
チームみらい 議席数:議席数:10~49 -13.36 [-29.33, 2.61] -2.48 [-11.56, 6.59] 5.08 [-1.67, 11.83] 4.74 [0.04, 9.43]
チームみらい 議席数:議席数:50~99 17.12 [2.17, 32.07] 3.76 [-5.38, 12.90] 14.46 [5.75, 23.17] 4.61 [-0.73, 9.96]
チームみらい 議席数:議席数:100~199 9.78 [-8.67, 28.23] 0.13 [-11.36, 11.61] 13.68 [5.16, 22.20] 11.66 [5.03, 18.28]
チームみらい 議席数:議席数:200以上 22.76 [6.96, 38.56] 7.46 [-4.10, 19.01] 16.06 [7.41, 24.72] 10.21 [3.45, 16.96]
チームみらい CPI:CPI:プラス1ポイント -0.44 [-9.71, 8.83] 2.73 [-4.71, 10.16] 1.39 [-4.61, 7.40] -1.29 [-6.00, 3.42]
チームみらい CPI:CPI:マイナス1ポイント -0.01 [-10.26, 10.25] -3.01 [-11.79, 5.77] 2.10 [-4.30, 8.49] -2.47 [-7.24, 2.31]
チームみらい 失業率:失業率:プラス1% -7.32 [-20.30, 5.66] -7.56 [-16.69, 1.57] -9.35 [-14.99, -3.71] -2.77 [-7.71, 2.18]
チームみらい 失業率:失業率:マイナス1% -3.36 [-16.07, 9.36] -6.96 [-14.87, 0.95] -0.71 [-7.99, 6.58] -2.29 [-6.92, 2.34]
参政党 政策位置:右派・保守的 8.98 [-2.54, 20.50] 21.91 [12.61, 31.20] 20.94 [13.55, 28.32]
参政党 政策位置:左派・革新的 -7.06 [-17.57, 3.44] -11.33 [-18.02, -4.63] -3.70 [-9.44, 2.04]
参政党 与党/野党:与党 5.16 [-4.17, 14.49] -2.06 [-8.23, 4.12] 2.20 [-2.37, 6.77]
参政党 GDP成長率:GDP:プラス1% -0.00 [-10.97, 10.96] 10.22 [4.18, 16.26] 2.38 [-2.88, 7.65]
参政党 GDP成長率:GDP:マイナス1% -11.63 [-20.54, -2.71] -1.82 [-8.18, 4.53] -6.06 [-10.65, -1.47]
参政党 日経平均:日経平均:プラス1000円 2.68 [-5.22, 10.58] 1.60 [-4.21, 7.40] 5.21 [0.27, 10.15]
参政党 日経平均:日経平均:マイナス1000円 -2.13 [-10.56, 6.30] -0.64 [-7.85, 6.57] -3.55 [-8.36, 1.25]
参政党 議席数:議席数:10~49 8.87 [-3.29, 21.02] 12.68 [3.95, 21.42] 0.35 [-5.18, 5.88]
参政党 議席数:議席数:50~99 7.89 [-5.55, 21.34] 2.86 [-7.19, 12.90] 7.64 [1.94, 13.34]
参政党 議席数:議席数:100~199 8.37 [-2.80, 19.55] 8.36 [0.40, 16.33] 13.52 [7.32, 19.72]
参政党 議席数:議席数:200以上 -1.16 [-11.62, 9.30] 5.56 [-3.43, 14.54] 7.42 [1.48, 13.36]
参政党 CPI:CPI:プラス1ポイント 2.03 [-8.17, 12.23] 3.02 [-4.33, 10.37] 0.74 [-3.50, 4.98]
参政党 CPI:CPI:マイナス1ポイント -1.31 [-9.19, 6.57] -6.90 [-13.39, -0.41] -1.75 [-5.54, 2.03]
参政党 失業率:失業率:プラス1% -8.95 [-18.92, 1.03] -6.11 [-12.84, 0.62] -0.64 [-4.91, 3.63]
参政党 失業率:失業率:マイナス1% -3.20 [-13.56, 7.16] -3.64 [-10.48, 3.20] 0.72 [-3.92, 5.36]
立憲民主党 政策位置:右派・保守的 -25.44 [-35.61, -15.27] -13.26 [-21.65, -4.86] -13.47 [-19.20, -7.75]
立憲民主党 政策位置:左派・革新的 -9.91 [-20.81, 0.99] -1.30 [-10.26, 7.66] -3.82 [-11.59, 3.95]
立憲民主党 与党/野党:与党 -21.18 [-30.32, -12.05] -16.42 [-23.36, -9.48] -10.36 [-15.77, -4.94]
立憲民主党 GDP成長率:GDP:プラス1% 0.55 [-8.17, 9.27] 7.34 [-0.65, 15.33] 3.01 [-3.02, 9.04]
立憲民主党 GDP成長率:GDP:マイナス1% -6.62 [-15.08, 1.84] -9.22 [-15.77, -2.67] -3.81 [-9.28, 1.65]
立憲民主党 日経平均:日経平均:プラス1000円 13.37 [4.33, 22.41] 5.53 [-1.70, 12.76] 2.26 [-2.21, 6.73]
立憲民主党 日経平均:日経平均:マイナス1000円 -1.75 [-11.65, 8.14] -3.39 [-9.74, 2.97] -4.68 [-9.05, -0.32]
立憲民主党 議席数:議席数:10~49 -0.02 [-13.33, 13.28] 1.61 [-8.16, 11.37] 2.79 [-2.83, 8.40]
立憲民主党 議席数:議席数:50~99 -0.54 [-11.64, 10.55] 3.62 [-6.49, 13.73] 15.37 [8.55, 22.20]
立憲民主党 議席数:議席数:100~199 -0.12 [-12.37, 12.13] 16.52 [5.89, 27.14] 18.38 [11.88, 24.88]
立憲民主党 議席数:議席数:200以上 2.50 [-8.03, 13.03] 15.37 [3.83, 26.91] 14.99 [8.86, 21.12]
立憲民主党 CPI:CPI:プラス1ポイント -1.53 [-10.59, 7.53] -5.12 [-12.63, 2.39] -0.85 [-5.52, 3.83]
立憲民主党 CPI:CPI:マイナス1ポイント 1.98 [-8.09, 12.04] -6.33 [-13.37, 0.70] -1.06 [-6.05, 3.93]
立憲民主党 失業率:失業率:プラス1% -14.23 [-23.21, -5.26] -2.82 [-10.02, 4.38] 1.73 [-3.15, 6.61]
立憲民主党 失業率:失業率:マイナス1% -1.25 [-11.04, 8.54] 4.26 [-1.50, 10.03] 4.48 [-1.21, 10.17]

補図H1c:実験3(2026年)

実験3では、政党属性が政党名として提示される。図の構成は実験1・2と揃え、支持政党ごとに、政党名および経済属性の各水準に対するAMCEを比較できるようにした。

H1_実験3 <- 支持AMCE一覧 %>%
  dplyr::filter(study_id == "study3")

補図H1c <- 補図H1作成(
  H1_実験3,
  "補図H1c:実験3(2026年)の支持政党別AMCE"
)
補図H1c

表H1c回答者数 <- 表H1回答者数作成(H1_実験3)
knitr::kable(
  表H1c回答者数,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1c-1:実験3(2026年)の支持政党別回答者数"
)
表H1c-1:実験3(2026年)の支持政党別回答者数
支持政党 2選択肢条件 3選択肢条件 4選択肢条件 5選択肢条件
チームみらい 51 67
参政党 46 42 52
国民民主党 49 76 70 91
支持政党なし 261 335 370 447
日本維新の会 46 64 60
立憲民主党 63
自由民主党 163 219 254 311
表H1c <- 表H1作成(H1_実験3)
knitr::kable(
  表H1c,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1c-2:実験3(2026年)の支持政党別AMCE[点推定値 [95% CI]、pp]"
)
表H1c-2:実験3(2026年)の支持政党別AMCE[点推定値 [95% CI]、pp]
支持政党 属性・水準 2選択肢条件 3選択肢条件 4選択肢条件 5選択肢条件
支持政党なし 政権与党の政党名:立憲民主党 0.74 [-9.09, 10.58] -4.79 [-11.87, 2.29] -9.12 [-15.28, -2.96] -1.85 [-6.48, 2.78]
支持政党なし 政権与党の政党名:日本維新の会 -10.06 [-19.64, -0.48] -5.74 [-12.08, 0.59] -9.50 [-14.98, -4.02] -3.09 [-7.45, 1.27]
支持政党なし 政権与党の政党名:公明党 -21.56 [-30.97, -12.15] -18.37 [-24.99, -11.75] -18.40 [-23.82, -12.98] -12.61 [-16.50, -8.72]
支持政党なし 政権与党の政党名:国民民主党 1.09 [-7.88, 10.05] 2.36 [-4.42, 9.14] 1.93 [-3.80, 7.65] 4.80 [0.21, 9.39]
支持政党なし 政権与党の政党名:れいわ新選組 -26.73 [-36.50, -16.96] -17.04 [-24.11, -9.97] -17.85 [-23.57, -12.12] -11.85 [-15.95, -7.76]
支持政党なし 政権与党の政党名:参政党 -11.28 [-20.49, -2.07] -11.58 [-18.31, -4.85] -10.52 [-16.29, -4.75] -4.16 [-8.49, 0.17]
支持政党なし 政権与党の政党名:日本共産党 -26.13 [-35.60, -16.65] -17.25 [-24.46, -10.03] -17.12 [-22.84, -11.40] -11.77 [-15.80, -7.75]
支持政党なし 政権与党の政党名:中道改革連合 -7.07 [-16.79, 2.65] -7.74 [-15.15, -0.34] -7.72 [-14.12, -1.33] -5.69 [-10.01, -1.36]
支持政党なし 政権与党の政党名:チームみらい -0.43 [-9.60, 8.74] -3.81 [-10.45, 2.83] -5.40 [-11.52, 0.71] 0.22 [-4.44, 4.89]
支持政党なし GDP成長率:GDP:プラス1% 12.93 [8.34, 17.53] 6.60 [3.32, 9.89] 6.12 [3.53, 8.71] 7.30 [5.31, 9.30]
支持政党なし GDP成長率:GDP:マイナス1% -1.81 [-6.51, 2.89] -7.01 [-10.16, -3.85] -3.47 [-5.90, -1.03] -3.64 [-5.37, -1.91]
支持政党なし 日経平均:日経平均:プラス1000円 2.95 [-1.44, 7.34] 4.26 [0.95, 7.56] 4.92 [2.25, 7.60] 5.75 [3.83, 7.67]
支持政党なし 日経平均:日経平均:マイナス1000円 -5.85 [-10.93, -0.77] -4.97 [-8.05, -1.89] -4.75 [-7.25, -2.24] -2.92 [-4.72, -1.13]
支持政党なし CPI:CPI:プラス1ポイント -2.01 [-6.72, 2.70] -0.30 [-3.52, 2.92] -0.88 [-3.26, 1.51] -0.07 [-1.90, 1.76]
支持政党なし CPI:CPI:マイナス1ポイント -0.97 [-5.59, 3.65] -2.28 [-5.45, 0.89] -4.47 [-6.86, -2.08] -1.44 [-3.38, 0.50]
支持政党なし 失業率:失業率:プラス1% -7.45 [-12.32, -2.58] -6.78 [-9.93, -3.63] -4.65 [-7.13, -2.16] -3.04 [-5.04, -1.04]
支持政党なし 失業率:失業率:マイナス1% -3.03 [-7.81, 1.75] -1.01 [-4.28, 2.26] -2.87 [-5.37, -0.36] -1.22 [-3.22, 0.79]
自由民主党 政権与党の政党名:立憲民主党 -35.30 [-46.48, -24.12] -46.59 [-54.80, -38.38] -47.57 [-54.70, -40.43] -53.57 [-59.43, -47.71]
自由民主党 政権与党の政党名:日本維新の会 -16.83 [-25.95, -7.71] -24.49 [-32.31, -16.68] -30.95 [-37.84, -24.06] -30.79 [-36.94, -24.63]
自由民主党 政権与党の政党名:公明党 -31.29 [-42.09, -20.49] -50.52 [-57.89, -43.15] -55.88 [-62.15, -49.61] -53.05 [-59.05, -47.05]
自由民主党 政権与党の政党名:国民民主党 -17.49 [-27.60, -7.39] -29.14 [-36.79, -21.48] -36.79 [-43.25, -30.34] -41.21 [-47.00, -35.41]
自由民主党 政権与党の政党名:れいわ新選組 -56.09 [-66.06, -46.11] -54.33 [-62.75, -45.90] -56.75 [-63.59, -49.91] -56.38 [-62.21, -50.55]
自由民主党 政権与党の政党名:参政党 -35.62 [-45.83, -25.41] -33.32 [-41.68, -24.96] -40.05 [-47.03, -33.06] -50.66 [-56.69, -44.63]
自由民主党 政権与党の政党名:日本共産党 -58.61 [-68.30, -48.92] -59.57 [-67.10, -52.05] -61.82 [-68.02, -55.62] -57.78 [-63.55, -52.00]
自由民主党 政権与党の政党名:中道改革連合 -38.53 [-49.49, -27.57] -52.07 [-59.96, -44.17] -54.80 [-61.67, -47.93] -55.26 [-61.09, -49.43]
自由民主党 政権与党の政党名:チームみらい -26.52 [-36.15, -16.89] -34.90 [-43.04, -26.75] -44.00 [-51.21, -36.78] -47.44 [-53.49, -41.39]
自由民主党 GDP成長率:GDP:プラス1% 8.28 [2.69, 13.87] 5.82 [2.38, 9.25] 4.12 [1.26, 6.97] 4.45 [2.32, 6.58]
自由民主党 GDP成長率:GDP:マイナス1% -3.23 [-8.67, 2.22] -5.21 [-9.17, -1.26] -3.47 [-6.25, -0.68] -0.66 [-2.49, 1.17]
自由民主党 日経平均:日経平均:プラス1000円 7.71 [2.22, 13.20] 3.19 [-0.74, 7.11] 3.35 [0.36, 6.34] 3.04 [0.91, 5.17]
自由民主党 日経平均:日経平均:マイナス1000円 -4.77 [-10.45, 0.91] -5.98 [-9.57, -2.39] -1.26 [-3.95, 1.43] -2.15 [-4.23, -0.07]
自由民主党 CPI:CPI:プラス1ポイント 0.33 [-5.12, 5.78] 1.43 [-2.09, 4.95] 1.08 [-1.79, 3.94] 1.18 [-0.74, 3.10]
自由民主党 CPI:CPI:マイナス1ポイント -2.90 [-8.42, 2.62] 0.44 [-3.27, 4.15] 0.26 [-2.39, 2.91] -0.03 [-1.98, 1.93]
自由民主党 失業率:失業率:プラス1% -6.54 [-12.52, -0.57] -3.98 [-7.61, -0.34] -2.52 [-5.13, 0.10] -0.10 [-2.10, 1.90]
自由民主党 失業率:失業率:マイナス1% -3.37 [-8.97, 2.24] -4.23 [-7.62, -0.84] -0.47 [-3.16, 2.23] -0.75 [-2.71, 1.22]
国民民主党 政権与党の政党名:立憲民主党 6.08 [-17.38, 29.54] -12.86 [-27.13, 1.41] -5.60 [-19.28, 8.07] -13.60 [-25.01, -2.19]
国民民主党 政権与党の政党名:日本維新の会 9.72 [-12.02, 31.47] -12.07 [-27.33, 3.19] 4.44 [-9.23, 18.12] -9.03 [-19.63, 1.56]
国民民主党 政権与党の政党名:公明党 -7.82 [-30.54, 14.90] -29.46 [-40.25, -18.68] -9.01 [-19.36, 1.35] -23.18 [-32.61, -13.75]
国民民主党 政権与党の政党名:国民民主党 25.68 [4.69, 46.68] 28.20 [14.82, 41.57] 40.51 [26.54, 54.48] 27.05 [15.13, 38.97]
国民民主党 政権与党の政党名:れいわ新選組 -21.96 [-46.38, 2.46] -25.26 [-36.79, -13.73] -21.76 [-32.24, -11.29] -21.73 [-31.88, -11.58]
国民民主党 政権与党の政党名:参政党 7.75 [-13.83, 29.32] -0.67 [-17.07, 15.74] -2.81 [-15.32, 9.70] -14.58 [-24.85, -4.31]
国民民主党 政権与党の政党名:日本共産党 -20.58 [-41.93, 0.77] -19.83 [-33.22, -6.43] -20.86 [-30.73, -10.99] -24.39 [-33.49, -15.29]
国民民主党 政権与党の政党名:中道改革連合 6.29 [-12.94, 25.51] -23.73 [-36.82, -10.65] -11.83 [-23.78, 0.13] -17.41 [-28.07, -6.75]
国民民主党 政権与党の政党名:チームみらい 21.97 [2.03, 41.92] 5.68 [-8.86, 20.22] 0.48 [-14.09, 15.05] -11.79 [-22.39, -1.18]
国民民主党 GDP成長率:GDP:プラス1% -2.73 [-11.95, 6.49] 10.68 [4.08, 17.28] 6.52 [-0.10, 13.13] 5.54 [0.83, 10.25]
国民民主党 GDP成長率:GDP:マイナス1% -10.99 [-21.40, -0.57] -1.80 [-7.92, 4.32] -5.53 [-10.67, -0.38] 0.41 [-3.24, 4.07]
国民民主党 日経平均:日経平均:プラス1000円 1.02 [-9.64, 11.68] 3.55 [-3.79, 10.89] 1.09 [-4.92, 7.11] 0.98 [-2.68, 4.63]
国民民主党 日経平均:日経平均:マイナス1000円 -5.45 [-16.73, 5.83] -2.26 [-9.46, 4.94] -4.25 [-9.30, 0.80] -3.44 [-6.57, -0.31]
国民民主党 CPI:CPI:プラス1ポイント -0.60 [-12.81, 11.61] 1.17 [-4.87, 7.21] 0.27 [-4.77, 5.32] 0.68 [-3.48, 4.84]
国民民主党 CPI:CPI:マイナス1ポイント -1.55 [-12.37, 9.26] 4.04 [-1.60, 9.69] 1.23 [-4.88, 7.35] 4.22 [0.34, 8.10]
国民民主党 失業率:失業率:プラス1% -3.54 [-13.05, 5.98] -6.22 [-13.09, 0.65] -1.05 [-5.89, 3.80] -2.38 [-5.88, 1.12]
国民民主党 失業率:失業率:マイナス1% -1.72 [-11.23, 7.80] -2.08 [-8.92, 4.75] 2.36 [-2.32, 7.04] 0.65 [-3.31, 4.61]
日本維新の会 政権与党の政党名:立憲民主党 -23.66 [-43.24, -4.08] -20.02 [-33.48, -6.57] -21.64 [-32.04, -11.24]
日本維新の会 政権与党の政党名:日本維新の会 18.89 [0.97, 36.80] 21.51 [6.23, 36.79] 35.33 [19.19, 51.48]
日本維新の会 政権与党の政党名:公明党 -36.32 [-53.85, -18.79] -22.15 [-35.20, -9.09] -22.37 [-32.76, -11.98]
日本維新の会 政権与党の政党名:国民民主党 -20.71 [-40.44, -0.98] -9.87 [-24.34, 4.60] -6.76 [-18.76, 5.25]
日本維新の会 政権与党の政党名:れいわ新選組 -45.42 [-61.49, -29.35] -22.65 [-35.00, -10.31] -14.15 [-26.23, -2.06]
日本維新の会 政権与党の政党名:参政党 -13.95 [-31.21, 3.31] -10.22 [-24.83, 4.39] -16.40 [-26.41, -6.40]
日本維新の会 政権与党の政党名:日本共産党 -40.77 [-57.04, -24.49] -27.21 [-39.61, -14.82] -21.59 [-31.75, -11.42]
日本維新の会 政権与党の政党名:中道改革連合 -34.64 [-54.04, -15.23] -18.34 [-33.65, -3.04] -15.87 [-28.04, -3.70]
日本維新の会 政権与党の政党名:チームみらい -8.52 [-29.27, 12.24] -7.07 [-20.54, 6.39] -7.28 [-20.35, 5.80]
日本維新の会 GDP成長率:GDP:プラス1% 5.13 [-2.27, 12.54] 8.34 [3.24, 13.43] 2.45 [-1.47, 6.37]
日本維新の会 GDP成長率:GDP:マイナス1% -5.35 [-13.02, 2.33] 2.95 [-2.72, 8.62] -6.55 [-10.87, -2.22]
日本維新の会 日経平均:日経平均:プラス1000円 4.91 [-4.27, 14.09] -3.11 [-10.64, 4.42] 2.14 [-2.61, 6.89]
日本維新の会 日経平均:日経平均:マイナス1000円 -7.38 [-15.22, 0.47] -7.98 [-13.94, -2.01] -2.23 [-6.47, 2.01]
日本維新の会 CPI:CPI:プラス1ポイント -2.65 [-11.05, 5.75] -2.66 [-8.07, 2.74] -0.44 [-4.92, 4.03]
日本維新の会 CPI:CPI:マイナス1ポイント -0.30 [-7.61, 7.01] 0.78 [-4.96, 6.51] 3.72 [-0.75, 8.18]
日本維新の会 失業率:失業率:プラス1% -2.34 [-10.83, 6.14] -4.58 [-10.19, 1.04] -0.27 [-5.98, 5.43]
日本維新の会 失業率:失業率:マイナス1% -1.90 [-9.41, 5.61] 1.46 [-4.78, 7.70] 2.56 [-1.60, 6.72]
チームみらい 政権与党の政党名:立憲民主党 -6.71 [-19.68, 6.26] 0.81 [-11.15, 12.76]
チームみらい 政権与党の政党名:日本維新の会 9.18 [-4.41, 22.77] -3.20 [-12.14, 5.75]
チームみらい 政権与党の政党名:公明党 -16.16 [-26.87, -5.45] -12.75 [-21.24, -4.27]
チームみらい 政権与党の政党名:国民民主党 1.21 [-11.62, 14.04] 3.82 [-5.60, 13.24]
チームみらい 政権与党の政党名:れいわ新選組 -18.02 [-29.24, -6.79] -13.33 [-22.00, -4.67]
チームみらい 政権与党の政党名:参政党 4.18 [-10.11, 18.46] -2.68 [-13.01, 7.64]
チームみらい 政権与党の政党名:日本共産党 -16.03 [-27.71, -4.36] -13.93 [-23.34, -4.52]
チームみらい 政権与党の政党名:中道改革連合 -13.19 [-25.56, -0.81] -4.76 [-15.38, 5.86]
チームみらい 政権与党の政党名:チームみらい 48.94 [35.13, 62.74] 37.67 [23.97, 51.37]
チームみらい GDP成長率:GDP:プラス1% 8.54 [1.61, 15.47] 9.10 [3.48, 14.71]
チームみらい GDP成長率:GDP:マイナス1% -3.19 [-9.18, 2.81] -4.16 [-8.90, 0.58]
チームみらい 日経平均:日経平均:プラス1000円 0.62 [-5.37, 6.62] 2.70 [-1.45, 6.85]
チームみらい 日経平均:日経平均:マイナス1000円 -3.43 [-9.65, 2.79] -3.20 [-7.11, 0.72]
チームみらい CPI:CPI:プラス1ポイント 2.78 [-3.70, 9.26] -3.34 [-7.59, 0.90]
チームみらい CPI:CPI:マイナス1ポイント -1.61 [-8.78, 5.55] -0.56 [-5.33, 4.21]
チームみらい 失業率:失業率:プラス1% -0.21 [-5.42, 4.99] -4.60 [-8.74, -0.46]
チームみらい 失業率:失業率:マイナス1% -1.80 [-7.78, 4.17] -0.08 [-4.33, 4.17]
参政党 政権与党の政党名:立憲民主党 -31.17 [-48.83, -13.51] -23.63 [-33.43, -13.82] -23.29 [-33.83, -12.76]
参政党 政権与党の政党名:日本維新の会 -8.75 [-25.57, 8.06] -4.13 [-15.54, 7.28] -11.14 [-21.99, -0.28]
参政党 政権与党の政党名:公明党 -29.26 [-45.87, -12.65] -17.96 [-30.38, -5.55] -27.02 [-36.77, -17.28]
参政党 政権与党の政党名:国民民主党 -14.78 [-34.48, 4.92] 15.24 [-1.44, 31.92] -6.82 [-19.94, 6.29]
参政党 政権与党の政党名:れいわ新選組 -35.49 [-53.20, -17.79] -18.05 [-31.32, -4.79] -22.87 [-33.73, -12.01]
参政党 政権与党の政党名:参政党 28.82 [14.23, 43.41] 52.99 [40.57, 65.42] 43.77 [29.78, 57.75]
参政党 政権与党の政党名:日本共産党 -43.09 [-59.59, -26.59] -21.44 [-33.47, -9.41] -23.24 [-34.51, -11.97]
参政党 政権与党の政党名:中道改革連合 -41.85 [-57.51, -26.20] -22.82 [-33.16, -12.48] -24.34 [-34.61, -14.07]
参政党 政権与党の政党名:チームみらい -17.61 [-35.44, 0.23] 2.83 [-12.16, 17.82] -15.39 [-27.36, -3.43]
参政党 GDP成長率:GDP:プラス1% 8.78 [1.61, 15.96] 4.79 [-3.30, 12.87] 3.01 [-2.78, 8.79]
参政党 GDP成長率:GDP:マイナス1% -6.46 [-13.58, 0.66] -5.66 [-12.64, 1.32] -2.31 [-6.76, 2.14]
参政党 日経平均:日経平均:プラス1000円 4.40 [-6.02, 14.82] 0.25 [-6.40, 6.91] 3.43 [-1.26, 8.12]
参政党 日経平均:日経平均:マイナス1000円 0.20 [-9.41, 9.82] -4.26 [-9.99, 1.47] 0.22 [-4.17, 4.60]
参政党 CPI:CPI:プラス1ポイント -0.78 [-8.29, 6.74] 3.49 [-2.11, 9.09] 1.40 [-3.09, 5.90]
参政党 CPI:CPI:マイナス1ポイント -4.56 [-10.79, 1.67] -0.07 [-6.57, 6.42] -1.81 [-6.65, 3.04]
参政党 失業率:失業率:プラス1% -1.84 [-9.72, 6.04] -0.63 [-6.03, 4.76] -0.26 [-5.25, 4.73]
参政党 失業率:失業率:マイナス1% -3.19 [-8.63, 2.24] -3.86 [-10.66, 2.95] 1.05 [-3.67, 5.77]
立憲民主党 政権与党の政党名:立憲民主党 42.48 [28.96, 56.00]
立憲民主党 政権与党の政党名:日本維新の会 -1.82 [-10.06, 6.41]
立憲民主党 政権与党の政党名:公明党 -4.14 [-11.47, 3.18]
立憲民主党 政権与党の政党名:国民民主党 14.88 [4.04, 25.72]
立憲民主党 政権与党の政党名:れいわ新選組 -2.95 [-10.04, 4.14]
立憲民主党 政権与党の政党名:参政党 -1.03 [-8.16, 6.10]
立憲民主党 政権与党の政党名:日本共産党 1.91 [-6.64, 10.45]
立憲民主党 政権与党の政党名:中道改革連合 15.25 [5.75, 24.75]
立憲民主党 政権与党の政党名:チームみらい -0.05 [-7.52, 7.43]
立憲民主党 GDP成長率:GDP:プラス1% 7.46 [2.35, 12.56]
立憲民主党 GDP成長率:GDP:マイナス1% -2.33 [-6.77, 2.12]
立憲民主党 日経平均:日経平均:プラス1000円 2.79 [-2.46, 8.03]
立憲民主党 日経平均:日経平均:マイナス1000円 -0.33 [-5.52, 4.87]
立憲民主党 CPI:CPI:プラス1ポイント -1.81 [-6.24, 2.62]
立憲民主党 CPI:CPI:マイナス1ポイント -0.72 [-4.91, 3.47]
立憲民主党 失業率:失業率:プラス1% -4.70 [-9.93, 0.53]
立憲民主党 失業率:失業率:マイナス1% -3.89 [-8.39, 0.61]

補図H2:支持政党別の手がかり重要度と相対比重

支持手がかり一覧 <- dplyr::bind_rows(
  party_support_relative_cue_results$study1$intervals %>% dplyr::mutate(実験 = "実験1(2023年)", study_id = "study1"),
  party_support_relative_cue_results$study2$intervals %>% dplyr::mutate(実験 = "実験2(2026年)", study_id = "study2"),
  party_support_relative_cue_results$study3$intervals %>% dplyr::mutate(実験 = "実験3(2026年)", study_id = "study3")
) %>%
  dplyr::mutate(
    条件 = purrr::map2_chr(party_n, study_id, 条件日本語),
    指標 = purrr::map2_chr(statistic, study_id, 統計量日本語),
    表示値 = dplyr::if_else(statistic == "relative_party_weight_pairwise", 100 * estimate, 100 * estimate),
    下限 = 100 * conf_low,
    上限 = 100 * conf_high,
    単位 = dplyr::if_else(statistic == "relative_party_weight_pairwise", "%", "pp")
  )

相対比重データ <- 支持手がかり一覧 %>%
  dplyr::filter(statistic == "relative_party_weight_pairwise") %>%
  dplyr::mutate(数値ラベル = sprintf("%.1f%%", 表示値))

for (実験名 in unique(相対比重データ$実験)) {
  描画データ <- 相対比重データ %>% dplyr::filter(実験 == 実験名)
<- ggplot2::ggplot(描画データ, ggplot2::aes(x = party_n, y = 表示値, group = party_support_h)) +
    ggplot2::geom_hline(yintercept = 50, linetype = "dashed", linewidth = 0.4) +
    ggplot2::geom_line(linewidth = 0.65) +
    ggplot2::geom_errorbar(ggplot2::aes(ymin = 下限, ymax = 上限), width = 0.08, linewidth = 0.45) +
    ggplot2::geom_label(ggplot2::aes(label = 数値ラベル), size = 3.0, label.size = 0, fill = "white") +
    ggplot2::facet_wrap(~ party_support_h, scales = "free_y") +
    ggplot2::scale_x_continuous(breaks = 2:5, labels = 条件日本語(2:5, ifelse(unique(描画データ$study_id) == "study3", "study3", "study1"))) +
    ggplot2::labs(x = NULL, y = "政党手がかり相対比重(%)", subtitle = 実験名) +
    ggplot2::theme_bw(base_size = 10) +
    ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
  print(図)
}

表H2 <- 支持手がかり一覧 %>%
  dplyr::transmute(
    実験,
    支持政党 = party_support_h,
    `条件・指標` = paste0(条件, ":", 指標),
    推定値 = round(表示値, 2),
    `95%CI下限` = round(下限, 2),
    `95%CI上限` = round(上限, 2),
    単位
  )
knitr::kable(表日本語(表H2), format = "html", row.names = FALSE, caption = "表H2:支持政党別の手がかり重要度と相対比重")
表H2:支持政党別の手がかり重要度と相対比重
実験 支持政党 条件・指標 推定値 95%CI下限 95%CI上限 単位
実験1(2023年) 日本維新の会 2政党条件:政党重要度 5.09 3.59 6.78 pp
実験1(2023年) 日本維新の会 2政党条件:経済重要度 5.41 4.47 6.90 pp
実験1(2023年) 日本維新の会 2政党条件:政党重要度(選択肢数調整済み) 10.17 7.18 13.57 pp
実験1(2023年) 日本維新の会 2政党条件:経済重要度(選択肢数調整済み) 10.82 8.93 13.79 pp
実験1(2023年) 日本維新の会 2政党条件:政党手がかり相対比重 48.44 38.23 57.41 %
実験1(2023年) 日本維新の会 3政党条件:政党重要度 6.19 4.83 7.84 pp
実験1(2023年) 日本維新の会 3政党条件:経済重要度 4.38 3.68 5.51 pp
実験1(2023年) 日本維新の会 3政党条件:政党重要度(選択肢数調整済み) 18.58 14.49 23.52 pp
実験1(2023年) 日本維新の会 3政党条件:経済重要度(選択肢数調整済み) 13.15 11.03 16.53 pp
実験1(2023年) 日本維新の会 3政党条件:政党手がかり相対比重 58.56 49.36 65.52 %
実験1(2023年) 日本維新の会 4政党条件:政党重要度 5.52 4.24 6.99 pp
実験1(2023年) 日本維新の会 4政党条件:経済重要度 4.48 3.85 5.42 pp
実験1(2023年) 日本維新の会 4政党条件:政党重要度(選択肢数調整済み) 22.07 16.95 27.95 pp
実験1(2023年) 日本維新の会 4政党条件:経済重要度(選択肢数調整済み) 17.92 15.42 21.66 pp
実験1(2023年) 日本維新の会 4政党条件:政党手がかり相対比重 55.19 47.29 62.14 %
実験1(2023年) 日本維新の会 5政党条件:政党重要度 5.44 4.24 6.68 pp
実験1(2023年) 日本維新の会 5政党条件:経済重要度 4.30 3.64 5.03 pp
実験1(2023年) 日本維新の会 5政党条件:政党重要度(選択肢数調整済み) 27.22 21.22 33.40 pp
実験1(2023年) 日本維新の会 5政党条件:経済重要度(選択肢数調整済み) 21.51 18.22 25.14 pp
実験1(2023年) 日本維新の会 5政党条件:政党手がかり相対比重 55.87 48.23 62.06 %
実験1(2023年) 立憲民主党 2政党条件:政党重要度 5.20 3.31 7.93 pp
実験1(2023年) 立憲民主党 2政党条件:経済重要度 3.83 2.96 6.14 pp
実験1(2023年) 立憲民主党 2政党条件:政党重要度(選択肢数調整済み) 10.41 6.62 15.85 pp
実験1(2023年) 立憲民主党 2政党条件:経済重要度(選択肢数調整済み) 7.66 5.92 12.27 pp
実験1(2023年) 立憲民主党 2政党条件:政党手がかり相対比重 57.60 39.96 67.43 %
実験1(2023年) 立憲民主党 3政党条件:政党重要度 3.40 2.49 5.81 pp
実験1(2023年) 立憲民主党 3政党条件:経済重要度 3.88 3.29 5.75 pp
実験1(2023年) 立憲民主党 3政党条件:政党重要度(選択肢数調整済み) 10.19 7.46 17.42 pp
実験1(2023年) 立憲民主党 3政党条件:経済重要度(選択肢数調整済み) 11.63 9.87 17.25 pp
実験1(2023年) 立憲民主党 3政党条件:政党手がかり相対比重 46.70 33.47 57.85 %
実験1(2023年) 立憲民主党 4政党条件:政党重要度 5.25 3.56 7.11 pp
実験1(2023年) 立憲民主党 4政党条件:経済重要度 3.42 2.92 4.93 pp
実験1(2023年) 立憲民主党 4政党条件:政党重要度(選択肢数調整済み) 21.00 14.25 28.46 pp
実験1(2023年) 立憲民主党 4政党条件:経済重要度(選択肢数調整済み) 13.69 11.70 19.73 pp
実験1(2023年) 立憲民主党 4政党条件:政党手がかり相対比重 60.54 46.06 68.15 %
実験1(2023年) 立憲民主党 5政党条件:政党重要度 4.58 3.37 6.02 pp
実験1(2023年) 立憲民主党 5政党条件:経済重要度 3.58 2.75 4.60 pp
実験1(2023年) 立憲民主党 5政党条件:政党重要度(選択肢数調整済み) 22.91 16.87 30.08 pp
実験1(2023年) 立憲民主党 5政党条件:経済重要度(選択肢数調整済み) 17.88 13.74 22.99 pp
実験1(2023年) 立憲民主党 5政党条件:政党手がかり相対比重 56.17 46.56 65.70 %
実験1(2023年) 公明党 2政党条件:政党重要度 7.42 4.97 10.33 pp
実験1(2023年) 公明党 2政党条件:経済重要度 4.92 4.05 7.50 pp
実験1(2023年) 公明党 2政党条件:政党重要度(選択肢数調整済み) 14.85 9.95 20.66 pp
実験1(2023年) 公明党 2政党条件:経済重要度(選択肢数調整済み) 9.85 8.11 15.00 pp
実験1(2023年) 公明党 2政党条件:政党手がかり相対比重 60.12 46.64 68.04 %
実験1(2023年) 公明党 3政党条件:政党重要度 5.86 4.17 8.22 pp
実験1(2023年) 公明党 3政党条件:経済重要度 5.92 4.96 7.76 pp
実験1(2023年) 公明党 3政党条件:政党重要度(選択肢数調整済み) 17.57 12.52 24.67 pp
実験1(2023年) 公明党 3政党条件:経済重要度(選択肢数調整済み) 17.75 14.87 23.27 pp
実験1(2023年) 公明党 3政党条件:政党手がかり相対比重 49.75 37.47 59.67 %
実験1(2023年) 公明党 4政党条件:政党重要度 3.72 2.51 5.81 pp
実験1(2023年) 公明党 4政党条件:経済重要度 4.23 3.13 5.75 pp
実験1(2023年) 公明党 4政党条件:政党重要度(選択肢数調整済み) 14.86 10.02 23.22 pp
実験1(2023年) 公明党 4政党条件:経済重要度(選択肢数調整済み) 16.91 12.52 22.98 pp
実験1(2023年) 公明党 4政党条件:政党手がかり相対比重 46.78 34.69 60.02 %
実験1(2023年) 公明党 5政党条件:政党重要度 4.60 3.50 6.53 pp
実験1(2023年) 公明党 5政党条件:経済重要度 4.08 3.42 5.36 pp
実験1(2023年) 公明党 5政党条件:政党重要度(選択肢数調整済み) 23.02 17.51 32.64 pp
実験1(2023年) 公明党 5政党条件:経済重要度(選択肢数調整済み) 20.38 17.09 26.80 pp
実験1(2023年) 公明党 5政党条件:政党手がかり相対比重 53.04 42.31 63.34 %
実験1(2023年) 日本共産党 2政党条件:政党重要度 6.39 4.56 11.78 pp
実験1(2023年) 日本共産党 2政党条件:経済重要度 6.23 4.76 11.78 pp
実験1(2023年) 日本共産党 2政党条件:政党重要度(選択肢数調整済み) 12.78 9.11 23.56 pp
実験1(2023年) 日本共産党 2政党条件:経済重要度(選択肢数調整済み) 12.46 9.52 23.57 pp
実験1(2023年) 日本共産党 2政党条件:政党手がかり相対比重 50.64 31.63 66.38 %
実験1(2023年) 日本共産党 3政党条件:政党重要度 6.34 4.27 10.29 pp
実験1(2023年) 日本共産党 3政党条件:経済重要度 6.85 5.14 10.57 pp
実験1(2023年) 日本共産党 3政党条件:政党重要度(選択肢数調整済み) 19.01 12.82 30.87 pp
実験1(2023年) 日本共産党 3政党条件:経済重要度(選択肢数調整済み) 20.55 15.42 31.71 pp
実験1(2023年) 日本共産党 3政党条件:政党手がかり相対比重 48.05 32.82 62.62 %
実験1(2023年) 日本共産党 4政党条件:政党重要度 5.39 3.49 8.70 pp
実験1(2023年) 日本共産党 4政党条件:経済重要度 5.99 4.48 8.79 pp
実験1(2023年) 日本共産党 4政党条件:政党重要度(選択肢数調整済み) 21.57 13.97 34.78 pp
実験1(2023年) 日本共産党 4政党条件:経済重要度(選択肢数調整済み) 23.95 17.93 35.14 pp
実験1(2023年) 日本共産党 4政党条件:政党手がかり相対比重 47.38 34.06 60.47 %
実験1(2023年) 日本共産党 5政党条件:政党重要度 4.81 3.03 8.47 pp
実験1(2023年) 日本共産党 5政党条件:経済重要度 3.57 2.82 5.89 pp
実験1(2023年) 日本共産党 5政党条件:政党重要度(選択肢数調整済み) 24.07 15.17 42.36 pp
実験1(2023年) 日本共産党 5政党条件:経済重要度(選択肢数調整済み) 17.84 14.10 29.45 pp
実験1(2023年) 日本共産党 5政党条件:政党手がかり相対比重 57.44 38.54 71.29 %
実験2(2026年) 支持政党なし 2政党条件:政党重要度 3.83 2.53 6.22 pp
実験2(2026年) 支持政党なし 2政党条件:経済重要度 6.22 5.02 7.93 pp
実験2(2026年) 支持政党なし 2政党条件:政党重要度(選択肢数調整済み) 7.66 5.07 12.44 pp
実験2(2026年) 支持政党なし 2政党条件:経済重要度(選択肢数調整済み) 12.43 10.04 15.86 pp
実験2(2026年) 支持政党なし 2政党条件:政党手がかり相対比重 38.12 27.09 50.95 %
実験2(2026年) 支持政党なし 3政党条件:政党重要度 4.33 3.62 5.92 pp
実験2(2026年) 支持政党なし 3政党条件:経済重要度 5.24 4.35 6.50 pp
実験2(2026年) 支持政党なし 3政党条件:政党重要度(選択肢数調整済み) 13.00 10.87 17.77 pp
実験2(2026年) 支持政党なし 3政党条件:経済重要度(選択肢数調整済み) 15.72 13.05 19.50 pp
実験2(2026年) 支持政党なし 3政党条件:政党手がかり相対比重 45.26 38.89 54.38 %
実験2(2026年) 支持政党なし 4政党条件:政党重要度 4.85 3.96 6.09 pp
実験2(2026年) 支持政党なし 4政党条件:経済重要度 4.84 4.07 5.71 pp
実験2(2026年) 支持政党なし 4政党条件:政党重要度(選択肢数調整済み) 19.42 15.85 24.34 pp
実験2(2026年) 支持政党なし 4政党条件:経済重要度(選択肢数調整済み) 19.37 16.26 22.83 pp
実験2(2026年) 支持政党なし 4政党条件:政党手がかり相対比重 50.06 43.40 57.04 %
実験2(2026年) 支持政党なし 5政党条件:政党重要度 3.91 2.98 4.87 pp
実験2(2026年) 支持政党なし 5政党条件:経済重要度 3.90 3.34 4.73 pp
実験2(2026年) 支持政党なし 5政党条件:政党重要度(選択肢数調整済み) 19.53 14.91 24.35 pp
実験2(2026年) 支持政党なし 5政党条件:経済重要度(選択肢数調整済み) 19.49 16.69 23.64 pp
実験2(2026年) 支持政党なし 5政党条件:政党手がかり相対比重 50.05 41.26 57.35 %
実験2(2026年) 自由民主党 2政党条件:政党重要度 11.95 9.31 14.87 pp
実験2(2026年) 自由民主党 2政党条件:経済重要度 4.99 3.53 7.23 pp
実験2(2026年) 自由民主党 2政党条件:政党重要度(選択肢数調整済み) 23.89 18.62 29.73 pp
実験2(2026年) 自由民主党 2政党条件:経済重要度(選択肢数調整済み) 9.98 7.05 14.46 pp
実験2(2026年) 自由民主党 2政党条件:政党手がかり相対比重 70.53 60.77 78.71 %
実験2(2026年) 自由民主党 3政党条件:政党重要度 11.71 9.95 13.43 pp
実験2(2026年) 自由民主党 3政党条件:経済重要度 5.18 3.88 6.75 pp
実験2(2026年) 自由民主党 3政党条件:政党重要度(選択肢数調整済み) 35.13 29.86 40.30 pp
実験2(2026年) 自由民主党 3政党条件:経済重要度(選択肢数調整済み) 15.53 11.64 20.25 pp
実験2(2026年) 自由民主党 3政党条件:政党手がかり相対比重 69.35 61.89 76.20 %
実験2(2026年) 自由民主党 4政党条件:政党重要度 10.84 9.30 12.34 pp
実験2(2026年) 自由民主党 4政党条件:経済重要度 3.96 3.20 5.18 pp
実験2(2026年) 自由民主党 4政党条件:政党重要度(選択肢数調整済み) 43.36 37.21 49.37 pp
実験2(2026年) 自由民主党 4政党条件:経済重要度(選択肢数調整済み) 15.84 12.80 20.74 pp
実験2(2026年) 自由民主党 4政党条件:政党手がかり相対比重 73.24 65.54 78.08 %
実験2(2026年) 自由民主党 5政党条件:政党重要度 10.62 9.61 11.74 pp
実験2(2026年) 自由民主党 5政党条件:経済重要度 2.40 1.90 3.27 pp
実験2(2026年) 自由民主党 5政党条件:政党重要度(選択肢数調整済み) 53.11 48.05 58.72 pp
実験2(2026年) 自由民主党 5政党条件:経済重要度(選択肢数調整済み) 12.00 9.52 16.35 pp
実験2(2026年) 自由民主党 5政党条件:政党手がかり相対比重 81.57 75.95 85.34 %
実験2(2026年) 国民民主党 2政党条件:政党重要度 5.66 4.06 12.30 pp
実験2(2026年) 国民民主党 2政党条件:経済重要度 8.46 6.45 13.94 pp
実験2(2026年) 国民民主党 2政党条件:政党重要度(選択肢数調整済み) 11.33 8.11 24.60 pp
実験2(2026年) 国民民主党 2政党条件:経済重要度(選択肢数調整済み) 16.93 12.89 27.87 pp
実験2(2026年) 国民民主党 2政党条件:政党手がかり相対比重 40.09 27.47 59.50 %
実験2(2026年) 国民民主党 3政党条件:政党重要度 6.22 4.94 9.76 pp
実験2(2026年) 国民民主党 3政党条件:経済重要度 6.91 5.32 9.75 pp
実験2(2026年) 国民民主党 3政党条件:政党重要度(選択肢数調整済み) 18.65 14.83 29.28 pp
実験2(2026年) 国民民主党 3政党条件:経済重要度(選択肢数調整済み) 20.74 15.96 29.24 pp
実験2(2026年) 国民民主党 3政党条件:政党手がかり相対比重 47.34 38.02 60.40 %
実験2(2026年) 国民民主党 4政党条件:政党重要度 3.98 2.94 7.73 pp
実験2(2026年) 国民民主党 4政党条件:経済重要度 5.50 4.46 8.17 pp
実験2(2026年) 国民民主党 4政党条件:政党重要度(選択肢数調整済み) 15.94 11.76 30.91 pp
実験2(2026年) 国民民主党 4政党条件:経済重要度(選択肢数調整済み) 22.01 17.82 32.68 pp
実験2(2026年) 国民民主党 4政党条件:政党手がかり相対比重 42.00 31.79 58.16 %
実験2(2026年) 国民民主党 5政党条件:政党重要度 5.02 3.68 7.36 pp
実験2(2026年) 国民民主党 5政党条件:経済重要度 4.19 3.36 6.32 pp
実験2(2026年) 国民民主党 5政党条件:政党重要度(選択肢数調整済み) 25.11 18.42 36.81 pp
実験2(2026年) 国民民主党 5政党条件:経済重要度(選択肢数調整済み) 20.95 16.82 31.60 pp
実験2(2026年) 国民民主党 5政党条件:政党手がかり相対比重 54.51 40.84 65.60 %
実験2(2026年) 日本維新の会 2政党条件:政党重要度 6.99 4.19 12.61 pp
実験2(2026年) 日本維新の会 2政党条件:経済重要度 5.86 4.48 10.95 pp
実験2(2026年) 日本維新の会 2政党条件:政党重要度(選択肢数調整済み) 13.98 8.38 25.22 pp
実験2(2026年) 日本維新の会 2政党条件:経済重要度(選択肢数調整済み) 11.73 8.95 21.90 pp
実験2(2026年) 日本維新の会 2政党条件:政党手がかり相対比重 54.38 36.28 65.23 %
実験2(2026年) 日本維新の会 3政党条件:政党重要度 4.58 3.07 8.58 pp
実験2(2026年) 日本維新の会 3政党条件:経済重要度 5.69 4.53 8.49 pp
実験2(2026年) 日本維新の会 3政党条件:政党重要度(選択肢数調整済み) 13.74 9.20 25.75 pp
実験2(2026年) 日本維新の会 3政党条件:経済重要度(選択肢数調整済み) 17.06 13.60 25.48 pp
実験2(2026年) 日本維新の会 3政党条件:政党手がかり相対比重 44.60 30.75 59.88 %
実験2(2026年) 日本維新の会 4政党条件:政党重要度 6.29 4.16 10.00 pp
実験2(2026年) 日本維新の会 4政党条件:経済重要度 4.11 3.14 7.15 pp
実験2(2026年) 日本維新の会 4政党条件:政党重要度(選択肢数調整済み) 25.16 16.64 39.99 pp
実験2(2026年) 日本維新の会 4政党条件:経済重要度(選択肢数調整済み) 16.45 12.58 28.59 pp
実験2(2026年) 日本維新の会 4政党条件:政党手がかり相対比重 60.46 42.10 72.36 %
実験2(2026年) 日本維新の会 5政党条件:政党重要度 5.28 3.88 7.83 pp
実験2(2026年) 日本維新の会 5政党条件:経済重要度 2.56 2.06 4.94 pp
実験2(2026年) 日本維新の会 5政党条件:政党重要度(選択肢数調整済み) 26.39 19.38 39.16 pp
実験2(2026年) 日本維新の会 5政党条件:経済重要度(選択肢数調整済み) 12.79 10.31 24.70 pp
実験2(2026年) 日本維新の会 5政党条件:政党手がかり相対比重 67.36 51.12 76.48 %
実験2(2026年) チームみらい 2政党条件:政党重要度 12.13 9.48 17.24 pp
実験2(2026年) チームみらい 2政党条件:経済重要度 5.89 4.43 11.21 pp
実験2(2026年) チームみらい 2政党条件:政党重要度(選択肢数調整済み) 24.27 18.95 34.47 pp
実験2(2026年) チームみらい 2政党条件:経済重要度(選択肢数調整済み) 11.78 8.86 22.41 pp
実験2(2026年) チームみらい 2政党条件:政党手がかり相対比重 67.32 51.58 76.76 %
実験2(2026年) チームみらい 3政党条件:政党重要度 2.76 2.42 7.43 pp
実験2(2026年) チームみらい 3政党条件:経済重要度 7.71 5.93 11.02 pp
実験2(2026年) チームみらい 3政党条件:政党重要度(選択肢数調整済み) 8.28 7.27 22.29 pp
実験2(2026年) チームみらい 3政党条件:経済重要度(選択肢数調整済み) 23.13 17.78 33.07 pp
実験2(2026年) チームみらい 3政党条件:政党手がかり相対比重 26.35 20.72 50.97 %
実験2(2026年) チームみらい 4政党条件:政党重要度 4.06 3.43 7.56 pp
実験2(2026年) チームみらい 4政党条件:経済重要度 4.97 3.60 7.89 pp
実験2(2026年) チームみらい 4政党条件:政党重要度(選択肢数調整済み) 16.23 13.74 30.24 pp
実験2(2026年) チームみらい 4政党条件:経済重要度(選択肢数調整済み) 19.86 14.41 31.56 pp
実験2(2026年) チームみらい 4政党条件:政党手がかり相対比重 44.96 36.39 63.14 %
実験2(2026年) チームみらい 5政党条件:政党重要度 3.80 2.63 5.99 pp
実験2(2026年) チームみらい 5政党条件:経済重要度 3.92 2.86 6.21 pp
実験2(2026年) チームみらい 5政党条件:政党重要度(選択肢数調整済み) 18.98 13.16 29.96 pp
実験2(2026年) チームみらい 5政党条件:経済重要度(選択肢数調整済み) 19.62 14.29 31.07 pp
実験2(2026年) チームみらい 5政党条件:政党手がかり相対比重 49.17 33.67 61.87 %
実験3(2026年) 支持政党なし 2選択肢条件:政党名重要度 12.75 10.83 15.93 pp
実験3(2026年) 支持政党なし 2選択肢条件:経済重要度 5.38 4.23 7.47 pp
実験3(2026年) 支持政党なし 2選択肢条件:政党名重要度(選択肢数調整済み) 25.49 21.66 31.87 pp
実験3(2026年) 支持政党なし 2選択肢条件:経済重要度(選択肢数調整済み) 10.76 8.47 14.93 pp
実験3(2026年) 支持政党なし 2選択肢条件:政党手がかり相対比重 70.32 62.45 77.48 %
実験3(2026年) 支持政党なし 3選択肢条件:政党名重要度 8.88 7.27 11.32 pp
実験3(2026年) 支持政党なし 3選択肢条件:経済重要度 5.34 4.46 6.49 pp
実験3(2026年) 支持政党なし 3選択肢条件:政党名重要度(選択肢数調整済み) 26.63 21.82 33.95 pp
実験3(2026年) 支持政党なし 3選択肢条件:経済重要度(選択肢数調整済み) 16.01 13.38 19.46 pp
実験3(2026年) 支持政党なし 3選択肢条件:政党手がかり相対比重 62.46 55.62 69.13 %
実験3(2026年) 支持政党なし 4選択肢条件:政党名重要度 8.31 7.00 10.19 pp
実験3(2026年) 支持政党なし 4選択肢条件:経済重要度 4.77 3.96 5.78 pp
実験3(2026年) 支持政党なし 4選択肢条件:政党名重要度(選択肢数調整済み) 33.24 27.99 40.76 pp
実験3(2026年) 支持政党なし 4選択肢条件:経済重要度(選択肢数調整済み) 19.09 15.84 23.12 pp
実験3(2026年) 支持政党なし 4選択肢条件:政党手がかり相対比重 63.52 57.46 70.08 %
実験3(2026年) 支持政党なし 5選択肢条件:政党名重要度 7.05 6.04 8.37 pp
実験3(2026年) 支持政党なし 5選択肢条件:経済重要度 4.04 3.47 4.74 pp
実験3(2026年) 支持政党なし 5選択肢条件:政党名重要度(選択肢数調整済み) 35.27 30.22 41.84 pp
実験3(2026年) 支持政党なし 5選択肢条件:経済重要度(選択肢数調整済み) 20.19 17.35 23.71 pp
実験3(2026年) 支持政党なし 5選択肢条件:政党手がかり相対比重 63.60 58.13 69.15 %
実験3(2026年) 自由民主党 2選択肢条件:政党名重要度 20.69 17.88 24.62 pp
実験3(2026年) 自由民主党 2選択肢条件:経済重要度 5.70 4.22 7.54 pp
実験3(2026年) 自由民主党 2選択肢条件:政党名重要度(選択肢数調整済み) 41.38 35.75 49.24 pp
実験3(2026年) 自由民主党 2選択肢条件:経済重要度(選択肢数調整済み) 11.40 8.44 15.08 pp
実験3(2026年) 自由民主党 2選択肢条件:政党手がかり相対比重 78.40 72.05 84.06 %
実験3(2026年) 自由民主党 3選択肢条件:政党名重要度 20.57 17.85 23.03 pp
実験3(2026年) 自由民主党 3選択肢条件:経済重要度 4.48 3.55 6.23 pp
実験3(2026年) 自由民主党 3選択肢条件:政党名重要度(選択肢数調整済み) 61.71 53.54 69.10 pp
実験3(2026年) 自由民主党 3選択肢条件:経済重要度(選択肢数調整済み) 13.44 10.64 18.68 pp
実験3(2026年) 自由民主党 3選択肢条件:政党手がかり相対比重 82.12 75.41 85.88 %
実験3(2026年) 自由民主党 4選択肢条件:政党名重要度 19.66 17.72 21.53 pp
実験3(2026年) 自由民主党 4選択肢条件:経済重要度 2.91 2.30 4.26 pp
実験3(2026年) 自由民主党 4選択肢条件:政党名重要度(選択肢数調整済み) 78.63 70.87 86.13 pp
実験3(2026年) 自由民主党 4選択肢条件:経済重要度(選択肢数調整済み) 11.63 9.20 17.05 pp
実験3(2026年) 自由民主党 4選択肢条件:政党手がかり相対比重 87.11 81.82 89.73 %
実験3(2026年) 自由民主党 5選択肢条件:政党名重要度 17.57 16.08 19.23 pp
実験3(2026年) 自由民主党 5選択肢条件:経済重要度 2.33 1.78 3.22 pp
実験3(2026年) 自由民主党 5選択肢条件:政党名重要度(選択肢数調整済み) 87.87 80.41 96.13 pp
実験3(2026年) 自由民主党 5選択肢条件:経済重要度(選択肢数調整済み) 11.64 8.92 16.08 pp
実験3(2026年) 自由民主党 5選択肢条件:政党手がかり相対比重 88.30 84.32 90.95 %
実験3(2026年) 国民民主党 2選択肢条件:政党名重要度 18.98 14.97 26.31 pp
実験3(2026年) 国民民主党 2選択肢条件:経済重要度 4.32 3.47 9.09 pp
実験3(2026年) 国民民主党 2選択肢条件:政党名重要度(選択肢数調整済み) 37.96 29.93 52.62 pp
実験3(2026年) 国民民主党 2選択肢条件:経済重要度(選択肢数調整済み) 8.64 6.93 18.17 pp
実験3(2026年) 国民民主党 2選択肢条件:政党手がかり相対比重 81.46 67.84 86.08 %
実験3(2026年) 国民民主党 3選択肢条件:政党名重要度 20.20 16.30 24.53 pp
実験3(2026年) 国民民主党 3選択肢条件:経済重要度 4.36 3.16 7.22 pp
実験3(2026年) 国民民主党 3選択肢条件:政党名重要度(選択肢数調整済み) 60.59 48.89 73.59 pp
実験3(2026年) 国民民主党 3選択肢条件:経済重要度(選択肢数調整済み) 13.09 9.49 21.67 pp
実験3(2026年) 国民民主党 3選択肢条件:政党手がかり相対比重 82.23 71.68 87.02 %
実験3(2026年) 国民民主党 4選択肢条件:政党名重要度 18.43 16.01 22.51 pp
実験3(2026年) 国民民主党 4選択肢条件:経済重要度 3.81 2.92 6.42 pp
実験3(2026年) 国民民主党 4選択肢条件:政党名重要度(選択肢数調整済み) 73.73 64.04 90.02 pp
実験3(2026年) 国民民主党 4選択肢条件:経済重要度(選択肢数調整済み) 15.25 11.69 25.66 pp
実験3(2026年) 国民民主党 4選択肢条件:政党手がかり相対比重 82.86 73.39 86.89 %
実験3(2026年) 国民民主党 5選択肢条件:政党名重要度 15.75 13.01 19.17 pp
実験3(2026年) 国民民主党 5選択肢条件:経済重要度 3.05 2.20 4.78 pp
実験3(2026年) 国民民主党 5選択肢条件:政党名重要度(選択肢数調整済み) 78.73 65.05 95.85 pp
実験3(2026年) 国民民主党 5選択肢条件:経済重要度(選択肢数調整済み) 15.27 11.01 23.88 pp
実験3(2026年) 国民民主党 5選択肢条件:政党手がかり相対比重 83.75 75.55 88.48 %

補図H3:対象となる支持政党別の一致効果

一致効果 <- study3_all_party_match_results$coefficients %>%
  dplyr::filter(status == "estimated", !is.na(estimate)) %>%
  dplyr::mutate(
    条件 = 条件日本語(party_n, "study3"),
    数値ラベル = sprintf("%.1f", estimate_pp)
  )

補図H3 <- ggplot2::ggplot(一致効果, ggplot2::aes(x = party_n, y = estimate_pp, group = 1)) +
  ggplot2::geom_hline(yintercept = 0, linewidth = 0.4) +
  ggplot2::geom_line(linewidth = 0.65) +
  ggplot2::geom_errorbar(ggplot2::aes(ymin = conf.low_pp, ymax = conf.high_pp), width = 0.08, linewidth = 0.45) +
  ggplot2::geom_label(ggplot2::aes(label = 数値ラベル), size = 3.0, label.size = 0, fill = "white") +
  ggplot2::facet_wrap(~ support_party_valid) +
  ggplot2::scale_x_continuous(breaks = 2:5, labels = paste0(2:5, "選択肢")) +
  ggplot2::labs(x = "選択肢数", y = "一致効果(pp)") +
  ggplot2::theme_bw(base_size = 10) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
補図H3

表H3 <- 一致効果 %>%
  dplyr::transmute(
    支持政党 = support_party_valid,
    条件,
    回答者数 = n_ids,
    `一致効果(pp)` = round(estimate_pp, 2),
    `95%CI下限` = round(conf.low_pp, 2),
    `95%CI上限` = round(conf.high_pp, 2),
    p値 = signif(p.value, 3)
  )
knitr::kable(表日本語(表H3), format = "html", row.names = FALSE)
支持政党 条件 回答者数 一致効果(pp) 95%CI下限 95%CI上限 p値
自由民主党 2選択肢条件 163 34.77 28.06 41.49 0.00000000000000000048599999999999995625374338281687869
自由民主党 3選択肢条件 219 42.74 36.61 48.87 0.00000000000000000000000000000037699999999999995606639
自由民主党 4選択肢条件 254 47.62 41.97 53.28 0.00000000000000000000000000000000000000000476000000000
自由民主党 5選択肢条件 311 49.55 44.26 54.84 0.00000000000000000000000000000000000000000000000000197
国民民主党 2選択肢条件 49 25.26 8.98 41.53 0.00379999999999999999236721670570204878458753228187561
国民民主党 3選択肢条件 76 41.28 30.79 51.76 0.00000000004140000000000000050619231029003231014939956
国民民主党 4選択肢条件 70 48.40 37.40 59.40 0.00000000000143999999999999992264000658881428762470023
国民民主党 5選択肢条件 91 42.08 32.42 51.74 0.00000000000031500000000000002089040745945069943445560
表H4 <- study3_all_party_match_results$trends %>%
  dplyr::filter(status == "estimated") %>%
  dplyr::transmute(
    支持政党 = support_party_valid,
    `1選択肢増加あたりの変化(pp)` = round(estimate * 100, 2),
    `95%CI下限` = round(conf.low * 100, 2),
    `95%CI上限` = round(conf.high * 100, 2),
    p値 = signif(p.value, 3)
  )
knitr::kable(表日本語(表H4), format = "html", row.names = FALSE)
支持政党 1選択肢増加あたりの変化(pp) 95%CI下限 95%CI上限 p値
自由民主党 4.20 1.37 7.03 0.00372
国民民主党 3.23 -2.26 8.73 0.25000

I. 3実験横断分析

補図I1:主要仮説の線形傾向

主要仮説 <- hypothesis_test_summary %>%
  dplyr::mutate(
    実験 = dplyr::recode(study_id, study1 = "実験1(2023年)", study2 = "実験2(2026年)", study3 = "実験3(2026年)"),
    指標 = dplyr::case_when(
      stringr::str_detect(statistic, "party") ~ "政党手がかり重要度",
      stringr::str_detect(statistic, "economic") ~ "経済手がかり重要度",
      TRUE ~ statistic
    ),
    予測方向 = dplyr::recode(expected_direction, positive = "正", negative = "負")
  )

主要仮説 <- 主要仮説 %>%
  dplyr::mutate(
    傾きpp = 100 * estimate,
    下限pp = 100 * conf_low,
    上限pp = 100 * conf_high,
    表示行 = paste0(hypothesis, ":", 指標),
    数値ラベル = sprintf("%.2f", 傾きpp)
  )

補図I1 <- ggplot2::ggplot(主要仮説, ggplot2::aes(x = 傾きpp, y = stats::reorder(表示行, 傾きpp))) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.45) +
  ggplot2::geom_errorbarh(ggplot2::aes(xmin = 下限pp, xmax = 上限pp), height = 0.12, linewidth = 0.55) +
  ggplot2::geom_label(ggplot2::aes(label = 数値ラベル), size = 3.1, label.size = 0, fill = "white") +
  ggplot2::labs(x = "選択肢が1つ増えるときの重要度の変化(pp)", y = NULL) +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
補図I1

表I1 <- 主要仮説 %>%
  dplyr::transmute(
    実験,
    仮説 = hypothesis,
    指標,
    予測方向,
    傾き = round(estimate, 4),
    `95%CI下限` = round(conf_low, 4),
    `95%CI上限` = round(conf_high, 4),
    p値 = signif(p_value_two_sided, 3),
    判定 = conclusion
  )
knitr::kable(表日本語(表I1), format = "html", row.names = FALSE)
実験 仮説 指標 予測方向 傾き 95%CI下限 95%CI上限 p値 判定
実験1(2023年) H1a(実験1) 政党手がかり重要度 -0.0013 -0.0057 0.0030 0.536 点推定が予測方向と一致しない
実験1(2023年) H1b(実験1) 経済手がかり重要度 -0.0023 -0.0058 0.0002 0.076 点推定は予測方向だが、95%信頼区間が0を含む
実験2(2026年) H1a(実験2) 政党手がかり重要度 -0.0015 -0.0062 0.0025 0.387 点推定が予測方向と一致しない
実験2(2026年) H1b(実験2) 経済手がかり重要度 -0.0078 -0.0113 -0.0046 0.001 予測方向で95%信頼区間が0を含まず、統計的に支持
実験3(2026年) H2a(実験3) 政党手がかり重要度 -0.0162 -0.0223 -0.0103 0.001 点推定が予測方向と一致しない
実験3(2026年) H2b(実験3) 経済手がかり重要度 -0.0074 -0.0106 -0.0045 0.001 予測方向で95%信頼区間が0を含まず、統計的に支持

補図I2:選択肢数調整済み重要度の線形傾向

調整済み傾向 <- choice_set_adjusted_slope_summary %>%
  dplyr::mutate(
    実験 = dplyr::recode(study_id, study1 = "実験1(2023年)", study2 = "実験2(2026年)", study3 = "実験3(2026年)"),
    指標 = dplyr::case_when(
      stringr::str_detect(statistic, "party") ~ "政党手がかり重要度(選択肢数調整済み)",
      stringr::str_detect(statistic, "economic") ~ "経済手がかり重要度(選択肢数調整済み)",
      TRUE ~ statistic
    )
  )

調整済み傾向 <- 調整済み傾向 %>%
  dplyr::mutate(
    傾き表示 = 100 * estimate,
    下限表示 = 100 * conf_low,
    上限表示 = 100 * conf_high,
    表示行 = paste0(実験, ":", 指標),
    数値ラベル = sprintf("%.2f", 傾き表示)
  )

補図I2 <- ggplot2::ggplot(調整済み傾向, ggplot2::aes(x = 傾き表示, y = stats::reorder(表示行, 傾き表示))) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.45) +
  ggplot2::geom_errorbarh(ggplot2::aes(xmin = 下限表示, xmax = 上限表示), height = 0.12, linewidth = 0.55) +
  ggplot2::geom_label(ggplot2::aes(label = 数値ラベル), size = 3.1, label.size = 0, fill = "white") +
  ggplot2::labs(x = "選択肢が1つ増えるときの調整済み重要度の変化(%)", y = NULL) +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
補図I2

表I2 <- 調整済み傾向 %>%
  dplyr::transmute(
    実験,
    指標,
    傾き = round(estimate, 4),
    `95%CI下限` = round(conf_low, 4),
    `95%CI上限` = round(conf_high, 4),
    p値 = signif(p_value_two_sided, 3)
  )
knitr::kable(表日本語(表I2), format = "html", row.names = FALSE)
実験 指標 傾き 95%CI下限 95%CI上限 p値
実験1(2023年) 政党手がかり重要度(選択肢数調整済み) 0.0463 0.0319 0.0616 0.001
実験1(2023年) 経済手がかり重要度(選択肢数調整済み) 0.0347 0.0253 0.0440 0.001
実験2(2026年) 政党手がかり重要度(選択肢数調整済み) 0.0414 0.0289 0.0528 0.001
実験2(2026年) 経済手がかり重要度(選択肢数調整済み) 0.0148 0.0064 0.0239 0.001
実験3(2026年) 政党手がかり重要度(選択肢数調整済み) 0.0552 0.0394 0.0734 0.001
実験3(2026年) 経済手がかり重要度(選択肢数調整済み) 0.0132 0.0047 0.0216 0.002

補図I3:政党手がかり相対比重の3実験比較

横断相対比重 <- cross_study_relative_weight %>%
  dplyr::mutate(
    実験 = dplyr::recode(study_id, study1 = "実験1(2023年)", study2 = "実験2(2026年)", study3 = "実験3(2026年)"),
    相対比重 = 100 * estimate,
    下限 = 100 * conf_low,
    上限 = 100 * conf_high,
    数値ラベル = sprintf("%.1f%%", 相対比重)
  )

補図I3 <- ggplot2::ggplot(横断相対比重, ggplot2::aes(x = party_n, y = 相対比重, group = 実験, linetype = 実験)) +
  ggplot2::geom_hline(yintercept = 50, linetype = "dashed", linewidth = 0.4) +
  ggplot2::geom_line(linewidth = 0.75) +
  ggplot2::geom_errorbar(ggplot2::aes(ymin = 下限, ymax = 上限), width = 0.07, linewidth = 0.45) +
  ggplot2::geom_label(ggplot2::aes(label = 数値ラベル), size = 3.0, label.size = 0, fill = "white") +
  ggplot2::scale_x_continuous(breaks = 2:5, labels = paste0(2:5, "選択肢")) +
  ggplot2::labs(x = "選択肢数", y = "政党手がかり相対比重(%)", linetype = NULL) +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank(), legend.position = "top")
補図I3

表I3 <- 横断相対比重 %>%
  dplyr::transmute(
    実験,
    条件 = paste0(party_n, "選択肢条件"),
    `政党手がかり相対比重(%)` = round(相対比重, 1),
    `95%CI下限` = round(下限, 1),
    `95%CI上限` = round(上限, 1)
  )
knitr::kable(表日本語(表I3), format = "html", row.names = FALSE)
実験 条件 政党手がかり相対比重(%) 95%CI下限 95%CI上限
実験1(2023年) 2選択肢条件 53.1 44.8 59.6
実験1(2023年) 3選択肢条件 54.7 47.4 60.5
実験1(2023年) 4選択肢条件 54.3 48.5 59.5
実験1(2023年) 5選択肢条件 55.6 49.6 60.5
実験2(2026年) 2選択肢条件 48.3 39.9 55.7
実験2(2026年) 3選択肢条件 47.1 42.1 53.1
実験2(2026年) 4選択肢条件 52.8 47.5 57.7
実験2(2026年) 5選択肢条件 59.4 54.4 63.3
実験3(2026年) 2選択肢条件 73.2 68.2 77.4
実験3(2026年) 3選択肢条件 72.8 68.9 76.5
実験3(2026年) 4選択肢条件 74.6 71.0 78.2
実験3(2026年) 5選択肢条件 75.6 72.2 78.6
---
title: "オンライン上での補遺と再現コード"
subtitle: "多党制は経済投票を弱めるのか？：政党の手がかりと経済の手がかりをめぐるコンジョイント実験"
author: "Hanako Ohmura"
date: "`r format(Sys.Date(), '%Y-%m-%d')`"
output:
  html_document:
    theme: flatly
    highlight: kate
    toc: true
    toc_depth: 2
    toc_float:
      collapsed: false
      smooth_scroll: true
    number_sections: false
    code_folding: show
    code_download: true
    df_print: paged
    fig_caption: true
    self_contained: true
params:
  study1_data: "partynum.csv"
  study2_data: "conjoint_study2.csv"
  study3_data: "conjoint_S3.csv"
  output_root: "conjoint_replication_results"
  run_analysis: true
  relative_cue_bootstrap_B: 2000
  support_bootstrap_B: 500
  rerun_relative_cue_bootstrap: false
  rerun_support_bootstrap: false
  min_support_total_n: 150
  min_support_cell_n: 40
---

<style>
body {
  font-family: "Helvetica Neue", Arial, "Yu Gothic", "Hiragino Kaku Gothic ProN", sans-serif;
  font-size: 16px;
  line-height: 1.75;
}
.main-container { max-width: 1120px; }
h1, h2, h3, h4 { font-weight: 700; }
h2 {
  border-bottom: 1px solid #d8dee4;
  padding-bottom: 0.25em;
}
pre, code { font-size: 0.90em; }
table { font-size: 0.90em; }
.table-scroll { overflow-x: auto; margin-bottom: 1.5em; }
img { max-width: 100%; height: auto; display: inline-block; }
.code-controls { margin: 0.5em 0 1.2em 0; }
.code-controls button { margin-right: 0.5em; padding: 0.35em 0.8em; }
</style>

<script>
document.addEventListener("DOMContentLoaded", function() {
  const showButton = document.getElementById("show-all-code");
  const hideButton = document.getElementById("hide-all-code");
  if (showButton) {
    showButton.addEventListener("click", function() {
      document.querySelectorAll("div.sourceCode").forEach(function(el) {
        el.style.display = "block";
      });
    });
  }
  if (hideButton) {
    hideButton.addEventListener("click", function() {
      document.querySelectorAll("div.sourceCode").forEach(function(el) {
        el.style.display = "none";
      });
    });
  }
});
</script>

<div class="code-controls">
<button id="show-all-code" type="button">Show All Code</button>
<button id="hide-all-code" type="button">Hide All Code</button>
</div>


# README：再現方法とファイル構成

このオンライン補遺と再現コードは、論文「多党制は経済投票を弱めるのか？：政党の手がかりと経済の手がかりをめぐるコンジョイント実験」で報告する3つの実験の分析について、本文図、補遺図表、頑健性分析、無作為化・バランス診断、および支持政党別分析結果をまとめ、さらにそれらを再現するためのコードをまとめたものである。以下の手順で、入力データの読込みから最終的な図表・診断結果の整理までを一括して実行できる。

## 1. 再現に必要なファイル等

次の4ファイルを同じ作業ディレクトリに置いてもらう。データファイル名や保存場所を変更する場合は、このRmd冒頭の `params` を変更してもらえばよい。

| ファイル | 内容 |
|---|---|
| `partynum.csv` | 実験1の入力データ |
| `conjoint_study2.csv` | 実験2の入力データ |
| `conjoint_S3.csv` | 実験3の入力データ |

## 2. 必要なRパッケージ

分析コードで使用する主要パッケージは以下のとおりである。

```{r readme-install-packages, eval=FALSE}
install.packages(c(
  "dplyr", "tidyr", "stringr", "purrr", "readr",
  "fixest", "tibble", "forcats", "ggplot2", "scales",
  "survival", "ggtext", "patchwork", "rmarkdown", "knitr"
))
```

## 3. 各種のデフォルト設定

冒頭の `params` で、入力ファイル、出力先、ブートストラップ回数を変更可能である。現在の主要なデフォルト値は次のとおりである。

| パラメータ | デフォルト | 意味 |
|---|---:|---|
| `output_root` | `conjoint_replication_results` | 全出力を保存するルートディレクトリ |
| `relative_cue_bootstrap_B` | 2000 | 主要な重要度・相対比重のブートストラップ反復数 |
| `support_bootstrap_B` | 500 | 支持政党別分析のブートストラップ反復数 |



## 4. 出力ファイル

分析結果はデフォルトで `conjoint_replication_results/` 内に保存される設定になっている。主な構成は以下の通り。

- `main_text/`：本文用の図と表
- `supplement/`：実験別および実験横断の補遺図表（CSV、LaTeX、図）
- `diagnostics/`：標本スクリーニング、割付バランス、プロフィール無作為化の診断
- `model_objects/`：再利用可能なモデル・分析オブジェクト
- `logs/`：`sessionInfo` などの再現性情報

各分析の途中の経過作成される各種オブジェクトなどは `_working/` に保存され、最終段階で上記のディレクトリに整理するように設定した。Rおよび各パッケージの実行環境は、分析完了後に `sessionInfo` として保存される設定となっている。

## 5. このオンライン補遺と再現コードの読み方

**A節**は本文・補遺の図表を生成する実行コード、**B節**以降は分析標本、推定量、無作為化・バランス診断、および各補足結果を、コードと対応させて確認するためのセクションである。画面上部の **Show All Code / Hide All Code** または右上の **Code** メニューから、コード全体の表示・非表示を切り替えられる。

```{r setup, include=FALSE}
knitr::opts_chunk$set(
  echo = TRUE,
  message = FALSE,
  warning = FALSE,
  fig.align = "center",
  comment = "#>",
  out.width = "96%"
)

options(
  conjoint.study1_data = params$study1_data,
  conjoint.study2_data = params$study2_data,
  conjoint.study3_data = params$study3_data,
  conjoint.output_root = params$output_root,
  conjoint.relative_cue_bootstrap_B = as.integer(params$relative_cue_bootstrap_B),
  conjoint.support_bootstrap_B = as.integer(params$support_bootstrap_B),
  conjoint.rerun_relative_cue_bootstrap = isTRUE(params$rerun_relative_cue_bootstrap),
  conjoint.rerun_support_bootstrap = isTRUE(params$rerun_support_bootstrap),
  conjoint.min_support_total_n = as.integer(params$min_support_total_n),
  conjoint.min_support_cell_n = as.integer(params$min_support_cell_n)
)

supp_root <- file.path(params$output_root, "supplement")
diag_root <- file.path(params$output_root, "diagnostics")
cross_root <- file.path(supp_root, "cross_study")


study_csv <- function(study_id, file) {
  file.path(supp_root, study_id, "tables_csv", file)
}
study_fig <- function(study_id, file) {
  file.path(supp_root, study_id, "figures", file)
}
diag_fig <- function(study_id, type, file) {
  file.path(diag_root, study_id, type, file)
}
cross_csv <- function(file) {
  file.path(cross_root, "tables_csv", file)
}
cross_fig <- function(file) {
  file.path(cross_root, "figures", file)
}
```


# A. 各図表の再現コード

## A.1 共通コード

```{r a1-common-code, eval=params$run_analysis, results='hide', fig.show='hide'}
# 共通コード
options(stringsAsFactors = FALSE)

unified_output_root <- getOption(
  "conjoint.output_root",
  "conjoint_replication_results"
)

dir.create(
  unified_output_root,
  showWarnings = FALSE,
  recursive = TRUE
)

unified_config <- list(
  output_root = unified_output_root,

  cue_importance_metric_version = "v4_screening_autodetect",

  relative_cue_bootstrap_B = as.integer(
    getOption("conjoint.relative_cue_bootstrap_B", 2000L)
  ),
  relative_cue_bootstrap_seed = as.integer(
    getOption("conjoint.relative_cue_bootstrap_seed", 20260730L)
  ),
  relative_cue_bootstrap_progress_every = as.integer(
    getOption("conjoint.relative_cue_bootstrap_progress_every", 100L)
  ),
  rerun_relative_cue_bootstrap = isTRUE(
    getOption("conjoint.rerun_relative_cue_bootstrap", FALSE)
  ),

  min_support_total_n = as.integer(
    getOption("conjoint.min_support_total_n", 150L)
  ),
  min_support_cell_n = as.integer(
    getOption("conjoint.min_support_cell_n", 40L)
  ),
  support_bootstrap_B = as.integer(
    getOption("conjoint.support_bootstrap_B", 500L)
  ),
  support_bootstrap_seed = as.integer(
    getOption("conjoint.support_bootstrap_seed", 20260806L)
  ),
  rerun_support_bootstrap = isTRUE(
    getOption("conjoint.rerun_support_bootstrap", FALSE)
  ),

  study1 = list(
    data_file = getOption("conjoint.study1_data", "partynum.csv"),
    output_dir = file.path(unified_output_root, "_working", "study1")
  ),
  study2 = list(
    data_file = getOption("conjoint.study2_data", "conjoint_study2.csv"),
    output_dir = file.path(unified_output_root, "_working", "study2")
  ),
  study3 = list(
    data_file = getOption("conjoint.study3_data", "conjoint_S3.csv"),
    output_dir = file.path(unified_output_root, "_working", "study3")
  )
)

cat(
  "Unified conjoint replication pipeline\n",
  "Output root: ", unified_config$output_root, "\n",
  "Study 1 data: ", unified_config$study1$data_file, "\n",
  "Study 2 data: ", unified_config$study2$data_file, "\n",
  "Study 3 data: ", unified_config$study3$data_file, "\n",
  sep = ""
)


detect_final_consent_column <- function(
  raw,
  preferred_candidates = c("Q8.1", "Q9.1", "Q10.1"),
  study_label = "Study"
) {
  if (!is.data.frame(raw) || ncol(raw) == 0L) {
    stop("Check data")
  }

  preview_n <- min(12L, nrow(raw))

  normalize_preview <- function(x) {
    x <- as.character(x)
    x[is.na(x)] <- ""
    x <- gsub("　", " ", x, fixed = TRUE)
    x <- gsub("[[:space:]]+", " ", x)
    trimws(x)
  }

  score_one <- function(column_name) {
    preview <- paste(
      normalize_preview(utils::head(raw[[column_name]], preview_n)),
      collapse = " "
    )

    score <- 0L

    if (grepl("最終意思確認", preview, fixed = TRUE)) {
      score <- score + 8L
    }
    if (grepl("こちらが調査の最後の画面", preview, fixed = TRUE) ||
        grepl("調査の最後の画面", preview, fixed = TRUE)) {
      score <- score + 6L
    }
    if (grepl("回答結果を送信する", preview, fixed = TRUE)) {
      score <- score + 8L
    }
    if (grepl("回答結果を送信しない", preview, fixed = TRUE) ||
        grepl("回答を送信しない", preview, fixed = TRUE)) {
      score <- score + 5L
    }
    if (grepl("本調査の主旨に同意", preview, fixed = TRUE) ||
        grepl("本調査の趣旨に同意", preview, fixed = TRUE)) {
      score <- score + 3L
    }
    if (column_name %in% preferred_candidates) {
      score <- score + 1L
    }

    score
  }

  candidate_table <- data.frame(
    column = names(raw),
    score = vapply(names(raw), score_one, integer(1)),
    stringsAsFactors = FALSE
  )

  candidate_table <- candidate_table[candidate_table$score > 0L, , drop = FALSE]

  if (nrow(candidate_table) == 0L) {
    existing_preferred <- preferred_candidates[
      preferred_candidates %in% names(raw)
    ]

    if (length(existing_preferred) == 1L) {
      message("Final consent: ", existing_preferred[[1]])
      return(existing_preferred[[1]])
    }

    likely_question_columns <- names(raw)[
      grepl("^Q[0-9]+(\\.[0-9]+)?(_[0-9]+)?$", names(raw))
    ]

    stop("Check final consent")
  }

  max_score <- max(candidate_table$score)
  best <- candidate_table$column[candidate_table$score == max_score]

  if (length(best) > 1L) {
    preferred_best <- preferred_candidates[
      preferred_candidates %in% best
    ]

    if (length(preferred_best) >= 1L) {
      best <- preferred_best[[1]]
    } else {
      stop("Check final consent")
    }
  }

  message("Final consent: ", best[[1]])


  best[[1]]
}

qualtrics_preview_text <- function(raw, column_name, preview_n = 12L) {
  if (!column_name %in% names(raw)) {
    return("")
  }

  x <- as.character(utils::head(raw[[column_name]], min(preview_n, nrow(raw))))
  x[is.na(x)] <- ""
  x <- gsub("　", " ", x, fixed = TRUE)
  x <- gsub("[[:space:]]+", " ", x)
  trimws(paste(x, collapse = " "))
}

fullwidth_digit <- function(n) {
  substr("０１２３４５６７８９", n + 1L, n + 1L)
}

question_order_key <- function(x) {
  m <- regexec("^Q([0-9]+)\\.([0-9]+)", x)
  parts <- regmatches(x, m)

  vapply(
    parts,
    function(z) {
      if (length(z) < 3L) {
        return(Inf)
      }
      as.numeric(z[[2]]) * 1000 + as.numeric(z[[3]])
    },
    numeric(1)
  )
}

detect_attention_check_column <- function(
  raw,
  preferred_candidates = c("Q25.1_11", "Q25.1_10"),
  study_label = "Study"
) {
  metadata <- data.frame(
    column = names(raw),
    text = vapply(names(raw), function(v) qualtrics_preview_text(raw, v), character(1)),
    stringsAsFactors = FALSE
  )

  score <- integer(nrow(metadata))
  score <- score + ifelse(grepl("必ず", metadata$text, fixed = TRUE), 8L, 0L)
  score <- score + ifelse(grepl("選ん", metadata$text, fixed = TRUE), 5L, 0L)
  score <- score + ifelse(grepl("3|３", metadata$text), 4L, 0L)
  score <- score + ifelse(metadata$column %in% preferred_candidates, 1L, 0L)
  metadata$score <- score

  candidates <- metadata[
    grepl("必ず", metadata$text, fixed = TRUE) &
      grepl("選ん", metadata$text, fixed = TRUE) &
      grepl("3|３", metadata$text),
    ,
    drop = FALSE
  ]

  if (nrow(candidates) == 0L) {
    stop("Check attention item")
  }

  candidates <- candidates[order(-candidates$score), , drop = FALSE]
  best_score <- candidates$score[[1]]
  best <- candidates$column[candidates$score == best_score]

  if (length(best) > 1L) {
    preferred_best <- preferred_candidates[preferred_candidates %in% best]
    if (length(preferred_best) == 1L) {
      best <- preferred_best
    } else {
      stop("Check attention item")
    }
  }

  message("Attention item: ", best[[1]])
  best[[1]]
}

response_code_numeric <- function(x) {
  x <- as.character(x)
  x[is.na(x)] <- ""
  x <- gsub("　", " ", x, fixed = TRUE)
  x <- trimws(gsub("[[:space:]]+", " ", x))

  exact <- grepl("^[0-9]+(?:\\.0+)?$", x, perl = TRUE)
  out <- rep(NA_real_, length(x))
  out[exact] <- suppressWarnings(as.numeric(x[exact]))

  trailing <- regexec("\\(([0-9]+)\\)\\s*$", x)
  trailing_parts <- regmatches(x, trailing)
  trailing_code <- vapply(
    trailing_parts,
    function(z) if (length(z) >= 2L) as.numeric(z[[2]]) else NA_real_,
    numeric(1)
  )
  out[is.na(out) & !is.na(trailing_code)] <- trailing_code[is.na(out) & !is.na(trailing_code)]

  first_num <- suppressWarnings(readr::parse_number(x))
  out[is.na(out)] <- first_num[is.na(out)]
  out
}

detect_attention_correct_code <- function(
  x,
  displayed_answer = 3L,
  recoded_answer = 6L,
  study_label = "Study"
) {
  code <- response_code_numeric(x)
  tab <- sort(table(code, useNA = "no"), decreasing = TRUE)

  n_display <- sum(code == displayed_answer, na.rm = TRUE)
  n_recode <- sum(code == recoded_answer, na.rm = TRUE)

  chosen <- if (n_recode > n_display) recoded_answer else displayed_answer
  n_nonmissing <- sum(!is.na(code))
  n_chosen <- sum(code == chosen, na.rm = TRUE)

  cat("\n", study_label, "：指示項目の回答コード分布\n", sep = "")
  print(utils::head(tab, 15L))
  cat(
    "採用する正答コード: ", chosen,
    "（表示上の正答は3）\n",
    sep = ""
  )

  if (n_nonmissing == 0L || n_chosen / n_nonmissing < 0.50) {
    stop("Check attention item")
  }

  as.character(chosen)
}

detect_conjoint_choice_map <- function(
  raw,
  party_numbers = 2:5,
  study_label = "Study"
) {
  metadata <- data.frame(
    column = names(raw),
    text = vapply(names(raw), function(v) qualtrics_preview_text(raw, v), character(1)),
    stringsAsFactors = FALSE
  )

  maps <- lapply(
    party_numbers,
    function(n_party) {
      digit_pattern <- paste0("(?:", n_party, "|", fullwidth_digit(n_party), ")\\s*つの選択肢")

      hit <- grepl("以下に", metadata$text, fixed = TRUE) &
        grepl("選択肢", metadata$text, fixed = TRUE) &
        grepl(digit_pattern, metadata$text, perl = TRUE) &
        grepl("衆議院", metadata$text, fixed = TRUE) &
        !grepl("提示された.*選択肢の数", metadata$text, perl = TRUE) &
        grepl("^Q[0-9]+\\.[0-9]+$", metadata$column)

      candidates <- metadata[hit, , drop = FALSE]
      candidates <- candidates[
        order(question_order_key(candidates$column)),
        ,
        drop = FALSE
      ]

      if (nrow(candidates) != 5L) {
        stop("Check choice columns")
      }

      data.frame(
        party_n = n_party,
        task = seq_len(5L),
        choice_var = candidates$column,
        stringsAsFactors = FALSE
      )
    }
  )

  out <- dplyr::bind_rows(maps)
  message("Choice columns: OK")
  print(out)
  out
}

detect_manipulation_map <- function(raw, choice_map, study_label = "Study") {
  metadata_text <- setNames(
    vapply(names(raw), function(v) qualtrics_preview_text(raw, v), character(1)),
    names(raw)
  )

  out <- lapply(
    sort(unique(choice_map$party_n)),
    function(n_party) {
      vars <- choice_map$choice_var[choice_map$party_n == n_party]
      roots <- sub("\\.[0-9]+$", "", vars)
      root <- names(sort(table(roots), decreasing = TRUE))[[1]]
      suffix <- suppressWarnings(as.integer(sub("^.*\\.", "", vars)))
      expected <- paste0(root, ".", max(suffix, na.rm = TRUE) + 1L)

      candidates <- names(metadata_text)[
        startsWith(names(metadata_text), paste0(root, ".")) &
          grepl("提示された", metadata_text, fixed = TRUE) &
          grepl("選択肢の数", metadata_text, fixed = TRUE)
      ]

      if (expected %in% candidates) {
        chosen <- expected
      } else if (length(candidates) == 1L) {
        chosen <- candidates[[1]]
      } else {
        stop("Check manipulation item")
      }

      data.frame(
        party_n = n_party,
        manipulation_var = chosen,
        correct_answer = as.character(n_party),
        stringsAsFactors = FALSE
      )
    }
  )

  out <- dplyr::bind_rows(out)
  message("Manipulation item: OK")
  print(out)
  out
}

parse_choice_position <- function(x) {
  x <- as.character(x)
  x[is.na(x)] <- ""
  x <- gsub("　", " ", x, fixed = TRUE)
  x <- trimws(gsub("[[:space:]]+", " ", x))

  label_match <- regexec("(?:政党|状況|選択肢)\\s*([1-5])", x, perl = TRUE)
  label_parts <- regmatches(x, label_match)
  label_num <- vapply(
    label_parts,
    function(z) if (length(z) >= 2L) as.numeric(z[[2]]) else NA_real_,
    numeric(1)
  )

  exact <- grepl("^[1-5](?:\\.0+)?$", x, perl = TRUE)
  exact_num <- rep(NA_real_, length(x))
  exact_num[exact] <- suppressWarnings(as.numeric(x[exact]))

  trailing <- regexec("\\(([1-5])\\)\\s*$", x)
  trailing_parts <- regmatches(x, trailing)
  trailing_num <- vapply(
    trailing_parts,
    function(z) if (length(z) >= 2L) as.numeric(z[[2]]) else NA_real_,
    numeric(1)
  )

  out <- label_num
  out[is.na(out)] <- exact_num[is.na(out)]
  out[is.na(out)] <- trailing_num[is.na(out)]
  out
}


```

## A.2 実験1：本文の図4・図5

```{r a2-study1-code, eval=params$run_analysis, results='hide', fig.show='hide'}
# 本文コード
study1_env <- local({
required_packages <- c(
    "dplyr",
    "tidyr",
    "stringr",
    "purrr",
    "readr",
    "fixest",
    "tibble",
    "forcats",
    "ggplot2",
    "scales",
    "survival",
    "ggtext",
    "patchwork"
  )

  missing_packages <- required_packages[
    !vapply(required_packages, requireNamespace, logical(1), quietly = TRUE)
  ]

  if (length(missing_packages) > 0) {
    stop("No packages")
  }

  library(dplyr)
  library(tidyr)
  library(stringr)
  library(purrr)
  library(readr)
  library(fixest)
  library(tibble)
  library(forcats)
  library(ggplot2)
  library(scales)
  library(survival)
  library(patchwork)

  data_file <- unified_config$study1$data_file
  output_dir <- unified_config$study1$output_dir

  dir.create(output_dir, showWarnings = FALSE, recursive = TRUE)

  require_initial_consent <- TRUE
  require_final_consent <- TRUE
  initial_consent_var <- "Q1.1"
  final_consent_var <- "Q8.1"

  require_attention_check <- FALSE
  require_manipulation_check <- FALSE
  attention_check_var <- NA_character_
  attention_check_correct <- NA_character_

  require_all_five_tasks <- TRUE

  use_education_covariate <- FALSE

  relative_cue_bootstrap_B <- unified_config$relative_cue_bootstrap_B
  relative_cue_bootstrap_seed <- unified_config$relative_cue_bootstrap_seed + 1L
  relative_cue_bootstrap_progress_every <- unified_config$relative_cue_bootstrap_progress_every

  rerun_relative_cue_bootstrap <- unified_config$rerun_relative_cue_bootstrap


  norm_text <- function(x) {
    x %>%
      as.character() %>%
      str_squish() %>%
      str_replace_all("～", "~") %>%
      str_replace_all("〜", "~")
  }

  as_num <- function(x) {
    suppressWarnings(readr::parse_number(norm_text(x)))
  }

  is_response_code <- function(x, code) {
    x_norm <- norm_text(x)
    code_chr <- as.character(code)

    x_norm == code_chr |
      stringr::str_detect(x_norm, paste0("\\(", code_chr, "\\)$"))
  }

  first_existing <- function(dat, candidates) {
    out <- candidates[candidates %in% names(dat)]
    if (length(out) == 0) NA_character_ else out[1]
  }

  get_var <- function(dat, candidates) {
    v <- first_existing(dat, candidates)
    if (is.na(v)) {
      rep(NA_character_, nrow(dat))
    } else {
      dat[[v]]
    }
  }

  relevel_if_present <- function(x, ref) {
    x <- factor(x)
    if (ref %in% levels(x)) {
      relevel(x, ref = ref)
    } else {
      x
    }
  }

  factor_miss <- function(x, miss = "欠損・無回答") {
    x <- norm_text(x)
    x[is.na(x) | x == "" | x == "NA"] <- miss
    factor(x)
  }

  mean_impute <- function(x) {
    x <- as.numeric(x)
    miss <- as.integer(is.na(x))

    if (all(is.na(x))) {
      value <- x
    } else {
      value <- ifelse(is.na(x), mean(x, na.rm = TRUE), x)
    }

    list(value = value, miss = miss)
  }

  write_csv_safely <- function(x, filename) {
    readr::write_csv(x, file.path(output_dir, filename), na = "")
  }

  save_plot <- function(filename, plot, width, height, dpi = 300) {
    ggplot2::ggsave(
      filename = file.path(output_dir, filename),
      plot = plot,
      width = width,
      height = height,
      dpi = dpi
    )
  }


  if (!file.exists(data_file)) {
    stop("Check data")
  }

  raw <- readr::read_csv(
    data_file,
    col_types = cols(.default = col_character()),
    show_col_types = FALSE,
    name_repair = "minimal"
  )

  if (!"ResponseId" %in% names(raw)) {
    stop("Check data")
  }

  names(raw) <- names(raw) %>%
    str_replace("^F\\.(\\d+)\\.(\\d+)\\.(\\d+)$", "F-\\1-\\2-\\3") %>%
    str_replace("^F\\.(\\d+)\\.(\\d+)$", "F-\\1-\\2")

  if (
    require_final_consent &&
      (
        is.na(final_consent_var) ||
          !final_consent_var %in% names(raw)
      )
  ) {
    consent_question_pattern <- paste0(
      "回答結果を送信する|",
      "回答を送信しない|",
      "回答結果を送信しない|",
      "最終意思確認"
    )

    preview_n <- min(10L, nrow(raw))

    detected_final_consent_vars <- names(raw)[
      vapply(
        raw,
        function(column) {
          preview <- norm_text(
            utils::head(
              column,
              preview_n
            )
          )

          any(
            stringr::str_detect(
              preview,
              consent_question_pattern
            ),
            na.rm = TRUE
          )
        },
        logical(1)
      )
    ]

    if (length(detected_final_consent_vars) == 1L) {
      final_consent_var <- detected_final_consent_vars[[1]]

      message("Final consent: ", final_consent_var)
    } else if (length(detected_final_consent_vars) > 1L) {
      stop("Check final consent")
    } else {
      likely_question_columns <- names(raw)[
        stringr::str_detect(
          names(raw),
          "^Q[0-9]+(?:\\.[0-9]+)?$"
        )
      ]

      stop("Check final consent")
    }
  }

  df_header_removed <- raw %>%
    filter(
      !is.na(ResponseId),
      ResponseId != "",
      !str_detect(
        norm_text(ResponseId),
        "^(Response ID|回答ID)$|ImportId"
      )
    ) %>%
    mutate(ID = as.character(ResponseId))

  duplicate_ids <- df_header_removed %>%
    count(ID) %>%
    filter(n > 1)

  if (nrow(duplicate_ids) > 0) {
    print(duplicate_ids)
    stop("Check")
  }

  sample_flow <- tibble(
    stage = "Qualtrics質問文行・ImportId行を除外後",
    n = nrow(df_header_removed)
  )

  df <- df_header_removed

  if (require_initial_consent) {
    if (is.na(initial_consent_var) || !initial_consent_var %in% names(df)) {
      stop("Check initial consent")
    }
    df <- df %>%
      filter(
        is_response_code(.data[[initial_consent_var]], 1) |
          str_detect(
            norm_text(.data[[initial_consent_var]]),
            "趣旨に同意して.*協力する"
          )
      )
    sample_flow <- bind_rows(
      sample_flow,
      tibble(stage = "初回同意回答を保持", n = nrow(df))
    )
  }

  if (require_final_consent) {
    if (is.na(final_consent_var) || !final_consent_var %in% names(df)) {
      stop("Check final consent")
    }
    df <- df %>%
      filter(
        is_response_code(.data[[final_consent_var]], 1) |
          str_detect(
            norm_text(.data[[final_consent_var]]),
            "同意し.*回答結果を送信する"
          )
      )
    sample_flow <- bind_rows(
      sample_flow,
      tibble(stage = "最終同意回答を保持", n = nrow(df))
    )
  }

  print(sample_flow)
  write_csv_safely(sample_flow, "sample_flow_before_conjoint.csv")


  choice_map <- tribble(
    ~party_n, ~task, ~choice_var,
    2, 1, "Q240",
    2, 2, "Q253",
    2, 3, "Q254",
    2, 4, "Q255",
    2, 5, "Q256",

    3, 1, "Q235",
    3, 2, "Q241",
    3, 3, "Q242",
    3, 4, "Q243",
    3, 5, "Q244",

    4, 1, "Q238",
    4, 2, "Q245",
    4, 3, "Q246",
    4, 4, "Q247",
    4, 5, "Q248",

    5, 1, "Q239",
    5, 2, "Q249",
    5, 3, "Q250",
    5, 4, "Q251",
    5, 5, "Q252"
  )

  if (require_manipulation_check) {
    stop("Check")
  }


  level_to_attr_var <- function(x) {
    x <- norm_text(x)

    case_when(
      x %in% c("右派・保守的", "中道", "左派・革新的") ~
        "policy_position",

      x %in% c("与党", "野党") ~
        "government_status",

      str_detect(x, "GDP成長率") ~
        "gdp_growth",

      str_detect(x, "日経平均") ~
        "nikkei",

      x %in% c("10以下", "10~49", "50~99", "100~199", "200以上") ~
        "seats",

      str_detect(x, "CPI|物価") ~
        "cpi",

      str_detect(x, "失業率|雇用") ~
        "unemployment",

      TRUE ~ NA_character_
    )
  }

  required_attr_vars <- c(
    "policy_position",
    "government_status",
    "gdp_growth",
    "nikkei",
    "seats",
    "cpi",
    "unemployment"
  )

  allowed_levels <- list(
    policy_position = c("右派・保守的", "中道", "左派・革新的"),
    government_status = c("与党", "野党"),
    gdp_growth = c(
      "GDP成長率±0％",
      "GDP成長率プラス1％",
      "GDP成長率マイナス1％"
    ),
    nikkei = c(
      "日経平均前月同期比プラス1000円",
      "日経平均前月同期比マイナス1000円",
      "日経平均前月同期比変わらず"
    ),
    seats = c("10以下", "10~49", "50~99", "100~199", "200以上"),
    cpi = c(
      "CPI前期比±0ポイント",
      "CPI前期比プラス1ポイント",
      "CPI前期比マイナス1ポイント"
    ),
    unemployment = c(
      "失業率前期比±0％",
      "失業率前期比プラス1％",
      "失業率前期比マイナス1％"
    )
  )


  make_profile_long <- function(dat, n_party) {

    map_n <- choice_map %>%
      filter(party_n == n_party)

    qvars <- map_n$choice_var

    missing_q <- setdiff(qvars, names(dat))
    if (length(missing_q) > 0) {
      stop("Check choice columns")
    }

    dat_n <- dat %>%
      filter(
        if_any(
          all_of(qvars),
          ~ !is.na(.x) & norm_text(.x) != ""
        )
      )

    choice_long <- dat_n %>%
      select(ID, all_of(qvars)) %>%
      pivot_longer(
        cols = all_of(qvars),
        names_to = "choice_var",
        values_to = "choice_raw"
      ) %>%
      left_join(map_n, by = "choice_var") %>%
      mutate(choice = as_num(choice_raw)) %>%
      filter(!is.na(choice)) %>%
      select(ID, party_n, task, choice)

    invalid_choice <- choice_long %>%
      filter(choice < 1 | choice > n_party)

    if (nrow(invalid_choice) > 0) {
      print(invalid_choice)
      stop("Check choice values")
    }

    duplicate_choice <- choice_long %>%
      count(ID, task) %>%
      filter(n != 1)

    if (nrow(duplicate_choice) > 0) {
      print(duplicate_choice)
      stop("Check duplicate choices")
    }

    level_regex <- "^F-([1-5])-([1-5])-([1-7])$"
    level_cols <- names(dat_n)[str_detect(names(dat_n), level_regex)]

    if (length(level_cols) == 0) {
      stop("Check attributes")
    }

    level_long <- dat_n %>%
      select(ID, all_of(level_cols)) %>%
      pivot_longer(
        cols = all_of(level_cols),
        names_to = "fvar",
        values_to = "level"
      ) %>%
      extract(
        fvar,
        into = c("task", "profile", "attr_order"),
        regex = level_regex,
        convert = TRUE
      ) %>%
      mutate(level = norm_text(level)) %>%
      filter(
        task %in% 1:5,
        profile %in% 1:n_party,
        attr_order %in% 1:7,
        !is.na(level),
        level != ""
      ) %>%
      mutate(attr_var = level_to_attr_var(level))

    unknown_levels <- level_long %>%
      filter(is.na(attr_var)) %>%
      distinct(level)

    if (nrow(unknown_levels) > 0) {
      print(unknown_levels)
      stop("Check attributes")
    }

    profile_attribute_count <- level_long %>%
      count(ID, task, profile, name = "n_attribute_rows") %>%
      filter(n_attribute_rows != 7)

    if (nrow(profile_attribute_count) > 0) {
      print(head(profile_attribute_count, 50))
      stop("Check attributes")
    }

    duplicate_attribute <- level_long %>%
      count(ID, task, profile, attr_var) %>%
      filter(n != 1)

    if (nrow(duplicate_attribute) > 0) {
      print(head(duplicate_attribute, 50))
      stop("Check attributes")
    }

    profile_wide <- level_long %>%
      inner_join(choice_long, by = c("ID", "task")) %>%
      mutate(
        party_n = n_party,
        selected = as.integer(profile == choice),
        task_id = paste(ID, party_n, task, sep = "_"),
        profile_id = paste(ID, party_n, task, profile, sep = "_")
      ) %>%
      select(
        ID, party_n, task, profile, choice, selected,
        task_id, profile_id, attr_var, level
      ) %>%
      pivot_wider(
        names_from = attr_var,
        values_from = level,
        values_fn = list(level = ~ first(.x))
      )

    missing_attr <- setdiff(required_attr_vars, names(profile_wide))

    if (length(missing_attr) > 0) {
      stop("Check attributes")
    }

    profile_wide %>%
      select(
        ID, party_n, task, profile, choice, selected,
        task_id, profile_id,
        all_of(required_attr_vars)
      ) %>%
      arrange(ID, task, profile)
  }


  conjoint_2 <- make_profile_long(df, 2)
  conjoint_3 <- make_profile_long(df, 3)
  conjoint_4 <- make_profile_long(df, 4)
  conjoint_5 <- make_profile_long(df, 5)

  conjoint_all_unfiltered <- bind_rows(
    conjoint_2,
    conjoint_3,
    conjoint_4,
    conjoint_5
  )


  id_task_check <- conjoint_all_unfiltered %>%
    group_by(ID, party_n, task) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    group_by(ID, party_n) %>%
    summarise(
      n_tasks = n_distinct(task),
      all_tasks_ok = all(n_profiles == party_n & selected_sum == 1),
      .groups = "drop"
    )

  if (require_all_five_tasks) {
    valid_ids <- id_task_check %>%
      filter(n_tasks == 5, all_tasks_ok)
  } else {
    valid_ids <- id_task_check %>%
      filter(all_tasks_ok)
  }

  conjoint_all <- conjoint_all_unfiltered %>%
    semi_join(valid_ids, by = c("ID", "party_n"))

  n_by_party <- valid_ids %>%
    count(party_n, name = "n") %>%
    complete(party_n = 2:5, fill = list(n = 0)) %>%
    arrange(party_n)

  n_total <- valid_ids %>%
    summarise(n = n_distinct(ID)) %>%
    pull(n)

  figure_n_labels <- bind_rows(
    tibble(
      position = "全サンプル",
      label = paste0("全サンプル, n=", scales::comma(n_total))
    ),
    n_by_party %>%
      mutate(
        position = paste0(party_n, "政党選択"),
        label = paste0("n=", scales::comma(n))
      ) %>%
      select(position, label)
  )

  sample_flow <- bind_rows(
    sample_flow,
    tibble(
      stage = "完全な5課題をもつ分析対象者",
      n = n_total
    )
  )

  cat("\n分析対象者数\n")
  print(n_by_party)
  cat("全サンプル n=", n_total, "\n", sep = "")

  write_csv_safely(sample_flow, "sample_flow.csv")
  write_csv_safely(id_task_check, "id_task_check.csv")
  write_csv_safely(valid_ids, "valid_ids.csv")
  write_csv_safely(n_by_party, "n_by_party.csv")
  write_csv_safely(figure_n_labels, "figure_n_labels.csv")


  check_profile <- conjoint_all %>%
    group_by(party_n, ID, task, task_id) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    count(party_n, n_profiles, selected_sum)

  print(check_profile)
  stopifnot(all(check_profile$n_profiles == check_profile$party_n))
  stopifnot(all(check_profile$selected_sum == 1))

  allowed_df <- enframe(allowed_levels, name = "name", value = "value") %>%
    unnest(value)

  unexpected_values <- conjoint_all %>%
    select(all_of(required_attr_vars)) %>%
    pivot_longer(
      cols = everything(),
      names_to = "name",
      values_to = "value"
    ) %>%
    filter(!is.na(value), value != "") %>%
    distinct(name, value) %>%
    anti_join(allowed_df, by = c("name", "value"))

  print(unexpected_values)
  stopifnot(nrow(unexpected_values) == 0)

  observed_levels <- conjoint_all %>%
    select(all_of(required_attr_vars)) %>%
    pivot_longer(
      cols = everything(),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    distinct(attribute, level) %>%
    arrange(attribute, level)

  write_csv_safely(check_profile, "profile_expansion_check.csv")
  write_csv_safely(observed_levels, "observed_attribute_levels.csv")
  write_csv_safely(conjoint_all, "study1_profile_level_data.csv")


  if (require_attention_check) {
    if (
      is.na(attention_check_var) ||
        !attention_check_var %in% names(df) ||
        is.na(attention_check_correct)
    ) {
      stop("Check attention item")
    }
  }

  attention_summary <- tibble(
    note = "2023年元コードでは注意チェックの確定対応表を使用していないため、標準分析では集計を省略。"
  )

  manipulation_summary <- tibble(
    note = "2023年元コードでは政党数確認質問の確定対応表を使用していないため、標準分析では集計を省略。"
  )

  write_csv_safely(attention_summary, "attention_check_summary.csv")
  write_csv_safely(manipulation_summary, "party_number_check_summary.csv")


  conjoint_all_m <- conjoint_all %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),

      policy_position = factor(
        policy_position,
        levels = c("中道", "右派・保守的", "左派・革新的")
      ),

      government_status = factor(
        government_status,
        levels = c("野党", "与党")
      ),

      gdp_growth = factor(
        gdp_growth,
        levels = c(
          "GDP成長率±0％",
          "GDP成長率プラス1％",
          "GDP成長率マイナス1％"
        )
      ),

      nikkei = factor(
        nikkei,
        levels = c(
          "日経平均前月同期比変わらず",
          "日経平均前月同期比プラス1000円",
          "日経平均前月同期比マイナス1000円"
        )
      ),

      seats = factor(
        seats,
        levels = c("10以下", "10~49", "50~99", "100~199", "200以上")
      ),

      cpi = factor(
        cpi,
        levels = c(
          "CPI前期比±0ポイント",
          "CPI前期比プラス1ポイント",
          "CPI前期比マイナス1ポイント"
        )
      ),

      unemployment = factor(
        unemployment,
        levels = c(
          "失業率前期比±0％",
          "失業率前期比プラス1％",
          "失業率前期比マイナス1％"
        )
      ),

      party_n_f = factor(
        as.character(party_n),
        levels = c("2", "3", "4", "5")
      )
    )

  attr_terms <- c(
    "policy_position",
    "government_status",
    "gdp_growth",
    "nikkei",
    "seats",
    "cpi",
    "unemployment"
  )


  formula_nocov <- as.formula(
    paste("selected ~", paste(attr_terms, collapse = " + "))
  )

  run_amce_nocov <- function(dat) {
    feols(
      formula_nocov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_nocov <- conjoint_all_m %>%
    split(.$party_n) %>%
    map(run_amce_nocov)

  capture.output(
    etable(models_by_party_n_nocov),
    file = file.path(output_dir, "amce_nocov_models.txt")
  )


  m_interaction <- feols(
    selected ~
      party_n_f *
      (
        policy_position +
          government_status +
          gdp_growth +
          nikkei +
          seats +
          cpi +
          unemployment
      ),
    data = conjoint_all_m,
    vcov = ~ ID
  )

  capture.output(
    summary(m_interaction),
    file = file.path(output_dir, "amce_interaction_model.txt")
  )


  tidy_fixest <- function(model) {
    ct <- as.data.frame(fixest::coeftable(model))
    ct$term <- rownames(ct)

    ct %>%
      as_tibble() %>%
      rename(
        estimate = Estimate,
        std.error = `Std. Error`,
        statistic = `t value`,
        p.value = `Pr(>|t|)`
      ) %>%
      mutate(
        conf.low = estimate - 1.96 * std.error,
        conf.high = estimate + 1.96 * std.error
      ) %>%
      select(
        term, estimate, std.error, statistic, p.value,
        conf.low, conf.high
      )
  }

  term_labels <- tribble(
    ~term, ~attribute, ~cue_type, ~label, ~order,

    "government_status与党",
    "与党／野党", "政党の手がかり", "与党", 1,

    "policy_position右派・保守的",
    "政策位置", "政党の手がかり", "右派・保守的", 2,

    "policy_position左派・革新的",
    "政策位置", "政党の手がかり", "左派・革新的", 3,

    "seats10~49",
    "議席数", "政党の手がかり", "議席数：10～49", 4,

    "seats50~99",
    "議席数", "政党の手がかり", "議席数：50～99", 5,

    "seats100~199",
    "議席数", "政党の手がかり", "議席数：100～199", 6,

    "seats200以上",
    "議席数", "政党の手がかり", "議席数：200以上", 7,

    "gdp_growthGDP成長率プラス1％",
    "GDP成長率", "経済の手がかり", "GDP：プラス1％", 8,

    "gdp_growthGDP成長率マイナス1％",
    "GDP成長率", "経済の手がかり", "GDP：マイナス1％", 9,

    "nikkei日経平均前月同期比プラス1000円",
    "日経平均", "経済の手がかり", "日経平均：プラス1000円", 10,

    "nikkei日経平均前月同期比マイナス1000円",
    "日経平均", "経済の手がかり", "日経平均：マイナス1000円", 11,

    "cpiCPI前期比プラス1ポイント",
    "CPI", "経済の手がかり", "CPI：プラス1ポイント", 12,

    "cpiCPI前期比マイナス1ポイント",
    "CPI", "経済の手がかり", "CPI：マイナス1ポイント", 13,

    "unemployment失業率前期比プラス1％",
    "失業率", "経済の手がかり", "失業率：プラス1％", 14,

    "unemployment失業率前期比マイナス1％",
    "失業率", "経済の手がかり", "失業率：マイナス1％", 15
  )

  attribute_order <- c(
    "与党／野党",
    "政策位置",
    "議席数",
    "GDP成長率",
    "日経平均",
    "CPI",
    "失業率"
  )

  label_order <- term_labels %>%
    arrange(order) %>%
    pull(label)

  make_amce_plot_df <- function(models) {
    imap_dfr(
      models,
      ~ tidy_fixest(.x) %>%
        mutate(party_n = as.character(.y))
    ) %>%
      left_join(term_labels, by = "term") %>%
      filter(!is.na(attribute)) %>%
      mutate(
        estimate_pp = estimate * 100,
        conf.low_pp = conf.low * 100,
        conf.high_pp = conf.high * 100,
        party_n = factor(
          party_n,
          levels = c("2", "3", "4", "5"),
          labels = c("2政党", "3政党", "4政党", "5政党")
        ),
        attribute = factor(attribute, levels = attribute_order),
        label = factor(label, levels = rev(label_order))
      )
  }

  amce_plot_nocov <- make_amce_plot_df(models_by_party_n_nocov)
  write_csv_safely(amce_plot_nocov, "amce_nocov_coefficients.csv")

  interaction_plot_df <- tidy_fixest(m_interaction) %>%
    filter(str_detect(term, "party_n_f[345]")) %>%
    mutate(
      party_n_code = str_extract(term, "party_n_f[345]"),
      party_n = str_remove(party_n_code, "party_n_f"),
      base_term = term %>%
        str_remove("party_n_f[345]:") %>%
        str_remove(":party_n_f[345]")
    ) %>%
    left_join(term_labels, by = c("base_term" = "term")) %>%
    filter(!is.na(attribute)) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      party_n_label = factor(
        party_n,
        levels = c("3", "4", "5"),
        labels = c("3政党", "4政党", "5政党")
      ),
      attribute = factor(attribute, levels = attribute_order),
      label = factor(label, levels = rev(label_order))
    )

  write_csv_safely(interaction_plot_df, "amce_interaction_coefficients.csv")


  recode_female_study1 <- function(x) {
    x_chr <- norm_text(x)
    x_num <- as_num(x_chr)

    case_when(
      str_detect(x_chr, "女性") | x_num == 1 ~ 1L,
      str_detect(x_chr, "男性") | x_num == 2 ~ 0L,
      TRUE ~ NA_integer_
    )
  }

  recode_college_grad_study1 <- function(x) {
    x_chr <- norm_text(x)
    x_num <- as_num(x_chr)

    case_when(
      str_detect(x_chr, "4年制大学|４年制大学|大学院") |
        x_num %in% c(4, 5) ~ 1L,
      str_detect(x_chr, "小学校|高校|高等専門|短期大学|専修学校") |
        x_num %in% c(1, 2, 3) ~ 0L,
      TRUE ~ NA_integer_
    )
  }

  recode_party_support_study1 <- function(x) {
    x_chr <- norm_text(x)
    x_num <- as_num(x_chr)

    case_when(
      str_detect(x_chr, "自由民主|自民") | x_num == 1 ~ "自由民主党",
      str_detect(x_chr, "立憲民主") | x_num == 2 ~ "立憲民主党",
      str_detect(x_chr, "公明") | x_num == 3 ~ "公明党",
      str_detect(x_chr, "維新") | x_num == 4 ~ "日本維新の会",
      str_detect(x_chr, "共産") | x_num == 5 ~ "日本共産党",
      str_detect(x_chr, "国民民主") | x_num == 6 ~ "国民民主党",
      str_detect(x_chr, "社会民主|社民") | x_num == 7 ~ "社会民主党",
      str_detect(x_chr, "れいわ") | x_num == 8 ~ "れいわ新選組",
      str_detect(x_chr, "その他") | x_num == 11 ~ "その他",
      str_detect(x_chr, "支持する政党はない|支持政党なし") |
        x_num == 12 ~ "支持政党なし",
      str_detect(x_chr, "わからない") | x_num == 13 ~ "わからない",
      str_detect(x_chr, "答えない|こたえない") | x_num == 14 ~ "答えない",
      TRUE ~ NA_character_
    )
  }

  gender_raw <- get_var(
    df,
    c("Q2.1", "Q2_1", "Q2.1.", "性別", "gender", "Gender")
  )

  age_raw <- get_var(
    df,
    c("Q2.2", "Q2_2", "Q2.2.", "年齢", "age", "Age")
  )

  education_raw <- get_var(
    df,
    c(
      "Q2.3", "Q2_3", "Q2.3.",
      "学歴", "教育歴", "最終学歴", "education", "Education"
    )
  )

  party_support_raw <- get_var(
    df,
    c("Q2.4", "Q2_4", "Q2.4.", "政党支持", "支持政党", "party_support")
  )

  income_gross_raw <- get_var(
    df,
    c("Q3.1_1", "Q3.1.1", "Q3_1_1", "税引き前世帯年収", "income_gross")
  )

  income_net_raw <- get_var(
    df,
    c("Q3.1_2", "Q3.1.2", "Q3_1_2", "手取りの年収", "income_net")
  )

  covar_id <- df %>%
    transmute(
      ID = as.character(ResponseId),
      female = recode_female_study1(gender_raw),
      age_raw_num = as_num(age_raw),
      college_grad = recode_college_grad_study1(education_raw),
      party_support = recode_party_support_study1(party_support_raw),
      party_support_f = factor_miss(party_support),
      income_gross = as_num(income_gross_raw),
      income_net = as_num(income_net_raw),
      income_gross_log = log1p(income_gross),
      income_net_log = log1p(income_net)
    ) %>%
    mutate(
      age = case_when(
        !is.na(age_raw_num) & age_raw_num >= 18 & age_raw_num <= 80 ~
          age_raw_num,
        !is.na(age_raw_num) & age_raw_num >= 1 & age_raw_num <= 63 ~
          age_raw_num + 17,
        TRUE ~ NA_real_
      )
    ) %>%
    semi_join(valid_ids %>% select(ID), by = "ID") %>%
    distinct(ID, .keep_all = TRUE)

  age_imp_obj <- mean_impute(covar_id$age)
  income_gross_imp_obj <- mean_impute(covar_id$income_gross_log)

  covar_id <- covar_id %>%
    mutate(
      female_imp = if_else(is.na(female), 0L, female),
      female_miss = as.integer(is.na(female)),

      college_grad_imp = if_else(is.na(college_grad), 0L, college_grad),
      college_grad_miss = as.integer(is.na(college_grad)),

      age_imp = age_imp_obj$value,
      age_miss = age_imp_obj$miss,

      income_gross_log_imp = income_gross_imp_obj$value,
      income_gross_log_miss = income_gross_imp_obj$miss
    )

  covariate_missing_summary <- covar_id %>%
    summarise(
      n_ids = n_distinct(ID),
      female_missing = sum(is.na(female)),
      age_missing = sum(is.na(age)),
      college_grad_missing = sum(is.na(college_grad)),
      income_gross_missing = sum(is.na(income_gross_log)),
      party_support_missing = sum(is.na(party_support))
    )

  print(covariate_missing_summary)
  write_csv_safely(covar_id, "respondent_covariates.csv")
  write_csv_safely(covariate_missing_summary, "covariate_missing_summary.csv")


  conjoint_all_cov <- conjoint_all_m %>%
    left_join(covar_id, by = "ID")

  covariate_terms <- c(
    "female_imp",
    "female_miss",
    "age_imp",
    "age_miss",
    "income_gross_log_imp",
    "income_gross_log_miss",
    "party_support_f"
  )

  if (use_education_covariate) {
    covariate_terms <- c(
      covariate_terms,
      "college_grad_imp",
      "college_grad_miss"
    )
  }

  has_variation <- function(dat, v) {
    if (!v %in% names(dat)) return(FALSE)
    dplyr::n_distinct(dat[[v]], na.rm = TRUE) > 1
  }

  covariate_terms_use <- covariate_terms[
    map_lgl(covariate_terms, ~ has_variation(conjoint_all_cov, .x))
  ]

  formula_cov <- as.formula(
    paste(
      "selected ~",
      paste(c(attr_terms, covariate_terms_use), collapse = " + ")
    )
  )

  run_amce_cov <- function(dat) {
    feols(
      formula_cov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_cov <- conjoint_all_cov %>%
    split(.$party_n) %>%
    map(run_amce_cov)

  capture.output(
    etable(
      models_by_party_n_nocov,
      models_by_party_n_cov,
      headers = c(
        rep("共変量なし", length(models_by_party_n_nocov)),
        rep("共変量あり", length(models_by_party_n_cov))
      )
    ),
    file = file.path(output_dir, "amce_nocov_and_cov_models.txt")
  )

  amce_plot_cov <- make_amce_plot_df(models_by_party_n_cov)
  write_csv_safely(amce_plot_cov, "amce_cov_coefficients.csv")


  study_label <- "実験1（2023年）"

  term_labels_facet <- term_labels %>%
    mutate(
      attribute_facet = attribute
    )

  attribute_order_facet <- c(
    "与党／野党",
    "政策位置",
    "議席数",
    "GDP成長率",
    "日経平均",
    "CPI",
    "失業率"
  )

  make_amce_facet_df <- function(models) {
    imap_dfr(
      models,
      ~ tidy_fixest(.x) %>%
        mutate(party_n = as.character(.y))
    ) %>%
      left_join(term_labels_facet, by = "term") %>%
      filter(!is.na(attribute_facet)) %>%
      mutate(
        estimate_pp = estimate * 100,
        conf.low_pp = conf.low * 100,
        conf.high_pp = conf.high * 100,
        party_n = factor(
          party_n,
          levels = c("2", "3", "4", "5"),
          labels = c("2政党", "3政党", "4政党", "5政党")
        ),
        attribute_facet = factor(
          attribute_facet,
          levels = attribute_order_facet
        ),
        label = factor(
          label,
          levels = rev(label_order)
        )
      )
  }

  amce_plot_df_cov_facet <- make_amce_facet_df(models_by_party_n_cov)
  amce_plot_df_nocov_facet <- make_amce_facet_df(models_by_party_n_nocov)

  write_csv_safely(
    amce_plot_df_cov_facet,
    "amce_cov_facet_coefficients.csv"
  )

  write_csv_safely(
    amce_plot_df_nocov_facet,
    "amce_nocov_facet_coefficients.csv"
  )


  p_amce_cov_facet <- ggplot(
    amce_plot_df_cov_facet,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute_facet ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-12, 12, by = 2)
    ) +
    scale_shape_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = "Yu Gothic"
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_amce_cov_facet)

  save_plot(
    "amce_cov_facet_model.png",
    p_amce_cov_facet,
    width = 10.5,
    height = 8.5
  )

  p_amce_cov_main <- p_amce_cov_facet


  make_heatmap_df <- function(amce_plot_df) {
    heat_df <- amce_plot_df %>%
      mutate(
        abs_amce = abs(estimate_pp),
        cue_type_code = case_when(
          cue_type == "政党の手がかり" ~ "party",
          cue_type == "経済の手がかり" ~ "economy",
          TRUE ~ "other"
        )
      ) %>%
      group_by(party_n) %>%
      mutate(
        rank_within_party = min_rank(desc(abs_amce)),
        n_in_col = n(),
        rank_score = if_else(
          n_in_col == 1,
          1,
          1 - (rank_within_party - 1) / (n_in_col - 1)
        )
      ) %>%
      ungroup()

    row_order_df <- heat_df %>%
      group_by(label, cue_type_code) %>%
      summarise(
        mean_abs_amce = mean(abs_amce, na.rm = TRUE),
        .groups = "drop"
      ) %>%
      arrange(desc(mean_abs_amce))

    row_levels <- as.character(row_order_df$label)

    heat_df <- heat_df %>%
      mutate(
        label = factor(
          as.character(label),
          levels = rev(row_levels)
        )
      )

    label_color_map <- row_order_df %>%
      mutate(
        label_markdown = case_when(
          cue_type_code == "party" ~
            paste0(
              "<span style='color:#111111;'>",
              label,
              "</span>"
            ),
          cue_type_code == "economy" ~
            paste0(
              "<span style='color:#8A8A8A;'>",
              label,
              "</span>"
            ),
          TRUE ~ as.character(label)
        )
      )

    label_markdown_vec <- setNames(
      label_color_map$label_markdown,
      as.character(label_color_map$label)
    )

    list(
      heat_df = heat_df,
      label_markdown_vec = label_markdown_vec
    )
  }

  plot_amce_heatmap <- function(
      heat_df,
      label_markdown_vec,
      with_rank = TRUE,
      title_text = NULL) {

    if (with_rank) {
      heat_df <- heat_df %>%
        mutate(
          cell_label = paste0(
            sprintf("%.1f", estimate_pp),
            "\n(",
            rank_within_party,
            "位)"
          )
        )

      text_size <- 3.0
      lineheight <- 0.9
    } else {
      heat_df <- heat_df %>%
        mutate(
          cell_label = sprintf("%.1f", estimate_pp)
        )

      text_size <- 3.4
      lineheight <- 1.0
    }

    ggplot(
      heat_df,
      aes(
        x = party_n,
        y = label,
        fill = rank_score
      )
    ) +
      geom_tile(
        color = "white",
        linewidth = 0.7
      ) +
      geom_text(
        aes(label = cell_label),
        size = text_size,
        fontface = "bold",
        color = "black",
        lineheight = lineheight
      ) +
      scale_y_discrete(
        labels = label_markdown_vec
      ) +
      scale_fill_gradient(
        low = "grey95",
        high = "grey15",
        limits = c(0, 1),
        breaks = c(0, 0.25, 0.50, 0.75, 1.00),
        labels = c("低", "", "", "", "高"),
        name = "列内順位\n（濃いほど高位）"
      ) +
      labs(
        title = title_text,
        x = "政党数選択肢",
        y = NULL
      ) +
      theme_bw(base_size = 12) +
      theme(
        legend.position = "right",
        panel.grid = element_blank(),
        plot.title = element_text(face = "bold"),
        axis.text.x = element_text(size = 10),
        axis.text.y = ggtext::element_markdown(size = 9),
        axis.title.y = element_blank()
      )
  }

  heatmap_input <- make_heatmap_df(amce_plot_cov)

  p_heat_amce_mixed <- plot_amce_heatmap(
    heatmap_input$heat_df,
    heatmap_input$label_markdown_vec,
    with_rank = FALSE,
    title_text = NULL
  )

  print(p_heat_amce_mixed)

  save_plot(
    "amce_heatmap_mixed_rank_colored_labels.png",
    p_heat_amce_mixed,
    width = 8.8,
    height = 8.8
  )

  p_heat_amce_mixed_ranklabel <- plot_amce_heatmap(
    heatmap_input$heat_df,
    heatmap_input$label_markdown_vec,
    with_rank = TRUE,
    title_text = NULL
  )

  print(p_heat_amce_mixed_ranklabel)

  save_plot(
    "amce_heatmap_mixed_rank_colored_labels_withrank.png",
    p_heat_amce_mixed_ranklabel,
    width = 8.8,
    height = 8.8
  )

  p_heat_amce <- p_heat_amce_mixed
  p_heat_amce_rank <- p_heat_amce_mixed_ranklabel


  p_amce_facet_nocov <- ggplot(
    amce_plot_df_nocov_facet,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute_facet ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-12, 12, by = 2)
    ) +
    scale_shape_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(base_size = 12) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_amce_facet_nocov)

  save_plot(
    "amce_facet_nocov.png",
    p_amce_facet_nocov,
    width = 10.5,
    height = 9
  )

  p_amce_nocov_appendix <- p_amce_facet_nocov


  p_interaction <- ggplot(
    interaction_plot_df,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n_label,
      linetype = party_n_label,
      group = party_n_label
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-8, 8, by = 2)
    ) +
    scale_shape_manual(
      name = "2政党の場合との比較",
      values = c(
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "2政党の場合との比較",
      values = c(
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "2政党条件との差",
      y = NULL
    ) +
    theme_bw(base_size = 12) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 15
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_interaction)

  save_plot(
    "amce_interaction_difference_from_2party.png",
    p_interaction,
    width = 10.5,
    height = 9
  )


  conjoint_clogit <- conjoint_all_m %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),
      task_id = factor(task_id),
      policy_position = relevel_if_present(
        policy_position,
        "中道"
      ),
      government_status = relevel_if_present(
        government_status,
        "野党"
      ),
      gdp_growth = relevel_if_present(
        gdp_growth,
        "GDP成長率±0％"
      ),
      nikkei = relevel_if_present(
        nikkei,
        "日経平均前月同期比変わらず"
      ),
      seats = relevel_if_present(
        seats,
        "10以下"
      ),
      cpi = relevel_if_present(
        cpi,
        "CPI前期比±0ポイント"
      ),
      unemployment = relevel_if_present(
        unemployment,
        "失業率前期比±0％"
      )
    )

  formula_clogit_nocov <- as.formula(
    paste0(
      "selected ~ ",
      paste(attr_terms, collapse = " + "),
      " + strata(task_id) + cluster(ID)"
    )
  )

  run_clogit_nocov <- function(dat) {
    survival::clogit(
      formula_clogit_nocov,
      data = dat,
      method = "efron"
    )
  }

  models_clogit_nocov <- conjoint_clogit %>%
    split(.$party_n) %>%
    map(run_clogit_nocov)

  capture.output(
    lapply(models_clogit_nocov, summary),
    file = file.path(
      output_dir,
      "conditional_logit_models.txt"
    )
  )

  tidy_clogit <- function(model) {
    s <- summary(model)
    ct <- as.data.frame(s$coefficients)
    ct$term <- rownames(ct)

    se_col <- if ("robust se" %in% names(ct)) {
      "robust se"
    } else if ("se(coef)" %in% names(ct)) {
      "se(coef)"
    } else {
      stop("Check clogit")
    }

    p_col <- if ("Pr(>|z|)" %in% names(ct)) {
      "Pr(>|z|)"
    } else if ("Pr(>|t|)" %in% names(ct)) {
      "Pr(>|t|)"
    } else {
      NA_character_
    }

    ct %>%
      as_tibble() %>%
      transmute(
        term = term,
        estimate = coef,
        std.error = .data[[se_col]],
        p.value = if (!is.na(p_col)) {
          .data[[p_col]]
        } else {
          NA_real_
        },
        conf.low = estimate - 1.96 * std.error,
        conf.high = estimate + 1.96 * std.error,
        odds_ratio = exp(estimate),
        odds_ratio_low = exp(conf.low),
        odds_ratio_high = exp(conf.high)
      )
  }

  clogit_plot_df <- imap_dfr(
    models_clogit_nocov,
    ~ tidy_clogit(.x) %>%
      mutate(party_n = as.character(.y))
  ) %>%
    left_join(term_labels, by = "term") %>%
    filter(!is.na(attribute)) %>%
    mutate(
      party_n = factor(
        party_n,
        levels = c("2", "3", "4", "5"),
        labels = c("2政党", "3政党", "4政党", "5政党")
      ),
      label = factor(
        label,
        levels = rev(label_order)
      )
    )

  write_csv_safely(
    clogit_plot_df,
    "conditional_logit_coefficients.csv"
  )


  p_clogit_or <- ggplot(
    clogit_plot_df,
    aes(
      x = odds_ratio,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 1,
      linetype = "dashed",
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = odds_ratio_low,
        xmax = odds_ratio_high
      ),
      position = position_dodge(width = 0.72),
      height = 0.15,
      linewidth = 0.45,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.72),
      size = 2.4,
      stroke = 0.7,
      color = "black"
    ) +
    scale_x_log10(
      breaks = c(
        0.6,
        0.8,
        1.0,
        1.25,
        1.5,
        2.0
      ),
      labels = c(
        "0.6",
        "0.8",
        "1.0",
        "1.25",
        "1.5",
        "2.0"
      )
    ) +
    scale_shape_manual(
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotdash",
        "5政党" = "twodash"
      )
    ) +
    labs(
      x = "オッズ比",
      y = NULL,
      shape = "政党数選択肢",
      linetype = "政党数選択肢"
    ) +
    theme_bw(base_size = 12) +
    theme(
      legend.position = "bottom",
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      plot.title = element_text(face = "bold"),
      axis.text.y = element_text(size = 9)
    )

  print(p_clogit_or)

  save_plot(
    "clogit_oddsratio_nocov.png",
    p_clogit_or,
    width = 10.5,
    height = 8.5
  )


  relative_cue_map <- c(
    policy_position = "party",
    government_status = "party",
    seats = "party",
    gdp_growth = "economic",
    nikkei = "economic",
    cpi = "economic",
    unemployment = "economic"
  )

  mean_absolute_pairwise_difference <- function(x) {
    x <- x[is.finite(x)]

    if (length(x) < 2) {
      return(NA_real_)
    }

    pairwise_differences <- combn(
      x,
      2,
      FUN = function(z) abs(z[1] - z[2])
    )

    mean(pairwise_differences)
  }

  linear_slope <- function(y, x) {
    keep <- is.finite(y) & is.finite(x)
    y <- y[keep]
    x <- x[keep]

    if (length(y) < 2 || length(unique(x)) < 2) {
      return(NA_real_)
    }

    unname(coef(lm(y ~ x))[2])
  }

  bootstrap_two_sided_p <- function(x) {
    x <- x[is.finite(x)]
    B_valid <- length(x)

    if (B_valid == 0) {
      return(NA_real_)
    }

    p_lower <- (1 + sum(x <= 0)) / (B_valid + 1)
    p_upper <- (1 + sum(x >= 0)) / (B_valid + 1)

    min(1, 2 * min(p_lower, p_upper))
  }

  safe_quantile <- function(x, probability) {
    x <- x[is.finite(x)]

    if (length(x) == 0) {
      return(NA_real_)
    }

    unname(
      quantile(
        x,
        probs = probability,
        type = 6,
        na.rm = TRUE
      )
    )
  }

  prepare_relative_cue_analysis <- function(data, cue_map) {
    attributes <- names(cue_map)

    required_columns <- c(
      "ID",
      "party_n",
      "selected",
      attributes
    )

    missing_columns <- setdiff(
      required_columns,
      names(data)
    )

    if (length(missing_columns) > 0) {
      stop("Check relative weight")
    }

    if (!all(unname(cue_map) %in% c("party", "economic"))) {
      stop("Check relative weight")
    }

    analysis_data <- data %>%
      select(
        ID,
        party_n,
        selected,
        all_of(attributes)
      ) %>%
      mutate(
        ID = as.character(ID),
        party_n = as.integer(as.character(party_n)),
        selected = as.integer(selected),
        across(
          all_of(attributes),
          as.character
        )
      ) %>%
      filter(
        !is.na(ID),
        party_n %in% 2:5,
        selected %in% c(0L, 1L)
      )

    observed_conditions <- sort(
      unique(analysis_data$party_n)
    )

    if (!identical(observed_conditions, 2:5)) {
      stop("Check")
    }

    long_data <- analysis_data %>%
      pivot_longer(
        cols = all_of(attributes),
        names_to = "attribute",
        values_to = "level"
      ) %>%
      filter(
        !is.na(level),
        level != ""
      )

    expected_cells <- long_data %>%
      distinct(
        attribute,
        level
      ) %>%
      mutate(
        attribute_order = match(
          attribute,
          attributes
        )
      ) %>%
      arrange(
        attribute_order,
        attribute,
        level
      ) %>%
      select(-attribute_order) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    respondent_cell <- long_data %>%
      group_by(
        party_n,
        ID,
        attribute,
        level
      ) %>%
      summarise(
        y_sum = sum(selected),
        n_obs = n(),
        .groups = "drop"
      ) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    condition_objects <- lapply(
      2:5,
      function(n_value) {
        condition_data <- respondent_cell %>%
          filter(
            party_n == n_value
          )

        id_values <- sort(
          unique(condition_data$ID)
        )
        n_ids <- length(id_values)
        n_cells <- nrow(expected_cells)

        if (n_ids == 0) {
          stop("Check")
        }

        y_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        n_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        row_index <- match(
          condition_data$ID,
          id_values
        )
        column_index <- match(
          condition_data$cell_key,
          expected_cells$cell_key
        )

        y_matrix[cbind(row_index, column_index)] <-
          condition_data$y_sum
        n_matrix[cbind(row_index, column_index)] <-
          condition_data$n_obs

        if (any(colSums(n_matrix) == 0)) {
          missing_cells <- expected_cells$cell_key[
            colSums(n_matrix) == 0
          ]

          stop("Check attributes")
        }

        list(
          party_n = n_value,
          ids = id_values,
          cell_info = expected_cells,
          y_matrix = y_matrix,
          n_matrix = n_matrix
        )
      }
    )

    names(condition_objects) <- as.character(2:5)

    list(
      cue_map = cue_map,
      attributes = attributes,
      conditions = condition_objects
    )
  }

  estimate_relative_cue_indices <- function(
      prepared,
      cluster_weights = NULL
  ) {
    condition_results <- lapply(
      names(prepared$conditions),
      function(condition_name) {
        object <- prepared$conditions[[condition_name]]

        if (is.null(cluster_weights)) {
          weights <- rep(
            1,
            length(object$ids)
          )
        } else {
          weights <- cluster_weights[[condition_name]]
        }

        if (length(weights) != length(object$ids)) {
          stop("Check")
        }

        numerator <- as.numeric(
          crossprod(
            weights,
            object$y_matrix
          )
        )

        denominator <- as.numeric(
          crossprod(
            weights,
            object$n_matrix
          )
        )

        if (any(denominator <= 0)) {
          stop("Check attributes")
        }

        marginal_means <- numerator / denominator

        mm_table <- object$cell_info %>%
          transmute(
            party_n = object$party_n,
            attribute,
            level,
            marginal_mean = marginal_means
          )

        attribute_table <- mm_table %>%
          group_by(
            party_n,
            attribute
          ) %>%
          summarise(
            importance_pairwise =
              mean_absolute_pairwise_difference(
                marginal_mean
              ),
            n_levels = n(),
            .groups = "drop"
          ) %>%
          mutate(
            cue_family = unname(
              prepared$cue_map[attribute]
            ),
            baseline_selection_probability = 1 / party_n,
            importance_pairwise_adjusted =
              importance_pairwise /
                baseline_selection_probability
          )

        cue_table_long <- attribute_table %>%
          group_by(
            party_n,
            cue_family
          ) %>%
          summarise(
            importance_pairwise = mean(
              importance_pairwise,
              na.rm = TRUE
            ),
            importance_pairwise_adjusted = mean(
              importance_pairwise_adjusted,
              na.rm = TRUE
            ),
            .groups = "drop"
          )

        party_table <- cue_table_long %>%
          filter(
            cue_family == "party"
          ) %>%
          transmute(
            party_n,
            party_importance_pairwise =
              importance_pairwise,
            party_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        economic_table <- cue_table_long %>%
          filter(
            cue_family == "economic"
          ) %>%
          transmute(
            party_n,
            economic_importance_pairwise =
              importance_pairwise,
            economic_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        cue_table <- full_join(
          party_table,
          economic_table,
          by = "party_n"
        ) %>%
          mutate(
            baseline_selection_probability = 1 / party_n,

            total_importance_pairwise =
              party_importance_pairwise +
              economic_importance_pairwise,

            total_importance_pairwise_adjusted =
              party_importance_pairwise_adjusted +
              economic_importance_pairwise_adjusted,

            relative_party_weight_pairwise = if_else(
              total_importance_pairwise > 0,
              party_importance_pairwise /
                total_importance_pairwise,
              NA_real_
            ),

            relative_economic_weight_pairwise =
              1 - relative_party_weight_pairwise,

            relative_party_weight_pairwise_adjusted = if_else(
              total_importance_pairwise_adjusted > 0,
              party_importance_pairwise_adjusted /
                total_importance_pairwise_adjusted,
              NA_real_
            ),

            relative_economic_weight_pairwise_adjusted =
              1 - relative_party_weight_pairwise_adjusted,

            adjustment_identity_difference =
              relative_party_weight_pairwise_adjusted -
                relative_party_weight_pairwise
          )

        if (
          any(
            abs(cue_table$adjustment_identity_difference) > 1e-10,
            na.rm = TRUE
          )
        ) {
          stop("Check relative weight")
        }

        list(
          marginal_means = mm_table,
          attribute_importance = attribute_table,
          cue_importance = cue_table
        )
      }
    )

    list(
      marginal_means = bind_rows(
        lapply(
          condition_results,
          function(x) x$marginal_means
        )
      ),
      attribute_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$attribute_importance
        )
      ),
      cue_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$cue_importance
        )
      ) %>%
        arrange(party_n)
    )
  }

  estimate_relative_cue_slopes <- function(cue_importance) {
    cue_importance <- cue_importance %>%
      arrange(party_n)

    if (!identical(cue_importance$party_n, 2:5)) {
      stop("Check relative weight")
    }

    x <- cue_importance$party_n

    c(
      relative_party_weight_pairwise =
        linear_slope(
          cue_importance$relative_party_weight_pairwise,
          x
        ),

      party_importance_pairwise =
        linear_slope(
          cue_importance$party_importance_pairwise,
          x
        ),

      economic_importance_pairwise =
        linear_slope(
          cue_importance$economic_importance_pairwise,
          x
        ),

      party_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$party_importance_pairwise_adjusted,
          x
        ),

      economic_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$economic_importance_pairwise_adjusted,
          x
        )
    )
  }

  run_relative_cue_bootstrap <- function(
      prepared,
      B,
      seed,
      progress_every = 100
  ) {
    set.seed(seed)

    condition_results <- vector(
      "list",
      B
    )

    slope_names <- c(
      "relative_party_weight_pairwise",
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted"
    )

    slope_matrix <- matrix(
      NA_real_,
      nrow = B,
      ncol = length(slope_names),
      dimnames = list(
        NULL,
        slope_names
      )
    )

    for (b in seq_len(B)) {
      cluster_weights <- lapply(
        prepared$conditions,
        function(object) {
          n_ids <- length(object$ids)

          sampled_positions <- sample.int(
            n = n_ids,
            size = n_ids,
            replace = TRUE
          )

          tabulate(
            sampled_positions,
            nbins = n_ids
          )
        }
      )

      bootstrap_estimates <- estimate_relative_cue_indices(
        prepared = prepared,
        cluster_weights = cluster_weights
      )

      condition_results[[b]] <-
        bootstrap_estimates$cue_importance %>%
        select(
          party_n,
          party_importance_pairwise,
          economic_importance_pairwise,
          party_importance_pairwise_adjusted,
          economic_importance_pairwise_adjusted,
          relative_party_weight_pairwise
        ) %>%
        mutate(
          bootstrap_replication = b,
          .before = 1
        )

      slope_matrix[b, ] <- estimate_relative_cue_slopes(
        bootstrap_estimates$cue_importance
      )

      if (
        progress_every > 0 &&
        (b %% progress_every == 0 || b == B)
      ) {
        message("Bootstrap: ", b, "/", B)
      }
    }

    list(
      condition_estimates = bind_rows(
        condition_results
      ),
      slopes = as_tibble(
        slope_matrix
      ) %>%
        mutate(
          bootstrap_replication = row_number(),
          .before = 1
        )
    )
  }

  summarise_condition_intervals <- function(
      observed_cue_importance,
      bootstrap_condition_results
  ) {
    statistics <- c(
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted",
      "relative_party_weight_pairwise"
    )

    observed_long <- observed_cue_importance %>%
      select(
        party_n,
        all_of(statistics)
      ) %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "estimate"
      )

    bootstrap_long <- bootstrap_condition_results %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "value"
      ) %>%
      group_by(
        party_n,
        statistic
      ) %>%
      summarise(
        conf_low = safe_quantile(
          value,
          0.025
        ),
        conf_high = safe_quantile(
          value,
          0.975
        ),
        .groups = "drop"
      )

    observed_long %>%
      left_join(
        bootstrap_long,
        by = c(
          "party_n",
          "statistic"
        )
      )
  }

  summarise_slope_inference <- function(
      observed_slopes,
      bootstrap_slopes
  ) {
    statistic_names <- names(observed_slopes)

    map_dfr(
      statistic_names,
      function(statistic_name) {
        bootstrap_values <- bootstrap_slopes[[statistic_name]]
        bootstrap_values <- bootstrap_values[
          is.finite(bootstrap_values)
        ]

        expected_direction <- case_when(
          statistic_name ==
            "economic_importance_pairwise" ~ "negative",
          statistic_name %in% c(
            "party_importance_pairwise",
            "relative_party_weight_pairwise",
            "party_importance_pairwise_adjusted"
          ) ~ "positive",
          TRUE ~ "none"
        )

        analysis_role <- case_when(
          statistic_name %in% c(
            "party_importance_pairwise_adjusted",
            "economic_importance_pairwise_adjusted"
          ) ~ "exploratory_choice_set_adjusted",
          statistic_name == "relative_party_weight_pairwise" ~
            "derived_relative_share",
          TRUE ~ "manuscript_primary_unadjusted"
        )

        estimate <- unname(
          observed_slopes[[statistic_name]]
        )

        tibble(
          study = "Study 1",
          statistic = statistic_name,
          estimate = estimate,
          conf_low = safe_quantile(
            bootstrap_values,
            0.025
          ),
          conf_high = safe_quantile(
            bootstrap_values,
            0.975
          ),
          p_value_two_sided =
            bootstrap_two_sided_p(
              bootstrap_values
            ),
          expected_direction = expected_direction,
          analysis_role = analysis_role,
          estimate_in_expected_direction = case_when(
            expected_direction == "positive" ~ estimate > 0,
            expected_direction == "negative" ~ estimate < 0,
            TRUE ~ NA
          )
        )
      }
    )
  }

  relative_cue_prepared <- prepare_relative_cue_analysis(
    data = conjoint_all_m,
    cue_map = relative_cue_map
  )

  relative_cue_observed <- estimate_relative_cue_indices(
    prepared = relative_cue_prepared
  )

  relative_cue_observed_slopes <- estimate_relative_cue_slopes(
    relative_cue_observed$cue_importance
  )

  write_csv_safely(
    relative_cue_observed$marginal_means,
    "study1_relative_cue_marginal_means.csv"
  )

  write_csv_safely(
    relative_cue_observed$attribute_importance,
    "study1_relative_cue_attribute_importance.csv"
  )

  write_csv_safely(
    relative_cue_observed$cue_importance,
    "study1_relative_cue_importance_and_weight.csv"
  )

  relative_condition_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study1_relative_cue_condition_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  relative_slope_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study1_relative_cue_slope_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  use_saved_relative_bootstrap <-
    !rerun_relative_cue_bootstrap &&
    file.exists(relative_condition_bootstrap_file) &&
    file.exists(relative_slope_bootstrap_file)

  if (use_saved_relative_bootstrap) {
    message("Bootstrap cache")

    relative_cue_condition_bootstrap <- readr::read_csv(
      relative_condition_bootstrap_file,
      show_col_types = FALSE
    )

    relative_cue_slope_bootstrap <- readr::read_csv(
      relative_slope_bootstrap_file,
      show_col_types = FALSE
    )

    saved_B_condition <- n_distinct(
      relative_cue_condition_bootstrap$bootstrap_replication
    )
    saved_B_slope <- n_distinct(
      relative_cue_slope_bootstrap$bootstrap_replication
    )

    if (
      saved_B_condition != relative_cue_bootstrap_B ||
      saved_B_slope != relative_cue_bootstrap_B
    ) {
      message("Bootstrap cache")
      use_saved_relative_bootstrap <- FALSE
    }
  }

  if (!use_saved_relative_bootstrap) {
    relative_cue_bootstrap <- run_relative_cue_bootstrap(
      prepared = relative_cue_prepared,
      B = relative_cue_bootstrap_B,
      seed = relative_cue_bootstrap_seed,
      progress_every = relative_cue_bootstrap_progress_every
    )

    relative_cue_condition_bootstrap <-
      relative_cue_bootstrap$condition_estimates

    relative_cue_slope_bootstrap <-
      relative_cue_bootstrap$slopes

    readr::write_csv(
      relative_cue_condition_bootstrap,
      relative_condition_bootstrap_file
    )

    readr::write_csv(
      relative_cue_slope_bootstrap,
      relative_slope_bootstrap_file
    )
  }

  relative_cue_condition_intervals <- summarise_condition_intervals(
    observed_cue_importance =
      relative_cue_observed$cue_importance,
    bootstrap_condition_results =
      relative_cue_condition_bootstrap
  )

  relative_cue_slope_inference <- summarise_slope_inference(
    observed_slopes =
      relative_cue_observed_slopes,
    bootstrap_slopes =
      relative_cue_slope_bootstrap
  )

  write_csv_safely(
    relative_cue_condition_intervals,
    "study1_relative_cue_condition_intervals.csv"
  )

  write_csv_safely(
    relative_cue_slope_inference,
    "study1_relative_cue_slope_inference.csv"
  )

  relative_cue_primary_result <- relative_cue_slope_inference %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    )

  cat("\nStudy 1：相対比重の線形傾向\n")
  print(relative_cue_primary_result)


  relative_x_offset <- 0.075

  relative_panel_a_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise",
        "economic_importance_pairwise"
      )
    ) %>%
    mutate(
      cue_family = recode(
        statistic,
        party_importance_pairwise = "政党手がかり",
        economic_importance_pairwise = "経済手がかり"
      ),
      cue_family = factor(
        cue_family,
        levels = c(
          "政党手がかり",
          "経済手がかり"
        )
      ),
      x_plot = case_when(
        cue_family == "政党手がかり" ~
          party_n + relative_x_offset,
        cue_family == "経済手がかり" ~
          party_n - relative_x_offset,
        TRUE ~ as.numeric(party_n)
      ),
      value_label = sprintf(
        "%.3f",
        estimate
      )
    )

  relative_panel_b_data <- relative_cue_condition_intervals %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    ) %>%
    mutate(
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_adjusted_label_map <- relative_panel_a_data %>%
    distinct(
      statistic,
      cue_family
    ) %>%
    mutate(
      statistic = paste0(
        statistic,
        "_adjusted"
      ),
      cue_family = as.character(
        cue_family
      )
    )

  relative_panel_adjusted_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise_adjusted",
        "economic_importance_pairwise_adjusted"
      )
    ) %>%
    left_join(
      relative_adjusted_label_map,
      by = "statistic"
    ) %>%
    mutate(
      cue_family = factor(
        cue_family,
        levels = levels(
          relative_panel_a_data$cue_family
        )
      ),
      x_plot = if_else(
        as.integer(cue_family) == 1L,
        party_n + relative_x_offset,
        party_n - relative_x_offset
      ),
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_condition_suffix <- if (
    "政党名手がかり" %in%
      levels(relative_panel_a_data$cue_family)
  ) {
    "選択肢"
  } else {
    "政党"
  }

  relative_condition_axis_title <- if (
    relative_condition_suffix == "選択肢"
  ) {
    "政治経済状況の選択肢数"
  } else {
    "政党選択肢数"
  }

  relative_figure_font_family <- if (
    .Platform$OS.type == "windows"
  ) {
    "Yu Gothic"
  } else {
    "sans"
  }

  relative_theme_japanese_bw <- theme_bw(
    base_size = 12,
    base_family = relative_figure_font_family
  ) +
    theme(
      panel.grid.minor = element_blank(),
      panel.grid.major = element_line(
        linewidth = 0.30,
        color = "grey88"
      ),
      panel.border = element_rect(
        linewidth = 0.65,
        color = "black"
      ),
      axis.text = element_text(
        color = "black"
      ),
      axis.title = element_text(
        color = "black"
      ),
      plot.title = element_text(
        size = 12.5,
        face = "bold",
        hjust = 0
      ),
      plot.subtitle = element_text(
        size = 9.5,
        hjust = 0,
        margin = margin(
          b = 8
        )
      ),
      legend.position = "top",
      legend.justification = "center",
      legend.key.width = grid::unit(
        1.25,
        "cm"
      ),
      plot.margin = margin(
        8,
        10,
        8,
        8
      )
    )

  relative_panel_a <- ggplot(
    relative_panel_a_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = c(
        "政党手がかり" = "solid",
        "経済手がかり" = "dashed"
      )
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "政党"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_number(
        accuracy = 0.005
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A：両手がかりの絶対的重要度",
      subtitle = "",
      x = "政党選択肢数",
      y = "手がかり重要度",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_adjusted_linetypes <- setNames(
    c(
      "solid",
      "dashed"
    ),
    levels(
      relative_panel_adjusted_data$cue_family
    )
  )

  relative_panel_adjusted <- ggplot(
    relative_panel_adjusted_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = relative_adjusted_linetypes
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        relative_condition_suffix
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A：選択肢数調整済み重要度",
      subtitle =
        "未調整重要度 ÷ 平均選択確率（1／選択肢数）",
      x = relative_condition_axis_title,
      y = "平均選択確率に対する水準間差",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_b_range <- range(
    c(
      relative_panel_b_data$conf_low,
      relative_panel_b_data$conf_high,
      0.5
    ),
    na.rm = TRUE
  )

  relative_b_padding <- max(
    0.025,
    0.10 * diff(relative_b_range)
  )

  relative_b_lower <- max(
    0,
    floor(
      20 *
        (relative_b_range[1] - relative_b_padding)
    ) / 20
  )

  relative_b_upper <- min(
    1,
    ceiling(
      20 *
        (relative_b_range[2] + relative_b_padding)
    ) / 20
  )

  if (relative_b_lower >= relative_b_upper) {
    relative_b_lower <- max(
      0,
      relative_b_lower - 0.05
    )
    relative_b_upper <- min(
      1,
      relative_b_upper + 0.05
    )
  }

  relative_panel_b <- ggplot(
    relative_panel_b_data,
    aes(
      x = party_n,
      y = estimate
    )
  ) +
    geom_hline(
      yintercept = 0.5,
      linetype = "dashed",
      linewidth = 0.55,
      color = "black"
    ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "政党"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      breaks = seq(
        relative_b_lower,
        relative_b_upper,
        by = 0.05
      ),
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.05,
          0.08
        )
      )
    ) +
    coord_cartesian(
      ylim = c(
        relative_b_lower,
        relative_b_upper
      )
    ) +
    labs(
      title = "B：相対的な政党手がかりの比重",
      subtitle =
        "政党手がかり重要度 ÷（政党手がかり重要度＋経済手がかり重要度）",
      x = "政党選択肢数",
      y = "相対的な政党手がかり比重"
    ) +
    relative_theme_japanese_bw +
    theme(
      legend.position = "none"
    )

  relative_panel_c <- relative_panel_b +
    labs(
      title = paste0(
        "B：相対的な",
        levels(relative_panel_a_data$cue_family)[1],
        "の比重"
      )
    )

  figure_relative_weight_jp <- (
    relative_panel_a |
      relative_panel_b
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_jp
  )

  save_plot(
    "fig_study1_relative_cue_weight_jp_bw.png",
    figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      "fig_study1_relative_cue_weight_jp_bw.pdf"
    ),
    plot = figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  figure_relative_weight_adjusted_jp <- (
    relative_panel_adjusted |
      relative_panel_c
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_adjusted_jp
  )

  relative_adjusted_figure_stub <- paste0(
    "fig_study",
    stringr::str_extract(
      study_label,
      "[123]"
    ),
    "_relative_cue_weight_choice_set_adjusted_jp_bw"
  )

  save_plot(
    paste0(
      relative_adjusted_figure_stub,
      ".png"
    ),
    figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      paste0(
        relative_adjusted_figure_stub,
        ".pdf"
      )
    ),
    plot = figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  relative_cue_results <- list(
    prepared = relative_cue_prepared,
    marginal_means =
      relative_cue_observed$marginal_means,
    attribute_importance =
      relative_cue_observed$attribute_importance,
    cue_importance =
      relative_cue_observed$cue_importance,
    observed_slopes =
      relative_cue_observed_slopes,
    condition_bootstrap =
      relative_cue_condition_bootstrap,
    slope_bootstrap =
      relative_cue_slope_bootstrap,
    condition_intervals =
      relative_cue_condition_intervals,
    slope_inference =
      relative_cue_slope_inference,
    primary_result =
      relative_cue_primary_result,
    plots = list(
      absolute_importance = relative_panel_a,
      choice_set_adjusted_importance =
        relative_panel_adjusted,
      relative_party_weight = relative_panel_b,
      relative_party_weight_panel_c =
        relative_panel_c,
      combined = figure_relative_weight_jp,
      combined_with_choice_set_adjustment =
        figure_relative_weight_adjusted_jp
    )
  )

  saveRDS(
    relative_cue_results,
    file = file.path(
      output_dir,
      "study1_relative_cue_results.rds"
    )
  )


  saveRDS(
    list(
      settings = list(
        require_initial_consent = require_initial_consent,
        require_final_consent = require_final_consent,
        require_attention_check = require_attention_check,
        require_manipulation_check = require_manipulation_check
      ),
      sample_flow = sample_flow,
      n_by_party = n_by_party,
      valid_ids = valid_ids,
      conjoint_all = conjoint_all,
      conjoint_all_m = conjoint_all_m,
      covar_id = covar_id,
      models_by_party_n_nocov = models_by_party_n_nocov,
      models_by_party_n_cov = models_by_party_n_cov,
      m_interaction = m_interaction,
      models_clogit_nocov = models_clogit_nocov,
      relative_cue = relative_cue_results,
      plots = list(
        amce_cov = p_amce_cov_main,
        amce_nocov = p_amce_nocov_appendix,
        interaction = p_interaction,
        heatmap = p_heat_amce,
        heatmap_rank = p_heat_amce_rank,
        clogit_odds_ratio = p_clogit_or,
        relative_cue_weight = figure_relative_weight_jp,
        relative_cue_weight_choice_set_adjusted =
          figure_relative_weight_adjusted_jp
      )
    ),
    file = file.path(output_dir, "study1_analysis_objects.rds")
  )

  capture.output(
    sessionInfo(),
    file = file.path(output_dir, "sessionInfo.txt")
  )

  cat("
Done: ", normalizePath(output_dir), "
", sep = "")

  environment()
})


```

## A.3 実験2：本文の図6

```{r a3-study2-code, eval=params$run_analysis, results='hide', fig.show='hide'}
# 本文コード
study2_env <- local({
required_packages <- c(
    "dplyr",
    "tidyr",
    "stringr",
    "purrr",
    "readr",
    "fixest",
    "tibble",
    "forcats",
    "ggplot2",
    "scales",
    "survival",
    "ggtext",
    "patchwork"
  )

  missing_packages <- required_packages[
    !vapply(required_packages, requireNamespace, logical(1), quietly = TRUE)
  ]

  if (length(missing_packages) > 0) {
    stop("No packages")
  }

  library(dplyr)
  library(tidyr)
  library(stringr)
  library(purrr)
  library(readr)
  library(fixest)
  library(tibble)
  library(forcats)
  library(ggplot2)
  library(scales)
  library(survival)
  library(patchwork)

  data_file <- unified_config$study2$data_file
  output_dir <- unified_config$study2$output_dir

  dir.create(output_dir, showWarnings = FALSE, recursive = TRUE)

  require_initial_consent <- TRUE
  require_final_consent <- TRUE
  final_consent_var <- "Q8.1"

  require_attention_check <- TRUE
  require_manipulation_check <- TRUE

  attention_check_var <- "Q25.1_11"
  attention_check_correct <- "3"

  relative_cue_bootstrap_B <- unified_config$relative_cue_bootstrap_B
  relative_cue_bootstrap_seed <- unified_config$relative_cue_bootstrap_seed + 2L
  relative_cue_bootstrap_progress_every <- unified_config$relative_cue_bootstrap_progress_every

  rerun_relative_cue_bootstrap <- unified_config$rerun_relative_cue_bootstrap


  norm_text <- function(x) {
    x %>%
      as.character() %>%
      str_squish() %>%
      str_replace_all("～", "~") %>%
      str_replace_all("〜", "~")
  }

  as_num <- function(x) {
    suppressWarnings(readr::parse_number(norm_text(x)))
  }

  is_response_code <- function(x, code) {
    x_norm <- norm_text(x)
    code_chr <- as.character(code)

    x_norm == code_chr |
      stringr::str_detect(x_norm, paste0("\\(", code_chr, "\\)$"))
  }

  first_existing <- function(dat, candidates) {
    out <- candidates[candidates %in% names(dat)]
    if (length(out) == 0) NA_character_ else out[1]
  }

  get_var <- function(dat, candidates) {
    v <- first_existing(dat, candidates)
    if (is.na(v)) {
      rep(NA_character_, nrow(dat))
    } else {
      dat[[v]]
    }
  }

  relevel_if_present <- function(x, ref) {
    x <- factor(x)
    if (ref %in% levels(x)) {
      relevel(x, ref = ref)
    } else {
      x
    }
  }

  factor_miss <- function(x, miss = "欠損・無回答") {
    x <- norm_text(x)
    x[is.na(x) | x == "" | x == "NA"] <- miss
    factor(x)
  }

  mean_impute <- function(x) {
    x <- as.numeric(x)
    miss <- as.integer(is.na(x))

    if (all(is.na(x))) {
      value <- x
    } else {
      value <- ifelse(is.na(x), mean(x, na.rm = TRUE), x)
    }

    list(value = value, miss = miss)
  }

  write_csv_safely <- function(x, filename) {
    readr::write_csv(x, file.path(output_dir, filename), na = "")
  }

  save_plot <- function(filename, plot, width, height, dpi = 300) {
    ggplot2::ggsave(
      filename = file.path(output_dir, filename),
      plot = plot,
      width = width,
      height = height,
      dpi = dpi
    )
  }


  if (!file.exists(data_file)) {
    stop("Check data")
  }

  raw <- readr::read_csv(
    data_file,
    col_types = cols(.default = col_character()),
    show_col_types = FALSE,
    name_repair = "minimal"
  )


  if (require_final_consent) {
    final_consent_var <- detect_final_consent_column(
      raw = raw,
      preferred_candidates = c("Q8.1", "Q9.1", "Q10.1"),
      study_label = "Study 2"
    )
  }

  if (require_attention_check) {
    attention_check_var <- detect_attention_check_column(
      raw = raw,
      preferred_candidates = c("Q25.1_11", "Q25.1_10"),
      study_label = "Study 2"
    )
  }

  df_header_removed <- raw %>%
    filter(
      !is.na(ResponseId),
      ResponseId != "",
      !str_detect(
        norm_text(ResponseId),
        "^(Response ID|回答ID)$|ImportId"
      )
    ) %>%
    mutate(ID = as.character(ResponseId))

  duplicate_ids <- df_header_removed %>%
    count(ID) %>%
    filter(n > 1)

  if (nrow(duplicate_ids) > 0) {
    print(duplicate_ids)
    stop("Check")
  }

  sample_flow <- tibble(
    stage = "Qualtrics質問文行を除外後",
    n = nrow(df_header_removed)
  )

  df <- df_header_removed

  if (require_initial_consent) {
    if (!"Q1.1" %in% names(df)) {
      stop("Check initial consent")
    }

    df <- df %>%
      filter(
        is_response_code(Q1.1, 1) |
          str_detect(norm_text(Q1.1), "趣旨に同意して.*協力する")
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(stage = "初回同意 Q1.1 = 1", n = nrow(df))
    )
  }

  if (require_final_consent) {
    if (is.na(final_consent_var) || !final_consent_var %in% names(df)) {
      stop("Check final consent")
    }

    df <- df %>%
      filter(
        is_response_code(.data[[final_consent_var]], 1) |
          str_detect(
            norm_text(.data[[final_consent_var]]),
            "同意し.*回答結果を送信する"
          )
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(
        stage = paste0("最終同意 ", final_consent_var, " = 1"),
        n = nrow(df)
      )
    )
  }

  if (require_attention_check) {
    if (!attention_check_var %in% names(df)) {
      stop("Check attention item")
    }

    attention_check_correct <- detect_attention_correct_code(
      df[[attention_check_var]],
      displayed_answer = 3L,
      recoded_answer = 6L,
      study_label = "Study 2"
    )

    df <- df %>%
      filter(
        is_response_code(
          .data[[attention_check_var]],
          attention_check_correct
        )
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(
        stage = paste0(
          "指示項目正答（",
          attention_check_var,
          "、保存コード=",
          attention_check_correct,
          "）"
        ),
        n = nrow(df)
      )
    )
  }

  print(sample_flow)
  write_csv_safely(sample_flow, "sample_flow_before_conjoint.csv")


  choice_map <- detect_conjoint_choice_map(
    raw = raw,
    party_numbers = 2:5,
    study_label = "Study 2"
  )

  manipulation_map <- detect_manipulation_map(
    raw = raw,
    choice_map = choice_map,
    study_label = "Study 2"
  )

  write_csv_safely(choice_map, "detected_choice_question_map.csv")
  write_csv_safely(manipulation_map, "detected_manipulation_question_map.csv")


  level_to_attr_var <- function(x) {
    x <- norm_text(x)

    case_when(
      x %in% c("右派・保守的", "中道", "左派・革新的") ~
        "policy_position",

      x %in% c("与党", "野党") ~
        "government_status",

      str_detect(x, "GDP成長率") ~
        "gdp_growth",

      str_detect(x, "日経平均") ~
        "nikkei",

      x %in% c("10以下", "10~49", "50~99", "100~199", "200以上") ~
        "seats",

      str_detect(x, "CPI|物価") ~
        "cpi",

      str_detect(x, "失業率|雇用") ~
        "unemployment",

      TRUE ~ NA_character_
    )
  }

  required_attr_vars <- c(
    "policy_position",
    "government_status",
    "gdp_growth",
    "nikkei",
    "seats",
    "cpi",
    "unemployment"
  )

  allowed_levels <- list(
    policy_position = c("右派・保守的", "中道", "左派・革新的"),
    government_status = c("与党", "野党"),
    gdp_growth = c(
      "GDP成長率±0％",
      "GDP成長率プラス1％",
      "GDP成長率マイナス1％"
    ),
    nikkei = c(
      "日経平均前月同期比プラス1000円",
      "日経平均前月同期比マイナス1000円",
      "日経平均前月同期比変わらず"
    ),
    seats = c("10以下", "10~49", "50~99", "100~199", "200以上"),
    cpi = c(
      "CPI前期比±0ポイント",
      "CPI前期比プラス1ポイント",
      "CPI前期比マイナス1ポイント"
    ),
    unemployment = c(
      "失業率前期比±0％",
      "失業率前期比プラス1％",
      "失業率前期比マイナス1％"
    )
  )


  make_profile_long <- function(dat, n_party) {

    map_n <- choice_map %>%
      filter(party_n == n_party)

    qvars <- map_n$choice_var

    missing_q <- setdiff(qvars, names(dat))
    if (length(missing_q) > 0) {
      stop("Check choice columns")
    }

    dat_n <- dat %>%
      filter(if_any(all_of(qvars), ~ !is.na(.x) & norm_text(.x) != ""))

    if (require_manipulation_check) {
      manipulation_row <- manipulation_map %>%
        filter(party_n == n_party)

      manipulation_var <- manipulation_row$manipulation_var
      correct_answer <- manipulation_row$correct_answer

      if (!manipulation_var %in% names(dat_n)) {
        stop("Check manipulation item")
      }

      dat_n <- dat_n %>%
        filter(
          is_response_code(
            .data[[manipulation_var]],
            correct_answer
          )
        )
    }


    choice_long <- dat_n %>%
      select(ID, all_of(qvars)) %>%
      pivot_longer(
        cols = all_of(qvars),
        names_to = "choice_var",
        values_to = "choice_raw"
      ) %>%
      left_join(map_n, by = "choice_var") %>%
      mutate(choice = parse_choice_position(choice_raw)) %>%
      filter(!is.na(choice)) %>%
      select(ID, party_n, task, choice)

    invalid_choice <- choice_long %>%
      filter(choice < 1 | choice > n_party)

    if (nrow(invalid_choice) > 0) {
      print(invalid_choice)
      stop("Check choice values")
    }

    duplicate_choice <- choice_long %>%
      count(ID, task) %>%
      filter(n != 1)

    if (nrow(duplicate_choice) > 0) {
      print(duplicate_choice)
      stop("Check duplicate choices")
    }


    level_regex <- paste0(
      "^S2_P", n_party,
      "_F_([1-5])_([1-", n_party, "])_([1-7])$"
    )

    level_cols <- names(dat_n)[str_detect(names(dat_n), level_regex)]

    expected_level_cols <- 5 * n_party * 7
    if (length(level_cols) != expected_level_cols) {
      stop("Check attributes")
    }

    level_long <- dat_n %>%
      select(ID, all_of(level_cols)) %>%
      pivot_longer(
        cols = all_of(level_cols),
        names_to = "fvar",
        values_to = "level"
      ) %>%
      extract(
        fvar,
        into = c("task", "profile", "attr_order"),
        regex = level_regex,
        convert = TRUE
      ) %>%
      mutate(level = norm_text(level)) %>%
      filter(
        task %in% 1:5,
        profile %in% 1:n_party,
        attr_order %in% 1:7,
        !is.na(level),
        level != ""
      ) %>%
      mutate(attr_var = level_to_attr_var(level))

    unknown_levels <- level_long %>%
      filter(is.na(attr_var)) %>%
      distinct(level)

    if (nrow(unknown_levels) > 0) {
      print(unknown_levels)
      stop("Check attributes")
    }

    profile_attribute_count <- level_long %>%
      count(ID, task, profile, name = "n_attribute_rows") %>%
      filter(n_attribute_rows != 7)

    if (nrow(profile_attribute_count) > 0) {
      print(head(profile_attribute_count, 50))
      stop("Check attributes")
    }

    duplicate_attribute <- level_long %>%
      count(ID, task, profile, attr_var) %>%
      filter(n != 1)

    if (nrow(duplicate_attribute) > 0) {
      print(head(duplicate_attribute, 50))
      stop("Check attributes")
    }


    profile_wide <- level_long %>%
      inner_join(choice_long, by = c("ID", "task")) %>%
      mutate(
        party_n = n_party,
        selected = as.integer(profile == choice),
        task_id = paste(ID, party_n, task, sep = "_"),
        profile_id = paste(ID, party_n, task, profile, sep = "_")
      ) %>%
      select(
        ID, party_n, task, profile, choice, selected,
        task_id, profile_id, attr_var, level
      ) %>%
      pivot_wider(
        names_from = attr_var,
        values_from = level,
        values_fn = list(level = ~ first(.x))
      )

    missing_attr <- setdiff(required_attr_vars, names(profile_wide))

    if (length(missing_attr) > 0) {
      stop("Check attributes")
    }

    profile_wide <- profile_wide %>%
      select(
        ID, party_n, task, profile, choice, selected,
        task_id, profile_id,
        all_of(required_attr_vars)
      ) %>%
      arrange(ID, task, profile)

    return(profile_wide)
  }


  conjoint_2 <- make_profile_long(df, 2)
  conjoint_3 <- make_profile_long(df, 3)
  conjoint_4 <- make_profile_long(df, 4)
  conjoint_5 <- make_profile_long(df, 5)

  conjoint_all_unfiltered <- bind_rows(
    conjoint_2,
    conjoint_3,
    conjoint_4,
    conjoint_5
  )


  id_task_check <- conjoint_all_unfiltered %>%
    group_by(ID, party_n, task) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    group_by(ID, party_n) %>%
    summarise(
      n_tasks = n_distinct(task),
      all_tasks_ok = all(n_profiles == party_n & selected_sum == 1),
      .groups = "drop"
    )

  valid_ids <- id_task_check %>%
    filter(n_tasks == 5, all_tasks_ok)

  conjoint_all <- conjoint_all_unfiltered %>%
    semi_join(valid_ids, by = c("ID", "party_n"))

  n_by_party <- valid_ids %>%
    count(party_n, name = "n") %>%
    complete(party_n = 2:5, fill = list(n = 0)) %>%
    arrange(party_n)

  n_total <- valid_ids %>%
    summarise(n = n_distinct(ID)) %>%
    pull(n)

  figure_n_labels <- bind_rows(
    tibble(
      position = "全サンプル",
      label = paste0("全サンプル, n=", scales::comma(n_total))
    ),
    n_by_party %>%
      mutate(
        position = paste0(party_n, "政党選択"),
        label = paste0("n=", scales::comma(n))
      ) %>%
      select(position, label)
  )

  cat("\n分析対象者数\n")
  print(n_by_party)
  cat("全サンプル n=", n_total, "\n", sep = "")

  write_csv_safely(id_task_check, "id_task_check.csv")
  write_csv_safely(valid_ids, "valid_ids.csv")
  write_csv_safely(n_by_party, "n_by_party.csv")
  write_csv_safely(figure_n_labels, "figure_n_labels.csv")


  check_profile <- conjoint_all %>%
    group_by(party_n, ID, task, task_id) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    count(party_n, n_profiles, selected_sum)

  print(check_profile)

  stopifnot(all(check_profile$n_profiles == check_profile$party_n))
  stopifnot(all(check_profile$selected_sum == 1))

  allowed_df <- enframe(allowed_levels, name = "name", value = "value") %>%
    unnest(value)

  unexpected_values <- conjoint_all %>%
    select(all_of(required_attr_vars)) %>%
    pivot_longer(
      cols = everything(),
      names_to = "name",
      values_to = "value"
    ) %>%
    filter(!is.na(value), value != "") %>%
    distinct(name, value) %>%
    anti_join(allowed_df, by = c("name", "value"))

  print(unexpected_values)
  stopifnot(nrow(unexpected_values) == 0)

  observed_levels <- conjoint_all %>%
    select(all_of(required_attr_vars)) %>%
    pivot_longer(
      cols = everything(),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    distinct(attribute, level) %>%
    arrange(attribute, level)

  write_csv_safely(check_profile, "profile_expansion_check.csv")
  write_csv_safely(observed_levels, "observed_attribute_levels.csv")
  write_csv_safely(conjoint_all, "study2_profile_level_data.csv")


  analysis_ids <- valid_ids %>%
    select(ID, party_n)

  attention_summary <- df %>%
    semi_join(analysis_ids, by = "ID") %>%
    transmute(
      ID,
      attention_response = norm_text(.data[[attention_check_var]]),
      attention_pass = is_response_code(
        .data[[attention_check_var]],
        attention_check_correct
      )
    ) %>%
    count(attention_response, attention_pass, name = "n") %>%
    arrange(desc(attention_pass), attention_response)

  manipulation_summary <- map_dfr(2:5, function(n_party) {
    manipulation_row <- manipulation_map %>%
      filter(party_n == n_party)

    v <- manipulation_row$manipulation_var
    correct <- manipulation_row$correct_answer

    df %>%
      semi_join(
        analysis_ids %>% filter(party_n == n_party),
        by = "ID"
      ) %>%
      transmute(
        party_n = n_party,
        response = norm_text(.data[[v]]),
        correct = is_response_code(.data[[v]], correct)
      ) %>%
      count(party_n, response, correct, name = "n")
  })

  write_csv_safely(attention_summary, "attention_check_summary.csv")
  write_csv_safely(manipulation_summary, "party_number_check_summary.csv")


  conjoint_all_m <- conjoint_all %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),

      policy_position = factor(
        policy_position,
        levels = c("中道", "右派・保守的", "左派・革新的")
      ),

      government_status = factor(
        government_status,
        levels = c("野党", "与党")
      ),

      gdp_growth = factor(
        gdp_growth,
        levels = c(
          "GDP成長率±0％",
          "GDP成長率プラス1％",
          "GDP成長率マイナス1％"
        )
      ),

      nikkei = factor(
        nikkei,
        levels = c(
          "日経平均前月同期比変わらず",
          "日経平均前月同期比プラス1000円",
          "日経平均前月同期比マイナス1000円"
        )
      ),

      seats = factor(
        seats,
        levels = c("10以下", "10~49", "50~99", "100~199", "200以上")
      ),

      cpi = factor(
        cpi,
        levels = c(
          "CPI前期比±0ポイント",
          "CPI前期比プラス1ポイント",
          "CPI前期比マイナス1ポイント"
        )
      ),

      unemployment = factor(
        unemployment,
        levels = c(
          "失業率前期比±0％",
          "失業率前期比プラス1％",
          "失業率前期比マイナス1％"
        )
      ),

      party_n_f = factor(
        as.character(party_n),
        levels = c("2", "3", "4", "5")
      )
    )

  attr_terms <- c(
    "policy_position",
    "government_status",
    "gdp_growth",
    "nikkei",
    "seats",
    "cpi",
    "unemployment"
  )


  formula_nocov <- as.formula(
    paste("selected ~", paste(attr_terms, collapse = " + "))
  )

  run_amce_nocov <- function(dat) {
    feols(
      formula_nocov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_nocov <- conjoint_all_m %>%
    split(.$party_n) %>%
    map(run_amce_nocov)

  capture.output(
    etable(models_by_party_n_nocov),
    file = file.path(output_dir, "amce_nocov_models.txt")
  )


  m_interaction <- feols(
    selected ~
      party_n_f *
      (
        policy_position +
          government_status +
          gdp_growth +
          nikkei +
          seats +
          cpi +
          unemployment
      ),
    data = conjoint_all_m,
    vcov = ~ ID
  )

  capture.output(
    summary(m_interaction),
    file = file.path(output_dir, "amce_interaction_model.txt")
  )


  tidy_fixest <- function(model) {
    ct <- as.data.frame(fixest::coeftable(model))
    ct$term <- rownames(ct)

    ct %>%
      as_tibble() %>%
      rename(
        estimate = Estimate,
        std.error = `Std. Error`,
        statistic = `t value`,
        p.value = `Pr(>|t|)`
      ) %>%
      mutate(
        conf.low = estimate - 1.96 * std.error,
        conf.high = estimate + 1.96 * std.error
      ) %>%
      select(
        term, estimate, std.error, statistic, p.value,
        conf.low, conf.high
      )
  }

  term_labels <- tribble(
    ~term, ~attribute, ~cue_type, ~label, ~order,

    "government_status与党",
    "与党／野党", "政党の手がかり", "与党", 1,

    "policy_position右派・保守的",
    "政策位置", "政党の手がかり", "右派・保守的", 2,

    "policy_position左派・革新的",
    "政策位置", "政党の手がかり", "左派・革新的", 3,

    "seats10~49",
    "議席数", "政党の手がかり", "議席数：10～49", 4,

    "seats50~99",
    "議席数", "政党の手がかり", "議席数：50～99", 5,

    "seats100~199",
    "議席数", "政党の手がかり", "議席数：100～199", 6,

    "seats200以上",
    "議席数", "政党の手がかり", "議席数：200以上", 7,

    "gdp_growthGDP成長率プラス1％",
    "GDP成長率", "経済の手がかり", "GDP：プラス1％", 8,

    "gdp_growthGDP成長率マイナス1％",
    "GDP成長率", "経済の手がかり", "GDP：マイナス1％", 9,

    "nikkei日経平均前月同期比プラス1000円",
    "日経平均", "経済の手がかり", "日経平均：プラス1000円", 10,

    "nikkei日経平均前月同期比マイナス1000円",
    "日経平均", "経済の手がかり", "日経平均：マイナス1000円", 11,

    "cpiCPI前期比プラス1ポイント",
    "CPI", "経済の手がかり", "CPI：プラス1ポイント", 12,

    "cpiCPI前期比マイナス1ポイント",
    "CPI", "経済の手がかり", "CPI：マイナス1ポイント", 13,

    "unemployment失業率前期比プラス1％",
    "失業率", "経済の手がかり", "失業率：プラス1％", 14,

    "unemployment失業率前期比マイナス1％",
    "失業率", "経済の手がかり", "失業率：マイナス1％", 15
  )

  attribute_order <- c(
    "与党／野党",
    "政策位置",
    "議席数",
    "GDP成長率",
    "日経平均",
    "CPI",
    "失業率"
  )

  label_order <- term_labels %>%
    arrange(order) %>%
    pull(label)

  make_amce_plot_df <- function(models) {
    imap_dfr(
      models,
      ~ tidy_fixest(.x) %>%
        mutate(party_n = as.character(.y))
    ) %>%
      left_join(term_labels, by = "term") %>%
      filter(!is.na(attribute)) %>%
      mutate(
        estimate_pp = estimate * 100,
        conf.low_pp = conf.low * 100,
        conf.high_pp = conf.high * 100,
        party_n = factor(
          party_n,
          levels = c("2", "3", "4", "5"),
          labels = c("2政党", "3政党", "4政党", "5政党")
        ),
        attribute = factor(attribute, levels = attribute_order),
        label = factor(label, levels = rev(label_order))
      )
  }

  amce_plot_nocov <- make_amce_plot_df(models_by_party_n_nocov)
  write_csv_safely(amce_plot_nocov, "amce_nocov_coefficients.csv")

  interaction_plot_df <- tidy_fixest(m_interaction) %>%
    filter(str_detect(term, "party_n_f[345]")) %>%
    mutate(
      party_n_code = str_extract(term, "party_n_f[345]"),
      party_n = str_remove(party_n_code, "party_n_f"),
      base_term = term %>%
        str_remove("party_n_f[345]:") %>%
        str_remove(":party_n_f[345]")
    ) %>%
    left_join(term_labels, by = c("base_term" = "term")) %>%
    filter(!is.na(attribute)) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      party_n_label = factor(
        party_n,
        levels = c("3", "4", "5"),
        labels = c("3政党", "4政党", "5政党")
      ),
      attribute = factor(attribute, levels = attribute_order),
      label = factor(label, levels = rev(label_order))
    )

  write_csv_safely(interaction_plot_df, "amce_interaction_coefficients.csv")


  recode_female_study2 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num == 2 ~ 1L,
      x_num == 1 ~ 0L,
      TRUE ~ NA_integer_
    )
  }

  recode_college_grad_study2 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num %in% c(4, 5) ~ 1L,
      x_num %in% c(1, 2, 3) ~ 0L,
      TRUE ~ NA_integer_
    )
  }

  recode_party_support_study2 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num == 1 ~ "自由民主党",
      x_num == 2 ~ "中道改革連合",
      x_num == 3 ~ "立憲民主党",
      x_num == 4 ~ "公明党",
      x_num == 5 ~ "日本維新の会",
      x_num == 6 ~ "国民民主党",
      x_num == 7 ~ "れいわ新選組",
      x_num == 8 ~ "日本共産党",
      x_num == 9 ~ "参政党",
      x_num == 10 ~ "日本保守党",
      x_num == 11 ~ "社会民主党",
      x_num == 12 ~ "チームみらい",
      x_num == 13 ~ "その他",
      x_num == 14 ~ "支持政党なし",
      x_num == 15 ~ "わからない",
      x_num == 16 ~ "答えたくない",
      TRUE ~ NA_character_
    )
  }

  gender_raw <- get_var(df, c("Q2.1", "Q2_1"))
  age_raw <- get_var(df, c("Q2.2_2", "Q2.2.2", "Q2_2_2"))
  education_raw <- get_var(df, c("Q2.3", "Q2_3"))
  income_gross_raw <- get_var(df, c("Q2.5_1", "Q2.5.1", "Q2_5_1"))
  income_net_raw <- get_var(df, c("Q2.5_2", "Q2.5.2", "Q2_5_2"))
  party_support_raw <- get_var(df, c("Q8.2", "Q8_2"))

  covar_id <- df %>%
    transmute(
      ID = as.character(ResponseId),
      female = recode_female_study2(gender_raw),
      age = as_num(age_raw),
      college_grad = recode_college_grad_study2(education_raw),
      income_gross = as_num(income_gross_raw),
      income_net = as_num(income_net_raw),
      income_gross_log = log1p(income_gross),
      income_net_log = log1p(income_net),
      party_support = recode_party_support_study2(party_support_raw),
      party_support_f = factor_miss(party_support)
    ) %>%
    semi_join(valid_ids %>% select(ID), by = "ID") %>%
    distinct(ID, .keep_all = TRUE)

  covar_id <- covar_id %>%
    mutate(
      age = if_else(age >= 18 & age <= 79, age, NA_real_)
    )

  age_imp_obj <- mean_impute(covar_id$age)
  income_gross_imp_obj <- mean_impute(covar_id$income_gross_log)

  covar_id <- covar_id %>%
    mutate(
      female_imp = if_else(is.na(female), 0L, female),
      female_miss = as.integer(is.na(female)),

      college_grad_imp = if_else(is.na(college_grad), 0L, college_grad),
      college_grad_miss = as.integer(is.na(college_grad)),

      age_imp = age_imp_obj$value,
      age_miss = age_imp_obj$miss,

      income_gross_log_imp = income_gross_imp_obj$value,
      income_gross_log_miss = income_gross_imp_obj$miss
    )

  covariate_missing_summary <- covar_id %>%
    summarise(
      n_ids = n_distinct(ID),
      female_missing = sum(is.na(female)),
      age_missing = sum(is.na(age)),
      college_grad_missing = sum(is.na(college_grad)),
      income_gross_missing = sum(is.na(income_gross_log)),
      party_support_missing = sum(is.na(party_support))
    )

  print(covariate_missing_summary)
  write_csv_safely(covar_id, "respondent_covariates.csv")
  write_csv_safely(covariate_missing_summary, "covariate_missing_summary.csv")


  conjoint_all_cov <- conjoint_all_m %>%
    left_join(covar_id, by = "ID")

  covariate_terms <- c(
    "female_imp",
    "female_miss",
    "age_imp",
    "age_miss",
    "college_grad_imp",
    "college_grad_miss",
    "income_gross_log_imp",
    "income_gross_log_miss",
    "party_support_f"
  )

  has_variation <- function(dat, v) {
    if (!v %in% names(dat)) return(FALSE)
    dplyr::n_distinct(dat[[v]], na.rm = TRUE) > 1
  }

  covariate_terms_use <- covariate_terms[
    map_lgl(covariate_terms, ~ has_variation(conjoint_all_cov, .x))
  ]

  formula_cov <- as.formula(
    paste(
      "selected ~",
      paste(c(attr_terms, covariate_terms_use), collapse = " + ")
    )
  )

  run_amce_cov <- function(dat) {
    feols(
      formula_cov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_cov <- conjoint_all_cov %>%
    split(.$party_n) %>%
    map(run_amce_cov)

  capture.output(
    etable(
      models_by_party_n_nocov,
      models_by_party_n_cov,
      headers = c(
        rep("共変量なし", length(models_by_party_n_nocov)),
        rep("共変量あり", length(models_by_party_n_cov))
      )
    ),
    file = file.path(output_dir, "amce_nocov_and_cov_models.txt")
  )

  amce_plot_cov <- make_amce_plot_df(models_by_party_n_cov)
  write_csv_safely(amce_plot_cov, "amce_cov_coefficients.csv")


  study_label <- "実験2（2026年）"

  term_labels_facet <- term_labels %>%
    mutate(
      attribute_facet = attribute
    )

  attribute_order_facet <- c(
    "与党／野党",
    "政策位置",
    "議席数",
    "GDP成長率",
    "日経平均",
    "CPI",
    "失業率"
  )

  make_amce_facet_df <- function(models) {
    imap_dfr(
      models,
      ~ tidy_fixest(.x) %>%
        mutate(party_n = as.character(.y))
    ) %>%
      left_join(term_labels_facet, by = "term") %>%
      filter(!is.na(attribute_facet)) %>%
      mutate(
        estimate_pp = estimate * 100,
        conf.low_pp = conf.low * 100,
        conf.high_pp = conf.high * 100,
        party_n = factor(
          party_n,
          levels = c("2", "3", "4", "5"),
          labels = c("2政党", "3政党", "4政党", "5政党")
        ),
        attribute_facet = factor(
          attribute_facet,
          levels = attribute_order_facet
        ),
        label = factor(
          label,
          levels = rev(label_order)
        )
      )
  }

  amce_plot_df_cov_facet <- make_amce_facet_df(models_by_party_n_cov)
  amce_plot_df_nocov_facet <- make_amce_facet_df(models_by_party_n_nocov)

  write_csv_safely(
    amce_plot_df_cov_facet,
    "amce_cov_facet_coefficients.csv"
  )

  write_csv_safely(
    amce_plot_df_nocov_facet,
    "amce_nocov_facet_coefficients.csv"
  )


  p_amce_cov_facet <- ggplot(
    amce_plot_df_cov_facet,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute_facet ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-12, 12, by = 2)
    ) +
    scale_shape_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = "Yu Gothic"
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_amce_cov_facet)

  save_plot(
    "amce_cov_facet_model.png",
    p_amce_cov_facet,
    width = 10.5,
    height = 8.5
  )

  p_amce_cov_main <- p_amce_cov_facet


  make_heatmap_df <- function(amce_plot_df) {
    heat_df <- amce_plot_df %>%
      mutate(
        abs_amce = abs(estimate_pp),
        cue_type_code = case_when(
          cue_type == "政党の手がかり" ~ "party",
          cue_type == "経済の手がかり" ~ "economy",
          TRUE ~ "other"
        )
      ) %>%
      group_by(party_n) %>%
      mutate(
        rank_within_party = min_rank(desc(abs_amce)),
        n_in_col = n(),
        rank_score = if_else(
          n_in_col == 1,
          1,
          1 - (rank_within_party - 1) / (n_in_col - 1)
        )
      ) %>%
      ungroup()

    row_order_df <- heat_df %>%
      group_by(label, cue_type_code) %>%
      summarise(
        mean_abs_amce = mean(abs_amce, na.rm = TRUE),
        .groups = "drop"
      ) %>%
      arrange(desc(mean_abs_amce))

    row_levels <- as.character(row_order_df$label)

    heat_df <- heat_df %>%
      mutate(
        label = factor(
          as.character(label),
          levels = rev(row_levels)
        )
      )

    label_color_map <- row_order_df %>%
      mutate(
        label_markdown = case_when(
          cue_type_code == "party" ~
            paste0(
              "<span style='color:#111111;'>",
              label,
              "</span>"
            ),
          cue_type_code == "economy" ~
            paste0(
              "<span style='color:#8A8A8A;'>",
              label,
              "</span>"
            ),
          TRUE ~ as.character(label)
        )
      )

    label_markdown_vec <- setNames(
      label_color_map$label_markdown,
      as.character(label_color_map$label)
    )

    list(
      heat_df = heat_df,
      label_markdown_vec = label_markdown_vec
    )
  }

  plot_amce_heatmap <- function(
      heat_df,
      label_markdown_vec,
      with_rank = TRUE,
      title_text = NULL) {

    if (with_rank) {
      heat_df <- heat_df %>%
        mutate(
          cell_label = paste0(
            sprintf("%.1f", estimate_pp),
            "\n(",
            rank_within_party,
            "位)"
          )
        )

      text_size <- 3.0
      lineheight <- 0.9
    } else {
      heat_df <- heat_df %>%
        mutate(
          cell_label = sprintf("%.1f", estimate_pp)
        )

      text_size <- 3.4
      lineheight <- 1.0
    }

    ggplot(
      heat_df,
      aes(
        x = party_n,
        y = label,
        fill = rank_score
      )
    ) +
      geom_tile(
        color = "white",
        linewidth = 0.7
      ) +
      geom_text(
        aes(label = cell_label),
        size = text_size,
        fontface = "bold",
        color = "black",
        lineheight = lineheight
      ) +
      scale_y_discrete(
        labels = label_markdown_vec
      ) +
      scale_fill_gradient(
        low = "grey95",
        high = "grey15",
        limits = c(0, 1),
        breaks = c(0, 0.25, 0.50, 0.75, 1.00),
        labels = c("低", "", "", "", "高"),
        name = "列内順位\n（濃いほど高位）"
      ) +
      labs(
        title = title_text,
        x = "政党数選択肢",
        y = NULL
      ) +
      theme_bw(base_size = 12) +
      theme(
        legend.position = "right",
        panel.grid = element_blank(),
        plot.title = element_text(face = "bold"),
        axis.text.x = element_text(size = 10),
        axis.text.y = ggtext::element_markdown(size = 9),
        axis.title.y = element_blank()
      )
  }

  heatmap_input <- make_heatmap_df(amce_plot_cov)

  p_heat_amce_mixed <- plot_amce_heatmap(
    heatmap_input$heat_df,
    heatmap_input$label_markdown_vec,
    with_rank = FALSE,
    title_text = NULL
  )

  print(p_heat_amce_mixed)

  save_plot(
    "amce_heatmap_mixed_rank_colored_labels.png",
    p_heat_amce_mixed,
    width = 8.8,
    height = 8.8
  )

  p_heat_amce_mixed_ranklabel <- plot_amce_heatmap(
    heatmap_input$heat_df,
    heatmap_input$label_markdown_vec,
    with_rank = TRUE,
    title_text = NULL
  )

  print(p_heat_amce_mixed_ranklabel)

  save_plot(
    "amce_heatmap_mixed_rank_colored_labels_withrank.png",
    p_heat_amce_mixed_ranklabel,
    width = 8.8,
    height = 8.8
  )

  p_heat_amce <- p_heat_amce_mixed
  p_heat_amce_rank <- p_heat_amce_mixed_ranklabel


  p_amce_facet_nocov <- ggplot(
    amce_plot_df_nocov_facet,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute_facet ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-12, 12, by = 2)
    ) +
    scale_shape_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "政党数選択肢",
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(base_size = 12) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_amce_facet_nocov)

  save_plot(
    "amce_facet_nocov.png",
    p_amce_facet_nocov,
    width = 10.5,
    height = 9
  )

  p_amce_nocov_appendix <- p_amce_facet_nocov


  p_interaction <- ggplot(
    interaction_plot_df,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n_label,
      linetype = party_n_label,
      group = party_n_label
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(width = 0.65),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.65),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) paste0(x, " pp"),
      breaks = seq(-8, 8, by = 2)
    ) +
    scale_shape_manual(
      name = "2政党の場合との比較",
      values = c(
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      name = "2政党の場合との比較",
      values = c(
        "3政党" = "dashed",
        "4政党" = "dotted",
        "5政党" = "dotdash"
      )
    ) +
    labs(
      x = "2政党条件との差",
      y = NULL
    ) +
    theme_bw(base_size = 12) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 15
      ),
      plot.subtitle = element_text(size = 11),
      legend.position = "top",
      legend.title = element_text(face = "bold"),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(size = 9),
      axis.title.x = element_text(face = "bold")
    )

  print(p_interaction)

  save_plot(
    "amce_interaction_difference_from_2party.png",
    p_interaction,
    width = 10.5,
    height = 9
  )


  conjoint_clogit <- conjoint_all_m %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),
      task_id = factor(task_id),
      policy_position = relevel_if_present(
        policy_position,
        "中道"
      ),
      government_status = relevel_if_present(
        government_status,
        "野党"
      ),
      gdp_growth = relevel_if_present(
        gdp_growth,
        "GDP成長率±0％"
      ),
      nikkei = relevel_if_present(
        nikkei,
        "日経平均前月同期比変わらず"
      ),
      seats = relevel_if_present(
        seats,
        "10以下"
      ),
      cpi = relevel_if_present(
        cpi,
        "CPI前期比±0ポイント"
      ),
      unemployment = relevel_if_present(
        unemployment,
        "失業率前期比±0％"
      )
    )

  formula_clogit_nocov <- as.formula(
    paste0(
      "selected ~ ",
      paste(attr_terms, collapse = " + "),
      " + strata(task_id) + cluster(ID)"
    )
  )

  run_clogit_nocov <- function(dat) {
    survival::clogit(
      formula_clogit_nocov,
      data = dat,
      method = "efron"
    )
  }

  models_clogit_nocov <- conjoint_clogit %>%
    split(.$party_n) %>%
    map(run_clogit_nocov)

  capture.output(
    lapply(models_clogit_nocov, summary),
    file = file.path(
      output_dir,
      "conditional_logit_models.txt"
    )
  )

  tidy_clogit <- function(model) {
    s <- summary(model)
    ct <- as.data.frame(s$coefficients)
    ct$term <- rownames(ct)

    se_col <- if ("robust se" %in% names(ct)) {
      "robust se"
    } else if ("se(coef)" %in% names(ct)) {
      "se(coef)"
    } else {
      stop("Check clogit")
    }

    p_col <- if ("Pr(>|z|)" %in% names(ct)) {
      "Pr(>|z|)"
    } else if ("Pr(>|t|)" %in% names(ct)) {
      "Pr(>|t|)"
    } else {
      NA_character_
    }

    ct %>%
      as_tibble() %>%
      transmute(
        term = term,
        estimate = coef,
        std.error = .data[[se_col]],
        p.value = if (!is.na(p_col)) {
          .data[[p_col]]
        } else {
          NA_real_
        },
        conf.low = estimate - 1.96 * std.error,
        conf.high = estimate + 1.96 * std.error,
        odds_ratio = exp(estimate),
        odds_ratio_low = exp(conf.low),
        odds_ratio_high = exp(conf.high)
      )
  }

  clogit_plot_df <- imap_dfr(
    models_clogit_nocov,
    ~ tidy_clogit(.x) %>%
      mutate(party_n = as.character(.y))
  ) %>%
    left_join(term_labels, by = "term") %>%
    filter(!is.na(attribute)) %>%
    mutate(
      party_n = factor(
        party_n,
        levels = c("2", "3", "4", "5"),
        labels = c("2政党", "3政党", "4政党", "5政党")
      ),
      label = factor(
        label,
        levels = rev(label_order)
      )
    )

  write_csv_safely(
    clogit_plot_df,
    "conditional_logit_coefficients.csv"
  )


  p_clogit_or <- ggplot(
    clogit_plot_df,
    aes(
      x = odds_ratio,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 1,
      linetype = "dashed",
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = odds_ratio_low,
        xmax = odds_ratio_high
      ),
      position = position_dodge(width = 0.72),
      height = 0.15,
      linewidth = 0.45,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(width = 0.72),
      size = 2.4,
      stroke = 0.7,
      color = "black"
    ) +
    scale_x_log10(
      breaks = c(
        0.6,
        0.8,
        1.0,
        1.25,
        1.5,
        2.0
      ),
      labels = c(
        "0.6",
        "0.8",
        "1.0",
        "1.25",
        "1.5",
        "2.0"
      )
    ) +
    scale_shape_manual(
      values = c(
        "2政党" = 16,
        "3政党" = 17,
        "4政党" = 15,
        "5政党" = 1
      )
    ) +
    scale_linetype_manual(
      values = c(
        "2政党" = "solid",
        "3政党" = "dashed",
        "4政党" = "dotdash",
        "5政党" = "twodash"
      )
    ) +
    labs(
      x = "オッズ比",
      y = NULL,
      shape = "政党数選択肢",
      linetype = "政党数選択肢"
    ) +
    theme_bw(base_size = 12) +
    theme(
      legend.position = "bottom",
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      plot.title = element_text(face = "bold"),
      axis.text.y = element_text(size = 9)
    )

  print(p_clogit_or)

  save_plot(
    "clogit_oddsratio_nocov.png",
    p_clogit_or,
    width = 10.5,
    height = 8.5
  )


  relative_cue_map <- c(
    policy_position = "party",
    government_status = "party",
    seats = "party",
    gdp_growth = "economic",
    nikkei = "economic",
    cpi = "economic",
    unemployment = "economic"
  )

  mean_absolute_pairwise_difference <- function(x) {
    x <- x[is.finite(x)]

    if (length(x) < 2) {
      return(NA_real_)
    }

    pairwise_differences <- combn(
      x,
      2,
      FUN = function(z) abs(z[1] - z[2])
    )

    mean(pairwise_differences)
  }

  linear_slope <- function(y, x) {
    keep <- is.finite(y) & is.finite(x)
    y <- y[keep]
    x <- x[keep]

    if (length(y) < 2 || length(unique(x)) < 2) {
      return(NA_real_)
    }

    unname(coef(lm(y ~ x))[2])
  }

  bootstrap_two_sided_p <- function(x) {
    x <- x[is.finite(x)]
    B_valid <- length(x)

    if (B_valid == 0) {
      return(NA_real_)
    }

    p_lower <- (1 + sum(x <= 0)) / (B_valid + 1)
    p_upper <- (1 + sum(x >= 0)) / (B_valid + 1)

    min(1, 2 * min(p_lower, p_upper))
  }

  safe_quantile <- function(x, probability) {
    x <- x[is.finite(x)]

    if (length(x) == 0) {
      return(NA_real_)
    }

    unname(
      quantile(
        x,
        probs = probability,
        type = 6,
        na.rm = TRUE
      )
    )
  }

  prepare_relative_cue_analysis <- function(data, cue_map) {
    attributes <- names(cue_map)

    required_columns <- c(
      "ID",
      "party_n",
      "selected",
      attributes
    )

    missing_columns <- setdiff(
      required_columns,
      names(data)
    )

    if (length(missing_columns) > 0) {
      stop("Check relative weight")
    }

    if (!all(unname(cue_map) %in% c("party", "economic"))) {
      stop("Check relative weight")
    }

    analysis_data <- data %>%
      select(
        ID,
        party_n,
        selected,
        all_of(attributes)
      ) %>%
      mutate(
        ID = as.character(ID),
        party_n = as.integer(as.character(party_n)),
        selected = as.integer(selected),
        across(
          all_of(attributes),
          as.character
        )
      ) %>%
      filter(
        !is.na(ID),
        party_n %in% 2:5,
        selected %in% c(0L, 1L)
      )

    observed_conditions <- sort(
      unique(analysis_data$party_n)
    )

    if (!identical(observed_conditions, 2:5)) {
      stop("Check")
    }

    long_data <- analysis_data %>%
      pivot_longer(
        cols = all_of(attributes),
        names_to = "attribute",
        values_to = "level"
      ) %>%
      filter(
        !is.na(level),
        level != ""
      )

    expected_cells <- long_data %>%
      distinct(
        attribute,
        level
      ) %>%
      mutate(
        attribute_order = match(
          attribute,
          attributes
        )
      ) %>%
      arrange(
        attribute_order,
        attribute,
        level
      ) %>%
      select(-attribute_order) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    respondent_cell <- long_data %>%
      group_by(
        party_n,
        ID,
        attribute,
        level
      ) %>%
      summarise(
        y_sum = sum(selected),
        n_obs = n(),
        .groups = "drop"
      ) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    condition_objects <- lapply(
      2:5,
      function(n_value) {
        condition_data <- respondent_cell %>%
          filter(
            party_n == n_value
          )

        id_values <- sort(
          unique(condition_data$ID)
        )
        n_ids <- length(id_values)
        n_cells <- nrow(expected_cells)

        if (n_ids == 0) {
          stop("Check")
        }

        y_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        n_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        row_index <- match(
          condition_data$ID,
          id_values
        )
        column_index <- match(
          condition_data$cell_key,
          expected_cells$cell_key
        )

        y_matrix[cbind(row_index, column_index)] <-
          condition_data$y_sum
        n_matrix[cbind(row_index, column_index)] <-
          condition_data$n_obs

        if (any(colSums(n_matrix) == 0)) {
          missing_cells <- expected_cells$cell_key[
            colSums(n_matrix) == 0
          ]

          stop("Check attributes")
        }

        list(
          party_n = n_value,
          ids = id_values,
          cell_info = expected_cells,
          y_matrix = y_matrix,
          n_matrix = n_matrix
        )
      }
    )

    names(condition_objects) <- as.character(2:5)

    list(
      cue_map = cue_map,
      attributes = attributes,
      conditions = condition_objects
    )
  }

  estimate_relative_cue_indices <- function(
      prepared,
      cluster_weights = NULL
  ) {
    condition_results <- lapply(
      names(prepared$conditions),
      function(condition_name) {
        object <- prepared$conditions[[condition_name]]

        if (is.null(cluster_weights)) {
          weights <- rep(
            1,
            length(object$ids)
          )
        } else {
          weights <- cluster_weights[[condition_name]]
        }

        if (length(weights) != length(object$ids)) {
          stop("Check")
        }

        numerator <- as.numeric(
          crossprod(
            weights,
            object$y_matrix
          )
        )

        denominator <- as.numeric(
          crossprod(
            weights,
            object$n_matrix
          )
        )

        if (any(denominator <= 0)) {
          stop("Check attributes")
        }

        marginal_means <- numerator / denominator

        mm_table <- object$cell_info %>%
          transmute(
            party_n = object$party_n,
            attribute,
            level,
            marginal_mean = marginal_means
          )

        attribute_table <- mm_table %>%
          group_by(
            party_n,
            attribute
          ) %>%
          summarise(
            importance_pairwise =
              mean_absolute_pairwise_difference(
                marginal_mean
              ),
            n_levels = n(),
            .groups = "drop"
          ) %>%
          mutate(
            cue_family = unname(
              prepared$cue_map[attribute]
            ),
            baseline_selection_probability = 1 / party_n,
            importance_pairwise_adjusted =
              importance_pairwise /
                baseline_selection_probability
          )

        cue_table_long <- attribute_table %>%
          group_by(
            party_n,
            cue_family
          ) %>%
          summarise(
            importance_pairwise = mean(
              importance_pairwise,
              na.rm = TRUE
            ),
            importance_pairwise_adjusted = mean(
              importance_pairwise_adjusted,
              na.rm = TRUE
            ),
            .groups = "drop"
          )

        party_table <- cue_table_long %>%
          filter(
            cue_family == "party"
          ) %>%
          transmute(
            party_n,
            party_importance_pairwise =
              importance_pairwise,
            party_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        economic_table <- cue_table_long %>%
          filter(
            cue_family == "economic"
          ) %>%
          transmute(
            party_n,
            economic_importance_pairwise =
              importance_pairwise,
            economic_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        cue_table <- full_join(
          party_table,
          economic_table,
          by = "party_n"
        ) %>%
          mutate(
            baseline_selection_probability = 1 / party_n,

            total_importance_pairwise =
              party_importance_pairwise +
              economic_importance_pairwise,

            total_importance_pairwise_adjusted =
              party_importance_pairwise_adjusted +
              economic_importance_pairwise_adjusted,

            relative_party_weight_pairwise = if_else(
              total_importance_pairwise > 0,
              party_importance_pairwise /
                total_importance_pairwise,
              NA_real_
            ),

            relative_economic_weight_pairwise =
              1 - relative_party_weight_pairwise,

            relative_party_weight_pairwise_adjusted = if_else(
              total_importance_pairwise_adjusted > 0,
              party_importance_pairwise_adjusted /
                total_importance_pairwise_adjusted,
              NA_real_
            ),

            relative_economic_weight_pairwise_adjusted =
              1 - relative_party_weight_pairwise_adjusted,

            adjustment_identity_difference =
              relative_party_weight_pairwise_adjusted -
                relative_party_weight_pairwise
          )

        if (
          any(
            abs(cue_table$adjustment_identity_difference) > 1e-10,
            na.rm = TRUE
          )
        ) {
          stop("Check relative weight")
        }

        list(
          marginal_means = mm_table,
          attribute_importance = attribute_table,
          cue_importance = cue_table
        )
      }
    )

    list(
      marginal_means = bind_rows(
        lapply(
          condition_results,
          function(x) x$marginal_means
        )
      ),
      attribute_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$attribute_importance
        )
      ),
      cue_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$cue_importance
        )
      ) %>%
        arrange(party_n)
    )
  }

  estimate_relative_cue_slopes <- function(cue_importance) {
    cue_importance <- cue_importance %>%
      arrange(party_n)

    if (!identical(cue_importance$party_n, 2:5)) {
      stop("Check relative weight")
    }

    x <- cue_importance$party_n

    c(
      relative_party_weight_pairwise =
        linear_slope(
          cue_importance$relative_party_weight_pairwise,
          x
        ),

      party_importance_pairwise =
        linear_slope(
          cue_importance$party_importance_pairwise,
          x
        ),

      economic_importance_pairwise =
        linear_slope(
          cue_importance$economic_importance_pairwise,
          x
        ),

      party_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$party_importance_pairwise_adjusted,
          x
        ),

      economic_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$economic_importance_pairwise_adjusted,
          x
        )
    )
  }

  run_relative_cue_bootstrap <- function(
      prepared,
      B,
      seed,
      progress_every = 100
  ) {
    set.seed(seed)

    condition_results <- vector(
      "list",
      B
    )

    slope_names <- c(
      "relative_party_weight_pairwise",
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted"
    )

    slope_matrix <- matrix(
      NA_real_,
      nrow = B,
      ncol = length(slope_names),
      dimnames = list(
        NULL,
        slope_names
      )
    )

    for (b in seq_len(B)) {
      cluster_weights <- lapply(
        prepared$conditions,
        function(object) {
          n_ids <- length(object$ids)

          sampled_positions <- sample.int(
            n = n_ids,
            size = n_ids,
            replace = TRUE
          )

          tabulate(
            sampled_positions,
            nbins = n_ids
          )
        }
      )

      bootstrap_estimates <- estimate_relative_cue_indices(
        prepared = prepared,
        cluster_weights = cluster_weights
      )

      condition_results[[b]] <-
        bootstrap_estimates$cue_importance %>%
        select(
          party_n,
          party_importance_pairwise,
          economic_importance_pairwise,
          party_importance_pairwise_adjusted,
          economic_importance_pairwise_adjusted,
          relative_party_weight_pairwise
        ) %>%
        mutate(
          bootstrap_replication = b,
          .before = 1
        )

      slope_matrix[b, ] <- estimate_relative_cue_slopes(
        bootstrap_estimates$cue_importance
      )

      if (
        progress_every > 0 &&
        (b %% progress_every == 0 || b == B)
      ) {
        message("Bootstrap: ", b, "/", B)
      }
    }

    list(
      condition_estimates = bind_rows(
        condition_results
      ),
      slopes = as_tibble(
        slope_matrix
      ) %>%
        mutate(
          bootstrap_replication = row_number(),
          .before = 1
        )
    )
  }

  summarise_condition_intervals <- function(
      observed_cue_importance,
      bootstrap_condition_results
  ) {
    statistics <- c(
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted",
      "relative_party_weight_pairwise"
    )

    observed_long <- observed_cue_importance %>%
      select(
        party_n,
        all_of(statistics)
      ) %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "estimate"
      )

    bootstrap_long <- bootstrap_condition_results %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "value"
      ) %>%
      group_by(
        party_n,
        statistic
      ) %>%
      summarise(
        conf_low = safe_quantile(
          value,
          0.025
        ),
        conf_high = safe_quantile(
          value,
          0.975
        ),
        .groups = "drop"
      )

    observed_long %>%
      left_join(
        bootstrap_long,
        by = c(
          "party_n",
          "statistic"
        )
      )
  }

  summarise_slope_inference <- function(
      observed_slopes,
      bootstrap_slopes
  ) {
    statistic_names <- names(observed_slopes)

    map_dfr(
      statistic_names,
      function(statistic_name) {
        bootstrap_values <- bootstrap_slopes[[statistic_name]]
        bootstrap_values <- bootstrap_values[
          is.finite(bootstrap_values)
        ]

        expected_direction <- case_when(
          statistic_name ==
            "economic_importance_pairwise" ~ "negative",
          statistic_name %in% c(
            "party_importance_pairwise",
            "relative_party_weight_pairwise",
            "party_importance_pairwise_adjusted"
          ) ~ "positive",
          TRUE ~ "none"
        )

        analysis_role <- case_when(
          statistic_name %in% c(
            "party_importance_pairwise_adjusted",
            "economic_importance_pairwise_adjusted"
          ) ~ "exploratory_choice_set_adjusted",
          statistic_name == "relative_party_weight_pairwise" ~
            "derived_relative_share",
          TRUE ~ "manuscript_primary_unadjusted"
        )

        estimate <- unname(
          observed_slopes[[statistic_name]]
        )

        tibble(
          study = "Study 2",
          statistic = statistic_name,
          estimate = estimate,
          conf_low = safe_quantile(
            bootstrap_values,
            0.025
          ),
          conf_high = safe_quantile(
            bootstrap_values,
            0.975
          ),
          p_value_two_sided =
            bootstrap_two_sided_p(
              bootstrap_values
            ),
          expected_direction = expected_direction,
          analysis_role = analysis_role,
          estimate_in_expected_direction = case_when(
            expected_direction == "positive" ~ estimate > 0,
            expected_direction == "negative" ~ estimate < 0,
            TRUE ~ NA
          )
        )
      }
    )
  }

  relative_cue_prepared <- prepare_relative_cue_analysis(
    data = conjoint_all_m,
    cue_map = relative_cue_map
  )

  relative_cue_observed <- estimate_relative_cue_indices(
    prepared = relative_cue_prepared
  )

  relative_cue_observed_slopes <- estimate_relative_cue_slopes(
    relative_cue_observed$cue_importance
  )

  write_csv_safely(
    relative_cue_observed$marginal_means,
    "study2_relative_cue_marginal_means.csv"
  )

  write_csv_safely(
    relative_cue_observed$attribute_importance,
    "study2_relative_cue_attribute_importance.csv"
  )

  write_csv_safely(
    relative_cue_observed$cue_importance,
    "study2_relative_cue_importance_and_weight.csv"
  )

  relative_condition_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study2_relative_cue_condition_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  relative_slope_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study2_relative_cue_slope_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  use_saved_relative_bootstrap <-
    !rerun_relative_cue_bootstrap &&
    file.exists(relative_condition_bootstrap_file) &&
    file.exists(relative_slope_bootstrap_file)

  if (use_saved_relative_bootstrap) {
    message("Bootstrap cache")

    relative_cue_condition_bootstrap <- readr::read_csv(
      relative_condition_bootstrap_file,
      show_col_types = FALSE
    )

    relative_cue_slope_bootstrap <- readr::read_csv(
      relative_slope_bootstrap_file,
      show_col_types = FALSE
    )

    saved_B_condition <- n_distinct(
      relative_cue_condition_bootstrap$bootstrap_replication
    )
    saved_B_slope <- n_distinct(
      relative_cue_slope_bootstrap$bootstrap_replication
    )

    if (
      saved_B_condition != relative_cue_bootstrap_B ||
      saved_B_slope != relative_cue_bootstrap_B
    ) {
      message("Bootstrap cache")
      use_saved_relative_bootstrap <- FALSE
    }
  }

  if (!use_saved_relative_bootstrap) {
    relative_cue_bootstrap <- run_relative_cue_bootstrap(
      prepared = relative_cue_prepared,
      B = relative_cue_bootstrap_B,
      seed = relative_cue_bootstrap_seed,
      progress_every = relative_cue_bootstrap_progress_every
    )

    relative_cue_condition_bootstrap <-
      relative_cue_bootstrap$condition_estimates

    relative_cue_slope_bootstrap <-
      relative_cue_bootstrap$slopes

    readr::write_csv(
      relative_cue_condition_bootstrap,
      relative_condition_bootstrap_file
    )

    readr::write_csv(
      relative_cue_slope_bootstrap,
      relative_slope_bootstrap_file
    )
  }

  relative_cue_condition_intervals <- summarise_condition_intervals(
    observed_cue_importance =
      relative_cue_observed$cue_importance,
    bootstrap_condition_results =
      relative_cue_condition_bootstrap
  )

  relative_cue_slope_inference <- summarise_slope_inference(
    observed_slopes =
      relative_cue_observed_slopes,
    bootstrap_slopes =
      relative_cue_slope_bootstrap
  )

  write_csv_safely(
    relative_cue_condition_intervals,
    "study2_relative_cue_condition_intervals.csv"
  )

  write_csv_safely(
    relative_cue_slope_inference,
    "study2_relative_cue_slope_inference.csv"
  )

  relative_cue_primary_result <- relative_cue_slope_inference %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    )

  cat("\nStudy 2：相対比重の線形傾向\n")
  print(relative_cue_primary_result)


  relative_x_offset <- 0.075

  relative_panel_a_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise",
        "economic_importance_pairwise"
      )
    ) %>%
    mutate(
      cue_family = recode(
        statistic,
        party_importance_pairwise = "政党手がかり",
        economic_importance_pairwise = "経済手がかり"
      ),
      cue_family = factor(
        cue_family,
        levels = c(
          "政党手がかり",
          "経済手がかり"
        )
      ),
      x_plot = case_when(
        cue_family == "政党手がかり" ~
          party_n + relative_x_offset,
        cue_family == "経済手がかり" ~
          party_n - relative_x_offset,
        TRUE ~ as.numeric(party_n)
      ),
      value_label = sprintf(
        "%.3f",
        estimate
      )
    )

  relative_panel_b_data <- relative_cue_condition_intervals %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    ) %>%
    mutate(
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_adjusted_label_map <- relative_panel_a_data %>%
    distinct(
      statistic,
      cue_family
    ) %>%
    mutate(
      statistic = paste0(
        statistic,
        "_adjusted"
      ),
      cue_family = as.character(
        cue_family
      )
    )

  relative_panel_adjusted_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise_adjusted",
        "economic_importance_pairwise_adjusted"
      )
    ) %>%
    left_join(
      relative_adjusted_label_map,
      by = "statistic"
    ) %>%
    mutate(
      cue_family = factor(
        cue_family,
        levels = levels(
          relative_panel_a_data$cue_family
        )
      ),
      x_plot = if_else(
        as.integer(cue_family) == 1L,
        party_n + relative_x_offset,
        party_n - relative_x_offset
      ),
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_condition_suffix <- if (
    "政党名手がかり" %in%
      levels(relative_panel_a_data$cue_family)
  ) {
    "選択肢"
  } else {
    "政党"
  }

  relative_condition_axis_title <- if (
    relative_condition_suffix == "選択肢"
  ) {
    "政治経済状況の選択肢数"
  } else {
    "政党選択肢数"
  }

  relative_figure_font_family <- if (
    .Platform$OS.type == "windows"
  ) {
    "Yu Gothic"
  } else {
    "sans"
  }

  relative_theme_japanese_bw <- theme_bw(
    base_size = 12,
    base_family = relative_figure_font_family
  ) +
    theme(
      panel.grid.minor = element_blank(),
      panel.grid.major = element_line(
        linewidth = 0.30,
        color = "grey88"
      ),
      panel.border = element_rect(
        linewidth = 0.65,
        color = "black"
      ),
      axis.text = element_text(
        color = "black"
      ),
      axis.title = element_text(
        color = "black"
      ),
      plot.title = element_text(
        size = 12.5,
        face = "bold",
        hjust = 0
      ),
      plot.subtitle = element_text(
        size = 9.5,
        hjust = 0,
        margin = margin(
          b = 8
        )
      ),
      legend.position = "top",
      legend.justification = "center",
      legend.key.width = grid::unit(
        1.25,
        "cm"
      ),
      plot.margin = margin(
        8,
        10,
        8,
        8
      )
    )

  relative_panel_a <- ggplot(
    relative_panel_a_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = c(
        "政党手がかり" = "solid",
        "経済手がかり" = "dashed"
      )
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "政党"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_number(
        accuracy = 0.005
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A：両手がかりの絶対的重要度",
      subtitle = "",
      x = "政党選択肢数",
      y = "手がかり重要度",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_adjusted_linetypes <- setNames(
    c(
      "solid",
      "dashed"
    ),
    levels(
      relative_panel_adjusted_data$cue_family
    )
  )

  relative_panel_adjusted <- ggplot(
    relative_panel_adjusted_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = relative_adjusted_linetypes
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        relative_condition_suffix
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A：選択肢数調整済み重要度",
      subtitle =
        "未調整重要度 ÷ 平均選択確率（1／選択肢数）",
      x = relative_condition_axis_title,
      y = "平均選択確率に対する水準間差",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_b_range <- range(
    c(
      relative_panel_b_data$conf_low,
      relative_panel_b_data$conf_high,
      0.5
    ),
    na.rm = TRUE
  )

  relative_b_padding <- max(
    0.025,
    0.10 * diff(relative_b_range)
  )

  relative_b_lower <- max(
    0,
    floor(
      20 *
        (relative_b_range[1] - relative_b_padding)
    ) / 20
  )

  relative_b_upper <- min(
    1,
    ceiling(
      20 *
        (relative_b_range[2] + relative_b_padding)
    ) / 20
  )

  if (relative_b_lower >= relative_b_upper) {
    relative_b_lower <- max(
      0,
      relative_b_lower - 0.05
    )
    relative_b_upper <- min(
      1,
      relative_b_upper + 0.05
    )
  }

  relative_panel_b <- ggplot(
    relative_panel_b_data,
    aes(
      x = party_n,
      y = estimate
    )
  ) +
    geom_hline(
      yintercept = 0.5,
      linetype = "dashed",
      linewidth = 0.55,
      color = "black"
    ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "政党"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      breaks = seq(
        relative_b_lower,
        relative_b_upper,
        by = 0.05
      ),
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.05,
          0.08
        )
      )
    ) +
    coord_cartesian(
      ylim = c(
        relative_b_lower,
        relative_b_upper
      )
    ) +
    labs(
      title = "B：相対的な政党手がかりの比重",
      subtitle =
        "政党手がかり重要度 ÷（政党手がかり重要度＋経済手がかり重要度）",
      x = "政党選択肢数",
      y = "相対的な政党手がかり比重"
    ) +
    relative_theme_japanese_bw +
    theme(
      legend.position = "none"
    )

  relative_panel_c <- relative_panel_b +
    labs(
      title = paste0(
        "B：相対的な",
        levels(relative_panel_a_data$cue_family)[1],
        "の比重"
      )
    )

  figure_relative_weight_jp <- (
    relative_panel_a |
      relative_panel_b
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_jp
  )

  save_plot(
    "fig_study2_relative_cue_weight_jp_bw.png",
    figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      "fig_study2_relative_cue_weight_jp_bw.pdf"
    ),
    plot = figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  figure_relative_weight_adjusted_jp <- (
    relative_panel_adjusted |
      relative_panel_c
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_adjusted_jp
  )

  relative_adjusted_figure_stub <- paste0(
    "fig_study",
    stringr::str_extract(
      study_label,
      "[123]"
    ),
    "_relative_cue_weight_choice_set_adjusted_jp_bw"
  )

  save_plot(
    paste0(
      relative_adjusted_figure_stub,
      ".png"
    ),
    figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      paste0(
        relative_adjusted_figure_stub,
        ".pdf"
      )
    ),
    plot = figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  relative_cue_results <- list(
    prepared = relative_cue_prepared,
    marginal_means =
      relative_cue_observed$marginal_means,
    attribute_importance =
      relative_cue_observed$attribute_importance,
    cue_importance =
      relative_cue_observed$cue_importance,
    observed_slopes =
      relative_cue_observed_slopes,
    condition_bootstrap =
      relative_cue_condition_bootstrap,
    slope_bootstrap =
      relative_cue_slope_bootstrap,
    condition_intervals =
      relative_cue_condition_intervals,
    slope_inference =
      relative_cue_slope_inference,
    primary_result =
      relative_cue_primary_result,
    plots = list(
      absolute_importance = relative_panel_a,
      choice_set_adjusted_importance =
        relative_panel_adjusted,
      relative_party_weight = relative_panel_b,
      relative_party_weight_panel_c =
        relative_panel_c,
      combined = figure_relative_weight_jp,
      combined_with_choice_set_adjustment =
        figure_relative_weight_adjusted_jp
    )
  )

  saveRDS(
    relative_cue_results,
    file = file.path(
      output_dir,
      "study2_relative_cue_results.rds"
    )
  )


  saveRDS(
    list(
      settings = list(
        require_initial_consent = require_initial_consent,
        require_final_consent = require_final_consent,
        require_attention_check = require_attention_check,
        require_manipulation_check = require_manipulation_check
      ),
      sample_flow = sample_flow,
      n_by_party = n_by_party,
      valid_ids = valid_ids,
      conjoint_all = conjoint_all,
      conjoint_all_m = conjoint_all_m,
      covar_id = covar_id,
      models_by_party_n_nocov = models_by_party_n_nocov,
      models_by_party_n_cov = models_by_party_n_cov,
      m_interaction = m_interaction,
      models_clogit_nocov = models_clogit_nocov,
      relative_cue = relative_cue_results,
      plots = list(
        amce_cov = p_amce_cov_main,
        amce_nocov = p_amce_nocov_appendix,
        interaction = p_interaction,
        heatmap = p_heat_amce,
        heatmap_rank = p_heat_amce_rank,
        clogit_odds_ratio = p_clogit_or,
        relative_cue_weight = figure_relative_weight_jp,
        relative_cue_weight_choice_set_adjusted =
          figure_relative_weight_adjusted_jp
      )
    ),
    file = file.path(output_dir, "study2_analysis_objects.rds")
  )

  capture.output(
    sessionInfo(),
    file = file.path(output_dir, "sessionInfo.txt")
  )

  cat("
Done: ", normalizePath(output_dir), "
", sep = "")

  environment()
})


```

## A.4 実験3：本文の図7・図8・図9

```{r a4-study3-code, eval=params$run_analysis, results='hide', fig.show='hide'}
# 本文コード
study3_env <- local({
required_packages <- c(
    "dplyr",
    "tidyr",
    "stringr",
    "purrr",
    "readr",
    "fixest",
    "tibble",
    "forcats",
    "ggplot2",
    "scales",
    "survival",
    "patchwork"
  )

  missing_packages <- required_packages[
    !vapply(required_packages, requireNamespace, logical(1), quietly = TRUE)
  ]

  if (length(missing_packages) > 0) {
    stop("No packages")
  }

  library(dplyr)
  library(tidyr)
  library(stringr)
  library(purrr)
  library(readr)
  library(fixest)
  library(tibble)
  library(forcats)
  library(ggplot2)
  library(scales)
  library(survival)
  library(patchwork)

  data_file <- unified_config$study3$data_file
  output_dir <- unified_config$study3$output_dir

  dir.create(output_dir, showWarnings = FALSE, recursive = TRUE)

  require_initial_consent <- TRUE
  require_final_consent <- TRUE
  final_consent_var <- "Q8.1"

  require_attention_check <- TRUE
  require_manipulation_check <- TRUE

  require_all_five_tasks <- TRUE

  attention_check_var <- "Q25.1_11"
  attention_check_correct <- "3"

  relative_cue_bootstrap_B <- unified_config$relative_cue_bootstrap_B
  relative_cue_bootstrap_seed <- unified_config$relative_cue_bootstrap_seed + 3L
  relative_cue_bootstrap_progress_every <- unified_config$relative_cue_bootstrap_progress_every

  rerun_relative_cue_bootstrap <- unified_config$rerun_relative_cue_bootstrap

  figure_font_family <- if (.Platform$OS.type == "windows") {
    "Yu Gothic"
  } else {
    ""
  }


  norm_text <- function(x) {
    x %>%
      as.character() %>%
      str_replace_all("\u3000", " ") %>%
      str_squish() %>%
      str_replace_all("～", "~") %>%
      str_replace_all("〜", "~")
  }

  as_num <- function(x) {
    suppressWarnings(readr::parse_number(norm_text(x)))
  }

  first_existing <- function(dat, candidates) {
    out <- candidates[candidates %in% names(dat)]
    if (length(out) == 0) {
      NA_character_
    } else {
      out[1]
    }
  }

  get_var <- function(dat, candidates) {
    v <- first_existing(dat, candidates)

    if (is.na(v)) {
      rep(NA_character_, nrow(dat))
    } else {
      dat[[v]]
    }
  }

  is_response_code <- function(x, code) {
    x_norm <- norm_text(x)
    code_chr <- as.character(code)

    x_norm == code_chr |
      str_detect(x_norm, paste0("\\(", code_chr, "\\)$"))
  }

  relevel_if_present <- function(x, ref) {
    x <- factor(x)

    if (ref %in% levels(x)) {
      relevel(x, ref = ref)
    } else {
      x
    }
  }

  factor_miss <- function(x, miss = "欠損・無回答") {
    x <- norm_text(x)
    x[is.na(x) | x == "" | x == "NA"] <- miss
    factor(x)
  }

  mean_impute <- function(x) {
    x <- as.numeric(x)
    miss <- as.integer(is.na(x))

    if (all(is.na(x))) {
      value <- x
    } else {
      value <- ifelse(
        is.na(x),
        mean(x, na.rm = TRUE),
        x
      )
    }

    list(
      value = value,
      miss = miss
    )
  }

  write_csv_safely <- function(x, filename) {
    readr::write_csv(
      x,
      file.path(output_dir, filename),
      na = ""
    )
  }

  save_plot <- function(
    filename,
    plot,
    width,
    height,
    dpi = 300
  ) {
    ggplot2::ggsave(
      filename = file.path(output_dir, filename),
      plot = plot,
      width = width,
      height = height,
      dpi = dpi
    )
  }

  canonicalize_party_name <- function(x) {
    x_norm <- norm_text(x)
    x_compact <- str_replace_all(x_norm, "\\s+", "")

    case_when(
      is.na(x_compact) | x_compact == "" ~ NA_character_,

      x_compact %in% c(
        "自由民主党",
        "自民党",
        "自民"
      ) ~ "自由民主党",

      x_compact %in% c(
        "立憲民主党",
        "立民"
      ) ~ "立憲民主党",

      x_compact %in% c(
        "日本維新の会",
        "維新"
      ) ~ "日本維新の会",

      x_compact == "公明党" ~ "公明党",

      x_compact %in% c(
        "国民民主党",
        "国民"
      ) ~ "国民民主党",

      x_compact %in% c(
        "れいわ新選組",
        "れいわ"
      ) ~ "れいわ新選組",

      x_compact == "参政党" ~ "参政党",

      x_compact %in% c(
        "日本共産党",
        "共産党"
      ) ~ "日本共産党",

      x_compact == "中道改革連合" ~ "中道改革連合",

      x_compact == "日本保守党" ~ "日本保守党",

      x_compact %in% c(
        "社会民主党",
        "社民党"
      ) ~ "社会民主党",

      x_compact == "チームみらい" ~ "チームみらい",

      TRUE ~ x_norm
    )
  }

  canonicalize_economic_level <- function(x) {
    x_norm <- norm_text(x) %>%
      str_replace_all("＋", "+") %>%
      str_replace_all("−|－|―", "-") %>%
      str_replace_all("%", "％")

    case_when(
      is.na(x_norm) | x_norm == "" ~ NA_character_,

      str_detect(x_norm, "GDP") &
        str_detect(x_norm, "プラス|\\+\\s*1") ~
        "GDP成長率プラス1％",

      str_detect(x_norm, "GDP") &
        str_detect(x_norm, "マイナス|-\\s*1") ~
        "GDP成長率マイナス1％",

      str_detect(x_norm, "GDP") &
        str_detect(x_norm, "±\\s*0|0\\s*％|変わらず|変化なし") ~
        "GDP成長率±0％",

      str_detect(x_norm, "日経平均") &
        str_detect(x_norm, "プラス|\\+\\s*1000") ~
        "日経平均前月同期比プラス1000円",

      str_detect(x_norm, "日経平均") &
        str_detect(x_norm, "マイナス|-\\s*1000") ~
        "日経平均前月同期比マイナス1000円",

      str_detect(x_norm, "日経平均") &
        str_detect(x_norm, "変わらず|変化なし|±\\s*0|0\\s*円") ~
        "日経平均前月同期比変わらず",

      str_detect(x_norm, "CPI|物価") &
        str_detect(x_norm, "プラス|\\+\\s*1") ~
        "CPI前期比プラス1ポイント",

      str_detect(x_norm, "CPI|物価") &
        str_detect(x_norm, "マイナス|-\\s*1") ~
        "CPI前期比マイナス1ポイント",

      str_detect(x_norm, "CPI|物価") &
        str_detect(x_norm, "±\\s*0|0\\s*ポイント|変わらず|変化なし") ~
        "CPI前期比±0ポイント",

      str_detect(x_norm, "失業率|雇用") &
        str_detect(x_norm, "プラス|\\+\\s*1") ~
        "失業率前期比プラス1％",

      str_detect(x_norm, "失業率|雇用") &
        str_detect(x_norm, "マイナス|-\\s*1") ~
        "失業率前期比マイナス1％",

      str_detect(x_norm, "失業率|雇用") &
        str_detect(x_norm, "±\\s*0|0\\s*％|変わらず|変化なし") ~
        "失業率前期比±0％",

      TRUE ~ x_norm
    )
  }

  level_to_attr_var <- function(x) {
    x_norm <- canonicalize_economic_level(x)

    case_when(
      str_detect(x_norm, "^GDP成長率") ~ "gdp_growth",
      str_detect(x_norm, "^日経平均") ~ "nikkei",
      str_detect(x_norm, "^CPI") ~ "cpi",
      str_detect(x_norm, "^失業率") ~ "unemployment",
      TRUE ~ NA_character_
    )
  }

  tidy_fixest <- function(model) {
    ct <- as.data.frame(fixest::coeftable(model))
    ct$term <- rownames(ct)

    estimate_col <- intersect(
      c("Estimate", "estimate"),
      names(ct)
    )[1]

    se_col <- intersect(
      c("Std. Error", "Std. error", "std.error"),
      names(ct)
    )[1]

    statistic_col <- intersect(
      c("t value", "z value", "statistic"),
      names(ct)
    )[1]

    p_col <- intersect(
      c("Pr(>|t|)", "Pr(>|z|)", "p.value"),
      names(ct)
    )[1]

    if (
      is.na(estimate_col) |
        is.na(se_col) |
        is.na(statistic_col) |
        is.na(p_col)
    ) {
      stop("Check data")
    }

    ct %>%
      as_tibble() %>%
      transmute(
        term = term,
        estimate = .data[[estimate_col]],
        std.error = .data[[se_col]],
        statistic = .data[[statistic_col]],
        p.value = .data[[p_col]],
        conf.low = estimate - 1.96 * std.error,
        conf.high = estimate + 1.96 * std.error
      )
  }


  if (!file.exists(data_file)) {
    stop("Check data")
  }

  raw <- readr::read_csv(
    data_file,
    col_types = cols(.default = col_character()),
    show_col_types = FALSE,
    name_repair = "minimal"
  )


  if (require_final_consent) {
    final_consent_var <- detect_final_consent_column(
      raw = raw,
      preferred_candidates = c("Q8.1", "Q9.1", "Q10.1"),
      study_label = "Study 3"
    )
  }

  if (require_attention_check) {
    attention_check_var <- detect_attention_check_column(
      raw = raw,
      preferred_candidates = c("Q25.1_11", "Q25.1_10"),
      study_label = "Study 3"
    )
  }

  if (!"ResponseId" %in% names(raw)) {
    stop("Check data")
  }

  df_header_removed <- raw %>%
    filter(
      !is.na(ResponseId),
      ResponseId != "",
      !str_detect(
        norm_text(ResponseId),
        "^(Response ID|回答ID)$|ImportId"
      )
    ) %>%
    mutate(ID = as.character(ResponseId))

  duplicate_ids <- df_header_removed %>%
    count(ID) %>%
    filter(n > 1)

  if (nrow(duplicate_ids) > 0) {
    print(duplicate_ids)
    stop("Check")
  }

  sample_flow <- tibble(
    stage = "Qualtrics質問文行・ImportId行を除外後",
    n = nrow(df_header_removed)
  )

  df <- df_header_removed

  if (require_initial_consent) {
    if (!"Q1.1" %in% names(df)) {
      stop("Check initial consent")
    }

    df <- df %>%
      filter(
        is_response_code(Q1.1, 1) |
          str_detect(
            norm_text(Q1.1),
            "趣旨に同意して.*協力する"
          )
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(
        stage = "初回同意 Q1.1 = 1",
        n = nrow(df)
      )
    )
  }

  if (require_final_consent) {
    if (is.na(final_consent_var) || !final_consent_var %in% names(df)) {
      stop("Check final consent")
    }

    df <- df %>%
      filter(
        is_response_code(.data[[final_consent_var]], 1) |
          str_detect(
            norm_text(.data[[final_consent_var]]),
            "同意し.*回答結果を送信する"
          )
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(
        stage = paste0("最終同意 ", final_consent_var, " = 1"),
        n = nrow(df)
      )
    )
  }

  if (require_attention_check) {
    if (!attention_check_var %in% names(df)) {
      stop("Check attention item")
    }

    attention_check_correct <- detect_attention_correct_code(
      df[[attention_check_var]],
      displayed_answer = 3L,
      recoded_answer = 6L,
      study_label = "Study 3"
    )

    df <- df %>%
      filter(
        is_response_code(
          .data[[attention_check_var]],
          attention_check_correct
        )
      )

    sample_flow <- bind_rows(
      sample_flow,
      tibble(
        stage = paste0(
          "指示項目正答（",
          attention_check_var,
          "、保存コード=",
          attention_check_correct,
          "）"
        ),
        n = nrow(df)
      )
    )
  }

  print(sample_flow)
  write_csv_safely(
    sample_flow,
    "sample_flow_before_conjoint.csv"
  )


  choice_map <- detect_conjoint_choice_map(
    raw = raw,
    party_numbers = 2:5,
    study_label = "Study 3"
  )

  manipulation_map <- detect_manipulation_map(
    raw = raw,
    choice_map = choice_map,
    study_label = "Study 3"
  )

  write_csv_safely(choice_map, "detected_choice_question_map.csv")
  write_csv_safely(manipulation_map, "detected_manipulation_question_map.csv")


  required_attr_vars <- c(
    "party_name",
    "gdp_growth",
    "nikkei",
    "cpi",
    "unemployment"
  )

  expected_party_levels <- c(
    "自由民主党",
    "立憲民主党",
    "日本維新の会",
    "公明党",
    "国民民主党",
    "れいわ新選組",
    "参政党",
    "日本共産党",
    "中道改革連合"
  )

  allowed_economic_levels <- list(
    gdp_growth = c(
      "GDP成長率±0％",
      "GDP成長率プラス1％",
      "GDP成長率マイナス1％"
    ),

    nikkei = c(
      "日経平均前月同期比変わらず",
      "日経平均前月同期比プラス1000円",
      "日経平均前月同期比マイナス1000円"
    ),

    cpi = c(
      "CPI前期比±0ポイント",
      "CPI前期比プラス1ポイント",
      "CPI前期比マイナス1ポイント"
    ),

    unemployment = c(
      "失業率前期比±0％",
      "失業率前期比プラス1％",
      "失業率前期比マイナス1％"
    )
  )


  make_profile_long <- function(dat, n_party) {

    map_n <- choice_map %>%
      filter(party_n == n_party)

    qvars <- map_n$choice_var

    missing_q <- setdiff(qvars, names(dat))

    if (length(missing_q) > 0) {
      stop("Check choice columns")
    }

    dat_n <- dat %>%
      filter(
        if_any(
          all_of(qvars),
          ~ !is.na(.x) & norm_text(.x) != ""
        )
      )

    if (require_manipulation_check) {
      manipulation_row <- manipulation_map %>%
        filter(party_n == n_party)

      manipulation_var <- manipulation_row$manipulation_var
      correct_answer <- manipulation_row$correct_answer

      if (!manipulation_var %in% names(dat_n)) {
        stop("Check manipulation item")
      }

      dat_n <- dat_n %>%
        filter(
          is_response_code(
            .data[[manipulation_var]],
            correct_answer
          )
        )
    }


    choice_long <- dat_n %>%
      select(
        ID,
        all_of(qvars)
      ) %>%
      pivot_longer(
        cols = all_of(qvars),
        names_to = "choice_var",
        values_to = "choice_raw"
      ) %>%
      left_join(
        map_n,
        by = "choice_var"
      ) %>%
      mutate(
        choice = parse_choice_position(choice_raw)
      ) %>%
      filter(!is.na(choice)) %>%
      select(
        ID,
        party_n,
        task,
        choice
      )

    invalid_choice <- choice_long %>%
      filter(
        choice < 1 |
          choice > n_party
      )

    if (nrow(invalid_choice) > 0) {
      print(invalid_choice)
      stop("Check choice values")
    }

    duplicate_choice <- choice_long %>%
      count(
        ID,
        task
      ) %>%
      filter(n != 1)

    if (nrow(duplicate_choice) > 0) {
      print(duplicate_choice)
      stop("Check duplicate choices")
    }


    party_regex <- paste0(
      "^S3_P",
      n_party,
      "_PARTY_([1-5])_([1-",
      n_party,
      "])$"
    )

    party_cols <- names(dat_n)[
      str_detect(
        names(dat_n),
        party_regex
      )
    ]

    expected_party_cols_n <- 5 * n_party

    if (length(party_cols) != expected_party_cols_n) {
      stop("Check")
    }

    party_long <- dat_n %>%
      select(
        ID,
        all_of(party_cols)
      ) %>%
      pivot_longer(
        cols = all_of(party_cols),
        names_to = "party_var",
        values_to = "party_name_raw"
      ) %>%
      extract(
        party_var,
        into = c(
          "task",
          "profile"
        ),
        regex = party_regex,
        convert = TRUE
      ) %>%
      mutate(
        party_name = canonicalize_party_name(
          party_name_raw
        )
      ) %>%
      filter(
        task %in% 1:5,
        profile %in% 1:n_party,
        !is.na(party_name),
        party_name != ""
      ) %>%
      select(
        ID,
        task,
        profile,
        party_name
      )

    duplicate_party_name <- party_long %>%
      count(
        ID,
        task,
        profile
      ) %>%
      filter(n != 1)

    if (nrow(duplicate_party_name) > 0) {
      print(
        head(
          duplicate_party_name,
          50
        )
      )
      stop("Check")
    }


    level_regex <- paste0(
      "^S3_P",
      n_party,
      "_F_([1-5])_([1-",
      n_party,
      "])_([1-4])$"
    )

    level_cols <- names(dat_n)[
      str_detect(
        names(dat_n),
        level_regex
      )
    ]

    expected_level_cols_n <- 5 * n_party * 4

    if (length(level_cols) != expected_level_cols_n) {
      stop("Check attributes")
    }

    level_long <- dat_n %>%
      select(
        ID,
        all_of(level_cols)
      ) %>%
      pivot_longer(
        cols = all_of(level_cols),
        names_to = "fvar",
        values_to = "level_raw"
      ) %>%
      extract(
        fvar,
        into = c(
          "task",
          "profile",
          "attr_order"
        ),
        regex = level_regex,
        convert = TRUE
      ) %>%
      mutate(
        level = canonicalize_economic_level(
          level_raw
        ),
        attr_var = level_to_attr_var(
          level
        )
      ) %>%
      filter(
        task %in% 1:5,
        profile %in% 1:n_party,
        attr_order %in% 1:4,
        !is.na(level),
        level != ""
      )

    unknown_levels <- level_long %>%
      filter(
        is.na(attr_var)
      ) %>%
      distinct(
        level_raw,
        level
      )

    if (nrow(unknown_levels) > 0) {
      print(unknown_levels)
      stop("Check attributes")
    }

    profile_attribute_count <- level_long %>%
      count(
        ID,
        task,
        profile,
        name = "n_attribute_rows"
      ) %>%
      filter(
        n_attribute_rows != 4
      )

    if (nrow(profile_attribute_count) > 0) {
      print(
        head(
          profile_attribute_count,
          50
        )
      )
      stop("Check attributes")
    }

    duplicate_attribute <- level_long %>%
      count(
        ID,
        task,
        profile,
        attr_var
      ) %>%
      filter(n != 1)

    if (nrow(duplicate_attribute) > 0) {
      print(
        head(
          duplicate_attribute,
          50
        )
      )
      stop("Check attributes")
    }


    economic_wide <- level_long %>%
      select(
        ID,
        task,
        profile,
        attr_var,
        level
      ) %>%
      pivot_wider(
        names_from = attr_var,
        values_from = level,
        values_fn = list(
          level = ~ first(.x)
        )
      )

    profile_wide <- party_long %>%
      inner_join(
        economic_wide,
        by = c(
          "ID",
          "task",
          "profile"
        )
      ) %>%
      inner_join(
        choice_long,
        by = c(
          "ID",
          "task"
        )
      ) %>%
      mutate(
        party_n = n_party,
        selected = as.integer(
          profile == choice
        ),
        task_id = paste(
          ID,
          party_n,
          task,
          sep = "_"
        ),
        profile_id = paste(
          ID,
          party_n,
          task,
          profile,
          sep = "_"
        )
      )

    missing_attr <- setdiff(
      required_attr_vars,
      names(profile_wide)
    )

    if (length(missing_attr) > 0) {
      stop("Check attributes")
    }

    profile_wide <- profile_wide %>%
      select(
        ID,
        party_n,
        task,
        profile,
        choice,
        selected,
        task_id,
        profile_id,
        all_of(required_attr_vars)
      ) %>%
      arrange(
        ID,
        task,
        profile
      )

    return(profile_wide)
  }


  conjoint_2 <- make_profile_long(
    df,
    2
  )

  conjoint_3 <- make_profile_long(
    df,
    3
  )

  conjoint_4 <- make_profile_long(
    df,
    4
  )

  conjoint_5 <- make_profile_long(
    df,
    5
  )

  conjoint_all_unfiltered <- bind_rows(
    conjoint_2,
    conjoint_3,
    conjoint_4,
    conjoint_5
  )


  id_task_check <- conjoint_all_unfiltered %>%
    group_by(
      ID,
      party_n,
      task
    ) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    group_by(
      ID,
      party_n
    ) %>%
    summarise(
      n_tasks = n_distinct(task),
      all_tasks_ok = all(
        n_profiles == party_n &
          selected_sum == 1
      ),
      .groups = "drop"
    )

  if (require_all_five_tasks) {
    valid_ids <- id_task_check %>%
      filter(
        n_tasks == 5,
        all_tasks_ok
      )
  } else {
    valid_ids <- id_task_check %>%
      filter(all_tasks_ok)
  }

  conjoint_all <- conjoint_all_unfiltered %>%
    semi_join(
      valid_ids,
      by = c(
        "ID",
        "party_n"
      )
    )

  sample_flow <- bind_rows(
    sample_flow,
    tibble(
      stage = if (require_all_five_tasks) {
        "5課題すべてが完全な回答者"
      } else {
        "回答済み課題がすべて完全な回答者"
      },
      n = n_distinct(conjoint_all$ID)
    )
  )

  n_by_party <- valid_ids %>%
    count(
      party_n,
      name = "n"
    ) %>%
    complete(
      party_n = 2:5,
      fill = list(n = 0)
    ) %>%
    arrange(party_n)

  n_total <- valid_ids %>%
    summarise(
      n = n_distinct(ID)
    ) %>%
    pull(n)

  figure_n_labels <- bind_rows(
    tibble(
      position = "全サンプル",
      label = paste0(
        "全サンプル, n=",
        scales::comma(n_total)
      )
    ),

    n_by_party %>%
      mutate(
        position = paste0(
          party_n,
          "選択肢"
        ),
        label = paste0(
          "n=",
          scales::comma(n)
        )
      ) %>%
      select(
        position,
        label
      )
  )

  cat("\n分析対象者数\n")
  print(n_by_party)
  cat(
    "全サンプル n=",
    n_total,
    "\n",
    sep = ""
  )

  write_csv_safely(
    sample_flow,
    "sample_flow.csv"
  )

  write_csv_safely(
    id_task_check,
    "id_task_check.csv"
  )

  write_csv_safely(
    valid_ids,
    "valid_ids.csv"
  )

  write_csv_safely(
    n_by_party,
    "n_by_party.csv"
  )

  write_csv_safely(
    figure_n_labels,
    "figure_n_labels.csv"
  )


  check_profile <- conjoint_all %>%
    group_by(
      party_n,
      ID,
      task,
      task_id
    ) %>%
    summarise(
      n_profiles = n(),
      selected_sum = sum(selected),
      .groups = "drop"
    ) %>%
    count(
      party_n,
      n_profiles,
      selected_sum
    )

  print(check_profile)

  stopifnot(
    all(
      check_profile$n_profiles ==
        check_profile$party_n
    )
  )

  stopifnot(
    all(
      check_profile$selected_sum == 1
    )
  )

  allowed_economic_df <- enframe(
    allowed_economic_levels,
    name = "name",
    value = "value"
  ) %>%
    unnest(value)

  unexpected_economic_values <- conjoint_all %>%
    select(
      all_of(
        names(allowed_economic_levels)
      )
    ) %>%
    pivot_longer(
      cols = everything(),
      names_to = "name",
      values_to = "value"
    ) %>%
    filter(
      !is.na(value),
      value != ""
    ) %>%
    distinct(
      name,
      value
    ) %>%
    anti_join(
      allowed_economic_df,
      by = c(
        "name",
        "value"
      )
    )

  print(unexpected_economic_values)

  stopifnot(
    nrow(unexpected_economic_values) == 0
  )

  observed_party_levels <- conjoint_all %>%
    distinct(party_name) %>%
    arrange(party_name)

  observed_economic_levels <- conjoint_all %>%
    select(
      all_of(
        names(allowed_economic_levels)
      )
    ) %>%
    pivot_longer(
      cols = everything(),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    distinct(
      attribute,
      level
    ) %>%
    arrange(
      attribute,
      level
    )

  party_level_frequency <- conjoint_all %>%
    count(
      party_n,
      party_name,
      name = "n_profiles"
    ) %>%
    group_by(party_n) %>%
    mutate(
      proportion = n_profiles /
        sum(n_profiles)
    ) %>%
    ungroup()

  economic_level_frequency <- conjoint_all %>%
    select(
      party_n,
      all_of(
        names(allowed_economic_levels)
      )
    ) %>%
    pivot_longer(
      cols = all_of(
        names(allowed_economic_levels)
      ),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    count(
      party_n,
      attribute,
      level,
      name = "n_profiles"
    ) %>%
    group_by(
      party_n,
      attribute
    ) %>%
    mutate(
      proportion = n_profiles /
        sum(n_profiles)
    ) %>%
    ungroup()

  write_csv_safely(
    check_profile,
    "profile_expansion_check.csv"
  )

  write_csv_safely(
    observed_party_levels,
    "observed_party_levels.csv"
  )

  write_csv_safely(
    observed_economic_levels,
    "observed_economic_levels.csv"
  )

  write_csv_safely(
    party_level_frequency,
    "party_level_frequency.csv"
  )

  write_csv_safely(
    economic_level_frequency,
    "economic_level_frequency.csv"
  )

  write_csv_safely(
    conjoint_all,
    "study3_profile_level_data.csv"
  )


  analysis_ids <- valid_ids %>%
    select(
      ID,
      party_n
    )

  if (attention_check_var %in% names(df)) {
    attention_summary <- df %>%
      semi_join(
        analysis_ids,
        by = "ID"
      ) %>%
      transmute(
        ID,
        attention_response = norm_text(
          .data[[attention_check_var]]
        ),
        attention_pass = is_response_code(
          .data[[attention_check_var]],
          attention_check_correct
        )
      ) %>%
      count(
        attention_response,
        attention_pass,
        name = "n"
      ) %>%
      arrange(
        desc(attention_pass),
        attention_response
      )
  } else {
    attention_summary <- tibble(
      attention_response = character(),
      attention_pass = logical(),
      n = integer()
    )
  }

  manipulation_summary <- map_dfr(
    2:5,
    function(n_party) {
      manipulation_row <- manipulation_map %>%
        filter(
          party_n == n_party
        )

      v <- manipulation_row$manipulation_var
      correct <- manipulation_row$correct_answer

      if (!v %in% names(df)) {
        return(
          tibble(
            party_n = n_party,
            response = NA_character_,
            correct = NA,
            n = 0L
          )
        )
      }

      df %>%
        semi_join(
          analysis_ids %>%
            filter(
              party_n == n_party
            ),
          by = "ID"
        ) %>%
        transmute(
          party_n = n_party,
          response = norm_text(
            .data[[v]]
          ),
          correct = is_response_code(
            .data[[v]],
            correct
          )
        ) %>%
        count(
          party_n,
          response,
          correct,
          name = "n"
        )
    }
  )

  write_csv_safely(
    attention_summary,
    "attention_check_summary.csv"
  )

  write_csv_safely(
    manipulation_summary,
    "party_number_check_summary.csv"
  )


  observed_party_vector <- conjoint_all %>%
    distinct(party_name) %>%
    pull(party_name)

  party_reference <- if (
    "自由民主党" %in% observed_party_vector
  ) {
    "自由民主党"
  } else {
    sort(observed_party_vector)[1]
  }

  if (party_reference != "自由民主党") {
    warning("Check")
  }

  party_levels_use <- c(
    party_reference,

    expected_party_levels[
      expected_party_levels %in%
        observed_party_vector &
        expected_party_levels !=
        party_reference
    ],

    sort(
      setdiff(
        observed_party_vector,
        expected_party_levels
      )
    )
  ) %>%
    unique()

  conjoint_all_m <- conjoint_all %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),

      party_name = factor(
        party_name,
        levels = party_levels_use
      ),

      gdp_growth = factor(
        gdp_growth,
        levels = allowed_economic_levels$gdp_growth
      ),

      nikkei = factor(
        nikkei,
        levels = allowed_economic_levels$nikkei
      ),

      cpi = factor(
        cpi,
        levels = allowed_economic_levels$cpi
      ),

      unemployment = factor(
        unemployment,
        levels = allowed_economic_levels$unemployment
      ),

      party_n_f = factor(
        as.character(party_n),
        levels = c(
          "2",
          "3",
          "4",
          "5"
        )
      ),

      party_n_c = party_n - 2
    )

  attr_terms <- c(
    "party_name",
    "gdp_growth",
    "nikkei",
    "cpi",
    "unemployment"
  )

  economic_attr_terms <- c(
    "gdp_growth",
    "nikkei",
    "cpi",
    "unemployment"
  )


  formula_nocov <- as.formula(
    paste(
      "selected ~",
      paste(
        attr_terms,
        collapse = " + "
      )
    )
  )

  run_amce_nocov <- function(dat) {
    feols(
      formula_nocov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_nocov <- conjoint_all_m %>%
    split(.$party_n) %>%
    map(run_amce_nocov)

  capture.output(
    etable(
      models_by_party_n_nocov
    ),
    file = file.path(
      output_dir,
      "amce_nocov_models.txt"
    )
  )


  m_interaction <- feols(
    selected ~
      party_n_f *
      (
        party_name +
          gdp_growth +
          nikkei +
          cpi +
          unemployment
      ),
    data = conjoint_all_m,
    vcov = ~ ID
  )

  capture.output(
    summary(m_interaction),
    file = file.path(
      output_dir,
      "amce_interaction_model.txt"
    )
  )


  m_linear_trend <- feols(
    selected ~
      party_n_c *
      (
        party_name +
          gdp_growth +
          nikkei +
          cpi +
          unemployment
      ),
    data = conjoint_all_m,
    vcov = ~ ID
  )

  capture.output(
    summary(m_linear_trend),
    file = file.path(
      output_dir,
      "amce_linear_trend_model.txt"
    )
  )


  party_term_labels <- tibble(
    term = paste0(
      "party_name",
      party_levels_use[-1]
    ),
    attribute = "政権与党の政党名",
    cue_type = "政党名の手がかり",
    label = party_levels_use[-1],
    order = seq_along(
      party_levels_use[-1]
    )
  )

  economic_term_labels <- tribble(
    ~term, ~attribute, ~cue_type, ~label, ~order,

    "gdp_growthGDP成長率プラス1％",
    "GDP成長率",
    "経済の手がかり",
    "GDP：プラス1％",
    1,

    "gdp_growthGDP成長率マイナス1％",
    "GDP成長率",
    "経済の手がかり",
    "GDP：マイナス1％",
    2,

    "nikkei日経平均前月同期比プラス1000円",
    "日経平均",
    "経済の手がかり",
    "日経平均：プラス1000円",
    3,

    "nikkei日経平均前月同期比マイナス1000円",
    "日経平均",
    "経済の手がかり",
    "日経平均：マイナス1000円",
    4,

    "cpiCPI前期比プラス1ポイント",
    "CPI",
    "経済の手がかり",
    "CPI：プラス1ポイント",
    5,

    "cpiCPI前期比マイナス1ポイント",
    "CPI",
    "経済の手がかり",
    "CPI：マイナス1ポイント",
    6,

    "unemployment失業率前期比プラス1％",
    "失業率",
    "経済の手がかり",
    "失業率：プラス1％",
    7,

    "unemployment失業率前期比マイナス1％",
    "失業率",
    "経済の手がかり",
    "失業率：マイナス1％",
    8
  )

  term_labels <- bind_rows(
    party_term_labels %>%
      mutate(
        order_global = order
      ),

    economic_term_labels %>%
      mutate(
        order_global =
          max(
            c(
              party_term_labels$order,
              0
            )
          ) +
          order
      )
  ) %>%
    select(
      term,
      attribute,
      cue_type,
      label,
      order = order_global
    )

  attribute_order <- c(
    "政権与党の政党名",
    "GDP成長率",
    "日経平均",
    "CPI",
    "失業率"
  )

  label_order <- term_labels %>%
    arrange(order) %>%
    pull(label)

  make_amce_plot_df <- function(models) {
    imap_dfr(
      models,
      ~ tidy_fixest(.x) %>%
        mutate(
          party_n = as.character(.y)
        )
    ) %>%
      left_join(
        term_labels,
        by = "term"
      ) %>%
      filter(
        !is.na(attribute)
      ) %>%
      mutate(
        estimate_pp = estimate * 100,
        conf.low_pp = conf.low * 100,
        conf.high_pp = conf.high * 100,

        party_n = factor(
          party_n,
          levels = c(
            "2",
            "3",
            "4",
            "5"
          ),
          labels = c(
            "2選択肢",
            "3選択肢",
            "4選択肢",
            "5選択肢"
          )
        ),

        attribute = factor(
          attribute,
          levels = attribute_order
        ),

        label = factor(
          label,
          levels = rev(
            label_order
          )
        )
      )
  }

  amce_plot_nocov <- make_amce_plot_df(
    models_by_party_n_nocov
  )

  write_csv_safely(
    amce_plot_nocov,
    "amce_nocov_coefficients.csv"
  )

  interaction_plot_df <- tidy_fixest(
    m_interaction
  ) %>%
    filter(
      str_detect(
        term,
        "party_n_f[345]"
      )
    ) %>%
    mutate(
      party_n_code = str_extract(
        term,
        "party_n_f[345]"
      ),

      party_n = str_remove(
        party_n_code,
        "party_n_f"
      ),

      base_term = term %>%
        str_remove(
          "party_n_f[345]:"
        ) %>%
        str_remove(
          ":party_n_f[345]"
        )
    ) %>%
    left_join(
      term_labels,
      by = c(
        "base_term" = "term"
      )
    ) %>%
    filter(
      !is.na(attribute)
    ) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,

      party_n_label = factor(
        party_n,
        levels = c(
          "3",
          "4",
          "5"
        ),
        labels = c(
          "3選択肢",
          "4選択肢",
          "5選択肢"
        )
      ),

      attribute = factor(
        attribute,
        levels = attribute_order
      ),

      label = factor(
        label,
        levels = rev(
          label_order
        )
      )
    )

  write_csv_safely(
    interaction_plot_df,
    "amce_interaction_coefficients.csv"
  )

  linear_trend_plot_df <- tidy_fixest(
    m_linear_trend
  ) %>%
    filter(
      str_detect(
        term,
        "party_n_c:"
      ) |
        str_detect(
          term,
          ":party_n_c"
        )
    ) %>%
    mutate(
      base_term = term %>%
        str_remove(
          "party_n_c:"
        ) %>%
        str_remove(
          ":party_n_c"
        )
    ) %>%
    left_join(
      term_labels,
      by = c(
        "base_term" = "term"
      )
    ) %>%
    filter(
      !is.na(attribute)
    ) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,

      attribute = factor(
        attribute,
        levels = attribute_order
      ),

      label = factor(
        label,
        levels = rev(
          label_order
        )
      )
    )

  write_csv_safely(
    linear_trend_plot_df,
    "amce_linear_trend_coefficients.csv"
  )


  recode_female_study3 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num == 2 ~ 1L,
      x_num == 1 ~ 0L,
      TRUE ~ NA_integer_
    )
  }

  recode_college_grad_study3 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num %in% c(
        4,
        5
      ) ~ 1L,

      x_num %in% c(
        1,
        2,
        3
      ) ~ 0L,

      TRUE ~ NA_integer_
    )
  }

  recode_self_ideology_study3 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num %in% 1:8 ~ x_num,
      x_num == 12 ~ 9,
      x_num == 13 ~ 10,
      x_num == 14 ~ 11,
      TRUE ~ NA_real_
    )
  }

  recode_party_support_study3 <- function(x) {
    x_num <- as_num(x)

    case_when(
      x_num == 1 ~ "自由民主党",
      x_num == 2 ~ "中道改革連合",
      x_num == 3 ~ "立憲民主党",
      x_num == 4 ~ "公明党",
      x_num == 5 ~ "日本維新の会",
      x_num == 6 ~ "国民民主党",
      x_num == 7 ~ "れいわ新選組",
      x_num == 8 ~ "日本共産党",
      x_num == 9 ~ "参政党",
      x_num == 10 ~ "日本保守党",
      x_num == 11 ~ "社会民主党",
      x_num == 12 ~ "チームみらい",
      x_num == 13 ~ "その他",
      x_num == 14 ~ "支持政党なし",
      x_num == 15 ~ "わからない",
      x_num == 16 ~ "答えたくない",
      TRUE ~ NA_character_
    )
  }

  gender_raw <- get_var(
    df,
    c(
      "Q2.1",
      "Q2_1"
    )
  )

  age_raw <- get_var(
    df,
    c(
      "Q2.2_13",
      "Q2.2.13",
      "Q2_2_13",
      "Q2.2_2",
      "Q2.2.2",
      "Q2_2_2"
    )
  )

  education_raw <- get_var(
    df,
    c(
      "Q2.3",
      "Q2_3"
    )
  )

  region_raw <- get_var(
    df,
    c(
      "Q2.4_1",
      "Q2.4.1",
      "Q2_4_1"
    )
  )

  prefecture_raw <- get_var(
    df,
    c(
      "Q2.4_2",
      "Q2.4.2",
      "Q2_4_2"
    )
  )

  income_gross_raw <- get_var(
    df,
    c(
      "Q2.5_1",
      "Q2.5.1",
      "Q2_5_1"
    )
  )

  income_net_raw <- get_var(
    df,
    c(
      "Q2.5_2",
      "Q2.5.2",
      "Q2_5_2"
    )
  )

  zero_income_reason_raw <- get_var(
    df,
    c(
      "Q2.6",
      "Q2_6"
    )
  )

  self_ideology_raw <- get_var(
    df,
    c(
      "Q25.1_1",
      "Q25.1.1",
      "Q25_1_1"
    )
  )

  party_support_raw <- get_var(
    df,
    c(
      "Q7.2",
      "Q7_2"
    )
  )

  covar_id <- df %>%
    transmute(
      ID = as.character(ResponseId),

      female = recode_female_study3(
        gender_raw
      ),

      age = as_num(
        age_raw
      ),

      college_grad = recode_college_grad_study3(
        education_raw
      ),

      region = factor_miss(
        region_raw
      ),

      prefecture = factor_miss(
        prefecture_raw
      ),

      income_gross = as_num(
        income_gross_raw
      ),

      income_net = as_num(
        income_net_raw
      ),

      income_gross_log = log1p(
        income_gross
      ),

      income_net_log = log1p(
        income_net
      ),

      zero_income_reason = factor_miss(
        zero_income_reason_raw
      ),

      self_ideology = recode_self_ideology_study3(
        self_ideology_raw
      ),

      party_support = recode_party_support_study3(
        party_support_raw
      ),

      party_support_f = factor_miss(
        party_support
      ),

      party_support_profile = canonicalize_party_name(
        party_support
      )
    ) %>%
    semi_join(
      valid_ids %>%
        select(ID),
      by = "ID"
    ) %>%
    distinct(
      ID,
      .keep_all = TRUE
    )

  covar_id <- covar_id %>%
    mutate(
      age = if_else(
        age >= 18 &
          age <= 79,
        age,
        NA_real_
      )
    )

  age_imp_obj <- mean_impute(
    covar_id$age
  )

  income_gross_imp_obj <- mean_impute(
    covar_id$income_gross_log
  )

  self_ideology_imp_obj <- mean_impute(
    covar_id$self_ideology
  )

  covar_id <- covar_id %>%
    mutate(
      female_imp = if_else(
        is.na(female),
        0L,
        female
      ),

      female_miss = as.integer(
        is.na(female)
      ),

      college_grad_imp = if_else(
        is.na(college_grad),
        0L,
        college_grad
      ),

      college_grad_miss = as.integer(
        is.na(college_grad)
      ),

      age_imp = age_imp_obj$value,

      age_miss = age_imp_obj$miss,

      income_gross_log_imp =
        income_gross_imp_obj$value,

      income_gross_log_miss =
        income_gross_imp_obj$miss,

      self_ideology_imp =
        self_ideology_imp_obj$value,

      self_ideology_miss =
        self_ideology_imp_obj$miss
    )

  covariate_missing_summary <- covar_id %>%
    summarise(
      n_ids = n_distinct(ID),
      female_missing = sum(
        is.na(female)
      ),
      age_missing = sum(
        is.na(age)
      ),
      college_grad_missing = sum(
        is.na(college_grad)
      ),
      income_gross_missing = sum(
        is.na(income_gross_log)
      ),
      self_ideology_missing = sum(
        is.na(self_ideology)
      ),
      party_support_missing = sum(
        is.na(party_support)
      )
    )

  zero_income_summary <- covar_id %>%
    count(
      zero_income_reason,
      name = "n"
    ) %>%
    arrange(
      desc(n)
    )

  print(covariate_missing_summary)

  write_csv_safely(
    covar_id,
    "respondent_covariates.csv"
  )

  write_csv_safely(
    covariate_missing_summary,
    "covariate_missing_summary.csv"
  )

  write_csv_safely(
    zero_income_summary,
    "zero_income_reason_summary.csv"
  )


  conjoint_all_cov <- conjoint_all_m %>%
    left_join(
      covar_id,
      by = "ID"
    )

  covariate_terms <- c(
    "female_imp",
    "female_miss",
    "age_imp",
    "age_miss",
    "college_grad_imp",
    "college_grad_miss",
    "income_gross_log_imp",
    "income_gross_log_miss",
    "self_ideology_imp",
    "self_ideology_miss",
    "party_support_f"
  )

  has_variation <- function(dat, v) {
    if (!v %in% names(dat)) {
      return(FALSE)
    }

    dplyr::n_distinct(
      dat[[v]],
      na.rm = TRUE
    ) > 1
  }

  covariate_terms_use <- covariate_terms[
    map_lgl(
      covariate_terms,
      ~ has_variation(
        conjoint_all_cov,
        .x
      )
    )
  ]

  formula_cov <- as.formula(
    paste(
      "selected ~",
      paste(
        c(
          attr_terms,
          covariate_terms_use
        ),
        collapse = " + "
      )
    )
  )

  run_amce_cov <- function(dat) {
    feols(
      formula_cov,
      data = dat,
      vcov = ~ ID
    )
  }

  models_by_party_n_cov <- conjoint_all_cov %>%
    split(.$party_n) %>%
    map(run_amce_cov)

  capture.output(
    etable(
      models_by_party_n_nocov,
      models_by_party_n_cov,
      headers = c(
        rep(
          "共変量なし",
          length(
            models_by_party_n_nocov
          )
        ),
        rep(
          "共変量あり",
          length(
            models_by_party_n_cov
          )
        )
      )
    ),
    file = file.path(
      output_dir,
      "amce_nocov_and_cov_models.txt"
    )
  )

  amce_plot_cov <- make_amce_plot_df(
    models_by_party_n_cov
  )

  write_csv_safely(
    amce_plot_cov,
    "amce_cov_coefficients.csv"
  )


  study_label <- "実験3（2026年）"

  p_amce_cov <- ggplot(
    amce_plot_cov,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(
        width = 0.65
      ),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(
        width = 0.65
      ),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) {
        paste0(x, " pp")
      },
      breaks = scales::pretty_breaks(
        n = 8
      )
    ) +
    scale_shape_manual(
      name = "選択肢数",
      values = c(
        "2選択肢" = 16,
        "3選択肢" = 17,
        "4選択肢" = 15,
        "5選択肢" = 1
      )
    ) +
    scale_linetype_manual(
      name = "選択肢数",
      values = c(
        "2選択肢" = "solid",
        "3選択肢" = "dashed",
        "4選択肢" = "dotted",
        "5選択肢" = "dotdash"
      )
    ) +
    labs(
      subtitle = paste0(
        "政党名の基準カテゴリ：",
        party_reference,
        "。経済属性は変化なしを基準とする。"
      ),
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(
        size = 10
      ),
      legend.position = "top",
      legend.title = element_text(
        face = "bold"
      ),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(
        size = 9
      ),
      axis.title.x = element_text(
        face = "bold"
      )
    )

  print(p_amce_cov)

  save_plot(
    "amce_cov_facet_model.png",
    p_amce_cov,
    width = 10.5,
    height = 11.5
  )


  p_amce_nocov <- ggplot(
    amce_plot_nocov,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(
        width = 0.65
      ),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(
        width = 0.65
      ),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) {
        paste0(x, " pp")
      },
      breaks = scales::pretty_breaks(
        n = 8
      )
    ) +
    scale_shape_manual(
      name = "選択肢数",
      values = c(
        "2選択肢" = 16,
        "3選択肢" = 17,
        "4選択肢" = 15,
        "5選択肢" = 1
      )
    ) +
    scale_linetype_manual(
      name = "選択肢数",
      values = c(
        "2選択肢" = "solid",
        "3選択肢" = "dashed",
        "4選択肢" = "dotted",
        "5選択肢" = "dotdash"
      )
    ) +
    labs(
      subtitle = paste0(
        "政党名の基準カテゴリ：",
        party_reference,
        "。経済属性は変化なしを基準とする。"
      ),
      x = "選択確率の変化",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 16
      ),
      plot.subtitle = element_text(
        size = 10
      ),
      legend.position = "top",
      legend.title = element_text(
        face = "bold"
      ),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(
        size = 9
      ),
      axis.title.x = element_text(
        face = "bold"
      )
    )

  print(p_amce_nocov)

  save_plot(
    "amce_nocov_facet_model.png",
    p_amce_nocov,
    width = 10.5,
    height = 11.5
  )


  p_interaction <- ggplot(
    interaction_plot_df,
    aes(
      x = estimate_pp,
      y = label,
      shape = party_n_label,
      linetype = party_n_label,
      group = party_n_label
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      position = position_dodge(
        width = 0.65
      ),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(
        width = 0.65
      ),
      size = 2.5,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) {
        paste0(x, " pp")
      },
      breaks = scales::pretty_breaks(
        n = 8
      )
    ) +
    scale_shape_manual(
      name = "2選択肢条件との比較",
      values = c(
        "3選択肢" = 17,
        "4選択肢" = 15,
        "5選択肢" = 1
      )
    ) +
    scale_linetype_manual(
      name = "2選択肢条件との比較",
      values = c(
        "3選択肢" = "dashed",
        "4選択肢" = "dotted",
        "5選択肢" = "dotdash"
      )
    ) +
    labs(
      x = "2選択肢条件との差",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 15
      ),
      legend.position = "top",
      legend.title = element_text(
        face = "bold"
      ),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(
        size = 9
      ),
      axis.title.x = element_text(
        face = "bold"
      )
    )

  print(p_interaction)

  save_plot(
    "amce_interaction_difference_from_2choice.png",
    p_interaction,
    width = 10.5,
    height = 11.5
  )


  p_linear_trend <- ggplot(
    linear_trend_plot_df,
    aes(
      x = estimate_pp,
      y = label
    )
  ) +
    geom_vline(
      xintercept = 0,
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      height = 0.16,
      linewidth = 0.55,
      color = "black"
    ) +
    geom_point(
      size = 2.5,
      shape = 21,
      color = "black",
      fill = "white",
      stroke = 0.8
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_x_continuous(
      labels = function(x) {
        paste0(x, " pp")
      },
      breaks = scales::pretty_breaks(
        n = 8
      )
    ) +
    labs(
      subtitle = "横軸は、選択肢数が1つ増えたときの属性効果の変化",
      x = "1選択肢増加当たりのAMCE変化",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      plot.title = element_text(
        face = "bold",
        size = 15
      ),
      plot.subtitle = element_text(
        size = 10
      ),
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold",
        size = 10
      ),
      axis.text.y = element_text(
        size = 9
      ),
      axis.title.x = element_text(
        face = "bold"
      )
    )

  print(p_linear_trend)

  save_plot(
    "amce_linear_trend.png",
    p_linear_trend,
    width = 10.5,
    height = 11.5
  )


  heatmap_df <- amce_plot_cov %>%
    mutate(
      abs_amce = abs(
        estimate_pp
      )
    ) %>%
    group_by(party_n) %>%
    mutate(
      rank_within_condition =
        min_rank(
          desc(abs_amce)
        ),

      n_in_condition = n(),

      rank_score = if_else(
        n_in_condition == 1,
        1,
        1 -
          (
            rank_within_condition - 1
          ) /
          (
            n_in_condition - 1
          )
      )
    ) %>%
    ungroup()

  heatmap_row_order <- heatmap_df %>%
    group_by(
      label,
      attribute
    ) %>%
    summarise(
      mean_abs_amce = mean(
        abs_amce,
        na.rm = TRUE
      ),
      .groups = "drop"
    ) %>%
    arrange(
      desc(mean_abs_amce)
    ) %>%
    pull(label) %>%
    as.character()

  heatmap_df <- heatmap_df %>%
    mutate(
      label_heat = factor(
        as.character(label),
        levels = rev(
          heatmap_row_order
        )
      )
    )

  p_heat_amce <- ggplot(
    heatmap_df,
    aes(
      x = party_n,
      y = label_heat,
      fill = abs_amce
    )
  ) +
    geom_tile(
      color = "grey45",
      linewidth = 0.3
    ) +
    geom_text(
      aes(
        label = sprintf(
          "%.1f",
          estimate_pp
        ),
        color = if_else(
          rank_score >= 0.55,
          "white",
          "black"
        )
      ),
      size = 3.1
    ) +
    scale_color_identity() +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    scale_fill_gradient(
      low = "white",
      high = "grey20",
      name = "|AMCE|\n(pp)"
    ) +
    labs(
      subtitle = "セル内の数値は符号付きAMCE（percentage points）",
      x = "選択肢数",
      y = NULL
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      plot.title = element_text(
        face = "bold"
      ),
      legend.position = "right",
      panel.grid = element_blank(),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold"
      ),
      axis.text.y = element_text(
        size = 8.5
      )
    )

  print(p_heat_amce)

  save_plot(
    "amce_cov_heatmap.png",
    p_heat_amce,
    width = 10.5,
    height = 11.5
  )


  conjoint_clogit <- conjoint_all_m %>%
    mutate(
      selected = as.integer(selected),
      ID = as.character(ID),
      task_id = factor(task_id),

      party_name = relevel_if_present(
        party_name,
        party_reference
      ),

      gdp_growth = relevel_if_present(
        gdp_growth,
        allowed_economic_levels$gdp_growth[1]
      ),

      nikkei = relevel_if_present(
        nikkei,
        allowed_economic_levels$nikkei[1]
      ),

      cpi = relevel_if_present(
        cpi,
        allowed_economic_levels$cpi[1]
      ),

      unemployment = relevel_if_present(
        unemployment,
        allowed_economic_levels$unemployment[1]
      )
    )

  formula_clogit_nocov <- as.formula(
    paste0(
      "selected ~ ",
      paste(
        attr_terms,
        collapse = " + "
      ),
      " + strata(task_id) + cluster(ID)"
    )
  )

  run_clogit_nocov <- function(dat) {
    survival::clogit(
      formula_clogit_nocov,
      data = dat,
      method = "efron"
    )
  }

  models_clogit_nocov <- conjoint_clogit %>%
    split(.$party_n) %>%
    map(run_clogit_nocov)

  capture.output(
    lapply(
      models_clogit_nocov,
      summary
    ),
    file = file.path(
      output_dir,
      "conditional_logit_models.txt"
    )
  )

  tidy_clogit <- function(model) {
    s <- summary(model)
    ct <- as.data.frame(
      s$coefficients
    )
    ct$term <- rownames(ct)

    se_col <- if (
      "robust se" %in% names(ct)
    ) {
      "robust se"
    } else if (
      "se(coef)" %in% names(ct)
    ) {
      "se(coef)"
    } else {
      stop("Check clogit")
    }

    p_col <- if (
      "Pr(>|z|)" %in% names(ct)
    ) {
      "Pr(>|z|)"
    } else if (
      "Pr(>|t|)" %in% names(ct)
    ) {
      "Pr(>|t|)"
    } else {
      NA_character_
    }

    ct %>%
      as_tibble() %>%
      transmute(
        term = term,
        estimate = coef,
        std.error = .data[[se_col]],

        p.value = if (
          !is.na(p_col)
        ) {
          .data[[p_col]]
        } else {
          NA_real_
        },

        conf.low =
          estimate -
          1.96 *
          std.error,

        conf.high =
          estimate +
          1.96 *
          std.error,

        odds_ratio = exp(
          estimate
        ),

        odds_ratio_low = exp(
          conf.low
        ),

        odds_ratio_high = exp(
          conf.high
        )
      )
  }

  clogit_plot_df <- imap_dfr(
    models_clogit_nocov,
    ~ tidy_clogit(.x) %>%
      mutate(
        party_n = as.character(.y)
      )
  ) %>%
    left_join(
      term_labels,
      by = "term"
    ) %>%
    filter(
      !is.na(attribute)
    ) %>%
    mutate(
      party_n = factor(
        party_n,
        levels = c(
          "2",
          "3",
          "4",
          "5"
        ),
        labels = c(
          "2選択肢",
          "3選択肢",
          "4選択肢",
          "5選択肢"
        )
      ),

      attribute = factor(
        attribute,
        levels = attribute_order
      ),

      label = factor(
        label,
        levels = rev(
          label_order
        )
      )
    )

  write_csv_safely(
    clogit_plot_df,
    "conditional_logit_coefficients.csv"
  )


  p_clogit_or <- ggplot(
    clogit_plot_df,
    aes(
      x = odds_ratio,
      y = label,
      shape = party_n,
      linetype = party_n,
      group = party_n
    )
  ) +
    geom_vline(
      xintercept = 1,
      linetype = "dashed",
      linewidth = 0.45,
      color = "grey35"
    ) +
    geom_errorbarh(
      aes(
        xmin = odds_ratio_low,
        xmax = odds_ratio_high
      ),
      position = position_dodge(
        width = 0.72
      ),
      height = 0.15,
      linewidth = 0.45,
      color = "black"
    ) +
    geom_point(
      position = position_dodge(
        width = 0.72
      ),
      size = 2.4,
      stroke = 0.7,
      color = "black"
    ) +
    scale_x_log10(
      breaks = scales::log_breaks(
        n = 8
      )
    ) +
    scale_shape_manual(
      values = c(
        "2選択肢" = 16,
        "3選択肢" = 17,
        "4選択肢" = 15,
        "5選択肢" = 1
      )
    ) +
    scale_linetype_manual(
      values = c(
        "2選択肢" = "solid",
        "3選択肢" = "dashed",
        "4選択肢" = "dotdash",
        "5選択肢" = "twodash"
      )
    ) +
    facet_grid(
      attribute ~ .,
      scales = "free_y",
      space = "free_y",
      switch = "y"
    ) +
    labs(
      x = "オッズ比",
      y = NULL,
      shape = "選択肢数",
      linetype = "選択肢数"
    ) +
    theme_bw(
      base_size = 12,
      base_family = figure_font_family
    ) +
    theme(
      legend.position = "bottom",
      panel.grid.major.y = element_blank(),
      panel.grid.minor = element_blank(),
      plot.title = element_text(
        face = "bold"
      ),
      strip.placement = "outside",
      strip.background = element_rect(
        fill = "grey92",
        color = "grey55"
      ),
      strip.text.y.left = element_text(
        angle = 0,
        face = "bold"
      ),
      axis.text.y = element_text(
        size = 8.5
      )
    )

  print(p_clogit_or)

  save_plot(
    "clogit_oddsratio_nocov.png",
    p_clogit_or,
    width = 10.5,
    height = 11.5
  )


  experimental_party_names <- as.character(
    party_levels_use
  )

  conjoint_match <- conjoint_all_cov %>%
    mutate(
      party_name_chr = as.character(party_name),
      
      support_party_valid = if_else(
        party_support_profile %in% experimental_party_names,
        party_support_profile,
        NA_character_
      ),
      
      party_match = case_when(
        is.na(support_party_valid) ~ NA_integer_,
        party_name_chr == support_party_valid ~ 1L,
        TRUE ~ 0L
      )
    ) %>%
    filter(
      !is.na(party_match)
    )

  party_match_sample <- conjoint_match %>%
    distinct(
      ID,
      party_n,
      support_party_valid
    ) %>%
    count(
      party_n,
      support_party_valid,
      name = "n_respondents"
    )

  write_csv_safely(
    party_match_sample,
    "party_match_sample.csv"
  )


  formula_party_match_overall <- as.formula(
    paste(
      "selected ~",
      paste(
        c(
          "party_name",
          "party_match",
          economic_attr_terms
        ),
        collapse = " + "
      )
    )
  )

  run_party_match_overall <- function(dat) {
    feols(
      formula_party_match_overall,
      data = dat,
      vcov = ~ ID
    )
  }

  models_party_match_by_n <- conjoint_match %>%
    split(.$party_n) %>%
    map(run_party_match_overall)

  m_party_match_interaction <- feols(
    selected ~
      party_n_f *
      party_match +
      party_name +
      gdp_growth +
      nikkei +
      cpi +
      unemployment,
    data = conjoint_match,
    vcov = ~ ID
  )

  capture.output(
    lapply(
      models_party_match_by_n,
      summary
    ),
    file = file.path(
      output_dir,
      "party_match_models_by_choice_number.txt"
    )
  )

  capture.output(
    summary(m_party_match_interaction),
    file = file.path(
      output_dir,
      "party_match_interaction_model.txt"
    )
  )

  extract_party_match_term <- function(model) {
    out <- tidy_fixest(model) %>%
      filter(term == "party_match")
    
    if (nrow(out) == 0) {
      return(
        tibble(
          term = "party_match",
          estimate = NA_real_,
          std.error = NA_real_,
          statistic = NA_real_,
          p.value = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_
        )
      )
    }
    
    out
  }

  party_match_coef_df <- imap_dfr(
    models_party_match_by_n,
    ~ extract_party_match_term(.x) %>%
      mutate(
        support_group = "全体",
        support_group_label = "全体",
        party_n = as.integer(.y)
      )
  ) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      
      party_n_label = factor(
        party_n,
        levels = 2:5,
        labels = c(
          "2選択肢",
          "3選択肢",
          "4選択肢",
          "5選択肢"
        )
      )
    )

  write_csv_safely(
    party_match_coef_df,
    "party_match_coefficients.csv"
  )


  target_support_groups <- c(
    "自由民主党",
    "中道改革連合",
    "立憲民主党",
    "参政党"
  )

  target_support_labels <- c(
    "自由民主党"   = "自民党支持者",
    "中道改革連合" = "中道改革支持者",
    "立憲民主党"   = "立憲支持者",
    "参政党"       = "参政党支持者"
  )

  party_match_subgroup_sample <- conjoint_match %>%
    distinct(
      ID,
      party_n,
      support_party_valid
    ) %>%
    filter(
      support_party_valid %in% target_support_groups
    ) %>%
    count(
      support_party_valid,
      party_n,
      name = "n_respondents"
    ) %>%
    mutate(
      support_group_label = recode(
        support_party_valid,
        !!!target_support_labels
      )
    )

  write_csv_safely(
    party_match_subgroup_sample,
    "party_match_subgroup_sample.csv"
  )

  support_group_total_n <- conjoint_match %>%
    distinct(
      ID,
      support_party_valid
    ) %>%
    filter(
      support_party_valid %in% target_support_groups
    ) %>%
    count(
      support_party_valid,
      name = "n_total"
    )

  formula_party_match_subgroup <- as.formula(
    paste(
      "selected ~",
      paste(
        c(
          "party_match",
          economic_attr_terms
        ),
        collapse = " + "
      )
    )
  )

  run_party_match_subgroup <- function(dat) {
    feols(
      formula_party_match_subgroup,
      data = dat,
      vcov = ~ ID
    )
  }

  estimate_party_match_subgroup <- function(
      dat,
      support_group_value
  ) {
    map_dfr(
      2:5,
      function(n_value) {
        
        dat_n <- dat %>%
          filter(
            party_n == n_value,
            support_party_valid == support_group_value
          )
        
        n_ids <- n_distinct(dat_n$ID)
        
        if (nrow(dat_n) == 0 || n_ids == 0) {
          return(
            tibble(
              term = "party_match",
              estimate = NA_real_,
              std.error = NA_real_,
              statistic = NA_real_,
              p.value = NA_real_,
              conf.low = NA_real_,
              conf.high = NA_real_,
              support_group = support_group_value,
              support_group_label = unname(
                target_support_labels[[support_group_value]]
              ),
              party_n = n_value,
              n_ids = n_ids
            )
          )
        }
        
        model_n <- tryCatch(
          run_party_match_subgroup(dat_n),
          error = function(e) NULL
        )
        
        if (is.null(model_n)) {
          return(
            tibble(
              term = "party_match",
              estimate = NA_real_,
              std.error = NA_real_,
              statistic = NA_real_,
              p.value = NA_real_,
              conf.low = NA_real_,
              conf.high = NA_real_,
              support_group = support_group_value,
              support_group_label = unname(
                target_support_labels[[support_group_value]]
              ),
              party_n = n_value,
              n_ids = n_ids
            )
          )
        }
        
        extract_party_match_term(model_n) %>%
          mutate(
            support_group = support_group_value,
            support_group_label = unname(
              target_support_labels[[support_group_value]]
            ),
            party_n = n_value,
            n_ids = n_ids
          )
      }
    )
  }

  party_match_subgroup_coef_df <- map_dfr(
    target_support_groups,
    ~ estimate_party_match_subgroup(
      conjoint_match,
      .x
    )
  ) %>%
    left_join(
      support_group_total_n,
      by = c(
        "support_group" = "support_party_valid"
      )
    ) %>%
    mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      party_n_label = factor(
        party_n,
        levels = 2:5,
        labels = c(
          "2選択肢",
          "3選択肢",
          "4選択肢",
          "5選択肢"
        )
      )
    )

  write_csv_safely(
    party_match_subgroup_coef_df,
    "party_match_subgroup_coefficients.csv"
  )


  party_match_plot_df_all <- bind_rows(
    party_match_coef_df %>%
      mutate(panel = "overall"),
    party_match_subgroup_coef_df %>%
      mutate(panel = "subgroup")
  ) %>%
    filter(
      is.finite(estimate_pp),
      is.finite(conf.low_pp),
      is.finite(conf.high_pp)
    )

  if (nrow(party_match_plot_df_all) == 0) {
    stop("Check data")
  }

  y_range_match <- range(
    c(
      party_match_plot_df_all$conf.low_pp,
      party_match_plot_df_all$conf.high_pp
    ),
    na.rm = TRUE
  )

  y_span_match <- diff(y_range_match)

  if (!is.finite(y_span_match) || y_span_match <= 0) {
    y_span_match <- 5
  }

  y_pad_match <- max(1.2, 0.10 * y_span_match)

  y_limits_match <- c(
    y_range_match[1] - y_pad_match,
    y_range_match[2] + y_pad_match
  )


  theme_party_match_bw <- theme_bw(
    base_size = 12,
    base_family = figure_font_family
  ) +
    theme(
      panel.grid.minor = element_blank(),
      panel.grid.major = element_line(
        linewidth = 0.30,
        color = "grey88"
      ),
      panel.border = element_rect(
        linewidth = 0.65,
        color = "black"
      ),
      axis.text = element_text(color = "black"),
      axis.title = element_text(color = "black"),
      plot.title = element_text(
        face = "bold"
      ),
      plot.subtitle = element_text(
        size = rel(0.92)
      ),
      plot.margin = margin(
        8, 10, 8, 8
      )
    )


  make_party_match_panel_plot <- function(
      dat,
      panel_title,
      panel_subtitle = NULL,
      base_size = 11,
      show_y_title = TRUE,
      show_x_title = TRUE
  ) {
    ggplot(
      dat,
      aes(
        x = party_n,
        y = estimate_pp
      )
    ) +
      geom_line(
        linewidth = 0.80,
        color = "black",
        na.rm = TRUE
      ) +
      geom_errorbar(
        aes(
          ymin = conf.low_pp,
          ymax = conf.high_pp
        ),
        width = 0.075,
        linewidth = 0.80,
        color = "black",
        na.rm = TRUE
      ) +
      geom_label(
        aes(
          label = sprintf("%.1f pp", estimate_pp)
        ),
        size = 3.45,
        family = figure_font_family,
        label.size = 0,
        label.padding = unit(
          0.12,
          "lines"
        ),
        fill = "white",
        color = "black",
        na.rm = TRUE
      ) +
      scale_x_continuous(
        breaks = 2:5,
        labels = paste0(
          2:5,
          "選択肢"
        ),
        limits = c(1.72, 5.28)
      ) +
      scale_y_continuous(
        labels = function(x) {
          paste0(x, " pp")
        },
        breaks = scales::pretty_breaks(n = 6),
        expand = expansion(
          mult = c(0.05, 0.08)
        )
      ) +
      coord_cartesian(
        ylim = y_limits_match
      ) +
      labs(
        title = panel_title,
        subtitle = panel_subtitle,
        x = if (show_x_title) "選択肢数" else NULL,
        y = if (show_y_title) "一致した場合の選択確率の変化" else NULL
      ) +
      theme_bw(
        base_size = base_size,
        base_family = figure_font_family
      ) +
      theme_party_match_bw +
      theme(
        plot.title = element_text(
          face = "bold"
        ),
        axis.title.x = if (show_x_title) element_text() else element_blank(),
        axis.title.y = if (show_y_title) element_text() else element_blank()
      )
  }

  make_support_group_title <- function(
      support_group_value
  ) {
    n_value <- support_group_total_n %>%
      filter(
        support_party_valid == support_group_value
      ) %>%
      pull(n_total)
    
    if (length(n_value) == 0 || is.na(n_value)) {
      n_value <- 0
    }
    
    paste0(
      target_support_labels[[support_group_value]],
      "\n(n=",
      scales::comma(n_value),
      ")"
    )
  }


  p_party_match_overall <- make_party_match_panel_plot(
    party_match_coef_df,
    panel_title = NULL,
    panel_subtitle =
      "上段は全体、下段は支持政党別（自民・中道改革・立憲・参政）。政党名と経済属性を統制した線形確率モデル。",
    base_size = 12,
    show_y_title = TRUE,
    show_x_title = TRUE
  )


  p_party_match_ldp <- make_party_match_panel_plot(
    party_match_subgroup_coef_df %>%
      filter(support_group == "自由民主党"),
    panel_title = make_support_group_title("自由民主党"),
    base_size = 10,
    show_y_title = TRUE,
    show_x_title = TRUE
  )

  p_party_match_chr <- make_party_match_panel_plot(
    party_match_subgroup_coef_df %>%
      filter(support_group == "中道改革連合"),
    panel_title = make_support_group_title("中道改革連合"),
    base_size = 10,
    show_y_title = FALSE,
    show_x_title = TRUE
  )

  p_party_match_cdp <- make_party_match_panel_plot(
    party_match_subgroup_coef_df %>%
      filter(support_group == "立憲民主党"),
    panel_title = make_support_group_title("立憲民主党"),
    base_size = 10,
    show_y_title = FALSE,
    show_x_title = TRUE
  )

  p_party_match_sansei <- make_party_match_panel_plot(
    party_match_subgroup_coef_df %>%
      filter(support_group == "参政党"),
    panel_title = make_support_group_title("参政党"),
    base_size = 10,
    show_y_title = FALSE,
    show_x_title = TRUE
  )

  p_party_match_bottom <-
    p_party_match_ldp +
    p_party_match_chr +
    p_party_match_cdp +
    p_party_match_sansei +
    patchwork::plot_layout(ncol = 4)

  p_party_match <-
    p_party_match_overall /
    p_party_match_bottom +
    patchwork::plot_layout(
      heights = c(1.25, 1)
    )

  print(p_party_match)

  save_plot(
    "party_match_effect_combined.png",
    p_party_match,
    width = 14,
    height = 8.8
  )


  relative_cue_map <- c(
    party_name = "party",
    gdp_growth = "economic",
    nikkei = "economic",
    cpi = "economic",
    unemployment = "economic"
  )

  mean_absolute_pairwise_difference <- function(x) {
    x <- x[is.finite(x)]

    if (length(x) < 2) {
      return(NA_real_)
    }

    pairwise_differences <- combn(
      x,
      2,
      FUN = function(z) abs(z[1] - z[2])
    )

    mean(pairwise_differences)
  }

  linear_slope <- function(y, x) {
    keep <- is.finite(y) & is.finite(x)
    y <- y[keep]
    x <- x[keep]

    if (length(y) < 2 || length(unique(x)) < 2) {
      return(NA_real_)
    }

    unname(coef(lm(y ~ x))[2])
  }

  bootstrap_two_sided_p <- function(x) {
    x <- x[is.finite(x)]
    B_valid <- length(x)

    if (B_valid == 0) {
      return(NA_real_)
    }

    p_lower <- (1 + sum(x <= 0)) / (B_valid + 1)
    p_upper <- (1 + sum(x >= 0)) / (B_valid + 1)

    min(1, 2 * min(p_lower, p_upper))
  }

  safe_quantile <- function(x, probability) {
    x <- x[is.finite(x)]

    if (length(x) == 0) {
      return(NA_real_)
    }

    unname(
      quantile(
        x,
        probs = probability,
        type = 6,
        na.rm = TRUE
      )
    )
  }

  prepare_relative_cue_analysis <- function(data, cue_map) {
    attributes <- names(cue_map)

    required_columns <- c(
      "ID",
      "party_n",
      "selected",
      attributes
    )

    missing_columns <- setdiff(
      required_columns,
      names(data)
    )

    if (length(missing_columns) > 0) {
      stop("Check relative weight")
    }

    if (!all(unname(cue_map) %in% c("party", "economic"))) {
      stop("Check relative weight")
    }

    analysis_data <- data %>%
      select(
        ID,
        party_n,
        selected,
        all_of(attributes)
      ) %>%
      mutate(
        ID = as.character(ID),
        party_n = as.integer(as.character(party_n)),
        selected = as.integer(selected),
        across(
          all_of(attributes),
          as.character
        )
      ) %>%
      filter(
        !is.na(ID),
        party_n %in% 2:5,
        selected %in% c(0L, 1L)
      )

    observed_conditions <- sort(
      unique(analysis_data$party_n)
    )

    if (!identical(observed_conditions, 2:5)) {
      stop("Check")
    }

    long_data <- analysis_data %>%
      pivot_longer(
        cols = all_of(attributes),
        names_to = "attribute",
        values_to = "level"
      ) %>%
      filter(
        !is.na(level),
        level != ""
      )

    expected_cells <- long_data %>%
      distinct(
        attribute,
        level
      ) %>%
      mutate(
        attribute_order = match(
          attribute,
          attributes
        )
      ) %>%
      arrange(
        attribute_order,
        attribute,
        level
      ) %>%
      select(-attribute_order) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    respondent_cell <- long_data %>%
      group_by(
        party_n,
        ID,
        attribute,
        level
      ) %>%
      summarise(
        y_sum = sum(selected),
        n_obs = n(),
        .groups = "drop"
      ) %>%
      mutate(
        cell_key = paste(
          attribute,
          level,
          sep = "\r"
        )
      )

    condition_objects <- lapply(
      2:5,
      function(n_value) {
        condition_data <- respondent_cell %>%
          filter(
            party_n == n_value
          )

        id_values <- sort(
          unique(condition_data$ID)
        )
        n_ids <- length(id_values)
        n_cells <- nrow(expected_cells)

        if (n_ids == 0) {
          stop("Check")
        }

        y_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        n_matrix <- matrix(
          0,
          nrow = n_ids,
          ncol = n_cells,
          dimnames = list(
            id_values,
            expected_cells$cell_key
          )
        )

        row_index <- match(
          condition_data$ID,
          id_values
        )
        column_index <- match(
          condition_data$cell_key,
          expected_cells$cell_key
        )

        y_matrix[cbind(row_index, column_index)] <-
          condition_data$y_sum
        n_matrix[cbind(row_index, column_index)] <-
          condition_data$n_obs

        if (any(colSums(n_matrix) == 0)) {
          missing_cells <- expected_cells$cell_key[
            colSums(n_matrix) == 0
          ]

          stop("Check attributes")
        }

        list(
          party_n = n_value,
          ids = id_values,
          cell_info = expected_cells,
          y_matrix = y_matrix,
          n_matrix = n_matrix
        )
      }
    )

    names(condition_objects) <- as.character(2:5)

    list(
      cue_map = cue_map,
      attributes = attributes,
      conditions = condition_objects
    )
  }

  estimate_relative_cue_indices <- function(
      prepared,
      cluster_weights = NULL
  ) {
    condition_results <- lapply(
      names(prepared$conditions),
      function(condition_name) {
        object <- prepared$conditions[[condition_name]]

        if (is.null(cluster_weights)) {
          weights <- rep(
            1,
            length(object$ids)
          )
        } else {
          weights <- cluster_weights[[condition_name]]
        }

        if (length(weights) != length(object$ids)) {
          stop("Check")
        }

        numerator <- as.numeric(
          crossprod(
            weights,
            object$y_matrix
          )
        )

        denominator <- as.numeric(
          crossprod(
            weights,
            object$n_matrix
          )
        )

        if (any(denominator <= 0)) {
          stop("Check attributes")
        }

        marginal_means <- numerator / denominator

        mm_table <- object$cell_info %>%
          transmute(
            party_n = object$party_n,
            attribute,
            level,
            marginal_mean = marginal_means
          )

        attribute_table <- mm_table %>%
          group_by(
            party_n,
            attribute
          ) %>%
          summarise(
            importance_pairwise =
              mean_absolute_pairwise_difference(
                marginal_mean
              ),
            n_levels = n(),
            .groups = "drop"
          ) %>%
          mutate(
            cue_family = unname(
              prepared$cue_map[attribute]
            ),
            baseline_selection_probability = 1 / party_n,
            importance_pairwise_adjusted =
              importance_pairwise /
                baseline_selection_probability
          )

        cue_table_long <- attribute_table %>%
          group_by(
            party_n,
            cue_family
          ) %>%
          summarise(
            importance_pairwise = mean(
              importance_pairwise,
              na.rm = TRUE
            ),
            importance_pairwise_adjusted = mean(
              importance_pairwise_adjusted,
              na.rm = TRUE
            ),
            .groups = "drop"
          )

        party_table <- cue_table_long %>%
          filter(
            cue_family == "party"
          ) %>%
          transmute(
            party_n,
            party_importance_pairwise =
              importance_pairwise,
            party_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        economic_table <- cue_table_long %>%
          filter(
            cue_family == "economic"
          ) %>%
          transmute(
            party_n,
            economic_importance_pairwise =
              importance_pairwise,
            economic_importance_pairwise_adjusted =
              importance_pairwise_adjusted
          )

        cue_table <- full_join(
          party_table,
          economic_table,
          by = "party_n"
        ) %>%
          mutate(
            baseline_selection_probability = 1 / party_n,

            total_importance_pairwise =
              party_importance_pairwise +
              economic_importance_pairwise,

            total_importance_pairwise_adjusted =
              party_importance_pairwise_adjusted +
              economic_importance_pairwise_adjusted,

            relative_party_weight_pairwise = if_else(
              total_importance_pairwise > 0,
              party_importance_pairwise /
                total_importance_pairwise,
              NA_real_
            ),

            relative_economic_weight_pairwise =
              1 - relative_party_weight_pairwise,

            relative_party_weight_pairwise_adjusted = if_else(
              total_importance_pairwise_adjusted > 0,
              party_importance_pairwise_adjusted /
                total_importance_pairwise_adjusted,
              NA_real_
            ),

            relative_economic_weight_pairwise_adjusted =
              1 - relative_party_weight_pairwise_adjusted,

            adjustment_identity_difference =
              relative_party_weight_pairwise_adjusted -
                relative_party_weight_pairwise
          )

        if (
          any(
            abs(cue_table$adjustment_identity_difference) > 1e-10,
            na.rm = TRUE
          )
        ) {
          stop("Check relative weight")
        }

        list(
          marginal_means = mm_table,
          attribute_importance = attribute_table,
          cue_importance = cue_table
        )
      }
    )

    list(
      marginal_means = bind_rows(
        lapply(
          condition_results,
          function(x) x$marginal_means
        )
      ),
      attribute_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$attribute_importance
        )
      ),
      cue_importance = bind_rows(
        lapply(
          condition_results,
          function(x) x$cue_importance
        )
      ) %>%
        arrange(party_n)
    )
  }

  estimate_relative_cue_slopes <- function(cue_importance) {
    cue_importance <- cue_importance %>%
      arrange(party_n)

    if (!identical(cue_importance$party_n, 2:5)) {
      stop("Check relative weight")
    }

    x <- cue_importance$party_n

    c(
      relative_party_weight_pairwise =
        linear_slope(
          cue_importance$relative_party_weight_pairwise,
          x
        ),

      party_importance_pairwise =
        linear_slope(
          cue_importance$party_importance_pairwise,
          x
        ),

      economic_importance_pairwise =
        linear_slope(
          cue_importance$economic_importance_pairwise,
          x
        ),

      party_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$party_importance_pairwise_adjusted,
          x
        ),

      economic_importance_pairwise_adjusted =
        linear_slope(
          cue_importance$economic_importance_pairwise_adjusted,
          x
        )
    )
  }

  run_relative_cue_bootstrap <- function(
      prepared,
      B,
      seed,
      progress_every = 100
  ) {
    set.seed(seed)

    condition_results <- vector(
      "list",
      B
    )

    slope_names <- c(
      "relative_party_weight_pairwise",
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted"
    )

    slope_matrix <- matrix(
      NA_real_,
      nrow = B,
      ncol = length(slope_names),
      dimnames = list(
        NULL,
        slope_names
      )
    )

    for (b in seq_len(B)) {
      cluster_weights <- lapply(
        prepared$conditions,
        function(object) {
          n_ids <- length(object$ids)

          sampled_positions <- sample.int(
            n = n_ids,
            size = n_ids,
            replace = TRUE
          )

          tabulate(
            sampled_positions,
            nbins = n_ids
          )
        }
      )

      bootstrap_estimates <- estimate_relative_cue_indices(
        prepared = prepared,
        cluster_weights = cluster_weights
      )

      condition_results[[b]] <-
        bootstrap_estimates$cue_importance %>%
        select(
          party_n,
          party_importance_pairwise,
          economic_importance_pairwise,
          party_importance_pairwise_adjusted,
          economic_importance_pairwise_adjusted,
          relative_party_weight_pairwise
        ) %>%
        mutate(
          bootstrap_replication = b,
          .before = 1
        )

      slope_matrix[b, ] <- estimate_relative_cue_slopes(
        bootstrap_estimates$cue_importance
      )

      if (
        progress_every > 0 &&
        (b %% progress_every == 0 || b == B)
      ) {
        message("Bootstrap: ", b, "/", B)
      }
    }

    list(
      condition_estimates = bind_rows(
        condition_results
      ),
      slopes = as_tibble(
        slope_matrix
      ) %>%
        mutate(
          bootstrap_replication = row_number(),
          .before = 1
        )
    )
  }

  summarise_condition_intervals <- function(
      observed_cue_importance,
      bootstrap_condition_results
  ) {
    statistics <- c(
      "party_importance_pairwise",
      "economic_importance_pairwise",
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted",
      "relative_party_weight_pairwise"
    )

    observed_long <- observed_cue_importance %>%
      select(
        party_n,
        all_of(statistics)
      ) %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "estimate"
      )

    bootstrap_long <- bootstrap_condition_results %>%
      pivot_longer(
        cols = all_of(statistics),
        names_to = "statistic",
        values_to = "value"
      ) %>%
      group_by(
        party_n,
        statistic
      ) %>%
      summarise(
        conf_low = safe_quantile(
          value,
          0.025
        ),
        conf_high = safe_quantile(
          value,
          0.975
        ),
        .groups = "drop"
      )

    observed_long %>%
      left_join(
        bootstrap_long,
        by = c(
          "party_n",
          "statistic"
        )
      )
  }

  summarise_slope_inference <- function(
      observed_slopes,
      bootstrap_slopes
  ) {
    statistic_names <- names(observed_slopes)

    map_dfr(
      statistic_names,
      function(statistic_name) {
        bootstrap_values <- bootstrap_slopes[[statistic_name]]
        bootstrap_values <- bootstrap_values[
          is.finite(bootstrap_values)
        ]

        expected_direction <- case_when(
          statistic_name ==
            "economic_importance_pairwise" ~ "negative",
          statistic_name %in% c(
            "party_importance_pairwise",
            "relative_party_weight_pairwise",
            "party_importance_pairwise_adjusted"
          ) ~ "positive",
          TRUE ~ "none"
        )

        analysis_role <- case_when(
          statistic_name %in% c(
            "party_importance_pairwise_adjusted",
            "economic_importance_pairwise_adjusted"
          ) ~ "exploratory_choice_set_adjusted",
          statistic_name == "relative_party_weight_pairwise" ~
            "derived_relative_share",
          TRUE ~ "manuscript_primary_unadjusted"
        )

        estimate <- unname(
          observed_slopes[[statistic_name]]
        )

        tibble(
          study = "Study 3",
          statistic = statistic_name,
          estimate = estimate,
          conf_low = safe_quantile(
            bootstrap_values,
            0.025
          ),
          conf_high = safe_quantile(
            bootstrap_values,
            0.975
          ),
          p_value_two_sided =
            bootstrap_two_sided_p(
              bootstrap_values
            ),
          expected_direction = expected_direction,
          analysis_role = analysis_role,
          estimate_in_expected_direction = case_when(
            expected_direction == "positive" ~ estimate > 0,
            expected_direction == "negative" ~ estimate < 0,
            TRUE ~ NA
          )
        )
      }
    )
  }

  relative_cue_prepared <- prepare_relative_cue_analysis(
    data = conjoint_all_m,
    cue_map = relative_cue_map
  )

  relative_cue_observed <- estimate_relative_cue_indices(
    prepared = relative_cue_prepared
  )

  relative_cue_observed_slopes <- estimate_relative_cue_slopes(
    relative_cue_observed$cue_importance
  )

  write_csv_safely(
    relative_cue_observed$marginal_means,
    "study3_relative_cue_marginal_means.csv"
  )

  write_csv_safely(
    relative_cue_observed$attribute_importance,
    "study3_relative_cue_attribute_importance.csv"
  )

  write_csv_safely(
    relative_cue_observed$cue_importance,
    "study3_relative_cue_importance_and_weight.csv"
  )

  relative_condition_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study3_relative_cue_condition_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  relative_slope_bootstrap_file <- file.path(
    output_dir,
    paste0(
      "study3_relative_cue_slope_bootstrap_",
      unified_config$cue_importance_metric_version,
      "_B",
      relative_cue_bootstrap_B,
      ".csv"
    )
  )

  use_saved_relative_bootstrap <-
    !rerun_relative_cue_bootstrap &&
    file.exists(relative_condition_bootstrap_file) &&
    file.exists(relative_slope_bootstrap_file)

  if (use_saved_relative_bootstrap) {
    message("Bootstrap cache")

    relative_cue_condition_bootstrap <- readr::read_csv(
      relative_condition_bootstrap_file,
      show_col_types = FALSE
    )

    relative_cue_slope_bootstrap <- readr::read_csv(
      relative_slope_bootstrap_file,
      show_col_types = FALSE
    )

    saved_B_condition <- n_distinct(
      relative_cue_condition_bootstrap$bootstrap_replication
    )
    saved_B_slope <- n_distinct(
      relative_cue_slope_bootstrap$bootstrap_replication
    )

    if (
      saved_B_condition != relative_cue_bootstrap_B ||
      saved_B_slope != relative_cue_bootstrap_B
    ) {
      message("Bootstrap cache")
      use_saved_relative_bootstrap <- FALSE
    }
  }

  if (!use_saved_relative_bootstrap) {
    relative_cue_bootstrap <- run_relative_cue_bootstrap(
      prepared = relative_cue_prepared,
      B = relative_cue_bootstrap_B,
      seed = relative_cue_bootstrap_seed,
      progress_every = relative_cue_bootstrap_progress_every
    )

    relative_cue_condition_bootstrap <-
      relative_cue_bootstrap$condition_estimates

    relative_cue_slope_bootstrap <-
      relative_cue_bootstrap$slopes

    readr::write_csv(
      relative_cue_condition_bootstrap,
      relative_condition_bootstrap_file
    )

    readr::write_csv(
      relative_cue_slope_bootstrap,
      relative_slope_bootstrap_file
    )
  }

  relative_cue_condition_intervals <- summarise_condition_intervals(
    observed_cue_importance =
      relative_cue_observed$cue_importance,
    bootstrap_condition_results =
      relative_cue_condition_bootstrap
  )

  relative_cue_slope_inference <- summarise_slope_inference(
    observed_slopes =
      relative_cue_observed_slopes,
    bootstrap_slopes =
      relative_cue_slope_bootstrap
  )

  write_csv_safely(
    relative_cue_condition_intervals,
    "study3_relative_cue_condition_intervals.csv"
  )

  write_csv_safely(
    relative_cue_slope_inference,
    "study3_relative_cue_slope_inference.csv"
  )

  relative_cue_primary_result <- relative_cue_slope_inference %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    )

  cat("\nStudy 3：相対比重の線形傾向\n")
  print(relative_cue_primary_result)


  relative_x_offset <- 0.075

  relative_panel_a_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise",
        "economic_importance_pairwise"
      )
    ) %>%
    mutate(
      cue_family = recode(
        statistic,
        party_importance_pairwise = "政党名手がかり",
        economic_importance_pairwise = "経済手がかり"
      ),
      cue_family = factor(
        cue_family,
        levels = c(
          "政党名手がかり",
          "経済手がかり"
        )
      ),
      x_plot = case_when(
        cue_family == "政党名手がかり" ~
          party_n + relative_x_offset,
        cue_family == "経済手がかり" ~
          party_n - relative_x_offset,
        TRUE ~ as.numeric(party_n)
      ),
      value_label = sprintf(
        "%.3f",
        estimate
      )
    )

  relative_panel_b_data <- relative_cue_condition_intervals %>%
    filter(
      statistic ==
        "relative_party_weight_pairwise"
    ) %>%
    mutate(
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_adjusted_label_map <- relative_panel_a_data %>%
    distinct(
      statistic,
      cue_family
    ) %>%
    mutate(
      statistic = paste0(
        statistic,
        "_adjusted"
      ),
      cue_family = as.character(
        cue_family
      )
    )

  relative_panel_adjusted_data <- relative_cue_condition_intervals %>%
    filter(
      statistic %in% c(
        "party_importance_pairwise_adjusted",
        "economic_importance_pairwise_adjusted"
      )
    ) %>%
    left_join(
      relative_adjusted_label_map,
      by = "statistic"
    ) %>%
    mutate(
      cue_family = factor(
        cue_family,
        levels = levels(
          relative_panel_a_data$cue_family
        )
      ),
      x_plot = if_else(
        as.integer(cue_family) == 1L,
        party_n + relative_x_offset,
        party_n - relative_x_offset
      ),
      value_label = sprintf(
        "%.1f%%",
        100 * estimate
      )
    )

  relative_condition_suffix <- if (
    "政党名手がかり" %in%
      levels(relative_panel_a_data$cue_family)
  ) {
    "選択肢"
  } else {
    "政党"
  }

  relative_condition_axis_title <- if (
    relative_condition_suffix == "選択肢"
  ) {
    "政治経済状況の選択肢数"
  } else {
    "政党選択肢数"
  }

  relative_figure_font_family <- if (
    .Platform$OS.type == "windows"
  ) {
    "Yu Gothic"
  } else {
    "sans"
  }

  relative_theme_japanese_bw <- theme_bw(
    base_size = 12,
    base_family = relative_figure_font_family
  ) +
    theme(
      panel.grid.minor = element_blank(),
      panel.grid.major = element_line(
        linewidth = 0.30,
        color = "grey88"
      ),
      panel.border = element_rect(
        linewidth = 0.65,
        color = "black"
      ),
      axis.text = element_text(
        color = "black"
      ),
      axis.title = element_text(
        color = "black"
      ),
      plot.title = element_text(
        size = 12.5,
        face = "bold",
        hjust = 0
      ),
      plot.subtitle = element_text(
        size = 9.5,
        hjust = 0,
        margin = margin(
          b = 8
        )
      ),
      legend.position = "top",
      legend.justification = "center",
      legend.key.width = grid::unit(
        1.25,
        "cm"
      ),
      plot.margin = margin(
        8,
        10,
        8,
        8
      )
    )

  relative_panel_a <- ggplot(
    relative_panel_a_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = c(
        "政党名手がかり" = "solid",
        "経済手がかり" = "dashed"
      )
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "選択肢"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_number(
        accuracy = 0.005
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A：両手がかりの絶対的重要度",
      subtitle = "",
      x = "政党選択肢数",
      y = "手がかり重要度",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_adjusted_linetypes <- setNames(
    c(
      "solid",
      "dashed"
    ),
    levels(
      relative_panel_adjusted_data$cue_family
    )
  )

  relative_panel_adjusted <- ggplot(
    relative_panel_adjusted_data,
    aes(
      x = x_plot,
      y = estimate,
      group = cue_family,
      linetype = cue_family
    )
  ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_linetype_manual(
      values = relative_adjusted_linetypes
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        relative_condition_suffix
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.07,
          0.10
        )
      )
    ) +
    labs(
      title = "A：選択肢数調整済み重要度",
      subtitle =
        "未調整重要度 ÷ 平均選択確率（1／選択肢数）",
      x = relative_condition_axis_title,
      y = "平均選択確率に対する水準間差",
      linetype = NULL
    ) +
    guides(
      linetype = guide_legend(
        override.aes = list(
          linewidth = 0.90
        )
      )
    ) +
    relative_theme_japanese_bw

  relative_b_range <- range(
    c(
      relative_panel_b_data$conf_low,
      relative_panel_b_data$conf_high,
      0.5
    ),
    na.rm = TRUE
  )

  relative_b_padding <- max(
    0.025,
    0.10 * diff(relative_b_range)
  )

  relative_b_lower <- max(
    0,
    floor(
      20 *
        (relative_b_range[1] - relative_b_padding)
    ) / 20
  )

  relative_b_upper <- min(
    1,
    ceiling(
      20 *
        (relative_b_range[2] + relative_b_padding)
    ) / 20
  )

  if (relative_b_lower >= relative_b_upper) {
    relative_b_lower <- max(
      0,
      relative_b_lower - 0.05
    )
    relative_b_upper <- min(
      1,
      relative_b_upper + 0.05
    )
  }

  relative_panel_b <- ggplot(
    relative_panel_b_data,
    aes(
      x = party_n,
      y = estimate
    )
  ) +
    geom_hline(
      yintercept = 0.5,
      linetype = "dashed",
      linewidth = 0.55,
      color = "black"
    ) +
    geom_line(
      linewidth = 0.80,
      color = "black"
    ) +
    geom_errorbar(
      aes(
        ymin = conf_low,
        ymax = conf_high
      ),
      width = 0.075,
      linewidth = 0.80,
      color = "black"
    ) +
    geom_label(
      aes(
        label = value_label
      ),
      size = 3.55,
      family = relative_figure_font_family,
      label.size = 0,
      label.padding = grid::unit(
        0.12,
        "lines"
      ),
      fill = "white",
      color = "black"
    ) +
    scale_x_continuous(
      breaks = 2:5,
      labels = paste0(
        2:5,
        "選択肢"
      ),
      limits = c(
        1.72,
        5.28
      )
    ) +
    scale_y_continuous(
      breaks = seq(
        relative_b_lower,
        relative_b_upper,
        by = 0.05
      ),
      labels = label_percent(
        accuracy = 1
      ),
      expand = expansion(
        mult = c(
          0.05,
          0.08
        )
      )
    ) +
    coord_cartesian(
      ylim = c(
        relative_b_lower,
        relative_b_upper
      )
    ) +
    labs(
      title = "B：相対的な政党名手がかりの比重",
      subtitle =
        "政党名手がかり重要度 ÷（政党名手がかり重要度＋経済手がかり重要度）",
      x = "政党選択肢数",
      y = "相対的な政党名手がかり比重"
    ) +
    relative_theme_japanese_bw +
    theme(
      legend.position = "none"
    )

  relative_panel_c <- relative_panel_b +
    labs(
      title = paste0(
        "B：相対的な",
        levels(relative_panel_a_data$cue_family)[1],
        "の比重"
      )
    )

  figure_relative_weight_jp <- (
    relative_panel_a |
      relative_panel_b
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_jp
  )

  save_plot(
    "fig_study3_relative_cue_weight_jp_bw.png",
    figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      "fig_study3_relative_cue_weight_jp_bw.pdf"
    ),
    plot = figure_relative_weight_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  figure_relative_weight_adjusted_jp <- (
    relative_panel_adjusted |
      relative_panel_c
  ) +
    patchwork::plot_layout(
      widths = c(
        1,
        1
      )
    )

  print(
    figure_relative_weight_adjusted_jp
  )

  relative_adjusted_figure_stub <- paste0(
    "fig_study",
    stringr::str_extract(
      study_label,
      "[123]"
    ),
    "_relative_cue_weight_choice_set_adjusted_jp_bw"
  )

  save_plot(
    paste0(
      relative_adjusted_figure_stub,
      ".png"
    ),
    figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    dpi = 400
  )

  ggsave(
    filename = file.path(
      output_dir,
      paste0(
        relative_adjusted_figure_stub,
        ".pdf"
      )
    ),
    plot = figure_relative_weight_adjusted_jp,
    width = 11.2,
    height = 5.4,
    device = grDevices::cairo_pdf,
    bg = "white"
  )

  relative_cue_results <- list(
    prepared = relative_cue_prepared,
    marginal_means =
      relative_cue_observed$marginal_means,
    attribute_importance =
      relative_cue_observed$attribute_importance,
    cue_importance =
      relative_cue_observed$cue_importance,
    observed_slopes =
      relative_cue_observed_slopes,
    condition_bootstrap =
      relative_cue_condition_bootstrap,
    slope_bootstrap =
      relative_cue_slope_bootstrap,
    condition_intervals =
      relative_cue_condition_intervals,
    slope_inference =
      relative_cue_slope_inference,
    primary_result =
      relative_cue_primary_result,
    plots = list(
      absolute_importance = relative_panel_a,
      choice_set_adjusted_importance =
        relative_panel_adjusted,
      relative_party_weight = relative_panel_b,
      relative_party_weight_panel_c =
        relative_panel_c,
      combined = figure_relative_weight_jp,
      combined_with_choice_set_adjustment =
        figure_relative_weight_adjusted_jp
    )
  )

  saveRDS(
    relative_cue_results,
    file = file.path(
      output_dir,
      "study3_relative_cue_results.rds"
    )
  )


  saveRDS(
    list(
      settings = list(
        data_file = data_file,
        require_initial_consent =
          require_initial_consent,
        require_final_consent =
          require_final_consent,
        require_attention_check =
          require_attention_check,
        require_manipulation_check =
          require_manipulation_check,
        require_all_five_tasks =
          require_all_five_tasks,
        party_reference =
          party_reference,
        party_levels_use =
          party_levels_use,
        relative_cue_bootstrap_B =
          relative_cue_bootstrap_B,
        relative_cue_bootstrap_seed =
          relative_cue_bootstrap_seed
      ),

      sample_flow = sample_flow,
      n_by_party = n_by_party,
      valid_ids = valid_ids,

      conjoint_all = conjoint_all,
      conjoint_all_m = conjoint_all_m,
      conjoint_all_cov = conjoint_all_cov,

      covar_id = covar_id,

      models_by_party_n_nocov =
        models_by_party_n_nocov,

      models_by_party_n_cov =
        models_by_party_n_cov,

      m_interaction =
        m_interaction,

      m_linear_trend =
        m_linear_trend,

      models_clogit_nocov =
        models_clogit_nocov,

      party_match = list(
        data = conjoint_match,
        models_by_n =
          models_party_match_by_n,
        interaction_model =
          m_party_match_interaction
      ),

      relative_cue = relative_cue_results,

      plots = list(
        amce_cov =
          p_amce_cov,
        amce_nocov =
          p_amce_nocov,
        interaction =
          p_interaction,
        linear_trend =
          p_linear_trend,
        heatmap =
          p_heat_amce,
        clogit_odds_ratio =
          p_clogit_or,
        party_match =
          p_party_match,
        relative_cue_weight =
          figure_relative_weight_jp,
        relative_cue_weight_choice_set_adjusted =
          figure_relative_weight_adjusted_jp
      )
    ),
    file = file.path(
      output_dir,
      "study3_analysis_objects.rds"
    )
  )

  capture.output(
    sessionInfo(),
    file = file.path(
      output_dir,
      "sessionInfo.txt"
    )
  )

  cat(
    "\nStudy 3の分析コードが最後まで完了しました。\n",
    "出力先: ",
    normalizePath(output_dir),
    "\n",
    sep = ""
  )

  environment()
})
```

## A.5 補遺に関する各種の再現コード

```{r a5-supplement-code, eval=params$run_analysis, results='hide', fig.show='hide'}

# 補遺共通コード
unified_output_dir <- file.path(
  unified_config$output_root,
  "_working",
  "cross_study"
)
dir.create(unified_output_dir, showWarnings = FALSE, recursive = TRUE)

save_plot_both <- function(filename_stub, plot, width, height, dpi = 400) {
  png_file <- file.path(unified_output_dir, paste0(filename_stub, ".png"))
  pdf_file <- file.path(unified_output_dir, paste0(filename_stub, ".pdf"))
  
  ggplot2::ggsave(
    filename = png_file,
    plot = plot,
    width = width,
    height = height,
    dpi = dpi,
    bg = "white"
  )
  
  ggplot2::ggsave(
    filename = pdf_file,
    plot = plot,
    width = width,
    height = height,
    device = grDevices::cairo_pdf,
    bg = "white"
  )
  
  invisible(c(png = png_file, pdf = pdf_file))
}

write_csv_unified <- function(x, filename) {
  readr::write_csv(
    x,
    file.path(unified_output_dir, filename),
    na = ""
  )
}

safe_filename <- function(x) {
  x <- iconv(as.character(x), from = "", to = "ASCII//TRANSLIT")
  x[is.na(x) | x == ""] <- "group"
  x <- tolower(x)
  x <- gsub("[^a-z0-9]+", "_", x)
  x <- gsub("^_+|_+$", "", x)
  ifelse(x == "", "group", x)
}

tidy_fixest_unified <- function(model) {
  ct <- as.data.frame(fixest::coeftable(model))
  ct$term <- rownames(ct)
  
  estimate_col <- intersect(c("Estimate", "estimate"), names(ct))[1]
  se_col <- intersect(c("Std. Error", "Std. error", "std.error"), names(ct))[1]
  statistic_col <- intersect(c("t value", "z value", "statistic"), names(ct))[1]
  p_col <- intersect(c("Pr(>|t|)", "Pr(>|z|)", "p.value"), names(ct))[1]
  
  if (
    is.na(estimate_col) ||
    is.na(se_col) ||
    is.na(statistic_col) ||
    is.na(p_col)
  ) {
    stop("Check data")
  }
  
  tibble::as_tibble(ct) %>%
    dplyr::transmute(
      term = term,
      estimate = .data[[estimate_col]],
      std.error = .data[[se_col]],
      statistic = .data[[statistic_col]],
      p.value = .data[[p_col]],
      conf.low = estimate - 1.96 * std.error,
      conf.high = estimate + 1.96 * std.error
    )
}

study_specs <- list(
  study1 = list(
    study_id = "study1",
    study_label = "Study 1（2023年）",
    condition_label = "政党数",
    env = study1_env
  ),
  study2 = list(
    study_id = "study2",
    study_label = "Study 2（2026年）",
    condition_label = "政党数",
    env = study2_env
  ),
  study3 = list(
    study_id = "study3",
    study_label = "Study 3（2026年）",
    condition_label = "選択肢数",
    env = study3_env
  )
)

excluded_support_categories <- c(
  "その他",
  "わからない",
  "答えない",
  "答えたくない",
  "欠損・無回答"
)


# 補遺C関連コード
balance_variable_labels <- c(
  female_imp = "女性",
  female_miss = "性別：欠損",
  age_imp = "年齢",
  age_miss = "年齢：欠損",
  college_grad_imp = "4年制大学以上",
  college_grad_miss = "学歴：欠損",
  income_gross_log_imp = "世帯年収（対数）",
  income_gross_log_miss = "世帯年収：欠損",
  self_ideology_imp = "左右自己位置づけ",
  self_ideology_miss = "左右自己位置づけ：欠損"
)

make_balance_design <- function(study_spec) {
  env <- study_spec$env
  
  assignment <- env$conjoint_all %>%
    dplyr::distinct(ID, party_n) %>%
    dplyr::mutate(
      ID = as.character(ID),
      party_n = as.integer(as.character(party_n))
    )
  
  respondent <- env$covar_id %>%
    dplyr::mutate(ID = as.character(ID))
  
  dat <- assignment %>%
    dplyr::left_join(respondent, by = "ID")
  
  numeric_candidates <- c(
    "female_imp",
    "female_miss",
    "age_imp",
    "age_miss",
    "college_grad_imp",
    "college_grad_miss",
    "income_gross_log_imp",
    "income_gross_log_miss",
    "self_ideology_imp",
    "self_ideology_miss"
  )
  
  factor_candidates <- c(
    "party_support_f",
    "region"
  )
  
  numeric_use <- intersect(numeric_candidates, names(dat))
  factor_use <- intersect(factor_candidates, names(dat))
  
  design_source <- dat %>%
    dplyr::select(dplyr::all_of(c(numeric_use, factor_use)))
  
  if (length(factor_use) > 0) {
    design_source <- design_source %>%
      dplyr::mutate(
        dplyr::across(
          dplyr::all_of(factor_use),
          ~ forcats::fct_na_value_to_level(as.factor(.x), level = "欠損・無回答")
        )
      )
  }
  
  mm <- stats::model.matrix(
    stats::as.formula(
      paste0(
        "~ 0 + ",
        paste(names(design_source), collapse = " + ")
      )
    ),
    data = design_source
  )
  
  mm <- as.data.frame(mm, check.names = FALSE)
  
  keep <- vapply(
    mm,
    function(x) {
      x <- as.numeric(x)
      is.finite(stats::sd(x, na.rm = TRUE)) && stats::sd(x, na.rm = TRUE) > 0
    },
    logical(1)
  )
  
  mm <- mm[, keep, drop = FALSE]
  
  mm <- mm %>%
    dplyr::mutate(
      ID = dat$ID,
      party_n = dat$party_n,
      .before = 1
    )
  
  long <- mm %>%
    tidyr::pivot_longer(
      cols = -c(ID, party_n),
      names_to = "variable",
      values_to = "value"
    ) %>%
    dplyr::mutate(
      label = dplyr::case_when(
        variable %in% names(balance_variable_labels) ~
          unname(balance_variable_labels[variable]),
        stringr::str_detect(variable, "^party_support_f") ~
          paste0(
            "支持政党：",
            stringr::str_remove(variable, "^party_support_f")
          ),
        stringr::str_detect(variable, "^region") ~
          paste0(
            "地域：",
            stringr::str_remove(variable, "^region")
          ),
        TRUE ~ variable
      ),
      study_id = study_spec$study_id,
      study_label = study_spec$study_label
    )
  
  list(
    respondent = dat,
    matrix = mm,
    long = long,
    numeric_use = numeric_use,
    factor_use = factor_use
  )
}

pairwise_smd_multiarm <- function(balance_long) {
  groups <- sort(unique(balance_long$party_n))
  pairs <- utils::combn(groups, 2, simplify = FALSE)

  purrr::map_dfr(
    pairs,
    function(pair_value) {
      a <- pair_value[1]
      b <- pair_value[2]

      wide <- balance_long %>%
        dplyr::filter(party_n %in% c(a, b)) %>%
        dplyr::group_by(variable, label, party_n) %>%
        dplyr::summarise(
          mean = mean(value, na.rm = TRUE),
          sd = stats::sd(value, na.rm = TRUE),
          n = sum(!is.na(value)),
          .groups = "drop"
        ) %>%
        tidyr::pivot_wider(
          names_from = party_n,
          values_from = c(mean, sd, n),
          names_sep = "_"
        )

      wide %>%
        dplyr::transmute(
          variable = variable,
          label = label,
          condition_a = a,
          condition_b = b,
          comparison = paste0(a, " vs ", b),
          mean_a = .data[[paste0("mean_", a)]],
          mean_b = .data[[paste0("mean_", b)]],
          sd_a = .data[[paste0("sd_", a)]],
          sd_b = .data[[paste0("sd_", b)]],
          n_a = .data[[paste0("n_", a)]],
          n_b = .data[[paste0("n_", b)]],
          pooled_sd = sqrt((sd_a^2 + sd_b^2) / 2),
          smd = dplyr::if_else(
            is.finite(pooled_sd) & pooled_sd > 0,
            (mean_a - mean_b) / pooled_sd,
            NA_real_
          ),
          abs_smd = abs(smd)
        )
    }
  )
}

omnibus_balance_test <- function(balance_long) {
  balance_long %>%
    dplyr::group_by(variable, label) %>%
    dplyr::group_modify(
      ~ {
        dat <- .x %>%
          dplyr::filter(is.finite(value), !is.na(party_n))
        
        p_value <- tryCatch(
          {
            model <- stats::lm(value ~ factor(party_n), data = dat)
            as.numeric(stats::anova(model)[1, "Pr(>F)"])
          },
          error = function(e) NA_real_
        )
        
        tibble::tibble(p_value = p_value)
      }
    ) %>%
    dplyr::ungroup() %>%
    dplyr::mutate(p_holm = stats::p.adjust(p_value, method = "holm"))
}

make_balance_outputs <- function(study_spec) {
  design <- make_balance_design(study_spec)
  long <- design$long
  pairwise <- pairwise_smd_multiarm(long)
  omnibus <- omnibus_balance_test(long)
  
  max_smd <- pairwise %>%
    dplyr::group_by(variable, label) %>%
    dplyr::summarise(
      max_abs_smd = dplyr::if_else(
        all(is.na(abs_smd)),
        NA_real_,
        max(abs_smd, na.rm = TRUE)
      ),
      mean_abs_smd = dplyr::if_else(
        all(is.na(abs_smd)),
        NA_real_,
        mean(abs_smd, na.rm = TRUE)
      ),
      .groups = "drop"
    )
  
  group_summary <- long %>%
    dplyr::group_by(variable, label, party_n) %>%
    dplyr::summarise(
      mean = mean(value, na.rm = TRUE),
      sd = stats::sd(value, na.rm = TRUE),
      n = sum(!is.na(value)),
      .groups = "drop"
    ) %>%
    tidyr::pivot_wider(
      names_from = party_n,
      values_from = c(mean, sd, n),
      names_glue = "{.value}_condition_{party_n}"
    ) %>%
    dplyr::left_join(max_smd, by = c("variable", "label")) %>%
    dplyr::left_join(omnibus, by = c("variable", "label")) %>%
    dplyr::arrange(dplyr::desc(max_abs_smd))
  
  write_csv_unified(
    pairwise,
    paste0(study_spec$study_id, "_assignment_balance_pairwise_smd.csv")
  )
  write_csv_unified(
    group_summary,
    paste0(study_spec$study_id, "_assignment_balance_summary.csv")
  )
  
  love_df <- pairwise %>%
    dplyr::left_join(max_smd, by = c("variable", "label")) %>%
    dplyr::mutate(
      label_ordered = stats::reorder(label, max_abs_smd)
    )
  
  p_love <- ggplot2::ggplot(
    love_df,
    ggplot2::aes(
      x = abs_smd,
      y = label_ordered
    )
  ) +
    ggplot2::geom_vline(
      xintercept = 0.10,
      linetype = "dashed",
      linewidth = 0.55
    ) +
    ggplot2::geom_point(
      alpha = 0.30,
      size = 1.4,
      position = ggplot2::position_jitter(height = 0.10, width = 0)
    ) +
    ggplot2::geom_point(
      data = max_smd %>%
        dplyr::mutate(label_ordered = stats::reorder(label, max_abs_smd)),
      ggplot2::aes(
        x = max_abs_smd,
        y = label_ordered
      ),
      inherit.aes = FALSE,
      shape = 21,
      fill = "white",
      size = 2.5,
      stroke = 0.8
    ) +
    ggplot2::scale_x_continuous(
      breaks = scales::pretty_breaks(n = 6),
      expand = ggplot2::expansion(mult = c(0, 0.05))
    ) +
    ggplot2::labs(
      x = "条件間の絶対標準化平均差（|SMD|）",
      y = NULL,
      subtitle = paste0(
        study_spec$study_label,
        "：各点は条件ペア、白抜き点は最大絶対SMD"
      ),
      caption = "破線は |SMD| = 0.10。多群無作為割付のため、2・3・4・5条件の全6ペアを比較。"
    ) +
    ggplot2::theme_bw(base_size = 11) +
    ggplot2::theme(
      panel.grid.minor = ggplot2::element_blank(),
      axis.text = ggplot2::element_text(color = "black"),
      plot.subtitle = ggplot2::element_text(face = "bold")
    )
  
  save_plot_both(
    paste0(study_spec$study_id, "_assignment_balance_love_plot"),
    p_love,
    width = 9.2,
    height = max(6.5, 0.23 * dplyr::n_distinct(love_df$label) + 2.5)
  )
  
  standardized_means <- long %>%
    dplyr::group_by(variable, label) %>%
    dplyr::mutate(
      overall_mean = mean(value, na.rm = TRUE),
      overall_sd = stats::sd(value, na.rm = TRUE),
      value_z = dplyr::if_else(
        is.finite(overall_sd) & overall_sd > 0,
        (value - overall_mean) / overall_sd,
        NA_real_
      )
    ) %>%
    dplyr::ungroup() %>%
    dplyr::group_by(variable, label, party_n) %>%
    dplyr::summarise(
      mean_z = mean(value_z, na.rm = TRUE),
      .groups = "drop"
    )
  
  groups <- sort(unique(standardized_means$party_n))
  diagonal_df <- purrr::map_dfr(
    utils::combn(groups, 2, simplify = FALSE),
    function(pair_value) {
      a <- pair_value[1]
      b <- pair_value[2]
      
      standardized_means %>%
        dplyr::filter(party_n %in% c(a, b)) %>%
        tidyr::pivot_wider(
          names_from = party_n,
          values_from = mean_z,
          names_prefix = "condition_"
        ) %>%
        dplyr::mutate(
          condition_a = a,
          condition_b = b,
          comparison = paste0(a, " vs ", b),
          x_mean = .data[[paste0("condition_", a)]],
          y_mean = .data[[paste0("condition_", b)]],
          diagonal_deviation = y_mean - x_mean,
          abs_diagonal_deviation = abs(diagonal_deviation)
        )
    }
  )
  
  top_labels <- diagonal_df %>%
    dplyr::group_by(comparison) %>%
    dplyr::slice_max(
      order_by = abs_diagonal_deviation,
      n = 3,
      with_ties = FALSE
    ) %>%
    dplyr::ungroup()
  
  axis_limit <- max(
    abs(c(diagonal_df$x_mean, diagonal_df$y_mean)),
    na.rm = TRUE
  )
  axis_limit <- max(0.10, axis_limit * 1.15)
  
  p_diagonal <- ggplot2::ggplot(
    diagonal_df,
    ggplot2::aes(x = x_mean, y = y_mean)
  ) +
    ggplot2::geom_abline(
      intercept = 0,
      slope = 1,
      linewidth = 0.60,
      linetype = "dashed"
    ) +
    ggplot2::geom_hline(yintercept = 0, linewidth = 0.25) +
    ggplot2::geom_vline(xintercept = 0, linewidth = 0.25) +
    ggplot2::geom_point(shape = 21, fill = "white", size = 2.2) +
    ggplot2::geom_text(
      data = top_labels,
      ggplot2::aes(label = label),
      size = 2.6,
      check_overlap = TRUE,
      vjust = -0.7
    ) +
    ggplot2::facet_wrap(~ comparison, ncol = 3) +
    ggplot2::coord_equal(
      xlim = c(-axis_limit, axis_limit),
      ylim = c(-axis_limit, axis_limit)
    ) +
    ggplot2::labs(
      x = "左側条件の標準化共変量平均",
      y = "右側条件の標準化共変量平均",
      subtitle = paste0(
        study_spec$study_label,
        "：45度線からの乖離による割付バランス診断"
      ),
      caption = "各点は回答者共変量または支持政党・地域のダミー変数。45度線に近いほど条件間の構成が類似。"
    ) +
    ggplot2::theme_bw(base_size = 10.5) +
    ggplot2::theme(
      panel.grid.minor = ggplot2::element_blank(),
      strip.background = ggplot2::element_rect(fill = "white"),
      strip.text = ggplot2::element_text(face = "bold"),
      axis.text = ggplot2::element_text(color = "black")
    )
  
  write_csv_unified(
    diagonal_df,
    paste0(study_spec$study_id, "_assignment_balance_diagonal_data.csv")
  )
  
  save_plot_both(
    paste0(study_spec$study_id, "_assignment_balance_diagonal_plot"),
    p_diagonal,
    width = 11.5,
    height = 7.5
  )
  
  list(
    design = design,
    pairwise_smd = pairwise,
    summary = group_summary,
    love_plot = p_love,
    diagonal_data = diagonal_df,
    diagonal_plot = p_diagonal
  )
}

assignment_balance_results <- purrr::map(
  study_specs,
  make_balance_outputs
)


make_profile_randomization_outputs <- function(study_spec) {
  env <- study_spec$env
  attributes <- env$attr_terms
  
  randomization_long <- env$conjoint_all_m %>%
    dplyr::select(
      ID,
      party_n,
      task,
      profile,
      dplyr::all_of(attributes)
    ) %>%
    tidyr::pivot_longer(
      cols = dplyr::all_of(attributes),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    dplyr::mutate(
      level = as.character(level),
      party_n = as.integer(as.character(party_n))
    ) %>%
    dplyr::filter(!is.na(level), level != "")
  
  frequency <- randomization_long %>%
    dplyr::count(party_n, attribute, level, name = "observed_n") %>%
    dplyr::group_by(party_n, attribute) %>%
    dplyr::mutate(
      total_n = sum(observed_n),
      n_levels = dplyr::n(),
      observed_share = observed_n / total_n,
      expected_share = 1 / n_levels,
      deviation = observed_share - expected_share,
      abs_deviation = abs(deviation)
    ) %>%
    dplyr::ungroup()
  
  uniformity_tests <- frequency %>%
    dplyr::group_by(party_n, attribute) %>%
    dplyr::group_modify(
      ~ {
        test <- suppressWarnings(
          stats::chisq.test(
            x = .x$observed_n,
            p = rep(1 / nrow(.x), nrow(.x))
          )
        )
        tibble::tibble(
          chi_square = unname(test$statistic),
          df = unname(test$parameter),
          p_value = test$p.value,
          max_abs_share_deviation = max(.x$abs_deviation)
        )
      }
    ) %>%
    dplyr::ungroup() %>%
    dplyr::mutate(p_holm = stats::p.adjust(p_value, method = "holm"))
  
  write_csv_unified(
    frequency,
    paste0(study_spec$study_id, "_profile_level_randomization_frequency.csv")
  )
  write_csv_unified(
    uniformity_tests,
    paste0(study_spec$study_id, "_profile_level_randomization_tests.csv")
  )
  
  top_frequency_labels <- frequency %>%
    dplyr::group_by(party_n, attribute) %>%
    dplyr::slice_max(abs_deviation, n = 1, with_ties = FALSE) %>%
    dplyr::ungroup()
  
  p_randomization <- ggplot2::ggplot(
    frequency,
    ggplot2::aes(
      x = expected_share,
      y = observed_share
    )
  ) +
    ggplot2::geom_abline(
      intercept = 0,
      slope = 1,
      linetype = "dashed",
      linewidth = 0.65
    ) +
    ggplot2::geom_point(
      ggplot2::aes(shape = factor(party_n)),
      size = 2.2,
      fill = "white"
    ) +
    ggplot2::geom_text(
      data = top_frequency_labels,
      ggplot2::aes(label = level),
      size = 2.4,
      check_overlap = TRUE,
      vjust = -0.7
    ) +
    ggplot2::facet_wrap(~ attribute, ncol = 3) +
    ggplot2::coord_equal() +
    ggplot2::labs(
      x = "設計上の期待比率",
      y = "観測比率",
      shape = study_spec$condition_label,
      subtitle = paste0(
        study_spec$study_label,
        "：属性水準の観測比率と期待比率"
      ),
      caption = "各点は属性水準×条件。45度線に近いほど属性水準の無作為提示が設計どおり。"
    ) +
    ggplot2::theme_bw(base_size = 10.5) +
    ggplot2::theme(
      panel.grid.minor = ggplot2::element_blank(),
      strip.background = ggplot2::element_rect(fill = "white"),
      strip.text = ggplot2::element_text(face = "bold"),
      legend.position = "bottom",
      axis.text = ggplot2::element_text(color = "black")
    )
  
  save_plot_both(
    paste0(study_spec$study_id, "_profile_randomization_diagonal_plot"),
    p_randomization,
    width = 11,
    height = ifelse(study_spec$study_id == "study3", 7.5, 8.5)
  )
  
  list(
    frequency = frequency,
    uniformity_tests = uniformity_tests,
    plot = p_randomization
  )
}

profile_randomization_results <- purrr::map(
  study_specs,
  make_profile_randomization_outputs
)


# 補遺H関連コード
make_term_label_table <- function(env) {
  if (exists("term_labels", envir = env, inherits = FALSE)) {
    out <- get("term_labels", envir = env)
    required <- c("term", "attribute", "label")
    if (all(required %in% names(out))) {
      return(out %>% dplyr::select(dplyr::any_of(c(required, "order"))))
    }
  }
  
  tibble::tibble(
    term = character(),
    attribute = character(),
    label = character(),
    order = integer()
  )
}

run_support_amce_heterogeneity <- function(study_spec) {
  env <- study_spec$env
  study_id <- study_spec$study_id
  study_label <- study_spec$study_label
  out_dir <- file.path(unified_output_dir, paste0(study_id, "_party_support"))
  dir.create(out_dir, showWarnings = FALSE, recursive = TRUE)
  
  support_id <- env$covar_id %>%
    dplyr::transmute(
      ID = as.character(ID),
      party_support_h = as.character(party_support_f)
    ) %>%
    dplyr::mutate(
      party_support_h = dplyr::na_if(party_support_h, "欠損・無回答")
    )
  
  dat <- env$conjoint_all_m %>%
    dplyr::mutate(
      ID = as.character(ID),
      party_n = as.integer(as.character(party_n))
    ) %>%
    dplyr::left_join(support_id, by = "ID") %>%
    dplyr::filter(
      !is.na(party_support_h),
      party_support_h != "",
      !party_support_h %in% excluded_support_categories
    )
  
  support_counts <- dat %>%
    dplyr::distinct(ID, party_n, party_support_h) %>%
    dplyr::count(party_support_h, party_n, name = "n_condition") %>%
    dplyr::group_by(party_support_h) %>%
    dplyr::mutate(
      n_total = sum(n_condition),
      min_condition_n = min(n_condition),
      conditions_observed = dplyr::n_distinct(party_n)
    ) %>%
    dplyr::ungroup()
  
  support_totals <- dat %>%
    dplyr::distinct(ID, party_support_h) %>%
    dplyr::count(party_support_h, name = "n_total_distinct")
  
  support_counts <- support_counts %>%
    dplyr::left_join(support_totals, by = "party_support_h") %>%
    dplyr::arrange(dplyr::desc(n_total_distinct), party_support_h)
  
  eligible_groups <- support_counts %>%
    dplyr::distinct(
      party_support_h,
      n_total_distinct,
      min_condition_n,
      conditions_observed
    ) %>%
    dplyr::filter(
      n_total_distinct >= unified_config$min_support_total_n,
      conditions_observed == 4
    ) %>%
    dplyr::pull(party_support_h)
  
  readr::write_csv(
    support_counts,
    file.path(out_dir, "party_support_sample_counts.csv"),
    na = ""
  )
  
  formula_subgroup <- stats::as.formula(
    paste(
      "selected ~",
      paste(env$attr_terms, collapse = " + ")
    )
  )
  
  estimate_one_cell <- function(group_value, n_value) {
    dat_cell <- dat %>%
      dplyr::filter(
        party_support_h == group_value,
        party_n == n_value
      )
    
    n_ids <- dplyr::n_distinct(dat_cell$ID)
    
    if (n_ids < unified_config$min_support_cell_n) {
      return(
        tibble::tibble(
          term = NA_character_,
          estimate = NA_real_,
          std.error = NA_real_,
          statistic = NA_real_,
          p.value = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_,
          party_support_h = group_value,
          party_n = n_value,
          n_ids = n_ids,
          status = "insufficient_cell_n"
        )
      )
    }
    
    model <- tryCatch(
      fixest::feols(
        formula_subgroup,
        data = dat_cell,
        vcov = ~ ID
      ),
      error = function(e) e
    )
    
    if (inherits(model, "error")) {
      return(
        tibble::tibble(
          term = NA_character_,
          estimate = NA_real_,
          std.error = NA_real_,
          statistic = NA_real_,
          p.value = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_,
          party_support_h = group_value,
          party_n = n_value,
          n_ids = n_ids,
          status = paste0("model_error: ", conditionMessage(model))
        )
      )
    }
    
    tidy_fixest_unified(model) %>%
      dplyr::mutate(
        party_support_h = group_value,
        party_n = n_value,
        n_ids = n_ids,
        status = "estimated"
      )
  }
  
  subgroup_coefficients <- purrr::map_dfr(
    eligible_groups,
    function(group_value) {
      purrr::map_dfr(
        2:5,
        ~ estimate_one_cell(group_value, .x)
      )
    }
  )
  
  term_label_table <- make_term_label_table(env)
  
  subgroup_coefficients <- subgroup_coefficients %>%
    dplyr::left_join(term_label_table, by = "term") %>%
    dplyr::mutate(
      attribute = dplyr::coalesce(attribute, "その他"),
      label = dplyr::coalesce(label, term),
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      party_n_label = factor(
        party_n,
        levels = 2:5,
        labels = paste0(2:5, ifelse(study_id == "study3", "選択肢", "政党"))
      )
    )
  
  readr::write_csv(
    subgroup_coefficients,
    file.path(out_dir, "party_support_subgroup_amce_coefficients.csv"),
    na = ""
  )
  
  for (group_value in eligible_groups) {
    plot_dat <- subgroup_coefficients %>%
      dplyr::filter(
        party_support_h == group_value,
        status == "estimated",
        !is.na(term)
      )
    
    if (nrow(plot_dat) == 0) next
    
    label_order <- plot_dat %>%
      dplyr::arrange(attribute, dplyr::coalesce(order, 9999), label) %>%
      dplyr::distinct(label) %>%
      dplyr::pull(label)
    
    plot_dat <- plot_dat %>%
      dplyr::mutate(
        label = factor(label, levels = rev(label_order))
      )
    
    n_group <- support_totals %>%
      dplyr::filter(party_support_h == group_value) %>%
      dplyr::pull(n_total_distinct)
    
    p_group <- ggplot2::ggplot(
      plot_dat,
      ggplot2::aes(
        x = estimate_pp,
        y = label,
        shape = party_n_label
      )
    ) +
      ggplot2::geom_vline(xintercept = 0, linewidth = 0.45) +
      ggplot2::geom_errorbarh(
        ggplot2::aes(
          xmin = conf.low_pp,
          xmax = conf.high_pp
        ),
        height = 0.10,
        position = ggplot2::position_dodge(width = 0.55),
        linewidth = 0.55
      ) +
      ggplot2::geom_point(
        position = ggplot2::position_dodge(width = 0.55),
        size = 2.3,
        fill = "white"
      ) +
      ggplot2::facet_grid(
        attribute ~ .,
        scales = "free_y",
        space = "free_y"
      ) +
      ggplot2::labs(
        x = "選択確率への効果（percentage points）",
        y = NULL,
        shape = study_spec$condition_label,
        subtitle = paste0(
          study_label,
          "：",
          group_value,
          "支持者（n = ",
          scales::comma(n_group),
          "）"
        ),
        caption = paste0(
          "回答者IDでクラスタ化した標準誤差。各条件セルn < ",
          unified_config$min_support_cell_n,
          "は推定しない。"
        )
      ) +
      ggplot2::theme_bw(base_size = 10.5) +
      ggplot2::theme(
        panel.grid.minor = ggplot2::element_blank(),
        strip.background = ggplot2::element_rect(fill = "white"),
        strip.text = ggplot2::element_text(face = "bold"),
        legend.position = "bottom",
        axis.text = ggplot2::element_text(color = "black")
      )
    
    group_index <- match(group_value, eligible_groups)
    file_stub <- paste0(
      study_id,
      "_party_support_amce_",
      sprintf("%02d", group_index),
      "_",
      safe_filename(group_value)
    )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, paste0(file_stub, ".png")),
      plot = p_group,
      width = 10.5,
      height = ifelse(study_id == "study3", 11.5, 10.0),
      dpi = 400,
      bg = "white"
    )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, paste0(file_stub, ".pdf")),
      plot = p_group,
      width = 10.5,
      height = ifelse(study_id == "study3", 11.5, 10.0),
      device = grDevices::cairo_pdf,
      bg = "white"
    )
  }
  
  interaction_models <- list()
  interaction_test_text <- character()
  
  dat_interaction <- dat %>%
    dplyr::filter(party_support_h %in% eligible_groups) %>%
    dplyr::mutate(
      party_support_h = factor(party_support_h)
    )
  
  if ("支持政党なし" %in% levels(dat_interaction$party_support_h)) {
    dat_interaction <- dat_interaction %>%
      dplyr::mutate(
        party_support_h = stats::relevel(
          party_support_h,
          ref = "支持政党なし"
        )
      )
  } else if (nrow(support_totals) > 0) {
    largest_group <- support_totals %>%
      dplyr::filter(party_support_h %in% eligible_groups) %>%
      dplyr::slice_max(n_total_distinct, n = 1, with_ties = FALSE) %>%
      dplyr::pull(party_support_h)
    
    if (length(largest_group) == 1) {
      dat_interaction <- dat_interaction %>%
        dplyr::mutate(
          party_support_h = stats::relevel(
            party_support_h,
            ref = largest_group
          )
        )
    }
  }
  
  formula_interaction <- stats::as.formula(
    paste0(
      "selected ~ party_support_h * (",
      paste(env$attr_terms, collapse = " + "),
      ")"
    )
  )
  
  for (n_value in 2:5) {
    dat_n <- dat_interaction %>% dplyr::filter(party_n == n_value)
    
    model_n <- tryCatch(
      fixest::feols(
        formula_interaction,
        data = dat_n,
        vcov = ~ ID
      ),
      error = function(e) e
    )
    
    interaction_models[[as.character(n_value)]] <- model_n
    
    interaction_test_text <- c(
      interaction_test_text,
      paste0("\n===== ", study_label, ": condition ", n_value, " =====\n")
    )
    
    if (inherits(model_n, "error")) {
      interaction_test_text <- c(
        interaction_test_text,
        paste0("Model error: ", conditionMessage(model_n), "\n")
      )
    } else {
      interaction_test_text <- c(
        interaction_test_text,
        capture.output(summary(model_n)),
        "\n--- Joint Wald test for party-support interaction terms ---\n",
        tryCatch(
          capture.output(
            fixest::wald(
              model_n,
              keep = "party_support_h.*:|:party_support_h"
            )
          ),
          error = function(e) paste0("Wald test error: ", conditionMessage(e))
        )
      )
    }
  }
  
  writeLines(
    interaction_test_text,
    con = file.path(out_dir, "party_support_interaction_models_and_wald_tests.txt")
  )
  
  list(
    support_counts = support_counts,
    eligible_groups = eligible_groups,
    subgroup_coefficients = subgroup_coefficients,
    interaction_models = interaction_models,
    data = dat
  )
}

party_support_amce_results <- purrr::map(
  study_specs,
  run_support_amce_heterogeneity
)

run_support_relative_cue <- function(study_spec, amce_result) {
  env <- study_spec$env
  study_id <- study_spec$study_id
  out_dir <- file.path(unified_output_dir, paste0(study_id, "_party_support"))
  
  dat <- amce_result$data
  eligible_groups <- amce_result$eligible_groups
  
  observed_list <- list()
  interval_list <- list()
  slope_list <- list()
  failure_list <- list()
  
  for (group_index in seq_along(eligible_groups)) {
    group_value <- eligible_groups[group_index]
    dat_group <- dat %>%
      dplyr::filter(party_support_h == group_value)
    
    condition_counts <- dat_group %>%
      dplyr::distinct(ID, party_n) %>%
      dplyr::count(party_n, name = "n_ids")
    
    if (
      !identical(sort(condition_counts$party_n), 2:5) ||
      any(condition_counts$n_ids < unified_config$min_support_cell_n)
    ) {
      failure_list[[group_value]] <- tibble::tibble(
        party_support_h = group_value,
        reason = "Not all four conditions meet the minimum cell size"
      )
      next
    }
    
    prepared <- tryCatch(
      env$prepare_relative_cue_analysis(
        data = dat_group,
        cue_map = env$relative_cue_map
      ),
      error = function(e) e
    )
    
    if (inherits(prepared, "error")) {
      failure_list[[group_value]] <- tibble::tibble(
        party_support_h = group_value,
        reason = conditionMessage(prepared)
      )
      next
    }
    
    observed <- env$estimate_relative_cue_indices(prepared)
    observed_slopes <- env$estimate_relative_cue_slopes(
      observed$cue_importance
    )
    
    observed_list[[group_value]] <- observed$cue_importance %>%
      dplyr::mutate(
        party_support_h = group_value,
        .before = 1
      )
    
    slope_list[[group_value]] <- tibble::tibble(
      party_support_h = group_value,
      statistic = names(observed_slopes),
      estimate = as.numeric(observed_slopes)
    )
    
    B <- unified_config$support_bootstrap_B
    
    if (B > 0) {
      cache_file <- file.path(
        out_dir,
        paste0(
          "support_relative_cue_bootstrap_",
          unified_config$cue_importance_metric_version,
          "_",
          sprintf("%02d", group_index),
          "_B",
          B,
          ".rds"
        )
      )
      
      if (
        file.exists(cache_file) &&
        !unified_config$rerun_support_bootstrap
      ) {
        bootstrap_result <- readRDS(cache_file)
      } else {
        bootstrap_result <- env$run_relative_cue_bootstrap(
          prepared = prepared,
          B = B,
          seed = unified_config$support_bootstrap_seed +
            1000 * match(study_id, names(study_specs)) +
            group_index,
          progress_every = max(0, floor(B / 5))
        )
        saveRDS(bootstrap_result, cache_file)
      }
      
      intervals <- env$summarise_condition_intervals(
        observed_cue_importance = observed$cue_importance,
        bootstrap_condition_results = bootstrap_result$condition_estimates
      ) %>%
        dplyr::mutate(
          party_support_h = group_value,
          .before = 1
        )
      
      slope_inference <- env$summarise_slope_inference(
        observed_slopes = observed_slopes,
        bootstrap_slopes = bootstrap_result$slopes
      ) %>%
        dplyr::mutate(
          party_support_h = group_value,
          .before = 1
        )
      
      interval_list[[group_value]] <- intervals
      slope_list[[paste0(group_value, "_inference")]] <- slope_inference
    }
  }
  
  observed_df <- dplyr::bind_rows(observed_list)
  interval_df <- dplyr::bind_rows(interval_list)
  slope_df <- dplyr::bind_rows(slope_list)
  failures_df <- dplyr::bind_rows(failure_list)
  
  readr::write_csv(
    observed_df,
    file.path(out_dir, "party_support_relative_cue_observed.csv"),
    na = ""
  )
  readr::write_csv(
    interval_df,
    file.path(out_dir, "party_support_relative_cue_intervals.csv"),
    na = ""
  )
  readr::write_csv(
    slope_df,
    file.path(out_dir, "party_support_relative_cue_slopes.csv"),
    na = ""
  )
  readr::write_csv(
    failures_df,
    file.path(out_dir, "party_support_relative_cue_failures.csv"),
    na = ""
  )
  
  if (nrow(interval_df) > 0) {
    plot_df <- interval_df %>%
      dplyr::filter(statistic == "relative_party_weight_pairwise") %>%
      dplyr::mutate(
        estimate_pct = estimate * 100,
        conf_low_pct = conf_low * 100,
        conf_high_pct = conf_high * 100
      )
  } else {
    plot_df <- observed_df %>%
      dplyr::transmute(
        party_support_h,
        party_n,
        estimate_pct = relative_party_weight_pairwise * 100,
        conf_low_pct = NA_real_,
        conf_high_pct = NA_real_
      )
  }
  
  if (nrow(plot_df) > 0) {
    p_relative_support <- ggplot2::ggplot(
      plot_df,
      ggplot2::aes(
        x = party_n,
        y = estimate_pct,
        group = 1
      )
    ) +
      ggplot2::geom_hline(yintercept = 50, linetype = "dashed", linewidth = 0.45) +
      ggplot2::geom_line(linewidth = 0.70) +
      ggplot2::geom_errorbar(
        ggplot2::aes(
          ymin = conf_low_pct,
          ymax = conf_high_pct
        ),
        width = 0.08,
        linewidth = 0.55,
        na.rm = TRUE
      ) +
      ggplot2::geom_point(shape = 21, fill = "white", size = 2.5) +
      ggplot2::facet_wrap(~ party_support_h, ncol = 3) +
      ggplot2::scale_x_continuous(
        breaks = 2:5,
        labels = paste0(2:5, ifelse(study_id == "study3", "選択肢", "政党"))
      ) +
      ggplot2::scale_y_continuous(
        labels = function(x) paste0(x, "%"),
        breaks = scales::pretty_breaks(n = 6)
      ) +
      ggplot2::labs(
        x = study_spec$condition_label,
        y = "政党手がかりの相対比重",
        subtitle = paste0(
          study_spec$study_label,
          "：支持政党別の政党手がかり相対比重"
        ),
        caption = paste0(
          "各属性内の限界平均の平均絶対ペア差に基づく。",
          ifelse(
            unified_config$support_bootstrap_B > 0,
            paste0(
              "95%信頼区間は回答者クラスタ・ブートストラップ（B = ",
              unified_config$support_bootstrap_B,
              "）。"
            ),
            "信頼区間は未計算。"
          )
        )
      ) +
      ggplot2::theme_bw(base_size = 10.5) +
      ggplot2::theme(
        panel.grid.minor = ggplot2::element_blank(),
        strip.background = ggplot2::element_rect(fill = "white"),
        strip.text = ggplot2::element_text(face = "bold"),
        axis.text = ggplot2::element_text(color = "black")
      )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, "party_support_relative_cue_weight.png"),
      plot = p_relative_support,
      width = 11.5,
      height = max(7.0, 2.6 * ceiling(dplyr::n_distinct(plot_df$party_support_h) / 3)),
      dpi = 400,
      bg = "white"
    )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, "party_support_relative_cue_weight.pdf"),
      plot = p_relative_support,
      width = 11.5,
      height = max(7.0, 2.6 * ceiling(dplyr::n_distinct(plot_df$party_support_h) / 3)),
      device = grDevices::cairo_pdf,
      bg = "white"
    )
  } else {
    p_relative_support <- NULL
  }
  
  list(
    observed = observed_df,
    intervals = interval_df,
    slopes = slope_df,
    failures = failures_df,
    plot = p_relative_support
  )
}

party_support_relative_cue_results <- purrr::map2(
  study_specs,
  party_support_amce_results,
  run_support_relative_cue
)


# 補遺I関連コード
extract_cue_slope_inference <- function(study_spec) {
  env <- study_spec$env
  
  env$relative_cue_slope_inference %>%
    dplyr::mutate(
      study_id = study_spec$study_id,
      study_label = study_spec$study_label,
      .before = 1
    )
}

cue_slope_inference_all <- purrr::map_dfr(
  study_specs,
  extract_cue_slope_inference
) %>%
  dplyr::mutate(
    statistic_label = dplyr::recode(
      statistic,
      party_importance_pairwise = "政党の手がかりの未調整重要度",
      economic_importance_pairwise = "経済の手がかりの未調整重要度",
      party_importance_pairwise_adjusted =
        "政党の手がかりの選択肢数調整済み重要度",
      economic_importance_pairwise_adjusted =
        "経済の手がかりの選択肢数調整済み重要度",
      relative_party_weight_pairwise = "政党の手がかりの相対比重"
    ),
    metric_scale = dplyr::case_when(
      statistic %in% c(
        "party_importance_pairwise_adjusted",
        "economic_importance_pairwise_adjusted"
      ) ~ "choice_set_adjusted_baseline_relative",
      statistic == "relative_party_weight_pairwise" ~
        "relative_share",
      TRUE ~ "unadjusted_probability_difference"
    ),
    estimate_pp_per_option = estimate * 100,
    conf_low_pp_per_option = conf_low * 100,
    conf_high_pp_per_option = conf_high * 100
  )

write_csv_unified(
  cue_slope_inference_all,
  "cue_importance_linear_slope_all_studies.csv"
)

choice_set_adjusted_slope_summary <- cue_slope_inference_all %>%
  dplyr::filter(
    statistic %in% c(
      "party_importance_pairwise_adjusted",
      "economic_importance_pairwise_adjusted"
    )
  ) %>%
  dplyr::mutate(
    cue_family = dplyr::recode(
      statistic,
      party_importance_pairwise_adjusted =
        "政党・政党名手がかり",
      economic_importance_pairwise_adjusted =
        "経済手がかり"
    ),
    estimate_baseline_pct_per_option = estimate * 100,
    conf_low_baseline_pct_per_option = conf_low * 100,
    conf_high_baseline_pct_per_option = conf_high * 100
  )

write_csv_unified(
  choice_set_adjusted_slope_summary,
  "choice_set_adjusted_importance_linear_slopes.csv"
)

hypothesis_map <- tibble::tribble(
  ~study_id, ~hypothesis, ~statistic, ~expected_direction,
  "study1", "H1a（実験1）", "party_importance_pairwise", "positive",
  "study1", "H1b（実験1）", "economic_importance_pairwise", "negative",
  "study2", "H1a（実験2）", "party_importance_pairwise", "positive",
  "study2", "H1b（実験2）", "economic_importance_pairwise", "negative",
  "study3", "H2a（実験3）", "party_importance_pairwise", "positive",
  "study3", "H2b（実験3）", "economic_importance_pairwise", "negative"
)

hypothesis_test_summary <- hypothesis_map %>%
  dplyr::left_join(
    cue_slope_inference_all %>%
      dplyr::select(
        study_id,
        study_label,
        statistic,
        estimate,
        conf_low,
        conf_high,
        p_value_two_sided
      ),
    by = c("study_id", "statistic")
  ) %>%
  dplyr::mutate(
    estimate_in_expected_direction = dplyr::case_when(
      expected_direction == "positive" ~ estimate > 0,
      expected_direction == "negative" ~ estimate < 0,
      TRUE ~ NA
    ),
    ci_excludes_zero_in_expected_direction = dplyr::case_when(
      expected_direction == "positive" ~ conf_low > 0,
      expected_direction == "negative" ~ conf_high < 0,
      TRUE ~ NA
    ),
    conclusion = dplyr::case_when(
      ci_excludes_zero_in_expected_direction ~
        "予測方向で95%信頼区間が0を含まず、統計的に支持",
      estimate_in_expected_direction ~
        "点推定は予測方向だが、95%信頼区間が0を含む",
      TRUE ~
        "点推定が予測方向と一致しない"
    ),
    estimate_pp_per_option = estimate * 100,
    conf_low_pp_per_option = conf_low * 100,
    conf_high_pp_per_option = conf_high * 100,
    hypothesis = factor(
      hypothesis,
      levels = rev(hypothesis_map$hypothesis)
    )
  )

write_csv_unified(
  hypothesis_test_summary,
  "main_hypothesis_linear_trend_tests.csv"
)

p_hypothesis_slopes <- ggplot2::ggplot(
  hypothesis_test_summary,
  ggplot2::aes(
    x = estimate_pp_per_option,
    y = hypothesis,
    shape = expected_direction
  )
) +
  ggplot2::geom_vline(
    xintercept = 0,
    linewidth = 0.45
  ) +
  ggplot2::geom_errorbarh(
    ggplot2::aes(
      xmin = conf_low_pp_per_option,
      xmax = conf_high_pp_per_option
    ),
    height = 0.12,
    linewidth = 0.60
  ) +
  ggplot2::geom_point(
    size = 2.7,
    fill = "white"
  ) +
  ggplot2::scale_shape_manual(
    values = c(
      positive = 21,
      negative = 24
    ),
    labels = c(
      positive = "正の傾向を予測",
      negative = "負の傾向を予測"
    )
  ) +
  ggplot2::labs(
    x = "選択肢が1つ増えるときの重要度の変化（pp）",
    y = NULL,
    shape = NULL,
    caption = paste0(
      "重要度は、同一属性内の全水準ペアについて限界平均の絶対差を求め、",
      "その平均として算出。横線は回答者クラスタ・ブートストラップ95%信頼区間。"
    )
  ) +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(
    panel.grid.minor = ggplot2::element_blank(),
    legend.position = "bottom",
    axis.text = ggplot2::element_text(color = "black")
  )

save_plot_both(
  "fig_supp_hypothesis_linear_trend_tests",
  p_hypothesis_slopes,
  width = 9.5,
  height = 5.8
)

choice_set_adjusted_slope_summary <- choice_set_adjusted_slope_summary %>%
  dplyr::mutate(
    study_cue_label = paste0(
      study_label,
      "：",
      cue_family
    ),
    study_cue_label = factor(
      study_cue_label,
      levels = rev(
        unique(study_cue_label)
      )
    )
  )

p_choice_set_adjusted_slopes <- ggplot2::ggplot(
  choice_set_adjusted_slope_summary,
  ggplot2::aes(
    x = estimate_baseline_pct_per_option,
    y = study_cue_label,
    shape = cue_family
  )
) +
  ggplot2::geom_vline(
    xintercept = 0,
    linewidth = 0.45
  ) +
  ggplot2::geom_errorbarh(
    ggplot2::aes(
      xmin = conf_low_baseline_pct_per_option,
      xmax = conf_high_baseline_pct_per_option
    ),
    height = 0.12,
    linewidth = 0.60
  ) +
  ggplot2::geom_point(
    size = 2.7,
    fill = "white"
  ) +
  ggplot2::scale_shape_manual(
    values = c(
      "政党・政党名手がかり" = 21,
      "経済手がかり" = 24
    )
  ) +
  ggplot2::labs(
    x = paste0(
      "選択肢が1つ増えるときの調整済み重要度の変化",
      "（平均選択確率に対する割合：pp）"
    ),
    y = NULL,
    shape = NULL,
    caption = paste0(
      "調整済み重要度 = 未調整重要度 ÷（1／選択肢数）。",
      "事前登録済み仮説の判定ではなく、記述的・感度分析として示す。"
    )
  ) +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(
    panel.grid.minor = ggplot2::element_blank(),
    legend.position = "bottom",
    axis.text = ggplot2::element_text(color = "black")
  )

save_plot_both(
  "fig_supp_choice_set_adjusted_importance_slopes",
  p_choice_set_adjusted_slopes,
  width = 10.5,
  height = 6.2
)


# 本文コード
run_study3_all_party_match <- function() {
  env <- study3_env
  out_dir <- file.path(unified_output_dir, "study3_party_match_all_parties")
  dir.create(out_dir, showWarnings = FALSE, recursive = TRUE)
  
  dat <- env$conjoint_match %>%
    dplyr::mutate(
      ID = as.character(ID),
      party_n = as.integer(as.character(party_n)),
      support_party_valid = as.character(support_party_valid)
    ) %>%
    dplyr::filter(
      !is.na(support_party_valid),
      support_party_valid != ""
    )
  
  support_cell_counts <- dat %>%
    dplyr::distinct(ID, support_party_valid, party_n) %>%
    dplyr::count(
      support_party_valid,
      party_n,
      name = "n_respondents"
    ) %>%
    tidyr::complete(
      support_party_valid,
      party_n = 2:5,
      fill = list(n_respondents = 0L)
    ) %>%
    dplyr::group_by(support_party_valid) %>%
    dplyr::mutate(
      n_total = sum(n_respondents),
      min_cell_n = min(n_respondents),
      all_four_conditions = all(n_respondents > 0)
    ) %>%
    dplyr::ungroup()
  
  eligible_parties <- support_cell_counts %>%
    dplyr::distinct(
      support_party_valid,
      n_total,
      min_cell_n,
      all_four_conditions
    ) %>%
    dplyr::filter(
      n_total >= unified_config$min_support_total_n,
      min_cell_n >= unified_config$min_support_cell_n,
      all_four_conditions
    ) %>%
    dplyr::arrange(dplyr::desc(n_total)) %>%
    dplyr::pull(support_party_valid)
  
  readr::write_csv(
    support_cell_counts,
    file.path(out_dir, "party_match_all_party_sample_counts.csv"),
    na = ""
  )
  
  formula_cell <- stats::as.formula(
    paste(
      "selected ~",
      paste(
        c(
          "party_match",
          env$economic_attr_terms
        ),
        collapse = " + "
      )
    )
  )
  
  estimate_cell <- function(group_value, n_value) {
    dat_cell <- dat %>%
      dplyr::filter(
        support_party_valid == group_value,
        party_n == n_value
      )
    
    n_ids <- dplyr::n_distinct(dat_cell$ID)
    
    if (n_ids < unified_config$min_support_cell_n) {
      return(
        tibble::tibble(
          support_party_valid = group_value,
          party_n = n_value,
          n_ids = n_ids,
          estimate = NA_real_,
          std.error = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_,
          p.value = NA_real_,
          status = "insufficient_cell_n"
        )
      )
    }
    
    model <- tryCatch(
      fixest::feols(
        formula_cell,
        data = dat_cell,
        vcov = ~ ID
      ),
      error = function(e) e
    )
    
    if (inherits(model, "error")) {
      return(
        tibble::tibble(
          support_party_valid = group_value,
          party_n = n_value,
          n_ids = n_ids,
          estimate = NA_real_,
          std.error = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_,
          p.value = NA_real_,
          status = paste0("model_error: ", conditionMessage(model))
        )
      )
    }
    
    tidy_fixest_unified(model) %>%
      dplyr::filter(term == "party_match") %>%
      dplyr::transmute(
        support_party_valid = group_value,
        party_n = n_value,
        n_ids = n_ids,
        estimate,
        std.error,
        conf.low,
        conf.high,
        p.value,
        status = "estimated"
      )
  }
  
  cell_coefficients <- purrr::map_dfr(
    eligible_parties,
    function(group_value) {
      purrr::map_dfr(
        2:5,
        ~ estimate_cell(group_value, .x)
      )
    }
  ) %>%
    dplyr::mutate(
      estimate_pp = estimate * 100,
      conf.low_pp = conf.low * 100,
      conf.high_pp = conf.high * 100,
      party_n_label = factor(
        party_n,
        levels = 2:5,
        labels = paste0(2:5, "選択肢")
      ),
      main_text_party = support_party_valid %in% c(
        "自由民主党",
        "中道改革連合",
        "立憲民主党",
        "参政党"
      )
    )
  
  readr::write_csv(
    cell_coefficients,
    file.path(out_dir, "party_match_all_party_coefficients.csv"),
    na = ""
  )
  
  estimate_trend <- function(group_value) {
    dat_group <- dat %>%
      dplyr::filter(support_party_valid == group_value) %>%
      dplyr::mutate(
        party_n_f_heterogeneity = factor(
          party_n,
          levels = 2:5
        ),
        party_n_c_heterogeneity = party_n - 2
      )
    
    formula_trend <- stats::as.formula(
      paste(
        "selected ~ party_n_f_heterogeneity + party_match +",
        "party_match:party_n_c_heterogeneity +",
        paste(env$economic_attr_terms, collapse = " + ")
      )
    )
    
    model <- tryCatch(
      fixest::feols(
        formula_trend,
        data = dat_group,
        vcov = ~ ID
      ),
      error = function(e) e
    )
    
    if (inherits(model, "error")) {
      return(
        tibble::tibble(
          support_party_valid = group_value,
          term = "party_match:party_n_c_heterogeneity",
          estimate = NA_real_,
          std.error = NA_real_,
          conf.low = NA_real_,
          conf.high = NA_real_,
          p.value = NA_real_,
          status = paste0("model_error: ", conditionMessage(model))
        )
      )
    }
    
    tidy_fixest_unified(model) %>%
      dplyr::filter(
        stringr::str_detect(
          term,
          "party_match:party_n_c_heterogeneity|party_n_c_heterogeneity:party_match"
        )
      ) %>%
      dplyr::mutate(
        support_party_valid = group_value,
        status = "estimated",
        .before = 1
      )
  }
  
  trend_coefficients <- purrr::map_dfr(
    eligible_parties,
    estimate_trend
  ) %>%
    dplyr::mutate(
      estimate_pp_per_option = estimate * 100,
      conf.low_pp_per_option = conf.low * 100,
      conf.high_pp_per_option = conf.high * 100
    )
  
  readr::write_csv(
    trend_coefficients,
    file.path(out_dir, "party_match_all_party_linear_trends.csv"),
    na = ""
  )
  
  plot_df <- cell_coefficients %>%
    dplyr::filter(
      status == "estimated",
      is.finite(estimate_pp)
    ) %>%
    dplyr::mutate(
      support_party_valid = factor(
        support_party_valid,
        levels = eligible_parties
      )
    )
  
  if (nrow(plot_df) > 0) {
    p_all_party_match <- ggplot2::ggplot(
      plot_df,
      ggplot2::aes(
        x = party_n,
        y = estimate_pp,
        group = 1
      )
    ) +
      ggplot2::geom_hline(
        yintercept = 0,
        linewidth = 0.40
      ) +
      ggplot2::geom_line(
        linewidth = 0.65
      ) +
      ggplot2::geom_errorbar(
        ggplot2::aes(
          ymin = conf.low_pp,
          ymax = conf.high_pp
        ),
        width = 0.08,
        linewidth = 0.55
      ) +
      ggplot2::geom_point(
        shape = 21,
        fill = "white",
        size = 2.4
      ) +
      ggplot2::facet_wrap(
        ~ support_party_valid,
        ncol = 3
      ) +
      ggplot2::scale_x_continuous(
        breaks = 2:5,
        labels = paste0(2:5, "選択肢")
      ) +
      ggplot2::labs(
        x = "提示される選択肢数",
        y = "支持政党と提示政党名の一致効果（pp）",
        caption = paste0(
          "各支持政党サブグループ内で selected ~ party_match + 経済属性を推定。",
          "標準誤差は回答者IDでクラスタ化。"
        )
      ) +
      ggplot2::theme_bw(base_size = 10.5) +
      ggplot2::theme(
        panel.grid.minor = ggplot2::element_blank(),
        strip.background = ggplot2::element_rect(fill = "white"),
        strip.text = ggplot2::element_text(face = "bold"),
        axis.text = ggplot2::element_text(color = "black")
      )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, "party_match_all_parties.png"),
      plot = p_all_party_match,
      width = 11.5,
      height = max(
        7.0,
        2.7 * ceiling(length(eligible_parties) / 3)
      ),
      dpi = 400,
      bg = "white"
    )
    
    ggplot2::ggsave(
      filename = file.path(out_dir, "party_match_all_parties.pdf"),
      plot = p_all_party_match,
      width = 11.5,
      height = max(
        7.0,
        2.7 * ceiling(length(eligible_parties) / 3)
      ),
      device = grDevices::cairo_pdf,
      bg = "white"
    )
  } else {
    p_all_party_match <- NULL
  }
  
  list(
    sample_counts = support_cell_counts,
    eligible_parties = eligible_parties,
    coefficients = cell_coefficients,
    trends = trend_coefficients,
    plot = p_all_party_match
  )
}

study3_all_party_match_results <- run_study3_all_party_match()


extract_cross_study_relative_weight <- function(study_spec) {
  env <- study_spec$env
  
  env$relative_cue_condition_intervals %>%
    dplyr::filter(
      statistic == "relative_party_weight_pairwise"
    ) %>%
    dplyr::transmute(
      study_id = study_spec$study_id,
      study_label = study_spec$study_label,
      party_n,
      estimate,
      conf_low,
      conf_high
    )
}

cross_study_relative_weight <- purrr::map_dfr(
  study_specs,
  extract_cross_study_relative_weight
) %>%
  dplyr::mutate(
    estimate_pct = estimate * 100,
    conf_low_pct = conf_low * 100,
    conf_high_pct = conf_high * 100,
    study_label = factor(
      study_label,
      levels = vapply(
        study_specs,
        `[[`,
        character(1),
        "study_label"
      )
    )
  )

write_csv_unified(
  cross_study_relative_weight,
  "cross_study_relative_party_weight.csv"
)

p_cross_study_relative <- ggplot2::ggplot(
  cross_study_relative_weight,
  ggplot2::aes(
    x = party_n,
    y = estimate_pct,
    linetype = study_label,
    shape = study_label,
    group = study_label
  )
) +
  ggplot2::geom_hline(
    yintercept = 50,
    linetype = "dotted",
    linewidth = 0.45
  ) +
  ggplot2::geom_line(
    linewidth = 0.80
  ) +
  ggplot2::geom_errorbar(
    ggplot2::aes(
      ymin = conf_low_pct,
      ymax = conf_high_pct
    ),
    width = 0.07,
    linewidth = 0.60,
    position = ggplot2::position_dodge(width = 0.08)
  ) +
  ggplot2::geom_point(
    size = 2.7,
    fill = "white",
    position = ggplot2::position_dodge(width = 0.08)
  ) +
  ggplot2::scale_x_continuous(
    breaks = 2:5,
    labels = paste0(2:5, "選択肢")
  ) +
  ggplot2::scale_y_continuous(
    labels = function(x) paste0(x, "%"),
    breaks = scales::pretty_breaks(n = 6)
  ) +
  ggplot2::labs(
    x = "提示される選択肢数",
    y = "政党の手がかりの相対比重",
    linetype = NULL,
    shape = NULL,
    caption = paste0(
      "限界平均の平均絶対ペア差に基づく。",
      "エラーバーは回答者クラスタ・ブートストラップ95%信頼区間。"
    )
  ) +
  ggplot2::theme_bw(base_size = 11.5) +
  ggplot2::theme(
    panel.grid.minor = ggplot2::element_blank(),
    legend.position = "bottom",
    axis.text = ggplot2::element_text(color = "black")
  )

save_plot_both(
  "fig_supp_cross_study_relative_party_weight",
  p_cross_study_relative,
  width = 9.5,
  height = 6.0
)


# 出力整理コード
main_text_figure_manifest <- tibble::tribble(
  ~figure_number, ~study, ~analysis, ~file_png, ~file_pdf,
  "Figure 4", "Study 1", "共変量調整済みAMCE",
  file.path(unified_config$study1$output_dir, "amce_cov_facet_model.png"),
  NA_character_,
  "Figure 5", "Study 1", "政党・経済手がかりの重要度と相対比重",
  file.path(unified_config$study1$output_dir, "fig_study1_relative_cue_weight_jp_bw.png"),
  file.path(unified_config$study1$output_dir, "fig_study1_relative_cue_weight_jp_bw.pdf"),
  "Figure 6", "Study 2", "共変量調整済みAMCE",
  file.path(unified_config$study2$output_dir, "amce_cov_facet_model.png"),
  NA_character_,
  "Figure 7", "Study 2", "政党・経済手がかりの重要度と相対比重",
  file.path(unified_config$study2$output_dir, "fig_study2_relative_cue_weight_jp_bw.png"),
  file.path(unified_config$study2$output_dir, "fig_study2_relative_cue_weight_jp_bw.pdf"),
  "Figure 8", "Study 3", "共変量調整済みAMCE",
  file.path(unified_config$study3$output_dir, "amce_cov_facet_model.png"),
  NA_character_,
  "Figure 9", "Study 3", "政党名・経済手がかりの重要度と相対比重",
  file.path(unified_config$study3$output_dir, "fig_study3_relative_cue_weight_jp_bw.png"),
  file.path(unified_config$study3$output_dir, "fig_study3_relative_cue_weight_jp_bw.pdf"),
  "Figure 10", "Study 3", "支持政党と提示政党名の一致効果",
  file.path(unified_config$study3$output_dir, "party_match_effect_combined.png"),
  NA_character_
)

write_csv_unified(
  main_text_figure_manifest,
  "main_text_figure_reproduction_manifest.csv"
)

supplement_figure_manifest <- tibble::tribble(
  ~section, ~study, ~analysis, ~file_png,
  "B", "Study 1", "回答者割付バランス：Love plot",
  file.path(unified_output_dir, "study1_assignment_balance_love_plot.png"),
  "B", "Study 2", "回答者割付バランス：Love plot",
  file.path(unified_output_dir, "study2_assignment_balance_love_plot.png"),
  "B", "Study 3", "回答者割付バランス：Love plot",
  file.path(unified_output_dir, "study3_assignment_balance_love_plot.png"),
  "B", "Study 1", "回答者割付バランス：45度線診断",
  file.path(unified_output_dir, "study1_assignment_balance_diagonal_plot.png"),
  "B", "Study 2", "回答者割付バランス：45度線診断",
  file.path(unified_output_dir, "study2_assignment_balance_diagonal_plot.png"),
  "B", "Study 3", "回答者割付バランス：45度線診断",
  file.path(unified_output_dir, "study3_assignment_balance_diagonal_plot.png"),
  "B", "Study 1", "属性水準の観測比率対期待比率",
  file.path(unified_output_dir, "study1_profile_randomization_diagonal_plot.png"),
  "B", "Study 2", "属性水準の観測比率対期待比率",
  file.path(unified_output_dir, "study2_profile_randomization_diagonal_plot.png"),
  "B", "Study 3", "属性水準の観測比率対期待比率",
  file.path(unified_output_dir, "study3_profile_randomization_diagonal_plot.png"),
  "C", "Study 1–3", "H1a/H1b/H2a/H2bの線形傾向検定",
  file.path(unified_output_dir, "fig_supp_hypothesis_linear_trend_tests.png"),
  "C", "Study 1–3", "選択肢数調整済み重要度の線形傾向",
  file.path(unified_output_dir, "fig_supp_choice_set_adjusted_importance_slopes.png"),
  "C", "Study 1", "未調整・選択肢数調整済み重要度・相対比重",
  file.path(
    unified_config$study1$output_dir,
    "fig_study1_relative_cue_weight_choice_set_adjusted_jp_bw.png"
  ),
  "C", "Study 2", "未調整・選択肢数調整済み重要度・相対比重",
  file.path(
    unified_config$study2$output_dir,
    "fig_study2_relative_cue_weight_choice_set_adjusted_jp_bw.png"
  ),
  "C", "Study 3", "未調整・選択肢数調整済み重要度・相対比重",
  file.path(
    unified_config$study3$output_dir,
    "fig_study3_relative_cue_weight_choice_set_adjusted_jp_bw.png"
  ),
  "F", "Study 1–3", "政党手がかり相対比重の横断比較",
  file.path(unified_output_dir, "fig_supp_cross_study_relative_party_weight.png"),
  "G", "Study 3", "全ての十分な標本をもつ支持政党の一致効果",
  file.path(
    unified_output_dir,
    "study3_party_match_all_parties",
    "party_match_all_parties.png"
  ),
  "G", "Study 1–3", "支持政党別AMCE・相対比重",
  file.path(unified_output_dir, "<study>_party_support")
)

write_csv_unified(
  supplement_figure_manifest,
  "supplement_figure_manifest.csv"
)

supplement_section_manifest <- tibble::tribble(
  ~section, ~title, ~placement_logic, ~core_outputs,
  "A", "調査設計・質問文・標本構築",
  "読者が3実験の相違と分析対象者の形成を先に確認できるようにする。",
  "調査フロー、属性・水準、質問文、sample_flow、条件別n、欠損集計",
  "B", "無作為割付・属性提示・データ品質の診断",
  "推定結果より前に、処置条件とコンジョイント属性の無作為化が機能したことを示す。",
  "条件別共変量表、全6条件ペアのSMD、Love plot、45度線図、属性水準の観測対期待比率",
  "C", "推定量・相対比重・仮説検定",
  "本文の式(1)(2)とH1a/H1b/H2a/H2bの判定方法を一か所に集約する。",
  paste0(
    "AMCE、限界平均、平均絶対ペア差、選択肢数調整済み重要度、",
    "相対比重、ブートストラップ、線形傾向統合表"
  ),
  "D", "実験1（2023年）の完全な結果",
  "本文図4・5の再現後に、補助分析を同じ実験内でまとめる。",
  "調整済み・未調整AMCE、交互作用、ヒートマップ、条件付きロジット、相対比重傾向",
  "E", "実験2（2026年）と2023–2026年比較",
  "実験1の再現性と時点間変化を連続して読めるようにする。",
  "調整済み・未調整AMCE、交互作用、ヒートマップ、条件付きロジット、相対比重傾向、時点比較",
  "F", "実験3（2026年）の完全な結果",
  "具体的政党名の分析と、本文図8・9・10の追加推定をまとめる。",
  "AMCE、カテゴリカル・線形トレンド、条件付きロジット、相対比重、一致効果",
  "G", "政党支持による異質性",
  "本文の党派性メカニズムに直結するため、頑健性分析から独立させる。",
  "支持政党別AMCE、支持政党×属性Wald検定、支持政党別相対比重、全政党一致効果",
  "H", "除外基準・推定法・標本定義に関する感度分析",
  "主要結論が分析上の選択に依存しないかを最後に確認する。",
  "注意・操作確認、完全5課題、共変量なし、条件付きロジット、代替標本",
  "I", "再現性情報",
  "全ての分析後に、再現に必要な技術情報をまとめる。",
  "ファイル一覧、乱数シード、ブートストラップ回数、パッケージ、sessionInfo"
)

write_csv_unified(
  supplement_section_manifest,
  "supplement_section_manifest.csv"
)

saveRDS(
  list(
    config = unified_config,
    assignment_balance = assignment_balance_results,
    profile_randomization = profile_randomization_results,
    cue_slope_inference = cue_slope_inference_all,
    choice_set_adjusted_slope_summary =
      choice_set_adjusted_slope_summary,
    choice_set_adjusted_slope_plot =
      p_choice_set_adjusted_slopes,
    hypothesis_tests = hypothesis_test_summary,
    party_support_amce = party_support_amce_results,
    party_support_relative_cue = party_support_relative_cue_results,
    study3_all_party_match = study3_all_party_match_results,
    cross_study_relative_weight = cross_study_relative_weight,
    cross_study_relative_plot = p_cross_study_relative,
    main_text_figure_manifest = main_text_figure_manifest,
    supplement_figure_manifest = supplement_figure_manifest,
    supplement_section_manifest = supplement_section_manifest
  ),
  file = file.path(
    unified_output_dir,
    "unified_supplement_objects.rds"
  )
)

capture.output(
  sessionInfo(),
  file = file.path(
    unified_output_dir,
    "sessionInfo_unified.txt"
  )
)

cat(
  "\n3実験の本文図再現・補遺分析・支持政党別異質性分析が完了しました。\n",
  "統合出力先: ",
  normalizePath(unified_output_dir),
  "\n",
  sep = ""
)


final_output_root <- unified_config$output_root

final_dirs <- list(
  main_figures = file.path(final_output_root, "main_text", "figures"),
  main_tables = file.path(final_output_root, "main_text", "tables"),
  supplement_root = file.path(final_output_root, "supplement"),
  supplement_cross = file.path(final_output_root, "supplement", "cross_study"),
  diagnostics_root = file.path(final_output_root, "diagnostics"),
  model_objects_root = file.path(final_output_root, "model_objects"),
  logs = file.path(final_output_root, "logs")
)

invisible(
  lapply(
    final_dirs,
    dir.create,
    showWarnings = FALSE,
    recursive = TRUE
  )
)

for (study_id in names(study_specs)) {
  for (subdir in c("figures", "tables_csv", "tables_tex")) {
    dir.create(
      file.path(final_dirs$supplement_root, study_id, subdir),
      showWarnings = FALSE,
      recursive = TRUE
    )
  }
  for (subdir in c("screening", "balance", "randomization")) {
    dir.create(
      file.path(final_dirs$diagnostics_root, study_id, subdir),
      showWarnings = FALSE,
      recursive = TRUE
    )
  }
  dir.create(
    file.path(final_dirs$model_objects_root, study_id),
    showWarnings = FALSE,
    recursive = TRUE
  )
}

for (subdir in c("figures", "tables_csv", "tables_tex")) {
  dir.create(
    file.path(final_dirs$supplement_cross, subdir),
    showWarnings = FALSE,
    recursive = TRUE
  )
}


copy_file_if_exists <- function(source, destination) {
  if (is.na(source) || !nzchar(source) || !file.exists(source)) {
    return(FALSE)
  }
  dir.create(dirname(destination), showWarnings = FALSE, recursive = TRUE)
  isTRUE(file.copy(source, destination, overwrite = TRUE, copy.mode = TRUE))
}

copy_files_by_pattern <- function(source_dir, destination_dir, pattern) {
  if (!dir.exists(source_dir)) {
    return(character())
  }
  files <- list.files(
    source_dir,
    pattern = pattern,
    full.names = TRUE,
    recursive = TRUE,
    ignore.case = TRUE
  )
  if (length(files) == 0) {
    return(character())
  }
  dir.create(destination_dir, showWarnings = FALSE, recursive = TRUE)
  destinations <- file.path(destination_dir, basename(files))
  copied <- vapply(
    seq_along(files),
    function(i) copy_file_if_exists(files[i], destinations[i]),
    logical(1)
  )
  destinations[copied]
}

latex_escape <- function(x) {
  x <- as.character(x)
  x[is.na(x)] <- ""

  escape_one <- function(s) {
    chars <- strsplit(s, "", fixed = TRUE)[[1]]

    if (length(chars) == 0L) {
      return("")
    }

    replacement <- c(
      "\\" = "\\textbackslash{}",
      "&"  = "\\&",
      "%"  = "\\%",
      "$"  = "\\$",
      "#"  = "\\#",
      "_"  = "\\_",
      "{"  = "\\{",
      "}"  = "\\}",
      "~"  = "\\textasciitilde{}",
      "^"  = "\\textasciicircum{}"
    )

    out <- vapply(
      chars,
      function(ch) {
        if (ch %in% names(replacement)) {
          unname(replacement[[ch]])
        } else {
          ch
        }
      },
      character(1)
    )

    paste0(out, collapse = "")
  }

  vapply(x, escape_one, character(1), USE.NAMES = FALSE)
}

format_number <- function(x, digits = 3) {
  out <- ifelse(
    is.na(x),
    "",
    formatC(x, format = "f", digits = digits)
  )
  as.character(out)
}

format_integer <- function(x) {
  ifelse(is.na(x), "", scales::comma(as.integer(round(x))))
}

format_p_value <- function(x) {
  dplyr::case_when(
    is.na(x) ~ "",
    x < 0.001 ~ "< .001",
    TRUE ~ sub("^0", "", formatC(x, format = "f", digits = 3))
  )
}

write_latex_longtable <- function(
    data,
    file,
    caption,
    label,
    notes = NULL,
    landscape = ncol(data) >= 7) {
  
  data <- as.data.frame(data, stringsAsFactors = FALSE)
  if (ncol(data) == 0) {
    data <- data.frame(note = "該当する推定結果はありません。")
  }
  
  display <- data
  display[] <- lapply(display, function(x) latex_escape(as.character(x)))
  headers <- latex_escape(names(display))
  
  numeric_column <- vapply(data, is.numeric, logical(1))
  alignment <- paste0(ifelse(numeric_column, "r", "l"), collapse = "")
  
  lines <- character()
  lines <- c(lines, "% Generated automatically by the replication script.")
  if (landscape) {
    lines <- c(lines, "\\begin{landscape}")
  }
  lines <- c(
    lines,
    "\\begingroup",
    "\\small",
    paste0("\\begin{longtable}{", alignment, "}"),
    paste0("\\caption{", latex_escape(caption), "}\\label{", label, "}\\\\"),
    "\\toprule",
    paste(headers, collapse = " & "),
    "\\\\",
    "\\midrule",
    "\\endfirsthead",
    paste0("\\multicolumn{", ncol(display), "}{l}{\\tablename~\\thetable{}（続き）}\\\\"),
    "\\toprule",
    paste(headers, collapse = " & "),
    "\\\\",
    "\\midrule",
    "\\endhead",
    paste0("\\midrule\\multicolumn{", ncol(display), "}{r}{次頁に続く}\\\\"),
    "\\endfoot",
    "\\bottomrule",
    "\\endlastfoot"
  )
  
  if (nrow(display) > 0) {
    row_lines <- apply(
      display,
      1,
      function(row) paste0(paste(row, collapse = " & "), " \\\\")
    )
    lines <- c(lines, row_lines)
  }
  
  lines <- c(lines, "\\end{longtable}")
  if (!is.null(notes) && nzchar(notes)) {
    lines <- c(
      lines,
      "\\vspace{-0.5em}",
      "\\begin{minipage}{\\linewidth}",
      "\\footnotesize",
      paste0("\\textit{注：}", latex_escape(notes)),
      "\\end{minipage}"
    )
  }
  lines <- c(lines, "\\endgroup")
  if (landscape) {
    lines <- c(lines, "\\end{landscape}")
  }
  
  dir.create(dirname(file), showWarnings = FALSE, recursive = TRUE)
  writeLines(lines, con = file, useBytes = TRUE)
  invisible(file)
}

write_csv_and_tex <- function(
    data,
    csv_file,
    tex_file,
    caption,
    label,
    notes = NULL,
    landscape = ncol(data) >= 7) {
  dir.create(dirname(csv_file), showWarnings = FALSE, recursive = TRUE)
  readr::write_csv(data, csv_file, na = "")
  write_latex_longtable(
    data = data,
    file = tex_file,
    caption = caption,
    label = label,
    notes = notes,
    landscape = landscape
  )
  invisible(list(csv = csv_file, tex = tex_file))
}

attribute_label_map <- c(
  policy_position = "政策位置",
  government_status = "与野党地位",
  seats = "議席数",
  party_name = "政党名",
  gdp_growth = "GDP成長率",
  nikkei = "日経平均株価",
  cpi = "消費者物価指数（CPI）",
  unemployment = "失業率"
)

cue_family_label <- c(
  party = "政党の手がかり",
  economic = "経済の手がかり"
)


screening_specs <- list(
  study1 = list(
    initial_consent_var = "Q1.1",
    final_consent_var = study1_env$final_consent_var,
    attention_var = NA_character_,
    attention_answer = NA_character_,
    manipulation_available = FALSE,
    intro_map = NULL
  ),
  study2 = list(
    initial_consent_var = "Q1.1",
    final_consent_var = study2_env$final_consent_var,
    attention_var = study2_env$attention_check_var,
    attention_answer = as.character(study2_env$attention_check_correct),
    manipulation_available = TRUE,
    intro_map = NULL
  ),
  study3 = list(
    initial_consent_var = "Q1.1",
    final_consent_var = study3_env$final_consent_var,
    attention_var = study3_env$attention_check_var,
    attention_answer = as.character(study3_env$attention_check_correct),
    manipulation_available = TRUE,
    intro_map = NULL
  )
)

response_present <- function(x) {
  x <- as.character(x)
  !is.na(x) & stringr::str_squish(x) != ""
}

response_is_code <- function(x, code) {
  x <- stringr::str_squish(as.character(x))
  code <- as.character(code)
  out <- x == code | stringr::str_detect(x, paste0("\\(", code, "\\)$"))
  out[is.na(out)] <- FALSE
  out
}

get_mapped_response <- function(data, assigned_n, map, value_column) {
  result <- rep(NA_character_, nrow(data))
  for (n_value in 2:5) {
    row <- map[map$party_n == n_value, , drop = FALSE]
    if (nrow(row) == 0) next
    variable <- as.character(row[[value_column]][1])
    if (!variable %in% names(data)) next
    take <- !is.na(assigned_n) & assigned_n == n_value
    result[take] <- as.character(data[[variable]][take])
  }
  result
}

infer_assigned_condition <- function(data, choice_map, manipulation_map = NULL, intro_map = NULL) {
  candidate <- matrix(FALSE, nrow = nrow(data), ncol = 4)
  colnames(candidate) <- as.character(2:5)
  
  for (n_value in 2:5) {
    variables <- choice_map$choice_var[choice_map$party_n == n_value]
    if (!is.null(manipulation_map) && nrow(manipulation_map) > 0) {
      variables <- c(
        variables,
        manipulation_map$manipulation_var[manipulation_map$party_n == n_value]
      )
    }
    if (!is.null(intro_map) && as.character(n_value) %in% names(intro_map)) {
      variables <- c(variables, unname(intro_map[as.character(n_value)]))
    }
    variables <- intersect(unique(variables), names(data))
    if (length(variables) > 0) {
      candidate[, as.character(n_value)] <- apply(
        data[, variables, drop = FALSE],
        1,
        function(row) any(response_present(row))
      )
    }
  }
  
  n_candidates <- rowSums(candidate)
  assigned <- rep(NA_integer_, nrow(data))
  single <- n_candidates == 1
  assigned[single] <- as.integer(colnames(candidate)[max.col(candidate[single, , drop = FALSE])])
  
  if (any(n_candidates > 1)) {
    warning("Check")
  }
  assigned
}

build_screening_outputs <- function(study_spec) {
  study_id <- study_spec$study_id
  env <- study_spec$env
  spec <- screening_specs[[study_id]]
  raw <- env$df_header_removed %>%
    dplyr::mutate(ID = as.character(ID)) %>%
    dplyr::distinct(ID, .keep_all = TRUE)
  
  manipulation_map <- if (
    spec$manipulation_available &&
    exists("manipulation_map", envir = env, inherits = FALSE)
  ) {
    get("manipulation_map", envir = env, inherits = FALSE)
  } else {
    NULL
  }
  
  assigned_n <- infer_assigned_condition(
    data = raw,
    choice_map = env$choice_map,
    manipulation_map = manipulation_map,
    intro_map = spec$intro_map
  )
  
  if (exists("id_task_check", envir = env, inherits = FALSE)) {
    analysis_assignment <- get("id_task_check", envir = env, inherits = FALSE) %>%
      dplyr::mutate(
        ID = as.character(ID),
        party_n = as.integer(as.character(party_n))
      ) %>%
      dplyr::group_by(ID) %>%
      dplyr::summarise(
        n_condition_candidates = dplyr::n_distinct(party_n),
        assigned_from_analysis = dplyr::if_else(
          n_condition_candidates == 1L,
          dplyr::first(party_n),
          NA_integer_
        ),
        .groups = "drop"
      )
    
    analysis_match <- match(raw$ID, analysis_assignment$ID)
    use_analysis_assignment <- !is.na(analysis_match) &
      !is.na(analysis_assignment$assigned_from_analysis[analysis_match])
    assigned_n[use_analysis_assignment] <-
      analysis_assignment$assigned_from_analysis[analysis_match[use_analysis_assignment]]
  }
  
  if (exists("valid_ids", envir = env, inherits = FALSE)) {
    final_assignment <- get("valid_ids", envir = env, inherits = FALSE) %>%
      dplyr::mutate(
        ID = as.character(ID),
        party_n = as.integer(as.character(party_n))
      ) %>%
      dplyr::distinct(ID, party_n) %>%
      dplyr::group_by(ID) %>%
      dplyr::summarise(
        n_condition_candidates = dplyr::n_distinct(party_n),
        assigned_from_final = dplyr::if_else(
          n_condition_candidates == 1L,
          dplyr::first(party_n),
          NA_integer_
        ),
        .groups = "drop"
      )
    
    final_match <- match(raw$ID, final_assignment$ID)
    use_final_assignment <- !is.na(final_match) &
      !is.na(final_assignment$assigned_from_final[final_match])
    assigned_n[use_final_assignment] <-
      final_assignment$assigned_from_final[final_match[use_final_assignment]]
  }
  
  initial_response <- if (spec$initial_consent_var %in% names(raw)) {
    raw[[spec$initial_consent_var]]
  } else {
    rep(NA_character_, nrow(raw))
  }
  final_response <- if (spec$final_consent_var %in% names(raw)) {
    raw[[spec$final_consent_var]]
  } else {
    rep(NA_character_, nrow(raw))
  }
  
  task_responses <- lapply(
    1:5,
    function(task_value) {
      task_map <- env$choice_map[env$choice_map$task == task_value, , drop = FALSE]
      get_mapped_response(raw, assigned_n, task_map, "choice_var")
    }
  )
  
  task_pass <- lapply(
    task_responses,
    function(response) {
      parsed <- suppressWarnings(readr::parse_number(as.character(response)))
      !is.na(assigned_n) & !is.na(parsed) & parsed >= 1 & parsed <= assigned_n
    }
  )
  
  if (!is.null(manipulation_map)) {
    manipulation_response <- get_mapped_response(
      raw,
      assigned_n,
      manipulation_map,
      "manipulation_var"
    )
    manipulation_answer <- rep(NA_character_, nrow(raw))
    for (n_value in 2:5) {
      answer <- manipulation_map$correct_answer[manipulation_map$party_n == n_value]
      manipulation_answer[!is.na(assigned_n) & assigned_n == n_value] <- answer[1]
    }
    manipulation_pass <- !is.na(assigned_n) & response_is_code(
      manipulation_response,
      manipulation_answer
    )
  } else {
    manipulation_response <- rep(NA_character_, nrow(raw))
    manipulation_pass <- rep(TRUE, nrow(raw))
  }
  
  if (!is.na(spec$attention_var) && spec$attention_var %in% names(raw)) {
    attention_response <- raw[[spec$attention_var]]
    attention_pass <- response_is_code(attention_response, spec$attention_answer)
  } else {
    attention_response <- rep(NA_character_, nrow(raw))
    attention_pass <- rep(TRUE, nrow(raw))
  }
  
  initial_pass <- response_is_code(initial_response, 1) |
    stringr::str_detect(
      stringr::str_squish(as.character(initial_response)),
      "趣旨に同意して.*協力する"
    )
  final_pass <- response_is_code(final_response, 1) |
    stringr::str_detect(
      stringr::str_squish(as.character(final_response)),
      "同意し.*回答結果を送信する"
    )
  
  final_ids <- as.character(env$valid_ids$ID)
  
  audit <- tibble::tibble(
    ID = raw$ID,
    assigned_condition = assigned_n,
    initial_consent_response = as.character(initial_response),
    initial_consent_pass = initial_pass,
    reached_conjoint_block = !is.na(assigned_n),
    task1_response = as.character(task_responses[[1]]),
    task1_complete = task_pass[[1]],
    task2_response = as.character(task_responses[[2]]),
    task2_complete = task_pass[[2]],
    task3_response = as.character(task_responses[[3]]),
    task3_complete = task_pass[[3]],
    task4_response = as.character(task_responses[[4]]),
    task4_complete = task_pass[[4]],
    task5_response = as.character(task_responses[[5]]),
    task5_complete = task_pass[[5]],
    all_five_tasks_complete = Reduce(`&`, task_pass),
    manipulation_response = as.character(manipulation_response),
    manipulation_check_pass = manipulation_pass,
    attention_response = as.character(attention_response),
    attention_check_pass = attention_pass,
    final_consent_response = as.character(final_response),
    final_consent_pass = final_pass,
    included_in_final_analysis = ID %in% final_ids
  )
  
  cumulative <- rep(TRUE, nrow(audit))
  stage_records <- list()
  add_stage <- function(stage, question_variable, criterion) {
    cumulative <<- cumulative & criterion
    stage_records[[length(stage_records) + 1L]] <<- tibble::tibble(
      stage_order = length(stage_records) + 1L,
      stage = stage,
      question_variable = question_variable,
      n_remaining = sum(cumulative, na.rm = TRUE)
    )
  }
  
  add_stage("Qualtricsの質問文・ImportId行を除外", "ResponseId", rep(TRUE, nrow(audit)))
  add_stage("初回同意", spec$initial_consent_var, audit$initial_consent_pass)
  add_stage("割付されたコンジョイント・ブロックに到達", "Q3.1/Q4.1/Q5.1/Q6.1 または最初の選択課題", audit$reached_conjoint_block)
  for (task_value in 1:5) {
    add_stage(
      paste0("選択課題", task_value, "を有効回答"),
      paste0("条件別 choice task ", task_value),
      audit[[paste0("task", task_value, "_complete")]]
    )
  }
  if (spec$manipulation_available) {
    add_stage(
      "提示された選択肢数を正答",
      "条件別に自動検出した選択肢数確認質問",
      audit$manipulation_check_pass
    )
  }
  if (!is.na(spec$attention_var)) {
    add_stage(
      "イデオロギー行列の指示項目に正答",
      spec$attention_var,
      audit$attention_check_pass
    )
  }
  add_stage("最終送信同意", spec$final_consent_var, audit$final_consent_pass)
  add_stage("最終分析標本", "全基準の積集合", audit$included_in_final_analysis)
  
  flow <- dplyr::bind_rows(stage_records) %>%
    dplyr::mutate(
      n_excluded_at_stage = dplyr::lag(n_remaining, default = dplyr::first(n_remaining)) - n_remaining,
      retention_from_previous_pct = dplyr::if_else(
        dplyr::lag(n_remaining, default = dplyr::first(n_remaining)) > 0,
        100 * n_remaining / dplyr::lag(n_remaining, default = dplyr::first(n_remaining)),
        NA_real_
      ),
      retention_from_initial_pct = 100 * n_remaining / dplyr::first(n_remaining)
    )
  
  condition_flow <- purrr::map_dfr(
    2:5,
    function(n_value) {
      subset_audit <- audit %>% dplyr::filter(assigned_condition == n_value)
      if (nrow(subset_audit) == 0) {
        return(tibble::tibble())
      }
      criteria <- list(
        "割付条件を識別" = rep(TRUE, nrow(subset_audit)),
        "選択課題1" = subset_audit$task1_complete,
        "選択課題2" = subset_audit$task2_complete,
        "選択課題3" = subset_audit$task3_complete,
        "選択課題4" = subset_audit$task4_complete,
        "選択課題5" = subset_audit$task5_complete
      )
      if (spec$manipulation_available) {
        criteria[["選択肢数確認"]] <- subset_audit$manipulation_check_pass
      }
      if (!is.na(spec$attention_var)) {
        criteria[["指示項目"]] <- subset_audit$attention_check_pass
      }
      criteria[["最終送信同意"]] <- subset_audit$final_consent_pass
      criteria[["最終分析標本"]] <- subset_audit$included_in_final_analysis
      
      keep <- rep(TRUE, nrow(subset_audit))
      records <- purrr::imap_dfr(
        criteria,
        function(criterion, stage_name) {
          keep <<- keep & criterion
          tibble::tibble(
            assigned_condition = n_value,
            stage_order = which(names(criteria) == stage_name),
            stage = stage_name,
            n_remaining = sum(keep, na.rm = TRUE)
          )
        }
      )
      records %>%
        dplyr::mutate(
          n_excluded_at_stage = dplyr::lag(n_remaining, default = dplyr::first(n_remaining)) - n_remaining,
          retention_from_condition_start_pct = 100 * n_remaining / dplyr::first(n_remaining)
        )
    }
  )
  
  final_audit <- audit %>% dplyr::filter(included_in_final_analysis)
  required_final <- final_audit$initial_consent_pass &
    final_audit$all_five_tasks_complete &
    final_audit$manipulation_check_pass &
    final_audit$attention_check_pass &
    final_audit$final_consent_pass
  if (!all(required_final)) {
    stop("Check")
  }
  if (nrow(final_audit) != dplyr::n_distinct(env$valid_ids$ID)) {
    stop("Check")
  }
  
  list(audit = audit, flow = flow, condition_flow = condition_flow)
}


make_amce_table <- function(env, adjusted = TRUE) {
  source <- if (adjusted) env$amce_plot_cov else env$amce_plot_nocov
  n_table <- env$n_by_party %>%
    dplyr::transmute(
      party_n_numeric = as.integer(as.character(party_n)),
      respondents = n
    )
  
  source %>%
    dplyr::mutate(
      party_n_numeric = suppressWarnings(readr::parse_number(as.character(party_n)))
    ) %>%
    dplyr::left_join(n_table, by = "party_n_numeric") %>%
    dplyr::transmute(
      `条件` = as.character(party_n),
      `属性` = as.character(attribute),
      `水準（基準水準との差）` = as.character(label),
      `推定値（pp）` = format_number(100 * estimate, 2),
      `標準誤差（pp）` = format_number(100 * std.error, 2),
      `95% CI下限（pp）` = format_number(100 * conf.low, 2),
      `95% CI上限（pp）` = format_number(100 * conf.high, 2),
      `p値` = format_p_value(p.value),
      `回答者数` = format_integer(respondents)
    )
}

make_interaction_table <- function(env) {
  source <- env$interaction_plot_df
  condition_column <- intersect(c("party_n_label", "party_n"), names(source))[1]
  if (is.na(condition_column)) {
    source$condition_label <- ""
  } else {
    source$condition_label <- as.character(source[[condition_column]])
  }
  source %>%
    dplyr::transmute(
      `比較条件` = condition_label,
      `属性` = as.character(attribute),
      `水準` = as.character(label),
      `2選択肢条件との差（pp）` = format_number(100 * estimate, 2),
      `標準誤差（pp）` = format_number(100 * std.error, 2),
      `95% CI下限（pp）` = format_number(100 * conf.low, 2),
      `95% CI上限（pp）` = format_number(100 * conf.high, 2),
      `p値` = format_p_value(p.value)
    )
}

clustered_mean_summary <- function(y, cluster) {
  y <- as.numeric(y)
  cluster <- as.character(cluster)
  keep <- is.finite(y) & !is.na(cluster)
  y <- y[keep]
  cluster <- cluster[keep]
  n <- length(y)
  g <- dplyr::n_distinct(cluster)
  if (n == 0) {
    return(c(estimate = NA_real_, se = NA_real_, low = NA_real_, high = NA_real_, n = 0, g = 0))
  }
  estimate <- mean(y)
  if (g <= 1) {
    se <- NA_real_
  } else {
    cluster_score <- tapply(y - estimate, cluster, sum)
    variance <- (g / (g - 1)) * sum(cluster_score^2) / (n^2)
    se <- sqrt(variance)
  }
  c(
    estimate = estimate,
    se = se,
    low = estimate - 1.96 * se,
    high = estimate + 1.96 * se,
    n = n,
    g = g
  )
}

make_mm_table <- function(env) {
  attributes <- names(env$relative_cue_map)
  long <- env$conjoint_all_m %>%
    dplyr::select(ID, party_n, selected, dplyr::all_of(attributes)) %>%
    tidyr::pivot_longer(
      cols = dplyr::all_of(attributes),
      names_to = "attribute",
      values_to = "level"
    ) %>%
    dplyr::filter(!is.na(level), as.character(level) != "") %>%
    dplyr::mutate(level = as.character(level))
  
  summary <- long %>%
    dplyr::group_by(party_n, attribute, level) %>%
    dplyr::group_modify(
      ~ {
        values <- clustered_mean_summary(.x$selected, .x$ID)
        tibble::tibble(
          marginal_mean = values["estimate"],
          cluster_se = values["se"],
          conf_low = values["low"],
          conf_high = values["high"],
          n_profiles = values["n"],
          n_respondents = values["g"]
        )
      }
    ) %>%
    dplyr::ungroup() %>%
    dplyr::mutate(
      cue_family = unname(env$relative_cue_map[attribute]),
      attribute_label = dplyr::coalesce(unname(attribute_label_map[attribute]), attribute),
      cue_label = dplyr::coalesce(unname(cue_family_label[cue_family]), cue_family)
    )
  
  summary %>%
    dplyr::transmute(
      `条件` = paste0(party_n, ifelse("party_name" %in% attributes, "選択肢", "政党")),
      `手がかり群` = cue_label,
      `属性` = attribute_label,
      `水準` = level,
      `限界平均（%）` = format_number(100 * marginal_mean, 2),
      `クラスタSE（pp）` = format_number(100 * cluster_se, 2),
      `95% CI下限（%）` = format_number(100 * conf_low, 2),
      `95% CI上限（%）` = format_number(100 * conf_high, 2),
      `プロファイル数` = format_integer(n_profiles),
      `回答者数` = format_integer(n_respondents)
    )
}

make_attribute_importance_table <- function(env) {
  source <- env$relative_cue_observed$attribute_importance
  adjusted_col <- intersect(
    c("importance_pairwise_adjusted", "choice_set_adjusted_importance_pairwise"),
    names(source)
  )[1]
  adjusted <- if (!is.na(adjusted_col)) source[[adjusted_col]] else source$party_n * source$importance_pairwise
  
  source %>%
    dplyr::mutate(
      adjusted_value = adjusted,
      attribute_label = dplyr::coalesce(unname(attribute_label_map[attribute]), attribute),
      cue_label = dplyr::coalesce(unname(cue_family_label[cue_family]), cue_family)
    ) %>%
    dplyr::transmute(
      `条件` = party_n,
      `手がかり群` = cue_label,
      `属性` = attribute_label,
      `水準数` = n_levels,
      `未調整重要度（pp）` = format_number(100 * importance_pairwise, 2),
      `選択肢数調整済み重要度（%）` = format_number(100 * adjusted_value, 2)
    )
}

make_cue_importance_table <- function(env) {
  source <- env$relative_cue_condition_intervals
  labels <- c(
    party_importance_pairwise = "政党手がかり：未調整重要度",
    economic_importance_pairwise = "経済手がかり：未調整重要度",
    party_importance_pairwise_adjusted = "政党手がかり：選択肢数調整済み重要度",
    economic_importance_pairwise_adjusted = "経済手がかり：選択肢数調整済み重要度",
    relative_party_weight_pairwise = "政党手がかりの相対比重"
  )
  source <- source %>% dplyr::filter(statistic %in% names(labels))
  source %>%
    dplyr::mutate(
      `指標` = unname(labels[statistic]),
      `単位` = dplyr::case_when(
        statistic %in% c("party_importance_pairwise", "economic_importance_pairwise") ~ "pp",
        TRUE ~ "%"
      ),
      multiplier = 100
    ) %>%
    dplyr::transmute(
      `条件` = party_n,
      `指標` = `指標`,
      `単位` = `単位`,
      `推定値` = format_number(multiplier * estimate, 2),
      `95% CI下限` = format_number(multiplier * conf_low, 2),
      `95% CI上限` = format_number(multiplier * conf_high, 2)
    )
}

make_clogit_table <- function(env) {
  env$clogit_plot_df %>%
    dplyr::transmute(
      `条件` = as.character(party_n),
      `属性` = as.character(attribute),
      `水準（基準水準との差）` = as.character(label),
      `log係数` = format_number(estimate, 3),
      `標準誤差` = format_number(std.error, 3),
      `オッズ比` = format_number(odds_ratio, 3),
      `95% CI下限（OR）` = format_number(odds_ratio_low, 3),
      `95% CI上限（OR）` = format_number(odds_ratio_high, 3),
      `p値` = format_p_value(p.value)
    )
}

make_linear_trend_table <- function(env) {
  if (!exists("linear_trend_plot_df", envir = env, inherits = FALSE)) {
    return(tibble::tibble())
  }
  env$linear_trend_plot_df %>%
    dplyr::transmute(
      `属性` = as.character(attribute),
      `水準` = as.character(label),
      `選択肢が1つ増えるときの変化（pp）` = format_number(100 * estimate, 2),
      `標準誤差（pp）` = format_number(100 * std.error, 2),
      `95% CI下限（pp）` = format_number(100 * conf.low, 2),
      `95% CI上限（pp）` = format_number(100 * conf.high, 2),
      `p値` = format_p_value(p.value)
    )
}

make_party_match_table <- function(env) {
  if (!exists("party_match_coef_df", envir = env, inherits = FALSE)) {
    return(tibble::tibble())
  }
  overall <- env$party_match_coef_df
  subgroup <- if (exists("party_match_subgroup_coef_df", envir = env, inherits = FALSE)) {
    env$party_match_subgroup_coef_df
  } else {
    tibble::tibble()
  }
  combined <- dplyr::bind_rows(overall, subgroup)
  if (!"n_ids" %in% names(combined)) combined$n_ids <- NA_real_
  if (!"support_group_label" %in% names(combined)) combined$support_group_label <- "全体"
  combined %>%
    dplyr::mutate(
      support_group_label = dplyr::coalesce(as.character(support_group_label), "全体"),
      n_ids = suppressWarnings(as.numeric(n_ids))
    ) %>%
    dplyr::transmute(
      `対象` = support_group_label,
      `選択肢数` = party_n,
      `一致効果（pp）` = format_number(100 * estimate, 2),
      `標準誤差（pp）` = format_number(100 * std.error, 2),
      `95% CI下限（pp）` = format_number(100 * conf.low, 2),
      `95% CI上限（pp）` = format_number(100 * conf.high, 2),
      `p値` = format_p_value(p.value),
      `回答者数` = format_integer(n_ids)
    )
}


screening_results <- list()
study_table_paths <- list()

for (study_id in names(study_specs)) {
  spec <- study_specs[[study_id]]
  env <- spec$env
  study_label <- spec$study_label
  csv_dir <- file.path(final_dirs$supplement_root, study_id, "tables_csv")
  tex_dir <- file.path(final_dirs$supplement_root, study_id, "tables_tex")
  diag_screen_dir <- file.path(final_dirs$diagnostics_root, study_id, "screening")
  diag_balance_dir <- file.path(final_dirs$diagnostics_root, study_id, "balance")
  diag_random_dir <- file.path(final_dirs$diagnostics_root, study_id, "randomization")
  
  screening <- build_screening_outputs(spec)
  screening_results[[study_id]] <- screening
  
  readr::write_csv(screening$audit, file.path(diag_screen_dir, "respondent_screening_audit.csv"), na = "")
  readr::write_csv(screening$flow, file.path(diag_screen_dir, "sequential_sample_flow.csv"), na = "")
  readr::write_csv(screening$condition_flow, file.path(diag_screen_dir, "sequential_sample_flow_by_condition.csv"), na = "")
  
  attrition_table <- screening$flow %>%
    dplyr::transmute(
      `順序` = stage_order,
      `段階` = stage,
      `質問・変数` = question_variable,
      `残存N` = format_integer(n_remaining),
      `当該段階での除外N` = format_integer(n_excluded_at_stage),
      `前段階からの残存率（%）` = format_number(retention_from_previous_pct, 1),
      `初期標本からの残存率（%）` = format_number(retention_from_initial_pct, 1)
    )
  
  write_csv_and_tex(
    attrition_table,
    file.path(csv_dir, "table_sample_attrition.csv"),
    file.path(tex_dir, "table_sample_attrition.tex"),
    paste0(study_label, "：質問段階ごとの逐次的な標本減少"),
    paste0("tab:", study_id, "-attrition"),
    notes = paste0(
      "各行は直前までの基準を満たした回答者に次の基準を順に適用した残存数を示す。",
      ifelse(
        study_id == "study1",
        "Study 1では選択肢数確認質問および指示項目は調査票に設けられていない。",
        "最終分析は、選択肢数確認とQ25.1_11の指示項目の双方に正答した回答者に限定した。"
      )
    )
  )
  
  condition_attrition_table <- screening$condition_flow %>%
    dplyr::transmute(
      `条件` = assigned_condition,
      `順序` = stage_order,
      `段階` = stage,
      `残存N` = format_integer(n_remaining),
      `当該段階での除外N` = format_integer(n_excluded_at_stage),
      `条件開始時からの残存率（%）` = format_number(retention_from_condition_start_pct, 1)
    )
  write_csv_and_tex(
    condition_attrition_table,
    file.path(csv_dir, "table_sample_attrition_by_condition.csv"),
    file.path(tex_dir, "table_sample_attrition_by_condition.tex"),
    paste0(study_label, "：条件別の逐次的な標本減少"),
    paste0("tab:", study_id, "-attrition-condition"),
    notes = "条件を回答履歴から識別できた回答者について、各条件内で基準を累積的に適用した。"
  )
  
  manipulation_table <- screening$audit %>%
    dplyr::filter(!is.na(assigned_condition)) %>%
    dplyr::count(
      assigned_condition,
      manipulation_response,
      manipulation_check_pass,
      name = "n"
    ) %>%
    dplyr::transmute(
      `条件` = assigned_condition,
      `回答` = dplyr::coalesce(manipulation_response, "未実施・欠損"),
      `正答` = ifelse(manipulation_check_pass, "正答", "不正答・欠損"),
      `N` = format_integer(n)
    )
  if (study_id == "study1") {
    manipulation_table <- tibble::tibble(
      `条件` = "全条件",
      `回答` = "調査票に選択肢数確認質問なし",
      `正答` = "適用外",
      `N` = ""
    )
  }
  write_csv_and_tex(
    manipulation_table,
    file.path(csv_dir, "table_manipulation_check.csv"),
    file.path(tex_dir, "table_manipulation_check.tex"),
    paste0(study_label, "：選択肢数の操作確認"),
    paste0("tab:", study_id, "-manipulation-check"),
    notes = "Study 2・3では、割り当てられた選択肢数と同じ回答を正答とした。"
  )
  
  attention_table <- screening$audit %>%
    dplyr::count(attention_response, attention_check_pass, name = "n") %>%
    dplyr::transmute(
      `回答` = dplyr::coalesce(attention_response, "未実施・欠損"),
      `判定` = ifelse(attention_check_pass, "正答", "不正答・欠損"),
      `N` = format_integer(n)
    )
  if (study_id == "study1") {
    attention_table <- tibble::tibble(
      `回答` = "調査票に指示項目なし",
      `判定` = "適用外",
      `N` = ""
    )
  }
  write_csv_and_tex(
    attention_table,
    file.path(csv_dir, "table_attention_check.csv"),
    file.path(tex_dir, "table_attention_check.tex"),
    paste0(study_label, "：イデオロギー行列の指示項目"),
    paste0("tab:", study_id, "-attention-check"),
    notes = "Study 2・3では、調査画面上の指示項目で「3」を選択した回答者を正答とした。Qualtricsの保存コードが表示値と異なる場合は、本分析で自動検出された保存コードを用いた。"
  )
  
  amce_cov <- make_amce_table(env, adjusted = TRUE)
  amce_nocov <- make_amce_table(env, adjusted = FALSE)
  interaction <- make_interaction_table(env)
  mm_table <- make_mm_table(env)
  attr_importance <- make_attribute_importance_table(env)
  cue_importance <- make_cue_importance_table(env)
  clogit_table <- make_clogit_table(env)
  linear_trend_table <- make_linear_trend_table(env)
  party_match_table <- make_party_match_table(env)
  
  write_csv_and_tex(
    amce_cov,
    file.path(csv_dir, "table_amce_covariate_adjusted.csv"),
    file.path(tex_dir, "table_amce_covariate_adjusted.tex"),
    paste0(study_label, "：共変量調整済みAMCE"),
    paste0("tab:", study_id, "-amce-adjusted"),
    notes = "推定値の単位はパーセントポイント。標準誤差は回答者単位でクラスタ化した。"
  )
  write_csv_and_tex(
    amce_nocov,
    file.path(csv_dir, "table_amce_unadjusted.csv"),
    file.path(tex_dir, "table_amce_unadjusted.tex"),
    paste0(study_label, "：共変量を含めないAMCE"),
    paste0("tab:", study_id, "-amce-unadjusted"),
    notes = "推定値の単位はパーセントポイント。標準誤差は回答者単位でクラスタ化した。"
  )
  write_csv_and_tex(
    interaction,
    file.path(csv_dir, "table_amce_interaction.csv"),
    file.path(tex_dir, "table_amce_interaction.tex"),
    paste0(study_label, "：2選択肢条件との差を表すAMCE交互作用"),
    paste0("tab:", study_id, "-amce-interaction"),
    notes = "正の値は、当該条件におけるAMCEが2選択肢条件より大きいことを示す。"
  )
  write_csv_and_tex(
    mm_table,
    file.path(csv_dir, "table_marginal_means.csv"),
    file.path(tex_dir, "table_marginal_means.tex"),
    paste0(study_label, "：属性水準別の限界平均（MM）"),
    paste0("tab:", study_id, "-marginal-means"),
    notes = "限界平均は当該水準をもつプロファイルの平均選択確率。SEと信頼区間は回答者クラスタに対応した切片のみの線形確率モデルと同値の計算による。"
  )
  write_csv_and_tex(
    attr_importance,
    file.path(csv_dir, "table_attribute_importance.csv"),
    file.path(tex_dir, "table_attribute_importance.tex"),
    paste0(study_label, "：属性別の未調整・選択肢数調整済み重要度"),
    paste0("tab:", study_id, "-attribute-importance"),
    notes = "未調整重要度は限界平均の全水準ペアの絶対差の平均。調整済み重要度は未調整重要度を1／選択肢数で除した。"
  )
  write_csv_and_tex(
    cue_importance,
    file.path(csv_dir, "table_cue_importance.csv"),
    file.path(tex_dir, "table_cue_importance.tex"),
    paste0(study_label, "：政党・経済手がかりの重要度と相対比重"),
    paste0("tab:", study_id, "-cue-importance"),
    notes = "95%信頼区間は条件内で回答者を復元抽出するクラスタ・ブートストラップによる。"
  )
  write_csv_and_tex(
    clogit_table,
    file.path(csv_dir, "table_conditional_logit.csv"),
    file.path(tex_dir, "table_conditional_logit.tex"),
    paste0(study_label, "：条件付きロジット推定"),
    paste0("tab:", study_id, "-conditional-logit"),
    notes = "各選択課題をstratumとするMcFadden型条件付きロジット。標準誤差は回答者単位でクラスタ化した。"
  )
  
  if (nrow(linear_trend_table) > 0) {
    write_csv_and_tex(
      linear_trend_table,
      file.path(csv_dir, "table_amce_linear_trend.csv"),
      file.path(tex_dir, "table_amce_linear_trend.tex"),
      paste0(study_label, "：選択肢数に対するAMCEの線形トレンド"),
      paste0("tab:", study_id, "-amce-linear-trend"),
      notes = "係数は選択肢数が1つ増えたときのAMCEの変化をパーセントポイントで示す。"
    )
  }
  
  if (nrow(party_match_table) > 0) {
    write_csv_and_tex(
      party_match_table,
      file.path(csv_dir, "table_party_match.csv"),
      file.path(tex_dir, "table_party_match.tex"),
      paste0(study_label, "：支持政党と提示政党名の一致効果"),
      paste0("tab:", study_id, "-party-match"),
      notes = "一致効果は、回答者の支持政党と提示された政党名が一致することによる選択確率差。"
    )
  }
  
  balance <- assignment_balance_results[[study_id]]
  balance_summary <- balance$summary %>%
    dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 3)))
  balance_pairwise <- balance$pairwise_smd %>%
    dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 3)))
  
  write_csv_and_tex(
    balance_summary,
    file.path(csv_dir, "table_assignment_balance_summary.csv"),
    file.path(tex_dir, "table_assignment_balance_summary.tex"),
    paste0(study_label, "：条件別の回答者属性"),
    paste0("tab:", study_id, "-balance-summary"),
    notes = "Love plotおよび45度線診断に対応する条件別集計。"
  )
  write_csv_and_tex(
    balance_pairwise,
    file.path(csv_dir, "table_assignment_balance_pairwise_smd.csv"),
    file.path(tex_dir, "table_assignment_balance_pairwise_smd.tex"),
    paste0(study_label, "：全条件ペアの標準化平均差"),
    paste0("tab:", study_id, "-balance-smd"),
    notes = "絶対SMDが0.10未満であれば、通常は実質的に小さい不均衡と解釈される。"
  )
  readr::write_csv(balance$summary, file.path(diag_balance_dir, "assignment_balance_summary.csv"), na = "")
  readr::write_csv(balance$pairwise_smd, file.path(diag_balance_dir, "assignment_balance_pairwise_smd.csv"), na = "")
  readr::write_csv(balance$diagonal_data, file.path(diag_balance_dir, "assignment_balance_diagonal_data.csv"), na = "")
  
  randomization <- profile_randomization_results[[study_id]]
  random_tests <- randomization$uniformity_tests %>%
    dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 4)))
  random_frequency <- randomization$frequency %>%
    dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 4)))
  write_csv_and_tex(
    random_tests,
    file.path(csv_dir, "table_profile_randomization_tests.csv"),
    file.path(tex_dir, "table_profile_randomization_tests.tex"),
    paste0(study_label, "：属性水準提示の一様性検定"),
    paste0("tab:", study_id, "-profile-randomization-tests"),
    notes = "属性×条件ごとのカイ二乗検定。p値はHolm法でも補正した。"
  )
  write_csv_and_tex(
    random_frequency,
    file.path(csv_dir, "table_profile_randomization_frequency.csv"),
    file.path(tex_dir, "table_profile_randomization_frequency.tex"),
    paste0(study_label, "：属性水準の観測比率と設計上の期待比率"),
    paste0("tab:", study_id, "-profile-randomization-frequency"),
    notes = "属性提示の45度線図に対応する数値表。"
  )
  readr::write_csv(randomization$uniformity_tests, file.path(diag_random_dir, "profile_randomization_tests.csv"), na = "")
  readr::write_csv(randomization$frequency, file.path(diag_random_dir, "profile_randomization_frequency.csv"), na = "")
  
  support_amce <- party_support_amce_results[[study_id]]
  if (!is.null(support_amce$subgroup_coefficients)) {
    support_amce_table <- support_amce$subgroup_coefficients %>%
      dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 3)))
    write_csv_and_tex(
      support_amce_table,
      file.path(csv_dir, "table_party_support_amce.csv"),
      file.path(tex_dir, "table_party_support_amce.tex"),
      paste0(study_label, "：支持政党別AMCE"),
      paste0("tab:", study_id, "-party-support-amce"),
      notes = "支持政党別AMCE図に対応する推定値。"
    )
  }
  support_relative <- party_support_relative_cue_results[[study_id]]
  if (!is.null(support_relative$intervals)) {
    support_relative_table <- support_relative$intervals %>%
      dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 3)))
    write_csv_and_tex(
      support_relative_table,
      file.path(csv_dir, "table_party_support_relative_cue.csv"),
      file.path(tex_dir, "table_party_support_relative_cue.tex"),
      paste0(study_label, "：支持政党別の手がかり重要度と相対比重"),
      paste0("tab:", study_id, "-party-support-relative"),
      notes = "支持政党別の相対比重図に対応する回答者クラスタ・ブートストラップ推定。"
    )
  }
  
  study_table_paths[[study_id]] <- list(csv_dir = csv_dir, tex_dir = tex_dir)
}


cross_csv_dir <- file.path(final_dirs$supplement_cross, "tables_csv")
cross_tex_dir <- file.path(final_dirs$supplement_cross, "tables_tex")

cross_tables <- list(
  hypothesis = hypothesis_test_summary,
  adjusted_slopes = choice_set_adjusted_slope_summary,
  cross_relative = cross_study_relative_weight,
  all_party_match_coefficients = study3_all_party_match_results$coefficients,
  all_party_match_trends = study3_all_party_match_results$trends
)

cross_caption <- c(
  hypothesis = "3実験の主要仮説に対応する線形傾向検定",
  adjusted_slopes = "3実験の選択肢数調整済み重要度の線形傾向",
  cross_relative = "3実験横断の政党手がかり相対比重",
  all_party_match_coefficients = "Study 3：すべての対象支持政党における一致効果",
  all_party_match_trends = "Study 3：一致効果の選択肢数トレンド"
)

for (table_name in names(cross_tables)) {
  table_data <- cross_tables[[table_name]]
  if (is.null(table_data)) next
  table_data <- as.data.frame(table_data) %>%
    dplyr::mutate(dplyr::across(where(is.numeric), ~ format_number(.x, 4)))
  write_csv_and_tex(
    table_data,
    file.path(cross_csv_dir, paste0("table_", table_name, ".csv")),
    file.path(cross_tex_dir, paste0("table_", table_name, ".tex")),
    unname(cross_caption[table_name]),
    paste0("tab:cross-", gsub("_", "-", table_name)),
    notes = "対応する補遺図の数値を表形式で再掲した。"
  )
}


for (study_id in names(study_specs)) {
  working_dir <- unified_config[[study_id]]$output_dir
  supplement_fig_dir <- file.path(final_dirs$supplement_root, study_id, "figures")
  copy_files_by_pattern(working_dir, supplement_fig_dir, "\\.(png|pdf)$")
  copy_files_by_pattern(
    working_dir,
    file.path(final_dirs$model_objects_root, study_id),
    "\\.(rds|RDS)$"
  )
  copy_files_by_pattern(working_dir, final_dirs$logs, "(sessionInfo|\\.txt$)")
  
  support_dir <- file.path(unified_output_dir, paste0(study_id, "_party_support"))
  copy_files_by_pattern(support_dir, supplement_fig_dir, "\\.(png|pdf)$")
}

copy_files_by_pattern(
  unified_output_dir,
  file.path(final_dirs$supplement_cross, "figures"),
  "\\.(png|pdf)$"
)
copy_files_by_pattern(unified_output_dir, final_dirs$logs, "(sessionInfo|\\.txt$)")
copy_files_by_pattern(
  unified_output_dir,
  file.path(final_dirs$model_objects_root, "cross_study"),
  "\\.(rds|RDS)$"
)

for (study_id in names(study_specs)) {
  for (kind in c("assignment_balance_love_plot", "assignment_balance_diagonal_plot")) {
    for (extension in c("png", "pdf")) {
      source <- file.path(unified_output_dir, paste0(study_id, "_", kind, ".", extension))
      destination <- file.path(final_dirs$diagnostics_root, study_id, "balance", basename(source))
      copy_file_if_exists(source, destination)
    }
  }
  for (extension in c("png", "pdf")) {
    source <- file.path(unified_output_dir, paste0(study_id, "_profile_randomization_diagonal_plot.", extension))
    destination <- file.path(final_dirs$diagnostics_root, study_id, "randomization", basename(source))
    copy_file_if_exists(source, destination)
  }
}

if (exists("main_text_figure_manifest")) {
  purrr::pwalk(
    main_text_figure_manifest,
    function(figure_number, study, analysis, file_png, file_pdf) {
      prefix <- gsub("[^A-Za-z0-9]+", "_", figure_number)
      if (!is.na(file_png)) {
        copy_file_if_exists(
          file_png,
          file.path(final_dirs$main_figures, paste0(prefix, "_", basename(file_png)))
        )
      }
      if (!is.na(file_pdf)) {
        copy_file_if_exists(
          file_pdf,
          file.path(final_dirs$main_figures, paste0(prefix, "_", basename(file_pdf)))
        )
      }
    }
  )
}

main_table_map <- list(
  study1 = c("table_amce_covariate_adjusted.tex", "table_cue_importance.tex"),
  study2 = c("table_amce_covariate_adjusted.tex", "table_cue_importance.tex"),
  study3 = c("table_amce_covariate_adjusted.tex", "table_cue_importance.tex", "table_party_match.tex")
)
for (study_id in names(main_table_map)) {
  for (table_file in main_table_map[[study_id]]) {
    source <- file.path(final_dirs$supplement_root, study_id, "tables_tex", table_file)
    copy_file_if_exists(
      source,
      file.path(final_dirs$main_tables, paste0(study_id, "_", table_file))
    )
  }
}


pair_manifest <- tibble::tribble(
  ~study_id, ~section_title, ~figure_file, ~table_files,
  "study1", "共変量調整済みAMCE", "amce_cov_facet_model.png", "table_amce_covariate_adjusted.tex",
  "study1", "AMCEヒートマップ", "amce_heatmap_mixed_rank_colored_labels.png", "table_amce_covariate_adjusted.tex",
  "study1", "共変量を含めないAMCE", "amce_facet_nocov.png", "table_amce_unadjusted.tex",
  "study1", "AMCEの条件差", "amce_interaction_difference_from_2party.png", "table_amce_interaction.tex",
  "study1", "条件付きロジット", "clogit_oddsratio_nocov.png", "table_conditional_logit.tex",
  "study1", "手がかり重要度と相対比重", "fig_study1_relative_cue_weight_choice_set_adjusted_jp_bw.png", "table_marginal_means.tex;table_attribute_importance.tex;table_cue_importance.tex",
  "study2", "共変量調整済みAMCE", "amce_cov_facet_model.png", "table_amce_covariate_adjusted.tex",
  "study2", "AMCEヒートマップ", "amce_heatmap_mixed_rank_colored_labels.png", "table_amce_covariate_adjusted.tex",
  "study2", "共変量を含めないAMCE", "amce_facet_nocov.png", "table_amce_unadjusted.tex",
  "study2", "AMCEの条件差", "amce_interaction_difference_from_2party.png", "table_amce_interaction.tex",
  "study2", "条件付きロジット", "clogit_oddsratio_nocov.png", "table_conditional_logit.tex",
  "study2", "手がかり重要度と相対比重", "fig_study2_relative_cue_weight_choice_set_adjusted_jp_bw.png", "table_marginal_means.tex;table_attribute_importance.tex;table_cue_importance.tex",
  "study3", "共変量調整済みAMCE", "amce_cov_facet_model.png", "table_amce_covariate_adjusted.tex",
  "study3", "共変量を含めないAMCE", "amce_nocov_facet_model.png", "table_amce_unadjusted.tex",
  "study3", "AMCEの条件差", "amce_interaction_difference_from_2choice.png", "table_amce_interaction.tex",
  "study3", "AMCEの線形トレンド", "amce_linear_trend.png", "table_amce_linear_trend.tex",
  "study3", "AMCEヒートマップ", "amce_cov_heatmap.png", "table_amce_covariate_adjusted.tex",
  "study3", "条件付きロジット", "clogit_oddsratio_nocov.png", "table_conditional_logit.tex",
  "study3", "支持政党と提示政党名の一致効果", "party_match_effect_combined.png", "table_party_match.tex",
  "study3", "手がかり重要度と相対比重", "fig_study3_relative_cue_weight_choice_set_adjusted_jp_bw.png", "table_marginal_means.tex;table_attribute_importance.tex;table_cue_importance.tex"
)

for (study_id in names(study_specs)) {
  support_figures <- list.files(
    file.path(final_dirs$supplement_root, study_id, "figures"),
    pattern = "party_support_amce_.*\\.png$",
    full.names = FALSE
  )
  if (length(support_figures) > 0) {
    pair_manifest <- dplyr::bind_rows(
      pair_manifest,
      tibble::tibble(
        study_id = study_id,
        section_title = paste0("支持政党別AMCE：", support_figures),
        figure_file = support_figures,
        table_files = "table_party_support_amce.tex"
      )
    )
  }
  if (file.exists(file.path(final_dirs$supplement_root, study_id, "figures", "party_support_relative_cue_weight.png"))) {
    pair_manifest <- dplyr::bind_rows(
      pair_manifest,
      tibble::tibble(
        study_id = study_id,
        section_title = "支持政党別の手がかり相対比重",
        figure_file = "party_support_relative_cue_weight.png",
        table_files = "table_party_support_relative_cue.tex"
      )
    )
  }
}

readr::write_csv(
  pair_manifest,
  file.path(final_dirs$supplement_root, "figure_table_pair_manifest.csv"),
  na = ""
)

pair_tex_lines <- c(
  "% Generated automatically. Run LuaLaTeX from the supplement directory.",
  "\\providecommand{\\ConjointSupplementRoot}{.}",
  "\\section{標本構築・データ品質・分析結果}"
)

for (study_id in names(study_specs)) {
  study_label <- study_specs[[study_id]]$study_label
  pair_tex_lines <- c(
    pair_tex_lines,
    paste0("\\section{", latex_escape(study_label), "}"),
    "\\subsection{標本構築とスクリーニング}",
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_sample_attrition.tex}"),
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_sample_attrition_by_condition.tex}"),
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_manipulation_check.tex}"),
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_attention_check.tex}"),
    "\\clearpage",
    "\\subsection{回答者割付のバランス}",
    "\\begin{figure}[p]",
    "\\centering",
    paste0(
      "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/../diagnostics/",
      study_id,
      "/balance/",
      study_id,
      "_assignment_balance_love_plot.png}"
    ),
    paste0("\\caption{", latex_escape(study_label), "：回答者割付のLove plot}"),
    "\\end{figure}",
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_assignment_balance_pairwise_smd.tex}"),
    "\\begin{figure}[p]",
    "\\centering",
    paste0(
      "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/../diagnostics/",
      study_id,
      "/balance/",
      study_id,
      "_assignment_balance_diagonal_plot.png}"
    ),
    paste0("\\caption{", latex_escape(study_label), "：条件別共変量平均の45度線診断}"),
    "\\end{figure}",
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_assignment_balance_summary.tex}"),
    "\\clearpage",
    "\\subsection{コンジョイント属性提示の無作為化診断}",
    "\\begin{figure}[p]",
    "\\centering",
    paste0(
      "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/../diagnostics/",
      study_id,
      "/randomization/",
      study_id,
      "_profile_randomization_diagonal_plot.png}"
    ),
    paste0("\\caption{", latex_escape(study_label), "：属性水準の観測比率と期待比率}"),
    "\\end{figure}",
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_profile_randomization_tests.tex}"),
    paste0("\\input{\\ConjointSupplementRoot/", study_id, "/tables_tex/table_profile_randomization_frequency.tex}"),
    "\\clearpage",
    "\\subsection{推定結果：図と対応する表}"
  )
  
  study_pairs <- pair_manifest %>% dplyr::filter(.data$study_id == study_id)
  for (i in seq_len(nrow(study_pairs))) {
    row <- study_pairs[i, ]
    figure_path <- file.path(row$study_id, "figures", row$figure_file)
    tables <- unlist(strsplit(row$table_files, ";", fixed = TRUE))
    pair_tex_lines <- c(
      pair_tex_lines,
      paste0("\\subsubsection{", latex_escape(row$section_title), "}"),
      "\\begin{figure}[p]",
      "\\centering",
      paste0("\\includegraphics[width=0.96\\linewidth]{\\ConjointSupplementRoot/", gsub("\\\\", "/", figure_path), "}"),
      paste0("\\caption{", latex_escape(row$section_title), "}"),
      "\\end{figure}"
    )
    for (table_file in tables) {
      table_path <- file.path(row$study_id, "tables_tex", table_file)
      if (file.exists(file.path(final_dirs$supplement_root, table_path))) {
        pair_tex_lines <- c(
          pair_tex_lines,
          paste0("\\input{\\ConjointSupplementRoot/", gsub("\\\\", "/", table_path), "}")
        )
      }
    }
    pair_tex_lines <- c(pair_tex_lines, "\\clearpage")
  }
}

pair_tex_lines <- c(
  pair_tex_lines,
  "\\section{3実験横断の分析}",
  "\\subsection{主要仮説の線形傾向検定}",
  "\\begin{figure}[p]",
  "\\centering",
  "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/cross_study/figures/fig_supp_hypothesis_linear_trend_tests.png}",
  "\\caption{3実験の主要仮説に対応する線形傾向検定}",
  "\\end{figure}",
  "\\input{\\ConjointSupplementRoot/cross_study/tables_tex/table_hypothesis.tex}",
  "\\clearpage",
  "\\subsection{選択肢数調整済み重要度の線形傾向}",
  "\\begin{figure}[p]",
  "\\centering",
  "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/cross_study/figures/fig_supp_choice_set_adjusted_importance_slopes.png}",
  "\\caption{3実験の選択肢数調整済み重要度の線形傾向}",
  "\\end{figure}",
  "\\input{\\ConjointSupplementRoot/cross_study/tables_tex/table_adjusted_slopes.tex}",
  "\\clearpage",
  "\\subsection{3実験横断の政党手がかり相対比重}",
  "\\begin{figure}[p]",
  "\\centering",
  "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/cross_study/figures/fig_supp_cross_study_relative_party_weight.png}",
  "\\caption{3実験横断の政党手がかり相対比重}",
  "\\end{figure}",
  "\\input{\\ConjointSupplementRoot/cross_study/tables_tex/table_cross_relative.tex}",
  "\\clearpage"
)

if (file.exists(file.path(final_dirs$supplement_cross, "figures", "party_match_all_parties.png"))) {
  pair_tex_lines <- c(
    pair_tex_lines,
    "\\subsection{Study 3：すべての対象支持政党における一致効果}",
    "\\begin{figure}[p]",
    "\\centering",
    "\\includegraphics[width=0.92\\linewidth]{\\ConjointSupplementRoot/cross_study/figures/party_match_all_parties.png}",
    "\\caption{すべての対象支持政党における支持政党名一致効果}",
    "\\end{figure}",
    "\\input{\\ConjointSupplementRoot/cross_study/tables_tex/table_all_party_match_coefficients.tex}",
    "\\input{\\ConjointSupplementRoot/cross_study/tables_tex/table_all_party_match_trends.tex}",
    "\\clearpage"
  )
}

writeLines(
  pair_tex_lines,
  con = file.path(final_dirs$supplement_root, "all_studies_figure_table_pairs.tex"),
  useBytes = TRUE
)

preamble_lines <- c(
  "% Add these packages to the preamble of appendix.tex.",
  "\\usepackage{graphicx}",
  "\\usepackage{booktabs}",
  "\\usepackage{longtable}",
  "\\usepackage{array}",
  "\\usepackage{pdflscape}",
  "\\usepackage{caption}",
  "% Compile with LuaLaTeX because the generated captions and tables contain Japanese."
)
writeLines(
  preamble_lines,
  con = file.path(final_dirs$supplement_root, "latex_preamble_snippet.tex"),
  useBytes = TRUE
)

standalone_lines <- c(
  "% !TeX program = lualatex",
  "\\documentclass[a4paper,11pt]{ltjsarticle}",
  "\\usepackage[margin=22mm]{geometry}",
  "\\usepackage{graphicx}",
  "\\usepackage{booktabs}",
  "\\usepackage{longtable}",
  "\\usepackage{array}",
  "\\usepackage{pdflscape}",
  "\\usepackage{caption}",
  "\\begin{document}",
  "\\tableofcontents",
  "\\clearpage",
  "\\input{all_studies_figure_table_pairs.tex}",
  "\\end{document}"
)
writeLines(
  standalone_lines,
  con = file.path(final_dirs$supplement_root, "supplement_tables_figures_master.tex"),
  useBytes = TRUE
)

layout_lines <- c(
  "OUTPUT DIRECTORY STRUCTURE",
  "==========================",
  "main_text/figures      : manuscript figures",
  "main_text/tables       : LaTeX tables corresponding to manuscript figures",
  "supplement/study1-3    : per-study figures, CSV tables, and LaTeX tables",
  "supplement/cross_study : cross-study figures and tables",
  "diagnostics/study1-3   : respondent screening, balance, and randomization diagnostics",
  "model_objects          : RDS model and analysis objects",
  "logs                   : text model summaries and session information",
  "_working               : original intermediate outputs produced by each analysis module",
  "",
  "LATEX",
  "-----",
  "Add the packages in supplement/latex_preamble_snippet.tex to appendix.tex.",
  "Then input supplement/all_studies_figure_table_pairs.tex, or compile",
  "supplement/supplement_tables_figures_master.tex with LuaLaTeX."
)
writeLines(
  layout_lines,
  con = file.path(final_output_root, "OUTPUT_STRUCTURE_AND_LATEX_README.txt"),
  useBytes = TRUE
)

saveRDS(
  list(
    screening = screening_results,
    pair_manifest = pair_manifest,
    final_dirs = final_dirs
  ),
  file = file.path(final_dirs$model_objects_root, "screening_and_latex_export_objects.rds")
)

cat(
  "\nScreened-sample audit, LaTeX tables, figure-table pairs, and final output organization completed.\n",
  "Final output root: ", normalizePath(final_output_root), "\n",
  "LaTeX master: ",
  normalizePath(file.path(final_dirs$supplement_root, "supplement_tables_figures_master.tex")),
  "\n",
  sep = ""
)
```

# B. 推定方法と分析標本の定義

## B.1 分析標本

各回答者は2、3、4、5のいずれかの選択肢数条件に割り当てられ、5つの選択課題に回答した。従属変数は、各課題に提示されたプロフィールが選択された場合に1、選択されなかった場合に0をとる二値変数である。

実験1では、初回同意、最終送信同意、および割り当てられた条件における5課題の有効回答を満たす回答者を分析対象とした。実験2・3では、これらに加えて、イデオロギー行列中の指示項目と選択肢数の操作確認質問に正答した回答者に限定した。

## B.2 AMCE

回答者を $i$、選択課題を $t$、プロフィールを $j$、選択肢数条件を $n\in\{2,3,4,5\}$ とする。従属変数を

$$
Y_{itj}
=
\mathbf{1}\{\text{プロフィール }j\text{ が選択された}\}
$$

と定義する。各選択肢数条件について、線形確率モデルを別々に推定する。

$$
Y_{itj}
=
\alpha_n
+
\sum_{a}
\sum_{\ell\neq \ell_{a0}}
\beta_{n,a\ell}D_{itj,a\ell}
+
\boldsymbol{\gamma}_{n}^{\prime}\boldsymbol{Z}_{i}
+
\varepsilon_{itj}.
$$

$\beta_{n,a\ell}$ は、属性 $a$ を基準水準 $\ell_{a0}$ から水準 $\ell$ に変更したときの平均限界要素効果（AMCE）である。標準誤差は回答者単位でクラスタ化した。

実験1・2では、政策位置の基準を中道、与野党地位の基準を野党、議席数の基準を10以下とし、GDP成長率、日経平均株価、CPI、失業率はいずれも変化なしを基準とした。実験3では政党名の基準を自由民主党とした。


## B.3 限界平均と属性重要度

選択肢数条件 $n$ における属性 $a$ の水準 $\ell$ の限界平均を、

$$
\widehat{\mu}_{n,a\ell}
=
\frac{
\sum_{i,t,j}
\mathbf{1}\{X_{itj,a}=\ell\}Y_{itj}
}{
\sum_{i,t,j}
\mathbf{1}\{X_{itj,a}=\ell\}
}
$$

とする。

属性 $a$ が $L_a$ 個の水準をもつとき、属性重要度を全水準ペアの限界平均差の絶対値の平均として、

$$
\widehat{I}_{n,a}
=
\binom{L_a}{2}^{-1}
\sum_{\ell<\ell'}
\left|
\widehat{\mu}_{n,a\ell}
-
\widehat{\mu}_{n,a\ell'}
\right|
$$

と定義した。

実験1・2の政党手がかりの重要度は、政策位置、与野党地位、議席数の3属性の重要度を等しい加重で平均した。実験3では政党名属性の重要度を政党手がかりの重要度とした。経済手がかりは、3実験ともGDP成長率、日経平均株価、CPI、失業率の4属性の重要度を等しい加重で平均した。

## B.4 選択肢数調整済み重要度と相対比重

$k$ 個のプロフィールから必ず1つを選択するため、プロフィール1件あたりの平均選択確率は $1/k$ となる。条件間比較のため、選択肢数調整済み重要度を、

$$
\widehat{I}^{\mathrm{adj}}_{k,a}
=
\frac{\widehat{I}_{k,a}}{1/k}
=
k\widehat{I}_{k,a}
$$

とした。

政党手がかりの重要度を $\widehat{P}_{k}$、経済手がかりの重要度を $\widehat{E}_{k}$ とすると、政党手がかりの相対比重は、

$$
\widehat{W}_{k}
=
\frac{\widehat{P}_{k}}
{\widehat{P}_{k}+\widehat{E}_{k}}
$$

である。政党・経済の両重要度に同じ $k$ を乗じても相対比重は変化しない。

## B.5 ブートストラップと線形トレンド

重要度と相対比重の95%信頼区間は、各選択肢数条件内で回答者を単位として復元抽出し、各回答者の5課題・全プロフィールに欠損のない回答者クラスター・ブートストラップから算出した。主要分析では2,000回反復させた。

各指標 $Q_n$ の選択肢数に対する線形傾向は、

$$
Q_n=\eta+\delta n+u_n
$$

として4条件の点推定値にOLSを当てはめ、傾き $\delta$ を求めた。各ブートストラップ反復でも同じ傾きを再推定し、95%信頼区間と両側ブートストラップ $p$ 値を算出した。H1a、H1b、H2a、H2bの判定には選択肢数調整済み重要度を用いた。

## B.6 条件付きロジット

強制選択課題の構造を考慮する頑健性分析として、各選択肢数条件について条件付きロジットを推定した。

$$
\Pr(Y_{itj}=1\mid \mathcal{C}_{it})
=
\frac{\exp(\boldsymbol{X}_{itj}^{\prime}\boldsymbol{\beta})}
{\sum_{k\in\mathcal{C}_{it}}\exp(\boldsymbol{X}_{itk}^{\prime}\boldsymbol{\beta})}.
$$

課題を層（stratum）とし、回答者単位でクラスタ化した。回答者レベル共変量は同一選択課題内で一定であるため、条件付きロジットにはプロフィール属性のみを投入した。

## B.7 支持政党名との一致効果

実験3では、

$$
M_{itj}
=
\mathbf{1}\{\text{提示政党名}_{itj}=\text{支持政党}_{i}\}
$$

を作成した。全体モデルでは、支持政党名一致、提示政党名、4つの経済属性を投入し、選択肢数条件ごとに推定した。なお、支持政党別の分析では、政党名と一致指標が完全に対応してしまうため、政党名主効果を除き、一致指標と経済属性を用いた。

## B.8 バランスと無作為化診断

回答者割付のバランスは、2、3、4、5条件の全条件ペアについて標準化平均差を算出した。用いた回答者属性は、各実験で利用可能な性別、年齢、4年制大学以上、対数世帯年収、自己イデオロギー、およびそれらの欠損指標と支持政党である。地域・都道府県はこの割付バランス診断には用いていない。Love plot は全6条件ペアの絶対SMDを示し、対角線図は同じ回答者共変量について各条件平均を標準化し、二条件ずつ45度線と比較する補助的な可視化である。

$$
\mathrm{SMD}_{ab}
=
\frac{\overline{x}_a-\overline{x}_b}
{\sqrt{(s_a^2+s_b^2)/2}}.
$$

プロフィール属性の提示については、選択肢数条件×属性×水準ごとに観測比率を求め、水準数を $L_a$ とした設計上の期待比率 $1/L_a$ と比較した。属性×条件ごとに一様分布を帰無仮説とするカイ二乗検定を行い、Holm法による補正値も報告した。


```{r display-helpers, include=FALSE}
属性日本語 <- function(x) {
  dplyr::case_when(
    x == "policy_position" ~ "政策位置",
    x == "government_status" ~ "与野党地位",
    x == "seats" ~ "衆議院議席数",
    x == "gdp_growth" ~ "GDP成長率",
    x == "nikkei" ~ "日経平均株価",
    x == "cpi" ~ "消費者物価指数（CPI）",
    x == "unemployment" ~ "失業率",
    x == "party_name" ~ "政党名",
    TRUE ~ as.character(x)
  )
}

条件日本語 <- function(x, study_id) {
  suffix <- if (study_id == "study3") "選択肢条件" else "政党条件"
  x_chr <- as.character(x)
  dplyr::if_else(
    x_chr %in% as.character(2:5),
    paste0(x_chr, suffix),
    x_chr
  )
}

統計量日本語 <- function(x, study_id) {
  party_name <- if (study_id == "study3") "政党名重要度" else "政党重要度"
  dplyr::case_when(
    x == "party_importance_pairwise" ~ party_name,
    x == "economic_importance_pairwise" ~ "経済重要度",
    x == "party_importance_pairwise_adjusted" ~ paste0(party_name, "（選択肢数調整済み）"),
    x == "economic_importance_pairwise_adjusted" ~ "経済重要度（選択肢数調整済み）",
    x == "relative_party_weight_pairwise" ~ "政党手がかり相対比重",
    TRUE ~ as.character(x)
  )
}

数値列 <- function(x) {
  suppressWarnings(readr::parse_number(as.character(x)))
}

列名日本語 <- function(x) {
  対応 <- c(
    variable = "変数",
    label = "水準・表示名",
    party_n = "条件",
    party_n_label = "条件",
    attribute = "属性",
    level = "水準",
    term = "モデル項",
    estimate = "推定値",
    `std.error` = "標準誤差",
    statistic = "指標",
    `p.value` = "p値",
    `conf.low` = "95%CI下限",
    `conf.high` = "95%CI上限",
    estimate_pp = "推定値（pp）",
    conf.low_pp = "95%CI下限（pp）",
    conf.high_pp = "95%CI上限（pp）",
    n_ids = "回答者数",
    status = "推定状態",
    order = "表示順",
    party_support_h = "支持政党",
    support_party_valid = "支持政党",
    study_id = "実験ID",
    study_label = "実験",
    study = "実験",
    comparison = "比較",
    condition_a = "条件A",
    condition_b = "条件B",
    mean_a = "条件A平均",
    mean_b = "条件B平均",
    sd_a = "条件A標準偏差",
    sd_b = "条件B標準偏差",
    n_a = "条件A回答者数",
    n_b = "条件B回答者数",
    pooled_sd = "プール標準偏差",
    smd = "SMD",
    abs_smd = "|SMD|",
    max_abs_smd = "最大|SMD|",
    mean_abs_smd = "平均|SMD|",
    chi_square = "カイ二乗値",
    df = "自由度",
    p_value = "p値",
    p_holm = "Holm補正p値",
    observed_n = "観測数",
    total_n = "総数",
    n_levels = "水準数",
    observed_share = "観測比率",
    expected_share = "期待比率",
    deviation = "観測－期待",
    abs_deviation = "絶対差",
    max_abs_share_deviation = "最大絶対比率差",
    hypothesis = "仮説",
    expected_direction = "予測方向",
    conclusion = "判定",
    p_value_two_sided = "両側p値",
    cue_family = "手がかり群",
    statistic_label = "指標",
    analysis_role = "分析上の位置づけ",
    metric_scale = "尺度",
    estimate_baseline_pct_per_option = "傾き（%）",
    conf_low_baseline_pct_per_option = "95%CI下限（%）",
    conf_high_baseline_pct_per_option = "95%CI上限（%）",
    estimate_pp_per_option = "傾き（pp）",
    conf_low_pp_per_option = "95%CI下限（pp）",
    conf_high_pp_per_option = "95%CI上限（pp）",
    estimate_pct = "推定値（%）",
    conf_low_pct = "95%CI下限（%）",
    conf_high_pct = "95%CI上限（%）"
  )
  dplyr::if_else(x %in% names(対応), unname(対応[x]), x)
}

表日本語 <- function(x) {
  x %>%
    dplyr::rename_with(列名日本語) %>%
    dplyr::mutate(
      dplyr::across(
        dplyr::everything(),
        ~ if (is.numeric(.x)) {
          dplyr::if_else(is.na(.x), "—", format(.x, trim = TRUE, scientific = FALSE))
        } else {
          tidyr::replace_na(as.character(.x), "—")
        }
      )
    )
}

水準日本語 <- function(term, label, attribute) {
  dplyr::case_when(
    attribute == "policy_position" ~ stringr::str_remove(term, "^policy_position"),
    attribute == "government_status" ~ stringr::str_remove(term, "^government_status"),
    attribute == "seats" ~ stringr::str_remove(term, "^seats"),
    attribute == "gdp_growth" ~ paste0("GDP：", stringr::str_remove(term, "^gdp_growthGDP成長率")),
    attribute == "nikkei" ~ paste0("日経平均：", stringr::str_remove(term, "^nikkei日経平均前月同期比")),
    attribute == "cpi" ~ paste0("CPI：", stringr::str_remove(term, "^cpiCPI前期比")),
    attribute == "unemployment" ~ paste0("失業率：", stringr::str_remove(term, "^unemployment失業率前期比")),
    attribute == "party_name" ~ stringr::str_remove(term, "^party_name"),
    !is.na(label) & label != "" ~ as.character(label),
    TRUE ~ as.character(term)
  )
}
```

# C. 無作為化についての各種検討

以下で、回答者レベルの割付バランスとプロフィール属性の無作為提示は別々に確認する。回答者レベルではLove plotと45度線診断を併用し、プロフィールレベルでは各属性水準の観測比率を設計上の期待比率と比較する。

**B.1 実験1（2023年）**

## 図C1：回答者割付のLove plot

```{r b1-love, echo=TRUE, eval=TRUE}
実験1仕様 <- study_specs$study1
実験1割付設計 <- make_balance_design(実験1仕様)
実験1SMD <- pairwise_smd_multiarm(実験1割付設計$long)
実験1最大SMD <- 実験1SMD %>%
  dplyr::group_by(variable, label) %>%
  dplyr::summarise(max_abs_smd = max(abs_smd, na.rm = TRUE), .groups = "drop")

Loveデータ <- 実験1SMD %>%
  dplyr::left_join(実験1最大SMD, by = c("variable", "label")) %>%
  dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd))

図C1 <- ggplot2::ggplot(Loveデータ, ggplot2::aes(x = abs_smd, y = 表示名)) +
  ggplot2::geom_vline(xintercept = 0.10, linetype = "dashed", linewidth = 0.55) +
  ggplot2::geom_point(alpha = 0.30, size = 1.4, position = ggplot2::position_jitter(height = 0.10, width = 0)) +
  ggplot2::geom_point(
    data = 実験1最大SMD %>% dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd)),
    ggplot2::aes(x = max_abs_smd, y = 表示名),
    inherit.aes = FALSE, shape = 21, fill = "white", size = 2.5, stroke = 0.8
  ) +
  ggplot2::labs(x = "条件間の絶対標準化平均差（|SMD|）", y = NULL,
                subtitle = "実験1（2023年）：各点は条件ペア、白抜き点は最大絶対SMD") +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C1
```

表C1には図C1の各点に対応する。各行には比較する2条件の平均とSMDを示す。

```{r b1-smd-table, echo=TRUE, eval=TRUE}
表C1 <- 実験1SMD %>%
  dplyr::transmute(
    変数 = label,
    比較 = paste0(condition_a, "政党条件－", condition_b, "政党条件"),
    `前者の平均` = round(mean_a, 3),
    `後者の平均` = round(mean_b, 3),
    `前者N` = n_a,
    `後者N` = n_b,
    SMD = round(smd, 3),
    `|SMD|` = round(abs_smd, 3)
  )
knitr::kable(表日本語(表C1), format = "html", row.names = FALSE)
```

## 図C2：条件平均の45度線診断

図C2は図C1と同じ回答者レベルの割付バランスを、各共変量の条件平均を標準化したうえで二条件ずつ45度線と比較したものである。

```{r b1-diagonal, echo=TRUE, eval=TRUE}
対角線データ <- assignment_balance_results$study1$diagonal_data %>%
  dplyr::mutate(
    比較 = paste0(condition_a, "政党条件－", condition_b, "政党条件")
  )

ラベル対象 <- 対角線データ %>%
  dplyr::group_by(比較) %>%
  dplyr::slice_max(abs_diagonal_deviation, n = 3, with_ties = FALSE) %>%
  dplyr::ungroup()

軸範囲 <- max(abs(c(対角線データ$x_mean, 対角線データ$y_mean)), na.rm = TRUE)
軸範囲 <- max(0.10, 軸範囲 * 1.15)

図C2 <- ggplot2::ggplot(対角線データ, ggplot2::aes(x = x_mean, y = y_mean)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.60) +
  ggplot2::geom_hline(yintercept = 0, linewidth = 0.25) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.25) +
  ggplot2::geom_point(shape = 21, fill = "white", size = 2.2) +
  ggplot2::geom_text(data = ラベル対象, ggplot2::aes(label = label), size = 2.6, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 比較, ncol = 3) +
  ggplot2::coord_equal(xlim = c(-軸範囲, 軸範囲), ylim = c(-軸範囲, 軸範囲)) +
  ggplot2::labs(x = "左側条件の標準化共変量平均", y = "右側条件の標準化共変量平均") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C2
```

```{r b1-balance-summary, echo=TRUE, eval=TRUE}
表C2 <- assignment_balance_results$study1$summary %>%
  dplyr::transmute(
    変数 = label,
    `2政党条件の平均` = round(mean_condition_2, 3),
    `3政党条件の平均` = round(mean_condition_3, 3),
    `4政党条件の平均` = round(mean_condition_4, 3),
    `5政党条件の平均` = round(mean_condition_5, 3),
    `最大|SMD|` = round(max_abs_smd, 3),
    `Holm補正p値` = signif(p_holm, 3)
  )
knitr::kable(表日本語(表C2), format = "html", row.names = FALSE)
```

## 図C3：プロフィール属性水準の無作為提示

図C3は回答者の条件割付ではなく、各コンジョイント課題内で属性水準が設計どおり一様に提示されているかを確認したものである。

```{r b1-profile-randomization, echo=TRUE, eval=TRUE}
属性頻度 <- profile_randomization_results$study1$frequency %>%
  dplyr::mutate(
    属性 = 属性日本語(attribute),
    条件 = 条件日本語(party_n, "study1")
  )

表示ラベル <- 属性頻度 %>%
  dplyr::group_by(属性, 条件) %>%
  dplyr::slice_max(abs_deviation, n = 2, with_ties = FALSE) %>%
  dplyr::ungroup()

図C3 <- ggplot2::ggplot(属性頻度, ggplot2::aes(x = expected_share, y = observed_share, shape = 条件)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.65) +
  ggplot2::geom_point(size = 2.2, fill = "white") +
  ggplot2::geom_text(data = 表示ラベル, ggplot2::aes(label = level), size = 2.4, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 属性, ncol = 3) +
  ggplot2::coord_equal() +
  ggplot2::labs(x = "設計上の期待比率", y = "観測比率", shape = "条件") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank(), legend.position = "bottom")
図C3
```

```{r b1-randomization-tables, echo=TRUE, eval=TRUE}
表C3 <- profile_randomization_results$study1$uniformity_tests %>%
  dplyr::transmute(
    条件 = 条件日本語(party_n, "study1"),
    属性 = 属性日本語(attribute),
    `カイ二乗値` = round(chi_square, 3),
    自由度 = df,
    p値 = signif(p_value, 3),
    `Holm補正p値` = signif(p_holm, 3),
    `最大絶対比率差` = round(max_abs_share_deviation, 4)
  )
knitr::kable(表日本語(表C3), format = "html", row.names = FALSE)

表C4 <- 属性頻度 %>%
  dplyr::transmute(
    条件,
    属性,
    水準 = level,
    観測数 = observed_n,
    総数 = total_n,
    観測比率 = round(observed_share, 4),
    期待比率 = round(expected_share, 4),
    差 = round(deviation, 4)
  )
knitr::kable(表日本語(表C4), format = "html", row.names = FALSE)
```

**B.2 実験2（2026年）**

## 図C4：回答者割付のLove plot

```{r b2-love, echo=TRUE, eval=TRUE}
実験2仕様 <- study_specs$study2
実験2割付設計 <- make_balance_design(実験2仕様)
実験2SMD <- pairwise_smd_multiarm(実験2割付設計$long)
実験2最大SMD <- 実験2SMD %>%
  dplyr::group_by(variable, label) %>%
  dplyr::summarise(max_abs_smd = max(abs_smd, na.rm = TRUE), .groups = "drop")

Loveデータ <- 実験2SMD %>%
  dplyr::left_join(実験2最大SMD, by = c("variable", "label")) %>%
  dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd))

図C4 <- ggplot2::ggplot(Loveデータ, ggplot2::aes(x = abs_smd, y = 表示名)) +
  ggplot2::geom_vline(xintercept = 0.10, linetype = "dashed", linewidth = 0.55) +
  ggplot2::geom_point(alpha = 0.30, size = 1.4, position = ggplot2::position_jitter(height = 0.10, width = 0)) +
  ggplot2::geom_point(
    data = 実験2最大SMD %>% dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd)),
    ggplot2::aes(x = max_abs_smd, y = 表示名),
    inherit.aes = FALSE, shape = 21, fill = "white", size = 2.5, stroke = 0.8
  ) +
  ggplot2::labs(x = "条件間の絶対標準化平均差（|SMD|）", y = NULL,
                subtitle = "実験2（2026年）：各点は条件ペア、白抜き点は最大絶対SMD") +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C4
```

表C5は図C4の各点に対応する。各行には比較する2条件の平均とSMDだけを残し、他条件に由来する構造的な欠損値は表示しない。

```{r b2-smd-table, echo=TRUE, eval=TRUE}
表C5 <- 実験2SMD %>%
  dplyr::transmute(
    変数 = label,
    比較 = paste0(condition_a, "政党条件－", condition_b, "政党条件"),
    `前者の平均` = round(mean_a, 3),
    `後者の平均` = round(mean_b, 3),
    `前者N` = n_a,
    `後者N` = n_b,
    SMD = round(smd, 3),
    `|SMD|` = round(abs_smd, 3)
  )
knitr::kable(表日本語(表C5), format = "html", row.names = FALSE)
```

## 図C5：条件平均の45度線診断

図C5は図C4と同じ回答者レベルの割付バランスを、各共変量の条件平均を標準化したうえで2条件ずつ45度線と比較したものである。

```{r b2-diagonal, echo=TRUE, eval=TRUE}
対角線データ <- assignment_balance_results$study2$diagonal_data %>%
  dplyr::mutate(
    比較 = paste0(condition_a, "政党条件－", condition_b, "政党条件")
  )

ラベル対象 <- 対角線データ %>%
  dplyr::group_by(比較) %>%
  dplyr::slice_max(abs_diagonal_deviation, n = 3, with_ties = FALSE) %>%
  dplyr::ungroup()

軸範囲 <- max(abs(c(対角線データ$x_mean, 対角線データ$y_mean)), na.rm = TRUE)
軸範囲 <- max(0.10, 軸範囲 * 1.15)

図C5 <- ggplot2::ggplot(対角線データ, ggplot2::aes(x = x_mean, y = y_mean)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.60) +
  ggplot2::geom_hline(yintercept = 0, linewidth = 0.25) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.25) +
  ggplot2::geom_point(shape = 21, fill = "white", size = 2.2) +
  ggplot2::geom_text(data = ラベル対象, ggplot2::aes(label = label), size = 2.6, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 比較, ncol = 3) +
  ggplot2::coord_equal(xlim = c(-軸範囲, 軸範囲), ylim = c(-軸範囲, 軸範囲)) +
  ggplot2::labs(x = "左側条件の標準化共変量平均", y = "右側条件の標準化共変量平均") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C5
```

```{r b2-balance-summary, echo=TRUE, eval=TRUE}
表C6 <- assignment_balance_results$study2$summary %>%
  dplyr::transmute(
    変数 = label,
    `2政党条件の平均` = round(mean_condition_2, 3),
    `3政党条件の平均` = round(mean_condition_3, 3),
    `4政党条件の平均` = round(mean_condition_4, 3),
    `5政党条件の平均` = round(mean_condition_5, 3),
    `最大|SMD|` = round(max_abs_smd, 3),
    `Holm補正p値` = signif(p_holm, 3)
  )
knitr::kable(表日本語(表C6), format = "html", row.names = FALSE)
```

## 図C6：プロフィール属性水準の無作為提示

図C6以降は回答者の条件割付ではなく、各コンジョイント課題内で属性水準が設計どおり一様に提示されているかを確認するものである。

```{r b2-profile-randomization, echo=TRUE, eval=TRUE}
属性頻度 <- profile_randomization_results$study2$frequency %>%
  dplyr::mutate(
    属性 = 属性日本語(attribute),
    条件 = 条件日本語(party_n, "study2")
  )

表示ラベル <- 属性頻度 %>%
  dplyr::group_by(属性, 条件) %>%
  dplyr::slice_max(abs_deviation, n = 2, with_ties = FALSE) %>%
  dplyr::ungroup()

図C6 <- ggplot2::ggplot(属性頻度, ggplot2::aes(x = expected_share, y = observed_share, shape = 条件)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.65) +
  ggplot2::geom_point(size = 2.2, fill = "white") +
  ggplot2::geom_text(data = 表示ラベル, ggplot2::aes(label = level), size = 2.4, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 属性, ncol = 3) +
  ggplot2::coord_equal() +
  ggplot2::labs(x = "設計上の期待比率", y = "観測比率", shape = "条件") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank(), legend.position = "bottom")
図C6
```

```{r b2-randomization-tables, echo=TRUE, eval=TRUE}
表C7 <- profile_randomization_results$study2$uniformity_tests %>%
  dplyr::transmute(
    条件 = 条件日本語(party_n, "study2"),
    属性 = 属性日本語(attribute),
    `カイ二乗値` = round(chi_square, 3),
    自由度 = df,
    p値 = signif(p_value, 3),
    `Holm補正p値` = signif(p_holm, 3),
    `最大絶対比率差` = round(max_abs_share_deviation, 4)
  )
knitr::kable(表日本語(表C7), format = "html", row.names = FALSE)

表C8 <- 属性頻度 %>%
  dplyr::transmute(
    条件,
    属性,
    水準 = level,
    観測数 = observed_n,
    総数 = total_n,
    観測比率 = round(observed_share, 4),
    期待比率 = round(expected_share, 4),
    差 = round(deviation, 4)
  )
knitr::kable(表日本語(表C8), format = "html", row.names = FALSE)
```

**B.3 実験3（2026年）**

## 図C7：回答者割付のLove plot

```{r b3-love, echo=TRUE, eval=TRUE}
実験3仕様 <- study_specs$study3
実験3割付設計 <- make_balance_design(実験3仕様)
実験3SMD <- pairwise_smd_multiarm(実験3割付設計$long)
実験3最大SMD <- 実験3SMD %>%
  dplyr::group_by(variable, label) %>%
  dplyr::summarise(max_abs_smd = max(abs_smd, na.rm = TRUE), .groups = "drop")

Loveデータ <- 実験3SMD %>%
  dplyr::left_join(実験3最大SMD, by = c("variable", "label")) %>%
  dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd))

図C7 <- ggplot2::ggplot(Loveデータ, ggplot2::aes(x = abs_smd, y = 表示名)) +
  ggplot2::geom_vline(xintercept = 0.10, linetype = "dashed", linewidth = 0.55) +
  ggplot2::geom_point(alpha = 0.30, size = 1.4, position = ggplot2::position_jitter(height = 0.10, width = 0)) +
  ggplot2::geom_point(
    data = 実験3最大SMD %>% dplyr::mutate(表示名 = stats::reorder(label, max_abs_smd)),
    ggplot2::aes(x = max_abs_smd, y = 表示名),
    inherit.aes = FALSE, shape = 21, fill = "white", size = 2.5, stroke = 0.8
  ) +
  ggplot2::labs(x = "条件間の絶対標準化平均差（|SMD|）", y = NULL,
                subtitle = "実験3（2026年）：各点は条件ペア、白抜き点は最大絶対SMD") +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C7
```

表C9は図C7の各点に対応する。

```{r b3-smd-table, echo=TRUE, eval=TRUE}
表C9 <- 実験3SMD %>%
  dplyr::transmute(
    変数 = label,
    比較 = paste0(condition_a, "選択肢条件－", condition_b, "選択肢条件"),
    `前者の平均` = round(mean_a, 3),
    `後者の平均` = round(mean_b, 3),
    `前者N` = n_a,
    `後者N` = n_b,
    SMD = round(smd, 3),
    `|SMD|` = round(abs_smd, 3)
  )
knitr::kable(表日本語(表C9), format = "html", row.names = FALSE)
```

## 図C8：条件平均の45度線診断

図C8は図C7と同じ回答者レベルの割付バランスを、各共変量の条件平均を標準化したうえで2条件ずつ45度線と比較したものである。

```{r b3-diagonal, echo=TRUE, eval=TRUE}
対角線データ <- assignment_balance_results$study3$diagonal_data %>%
  dplyr::mutate(
    比較 = paste0(condition_a, "選択肢条件－", condition_b, "選択肢条件")
  )

ラベル対象 <- 対角線データ %>%
  dplyr::group_by(比較) %>%
  dplyr::slice_max(abs_diagonal_deviation, n = 3, with_ties = FALSE) %>%
  dplyr::ungroup()

軸範囲 <- max(abs(c(対角線データ$x_mean, 対角線データ$y_mean)), na.rm = TRUE)
軸範囲 <- max(0.10, 軸範囲 * 1.15)

図C8 <- ggplot2::ggplot(対角線データ, ggplot2::aes(x = x_mean, y = y_mean)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.60) +
  ggplot2::geom_hline(yintercept = 0, linewidth = 0.25) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.25) +
  ggplot2::geom_point(shape = 21, fill = "white", size = 2.2) +
  ggplot2::geom_text(data = ラベル対象, ggplot2::aes(label = label), size = 2.6, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 比較, ncol = 3) +
  ggplot2::coord_equal(xlim = c(-軸範囲, 軸範囲), ylim = c(-軸範囲, 軸範囲)) +
  ggplot2::labs(x = "左側条件の標準化共変量平均", y = "右側条件の標準化共変量平均") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
図C8
```

```{r b3-balance-summary, echo=TRUE, eval=TRUE}
表C10 <- assignment_balance_results$study3$summary %>%
  dplyr::transmute(
    変数 = label,
    `2選択肢条件の平均` = round(mean_condition_2, 3),
    `3選択肢条件の平均` = round(mean_condition_3, 3),
    `4選択肢条件の平均` = round(mean_condition_4, 3),
    `5選択肢条件の平均` = round(mean_condition_5, 3),
    `最大|SMD|` = round(max_abs_smd, 3),
    `Holm補正p値` = signif(p_holm, 3)
  )
knitr::kable(表日本語(表C10), format = "html", row.names = FALSE)
```

## 図C9：プロフィール属性水準の無作為提示

図C9は回答者の条件割付ではなく、各コンジョイント課題内で属性水準が設計どおり一様に提示されているかを確認するものである。

```{r b3-profile-randomization, echo=TRUE, eval=TRUE}
属性頻度 <- profile_randomization_results$study3$frequency %>%
  dplyr::mutate(
    属性 = 属性日本語(attribute),
    条件 = 条件日本語(party_n, "study3")
  )

表示ラベル <- 属性頻度 %>%
  dplyr::group_by(属性, 条件) %>%
  dplyr::slice_max(abs_deviation, n = 2, with_ties = FALSE) %>%
  dplyr::ungroup()

図C9 <- ggplot2::ggplot(属性頻度, ggplot2::aes(x = expected_share, y = observed_share, shape = 条件)) +
  ggplot2::geom_abline(intercept = 0, slope = 1, linetype = "dashed", linewidth = 0.65) +
  ggplot2::geom_point(size = 2.2, fill = "white") +
  ggplot2::geom_text(data = 表示ラベル, ggplot2::aes(label = level), size = 2.4, check_overlap = TRUE, vjust = -0.7) +
  ggplot2::facet_wrap(~ 属性, ncol = 3) +
  ggplot2::coord_equal() +
  ggplot2::labs(x = "設計上の期待比率", y = "観測比率", shape = "条件") +
  ggplot2::theme_bw(base_size = 10.5) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank(), legend.position = "bottom")
図C9
```

```{r b3-randomization-tables, echo=TRUE, eval=TRUE}
表C11 <- profile_randomization_results$study3$uniformity_tests %>%
  dplyr::transmute(
    条件 = 条件日本語(party_n, "study3"),
    属性 = 属性日本語(attribute),
    `カイ二乗値` = round(chi_square, 3),
    自由度 = df,
    p値 = signif(p_value, 3),
    `Holm補正p値` = signif(p_holm, 3),
    `最大絶対比率差` = round(max_abs_share_deviation, 4)
  )
knitr::kable(表日本語(表C11), format = "html", row.names = FALSE)

表C12 <- 属性頻度 %>%
  dplyr::transmute(
    条件,
    属性,
    水準 = level,
    観測数 = observed_n,
    総数 = total_n,
    観測比率 = round(observed_share, 4),
    期待比率 = round(expected_share, 4),
    差 = round(deviation, 4)
  )
knitr::kable(表日本語(表C12), format = "html", row.names = FALSE)
```

## C.4 標本減少とスクリーニング

### 実験1（2023年）

```{r b4-study1-screening, echo=TRUE, eval=TRUE}
実験1標本減少 <- readr::read_csv(study_csv("study1", "table_sample_attrition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(
    段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))
  ) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験1標本減少, format = "html", row.names = FALSE, caption = "表C13：実験1の標本減少")

実験1条件別標本 <- readr::read_csv(study_csv("study1", "table_sample_attrition_by_condition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(
    条件 = 条件日本語(条件, "study1"),
    段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))
  ) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験1条件別標本, format = "html", row.names = FALSE, caption = "表C14：実験1の条件別標本減少")
```



### 実験2（2026年）

```{r b4-study2-screening, echo=TRUE, eval=TRUE}
実験2標本減少 <- readr::read_csv(study_csv("study2", "table_sample_attrition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験2標本減少, format = "html", row.names = FALSE, caption = "表C17：実験2の標本減少")

実験2条件別標本 <- readr::read_csv(study_csv("study2", "table_sample_attrition_by_condition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), 段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験2条件別標本, format = "html", row.names = FALSE, caption = "表C18：実験2の条件別標本減少")

実験2操作確認 <- readr::read_csv(study_csv("study2", "table_manipulation_check.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", response = "回答", status = "判定", n = "N")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験2操作確認, format = "html", row.names = FALSE, caption = "表C19：実験2の選択肢数操作確認")

実験2指示項目 <- readr::read_csv(study_csv("study2", "table_attention_check.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, response = "回答コード", status = "判定", n = "N")) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験2指示項目, format = "html", row.names = FALSE, caption = "表C20：実験2の指示項目")
```

### 実験3（2026年）

```{r b4-study3-screening, echo=TRUE, eval=TRUE}
実験3標本減少 <- readr::read_csv(study_csv("study3", "table_sample_attrition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験3標本減少, format = "html", row.names = FALSE, caption = "表C21：実験3の標本減少")

実験3条件別標本 <- readr::read_csv(study_csv("study3", "table_sample_attrition_by_condition.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), 段階 = stringr::str_replace_all(段階, c("choice_task([1-5])" = "選択課題\\1", "Choice task ([1-5])" = "選択課題\\1"))) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験3条件別標本, format = "html", row.names = FALSE, caption = "表C22：実験3の条件別標本減少")

実験3操作確認 <- readr::read_csv(study_csv("study3", "table_manipulation_check.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", response = "回答", status = "判定", n = "N")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験3操作確認, format = "html", row.names = FALSE, caption = "表C23：実験3の選択肢数操作確認")

実験3指示項目 <- readr::read_csv(study_csv("study3", "table_attention_check.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, response = "回答コード", status = "判定", n = "N")) %>%
  dplyr::mutate(dplyr::across(dplyr::everything(), ~ tidyr::replace_na(as.character(.x), "—")))
knitr::kable(実験3指示項目, format = "html", row.names = FALSE, caption = "表C24：実験3の指示項目")
```

# D. 本文図の再現

この節の図（表）番号は本文と一致したものである。本文の分析結果で用いる図は図4から図9までであり、実験2のAMCEは本文図には表示せず、補遺Eに掲示されている。

## 図4：実験1（2023年）の共変量調整済みAMCE

```{r c-fig4, echo=TRUE, eval=TRUE}
図4データ <- study1_env$amce_plot_df_cov_facet
図4 <- ggplot2::ggplot(
  図4データ,
  ggplot2::aes(x = estimate_pp, y = label, shape = party_n, linetype = party_n, group = party_n)
) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.45, color = "grey35") +
  ggplot2::geom_errorbarh(
    ggplot2::aes(xmin = conf.low_pp, xmax = conf.high_pp),
    position = ggplot2::position_dodge(width = 0.65), height = 0.16, linewidth = 0.55
  ) +
  ggplot2::geom_point(position = ggplot2::position_dodge(width = 0.65), size = 2.5, fill = "white", stroke = 0.8) +
  ggplot2::facet_grid(attribute_facet ~ ., scales = "free_y", space = "free_y", switch = "y") +
  ggplot2::scale_shape_manual(values = c("2政党" = 16, "3政党" = 17, "4政党" = 15, "5政党" = 1)) +
  ggplot2::scale_linetype_manual(values = c("2政党" = "solid", "3政党" = "dashed", "4政党" = "dotted", "5政党" = "dotdash")) +
  ggplot2::labs(x = "選択確率の変化", y = NULL, shape = "政党数条件", linetype = "政党数条件") +
  ggplot2::theme_bw(base_size = 12) +
  ggplot2::theme(legend.position = "top", panel.grid.major.y = ggplot2::element_blank(), panel.grid.minor = ggplot2::element_blank())
図4

表D1 <- readr::read_csv(study_csv("study1", "table_amce_covariate_adjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表D1), format = "html", row.names = FALSE, caption = "表D1：図4に対応する共変量調整済みAMCE")
```

## 図5：実験1（2023年）の政党・経済手がかりの重要度と相対比重

```{r c-fig5, echo=TRUE, eval=TRUE}
図5重要度データ <- study1_env$relative_panel_adjusted_data
図5相対比重データ <- study1_env$relative_panel_b_data
図5パネルA <- study1_env$relative_panel_adjusted
図5パネルB <- study1_env$relative_panel_c
図5 <- (図5パネルA | 図5パネルB) + patchwork::plot_layout(widths = c(1, 1))
図5

表D2 <- readr::read_csv(study_csv("study1", "table_marginal_means.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", level = "水準")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study1"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D2), format = "html", row.names = FALSE, caption = "表D2：限界平均")

表D3 <- readr::read_csv(study_csv("study1", "table_attribute_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study1"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D3), format = "html", row.names = FALSE, caption = "表D3：属性重要度")

表D4 <- readr::read_csv(study_csv("study1", "table_cue_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", statistic = "指標")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study1"), 指標 = 統計量日本語(指標, "study1"))
knitr::kable(表日本語(表D4), format = "html", row.names = FALSE, caption = "表D4：政党・経済手がかりの重要度と相対比重")
```

## 図6：実験2（2026年）の政党・経済手がかりの重要度と相対比重

```{r c-fig6, echo=TRUE, eval=TRUE}
図6重要度データ <- study2_env$relative_panel_adjusted_data
図6相対比重データ <- study2_env$relative_panel_b_data
図6パネルA <- study2_env$relative_panel_adjusted
図6パネルB <- study2_env$relative_panel_c
図6 <- (図6パネルA | 図6パネルB) + patchwork::plot_layout(widths = c(1, 1))
図6

表D5 <- readr::read_csv(study_csv("study2", "table_marginal_means.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", level = "水準")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D5), format = "html", row.names = FALSE, caption = "表D5：限界平均")

表D6 <- readr::read_csv(study_csv("study2", "table_attribute_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D6), format = "html", row.names = FALSE, caption = "表D6：属性重要度")

表D7 <- readr::read_csv(study_csv("study2", "table_cue_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", statistic = "指標")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), 指標 = 統計量日本語(指標, "study2"))
knitr::kable(表日本語(表D7), format = "html", row.names = FALSE, caption = "表D7：政党・経済手がかりの重要度と相対比重")
```

## 図7：実験3（2026年）の共変量調整済みAMCE

```{r c-fig7, echo=TRUE, eval=TRUE}
図7データ <- study3_env$amce_plot_cov
図7 <- ggplot2::ggplot(
  図7データ,
  ggplot2::aes(x = estimate_pp, y = label, shape = party_n, linetype = party_n, group = party_n)
) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.45, color = "grey35") +
  ggplot2::geom_errorbarh(
    ggplot2::aes(xmin = conf.low_pp, xmax = conf.high_pp),
    position = ggplot2::position_dodge(width = 0.65), height = 0.16, linewidth = 0.55
  ) +
  ggplot2::geom_point(position = ggplot2::position_dodge(width = 0.65), size = 2.5, fill = "white", stroke = 0.8) +
  ggplot2::facet_grid(attribute ~ ., scales = "free_y", space = "free_y", switch = "y") +
  ggplot2::scale_shape_manual(values = c("2選択肢" = 16, "3選択肢" = 17, "4選択肢" = 15, "5選択肢" = 1)) +
  ggplot2::scale_linetype_manual(values = c("2選択肢" = "solid", "3選択肢" = "dashed", "4選択肢" = "dotted", "5選択肢" = "dotdash")) +
  ggplot2::labs(x = "選択確率の変化", y = NULL, shape = "選択肢数", linetype = "選択肢数") +
  ggplot2::theme_bw(base_size = 12) +
  ggplot2::theme(legend.position = "top", panel.grid.major.y = ggplot2::element_blank(), panel.grid.minor = ggplot2::element_blank())
図7

表D8 <- readr::read_csv(study_csv("study3", "table_amce_covariate_adjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表D8), format = "html", row.names = FALSE, caption = "表D8：図7に対応する共変量調整済みAMCE")
```

## 図8：実験3（2026年）の政党名・経済手がかりの重要度と相対比重

```{r c-fig8, echo=TRUE, eval=TRUE}
図8重要度データ <- study3_env$relative_panel_adjusted_data
図8相対比重データ <- study3_env$relative_panel_b_data
図8パネルA <- study3_env$relative_panel_adjusted
図8パネルB <- study3_env$relative_panel_c
図8 <- (図8パネルA | 図8パネルB) + patchwork::plot_layout(widths = c(1, 1))
図8

表D9 <- readr::read_csv(study_csv("study3", "table_marginal_means.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", level = "水準")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D9), format = "html", row.names = FALSE, caption = "表D9：限界平均")

表D10 <- readr::read_csv(study_csv("study3", "table_attribute_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), 属性 = 属性日本語(属性))
knitr::kable(表日本語(表D10), format = "html", row.names = FALSE, caption = "表D10：属性重要度")

表D11 <- readr::read_csv(study_csv("study3", "table_cue_importance.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", statistic = "指標")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), 指標 = 統計量日本語(指標, "study3"))
knitr::kable(表日本語(表D11), format = "html", row.names = FALSE, caption = "表D11：政党名・経済手がかりの重要度と相対比重")
```

## 図9：実験3（2026年）の支持政党と提示政党名の一致効果

```{r c-fig9, echo=TRUE, eval=TRUE}
図9 <- study3_env$p_party_match
図9

表D12元 <- readr::read_csv(study_csv("study3", "table_party_match.csv"), show_col_types = FALSE)

表D12条件列 <- intersect(c("選択肢数", "条件", "party_n"), names(表D12元))
if (length(表D12条件列) == 0) stop("Check condition column")
表D12条件列 <- 表D12条件列[[1]]

if (!"回答者数" %in% names(表D12元)) {
  表D12元$回答者数 <- NA_character_
}

実験3条件人数 <- study3_env$conjoint_all_m %>%
  dplyr::distinct(ID, party_n) %>%
  dplyr::count(party_n, name = "回答者数補完")

表D12 <- 表D12元 %>%
  dplyr::mutate(条件数 = 数値列(.data[[表D12条件列]])) %>%
  dplyr::select(-dplyr::all_of(表D12条件列)) %>%
  dplyr::left_join(実験3条件人数, by = c("条件数" = "party_n")) %>%
  dplyr::mutate(
    回答者数 = dplyr::coalesce(数値列(回答者数), 回答者数補完),
    条件 = 条件日本語(条件数, "study3")
  ) %>%
  dplyr::select(-条件数, -回答者数補完) %>%
  dplyr::relocate(条件, .after = 対象)

knitr::kable(
  表日本語(表D12),
  format = "html",
  row.names = FALSE,
  caption = "表D12：支持政党と提示政党名の一致効果"
)
```

# E. 実験1（2023年）の補足分析

## 補図E1：共変量を含めないAMCE

```{r d1, echo=TRUE, eval=TRUE}
補図E1データ <- study1_env$amce_plot_df_nocov_facet
補図E1 <- study1_env$p_amce_facet_nocov
補図E1

表E1 <- readr::read_csv(study_csv("study1", "table_amce_unadjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表E1), format = "html", row.names = FALSE)
```

## 補図E2：2政党条件との差

```{r d2, echo=TRUE, eval=TRUE}
補図E2データ <- study1_env$interaction_plot_df
補図E2 <- study1_env$p_interaction
補図E2

表E2 <- readr::read_csv(study_csv("study1", "table_amce_interaction.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, attribute = "属性")) %>%
  dplyr::mutate(dplyr::across(dplyr::any_of("属性"), 属性日本語))
knitr::kable(表日本語(表E2), format = "html", row.names = FALSE)
```

## 補図E3：条件付きロジット

```{r d3, echo=TRUE, eval=TRUE}
補図E3 <- study1_env$p_clogit_or
補図E3

表E3 <- readr::read_csv(study_csv("study1", "table_conditional_logit.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", label = "水準")) %>%
  dplyr::mutate(
    条件 = 条件日本語(条件, "study1"),
    属性 = 属性日本語(属性)
  ) %>%
  dplyr::select(-dplyr::any_of(c("term", "variable", "policy_position", "government_status")))
knitr::kable(表日本語(表E3), format = "html", row.names = FALSE)
```

# F. 実験2（2026年）の補足分析

本文では実験2のAMCEの方向性を記述し、詳細を補遺に回しているため、共変量調整済みAMCEを補図F1として最初に示す。

## 補図F1：共変量調整済みAMCE

```{r e1, echo=TRUE, eval=TRUE}
補図F1データ <- study2_env$amce_plot_df_cov_facet
補図F1 <- study2_env$p_amce_cov_facet
補図F1

表F1 <- readr::read_csv(study_csv("study2", "table_amce_covariate_adjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表F1), format = "html", row.names = FALSE)
```

## 補図F2：共変量を含めないAMCE

```{r e2, echo=TRUE, eval=TRUE}
補図F2データ <- study2_env$amce_plot_df_nocov_facet
補図F2 <- study2_env$p_amce_facet_nocov
補図F2

表F2 <- readr::read_csv(study_csv("study2", "table_amce_unadjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表F2), format = "html", row.names = FALSE)
```

## 補図F3：2政党条件との差

```{r e3, echo=TRUE, eval=TRUE}
補図F3データ <- study2_env$interaction_plot_df
補図F3 <- study2_env$p_interaction
補図F3

表F3 <- readr::read_csv(study_csv("study2", "table_amce_interaction.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, attribute = "属性")) %>%
  dplyr::mutate(dplyr::across(dplyr::any_of("属性"), 属性日本語))
knitr::kable(表日本語(表F3), format = "html", row.names = FALSE)
```

## 補図F4：条件付きロジット

```{r e4, echo=TRUE, eval=TRUE}
補図F4 <- study2_env$p_clogit_or
補図F4

表F4 <- readr::read_csv(study_csv("study2", "table_conditional_logit.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", label = "水準")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study2"), 属性 = 属性日本語(属性)) %>%
  dplyr::select(-dplyr::any_of(c("term", "variable", "policy_position", "government_status")))
knitr::kable(表日本語(表F4), format = "html", row.names = FALSE)
```

# G. 実験3（2026年）の補足分析

## 補図G1：共変量を含めないAMCE

```{r f1, echo=TRUE, eval=TRUE}
補図G1データ <- study3_env$amce_plot_nocov
補図G1 <- study3_env$p_amce_nocov
補図G1

表G1 <- readr::read_csv(study_csv("study3", "table_amce_unadjusted.csv"), show_col_types = FALSE) %>%
  dplyr::mutate(条件 = paste0(stringr::str_remove(条件, "条件$"), "条件"))
knitr::kable(表日本語(表G1), format = "html", row.names = FALSE)
```

## 補図G2：2選択肢条件との差

```{r f2, echo=TRUE, eval=TRUE}
補図G2 <- study3_env$p_interaction
補図G2

表G2 <- readr::read_csv(study_csv("study3", "table_amce_interaction.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, attribute = "属性")) %>%
  dplyr::mutate(dplyr::across(dplyr::any_of("属性"), 属性日本語))
knitr::kable(表日本語(表G2), format = "html", row.names = FALSE)
```

## 補図G3：AMCEの線形トレンド

```{r f3, echo=TRUE, eval=TRUE}
補図G3 <- study3_env$p_linear_trend
補図G3

表G3 <- readr::read_csv(study_csv("study3", "table_amce_linear_trend.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, attribute = "属性", label = "水準")) %>%
  dplyr::mutate(dplyr::across(dplyr::any_of("属性"), 属性日本語)) %>%
  dplyr::select(-dplyr::any_of(c("term", "variable")))
knitr::kable(表日本語(表G3), format = "html", row.names = FALSE)
```

## 補図G4：条件付きロジット

```{r f4, echo=TRUE, eval=TRUE}
補図G4 <- study3_env$p_clogit_or
補図G4

表G4 <- readr::read_csv(study_csv("study3", "table_conditional_logit.csv"), show_col_types = FALSE) %>%
  dplyr::rename_with(~ dplyr::recode(.x, party_n = "条件", attribute = "属性", label = "水準")) %>%
  dplyr::mutate(条件 = 条件日本語(条件, "study3"), 属性 = 属性日本語(属性)) %>%
  dplyr::select(-dplyr::any_of(c("term", "variable")))
knitr::kable(表日本語(表G4), format = "html", row.names = FALSE)
```

# H. 政党支持による異質性

支持政党別AMCEでは、各条件に該当する回答者数が40人未満のセルは推定対象外としている。したがって、以下では `insufficient_cell_n` をNAのまま表示せず、推定可能であった支持政党×選択肢数条件のみを掲載する。

## 補図H1：支持政党別AMCE

補図H1は、支持政党によるAMCEの異質性を実験ごとに示す。可読性のため、結果は実験1・2・3に分け、**1つのパネルを1つの支持政党に対応させる**。縦軸には属性名と水準名を一体として表示し、同一の支持政党について各属性・水準の推定結果を上から順に確認できるようにした。点はAMCE、横線は95%信頼区間を示し、点の形で選択肢数条件を区別する。

対応表も実験ごとに分け、選択肢数条件を列方向に展開する。各セルは **AMCE [95% CI]（pp）** を示し、回答者数は支持政党×選択肢数条件ごとの小表として別に示す。この形式により、同じ属性・水準について2・3・4・5選択肢条件を横方向に直接比較できる。表示表では情報を点推定値と95%信頼区間に集約し、p値を含む完全な係数表は各実験のCSV出力 `table_party_support_amce.csv` に保存する。

```{r g1-prepare, echo=TRUE, eval=TRUE}
支持AMCE一覧 <- dplyr::bind_rows(
  party_support_amce_results$study1$subgroup_coefficients %>%
    dplyr::mutate(実験 = "実験1（2023年）", study_id = "study1"),
  party_support_amce_results$study2$subgroup_coefficients %>%
    dplyr::mutate(実験 = "実験2（2026年）", study_id = "study2"),
  party_support_amce_results$study3$subgroup_coefficients %>%
    dplyr::mutate(実験 = "実験3（2026年）", study_id = "study3")
) %>%
  dplyr::filter(
    status == "estimated",
    !is.na(term),
    term != "(Intercept)",
    !is.na(estimate)
  ) %>%
  dplyr::mutate(
    属性表示 = 属性日本語(attribute),
    条件表示 = purrr::map2_chr(party_n, study_id, 条件日本語),
    水準表示 = 水準日本語(term, label, attribute),
    表示項目 = paste0(属性表示, "：", 水準表示)
  )

補図H1作成 <- function(描画データ, 実験名) {
  項目順 <- 描画データ %>%
    dplyr::distinct(属性表示, 水準表示, 表示項目) %>%
    dplyr::pull(表示項目)

  条件順 <- 描画データ %>%
    dplyr::distinct(party_n, 条件表示) %>%
    dplyr::arrange(party_n) %>%
    dplyr::pull(条件表示)

  描画データ <- 描画データ %>%
    dplyr::mutate(
      表示項目 = factor(表示項目, levels = rev(項目順)),
      条件表示 = factor(条件表示, levels = 条件順)
    )

  dodge <- ggplot2::position_dodge(width = 0.52)

  ggplot2::ggplot(
    描画データ,
    ggplot2::aes(
      x = estimate_pp,
      y = 表示項目,
      shape = 条件表示
    )
  ) +
    ggplot2::geom_vline(
      xintercept = 0,
      linewidth = 0.45
    ) +
    ggplot2::geom_errorbarh(
      ggplot2::aes(
        xmin = conf.low_pp,
        xmax = conf.high_pp
      ),
      height = 0.12,
      position = dodge,
      linewidth = 0.55
    ) +
    ggplot2::geom_point(
      position = dodge,
      size = 2.25,
      fill = "white"
    ) +
    ggplot2::facet_wrap(
      ~ party_support_h,
      ncol = 2,
      scales = "free_y"
    ) +
    ggplot2::labs(
      title = 実験名,
      subtitle = "各パネルは支持政党別の推定結果。点はAMCE、横線は95%信頼区間。",
      x = "選択確率への効果（pp）",
      y = NULL,
      shape = "選択肢数条件",
      caption = "回答者数が40人未満の支持政党×選択肢数条件は推定対象外。"
    ) +
    ggplot2::theme_bw(base_size = 10.5) +
    ggplot2::theme(
      legend.position = "top",
      legend.justification = "center",
      panel.grid.minor = ggplot2::element_blank(),
      strip.background = ggplot2::element_rect(fill = "white"),
      strip.text = ggplot2::element_text(face = "bold", size = 10.5),
      axis.text.y = ggplot2::element_text(size = 8.6, color = "black"),
      axis.text.x = ggplot2::element_text(color = "black"),
      plot.title = ggplot2::element_text(face = "bold"),
      plot.subtitle = ggplot2::element_text(size = 9.5),
      plot.caption = ggplot2::element_text(hjust = 0, size = 8.5),
      panel.spacing = grid::unit(1.0, "lines")
    )
}

表H1作成 <- function(表データ) {
  支持順 <- unique(表データ$party_support_h)
  項目順 <- unique(表データ$表示項目)

  表データ %>%
    dplyr::mutate(
      支持政党 = factor(party_support_h, levels = 支持順),
      `属性・水準` = factor(表示項目, levels = 項目順),
      結果 = sprintf(
        "%.2f [%.2f, %.2f]",
        estimate_pp,
        conf.low_pp,
        conf.high_pp
      )
    ) %>%
    dplyr::select(
      支持政党,
      `属性・水準`,
      条件 = 条件表示,
      結果
    ) %>%
    tidyr::pivot_wider(
      names_from = 条件,
      values_from = 結果,
      values_fill = "—"
    ) %>%
    dplyr::arrange(支持政党, `属性・水準`) %>%
    dplyr::mutate(
      支持政党 = as.character(支持政党),
      `属性・水準` = as.character(`属性・水準`)
    )
}

表H1回答者数作成 <- function(表データ) {
  表データ %>%
    dplyr::distinct(
      支持政党 = party_support_h,
      条件 = 条件表示,
      回答者数 = n_ids
    ) %>%
    dplyr::mutate(回答者数 = as.character(回答者数)) %>%
    tidyr::pivot_wider(
      names_from = 条件,
      values_from = 回答者数,
      values_fill = "—"
    ) %>%
    dplyr::arrange(支持政党)
}
```

### 補図H1a：実験1（2023年）

実験1について、推定可能であった支持政党別にAMCEを示す。各パネル内では、同一の属性・水準について4つの政党数条件を比較できる。

```{r g1-study1-figure, echo=TRUE, eval=TRUE, fig.width=12, fig.height=9.5, out.width='100%'}
H1_実験1 <- 支持AMCE一覧 %>%
  dplyr::filter(study_id == "study1")

補図H1a <- 補図H1作成(
  H1_実験1,
  "補図H1a：実験1（2023年）の支持政党別AMCE"
)
補図H1a
```

対応する回答者数とAMCEを以下に示す。AMCE表では、各条件の点推定値と95%信頼区間を1セルにまとめている。

```{r g1-study1-table, echo=TRUE, eval=TRUE}
表H1a回答者数 <- 表H1回答者数作成(H1_実験1)
knitr::kable(
  表H1a回答者数,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1a-1：実験1（2023年）の支持政党別回答者数"
)

表H1a <- 表H1作成(H1_実験1)
knitr::kable(
  表H1a,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1a-2：実験1（2023年）の支持政党別AMCE［点推定値 [95% CI]、pp］"
)
```

### 補図H1b：実験2（2026年）

実験2についても同じ形式で示す。支持政党の種類が実験1より多いため、支持政党を2列のファセットに分け、各パネルで属性・水準を縦方向に追えるようにした。

```{r g1-study2-figure, echo=TRUE, eval=TRUE, fig.width=12, fig.height=16, out.width='100%'}
H1_実験2 <- 支持AMCE一覧 %>%
  dplyr::filter(study_id == "study2")

補図H1b <- 補図H1作成(
  H1_実験2,
  "補図H1b：実験2（2026年）の支持政党別AMCE"
)
補図H1b
```

```{r g1-study2-table, echo=TRUE, eval=TRUE}
表H1b回答者数 <- 表H1回答者数作成(H1_実験2)
knitr::kable(
  表H1b回答者数,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1b-1：実験2（2026年）の支持政党別回答者数"
)

表H1b <- 表H1作成(H1_実験2)
knitr::kable(
  表H1b,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1b-2：実験2（2026年）の支持政党別AMCE［点推定値 [95% CI]、pp］"
)
```

### 補図H1c：実験3（2026年）

実験3では、政党属性が政党名として提示される。図の構成は実験1・2と揃え、支持政党ごとに、政党名および経済属性の各水準に対するAMCEを比較できるようにした。

```{r g1-study3-figure, echo=TRUE, eval=TRUE, fig.width=12, fig.height=16, out.width='100%'}
H1_実験3 <- 支持AMCE一覧 %>%
  dplyr::filter(study_id == "study3")

補図H1c <- 補図H1作成(
  H1_実験3,
  "補図H1c：実験3（2026年）の支持政党別AMCE"
)
補図H1c
```

```{r g1-study3-table, echo=TRUE, eval=TRUE}
表H1c回答者数 <- 表H1回答者数作成(H1_実験3)
knitr::kable(
  表H1c回答者数,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1c-1：実験3（2026年）の支持政党別回答者数"
)

表H1c <- 表H1作成(H1_実験3)
knitr::kable(
  表H1c,
  format = "html",
  row.names = FALSE,
  table.attr = 'class="table table-condensed" style="font-size:90%;"',
  caption = "表H1c-2：実験3（2026年）の支持政党別AMCE［点推定値 [95% CI]、pp］"
)
```

## 補図H2：支持政党別の手がかり重要度と相対比重

```{r g2, echo=TRUE, eval=TRUE}
支持手がかり一覧 <- dplyr::bind_rows(
  party_support_relative_cue_results$study1$intervals %>% dplyr::mutate(実験 = "実験1（2023年）", study_id = "study1"),
  party_support_relative_cue_results$study2$intervals %>% dplyr::mutate(実験 = "実験2（2026年）", study_id = "study2"),
  party_support_relative_cue_results$study3$intervals %>% dplyr::mutate(実験 = "実験3（2026年）", study_id = "study3")
) %>%
  dplyr::mutate(
    条件 = purrr::map2_chr(party_n, study_id, 条件日本語),
    指標 = purrr::map2_chr(statistic, study_id, 統計量日本語),
    表示値 = dplyr::if_else(statistic == "relative_party_weight_pairwise", 100 * estimate, 100 * estimate),
    下限 = 100 * conf_low,
    上限 = 100 * conf_high,
    単位 = dplyr::if_else(statistic == "relative_party_weight_pairwise", "%", "pp")
  )

相対比重データ <- 支持手がかり一覧 %>%
  dplyr::filter(statistic == "relative_party_weight_pairwise") %>%
  dplyr::mutate(数値ラベル = sprintf("%.1f%%", 表示値))

for (実験名 in unique(相対比重データ$実験)) {
  描画データ <- 相対比重データ %>% dplyr::filter(実験 == 実験名)
  図 <- ggplot2::ggplot(描画データ, ggplot2::aes(x = party_n, y = 表示値, group = party_support_h)) +
    ggplot2::geom_hline(yintercept = 50, linetype = "dashed", linewidth = 0.4) +
    ggplot2::geom_line(linewidth = 0.65) +
    ggplot2::geom_errorbar(ggplot2::aes(ymin = 下限, ymax = 上限), width = 0.08, linewidth = 0.45) +
    ggplot2::geom_label(ggplot2::aes(label = 数値ラベル), size = 3.0, label.size = 0, fill = "white") +
    ggplot2::facet_wrap(~ party_support_h, scales = "free_y") +
    ggplot2::scale_x_continuous(breaks = 2:5, labels = 条件日本語(2:5, ifelse(unique(描画データ$study_id) == "study3", "study3", "study1"))) +
    ggplot2::labs(x = NULL, y = "政党手がかり相対比重（%）", subtitle = 実験名) +
    ggplot2::theme_bw(base_size = 10) +
    ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
  print(図)
}

表H2 <- 支持手がかり一覧 %>%
  dplyr::transmute(
    実験,
    支持政党 = party_support_h,
    `条件・指標` = paste0(条件, "：", 指標),
    推定値 = round(表示値, 2),
    `95%CI下限` = round(下限, 2),
    `95%CI上限` = round(上限, 2),
    単位
  )
knitr::kable(表日本語(表H2), format = "html", row.names = FALSE, caption = "表H2：支持政党別の手がかり重要度と相対比重")
```

## 補図H3：対象となる支持政党別の一致効果

```{r g3, echo=TRUE, eval=TRUE}
一致効果 <- study3_all_party_match_results$coefficients %>%
  dplyr::filter(status == "estimated", !is.na(estimate)) %>%
  dplyr::mutate(
    条件 = 条件日本語(party_n, "study3"),
    数値ラベル = sprintf("%.1f", estimate_pp)
  )

補図H3 <- ggplot2::ggplot(一致効果, ggplot2::aes(x = party_n, y = estimate_pp, group = 1)) +
  ggplot2::geom_hline(yintercept = 0, linewidth = 0.4) +
  ggplot2::geom_line(linewidth = 0.65) +
  ggplot2::geom_errorbar(ggplot2::aes(ymin = conf.low_pp, ymax = conf.high_pp), width = 0.08, linewidth = 0.45) +
  ggplot2::geom_label(ggplot2::aes(label = 数値ラベル), size = 3.0, label.size = 0, fill = "white") +
  ggplot2::facet_wrap(~ support_party_valid) +
  ggplot2::scale_x_continuous(breaks = 2:5, labels = paste0(2:5, "選択肢")) +
  ggplot2::labs(x = "選択肢数", y = "一致効果（pp）") +
  ggplot2::theme_bw(base_size = 10) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
補図H3

表H3 <- 一致効果 %>%
  dplyr::transmute(
    支持政党 = support_party_valid,
    条件,
    回答者数 = n_ids,
    `一致効果（pp）` = round(estimate_pp, 2),
    `95%CI下限` = round(conf.low_pp, 2),
    `95%CI上限` = round(conf.high_pp, 2),
    p値 = signif(p.value, 3)
  )
knitr::kable(表日本語(表H3), format = "html", row.names = FALSE)

表H4 <- study3_all_party_match_results$trends %>%
  dplyr::filter(status == "estimated") %>%
  dplyr::transmute(
    支持政党 = support_party_valid,
    `1選択肢増加あたりの変化（pp）` = round(estimate * 100, 2),
    `95%CI下限` = round(conf.low * 100, 2),
    `95%CI上限` = round(conf.high * 100, 2),
    p値 = signif(p.value, 3)
  )
knitr::kable(表日本語(表H4), format = "html", row.names = FALSE)
```

# I. 3実験横断分析

## 補図I1：主要仮説の線形傾向

```{r h1, echo=TRUE, eval=TRUE}
主要仮説 <- hypothesis_test_summary %>%
  dplyr::mutate(
    実験 = dplyr::recode(study_id, study1 = "実験1（2023年）", study2 = "実験2（2026年）", study3 = "実験3（2026年）"),
    指標 = dplyr::case_when(
      stringr::str_detect(statistic, "party") ~ "政党手がかり重要度",
      stringr::str_detect(statistic, "economic") ~ "経済手がかり重要度",
      TRUE ~ statistic
    ),
    予測方向 = dplyr::recode(expected_direction, positive = "正", negative = "負")
  )

主要仮説 <- 主要仮説 %>%
  dplyr::mutate(
    傾きpp = 100 * estimate,
    下限pp = 100 * conf_low,
    上限pp = 100 * conf_high,
    表示行 = paste0(hypothesis, "：", 指標),
    数値ラベル = sprintf("%.2f", 傾きpp)
  )

補図I1 <- ggplot2::ggplot(主要仮説, ggplot2::aes(x = 傾きpp, y = stats::reorder(表示行, 傾きpp))) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.45) +
  ggplot2::geom_errorbarh(ggplot2::aes(xmin = 下限pp, xmax = 上限pp), height = 0.12, linewidth = 0.55) +
  ggplot2::geom_label(ggplot2::aes(label = 数値ラベル), size = 3.1, label.size = 0, fill = "white") +
  ggplot2::labs(x = "選択肢が1つ増えるときの重要度の変化（pp）", y = NULL) +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
補図I1

表I1 <- 主要仮説 %>%
  dplyr::transmute(
    実験,
    仮説 = hypothesis,
    指標,
    予測方向,
    傾き = round(estimate, 4),
    `95%CI下限` = round(conf_low, 4),
    `95%CI上限` = round(conf_high, 4),
    p値 = signif(p_value_two_sided, 3),
    判定 = conclusion
  )
knitr::kable(表日本語(表I1), format = "html", row.names = FALSE)
```

## 補図I2：選択肢数調整済み重要度の線形傾向

```{r h2, echo=TRUE, eval=TRUE}
調整済み傾向 <- choice_set_adjusted_slope_summary %>%
  dplyr::mutate(
    実験 = dplyr::recode(study_id, study1 = "実験1（2023年）", study2 = "実験2（2026年）", study3 = "実験3（2026年）"),
    指標 = dplyr::case_when(
      stringr::str_detect(statistic, "party") ~ "政党手がかり重要度（選択肢数調整済み）",
      stringr::str_detect(statistic, "economic") ~ "経済手がかり重要度（選択肢数調整済み）",
      TRUE ~ statistic
    )
  )

調整済み傾向 <- 調整済み傾向 %>%
  dplyr::mutate(
    傾き表示 = 100 * estimate,
    下限表示 = 100 * conf_low,
    上限表示 = 100 * conf_high,
    表示行 = paste0(実験, "：", 指標),
    数値ラベル = sprintf("%.2f", 傾き表示)
  )

補図I2 <- ggplot2::ggplot(調整済み傾向, ggplot2::aes(x = 傾き表示, y = stats::reorder(表示行, 傾き表示))) +
  ggplot2::geom_vline(xintercept = 0, linewidth = 0.45) +
  ggplot2::geom_errorbarh(ggplot2::aes(xmin = 下限表示, xmax = 上限表示), height = 0.12, linewidth = 0.55) +
  ggplot2::geom_label(ggplot2::aes(label = 数値ラベル), size = 3.1, label.size = 0, fill = "white") +
  ggplot2::labs(x = "選択肢が1つ増えるときの調整済み重要度の変化（%）", y = NULL) +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank())
補図I2

表I2 <- 調整済み傾向 %>%
  dplyr::transmute(
    実験,
    指標,
    傾き = round(estimate, 4),
    `95%CI下限` = round(conf_low, 4),
    `95%CI上限` = round(conf_high, 4),
    p値 = signif(p_value_two_sided, 3)
  )
knitr::kable(表日本語(表I2), format = "html", row.names = FALSE)
```

## 補図I3：政党手がかり相対比重の3実験比較

```{r h3, echo=TRUE, eval=TRUE}
横断相対比重 <- cross_study_relative_weight %>%
  dplyr::mutate(
    実験 = dplyr::recode(study_id, study1 = "実験1（2023年）", study2 = "実験2（2026年）", study3 = "実験3（2026年）"),
    相対比重 = 100 * estimate,
    下限 = 100 * conf_low,
    上限 = 100 * conf_high,
    数値ラベル = sprintf("%.1f%%", 相対比重)
  )

補図I3 <- ggplot2::ggplot(横断相対比重, ggplot2::aes(x = party_n, y = 相対比重, group = 実験, linetype = 実験)) +
  ggplot2::geom_hline(yintercept = 50, linetype = "dashed", linewidth = 0.4) +
  ggplot2::geom_line(linewidth = 0.75) +
  ggplot2::geom_errorbar(ggplot2::aes(ymin = 下限, ymax = 上限), width = 0.07, linewidth = 0.45) +
  ggplot2::geom_label(ggplot2::aes(label = 数値ラベル), size = 3.0, label.size = 0, fill = "white") +
  ggplot2::scale_x_continuous(breaks = 2:5, labels = paste0(2:5, "選択肢")) +
  ggplot2::labs(x = "選択肢数", y = "政党手がかり相対比重（%）", linetype = NULL) +
  ggplot2::theme_bw(base_size = 11) +
  ggplot2::theme(panel.grid.minor = ggplot2::element_blank(), legend.position = "top")
補図I3

表I3 <- 横断相対比重 %>%
  dplyr::transmute(
    実験,
    条件 = paste0(party_n, "選択肢条件"),
    `政党手がかり相対比重（%）` = round(相対比重, 1),
    `95%CI下限` = round(下限, 1),
    `95%CI上限` = round(上限, 1)
  )
knitr::kable(表日本語(表I3), format = "html", row.names = FALSE)
```
