{
  "leg": "C2",
  "item_id": "c2-json-2",
  "category": "json-extraction",
  "proxy_item": false,
  "model": "qwen3.6:27b",
  "think": false,
  "posture": "think:false",
  "reasoning_strength": null,
  "repeat": 2,
  "started_at": "2026-08-26T14:02:06.332875Z",
  "num_predict": 1536,
  "timeout_s": 240,
  "request": {
    "model": "qwen3.6:27b",
    "stream": false,
    "think": false,
    "options": {
      "num_ctx": 32768,
      "temperature": 0,
      "top_p": 1,
      "num_predict": 1536
    },
    "messages": [
      {
        "role": "user",
        "content": "Read the passage and return ONE JSON object, and nothing else - no code fence, no commentary.\n\nThe object must have exactly these four keys:\n  \"men_per_player\"      integer - how many men each player has\n  \"dice_per_player\"     integer - how many dice each player is provided with\n  \"highest_point_number\" integer - the highest number a player uses when numbering the board\n  \"home_table_points\"   array of 4-6 strings - the names the passage gives the six points of the home table, in the passage's order\n\nPASSAGE:\nBackgammon is played by two persons, each of whom is provided with\nfifteen men, two dice, and a dice-box. The men on each side are of\ndifferent colours, black and white, and the players are distinguished\nby the colour of the men with which they play. The board is divided\ninto two tables, _=inner=_ and _=outer=_, and at the beginning of the\ngame the men may be set up in either of the positions shown in the\ndiagram.\n\nIt will be observed that the black men on any point have exactly the\nsame number of white men standing opposite them. In one table there are\nonly two upon one point, and in the other there are only three upon one\npoint. The table with the two men is always the _=inner table=_ while\nthe one with three is always the _=outer table=_. This distinction\nis important, and may be remembered by observing that the number of\nletters in the words _=in=_ and _=out=_ are two and three respectively.\n\nIn setting up the men the inner table is always placed _=toward the\nlight=_, whether it be a window or the gas. Each player must always\nhave the majority of his men, five and three, on the side nearer him;\nand the minority, five and two, on the side farther from him. The side\nof the _=inner table=_ which is nearer the player will always be his\n_=home table=_. In all the illustrations in this work you are supposed\nto be playing with the black side next you, and with your inner or home\ntable on your _=left=_ hand.\n\nThe raised portion or hinge of the board, which divides the inner from\nthe outer tables, is known as the _bar_, and the points, or flèches,\nin each player’s home table are numbered from 1 to 6, reckoning from\nthe outer edge toward the bar. These six points are spoken of as the\nAce, Deuce, Trey, Four, Five and Six points respectively, and they\ncorrespond to the six faces on a single die. The points in the outer\ntables have no numbers, but the one next the bar on each side is called\nthe _=bar point=_. In giving the moves of the men in a game, the names\nof the six points in the home tables are disregarded, and each player,\nBlack and White, numbers the board from 1 to 24, starting from the\nsquare on which he has only two men. The notation for the black moves\nwould be as shown in the margin; that for white being exactly opposite,\nof course."
      }
    ]
  },
  "answer": "{\n  \"men_per_player\": 15,\n  \"dice_per_player\": 2,\n  \"highest_point_number\": 24,\n  \"home_table_points\": [\n    \"Ace\",\n    \"Deuce\",\n    \"Trey\",\n    \"Four\",\n    \"Five\",\n    \"Six\"\n  ]\n}",
  "thinking": "",
  "done_reason": "stop",
  "timing": {
    "wall_s": 2.358,
    "total_duration_s": 2.356,
    "load_duration_s": 0.281,
    "prompt_eval_count": 700,
    "prompt_eval_duration_s": 0.808,
    "eval_count": 79,
    "eval_duration_s": 1.032,
    "eval_tok_s": 76.52
  },
  "error": null
}