{
  "question": "Jaime places eggs on the tray. Each tray can hold 24 eggs. If he has 64 eggs and 2 trays, how many eggs won't he be able to place on the tray?",
  "answer": "Jaime will be able to place a total of 24 x 2 = <<24*2=48>>48.\nTherefore, there are 64 - 48 = <<64-48=16>>16 eggs that he won't be able to place on the tray.\n#### 16",
  "id_orig": 491,
  "id_shuffled": 12,
  "question_annotated": "{name, Jaime} places {obj,egg}s on some {surface,tray}s. Each {surface,tray} can hold {x,24} {obj,egg}s. If he has {n,64} {obj,egg}s and {k,2} {surface,tray}s, how many {obj,egg}s won't he be able to place on the {surface,tray}?\n\n#init:\n- name = sample(names_male)\n- obj = sample([\"olive\", \"almond\", \"cookie\", \"cracker\", \"banana\"])\n- surface = sample([\"plate\", \"table\", \"bowl\", \"tray\", \"basket\"])\n- $x = range(20, 51)\n- $k = range(7, 30)\n- $n = range(200, 350)\n\n#conditions:\n- k * x < n\n\n#answer: n - k*x",
  "answer_annotated": "{name} will be able to place a total of {x} x {k} = <<{x}*{k}={x*k}>>{x*k} {obj}s.\nTherefore, there are {n} - {k*x} = <<{n}-{k*x}={n-k*x}>>{n-k*x} {obj}s that he won't be able to place on the {surface}.\n#### {n-k*x}"
}