# http://shancarter.github.io/mr-data-converter/

# r_gamble = [
#     [
#         "x1",
#         "9.95",
#         "7.00",
#         "0.33",
#         # "3.00",
#         # "2.00",
#         # "1.53",
#         # "1.00",
#         # "0.65",
#         # "0.50",
#         # "0.33",
#         # "0.23",
#         # "0.14",
#         # "0.10",
#     ],
#     [
#         "x2",
#         "-0.10",
#         "-0.14",
#         "-3.00",
#         # "-0.33",
#         # "-0.50",
#         # "-0.65",
#         # "-1.00",
#         # "-1.53",
#         # "-2.00",
#         # "-3.00",
#         # "-4.36",
#         # "-7.00",
#         # "-9.95",
#     ],
#     [
#         "p_x",
#         "0.01",
#         "0.02",
#         "0.90",
#         # "0.10",
#         # "0.20",
#         # "0.30",
#         # "0.50",
#         # "0.70",
#         # "0.80",
#         # "0.90",
#         # "0.95",
#         # "0.98",
#         # "0.99",
#     ],
#     [
#         "Name",
#         "psi",
#         "chi",
#         "delta",
#         # "mu",
#         # "kappa",
#         # "sigma",
#         # "theta",
#         # "nu",
#         # "alpha",
#         # "zeta",
#         # "omega",
#         # "phi",
#         # "rho",
#     ],
#     ["Endowment", 5, 5, 5],
#     ["Repetitions", 1, 1, 5],
# ]
gamble = [
    [[0.01, 0.99], [9.95, -0.1], 1, "choices/choice_no_1.png", 5, 1, "(one)"],
    [[0.02, 0.98], [7, -0.14], 2, "choices/choice_no_2.png", 5, 1, "(one)"],
    [[0.05, 0.95], [4.36, -0.23], 3, "choices/choice_no_3.png", 5, 1, "(one)"],
    [[0.1, 0.9], [3, -0.33], 4, "choices/choice_no_4.png", 5, 1, "(one)"],
    [[0.2, 0.8], [2, -0.5], 5, "choices/choice_no_5.png", 5, 1, "(one)"],
    [[0.5, 0.5], [1, -1], 6, "choices/choice_no_6.png", 5, 1, "(one)"],
    [
        [0.8, 0.19999999999999996],
        [0.5, -2],
        7,
        "choices/choice_no_7.png",
        5,
        1,
        "(one)",
    ],
    [
        [0.9, 0.09999999999999998],
        [0.33, -3],
        8,
        "choices/choice_no_8.png",
        5,
        1,
        "(one)",
    ],
    [
        [0.95, 0.050000000000000044],
        [0.23, -4.36],
        9,
        "choices/choice_no_9.png",
        5,
        1,
        "(one)",
    ],
    [
        [0.98, 0.020000000000000018],
        [0.14, -7],
        10,
        "choices/choice_no_10.png",
        10,
        1,
        "(one)",
    ],
    [
        [0.99, 0.010000000000000009],
        [0.1, -9.95],
        11,
        "choices/choice_no_11.png",
        10,
        1,
        "(one)",
    ],
    [
        [0.9, 0.09999999999999998],
        [0.33, -3],
        12,
        "choices/choice_no_12.png",
        5,
        5,
        "(five)",
    ],
    [
        [0.9, 0.09999999999999998],
        [0.33, -3],
        13,
        "choices/choice_no_13.png",
        5,
        10,
        "(ten)",
    ],
    [
        [0.9, 0.09999999999999998],
        [0.33, -3],
        14,
        "choices/choice_no_14.png",
        5,
        50,
        "(fifty)",
    ],
    [
        [0.9, 0.09999999999999998],
        [0.33, -3],
        15,
        "choices/choice_no_15.png",
        5,
        100,
        "(one hundred)",
    ],
]

# gamble = [
#     [
#         [float(r_gamble[2][i]), 1 - float(r_gamble[2][i])],
#         [float(r_gamble[0][i]), float(r_gamble[1][i])],
#         r_gamble[3][i],
#         f"choices/{r_gamble[3][i]}.png",
#         r_gamble[4][i],
#         r_gamble[5][i],
#     ]
#     for i, _ in enumerate(r_gamble[0])
#     if i >= 1
# ]

columns = [
    "Envelope",
    "Type_clear",
    "Endowment_clear",
    "Option 1_clear",
    "Option 2_clear",
    "probs",
    "pays",
    "picture",
    "no_repetitions",
]
# data = [
#     [
#         1,
#         "chi",
#         5,
#         "_p_7 with 2% probability and _p_-0.14 otherwise.",
#         -0.05,
#         [0.02, 0.98],
#         [7.0, -0.14],
#         "choices/chi.png",
#         1,
#     ],
#     [
#         2,
#         "psi",
#         5,
#         "_p_9.95 with 1% probability and _p_-0.1 otherwise.",
#         -0.1,
#         [0.01, 0.99],
#         [9.95, -0.1],
#         "choices/psi.png",
#         1,
#     ],
#     [
#         3,
#         "delta",
#         5,
#         "_p_2",
#         -0.23,
#         [0.9, 0.1],
#         [0.33, -3],
#         "repeat_choices/repeated_gamble.png",
#         5,
#     ],
# ]

data = [
    [
        1,
        3,
        5,
        "_p_4.36 with 5% probability and _p_-0.23 otherwise.",
        -0.15,
        [4.36, -0.23],
        [0.05, 0.95],
        "choices/choice_no_1.png",
        1,
        "(one)",
    ],
    [
        2,
        10,
        10,
        "_p_0.14 with 98% probability and _p_-7.00 otherwise.",
        0.04,
        [0.14, -7.0],
        [0.98, 0.020000000000000018],
        "choices/choice_no_2.png",
        1,
        "(one)",
    ],
    [
        3,
        14,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 50 times.",
        -1.78,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_3.png",
        50,
        "(fifty)",
    ],
    [
        4,
        15,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 100 times.",
        -1.18,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_4.png",
        100,
        "(one hundred)",
    ],
    [
        5,
        11,
        10,
        "_p_0.10 with 99% probability and _p_-9.95 otherwise.",
        0.03,
        [0.1, -9.95],
        [0.99, 0.010000000000000009],
        "choices/choice_no_5.png",
        1,
        "(one)",
    ],
    [
        6,
        12,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to five times.",
        1.43,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_6.png",
        5,
        "(five)",
    ],
    [
        7,
        14,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 50 times.",
        -2.53,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_7.png",
        50,
        "(fifty)",
    ],
    [
        8,
        7,
        5,
        "_p_0.50 with 80% probability and _p_-2.00 otherwise.",
        0.04,
        [0.5, -2.0],
        [0.8, 0.19999999999999996],
        "choices/choice_no_8.png",
        1,
        "(one)",
    ],
    [
        9,
        4,
        5,
        "_p_3.00 with 10% probability and _p_-0.33 otherwise.",
        0.0,
        [3.0, -0.33],
        [0.1, 0.9],
        "choices/choice_no_9.png",
        1,
        "(one)",
    ],
    [
        10,
        3,
        5,
        "_p_4.36 with 5% probability and _p_-0.23 otherwise.",
        -0.16,
        [4.36, -0.23],
        [0.05, 0.95],
        "choices/choice_no_10.png",
        1,
        "(one)",
    ],
    [
        11,
        2,
        5,
        "_p_7.00 with 2% probability and _p_-0.14 otherwise.",
        -0.04,
        [7.0, -0.14],
        [0.02, 0.98],
        "choices/choice_no_11.png",
        1,
        "(one)",
    ],
    [
        12,
        13,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to ten times.",
        0.53,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_12.png",
        10,
        "(ten)",
    ],
    [
        13,
        3,
        5,
        "_p_4.36 with 5% probability and _p_-0.23 otherwise.",
        -0.02,
        [4.36, -0.23],
        [0.05, 0.95],
        "choices/choice_no_13.png",
        1,
        "(one)",
    ],
    [
        14,
        4,
        5,
        "_p_3.00 with 10% probability and _p_-0.33 otherwise.",
        -0.2,
        [3.0, -0.33],
        [0.1, 0.9],
        "choices/choice_no_14.png",
        1,
        "(one)",
    ],
    [
        15,
        13,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to ten times.",
        -1.91,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_15.png",
        10,
        "(ten)",
    ],
    [
        16,
        5,
        5,
        "_p_2.00 with 20% probability and _p_-0.50 otherwise.",
        -0.27,
        [2.0, -0.5],
        [0.2, 0.8],
        "choices/choice_no_16.png",
        1,
        "(one)",
    ],
    [
        17,
        15,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 100 times.",
        -0.08,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_17.png",
        100,
        "(one hundred)",
    ],
    [
        18,
        5,
        5,
        "_p_2.00 with 20% probability and _p_-0.50 otherwise.",
        -0.01,
        [2.0, -0.5],
        [0.2, 0.8],
        "choices/choice_no_18.png",
        1,
        "(one)",
    ],
    [
        19,
        9,
        5,
        "_p_0.23 with 95% probability and _p_-4.36 otherwise.",
        0.23,
        [0.23, -4.36],
        [0.95, 0.050000000000000044],
        "choices/choice_no_19.png",
        1,
        "(one)",
    ],
    [
        20,
        5,
        5,
        "_p_2.00 with 20% probability and _p_-0.50 otherwise.",
        -0.14,
        [2.0, -0.5],
        [0.2, 0.8],
        "choices/choice_no_20.png",
        1,
        "(one)",
    ],
    [
        21,
        14,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 50 times.",
        -1.14,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_21.png",
        50,
        "(fifty)",
    ],
    [
        22,
        6,
        5,
        "_p_1.00 with 50% probability and _p_-1.00 otherwise.",
        -0.58,
        [1.0, -1.0],
        [0.5, 0.5],
        "choices/choice_no_22.png",
        1,
        "(one)",
    ],
    [
        23,
        7,
        5,
        "_p_0.50 with 80% probability and _p_-2.00 otherwise.",
        0.47,
        [0.5, -2.0],
        [0.8, 0.19999999999999996],
        "choices/choice_no_23.png",
        1,
        "(one)",
    ],
    [
        24,
        8,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise.",
        0.3,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_24.png",
        1,
        "(one)",
    ],
    [
        25,
        15,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 100 times.",
        -0.05,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_25.png",
        100,
        "(one hundred)",
    ],
    [
        26,
        1,
        5,
        "_p_9.95 with 1% probability and _p_-0.10 otherwise.",
        -0.04,
        [9.95, -0.1],
        [0.01, 0.99],
        "choices/choice_no_26.png",
        1,
        "(one)",
    ],
    [
        27,
        11,
        10,
        "_p_0.10 with 99% probability and _p_-9.95 otherwise.",
        0.03,
        [0.1, -9.95],
        [0.99, 0.010000000000000009],
        "choices/choice_no_27.png",
        1,
        "(one)",
    ],
    [
        28,
        14,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 50 times.",
        -0.89,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_28.png",
        50,
        "(fifty)",
    ],
    [
        29,
        1,
        5,
        "_p_9.95 with 1% probability and _p_-0.10 otherwise.",
        -0.03,
        [9.95, -0.1],
        [0.01, 0.99],
        "choices/choice_no_29.png",
        1,
        "(one)",
    ],
    [
        30,
        9,
        5,
        "_p_0.23 with 95% probability and _p_-4.36 otherwise.",
        0.23,
        [0.23, -4.36],
        [0.95, 0.050000000000000044],
        "choices/choice_no_30.png",
        1,
        "(one)",
    ],
    [
        31,
        6,
        5,
        "_p_1.00 with 50% probability and _p_-1.00 otherwise.",
        0.5,
        [1.0, -1.0],
        [0.5, 0.5],
        "choices/choice_no_31.png",
        1,
        "(one)",
    ],
    [
        32,
        14,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 50 times.",
        -2.4,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_32.png",
        50,
        "(fifty)",
    ],
    [
        33,
        9,
        5,
        "_p_0.23 with 95% probability and _p_-4.36 otherwise.",
        0.14,
        [0.23, -4.36],
        [0.95, 0.050000000000000044],
        "choices/choice_no_33.png",
        1,
        "(one)",
    ],
    [
        34,
        11,
        10,
        "_p_0.10 with 99% probability and _p_-9.95 otherwise.",
        0.05,
        [0.1, -9.95],
        [0.99, 0.010000000000000009],
        "choices/choice_no_34.png",
        1,
        "(one)",
    ],
    [
        35,
        7,
        5,
        "_p_0.50 with 80% probability and _p_-2.00 otherwise.",
        0.31,
        [0.5, -2.0],
        [0.8, 0.19999999999999996],
        "choices/choice_no_35.png",
        1,
        "(one)",
    ],
    [
        36,
        10,
        10,
        "_p_0.14 with 98% probability and _p_-7.00 otherwise.",
        0.04,
        [0.14, -7.0],
        [0.98, 0.020000000000000018],
        "choices/choice_no_36.png",
        1,
        "(one)",
    ],
    [
        37,
        5,
        5,
        "_p_2.00 with 20% probability and _p_-0.50 otherwise.",
        -0.12,
        [2.0, -0.5],
        [0.2, 0.8],
        "choices/choice_no_37.png",
        1,
        "(one)",
    ],
    [
        38,
        1,
        5,
        "_p_9.95 with 1% probability and _p_-0.10 otherwise.",
        -0.07,
        [9.95, -0.1],
        [0.01, 0.99],
        "choices/choice_no_38.png",
        1,
        "(one)",
    ],
    [
        39,
        9,
        5,
        "_p_0.23 with 95% probability and _p_-4.36 otherwise.",
        0.07,
        [0.23, -4.36],
        [0.95, 0.050000000000000044],
        "choices/choice_no_39.png",
        1,
        "(one)",
    ],
    [
        40,
        5,
        5,
        "_p_2.00 with 20% probability and _p_-0.50 otherwise.",
        -0.28,
        [2.0, -0.5],
        [0.2, 0.8],
        "choices/choice_no_40.png",
        1,
        "(one)",
    ],
    [
        41,
        8,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise.",
        0.28,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_41.png",
        1,
        "(one)",
    ],
    [
        42,
        14,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 50 times.",
        -1.53,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_42.png",
        50,
        "(fifty)",
    ],
    [
        43,
        7,
        5,
        "_p_0.50 with 80% probability and _p_-2.00 otherwise.",
        0.39,
        [0.5, -2.0],
        [0.8, 0.19999999999999996],
        "choices/choice_no_43.png",
        1,
        "(one)",
    ],
    [
        44,
        4,
        5,
        "_p_3.00 with 10% probability and _p_-0.33 otherwise.",
        2.79,
        [3.0, -0.33],
        [0.1, 0.9],
        "choices/choice_no_44.png",
        1,
        "(one)",
    ],
    [
        45,
        6,
        5,
        "_p_1.00 with 50% probability and _p_-1.00 otherwise.",
        -0.97,
        [1.0, -1.0],
        [0.5, 0.5],
        "choices/choice_no_45.png",
        1,
        "(one)",
    ],
    [
        46,
        15,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 100 times.",
        -0.43,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_46.png",
        100,
        "(one hundred)",
    ],
    [
        47,
        15,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 100 times.",
        -0.23,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_47.png",
        100,
        "(one hundred)",
    ],
    [
        48,
        13,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to ten times.",
        -1.58,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_48.png",
        10,
        "(ten)",
    ],
    [
        49,
        14,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to 50 times.",
        -1.62,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_49.png",
        50,
        "(fifty)",
    ],
    [
        50,
        4,
        5,
        "_p_3.00 with 10% probability and _p_-0.33 otherwise.",
        -0.13,
        [3.0, -0.33],
        [0.1, 0.9],
        "choices/choice_no_50.png",
        1,
        "(one)",
    ],
    [
        51,
        2,
        5,
        "_p_7.00 with 2% probability and _p_-0.14 otherwise.",
        -0.14,
        [7.0, -0.14],
        [0.02, 0.98],
        "choices/choice_no_51.png",
        1,
        "(one)",
    ],
    [
        52,
        4,
        5,
        "_p_3.00 with 10% probability and _p_-0.33 otherwise.",
        -0.19,
        [3.0, -0.33],
        [0.1, 0.9],
        "choices/choice_no_52.png",
        1,
        "(one)",
    ],
    [
        53,
        5,
        5,
        "_p_2.00 with 20% probability and _p_-0.50 otherwise.",
        -0.06,
        [2.0, -0.5],
        [0.2, 0.8],
        "choices/choice_no_53.png",
        1,
        "(one)",
    ],
    [
        54,
        3,
        5,
        "_p_4.36 with 5% probability and _p_-0.23 otherwise.",
        -0.01,
        [4.36, -0.23],
        [0.05, 0.95],
        "choices/choice_no_54.png",
        1,
        "(one)",
    ],
    [
        55,
        10,
        10,
        "_p_0.14 with 98% probability and _p_-7.00 otherwise.",
        0.1,
        [0.14, -7.0],
        [0.98, 0.020000000000000018],
        "choices/choice_no_55.png",
        1,
        "(one)",
    ],
    [
        56,
        7,
        5,
        "_p_0.50 with 80% probability and _p_-2.00 otherwise.",
        0.37,
        [0.5, -2.0],
        [0.8, 0.19999999999999996],
        "choices/choice_no_56.png",
        1,
        "(one)",
    ],
    [
        57,
        13,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to ten times.",
        -1.63,
        [0.33, -3.0],
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        10,
        "(ten)",
    ],
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        5,
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        -0.12,
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        1,
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    ],
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        59,
        11,
        10,
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        0.08,
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        1,
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    ],
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        4,
        5,
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        -0.3,
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        1,
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    ],
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        5,
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        0.15,
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        1,
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        6,
        5,
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        -0.2,
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        [0.5, 0.5],
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        1,
        "(one)",
    ],
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        2,
        5,
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        -0.01,
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        1,
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        4,
        5,
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        -0.08,
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        1,
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        10,
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        0.09,
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        1,
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        66,
        8,
        5,
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        0.32,
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        1,
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        5,
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        0.3,
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        1,
        "(one)",
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        68,
        3,
        5,
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        1,
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        5,
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        0.14,
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        1,
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        100,
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        5,
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        -2.93,
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        10,
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        10,
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        0.13,
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        1,
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        5,
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        100,
        "(one hundred)",
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        5,
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        -0.08,
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        50,
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        10,
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        0.13,
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        1,
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        5,
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        1,
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        5,
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        -0.07,
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        1,
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        5,
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        1,
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        5,
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        0.12,
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        1,
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        -0.85,
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        1,
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        5,
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        26.51,
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        100,
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        -0.2,
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        100,
        "(one hundred)",
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        1.01,
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        2.85,
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        10,
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        0.11,
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        0.05,
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        0.17,
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        "choices/choice_no_133.png",
        5,
        "(five)",
    ],
    [
        134,
        5,
        5,
        "_p_2.00 with 20% probability and _p_-0.50 otherwise.",
        -0.01,
        [2.0, -0.5],
        [0.2, 0.8],
        "choices/choice_no_134.png",
        1,
        "(one)",
    ],
    [
        135,
        12,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to five times.",
        0.06,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_135.png",
        5,
        "(five)",
    ],
    [
        136,
        7,
        5,
        "_p_0.50 with 80% probability and _p_-2.00 otherwise.",
        0.46,
        [0.5, -2.0],
        [0.8, 0.19999999999999996],
        "choices/choice_no_136.png",
        1,
        "(one)",
    ],
    [
        137,
        13,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to ten times.",
        -0.9,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_137.png",
        10,
        "(ten)",
    ],
    [
        138,
        6,
        5,
        "_p_1.00 with 50% probability and _p_-1.00 otherwise.",
        0.08,
        [1.0, -1.0],
        [0.5, 0.5],
        "choices/choice_no_138.png",
        1,
        "(one)",
    ],
    [
        139,
        3,
        5,
        "_p_4.36 with 5% probability and _p_-0.23 otherwise.",
        -0.14,
        [4.36, -0.23],
        [0.05, 0.95],
        "choices/choice_no_139.png",
        1,
        "(one)",
    ],
    [
        140,
        12,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to five times.",
        1.17,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_140.png",
        5,
        "(five)",
    ],
    [
        141,
        5,
        5,
        "_p_2.00 with 20% probability and _p_-0.50 otherwise.",
        -0.43,
        [2.0, -0.5],
        [0.2, 0.8],
        "choices/choice_no_141.png",
        1,
        "(one)",
    ],
    [
        142,
        12,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to five times.",
        1.57,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_142.png",
        5,
        "(five)",
    ],
    [
        143,
        12,
        5,
        "_p_0.33 with 90% probability and _p_-3.00 otherwise; repeated up to five times.",
        -0.66,
        [0.33, -3.0],
        [0.9, 0.09999999999999998],
        "choices/choice_no_143.png",
        5,
        "(five)",
    ],
    [
        144,
        4,
        5,
        "_p_3.00 with 10% probability and _p_-0.33 otherwise.",
        2.66,
        [3.0, -0.33],
        [0.1, 0.9],
        "choices/choice_no_144.png",
        1,
        "(one)",
    ],
    [
        145,
        4,
        5,
        "_p_3.00 with 10% probability and _p_-0.33 otherwise.",
        -0.03,
        [3.0, -0.33],
        [0.1, 0.9],
        "choices/choice_no_145.png",
        1,
        "(one)",
    ],
    [
        146,
        3,
        5,
        "_p_4.36 with 5% probability and _p_-0.23 otherwise.",
        -0.22,
        [4.36, -0.23],
        [0.05, 0.95],
        "choices/choice_no_146.png",
        1,
        "(one)",
    ],
    [
        147,
        2,
        5,
        "_p_7.00 with 2% probability and _p_-0.14 otherwise.",
        -0.11,
        [7.0, -0.14],
        [0.02, 0.98],
        "choices/choice_no_147.png",
        1,
        "(one)",
    ],
    [
        148,
        7,
        5,
        "_p_0.50 with 80% probability and _p_-2.00 otherwise.",
        0.14,
        [0.5, -2.0],
        [0.8, 0.19999999999999996],
        "choices/choice_no_148.png",
        1,
        "(one)",
    ],
    [
        149,
        1,
        5,
        "_p_9.95 with 1% probability and _p_-0.10 otherwise.",
        -0.02,
        [9.95, -0.1],
        [0.01, 0.99],
        "choices/choice_no_149.png",
        1,
        "(one)",
    ],
    [
        150,
        2,
        5,
        "_p_7.00 with 2% probability and _p_-0.14 otherwise.",
        -0.1,
        [7.0, -0.14],
        [0.02, 0.98],
        "choices/choice_no_150.png",
        1,
        "(one)",
    ],
]