#!/usr/bin/awk -f

# This AWK library provides a "wcwidth" function that accepts a string as its
# only argument and returns the number of columns needed to display the string.
# Unlike POSIX's wcwidth(3), the argument to this library's "wcwidth" function
# can be any number of characters long. When the argument represents a single
# UTF-8 character, -1 is returned if the width is unknown, but if there are
# multiple characters in the string, characters with unknown widths are treated
# as "�" which means they have a width of 1.
#
# To minimize the likelihood of name conflicts, all global variables used by
# this code begin with "WCWIDTH_...", all internal functions begin with
# "_wcwidth_...", and all arguments / function-local variables that are not
# arguments begin with a "_".
#
# Author: Eric Pruitt (https://www.codevat.com)
# License: 2-Clause BSD (http://opensource.org/licenses/BSD-2-Clause)
# Project Page: https://github.com/ericpruitt/wcwidth.awk

BEGIN {
    WCWIDTH_ASCII_TABLE_POPULATED = 0
    WCWIDTH_MULTIBYTE_SAFE = length("宽") == 1
    WCWIDTH_REPLACEMENT_CHARACTER_CODE_POINT = 65533  # "�"
    WCWIDTH_TABLE_LENGTH = 0

    split("", WCWIDTH_CACHE)

    if (!WCWIDTH_MULTIBYTE_SAFE) {
        WCWIDTH_UTF8_RUNE_REGEX = "^(" \
            "[\001-\177]|" \
            "[\302-\337][\200-\277]|" \
            "\340[\240-\277][\200-\277]|" \
            "[\341-\354\356\357][\200-\277][\200-\277]|" \
            "\355[\200-\237][\200-\277]|" \
            "\360[\220-\277][\200-\277][\200-\277]|" \
            "[\361-\363][\200-\277][\200-\277][\200-\277]|" \
            "\364[\200-\217][\200-\277][\200-\277]|" \
            "." \
        ")"
    } else if (sprintf("%c", 23485) != "宽") {
        print "wcwidth: AWK interpreter supports multibyte sequences," \
              " but sprintf does not accept wide character values for \"%c\"" \
          > "/dev/fd/2"
        close("/dev/fd/2")
        exit 2
    }
}

# Return the number of columns needed to display a string.
#
# Arguments:
# - _val: A string of any length or, when the value of "WCWIDTH_MULTIBYTE_SAFE"
#   is 0, an integer representing a Unicode code point.
#
# Returns: The number of columns needed to display the string.
#
function wcwidth(_val,    _cols, _len, _max, _many, _min, _mid, _n, _w, _x)
{
    _len = length(_val)

    if (!_len) {
        return 0
    }

    if (!WCWIDTH_MULTIBYTE_SAFE) {
        split(" " _val "X" _val, _x, "X")

        # Check the type of the "_val" argument. If it's a string, translate
        # each UTF-8 rune to a numeric code point. The type checking logic was
        # adapted from code written by Steven Penny
        # (https://github.com/svnpenn/stdlib/blob/45df8cf/libstd.awk#L460-L472).
        if (_val != _x[1]) {
            _many = 0
            _cols = 0

            while (length(_val)) {
                # Optimization for ASCII text.
                _cols += length(_val)
                _many = sub(/^[\040-\176]+/, "", _val) || _many
                _cols -= length(_val)

                if (!match(_val, WCWIDTH_UTF8_RUNE_REGEX)) {
                    break
                }

                _w = wcwidth(_wcwidth_code_point(substr(_val, RSTART, RLENGTH)))
                _cols += _w == -1 ? 1 : _w
                _val = substr(_val, RLENGTH + 1)
                _many = _many || length(_val)
            }

            return _many ? _cols : _w
        }

    } else if (_len > 1) {
        # Optimization for ASCII and Latin 1 (ISO 8859-1) text.
        _cols += _len
        gsub(/[\040-\176\240-\254\256-\377]+/, "", _val)
        _len = length(_val)
        _cols -= _len

        for (_n = 1; _n <= _len; _n++) {
            _w = wcwidth(substr(_val, _n, 1))
            _cols += (_w == -1 ? 1 : _w)
        }

        return _cols
    }

    if (!WCWIDTH_TABLE_LENGTH) {
        _wcwidth_unpack_data()
    } else if (_val in WCWIDTH_CACHE) {
        return WCWIDTH_CACHE[_val]
    }

    # Do a binary search to find the width of the character.
    _min = 0
    _max = WCWIDTH_TABLE_LENGTH - 1
    _w = -2

    while (_min <= _max) {
        _mid = int((_min + _max) / 2)

        if (_val > WCWIDTH_RANGE_END[_mid]) {
            _min = _mid + 1
        } else if (_val < WCWIDTH_RANGE_START[_mid]) {
            _max = _mid - 1
        } else {
            _w = WCWIDTH_RANGE_WIDTH[_mid]
            break
        }
    }

    if (_w == -2) {
        _w = _val == "\000" ? 0 : -1
    }

    WCWIDTH_CACHE[_val] = _w

    return _w
}

# Convert a sequence of bytes to a Unicode code point.
#
# Arguments:
# - _bytes: A string of bytes.
#
# Returns:
# - -1: The length of "_bytes" is 0 or greater than 4.
# - `WCWIDTH_REPLACEMENT_CHARACTER_CODE_POINT`: The bytes are not a valid UTF-8
#   sequence.
# - If the bytes are a valid UTF-8 sequence, the corresponding code point is
#   returned.
#
function _wcwidth_code_point(_bytes,    _i, _l, _len, _n, _value)
{
    if (!WCWIDTH_ASCII_TABLE_POPULATED) {
        for (_i = 0; _i < 256; _i++) {
            WCWIDTH_BYTE_VALUES[sprintf("%c", _i)] = _i
        }

        WCWIDTH_ASCII_TABLE_POPULATED = 1
    }

    _value = -1
    _len = length(_bytes)

    if (!_len || _len > 4) {
        return -1
    }

    _n = WCWIDTH_BYTE_VALUES[substr(_bytes, 1, 1)]

    if (_len == 1) {
        return _n < 128 ? _n : WCWIDTH_REPLACEMENT_CHARACTER_CODE_POINT
    }

    if (int(_n / 32) == 6) {         #   0b110
        _value = _n % 32
        _l = 2
    } else if (int(_n / 16) == 14) { #  0b1110
        _value = _n % 16
        _l = 3
    } else if (int(_n / 8) == 30) {  # 0b11110
        _value = _n % 8
        _l = 4
    } else {
        _l = 0
    }

    if (_len != _l) {
        return WCWIDTH_REPLACEMENT_CHARACTER_CODE_POINT
    }

    for (_i = 2; _i <= _len; _i++) {
        #      = _value << 6 | (... & 0b00111111)
        _value = _value * 64 + WCWIDTH_BYTE_VALUES[substr(_bytes, _i, 1)] % 128
    }

    return _value
}

# Populate the data structures that contain character width information.
#
function _wcwidth_unpack_data(    _data, _end, _entry, _parts, _ranges, _start)
{
    _data = \
    "0 0 0,1 32 126,1 160 172,0 173 173,1 174 767,0 768 879,1 880 887,1 890 " \
    "895,1 900 906,1 908 908,1 910 929,1 931 1154,0 1155 1161,1 1162 1327,1 " \
    "1329 1366,1 1369 1375,1 1377 1415,1 1417 1418,1 1421 1423,0 1425 1469,1" \
    " 1470 1470,0 1471 1471,1 1472 1472,0 1473 1474,1 1475 1475,0 1476 1477," \
    "1 1478 1478,0 1479 1479,1 1488 1514,1 1520 1524,0 1536 1541,1 1542 1551" \
    ",0 1552 1562,1 1563 1563,0 1564 1564,1 1566 1610,0 1611 1631,1 1632 164" \
    "7,0 1648 1648,1 1649 1749,0 1750 1757,1 1758 1758,0 1759 1764,1 1765 17" \
    "66,0 1767 1768,1 1769 1769,0 1770 1773,1 1774 1805,0 1807 1807,1 1808 1" \
    "808,0 1809 1809,1 1810 1839,0 1840 1866,1 1869 1957,0 1958 1968,1 1969 " \
    "1969,1 1984 2026,0 2027 2035,1 2036 2042,1 2048 2069,0 2070 2073,1 2074" \
    " 2074,0 2075 2083,1 2084 2084,0 2085 2087,1 2088 2088,0 2089 2093,1 209" \
    "6 2110,1 2112 2136,0 2137 2139,1 2142 2142,1 2208 2228,1 2230 2237,0 22" \
    "60 2306,1 2307 2361,0 2362 2362,1 2363 2363,0 2364 2364,1 2365 2368,0 2" \
    "369 2376,1 2377 2380,0 2381 2381,1 2382 2384,0 2385 2391,1 2392 2401,0 " \
    "2402 2403,1 2404 2432,0 2433 2433,1 2434 2435,1 2437 2444,1 2447 2448,1" \
    " 2451 2472,1 2474 2480,1 2482 2482,1 2486 2489,0 2492 2492,1 2493 2496," \
    "0 2497 2500,1 2503 2504,1 2507 2508,0 2509 2509,1 2510 2510,1 2519 2519" \
    ",1 2524 2525,1 2527 2529,0 2530 2531,1 2534 2555,0 2561 2562,1 2563 256" \
    "3,1 2565 2570,1 2575 2576,1 2579 2600,1 2602 2608,1 2610 2611,1 2613 26" \
    "14,1 2616 2617,0 2620 2620,1 2622 2624,0 2625 2626,0 2631 2632,0 2635 2" \
    "637,0 2641 2641,1 2649 2652,1 2654 2654,1 2662 2671,0 2672 2673,1 2674 " \
    "2676,0 2677 2677,0 2689 2690,1 2691 2691,1 2693 2701,1 2703 2705,1 2707" \
    " 2728,1 2730 2736,1 2738 2739,1 2741 2745,0 2748 2748,1 2749 2752,0 275" \
    "3 2757,0 2759 2760,1 2761 2761,1 2763 2764,0 2765 2765,1 2768 2768,1 27" \
    "84 2785,0 2786 2787,1 2790 2801,1 2809 2809,0 2817 2817,1 2818 2819,1 2" \
    "821 2828,1 2831 2832,1 2835 2856,1 2858 2864,1 2866 2867,1 2869 2873,0 " \
    "2876 2876,1 2877 2878,0 2879 2879,1 2880 2880,0 2881 2884,1 2887 2888,1" \
    " 2891 2892,0 2893 2893,0 2902 2902,1 2903 2903,1 2908 2909,1 2911 2913," \
    "0 2914 2915,1 2918 2935,0 2946 2946,1 2947 2947,1 2949 2954,1 2958 2960" \
    ",1 2962 2965,1 2969 2970,1 2972 2972,1 2974 2975,1 2979 2980,1 2984 298" \
    "6,1 2990 3001,1 3006 3007,0 3008 3008,1 3009 3010,1 3014 3016,1 3018 30" \
    "20,0 3021 3021,1 3024 3024,1 3031 3031,1 3046 3066,0 3072 3072,1 3073 3" \
    "075,1 3077 3084,1 3086 3088,1 3090 3112,1 3114 3129,1 3133 3133,0 3134 " \
    "3136,1 3137 3140,0 3142 3144,0 3146 3149,0 3157 3158,1 3160 3162,1 3168" \
    " 3169,0 3170 3171,1 3174 3183,1 3192 3200,0 3201 3201,1 3202 3203,1 320" \
    "5 3212,1 3214 3216,1 3218 3240,1 3242 3251,1 3253 3257,0 3260 3260,1 32" \
    "61 3268,1 3270 3272,1 3274 3275,0 3276 3277,1 3285 3286,1 3294 3294,1 3" \
    "296 3297,0 3298 3299,1 3302 3311,1 3313 3314,0 3329 3329,1 3330 3331,1 " \
    "3333 3340,1 3342 3344,1 3346 3386,1 3389 3392,0 3393 3396,1 3398 3400,1" \
    " 3402 3404,0 3405 3405,1 3406 3407,1 3412 3425,0 3426 3427,1 3430 3455," \
    "1 3458 3459,1 3461 3478,1 3482 3505,1 3507 3515,1 3517 3517,1 3520 3526" \
    ",0 3530 3530,1 3535 3537,0 3538 3540,0 3542 3542,1 3544 3551,1 3558 356" \
    "7,1 3570 3572,1 3585 3632,0 3633 3633,1 3634 3635,0 3636 3642,1 3647 36" \
    "54,0 3655 3662,1 3663 3675,1 3713 3714,1 3716 3716,1 3719 3720,1 3722 3" \
    "722,1 3725 3725,1 3732 3735,1 3737 3743,1 3745 3747,1 3749 3749,1 3751 " \
    "3751,1 3754 3755,1 3757 3760,0 3761 3761,1 3762 3763,0 3764 3769,0 3771" \
    " 3772,1 3773 3773,1 3776 3780,1 3782 3782,0 3784 3789,1 3792 3801,1 380" \
    "4 3807,1 3840 3863,0 3864 3865,1 3866 3892,0 3893 3893,1 3894 3894,0 38" \
    "95 3895,1 3896 3896,0 3897 3897,1 3898 3911,1 3913 3948,0 3953 3966,1 3" \
    "967 3967,0 3968 3972,1 3973 3973,0 3974 3975,1 3976 3980,0 3981 3991,0 " \
    "3993 4028,1 4030 4037,0 4038 4038,1 4039 4044,1 4046 4058,1 4096 4140,0" \
    " 4141 4144,1 4145 4145,0 4146 4151,1 4152 4152,0 4153 4154,1 4155 4156," \
    "0 4157 4158,1 4159 4183,0 4184 4185,1 4186 4189,0 4190 4192,1 4193 4208" \
    ",0 4209 4212,1 4213 4225,0 4226 4226,1 4227 4228,0 4229 4230,1 4231 423" \
    "6,0 4237 4237,1 4238 4252,0 4253 4253,1 4254 4293,1 4295 4295,1 4301 43" \
    "01,1 4304 4351,2 4352 4447,1 4448 4680,1 4682 4685,1 4688 4694,1 4696 4" \
    "696,1 4698 4701,1 4704 4744,1 4746 4749,1 4752 4784,1 4786 4789,1 4792 " \
    "4798,1 4800 4800,1 4802 4805,1 4808 4822,1 4824 4880,1 4882 4885,1 4888" \
    " 4954,0 4957 4959,1 4960 4988,1 4992 5017,1 5024 5109,1 5112 5117,1 512" \
    "0 5788,1 5792 5880,1 5888 5900,1 5902 5905,0 5906 5908,1 5920 5937,0 59" \
    "38 5940,1 5941 5942,1 5952 5969,0 5970 5971,1 5984 5996,1 5998 6000,0 6" \
    "002 6003,1 6016 6067,0 6068 6069,1 6070 6070,0 6071 6077,1 6078 6085,0 " \
    "6086 6086,1 6087 6088,0 6089 6099,1 6100 6108,0 6109 6109,1 6112 6121,1" \
    " 6128 6137,1 6144 6154,0 6155 6158,1 6160 6169,1 6176 6263,1 6272 6276," \
    "0 6277 6278,1 6279 6312,0 6313 6313,1 6314 6314,1 6320 6389,1 6400 6430" \
    ",0 6432 6434,1 6435 6438,0 6439 6440,1 6441 6443,1 6448 6449,0 6450 645" \
    "0,1 6451 6456,0 6457 6459,1 6464 6464,1 6468 6509,1 6512 6516,1 6528 65" \
    "71,1 6576 6601,1 6608 6618,1 6622 6678,0 6679 6680,1 6681 6682,0 6683 6" \
    "683,1 6686 6741,0 6742 6742,1 6743 6743,0 6744 6750,0 6752 6752,1 6753 " \
    "6753,0 6754 6754,1 6755 6756,0 6757 6764,1 6765 6770,0 6771 6780,0 6783" \
    " 6783,1 6784 6793,1 6800 6809,1 6816 6829,0 6832 6846,0 6912 6915,1 691" \
    "6 6963,0 6964 6964,1 6965 6965,0 6966 6970,1 6971 6971,0 6972 6972,1 69" \
    "73 6977,0 6978 6978,1 6979 6987,1 6992 7018,0 7019 7027,1 7028 7036,0 7" \
    "040 7041,1 7042 7073,0 7074 7077,1 7078 7079,0 7080 7081,1 7082 7082,0 " \
    "7083 7085,1 7086 7141,0 7142 7142,1 7143 7143,0 7144 7145,1 7146 7148,0" \
    " 7149 7149,1 7150 7150,0 7151 7153,1 7154 7155,1 7164 7211,0 7212 7219," \
    "1 7220 7221,0 7222 7223,1 7227 7241,1 7245 7304,1 7360 7367,0 7376 7378" \
    ",1 7379 7379,0 7380 7392,1 7393 7393,0 7394 7400,1 7401 7404,0 7405 740" \
    "5,1 7406 7411,0 7412 7412,1 7413 7414,0 7416 7417,1 7424 7615,0 7616 76" \
    "69,0 7675 7679,1 7680 7957,1 7960 7965,1 7968 8005,1 8008 8013,1 8016 8" \
    "023,1 8025 8025,1 8027 8027,1 8029 8029,1 8031 8061,1 8064 8116,1 8118 " \
    "8132,1 8134 8147,1 8150 8155,1 8157 8175,1 8178 8180,1 8182 8190,1 8192" \
    " 8202,0 8203 8207,1 8208 8231,0 8234 8238,1 8239 8287,0 8288 8292,0 829" \
    "4 8303,1 8304 8305,1 8308 8334,1 8336 8348,1 8352 8382,0 8400 8432,1 84" \
    "48 8587,1 8592 8985,2 8986 8987,1 8988 9000,2 9001 9002,1 9003 9192,2 9" \
    "193 9196,1 9197 9199,2 9200 9200,1 9201 9202,2 9203 9203,1 9204 9214,1 " \
    "9216 9254,1 9280 9290,1 9312 9724,2 9725 9726,1 9727 9747,2 9748 9749,1" \
    " 9750 9799,2 9800 9811,1 9812 9854,2 9855 9855,1 9856 9874,2 9875 9875," \
    "1 9876 9888,2 9889 9889,1 9890 9897,2 9898 9899,1 9900 9916,2 9917 9918" \
    ",1 9919 9923,2 9924 9925,1 9926 9933,2 9934 9934,1 9935 9939,2 9940 994" \
    "0,1 9941 9961,2 9962 9962,1 9963 9969,2 9970 9971,1 9972 9972,2 9973 99" \
    "73,1 9974 9977,2 9978 9978,1 9979 9980,2 9981 9981,1 9982 9988,2 9989 9" \
    "989,1 9990 9993,2 9994 9995,1 9996 10023,2 10024 10024,1 10025 10059,2 " \
    "10060 10060,1 10061 10061,2 10062 10062,1 10063 10066,2 10067 10069,1 1" \
    "0070 10070,2 10071 10071,1 10072 10132,2 10133 10135,1 10136 10159,2 10" \
    "160 10160,1 10161 10174,2 10175 10175,1 10176 11034,2 11035 11036,1 110" \
    "37 11087,2 11088 11088,1 11089 11092,2 11093 11093,1 11094 11123,1 1112" \
    "6 11157,1 11160 11193,1 11197 11208,1 11210 11217,1 11244 11247,1 11264" \
    " 11310,1 11312 11358,1 11360 11502,0 11503 11505,1 11506 11507,1 11513 " \
    "11557,1 11559 11559,1 11565 11565,1 11568 11623,1 11631 11632,0 11647 1" \
    "1647,1 11648 11670,1 11680 11686,1 11688 11694,1 11696 11702,1 11704 11" \
    "710,1 11712 11718,1 11720 11726,1 11728 11734,1 11736 11742,0 11744 117" \
    "75,1 11776 11844,2 11904 11929,2 11931 12019,2 12032 12245,2 12272 1228" \
    "3,2 12288 12350,1 12351 12351,2 12353 12438,2 12441 12543,2 12549 12589" \
    ",2 12593 12686,2 12688 12730,2 12736 12771,2 12784 12830,2 12832 12871," \
    "1 12872 12879,2 12880 13054,2 13056 19893,1 19904 19967,2 19968 40917,2" \
    " 40960 42124,2 42128 42182,1 42192 42539,1 42560 42606,0 42607 42610,1 " \
    "42611 42611,0 42612 42621,1 42622 42653,0 42654 42655,1 42656 42735,0 4" \
    "2736 42737,1 42738 42743,1 42752 42926,1 42928 42935,1 42999 43009,0 43" \
    "010 43010,1 43011 43013,0 43014 43014,1 43015 43018,0 43019 43019,1 430" \
    "20 43044,0 43045 43046,1 43047 43051,1 43056 43065,1 43072 43127,1 4313" \
    "6 43203,0 43204 43205,1 43214 43225,0 43232 43249,1 43250 43261,1 43264" \
    " 43301,0 43302 43309,1 43310 43334,0 43335 43345,1 43346 43347,1 43359 " \
    "43359,2 43360 43388,0 43392 43394,1 43395 43442,0 43443 43443,1 43444 4" \
    "3445,0 43446 43449,1 43450 43451,0 43452 43452,1 43453 43469,1 43471 43" \
    "481,1 43486 43492,0 43493 43493,1 43494 43518,1 43520 43560,0 43561 435" \
    "66,1 43567 43568,0 43569 43570,1 43571 43572,0 43573 43574,1 43584 4358" \
    "6,0 43587 43587,1 43588 43595,0 43596 43596,1 43597 43597,1 43600 43609" \
    ",1 43612 43643,0 43644 43644,1 43645 43695,0 43696 43696,1 43697 43697," \
    "0 43698 43700,1 43701 43702,0 43703 43704,1 43705 43709,0 43710 43711,1" \
    " 43712 43712,0 43713 43713,1 43714 43714,1 43739 43755,0 43756 43757,1 " \
    "43758 43765,0 43766 43766,1 43777 43782,1 43785 43790,1 43793 43798,1 4" \
    "3808 43814,1 43816 43822,1 43824 43877,1 43888 44004,0 44005 44005,1 44" \
    "006 44007,0 44008 44008,1 44009 44012,0 44013 44013,1 44016 44025,2 440" \
    "32 55203,1 55216 55238,1 55243 55291,1 57344 63743,2 63744 64109,2 6411" \
    "2 64217,1 64256 64262,1 64275 64279,1 64285 64285,0 64286 64286,1 64287" \
    " 64310,1 64312 64316,1 64318 64318,1 64320 64321,1 64323 64324,1 64326 " \
    "64449,1 64467 64831,1 64848 64911,1 64914 64967,1 65008 65021,0 65024 6" \
    "5039,2 65040 65049,0 65056 65071,2 65072 65106,2 65108 65126,2 65128 65" \
    "131,1 65136 65140,1 65142 65276,0 65279 65279,2 65281 65376,1 65377 654" \
    "70,1 65474 65479,1 65482 65487,1 65490 65495,1 65498 65500,2 65504 6551" \
    "0,1 65512 65518,0 65529 65531,1 65532 65533,1 65536 65547,1 65549 65574" \
    ",1 65576 65594,1 65596 65597,1 65599 65613,1 65616 65629,1 65664 65786," \
    "1 65792 65794,1 65799 65843,1 65847 65934,1 65936 65947,1 65952 65952,1" \
    " 66000 66044,0 66045 66045,1 66176 66204,1 66208 66256,0 66272 66272,1 " \
    "66273 66299,1 66304 66339,1 66352 66378,1 66384 66421,0 66422 66426,1 6" \
    "6432 66461,1 66463 66499,1 66504 66517,1 66560 66717,1 66720 66729,1 66" \
    "736 66771,1 66776 66811,1 66816 66855,1 66864 66915,1 66927 66927,1 670" \
    "72 67382,1 67392 67413,1 67424 67431,1 67584 67589,1 67592 67592,1 6759" \
    "4 67637,1 67639 67640,1 67644 67644,1 67647 67669,1 67671 67742,1 67751" \
    " 67759,1 67808 67826,1 67828 67829,1 67835 67867,1 67871 67897,1 67903 " \
    "67903,1 67968 68023,1 68028 68047,1 68050 68096,0 68097 68099,0 68101 6" \
    "8102,0 68108 68111,1 68112 68115,1 68117 68119,1 68121 68147,0 68152 68" \
    "154,0 68159 68159,1 68160 68167,1 68176 68184,1 68192 68255,1 68288 683" \
    "24,0 68325 68326,1 68331 68342,1 68352 68405,1 68409 68437,1 68440 6846" \
    "6,1 68472 68497,1 68505 68508,1 68521 68527,1 68608 68680,1 68736 68786" \
    ",1 68800 68850,1 68858 68863,1 69216 69246,1 69632 69632,0 69633 69633," \
    "1 69634 69687,0 69688 69702,1 69703 69709,1 69714 69743,0 69759 69761,1" \
    " 69762 69810,0 69811 69814,1 69815 69816,0 69817 69818,1 69819 69820,0 " \
    "69821 69821,1 69822 69825,1 69840 69864,1 69872 69881,0 69888 69890,1 6" \
    "9891 69926,0 69927 69931,1 69932 69932,0 69933 69940,1 69942 69955,1 69" \
    "968 70002,0 70003 70003,1 70004 70006,0 70016 70017,1 70018 70069,0 700" \
    "70 70078,1 70079 70089,0 70090 70092,1 70093 70093,1 70096 70111,1 7011" \
    "3 70132,1 70144 70161,1 70163 70190,0 70191 70193,1 70194 70195,0 70196" \
    " 70196,1 70197 70197,0 70198 70199,1 70200 70205,0 70206 70206,1 70272 " \
    "70278,1 70280 70280,1 70282 70285,1 70287 70301,1 70303 70313,1 70320 7" \
    "0366,0 70367 70367,1 70368 70370,0 70371 70378,1 70384 70393,0 70400 70" \
    "401,1 70402 70403,1 70405 70412,1 70415 70416,1 70419 70440,1 70442 704" \
    "48,1 70450 70451,1 70453 70457,0 70460 70460,1 70461 70463,0 70464 7046" \
    "4,1 70465 70468,1 70471 70472,1 70475 70477,1 70480 70480,1 70487 70487" \
    ",1 70493 70499,0 70502 70508,0 70512 70516,1 70656 70711,0 70712 70719," \
    "1 70720 70721,0 70722 70724,1 70725 70725,0 70726 70726,1 70727 70745,1" \
    " 70747 70747,1 70749 70749,1 70784 70834,0 70835 70840,1 70841 70841,0 " \
    "70842 70842,1 70843 70846,0 70847 70848,1 70849 70849,0 70850 70851,1 7" \
    "0852 70855,1 70864 70873,1 71040 71089,0 71090 71093,1 71096 71099,0 71" \
    "100 71101,1 71102 71102,0 71103 71104,1 71105 71131,0 71132 71133,1 711" \
    "68 71218,0 71219 71226,1 71227 71228,0 71229 71229,1 71230 71230,0 7123" \
    "1 71232,1 71233 71236,1 71248 71257,1 71264 71276,1 71296 71338,0 71339" \
    " 71339,1 71340 71340,0 71341 71341,1 71342 71343,0 71344 71349,1 71350 " \
    "71350,0 71351 71351,1 71360 71369,1 71424 71449,0 71453 71455,1 71456 7" \
    "1457,0 71458 71461,1 71462 71462,0 71463 71467,1 71472 71487,1 71840 71" \
    "922,1 71935 71935,1 72384 72440,1 72704 72712,1 72714 72751,0 72752 727" \
    "58,0 72760 72765,1 72766 72773,1 72784 72812,1 72816 72847,0 72850 7287" \
    "1,1 72873 72873,0 72874 72880,1 72881 72881,0 72882 72883,1 72884 72884" \
    ",0 72885 72886,1 73728 74649,1 74752 74862,1 74864 74868,1 74880 75075," \
    "1 77824 78894,1 82944 83526,1 92160 92728,1 92736 92766,1 92768 92777,1" \
    " 92782 92783,1 92880 92909,0 92912 92916,1 92917 92917,1 92928 92975,0 " \
    "92976 92982,1 92983 92997,1 93008 93017,1 93019 93025,1 93027 93047,1 9" \
    "3053 93071,1 93952 94020,1 94032 94078,0 94095 94098,1 94099 94111,2 94" \
    "176 94176,2 94208 100332,2 100352 101106,2 110592 110593,1 113664 11377" \
    "0,1 113776 113788,1 113792 113800,1 113808 113817,1 113820 113820,0 113" \
    "821 113822,1 113823 113823,0 113824 113827,1 118784 119029,1 119040 119" \
    "078,1 119081 119142,0 119143 119145,1 119146 119154,0 119155 119170,1 1" \
    "19171 119172,0 119173 119179,1 119180 119209,0 119210 119213,1 119214 1" \
    "19272,1 119296 119361,0 119362 119364,1 119365 119365,1 119552 119638,1" \
    " 119648 119665,1 119808 119892,1 119894 119964,1 119966 119967,1 119970" \
    " 119970,1 119973 119974,1 119977 119980,1 119982 119993,1 119995 119995" \
    ",1 119997 120003,1 120005 120069,1 120071 120074,1 120077 120084,1 1200" \
    "86 120092,1 120094 120121,1 120123 120126,1 120128 120132,1 120134 1201" \
    "34,1 120138 120144,1 120146 120485,1 120488 120779,1 120782 121343,0 12" \
    "1344 121398,1 121399 121402,0 121403 121452,1 121453 121460,0 121461 12" \
    "1461,1 121462 121475,0 121476 121476,1 121477 121483,0 121499 121503,0 " \
    "121505 121519,0 122880 122886,0 122888 122904,0 122907 122913,0 122915 " \
    "122916,0 122918 122922,1 124928 125124,1 125127 125135,0 125136 125142," \
    "1 125184 125251,0 125252 125258,1 125264 125273,1 125278 125279,1 12646" \
    "4 126467,1 126469 126495,1 126497 126498,1 126500 126500,1 126503 12650" \
    "3,1 126505 126514,1 126516 126519,1 126521 126521,1 126523 126523,1 126" \
    "530 126530,1 126535 126535,1 126537 126537,1 126539 126539,1 126541 126" \
    "543,1 126545 126546,1 126548 126548,1 126551 126551,1 126553 126553,1 1" \
    "26555 126555,1 126557 126557,1 126559 126559,1 126561 126562,1 126564 1" \
    "26564,1 126567 126570,1 126572 126578,1 126580 126583,1 126585 126588,1" \
    " 126590 126590,1 126592 126601,1 126603 126619,1 126625 126627,1 126629" \
    " 126633,1 126635 126651,1 126704 126705,1 126976 126979,2 126980 126980" \
    ",1 126981 127019,1 127024 127123,1 127136 127150,1 127153 127167,1 1271" \
    "69 127182,2 127183 127183,1 127185 127221,1 127232 127244,1 127248 1272" \
    "78,1 127280 127339,1 127344 127373,2 127374 127374,1 127375 127376,2 12" \
    "7377 127386,1 127387 127404,1 127462 127487,2 127488 127490,2 127504 12" \
    "7547,2 127552 127560,2 127568 127569,2 127744 127776,1 127777 127788,2 " \
    "127789 127797,1 127798 127798,2 127799 127868,1 127869 127869,2 127870 " \
    "127891,1 127892 127903,2 127904 127946,1 127947 127950,2 127951 127955," \
    "1 127956 127967,2 127968 127984,1 127985 127987,2 127988 127988,1 12798" \
    "9 127991,2 127992 128062,1 128063 128063,2 128064 128064,1 128065 12806" \
    "5,2 128066 128252,1 128253 128254,2 128255 128317,1 128318 128330,2 128" \
    "331 128334,1 128335 128335,2 128336 128359,1 128360 128377,2 128378 128" \
    "378,1 128379 128404,2 128405 128406,1 128407 128419,2 128420 128420,1 1" \
    "28421 128506,2 128507 128591,1 128592 128639,2 128640 128709,1 128710 1" \
    "28715,2 128716 128716,1 128717 128719,2 128720 128722,1 128736 128746,2" \
    " 128747 128748,1 128752 128755,2 128756 128758,1 128768 128883,1 128896" \
    " 128980,1 129024 129035,1 129040 129095,1 129104 129113,1 129120 129159" \
    ",1 129168 129197,2 129296 129310,2 129312 129319,2 129328 129328,2 1293" \
    "31 129342,2 129344 129355,2 129360 129374,2 129408 129425,2 129472 1294" \
    "72,2 131072 173782,2 173824 177972,2 177984 178205,2 178208 183969,2 19" \
    "4560 195101,0 917505 917505,0 917536 917631,0 917760 917999,1 983040 10" \
    "48573,1 1048576 1114109"

    WCWIDTH_TABLE_LENGTH = split(_data, _ranges, ",")

    for (_entry = 0; _entry < WCWIDTH_TABLE_LENGTH; _entry++) {
        split(_ranges[_entry + 1], _parts)
        _start = 0 + _parts[2]
        _end = 0 + _parts[3]

        WCWIDTH_RANGE_WIDTH[_entry] = 0 + _parts[1]

        if (WCWIDTH_MULTIBYTE_SAFE) {
            WCWIDTH_RANGE_START[_entry] = sprintf("%c", _start)
            WCWIDTH_RANGE_END[_entry] = sprintf("%c", _end)
        } else {
            WCWIDTH_RANGE_START[_entry] = _start
            WCWIDTH_RANGE_END[_entry] = _end
        }
    }
}