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3 statements  

1# Generated by make_width_table.py 

2# wcwidth 0.2.14 

3# Unicode 17.0.0 

4from typing import Final 

5 

6WIDTH_TABLE: Final[list[tuple[int, int, int]]] = [ 

7 (4352, 4447, 2), 

8 (8986, 8987, 2), 

9 (9001, 9002, 2), 

10 (9193, 9196, 2), 

11 (9200, 9200, 2), 

12 (9203, 9203, 2), 

13 (9725, 9726, 2), 

14 (9748, 9749, 2), 

15 (9776, 9783, 2), 

16 (9800, 9811, 2), 

17 (9855, 9855, 2), 

18 (9866, 9871, 2), 

19 (9875, 9875, 2), 

20 (9889, 9889, 2), 

21 (9898, 9899, 2), 

22 (9917, 9918, 2), 

23 (9924, 9925, 2), 

24 (9934, 9934, 2), 

25 (9940, 9940, 2), 

26 (9962, 9962, 2), 

27 (9970, 9971, 2), 

28 (9973, 9973, 2), 

29 (9978, 9978, 2), 

30 (9981, 9981, 2), 

31 (9989, 9989, 2), 

32 (9994, 9995, 2), 

33 (10024, 10024, 2), 

34 (10060, 10060, 2), 

35 (10062, 10062, 2), 

36 (10067, 10069, 2), 

37 (10071, 10071, 2), 

38 (10133, 10135, 2), 

39 (10160, 10160, 2), 

40 (10175, 10175, 2), 

41 (11035, 11036, 2), 

42 (11088, 11088, 2), 

43 (11093, 11093, 2), 

44 (11904, 11929, 2), 

45 (11931, 12019, 2), 

46 (12032, 12245, 2), 

47 (12272, 12329, 2), 

48 (12336, 12350, 2), 

49 (12353, 12438, 2), 

50 (12443, 12543, 2), 

51 (12549, 12591, 2), 

52 (12593, 12686, 2), 

53 (12688, 12773, 2), 

54 (12783, 12830, 2), 

55 (12832, 12871, 2), 

56 (12880, 42124, 2), 

57 (42128, 42182, 2), 

58 (43360, 43388, 2), 

59 (44032, 55203, 2), 

60 (63744, 64255, 2), 

61 (65040, 65049, 2), 

62 (65072, 65106, 2), 

63 (65108, 65126, 2), 

64 (65128, 65131, 2), 

65 (65281, 65376, 2), 

66 (65504, 65510, 2), 

67 (94176, 94179, 2), 

68 (94194, 94198, 2), 

69 (94208, 101589, 2), 

70 (101631, 101662, 2), 

71 (101760, 101874, 2), 

72 (110576, 110579, 2), 

73 (110581, 110587, 2), 

74 (110589, 110590, 2), 

75 (110592, 110882, 2), 

76 (110898, 110898, 2), 

77 (110928, 110930, 2), 

78 (110933, 110933, 2), 

79 (110948, 110951, 2), 

80 (110960, 111355, 2), 

81 (119552, 119638, 2), 

82 (119648, 119670, 2), 

83 (126980, 126980, 2), 

84 (127183, 127183, 2), 

85 (127374, 127374, 2), 

86 (127377, 127386, 2), 

87 (127488, 127490, 2), 

88 (127504, 127547, 2), 

89 (127552, 127560, 2), 

90 (127568, 127569, 2), 

91 (127584, 127589, 2), 

92 (127744, 127776, 2), 

93 (127789, 127797, 2), 

94 (127799, 127868, 2), 

95 (127870, 127891, 2), 

96 (127904, 127946, 2), 

97 (127951, 127955, 2), 

98 (127968, 127984, 2), 

99 (127988, 127988, 2), 

100 (127992, 127994, 2), 

101 (128000, 128062, 2), 

102 (128064, 128064, 2), 

103 (128066, 128252, 2), 

104 (128255, 128317, 2), 

105 (128331, 128334, 2), 

106 (128336, 128359, 2), 

107 (128378, 128378, 2), 

108 (128405, 128406, 2), 

109 (128420, 128420, 2), 

110 (128507, 128591, 2), 

111 (128640, 128709, 2), 

112 (128716, 128716, 2), 

113 (128720, 128722, 2), 

114 (128725, 128728, 2), 

115 (128732, 128735, 2), 

116 (128747, 128748, 2), 

117 (128756, 128764, 2), 

118 (128992, 129003, 2), 

119 (129008, 129008, 2), 

120 (129292, 129338, 2), 

121 (129340, 129349, 2), 

122 (129351, 129535, 2), 

123 (129648, 129660, 2), 

124 (129664, 129674, 2), 

125 (129678, 129734, 2), 

126 (129736, 129736, 2), 

127 (129741, 129756, 2), 

128 (129759, 129770, 2), 

129 (129775, 129784, 2), 

130 (131072, 196605, 2), 

131 (196608, 262141, 2), 

132]