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The number 9 is also considered unlucky; when pronounced ku, it is a homophone for suffering (苦). The number 13 is sometimes considered unlucky, though this is a carryover from Western tradition. In contrast, 7 and sometimes 8 are considered lucky in Japanese. [2] In modern Japanese, cardinal numbers except 4 and 7 are generally given the on ...
Japanese units (in Japanese) Convert traditional Japanese units to metric and imperial units (lengths, areas, volumes, weights) (sci.lang.Japan FAQ pages) Japanese Measurement to Metric and Imperial Converter for Length/Distance, Area, Volume, Mass/Weight, and Rice Weights; Simple Japanese Traditional Area Units Converter
The Japanese names for the modern Gregorian months literally translate to "first month", "second month", and so on. The corresponding number is combined with the suffix 月 (-gatsu, "month"). The table below uses traditional numerals, but the use of Western numerals (1月, 2月, 3月 etc.) is common.
Japanese 10 yen coin. The date beneath the "10" reads 平成七年 Heisei year 7, or the year 1995. The most commonly used date format in Japan is "year month day (weekday)", with the Japanese characters meaning "year", "month" and "day" inserted after the numerals. Example: 2023年12月31日 (日) for "Sunday 31 December 2023".
The Japanese era name (Japanese: 元号, Hepburn: gengō, "era name") or nengō (年号, year name), is the first of the two elements that identify years in the Japanese era calendar scheme. The second element is a number which indicates the year number within the era (with the first year being "gan ( 元 ) ") meaning "origin, basis", followed ...
In relation to the Japanese language and computers many adaptation issues arise, some unique to Japanese and others common to languages which have a very large number of characters. The number of characters needed in order to write in English is quite small, and thus it is possible to use only one byte (2 8 =256 possible values) to encode each ...
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Moving the batch of rods representing 9 to the left one position (i.e., to the tens place) gives 9[] or 90. Shifting left again to the third position (to the hundreds place) gives 9[][] or 900. Each time one shifts a number one position to the left, it is multiplied by 10. Each time one shifts a number one position to the right, it is divided ...