JPS62181982U

JPS62181982U -

Info

Publication number: JPS62181982U
Application number: JP6912386U
Authority: JP
Priority date: 1986-05-07
Filing date: 1986-05-07
Publication date: 1987-11-18

Description

[Brief explanation of the drawing]

第１図は、１９８６年２月のカレンダーの状態
。第２図は、円１３の上面であり日付表示円であ
る。第３図は、月及び祝日の表示円１２である。
第４図は、各年度と元旦の曜日を一致させた円１
１である。第５図は、本例の場合の７〜１２月用
のカレンダーとして使用する場合の円１１の下面
及び円１６、円１７の組立図である。第６図は、
本例の場合の７〜１２月用のカレンダーとして使
用する場合の円１６の下面である。第７図は、本
例の場合の（７×５＝３５分割）断面図である。
第８図は、上面のみで年間の祝日表示が可能な程
、円周を分割した場合の断面図である。第９図は
、円筒形をした外周上にカレンダーを設けた斜視
図である。 Figure 1 shows the calendar for February 1986. FIG. 2 shows the top surface of the circle 13, which is a date display circle. FIG. 3 shows the display circle 12 for months and holidays.
Figure 4 shows the yen 1 that matches the day of the week for each fiscal year and New Year's Day.
It is 1. FIG. 5 is an assembled view of the lower surface of circle 11 and circles 16 and 17 when used as a calendar for July to December in this example. Figure 6 shows
This is the lower surface of the circle 16 when used as a calendar for July to December in this example. FIG. 7 is a sectional view (divided into 7×5=35) of this example.
FIG. 8 is a cross-sectional view when the circumference is divided so that holidays of the year can be displayed only on the top surface. FIG. 9 is a perspective view showing a calendar provided on the cylindrical outer periphery.

Claims

[Scope of utility model registration request]

As shown in Figure 1, divide the circumference into integral multiples of 7 (
In this example, 7×5=35 divisions) Outermost circle 1
1 (Figure 4) shows the days of the week for New Year's Day for each year from 1986 to 2014. for example,
New Year's Day in 1986 was on a Wednesday, and the dates are correctly arranged for five weeks clockwise: Thursday, Friday, Saturday, Sunday, and so on. With each passing year, the day of the week for New Year's Day changes to Thursday,
It shifts from Friday, Saturday, Sunday, etc. However, the year part is 4
Because there is a leap year once a year, 3 for each leap year.
From Monday to December, the days of the week are shifted by one day (from March to December).
There is a column for the month. However, the year 2000 is not needed as it is not a leap year. Next, the second circle 12 from the outside (Figure 3) has numbers representing the month written on the circumference, and the third circle 13 from the outside (Figure 2) has numbers representing the month from the 1st to the 31st. written. Additionally, there is a frame 14 with holes for displaying national holidays. Circles 11 and 12 with the above characteristics
, 13, it is a calendar that can represent the months, days, days of the week, and holidays for 29 years from 1986 to 2014. However, as mentioned above, in this example, it is divided into 35 parts, but if it is divided into 42 parts, it will be a calendar for 35 years up to 2020, and if it is divided into 49 parts, it will be a calendar for 40 years up to 2025. It is possible to increase the number of years in the calendar by increasing the number of years by seven divisions. A calendar with the above characteristics.