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This comic proposes a new calendar system, named PermaCal (a [[739: Malamanteau | malamanteau]] of the words "permanent" and "calendar"). In it, the date stays constant. In order to accomplish that, as each day passes, it is interpreted as "drift", and a new PermaCal leap day (analogous to the {{w|February 29|leap day of the Gregorian calendar}}) is added to compensate.
 
This comic proposes a new calendar system, named PermaCal (a [[739: Malamanteau | malamanteau]] of the words "permanent" and "calendar"). In it, the date stays constant. In order to accomplish that, as each day passes, it is interpreted as "drift", and a new PermaCal leap day (analogous to the {{w|February 29|leap day of the Gregorian calendar}}) is added to compensate.
  
In the comic, which was published on Monday April 20, 2015, Megan wonders why today would be the 19th, since Cueball said it was the 19th a day ago. [[Cueball]] interprets the news from Megan, that a day has passed, as "drift" in the date, and resolves to add another leap day to PermaCal so that his calendar will be correct. He is presumably becoming frustrated that he has to do this so often.
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In the comic, which was published on Monday April 20, 2015, Megan wonders why today would be the 19th, since Cueball said it was the 19th a day ago. [[Cueball]] interprets the news from Megan, that a day has passed, as "drift" in the date, and resolves to add another a leap day to PermaCal so that his calendar will be correct. He is presumably becoming frustrated that he has to do this so often.
  
 
Leap days in the {{w|Gregorian calendar}} are days added to the end of {{w|February}} every year that is a multiple of 4, but not by 100, unless it's also a multiple of 400. The purpose is to synchronize the calendar with Earth's orbit without having a partial day each year. {{w|Leap second|Leap seconds}} are necessary because the earth rotation is not constant, but speeds up and slows down over time. The leap seconds account for the differences in the length of our 24 hour day and a solar day (the time taken for Earth to rotate once with respect to the sun), and are announced several months beforehand.
 
Leap days in the {{w|Gregorian calendar}} are days added to the end of {{w|February}} every year that is a multiple of 4, but not by 100, unless it's also a multiple of 400. The purpose is to synchronize the calendar with Earth's orbit without having a partial day each year. {{w|Leap second|Leap seconds}} are necessary because the earth rotation is not constant, but speeds up and slows down over time. The leap seconds account for the differences in the length of our 24 hour day and a solar day (the time taken for Earth to rotate once with respect to the sun), and are announced several months beforehand.
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[[Category:Time management]]
 
[[Category:Time management]]
 
[[Category:Portmanteau]]
 
[[Category:Portmanteau]]
[[Category:Calendar]]
 

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