Comics page

The comics page of a daily newspaper is a page largely or entirely devoted to comic strips.

Summary

Other features that frequently appear on the comics page are crossword puzzles and horoscopes. Other special pages in newspapers include the sports page and the society page.

Some well known comics in the comics page is Garfield, The very first superman comics, and classics such as peanuts. The comic page was also used occasionally used to spread propaganda such as Korea My Home

Many issues such as sex, narcotics and terrorism cannot or can very rarely be openly discussed in strips, although there are exceptions, usually for satire, as in Bloom County. This led some cartoonists to resort to double entendre or dialogue children do not understand, as in Greg Evans' Luann. Young cartoonists have claimed commonplace words, images and issues should be allowed in the comics. Some of the taboo words and topics are mentioned daily on television and other forms of visual media. Web comics and comics distributed primarily to college newspapers are much freer in this respect.

Violence on the comics page is generally kept to a fantasy level. While black eyes and bandages covering wounds can be shown, the shedding of blood itself is prohibited in North American comic strips. Only the aftermath of spousal abuse is shown; the violent act itself is never shown on the comics pages. Most comics are episodic; with each storyline lasting for 3-5 days before being dropped in favor of a new storyline.

gollark: Hyperbolic geometry has interesting properties I would probably like to know more about except geometry is very hard.
gollark: Or hyperbolic space warehouses.
gollark: I mean, they're more useful there.
gollark: For the second thing, it does seem... pretty much fine... to ship emergency-use goods from places without natural disasters going on to places with them.
gollark: Apparently yggdrasil gets around issues with memory using some sort of strange algorithm involving trees and by dropping the requirement to always find the best available path.

References

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