Difference between revisions of "Channel 4√4"

From The Infosphere, the Futurama Wiki
Jump to navigation Jump to search
(4√4=8 for me!)
(undo IP edit, this is fourth root of four not four times the square root of four, also superscript!)
Line 1: Line 1:
{{group infobox
{{group infobox
|name=Channel 4√4
|name=Channel <sup>4</sup>√4
|image=[[File:Channel 4.png|225px]]
|image=[[File:Channel 4.png|225px]]
|image text=The Channel 4√4 van next to the Channel √2 van.
|image text=The Channel <sup>4</sup>√4 van next to the Channel √2 van.
|location=Probably [[Los Angeles]]
|location=Probably [[Los Angeles]]
|first appear={{e|6ACV11}}
|first appear={{e|6ACV11}}
}}
}}


'''Channel 4√4''' is a fictional [[Earth|Earthican]] [[Television|TV]] station, and likely a parody of [[Channel √2]]. A van with its logo appeared in a [[3010]] episode of ''[[The Scary Door]]'' {{et|6ACV11}}.
'''Channel <sup>4</sup>√4''' is a fictional [[Earth|Earthican]] [[Television|TV]] station, and likely a parody of [[Channel √2]]. A van with its logo appeared in a [[3010]] episode of ''[[The Scary Door]]'' {{et|6ACV11}}.


== Additional Info ==
== Additional Info ==
=== Trivia ===
=== Trivia ===
*The fourth root of four is 8, so Channel 4√4 could be called '''Channel 8'''.
*The fourth root of four is approximately 1.41421356, so Channel <sup>4</sup>√4 could be called '''Channel 1.41421356'''.
*Channel <sup>4</sup>√4 being a parody of Channel √2 is likely considering <sup>4</sup>√4 and √2 are equal numbers.


=== Appearances ===
=== Appearances ===

Revision as of 13:27, 26 August 2011

Channel 4√4
Channel 4.png
The Channel 4√4 van next to the Channel √2 van.
LocationProbably Los Angeles
First appearance"Lrrreconcilable Ndndifferences" (6ACV11)
Episode

Channel 4√4 is a fictional Earthican TV station, and likely a parody of Channel √2. A van with its logo appeared in a 3010 episode of The Scary Door (6ACV11).

Additional Info

Trivia

  • The fourth root of four is approximately 1.41421356, so Channel 4√4 could be called Channel 1.41421356.
  • Channel 4√4 being a parody of Channel √2 is likely considering 4√4 and √2 are equal numbers.

Appearances