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In the second generation's story, Rainbow Brite had four friends, called the Color Crew, which included Amber (Latina), Cerise (Asian), Ebony (African-American) and Indigo (Middle Eastern, the only character name borrowed from the original Color Kids). Rainbow Brite was produced as large and small dolls while the Color Crew was represented only ...
Rainbow Brite is an animated series based on Hallmark's media franchise of the same name, that ran from 1984 to 1986. [3] Produced by DIC Enterprises with animation provided by Japanese TMS Entertainment, the show began as a part of DIC's Kideo TV syndicated anthology package. [4]
Horse of a Different Color may also refer to: Horse of a Different Color (Big & Rich album) Horse of a Different Color (Willy DeVille album) "A Horse of a Different Color," an episode of the animated television series Rainbow Brite "A Horse of a Different Color," an episode in the sixth season of the Showtime television series Dexter
Rainbow Brite and the Star Stealer is a 1985 American animated fantasy film directed by Bernard Deyriès and Kimio Yabuki.The film was produced by DIC Enterprises, Inc. and Hallmark Cards, and was released in the United States on November 15, 1985 by Warner Bros. [3] It is the only film to feature the greeting card character Rainbow Brite; she also appeared in a few television specials prior ...
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Rainbow Brite is a three-part animated series that premiered on November 6, 2014, by the on-demand site Feeln. [1] It is a reboot of the series of the same name, with updated character designs, and stars Emily Osment as the voice of Rainbow Brite and Molly Ringwald as the voice of Dark Princess.
3. Keebler Fudge Magic Middles. Neither the chocolate fudge cream inside a shortbread cookie nor versions with peanut butter or chocolate chip crusts survived.
An edge coloring of is called a -rainbow coloring if for every set of vertices of , there is a rainbow tree in containing the vertices of . The k {\displaystyle k} -rainbow index rx k ( G ) {\displaystyle {\text{rx}}_{k}(G)} of G {\displaystyle G} is the minimum number of colors needed in a k {\displaystyle k} -rainbow coloring of G ...