Search results
Results from the WOW.Com Content Network
In 2002, DecoPac launched Cakes.com to connect consumers with bakeries to place cake orders online. Since that time, Cakes.com has evolved and in 2014 began selling DecoSets and other cake decorating products directly to consumers for use in decorating their own cakes. In 2015 DecoPac purchased one of their largest competitors, Bakery Crafts.
"The cake is a lie" is a catchphrase from the 2007 video game Portal. Initially left behind as graffiti by Doug Rattman to warn that GLaDOS , the game's main villain , was deceiving the player, it was intended to be a minor reference and esoteric joke by the game's development team that implied the player would never receive their promised reward.
Cake decorating is the art of decorating a cake for special occasions such as birthdays, weddings, baby showers, national or religious holidays, or as a promotional item. It is a form of sugar art that uses materials such as icing , fondant , and other edible decorations.
Batik craftswomen in Java, Indonesia Savisiipi handicrafts store in Pori, Finland A handicraft Selling-Factory shop, Isfahan, Iran Artesanato Mineiro. A handicraft is a traditional main sector of craft making and applies to a wide range of creative and design activities that are related to making things with one's hands and skill, including work with textiles, moldable and rigid materials ...
Sheaf may refer to: Sheaf (agriculture), a bundle of harvested cereal stems; Sheaf (mathematics), a mathematical tool; Sheaf toss, a Scottish sport; River Sheaf, a tributary of River Don in England; The Sheaf, a student-run newspaper serving the University of Saskatchewan; Aluma, a settlement in Israel whose name translates as Sheaf
After Ali Atabek enjoyed Ultima II, he created Rings of Zilfin for SSI.With his wife Ugur Atabek, and business partner Jim Thomas, Atabek formed Mindcraft Software to publish his next game, The Magic Candle. [2]
Given a ringed space, a sheaf of modules is a sheaf such that on every open set of , () is an ()-module and for every inclusion of open sets , the restriction map () is compatible with the restriction map () (): the restriction of fs is the restriction of times that of for any in () and in ().