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Kaisa hai Yeh Rishta Anjaana (transl. What kind of unknown relationship is this?) is an Indian drama series produced by S3 Infomedia Private Limited.
Compilation: A compilation, anthology or collection of several titles, usually (but not always) belonging to the same series. Limited: A special release (often called "Limited" or "Collector's Edition") with bonus collector's material. Often provided to people who pre-order a game.
Kaisa or karoliina is a cue sport mainly played in Finland. The game originated in Russia , where it is still played to some extent. Kaisa equipment is similar to Russian pyramid from the 68 mm ( 2 + 11 ⁄ 16 in) balls, small pockets barely large enough for a ball to enter, and the long and heavy cue sticks .
Kaisa, Estonia, village in Saaremaa Parish, Saare County, Estonia; Kaisa (billiards), a cue sport mostly played in Finland; Kaisa Group Holdings Limited, a Chinese property development company, sponsors of Shenzhen F.C. Kaisa, snow goose dæmon of Serafina Pekkala, a character in the His Dark Materials novel series by Philip Pullman
Kaisa Leena Mäkäräinen (born 11 January 1983) is a Finnish former world-champion and 3-time world-cup-winning biathlete, who currently competes for Kontiolahden Urheilijat. Outside sports, Mäkäräinen is currently studying to be a Physics teacher at the University of Eastern Finland in Joensuu .
Jujutsu Kaisen (呪術廻戦, rgh. "Sorcery Battle") [b] is a Japanese anime television series produced by MAPPA, based on the manga series of the same name by Gege Akutami.The story follows high school student Yuji Itadori as he joins a secret organization of Jujutsu Sorcerers to eliminate a powerful Curse named Ryomen Sukuna, of whom Yuji becomes the host.
Kaisa Varis (born 21 September 1975, in Ilomantsi) is a Finnish retired cross-country skier and biathlete.Her career has been marred by doping convictions: as a cross-country skier, she was involved but not suspended in a doping scandal and in 2003 she was suspended two years for doping use.
If A is a set, then the absolute complement of A (or simply the complement of A) is the set of elements not in A (within a larger set that is implicitly defined). In other words, let U be a set that contains all the elements under study; if there is no need to mention U, either because it has been previously specified, or it is obvious and unique, then the absolute complement of A is the ...