Partition Magic

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Salman Rushdie's Midnight's Children

The original stage adaptation of Salman Rushdie s Midnight s Children, winner of the 1993 Booker of Bookers, the best book to win the Booker Prize in its first twenty-five years. In the moments of upheaval that surround the stroke of midnight on August 14--15, 1947, the day India proclaimed its independence from Great Britain, 1,001 children are born--each of whom is gifted with supernatural powers. Midnight s Children focuses on the fates of two of them--the illegitimate son of a poor Hindu woman partition magic and the male heir of a wealthy Muslim family--who become inextricably linked when a midwife switches the boys at birth. An allegory of modern India, Midnight s Children is a family saga set against the volatile events of the thirty years following the country s independence--the partitioning of India partition magic and Pakistan, the rule of Indira Gandhi, the onset of violence partition magic and war, partition magic and the imposition of martial law. It is a magical partition magic and haunting tale, of fragmentation partition magic and of the struggle for identity partition magic and belonging that links personal life with national history. In collaboration with Simon Reade, Tim Supple partition magic and the Royal Shakespeare Society, Salman Rushdie has adapted his masterpiece for the stage. Copyright (C) Muze Inc. 2005. For personal use only. All rights reserved.
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Parlor magic - Parlor magic is an older term for what is also known as "platform magic", "cabaret magic" or "club magic". It is done for larger audiences than close-up magic (which is for a few people or even one person) and for smaller audiences than stage magic (which is performed on a stage, hence the name).

Pantriagdiag magic cube - A Pantriagonal Diagonal magic cube is a magic cube that is a combination Pantriagonal magic cube and Diagonal magic cube. All main and broken triagonals must sum correctly, In addition, it will contain 3m order m simple magic squares in the orthogonal planes, and 6 order m pandiagonal magic squares in the oblique planes.

Magic constant - The magic constant or magic sum of a magic square is the sum of numbers in any row, column, and diagonal of the magic square. For example, the magic square shown below has a magic constant of 15.

Magic hypercube - In mathematics, a magic hypercube is the k-dimensional generalization of magic squares, magic cubes and magic tesseracts, that is, a number of integers arranged in an n x n x n x ... x n pattern such that the sum of the numbers on each pillar (along any axis) as well as the main space diagonals is equal to a single number, the so-called magic constant of the hypercube, denoted Mk(n).

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