By Malcolm Barber

The Order of the Temple, based in 1119 to guard pilgrims round Jerusalem, built into some of the most influential agencies within the medieval global. It has retained its carry at the sleek mind's eye because of the dramatic occasions of the Templars' trial and abolition 2 hundred years later, and has been curious about ancient mysteries from masonic conspiracy to the survival of the Turin shroud. Malcolm Barber's lucid narrative separates fantasy from background during this complete and distinctive account of the Order, from its origins, flourishing and suppression to the Templars' historic afterlife.

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Extra resources for The New Knighthood: A History of the Order of the Temple

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17) s where Gi represents the product i sale price ($ ton-1), Gs the resource price of s ($ exp ton-1) and Fs the amount of unused resource s (ton). 20) N αj, βj, αk, and βk are cost coefficients for units, Cs is the cost of resource s, and Resi the disposal cost of product process i that varies according to the effluent. The relaxed model solution provides the optimal plant configuration and design and the number of batches of each product to be produced. It is worth noting that the relaxed model resembles a single product campaign one, in which all the batches of a product are processed without overlapping with others products.

An extra plant, or mother plant, is considered in this work to provide the material and power streams that the multipurpose plant requires, so that these resources are bounded. Also, the multipurpose batch plant can produce a byproduct, which is a product that is obtained by splitting a batch or processing it in a different manner. The objective function employed in this formulation is the maximization of the net annual profit as given by the earnings of selling products and savings due to unused resources (those produced and available in the mother plant and not used in the multipurpose plant), minus the annualized investment and operating costs.

17) s where Gi represents the product i sale price ($ ton-1), Gs the resource price of s ($ exp ton-1) and Fs the amount of unused resource s (ton). 20) N αj, βj, αk, and βk are cost coefficients for units, Cs is the cost of resource s, and Resi the disposal cost of product process i that varies according to the effluent. The relaxed model solution provides the optimal plant configuration and design and the number of batches of each product to be produced. It is worth noting that the relaxed model resembles a single product campaign one, in which all the batches of a product are processed without overlapping with others products.

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