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Kal Ho Na Ho 720p Mkv 203

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Description: Kal Ho Na Ho.
Kal Ho Na Ho.
A mashup compilation of Krishna & Jagdish ki clips from “Kal Ho Na Ho.”
Krishna and Jagdish are the best partners in cricket.
Whether it’s a bad luck for Jagdish or a successful one for Krishna, what has the good luck with them is impossible to find.
They are as lucky as they can be.
Krishna and Jagdish are partners in cricket.

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The present invention relates to a method and system for generating 2D and 3D computer model from drawings having a set of logical 2D cross-sections in a first direction and a set of first polygons and a set of polygons in a second direction. More particularly, the present invention relates to a method and system which generate a computer model from a set of drawn cross-sections. The present invention is particularly useful in generating a two dimensional (2D) and three dimensional (3D) computer model of an object from wireframe drawings, computer-aided design (CAD) drawings, and/or computer-aided drafting (CAD) drawings.
In the prior art, it has been difficult to convert a set of logical 2D cross-sections (e.g., in a set of CAD drawings) to the corresponding 3D model (e.g., in a 3D CAD model). The main problem is that the standard CAD models are inherently two-dimensional, requiring a transformation or remapping of the 2D logical cross-sections into the 3D environment. Examples of 2D cross-sections are the following:
(i) simple 2D drawings of an object;
(ii) cross-sections through a three dimensional model; and
(iii) 2D drawings of an object which represent only a cross-section through the 3D model.
In the prior art, the conversion of these cross-sections to 3D has been accomplished by the following three methods:
(1) Definition of a mathematical transformation by defining the relationship between the 2D and 3D cross-sections. It is very difficult to define the mathematical transformation between 2D and 3D cross-sections. This usually requires the mathematical definition of the object to be modeled.
(2) Creation of a three dimensional model from a
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