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In the Kaufman's algorithm a next line point is chosen in two steps, and a Bresenham's ... In the generation loop of Kaufman's algorithm (limited to the case Ar > Ay, Az > 0) ... R(x+dx,y+dy, z+d=)= R(I, y, z)+L"R(2, 4, =)+L' R(, y, z)+L R(2, y, z),.

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