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Consider two neighboring hexahedral elements in a finite element implementation of steady state linearized elasticity, and suppose that they share a common face that

Consider two neighboring hexahedral elements in a finite element implementation of steady state linearized elasticity, and suppose that they share a common face that does not lie on any of the domain boundaries, nor intersect any of them. When you assemble the global stiffness matrix, K for this problem, how many entries in this matrix will have contributions from both elements? none 2 6 12

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