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Ol f n. F ò N ñ ò N ò N N ò à N ñ ò à ò N N ñ ò à N ò à j (2) where, N and à are coordinates in virtual space, and N ñ and à ñ are coordinates in physical space The derived bulk modulus is inhomogeneous, while the density is anisotropic and inhomogeneous What’s more, the density tensor is nondiagonal, which makes it more difficult. Represent the autocovariance function of the sta te T ì G ;. C E7 ñH=9I K i L ru v I _i É3;§E E§ = 'J U J i i^v a O t f ú ;.

L Ô ñ J ð ;. F = B = E B > 2 can be interpreted as L S E @ P D H = R C R = H Q A All Newton‐Cotes formulas can be expressed this way Only the approximation of the average value of B Tvaries More accurate approx of avg value yields more accurate integral estimate = > S E @ P D L > F. * S e h a b l a es p a ñ o l V o l u n t e e r Ca re Cl i n i c F re e b a si c me d i ca l ch e cks Mo u n t a i n l a n d s He a l t h Ce n t e r Me d i ca l / d e n t a l De p t o f W o rkf o rce S e rvi ce s Me d i ca i d i n su ra n ce.

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