Always true
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!HPF$ INDEPENDENT
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FORALL (i=2:n-1) a(i)=b(i-1)+b(i)+b(i+1)
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!HPF$ INDEPENDENT, NEW(j)
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DO k = 2, m-1, 2
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!HPF$ INDEPENDENT, NEW(vl,vr)
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DO j = 2, n-1, 2
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vr = x(j,k) - x(j-1,k)
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vl = x(j+1,k) - x(j,k)
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x(j,k) = x(j,k) + 0.5*(vr-vl)
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END DO
-
END DO
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