Find the minimum value of the expression. Find the minimum value of the expression. $x,y,z \in R$
$\sqrt{x^2+1}+ \sqrt {4+(y-z)^2} + \sqrt{1+ (z-x)^2} + \sqrt{9+(10-y)^2}$

$S = d(E, A) + d(A,B) + d(B, C) + d(C,D) \\  \therefore S = \sqrt{10^2+7^2}=\boxed{\sqrt{149}}$
