Each of the 5 sides and the 5 diagonals of a regular pentagon are randomly and independently colored red or blue with equal probability. What is the probability that there will be a triangle whose vertices are among the vertices of the pentagon such that all of its sides have the same color?(<spanclass=′latex−bold′>A</span>)32(<spanclass=′latex−bold′>B</span>)128105(<spanclass=′latex−bold′>C</span>)128125(<spanclass=′latex−bold′>D</span>)256253(<spanclass=′latex−bold′>E</span>)1