Consider the figure. Lines a and b are parallel horizontal lines with line a above line b. Two diagonals, one that falls from left to right and one the rises from left to right intersect both lines. The two diagonals intersect line a at the same point, creating an angle measuring 64.8 degrees below lina a to the left of both diagonals, angle 1 below line a between the two diagonals, and an angle measuring 30.5 degrees below line a to the right of both diagonals. The diagonal that rises intersects line b to the left of the other diagonal and creates angle 2 above line b and to the right of the diagonal. The diagonal that falls from left to right creates angle 3 above line b to the left of the diagonal.

What are the measures of the interior angles of the triangle?

m∠1 =
°

m∠2 =
°

m∠3 =
°