Two blocks of masses m1 and m2 are connected by an ideal string passing over an ideal pulley. The block of mass m2 slides along a ramp where there is NO friction. The block of mass m1 only touches the string, and is moving upwards initially. The angle of the ramp is theta=53 degrees. Find the acceleration of the blocks in terms of symbols m1, m2, theta, and constants like g. Look at limiting value of m2 to see if answer makes sense. Find a relation between the variables that would guarantee that the block is initially slowing down.