The text is written in Russian and describes a geometry problem. Here's the translation of the problem:

Problem: Two inclined lines are drawn from a point to a plane $\alpha$. Find the distance from this point to the plane if the lengths of the inclined lines are equal to $\frac{3}{\sqrt{2}}$ cm, the angle between them is 60°, and the angle between their projections is a right angle.

To solve this, we would need to utilize geometry concepts such as projections, the relationship between angles, and the distance from a point to a plane.

Would you like me to walk through the solution or do you need further clarification on a specific step?