Calendar Puzzle "Square"

This is the first puzzle I designed.

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Ten puzzle pieces leave three squares open that together form a date.

On Monday January 1, the solution below would be good, because only the squares and and are open.

The Calendar Puzzle

Can I flip a puzzle piece?: Yes, the puzzle pieces do not have a specific front and back.
Is there a solution for every challenge?: Yes, every challenge has a solution.
Is every challenge equally difficult?: No, some challenges are more difficult and others are easier.
How many different challenges are there?: A year has a maximum of 366 days and each date can be on 7 different days of the week. So the number of different challenges is 7 × 366 = 2562.
What can I do if my question is not listed here?: Use the Contact Form to ask your question.

Can you arrange the ten puzzle pieces so that only the squares of today's date are open?

Can you arrange the ten puzzle pieces in such a way that only the squares and and are open?

This challenge has different solutions and is in relation to other challenges, because % of all challenges is than this one.

You only have to solve this challenge again on .