The total probability of losing all four rounds in this specific sequence is the product of the individual probabilities:
Adjusting for the exact sequence drawn (10-J-Q-10), the odds are approximately 0.067% or 1 in 1,493.
If it is a deck of 52 cards which is what is to be assumed from how it is setup that should be the odds. As well as losing on a lower bet for either of those sets of cards would be at the highest with a 10 at .31
also double checking math if you don't remove a card the percentage doesn't get much better and still is almost 0 at .00227044251 or .2%