No.. there's only 1 10 left and 3 nines left in 48 cards.
So it's (1/48) x (3/47) x (2/46) x 100% = 0.0058 % chance. About 1 in 17000 chance of that happening
Fuck, can you send me a link to get that info?
"We have met the enemy and they are ours; two ships, two brigs, one schooner and one sloop." --- O.H. Perry