Random Sequence - best or worst hand in infinite card poker?

If there was such thing as "Infinite card poker" with poker hands that never end (CPU would choose the showdown winner and tell you what your hand is) and with only 1 betting round, would a hand named "Random Sequence" be the weakest hand or the strongest hand ?

Obviously there ARE other types of hands possible, for example: "Pseudo-random Sequence", "More Black Than Red", "Missing Cards" or "Pattern", etc.

# From one perspective "RS" should be the weakest hand because there is an infinite number of combos possible.

## But from the other perspective, being fully random means that certain and strict math conditions must be fulfilled to create such hand. So "RS" should be the rarest then, the most valuable.

Of course the mega smart CPU's cards shuffling mechanics should use a special script, they can't be just random.
I created this thread with the purpose of finding an answer to another question which is: "Is there something like a PI number sequence, but made from cards ?".