I don't think you understand the complexity of either your question or of GTO answers to be fair. Your OP requires the whole lot as answers. There are no premises except the board.
Let N = the possible number of boards on Hold'em.
As a matter of fact, you demand (1/N)*100% = a small but not ridiculously small percentage of the total GTO solution for BvB. Ok, a little less than that since not every street is allowed to be capped.
Sure, analysis can be done, but that's like asking a man living in the stone age a question about the finer points of Quantum Field Theory without even giving him Newtons Law's as a hint. You can't expect anyone to know large complete chunks of that huge Nash table which contains the answer. (The Nash table that takes 120 years to compute using all computer power of Google for HUHU, except here it's BvB, which should be roughly the same.)
It would be very different if you asked each and everyone of us how we personally would play this board - from the SB and the BB with our own (or given) complete ranges.
It would also be very different as well if you asked each and everyone of us how we personally would guess the GTO solution to be. Fair question, but you wouldn't get many serious answers (because it's so god damned hard).
But, even if you don't mention GTO in the OP, the way you formulate things indicate that you do want the GTO answer - especially since you wanted that in a couple of previous threads. It should be clear by now (especially from that long thread) that this is impossibly difficult. If it's not the GTO answer you want but something else, please be clear about that.
The best that anyone can give you is a "balanced" (note the quotation marks) answer - and even that requires pretty much work. As for me, I change gears in the blinds a lot depending on who I'm against, so my "answer" would be totally useless for your purposes. Also, what balanced means is a matter of personal opinion.