How many algs would CR1 Last Slot take if unoriented edges exist?

NukesAway

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Given a cube in a F2L-1 (LS in FR)state with an oriented 2*1*1 block on U layer, how many algs would it take to 1) solve FR edge AND 2) orient all adges wilst preserving the 2*1*1 block? States reached after mirrors and AUFs count as 1 alg.
Also, how many algs would be left if we allowed LS in FL and counted mirrors across the XY plane as one alg?
What if the block were misoriented?
Please include your reasoning and state the alg count of 2eo and 4eo cases, thanks
I couldn't use a program for this because the cases were weird
Yes I know unoriented CR is probably useless for speedsolving
 
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