Use digits 3 3 5 to make 67 or 97

Question

Rules:

1. All 3 digits — $3$, $3$, and $5$ — must be used once each in any order. You can concatenate these digits to create multi-digit numbers (i.e. $33$).
2. You can use the factorial operation ($n!$), the subfactorial operation ($!n$) and the double factorial operation ($n!!$) (i.e. $3!=6$, $!5=44$, $(3!)!!=48$). However, extended multi-factorials ($n!!!...$) cannot be used.
3. $+$, $-$, $\times$, $/$,$()$, $\hat{}$ can be used for functions.
4. You cannot use: round, floor, ceiling, truncate function or functions such as sin, cos, log.

Answer 1

I think this works for 97:

$!(3!)-5!-(3!)!!=97$

Answer 2

With a decimal point

$67 = .5^{-(3!)}+3$

Answer 3

( Partial answer)

for 67:

$3! \Vert (!3+5) $