The securities, which are not yet issued, will be backed by a pool that currently contains $117.54 million of US 30-year residential mortgages. The pool has a weighted average coupon (WAC) of 4.80% and a weighted average maturity (WAM) of 243 months, which implies 17 months of seasoning.
If the pool is 30 years (360 months) and the WAM is 243, isn’t the the pool seasoned 117 months NOT 17 months? Turns out not to affect the questions if you use the stated 17 months but I thought loan maturity - WAM = n where n is the seasoning (and is used in the CPR equation as a function of PSA).
The type of mortgages are 30 year mortgages, doesn’t necessarily mean that there is exactly that much time remaining to maturity on each mortgage (though they certainly started out that way).
didn’t throw me off, however the fact that the 0.2% formula for PSA calculates CPR and not SMM threw me off. forgot that you had to do an extra calculation to convert the CPR to SMM to truly compare them