I really appreciate this thread and keep coming back to it as I love the analysis, especially incorporating the discount rate and dues predictions. However I have a question I hope someone who has thought more about this can answer:
How should I think about the time value of money with respect to dues and the portion of ownership costs that relate to that? Given two resorts that have similar total costs of ownership over the time horizon in question, shouldn't I value a contract where the cost is mostly near the end over one that has a higher upfront cost?
I'll pick PVB-R and SSR just to make an example financially (obviously there are many non-financial differences between these resorts). For the sake of argument, let's look at a 17 year time horizon and assume that the dues predictions are completely accurate.
The January 2025 update from
@ehh shows that the Years 1-17 cumulative cost of ownership is very close (within 0.1%) with SSR at $295.41/point and PVB-R at $295.09/point. However, SSR has a much lower upfront cost and higher predicted dues over the 17 year period.
In Year 1:
SSR: $14.91 per point
PVB-R: $17.33 per point
In Year 17:
SSR: $21.53 per point
PVB-R: $18.54 per point
I feel like PVB-R actually has a much higher "cost" over the 17 year period because so much of it is in Year 1 (purchase price) whereas a higher percent of the SSR cost is dues farther in the futuer.
I assume these are in nominal dollars. If I want to take into account the time value of money for the whole contract, should I discount future dues at the same discount rate (let's say 5%) as I do the points? Is the best way to compare to compute the net present value of the upfront cost + discounted dues over the time horizon and then compare?