MickeyMom2Boys
DIS Veteran
- Joined
- Nov 2, 2007
- Messages
- 561
I'm pretty much sold on DVC and thought DH was too, but now I think he's getting cold feet. I have read other peoples testimonies and calculations and it seems like the right thing to do for us and no matter how I calculte it, it seems like we come out ahead. That being said, DH has not looked into anything and is strictly going on what I tell him. I'm trying to give him neutral answers, provide my thoughts in the different areas, but ultimately let him make his own decision. I want to go into this with 100% buy in from him. He's OK with the initial purchase, but the dues seem to be scaring him. So I decided to break it down to a value per individual point using today's dollar. I am not incluing the increases in annual dues over the next 50 years just for simplicity purposes. (He knows the dues will increase over time). Here's what I came up with:
AKV - $104/pt with annual dues at $4.65 per point
Annual dues for the next 50 years (again, on today's dollar) 4.65*50=232.50
So each point will cost us 104-232.50 = 336.50 over the next 50 years. Divide that by 50 and we're paying $6.73 per point per year, plus inflation.
Now - how does that compare?
*All Rates & Points below are based on "Dream Season"
Option 1
AKV Studio Value Cash - $1883/wk
AKV Studio Value DVC - 83 points - 83 x $6.73 = 558.59
Savings - $1324.41 or 70%
Option 2
AKV Studio Standard Cash - $2345/wk
AKV Studio Standard DVC - 99 points - 99 x 6.73 = 666.27
Savings - $1678.73 or 72%
Option 3
AKV 1 BR Value Cash - $2695/wk
AKV 1 BR DVC - 169 points - 169 x 6.73 = 1137.37
Savings $1557.63 or 58%
Option 4
AKV 1BR Standard Cash - $3150/wk
AKV 1BR DVC - 198 points - 198 x 6.73
Savings 1817.46 or 57%
Am I looking at this correctly? Am I missing anything other than allowing for increased dues over time?
AKV - $104/pt with annual dues at $4.65 per point
Annual dues for the next 50 years (again, on today's dollar) 4.65*50=232.50
So each point will cost us 104-232.50 = 336.50 over the next 50 years. Divide that by 50 and we're paying $6.73 per point per year, plus inflation.
Now - how does that compare?
*All Rates & Points below are based on "Dream Season"
Option 1
AKV Studio Value Cash - $1883/wk
AKV Studio Value DVC - 83 points - 83 x $6.73 = 558.59
Savings - $1324.41 or 70%
Option 2
AKV Studio Standard Cash - $2345/wk
AKV Studio Standard DVC - 99 points - 99 x 6.73 = 666.27
Savings - $1678.73 or 72%
Option 3
AKV 1 BR Value Cash - $2695/wk
AKV 1 BR DVC - 169 points - 169 x 6.73 = 1137.37
Savings $1557.63 or 58%
Option 4
AKV 1BR Standard Cash - $3150/wk
AKV 1BR DVC - 198 points - 198 x 6.73
Savings 1817.46 or 57%
Am I looking at this correctly? Am I missing anything other than allowing for increased dues over time?