All deals
All sales final

Polynesian Villas & Bungalows · Deluxe Studio

Sun Feb 28 – Thu Mar 4, 2027 · 4 nights · Resort View · Sleeps 5DVC Shop · listed before Oct 20 · checked 20 min ago

The math, night by night

4 nights for $2,800. Disney’s cash price for the same villa category and nights, tax included, is $3,672. How we calculate

NightPointsYou payDisney cash
Sun Feb 28Weeknight · Regular season25$700$918
Mon Mar 1Weeknight · Regular season25$700$918
Tue Mar 2Weeknight · Regular season25$700$918
Wed Mar 3Weeknight · Regular season25$700$918
Total100$2,800$3,672

100 points at $28.00 a point. DVC Shop quotes only the total; each night’s share follows its points.

How this compares

Cost per night of the 31 Polynesian Villas & Bungalows deluxe studios we’ve tracked since August 2026, live and gone.

This listing$700
Cheapest 25%up to $567
Median$589
Most expensive 25%over $652

All Polynesian Villas & Bungalows rental prices

If you need to cancel

All sales are final at DVC Shop: if you cancel, you get no money or credit back.

Paying

You pay in full when you book. Payment goes to DVC Shop; ResortMath never takes payment or holds reservations. Terms from DVC Shop’s site, checked August 2026.

100 points · $28.00/pt · first seen Oct 20, 2026 7:24 pm · no price drops recorded

How we calculate

Cost per night is the broker’s total price divided by nights. We rank by it, not by total, so a short trip can’t win just by being short.

Disney’s price is the published rack rate, tax included, for the same villa category and the same nights. Where we can’t match the exact view, we use Disney’s cheapest view for that villa, which makes the saving look smaller, never bigger. Disney sometimes discounts, so the real saving can be smaller than shown. Disney’s rates come from MouseSavers.

$/point is in the small print. The season you travel moves the price about 2×; broker $/point varies about 15%.

Every listing is checked every 30 minutes. When one disappears we say it’s gone: it has almost always sold, but we can’t prove it.

The full method