ford91exploder
Resident Curmudgeon
I'll say first, as disclosure, that we only bring old mugs if we intend to use them with our own supplies, which was rare. Never tried to scam the system as it isn't right and Disney certainly doesn't owe us jack (as they've made more than obvious). However, as we are not free dining plan folks (we're DVC), we have to gauge the convenience of the mug based on our plans and may pick up 1 or 2 on a trip. Now however, that has gotten way to pricey. We were stopping out of convenience as we had mugs; we weren't getting a mug as we had to get a drink all the time. The frustrating part being the increased price and they don't work in the parks! This coming trip, back to our existing mugs with supplies in the room.
When the system is activated by a valid RFID, does it auto-stop at a "mug volume"? Since you can top off your drink with minor pauses to allow de-foaming, that tells me it's not like the McD's dispensers at the drive thru. Those have a button for the cup size to auto fill while the staffer is doing another task. That said, I have a curiosity for the serious scammers/hackers, though I figured folks in-the-know would have heard stories of guests being busted using these. Assuming the Disney dispenser reads a valid RFID and does not auto-stop at volume, has anyone high jacked their paid RFID chip and attached it to a larger mug to save time (reducing frequency of refills), or simply put a hole in the mug with a tube to fill other mugs? On the more technical and less comical note, has anyone used an RFID reader on a pocket sized RaspberryPi or smart phone to scan codes as they walk around, then emulate it through an altered mug?
I've seen guest that I know would pay a premium for such stupid devices only to "stick it to the man".
I believe (and the RapidFill vendor states it can) is the dispenser is only allowed to flow for enough time to dispense 12 oz of liquid. It's easy enough to calculate a time value as the dispenser tube size and liquid pressure are both known so calculating the volumetric flow rate is trivial. I'd post it here but I can't add the integration symbols needed for the equation