Originally Posted by
coach belly
Originally Posted by
AxelWolf
There are many, many places where free play is generated on losses.
Is that a standard offer, or a special promotion?
Regarding standard freeplay offers, can you estimate what total wager would be required to generate $1million in freeplay? For this exercise, let's assume the offers are competitive among the various casinos and their affiliated properties.
Young Mendelson recently wrote of a 2-day trip to GVR, where his total wager was approximately $200K. How much FP can he expect to be offered from that total wager?
No, I'm not talking about any special promotion. There are many such places, and the amounts you will generate is all over the map depending on the casino. They are also casinos that do a combination of both coin-in and losses; there are casinos that do either/or. IE X amount of coin in will get you X amount, or X amount of losses will get you X amount, or X amount of coin in plus X amount of losses with get you X amount.
And things are always changing, one month it could be one thing, and suddenly they change things.
I have no clue what it would take to generate 1 million in free play from one location, I have never attempted such a thing; even if possible, there are just too many things that can go wrong. Imagine giving up $300,000 in EV expecting to get a million back in free play, only to get 86ed.
There's usually a cap that will be automatically generated; anything above that would probably be on a case-by-case basis, determined by an executive host.
Green Valley Ranch has never been super good regarding high amounts of free play. I have not put much time in there attempting to generate free play.
It's hard to say what Mendoson GVR will get since there are too many different factors, such as his previous play, what types of games he played, how much he won or lost, and what their cap is.
There's usually a sweet spot that will earn you the maximum auto-generated free play offers while giving up the least amount on the machines in the least amount of time.