Well, I only know how it tends to work in China, where the traditional calendar is used for cultural events such as festivals, while the Gregorian calendar is used for just about everything else, including domestic business. I assumed it’s the same in most modern cultures with a different traditional calendar, but maybe I’m wrong.

Is it? I know some cultures have a traditional lunar calendar, but I didn’t know there were many that didn’t also use the Gregorian calendar for business.

Which cultures have the seven day week without the solar year?

Not quite the same, since in my scenario the player loses everything after a loss while in the St. Petersburg Paradox it seems they keep their winnings. But it does seem relevant in explaining that expected value isn’t everything.

I’m looking at the game as a whole. The player has a 1 in 8 chance of winning 3 rounds overall.

But the odds of the player managing to do so are proportionate. In theory, if 8 players each decide to go for three rounds, one of them will win, but the losings from the other 7 will pay for that player’s winnings.

You’re right that the house is performing a Martingale strategy. That’s a good insight. That may actually be the source of the house advantage. The scenario is ideal for a Martingale strategy to work.

Well, they have to start over with a $1 bet.

I don’t know if that applies to this scenario. In this game, the player is always in the lead until they aren’t, but I don’t see how that works in their favor.

You’re saying that the player pays a dollar each time they decide to “double-or-nothing”? I was thinking they’d only be risking the dollar they bet to start the game.

That change in the ruleset would definitely tilt the odds in the house’s favor.

Right, and as the chain continues, the probability of the player maintaining their streak becomes infinitesimal. But the potential payout scales at the same rate.

If the player goes for 3 rounds, they only have a 1/8 chance of winning… but they’ll get 8 times their initial bet. So it’s technically a fair game, right?

Like the Klingon dish gagh?

Taiwan had the same concern. What they did is make it so that receipts also work as lottery tickets, to encourage people to ask for them and hold on to them.

I found it on Know Your Meme: https://knowyourmeme.com/memes/pondering-my-orb

That was my first thought too. What’s this orb pondering business everyone’s on about?

What I usually love about musicals is the variety of songs and subject matters, and with the exception of the Klingon song, the songs all felt the same.

That’s not true. The Hoover Dam contributes to Vegas’s power supply, but it’s nowhere near “almost entirely powered” by the dam, except in Fallout: New Vegas.

I would argue that the doctrine of Hell introduced in the New Testament is crazier than anything in the Old Testament.

There is, or at least was, at least one place catering to your friend’s tastes: https://urnotalone.com/male-maids-serve-it-up-at-japans-first-cross-dressing-maid-cafe/

Edit: More recent article: https://www.tokyoweekender.com/food-and-drink/restaurants-and-bars/boys-magically-become-girls-at-the-maho-ni-kakerarete-crossdressing-bar/

I wonder if that was the inspiration for the Nowhere King from Centaur World.

The mode of a set of numbers is the number that occurs the most times in the set.

For example, in [1,4,4,4,5,6,6,7], the mode is 4, because there are more 4s than there are any other number.

Not to mention that even if one inventor decides not to release their creation, eventually someone else will make something similar.