If you win a prize, but don't claim it, can you start from that point at the next festival, or do you always have to start back at prize level 0 each subsequent festival?
Nevermind…I found out that if you miss a throw, you lose any prize you would have gotten….
The 10 million math is off. At Level 72, there's a 1 in 8568 chance of winning the Sho Nuff, which chances of roughly 1:1, 1:4, 1:14 and 1:153.
The math changes based on how the pricing for the game works.
If 2000 Ryo lets you roll until you fail, then it's a simple matter of 8568 * 2000 for the cost, or 17 million Ryo.
If, however, 2000 Ryo only lets you roll once, pass or fail, then the math gets harder.
8568 times you'll pay to get the Potion Base.
8568 times you'll pay to try for the Super Potion.
2142 times you'll succeed, and pay to try for the Golden Potion.
153 time you'll suceed, and pay to try for the Sho Nuff.
At that point, the math becomes (8568 + 8568 + 2142 + 153) * 2000, or about 39 million Ryo.
I calculated the chance of winning a sho enough elixer to be 1 in 7367.7554869684499314128943758573
But the notes say: "It takes on average 7358 games at level 72 to receive a Sho Nuff Elixir (around 34,000,000 ryo)" which is a similar but distinctly different value.
To calculate my value I took reciprocal ( (72/11000) * (72/1000) * (72*250) )
Can someone point out the error in my math or confirm that the error is in the data on the page?
Furthermore, 2000 ryo/game * 7358 games = 14,716,000 ryo total not 34,000,000…
EDIT: I see now, its 2000 per roll, not 2000 per game. So the cost is higher. I will do the exact calculation later. Nonetheless, the first issue remains.
Indeed the difference is insignificant, I noticed it myself.
But even a minor error is worth correcting, and even if not, I personally would like to know if I had made an error for my own benefit (learning from your errors is vital). This is why I posted my math and asked.