What are the shiny odds with Masuda method?

What are the shiny odds with Masuda method?

As stated before, the odds of a Shiny Pokémon hatching out of an egg are 1/4,096, but utilizing the Masuda Method drastically raises the probability of acquiring a Shiny to 1/683. It’s still a long shot, but when it comes to Shiny hunting, you’ll want to take any advantage you can.

How long does it take to get a shiny using the Masuda method?

Masuda Method + Shiny Charm: (512 * (2570/3.7) * 0.177 + 512 * (20+10)) * 1.3 = 101,799 seconds, or 1 day, 4 hours, and 17 minutes of nonstop hunting. Keep in mind that these are all averages, with quite a few assumptions and estimations thrown in.

What are shiny odds with Masuda method in Pokémon sword?

Essentially, the Masuda method is applicable when breeding two Pokemon from different language versions of the game. Any egg produced by two Pokemon originating from different languages in-game will have a higher chance of being shiny; 1/683 without the Shiny Charm, and 1/512 with it.

Can you soft reset eggs for a shiny?

Can you Soft Reset for hatching eggs? Yes but this isn’t the most optimal way of hatching shinies as it actually takes a longer time to go through the process. Soft Resetting for eggs is when you save prior to receiving the egg from the Nursery worker.

What is Medusa method?

The Masuda method involves breeding two Pokémon created in games of different languages. An Egg resulting from such a pairing will have a higher likelihood of being Shiny.

Did reversal get the shiny Feebas?


Does Ditto work for Masuda method?

Yes. The Masuda Method still works in this generation and with Ditto(s/es). In fact, you don’t even have to use a Japanese Ditto. So long as one of the Pokemon is from a different region than the other, then they have an increased chance of breeding a shiny Pokemon.

Can you shiny hunt an egg?

In Generation V, it adds +5 to the chances of an egg being Shiny: 6 in 8192, or 1 in 1365. In Generation VI onwards, it still adds +5 to the chances of an egg being Shiny, but the base Shiny rate has been reduced by half: 6 in 4096 or 1 in 683.