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What is the ratio for hatching a shiny pichu?

Asked by n3wst3ad7 years 6 months ago
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this past week I've hatched two Pichu, one was a shiny.

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Congrats!

I hatched 3 x 2km eggs....2 were Pichu of which one was Shiny.

It seems your statistics are consistent with mine - we could write an article for PoGoHUB and claim it to be supported by data.

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"Pokemon Go Players discover the probaility of hatching a shiny Pichu is roughly 41.6%, get hatching, players!"

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Despite Mandrake's experience, I think this may be slightly more accurate:

Edit: ignore this imagine, this source probably isn't correct, as it is from a poll and as the author of the article pointed out, is due to a small sample size of which the population is probably biased (people who have a shiny may or may not be as likely to engage with the poll compared to those who have yet to see one)

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You might want to read this:

https://www.reddit.com/r/TheSilphRoad/comments/70n1lv/why_tsr_egg_research_likely_will_never_publish_a/

The bottom line is, there'll likely never be a conclusive enough number because too many hatches are necessary.

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Btw, the word you were looking for is either odds or probability, not ratio.

Here is the definitive answer:
1 in 1, if you are very lucky.
1 in 1,000,000, if you are very unlucky.
1 in 4096, if your luck is typical.

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That number is based off the main series (@pikamander, i don't think think there is any evidence in the game data that proves that? I wouldn't use the term "definitive" for the last sentence)

While I am guessing the likelihood probably isn't replicated in Go, 1/4096 is probably the closest response any of us have posted yet.

@Radiant - Your response is one I agree with due the fact that it truly would require a rediculous sample size.

I have no clue as to how true my source is in terms of truth, I posted because I wanted to show that GCM's initial response from there experience probably isn't close to the actual hatch likelihood, of which 1/256 is actually closer than 1/2. After visiting the link:

https://pokemongoinformer.com/how-rare-are-shiny-magikarp-in-pokemon-go/

It appears that research was based off a poll with a probably small and biased sample size (most of the responses from users whom had seen one?)

However the statement that 1/4096 (or whatever, can't see pika's reply while I am typing this) "is not true" can't be proved or disproved, like you posted, as any research would take a reeoculously amount of time

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