Horus
(#88965322)
Level 1 Coatl
Familiar
Palefoot Tadhop
Click or tap to view this dragon in Predict Morphology.
Energy: 50/50
This dragon’s natural inborn element is Earth.
Male Coatl
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Personal Style
Apparel
Skin
Scene
Measurements
Length
7.27 m
Wingspan
7.96 m
Weight
735.09 kg
Genetics
Periwinkle
Cinder
Cinder
Periwinkle
Blaze
Blaze
Mauve
Koi
Koi
Hatchday
Breed
Eye Type
Level 1 Coatl
EXP: 0 / 245
STR
7
AGI
6
DEF
7
QCK
6
INT
6
VIT
6
MND
7
Lineage
Parents
- none
Offspring
- none
Biography
DJHAKALSDJFLJK WHAT
WHAT
HOW IS THIS STATISTICALLY POSSIBLE
THAT DOESN'T HAPPEN
Horus' IDENTICAL TWIN:
Horus' near-twin:
My reaction to all of this:
1 of 2 G1s born with these colors.
WHAT
HOW IS THIS STATISTICALLY POSSIBLE
THAT DOESN'T HAPPEN
Horus' IDENTICAL TWIN:
Horus' near-twin:
My reaction to all of this:
menacingWitch wrote on 2023-09-08 08:07:52:
Okay so. FR has 177 colours iirc. Because the order matters I'm going to be calculation for permutations rarher than combinations. The total number of permutations for three colours out of 177 is .... 5545233.
So n^r is 177^3.
Onto probability,
Probability = Number of permutations of interest / Total number of permutations
So, there's only one permutation we care about, xxy periwinkle mauve! That's our numerator. 177^3 is our denominator. So the chances of getting the xxy periwinkle mauve dragon is...
Probability = 1 / 177^3
Probability = 1.8033 x 10^-7
Or, in word form, a one in five million, five hundred forty five thousand, two hundred thirty three chance of getting that specific dragon. And you got it twice and I don't even want to think about that, because SOMEHOW the rng gods blessed you. Congrats! I did math.
EDIT
Because of replacement changing the odds, and that doesn't happen for G1s, your odds stay the same to get specific dragons. BUT to get them twice the probability relies on the equation,
Probability of Getting the Same Dragon = P(Getting the Dragon Once) * P (Getting the Dragon again)
Probability = (1/177^3) * (1/177^3)
Probability = 3.252073869 x 10 ^-14
I will be back to edit this into something out of scientific notation because I hate it.
So n^r is 177^3.
Onto probability,
Probability = Number of permutations of interest / Total number of permutations
So, there's only one permutation we care about, xxy periwinkle mauve! That's our numerator. 177^3 is our denominator. So the chances of getting the xxy periwinkle mauve dragon is...
Probability = 1 / 177^3
Probability = 1.8033 x 10^-7
Or, in word form, a one in five million, five hundred forty five thousand, two hundred thirty three chance of getting that specific dragon. And you got it twice and I don't even want to think about that, because SOMEHOW the rng gods blessed you. Congrats! I did math.
EDIT
Because of replacement changing the odds, and that doesn't happen for G1s, your odds stay the same to get specific dragons. BUT to get them twice the probability relies on the equation,
Probability of Getting the Same Dragon = P(Getting the Dragon Once) * P (Getting the Dragon again)
Probability = (1/177^3) * (1/177^3)
Probability = 3.252073869 x 10 ^-14
I will be back to edit this into something out of scientific notation because I hate it.
1 of 2 G1s born with these colors.
Click or tap a food type to individually feed this dragon only. The other dragons in your lair will not have their energy replenished.
This dragon doesn't eat Insects.
This dragon doesn't eat Meat.
Feed this dragon Seafood.
This dragon doesn't eat Plants.
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Exalting Horus to the service of the Tidelord will remove them from your lair forever. They will leave behind a small sum of riches that they have accumulated. This action is irreversible.
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