Germaniac #GoldenSun4Switch2 #IsaacforSmash

Praying for a new Golden Sun game.

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@WorkTheSpace Been very frustrating the last few years, too many things are hardcoded. I was hoping they'd rework the codebase when moving to Unity but apparently not.

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@Pieckpp There is a new rock by the water

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@Peko_girlboss Attack and Defense Deoxys were FRLG exclusive before Gen 4

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@goyemeat @SickanDaDank @Verliswolf @G0ffThew Of course you multiply

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@goyemeat @SickanDaDank @Verliswolf @G0ffThew Do you not understand what an analogy is? The calculation I gave you earlier already used 1/8192, the chance of not flipping a 1/8192 on each try is 8191/8192, and since every tries are independent of each other you multiply 8191/8192 by itself 6000 times

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@The_douche11 @Verliswolf @G0ffThew No one said it's dependent on the last encounter, since each encounter are independent, the chance of not getting a shiny in 6000 tries is (8191/8192)^6000 = 48.1%, so getting at least one shiny is 100-48.1 = 51.9%

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@goyemeat @SickanDaDank @Verliswolf @G0ffThew Nobody said otherwise, if you flip a coin 6000 times do you think you have 50% chance to see heads at least once?

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@yoboielmo6600 @Verliswolf @G0ffThew It can be used as a basis, it's called the law of large numbers

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@yoboielmo6600 @Verliswolf @G0ffThew It would be a coin flip for each shiny hunter, yes it could be far higher or lower but that's just like how you can flip heads 10 times in a row

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@yoboielmo6600 @Verliswolf @G0ffThew People are saying the probability of getting it in at least one of the 6000 tries is 50/50, not just the 6000th try

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@yoboielmo6600 @Verliswolf @G0ffThew Getting 8195/8196 10 thousand times is part of the 48.1%, I'm not sure what you're referring to guaranteed

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@goyemeat @SickanDaDank @Verliswolf @G0ffThew Not getting a shiny is rolling a 8191/8192, not getting a shiny in 6000 tries is just (8191/8192)^6000 = 48.1%, so getting at least one shiny in 6000 tries is 100-48.1 = 51.9%

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@yoboielmo6600 @Verliswolf @G0ffThew It doesn't add on top of each other, the probability of not getting a single shiny in 6000 tries is (8195/8196)^6000 = 48.1%, so getting at least one shiny is just 100-48.1 = 51.9%

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@nocontextfm1 What I want is to play UCL final in this stadium https://t.co/xL4kNrQAdg

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@nocontextfm1 Did we see any new roles?

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@Ilopeyuupoul @marriejoise Udah nunggu berhari-hari dapet jawaban standar, padahal nomor lain ada yang masih perpanjang

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@Ilopeyuupoul @marriejoise @triindonesia Ada yang pernah ngisi pulsa setelah ga perpanjang? Siapa tau sistemnya kepancing

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@marriejoise @triindonesia Udah dua kali kak? Yang pertama benerinnya gimana?

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@Ilopeyuupoul @triindonesia Terakhir perpanjang tanggal 22 agustus, tapi tiba-tiba kemarin ga perpanjang, hari ini juga ngga

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@triindonesia ini kok hari ini ga perpanjangan ya?

[Germaniac #GoldenSun4Switch2 #IsaacforSmash @gergerbb]

@triindonesia Pulsa cukup kak, ga bisa DM soalnya harus centang biru