The chance is 1 /300 . So only .3%. not an anomaly .The chance of any champion from the crystal is .3%. so you'll have to start making posts every time you open a crystal
The chance is 1 /300 . So only .3%. not an anomaly .The chance of any champion from the crystal is .3%. so you'll have to start making posts every time you open a crystal Incorrect. While each crystal has its own individual probability (approx 1 in 300), the probability of pulling the same champ twice in a row becomes 1/300 x 1/300. Or 1/90,000. But since not every playable character is in the basic pools (and I didn’t feel like googling the exact number), I picked 1/290 randomly as a guess. 1/290 x 1/290 = 0.0000119
The chance is 1 /300 . So only .3%. not an anomaly .The chance of any champion from the crystal is .3%. so you'll have to start making posts every time you open a crystal Incorrect. While each crystal has its own individual probability (approx 1 in 300), the probability of pulling the same champ twice in a row becomes 1/300 x 1/300. Or 1/90,000. But since not every playable character is in the basic pools (and I didn’t feel like googling the exact number), I picked 1/290 randomly as a guess. 1/290 x 1/290 = 0.0000119 That's not the probability of pulling the same champ twice in a row. The first crystal pull doesn't have any effect on the second pull. What you listed is the chance that a specific character is pulled twice, not any character. So what you listed is the chance of pulling Venom twice, or the chance of pulling Mojo twice, not the chance of pulling ANY champ twice. 1/300 is for any champ being pulled twice, 1/90,000 is the chance for a specific champ to be pulled twice.
Here you go. This goes into much more depth for you.https://forums.playcontestofchampions.com/en/discussion/319483/what-are-the-odds-of-this/p1
Here you go. This goes into much more depth for you.https://forums.playcontestofchampions.com/en/discussion/319483/what-are-the-odds-of-this/p1 The problem is, unless OP wants to learn, it's a statistical anomaly (😉) that they will correct their mistake. Considering that they've already delved into " true roll, lag, backend", it's unlikely.
The chance is 1 /300 . So only .3%. not an anomaly .The chance of any champion from the crystal is .3%. so you'll have to start making posts every time you open a crystal Incorrect. While each crystal has its own individual probability (approx 1 in 300), the probability of pulling the same champ twice in a row becomes 1/300 x 1/300. Or 1/90,000. But since not every playable character is in the basic pools (and I didn’t feel like googling the exact number), I picked 1/290 randomly as a guess. 1/290 x 1/290 = 0.0000119 That's not the probability of pulling the same champ twice in a row. The first crystal pull doesn't have any effect on the second pull. What you listed is the chance that a specific character is pulled twice, not any character. So what you listed is the chance of pulling Venom twice, or the chance of pulling Mojo twice, not the chance of pulling ANY champ twice. 1/300 is for any champ being pulled twice, 1/90,000 is the chance for a specific champ to be pulled twice. Yes…you’re making my point. The fact that I didn’t specifically want venom twice does not affect the outcome statistics. You’re saying that if I *had* wanted Venom twice in a row then 1/90,000 would be my odd. But since I didn’t, but I still pulled him twice reduces my odds back to 1/300? That’s nonsensical.
Probability of getting CMM - 1/300Probability of getting Leader - 1/300So total - 0.0012%.Kabam needs to investigate this statistical anomaly!!!
They say that you have the same percent chance at pulling any champ in the crystal. If anyone actually believes that, then thats sad an will be disappointed alot. Higher chance at pulling a low tier champ an higher chance at pulling low tiers champs back to back an getting those same champs over an over again. Seen so many people argue about percentages an all of it. Never pull top tier champs over an over.
Alright, I get it and stand corrected. Getting any two of the same champion, if I do not care what the champion is = 1/300. Because the 1st crystal is technically 300/300 — it just sets the target for the 2nd crystal; so then the only probability in play is crystal #2, trying to match the 1st crystal: thus 1/300.However if i ONLY wanted Venom, so he was the target of both crystals, then the probability of both crystals comes into play: 1/300 x 1/300 = 1/90,000. So even though the outcome was technically the same — double Venom — the probability jumps to 1/90,000 due to desiring a specific result in BOTH crystals.Thanks for the statistical lesson.