guys the maths is thereSo....one chance at 4.5 is greater than 2 chances at 3? Curious about that math. You might be joking but, it's better it's 4.5% against 5.91% One chance with a 4.5% probability is not better than 2 at 3%. So....one chance at 4.5 is greater than 2 chances at 3? Curious about that math. Just curious if you will take a crystal with 100% chance of a six star or 2 crystals with 50% chance of a six star? I don't believe anyone would take that chance unless they were fond of gambling, but we're not dealing with absolutes here. We're dealing with RNG. One may be 1.5% higher, but 2 spins is twice the chance. I'm bored so I'll dump some quick maths before DNA canYou roll 3% once, it becomes 3/100 to get a six star. You roll 3% twice and you end up with a few different paths.If didn't pull a six star from either crystal, (97/100)(97/100) would be equal to around 9,409/10000. We can shorten this down to 94.09% of you not getting a six star from either crystal.If you pulled a six star from the first one but not the second one, (3/100)(97/100) would be equal to around 291/10000. You can shorten this down to 2.91%.If you didn't pull a six star from the first but did on the second, (97/100)(3/100). Once again you would end up with 2.91%.Now if you're the lucky **** that managed to get six stars in both crystals in a row,(3/100)(3/100) nets you 9/10000 odds. This is roughly equal to 0.09%.Now if you add the events that involve you getting six stars. You have a 5.91% chance of pulling at least one 6* from two crystals.Assuming that the shard spread did not decrease from say... last months events.You have 1 4.5% chance against 1 5.91% chance once you even it out. But that's only if the shard spread didn't change. If anyone has any idea how many crystals you could get without using the top ups in the stores from last month and this month, then we can make a reliable statement. But right now as I see it, these crystals are technically better. is this @DNA3000 approved man?
So....one chance at 4.5 is greater than 2 chances at 3? Curious about that math. You might be joking but, it's better it's 4.5% against 5.91% One chance with a 4.5% probability is not better than 2 at 3%. So....one chance at 4.5 is greater than 2 chances at 3? Curious about that math. Just curious if you will take a crystal with 100% chance of a six star or 2 crystals with 50% chance of a six star? I don't believe anyone would take that chance unless they were fond of gambling, but we're not dealing with absolutes here. We're dealing with RNG. One may be 1.5% higher, but 2 spins is twice the chance. I'm bored so I'll dump some quick maths before DNA canYou roll 3% once, it becomes 3/100 to get a six star. You roll 3% twice and you end up with a few different paths.If didn't pull a six star from either crystal, (97/100)(97/100) would be equal to around 9,409/10000. We can shorten this down to 94.09% of you not getting a six star from either crystal.If you pulled a six star from the first one but not the second one, (3/100)(97/100) would be equal to around 291/10000. You can shorten this down to 2.91%.If you didn't pull a six star from the first but did on the second, (97/100)(3/100). Once again you would end up with 2.91%.Now if you're the lucky **** that managed to get six stars in both crystals in a row,(3/100)(3/100) nets you 9/10000 odds. This is roughly equal to 0.09%.Now if you add the events that involve you getting six stars. You have a 5.91% chance of pulling at least one 6* from two crystals.Assuming that the shard spread did not decrease from say... last months events.You have 1 4.5% chance against 1 5.91% chance once you even it out. But that's only if the shard spread didn't change. If anyone has any idea how many crystals you could get without using the top ups in the stores from last month and this month, then we can make a reliable statement. But right now as I see it, these crystals are technically better.
So....one chance at 4.5 is greater than 2 chances at 3? Curious about that math. You might be joking but, it's better it's 4.5% against 5.91% One chance with a 4.5% probability is not better than 2 at 3%. So....one chance at 4.5 is greater than 2 chances at 3? Curious about that math. Just curious if you will take a crystal with 100% chance of a six star or 2 crystals with 50% chance of a six star? I don't believe anyone would take that chance unless they were fond of gambling, but we're not dealing with absolutes here. We're dealing with RNG. One may be 1.5% higher, but 2 spins is twice the chance.
So....one chance at 4.5 is greater than 2 chances at 3? Curious about that math. You might be joking but, it's better it's 4.5% against 5.91%
So....one chance at 4.5 is greater than 2 chances at 3? Curious about that math.
So....one chance at 4.5 is greater than 2 chances at 3? Curious about that math. Just curious if you will take a crystal with 100% chance of a six star or 2 crystals with 50% chance of a six star?
TL DR:The new 2000 shards are worse for you to get even a 5 star, let alone 6 star!
So how many 6 stars you got now as you guys thought the this change is better?Still think this has more chance to give you 6star?
A general Math Question.Let's say all players get 20 crystals each.What is the probably in percentage for players who won't pull a 6*s out of thier 20.Thanks
Now, we receive only 3* and we know why
A general Math Question.Let's say all players get 20 crystals each.What is the probably in percentage for players who won't pull a 6*s out of thier 20.Thanks I'm winging it and saying ~54.37% I’m gonna say~54.38%
A general Math Question.Let's say all players get 20 crystals each.What is the probably in percentage for players who won't pull a 6*s out of thier 20.Thanks I'm winging it and saying ~54.37%
A general Math Question.Let's say all players get 20 crystals each.What is the probably in percentage for players who won't pull a 6*s out of thier 20.Thanks ~54%. Maybe wrong
A general Math Question.Let's say all players get 20 crystals each.What is the probably in percentage for players who won't pull a 6*s out of thier 20.Thanks ~54%. Maybe wrong I'm a proud member of 54% gang.
A general Math Question.Let's say all players get 20 crystals each.What is the probably in percentage for players who won't pull a 6*s out of thier 20.Thanks ~54%. Maybe wrong I'm a proud member of 54% gang. All that setup for a bad RNG joke? Impressive commitment
if u open 10 crystals at a 4.5% chance of a 6* u have a 36.9% chance of getting 1 6*if u open 20 at a 3% chance of a 6* u have a 45% chance to get 1 6* we r actually better off now than before if the number of shards is the same
if u open 10 crystals at a 4.5% chance of a 6* u have a 36.9% chance of getting 1 6*if u open 20 at a 3% chance of a 6* u have a 45% chance to get 1 6* we r actually better off now than before if the number of shards is the same Man I’ve opened 30-40 cav crystals the past month and half and not 1 6*…. I really feel like kabam is giving preloaded crystals. Ives opened hundreds of cav crystals in the past and got 6* but never have I opened that many cav crystals in the amount of time and not gotten a 6*. Something is going on where they want to admit to it or not.
Another L from Kabam, I really fail to understand them. Apparently not the only thing you fail to understand if you read through the comments. I understand the probability but the thing is Kabam should put changed rates in their notes.Also this time the shards are optional we are not getting all shards so it's not 1:2 ratio at all. These are *free* crystals. They don't "have" to put into notes. So you choose to forgo the crystals and want to complain about reduced drop rates for what reason?And you get 15 from the calender so there is no situation that you're worse off here
Another L from Kabam, I really fail to understand them. Apparently not the only thing you fail to understand if you read through the comments. I understand the probability but the thing is Kabam should put changed rates in their notes.Also this time the shards are optional we are not getting all shards so it's not 1:2 ratio at all.
Another L from Kabam, I really fail to understand them. Apparently not the only thing you fail to understand if you read through the comments.
Another L from Kabam, I really fail to understand them.