1) Armor Break was perfect: 60% from void imprint + 20% from Gus runes + 20% from pet = 100%. 2) Precision was over capped: 150% inbuilt and from void imprint + 30% from Osis runes + 10% from pet = 190%. I think extra 8% holy damage from 2-piece Koz set instead of 2-piece Osis set would have been the optimal setup.
i get it was just quick maths for the sake of the video, but it was reaaallllyyy unlucky that elana didnt target aspen that first fight, about a .88% chance (less than 1%!) ridiculously unlucky, may you have good fortune through next SE to prevent that from happening again! maths i did was 5x4x3x2 = 120 and then 100 ÷ 120 to get the % also the odds of not hitting either hw or elyvia is i think 10%, late at night and my brain is breaking trying to keep my math straight for that one
You might've misunderstood what you are calculating on. The numbers you provided are actually the probability of PDE buff landing on the same hero 4 times in a row (If that scenario were possible). IE, the probability of casting a 6 headed dice and it landing on 1 twice in a row are (1/6)*(1/6)=1/36. What we're looking for is calculation of LFA getting the buff at least one time in 4 attempts, not getting the buff 4 times in a row. Someone correct me if I'm wrong, been a while since I did probability, but LFA should get PDE buff in 96 out of 120 scenarios = 80% chance. Which also leads to a 20% chance that he does not get buff.
Actually, an addition to this, I thought you calculated (1/5)*(1/4)*(1/3)*(1/2) = 0.83% chance for one hero being chosen every time. After a doubletake, I'm not really sure what you are calculating :D 100/120 = 0.83 => 83% You are missing a couple of decimals
@@Alluminate7 .83% chance he DOESNT get the buff, there is a 1 in 5 chance for the first hero picked, then the second is 1 in 4, then 1 in 3, and finally 1 in 2. 1/120 is .0083 in decimal form, which then gets converted to .83% chance, did it with a calculator, a probability calculator, and on a piece of paper. im trying to figure out your math bc multiplying by 100 before adjusting your fraction also comes to .83% bc 120 goes into 100 .83 times and the adjustment to a % got calculated during the equation by multiplying by 100 so our answer is already in % form...
@@gwwarriors9945 I was just repeating your first message :) you probably meant 1 / 120 instead of 100 / 120 like you first wrote. Lets simplify it, lets go back to dice. If i roll a 6headed dice once, there is a (1/6) chance I roll any number. If I roll it twice in a row I have 36 different possibilities. The odds of rolling a 1 twice in a row is 1/36, there is only one combination of that happening. But there is a greater chance of me rolling a 1 AT LEAST ONCE in my 2 rolls. I have a 1/6 chance to hit it during first roll, no matter what I roll in my 2nd throw I've already achieved my objective. So 6 out of 36 are accounted for, but for each time I missed I have another chance, because they are different scenarios it maths out like this (1/6)*(5/6) = 5/36. We add the 6 from before and end up with a probability of 11 out of 36 throws to roll 1 at least once = (1/6)+(1/6)*(5/6) = 11/36 So what I'm getting at is you are not adding up all different combinations of LFA missing buff. If buff lands on SQH first, and MFF second, that scenario is different than buff landing on MFF first and SQH second. This is already 2/120 scenarios where lfa does not get the buff, more than what you calculated. If you calculate everything it should end up with 96 out of 120 scenarios where lfa gets the buff, and 24 where he doesn't
To follow up on this, lets say PDE casts buffs on these heroes in these orders: HW>Elyvia>MFF>SQH HW>Elyvia>SQH>MFF HW>SQH>Eyvia>MFF This is already 3 out of 120 combinations where LFA does not get the buff. Try to shuffle them around and you will find that you can only create 24 different orders. So only 24 out of 120 scenarios where LFA does not get the buff
Not in years. Best first transcendent hero is a support for your first E5 not a healer. Focus on Aylamack, Queen, Elena, or someone like that. Usually you want to try to have synergy between your first transcendent hero and the main transcendent damage dealer you plan to make which should be your second transcendent hero. So a tenant for your planned DPS transcendent hero is usually your best option
1) Armor Break was perfect: 60% from void imprint + 20% from Gus runes + 20% from pet = 100%.
2) Precision was over capped: 150% inbuilt and from void imprint + 30% from Osis runes + 10% from pet = 190%.
I think extra 8% holy damage from 2-piece Koz set instead of 2-piece Osis set would have been the optimal setup.
Also foresight when LFA gets actives each round is quite bad value wise, since you dont cap the crit/CD with the buff unless he does a auto
I just saw an LFA 228m attack
no SQH active = no db energy = Lofa does more basic atks = more all dmg delt buff
Spencer Expressway
Any ideas for a Vulcan account in Star Expedition?
Rodriguez Anthony Williams Jose Wilson David
You still like this game
What's the best way to make my Sqh faster
i get it was just quick maths for the sake of the video, but it was reaaallllyyy unlucky that elana didnt target aspen that first fight,
about a .88% chance (less than 1%!)
ridiculously unlucky, may you have good fortune through next SE to prevent that from happening again!
maths i did was 5x4x3x2 = 120 and then 100 ÷ 120 to get the %
also the odds of not hitting either hw or elyvia is i think 10%, late at night and my brain is breaking trying to keep my math straight for that one
You might've misunderstood what you are calculating on. The numbers you provided are actually the probability of PDE buff landing on the same hero 4 times in a row (If that scenario were possible). IE, the probability of casting a 6 headed dice and it landing on 1 twice in a row are (1/6)*(1/6)=1/36. What we're looking for is calculation of LFA getting the buff at least one time in 4 attempts, not getting the buff 4 times in a row.
Someone correct me if I'm wrong, been a while since I did probability, but LFA should get PDE buff in 96 out of 120 scenarios = 80% chance. Which also leads to a 20% chance that he does not get buff.
Actually, an addition to this, I thought you calculated (1/5)*(1/4)*(1/3)*(1/2) = 0.83% chance for one hero being chosen every time. After a doubletake, I'm not really sure what you are calculating :D
100/120 = 0.83 => 83%
You are missing a couple of decimals
@@Alluminate7 .83% chance he DOESNT get the buff, there is a 1 in 5 chance for the first hero picked, then the second is 1 in 4, then 1 in 3, and finally 1 in 2. 1/120 is .0083 in decimal form, which then gets converted to .83% chance, did it with a calculator, a probability calculator, and on a piece of paper. im trying to figure out your math bc multiplying by 100 before adjusting your fraction also comes to .83% bc 120 goes into 100 .83 times and the adjustment to a % got calculated during the equation by multiplying by 100 so our answer is already in % form...
@@gwwarriors9945 I was just repeating your first message :) you probably meant 1 / 120 instead of 100 / 120 like you first wrote.
Lets simplify it, lets go back to dice. If i roll a 6headed dice once, there is a (1/6) chance I roll any number. If I roll it twice in a row I have 36 different possibilities. The odds of rolling a 1 twice in a row is 1/36, there is only one combination of that happening. But there is a greater chance of me rolling a 1 AT LEAST ONCE in my 2 rolls.
I have a 1/6 chance to hit it during first roll, no matter what I roll in my 2nd throw I've already achieved my objective. So 6 out of 36 are accounted for, but for each time I missed I have another chance, because they are different scenarios it maths out like this (1/6)*(5/6) = 5/36. We add the 6 from before and end up with a probability of 11 out of 36 throws to roll 1 at least once = (1/6)+(1/6)*(5/6) = 11/36
So what I'm getting at is you are not adding up all different combinations of LFA missing buff. If buff lands on SQH first, and MFF second, that scenario is different than buff landing on MFF first and SQH second. This is already 2/120 scenarios where lfa does not get the buff, more than what you calculated. If you calculate everything it should end up with 96 out of 120 scenarios where lfa gets the buff, and 24 where he doesn't
To follow up on this, lets say PDE casts buffs on these heroes in these orders:
HW>Elyvia>MFF>SQH
HW>Elyvia>SQH>MFF
HW>SQH>Eyvia>MFF
This is already 3 out of 120 combinations where LFA does not get the buff. Try to shuffle them around and you will find that you can only create 24 different orders. So only 24 out of 120 scenarios where LFA does not get the buff
How can I guve an account to you to fix it?
Third place took
U should actually let lfa get basics, so mff when 👀
Harris Eric Moore Jessica Jackson Amy
is vesa a good first trans hero??
Not in years.
Best first transcendent hero is a support for your first E5 not a healer.
Focus on Aylamack, Queen, Elena, or someone like that.
Usually you want to try to have synergy between your first transcendent hero and the main transcendent damage dealer you plan to make which should be your second transcendent hero. So a tenant for your planned DPS transcendent hero is usually your best option
FIRST
DARN IT
I WAS CLOSE😢😢
Y’all fast with it 😭😭
Speeeed
second :(
my Aspen 32m atk can 5e17