C
Carss
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would be supprised if there was a cap for blocking at 250, dex seems to help blocking a lot tbh
Theres so much data that needs to be gathered to get an accurate test here. About an hour of getting pounded by some high WS tank unstyled with 250 dex and then another hour with 250+ dex. Then the same only with high bonus to hit styles. Another 2 hours. Then doing the same with some high ish mob (Malice enc or something.)
Then we have a solid test. All so far does point towards 250 being the cap. Can't really say I see a shitload of diffrence between high dex tanks and low dex tanks now. Feels like there were more of a diffrence way back (OF etc). And you tend to have all buffs or no buffs, so you're always at/near cap. For me just specs push me past 250 dex so I tend to always have atleast 250+ dex.
Well it's clear you don't understand the formula I showed you or the link I gave. As I said before, your post was and is nonsense, there's no problem comparing two samples of different sizes using statistics and the sample size affects the accuracy in the exact same way wether you roll dice or try to test parry.Once again you can and you can't. The lower the number of your test, the more inaccurate it gets. Comparing 2 of those with eachother is even more inaccurate and even more inaccurate is comparing test with different numbers.
Irrelevant. You construct the result and then say 12 rolls will be worse than 10 because you already assumed that 10 rolls gave you the true average. In real tests you don't know the true proportion beforehand.If i'd roll the dice the averidge outcome on 10 rolls should be 3.5, but dont be surprised if someone has 5 as an averidge. If someone else rolled 10 times and hade exactly a 3.5 outcome and rolled 2x 1 after that his averidge is lower then usual.
elven bm is like avalonian paladin!
The only thing that would prove is that the parrycap is 10%. It's not, it's 50%.I'm not sure if I can fully agree with you Zoia.
You really need to do a similar test with a toon with higher WS to see if the results are similar.
Say I have a composite parry score of 10 and a normal dex score of say 150 without any dex buffs.
I now do a tests vs 2 chars, 1 with WS X and 1 with Y, X being really low and Y being a medium score.
With no dex applied X is parried 10% and Y is parried 5%.
I add a few dex buffs and I redo the test, and X still is parried 10% but Y is now also parried 10%. What have you proven then?
Styles only decreases my chance of missing with their to-hit bonus and has nothing to do with penetrating defences. Since misses is calculated after parries, that is irrelevant to what i'm testing here.I think it matters if the hits are styled or not as well.
i.e the cap is maybe true for unstyled hits, but might be higher for styled.
And also Higher WS helps with blocking for yourself (doesnt affect guard)
I feel kinda bad for putting in 10 dex at start...on a valkyn! :\Oh nice, less dex in my temp....oh wait, I'm pierce spec
Tbh that sucks for elven BM's cause the naturally high dex would favour more defense.....but it doesn't![]()
Same as above. To-hit bonuses on styles or how much a high WS opponent might lower my parry compared to my bot is totally irrelevant to this test.Theres so much data that needs to be gathered to get an accurate test here. About an hour of getting pounded by some high WS tank unstyled with 250 dex and then another hour with 250+ dex. Then the same only with high bonus to hit styles. Another 2 hours. Then doing the same with some high ish mob (Malice enc or something.)
Then we have a solid test. All so far does point towards 250 being the cap. Can't really say I see a shitload of diffrence between high dex tanks and low dex tanks now. Feels like there were more of a diffrence way back (OF etc). And you tend to have all buffs or no buffs, so you're always at/near cap. For me just specs push me past 250 dex so I tend to always have atleast 250+ dex.
there's no problem comparing two samples of different sizes using statistics and the sample size affects the accuracy in the exact same way wether you roll dice or try to test parry.
Irrelevant. You construct the result and then say 12 rolls will be worse than 10 because you already assumed that 10 rolls gave you the true average. In real tests you don't know the true proportion beforehand.
Tuth, you would be correct if the test was about getting exact nummbers, but its enough here to see if it goes one way or the other. You can easily see if your % raises or remains the same here, even with abit of variance.
The test quite clearly shows that there is no noticeable increase in parry when going above 250 dex.
Because the only thing you can do with statistics is to estimate how accurate a test (of whatever kind) is. A test with a "margin of error" of 2 is more accurate than one with a margin of error of 3. A test with a standard deviation of 3.9 is better than one with 4.0 even if there difference is tiny. Those statements are facts regardless of the sizes of the indivudual samples. Chosing identical sample sizes doesn't magically improve the accuracy as you seem to think. The ONLY thing you can alter that affects it is the sample size n, and increasing it always increases accuracy as I showed you with the formulas above (that you keep ignoring).So there's no problem with samples of different sizes, but yet do talk about accuracy. Wether the margin of accuracy is a problem or not doesnt matter at all to you?
Because the only thing you can do with statistics is to estimate how accurate a test (of whatever kind) is. A test with a "margin of error" of 2 is more accurate than one with a margin of error of 3. A test with a standard deviation of 3.9 is better than one with 4.0 even if there difference is tiny. Those statements are facts regardless of the sizes of the indivudual samples. Chosing identical sample sizes doesn't magically improve the accuracy as you seem to think. The ONLY thing you can alter that affects it is the sample size n, and increasing it always increases accuracy as I showed you with the formulas above (that you keep ignoring).
If you knews as much about statistics as you seem to think, you would know that the only thing I need to say to refute your claim is to post the formula for std.dev. of the difference between proportions.
So, to recap, comparing 1089 swings and 1123 swings is MORE ACCURATE than comparing 2x1089 swings. ALWAYS.![]()
No, what I said was that what determines the accuracy of any test is the "margin of error" (standard deviation, confidence interval, or whichever form you chose to present the error estimation). This is true for any sample size and the examples I stated in the last posts are facts regardless of sample size. Lower std.dev = more accurate test.Ic, so in one sentence you say size doesnt matter, then you say, when you increase the size it gets more accurate.
You're using the formula in an environment you do not know (hence i'm dodgy about the 1089vs1123 swings) and say that 2 little test will have the currect numbers, cause the formula is correct.
That's the point of statistics. I'm not saying they're correct, I'm assessing how accurate they are without needing to know the true value.
Yes, I can. That's what statistics is used for.But you do not know the environment, hence you cannot assess anything. Ofcourse with higher numbers the accuracy goes up, that doesnt per definition mean you can compare stats 1on1 with eachother.
Yes, I can. That's what statistics is used for.
But you do not know the environment, hence you cannot assess anything. Ofcourse with higher numbers the accuracy goes up, that doesnt per definition mean you can compare stats 1on1 with eachother. What if you tested 1000 swings 2x and added an extra 43 swings on the 2nd test. But on the 999th swing on the 2nd test the sun went down in Midgard and Mythic coded that Valkyn's get an 100% parry bonus when the sun goes down.
I haven't tested this myself, but the pally TL once did.So since we still are talking about testing stuff, does anyone know how much more or less MoZ procs compared to PoC abs debuff weapons? I'm thinking about buying the 3.3 spd -20 abs sword for my valk, 4.2 MoZ would be too slow at solo I recon, but I don't wanna waste lots of plats on something that never procs :l..
Zoia did you ever test that? I saw your input on the NS weapon choice thread so it lead me to believe you might ~
I haven't tested this myself, but the pally TL once did.
VN Boards - Weapons To Test / Been Tested.
Same procrate as Zimmeron's, which is slightly lower than MoZ. You also wont have that nice end drain that MoZ has.![]()
Just to check I understood the results you found. Is the test pointing to that there is a stat cap of 250 and beyond that say dex do not increase ur block % ? And after reaching 250 in said stat you have to get MoB and or raise ur shield spec to get closer to 75% block cap?
/edit, I know you initial testings was about parry but that should be aplyable to block aswell no?
The test I did points to it being the same for blocking and evade (asuming here that 250+ qui is as useless as 250+ dex for evaderate, can't push myself past 250 qui on warr that easily...)
Anyway, I run in a group most of the time, so blockrate wont be a huge issue for me.
Well you could, but would your assesment be 100% correct then?
shows once more that you don't seem to understand statistics well
statistics is there for problems who have no 100% chance of events, you can't say something for 100% sure.
it's about probabilities. normally in scientific work (like this is to some extent, thanks zoia) you have to calculate and include the standard deviation to be able to verify your test samples. for this case i'm pretty sure the 0.2% difference is within the standard deviation without even calculating it.
but well, you finally let it go. good.
Tuthmes said:Can only agree with you on these points, especially that 109dex should have made a (huge) difference.
Tuthmes said:Once again, yes i agree the test is fine (to some extent). Because one would think with the higher dex you would have a much higher parry rate on averidge.
Tuthmes said:Yeah as i said before, i agree on this. The test isnt useless at al, just not exactly accurate aswell