80 Rogues

Human - 0.024053701471399
Dwarf - 0.024053700369758
NE - 0.024053698821389
Gnome - 0.02405370013252

Orc - 0.024053700970065
Undead - 0.024053700288987
Troll - 0.02405370013252
BE - 0.02405370013252

Shaman
----------
85 Draenei Shaman - 0.0032894698056308
85 Orc Shaman - 0.0032894698056308
85 Dwarf Shaman - 0.0032894714882499
85 Tauren Shaman - 0.0032894714882499
85 Troll Shaman - 0.0032894707307583
85 Goblin Shaman - 0.0032894707307583


Hunter
--------
For Hunters, where I have 2 different values listed for each class, one is with the Hunter naked, and the other is with them wearing +2329 agility which is enough to get their Dodge% on the Paper Doll to either 0.18% or 0.19%.

Naked 85 NE Hunter - 0.026980198019802
Naked 85 Undead Hunter - 0.02780612244898
Geared 85 Undead Hunter - 0.0022722303543463 (0.18% dodge on UI)
Naked 85 Human Hunter - 0.027525252525253
Naked 85 Orc Hunter - 0.027948717948718
Geared 85 Orc Hunter - 0.002272230116852 ( 0.18% dodge on UI)
Naked 85 Dwarf Hunter - 0.028092783505155
Naked 85 Tauren Hunter - 0.028092783505155
Geared 85 Tauren Hunter - 0.0022722300346437 ( 0.18% dodge on UI)
Naked 85 Draenei Hunter - 0.027948717948718
Naked 85 Troll Hunter - 0.02725
Geared 85 Troll Hunter - 0.0022721758826677 ( 0.19% dodge on UI)
Naked 85 Worgen Hunter - 0.02725
Naked 85 Blood Elf Hunter - 0.02725
Geared 85 Blood Elf Hunter - 0.0022721758826677 ( 0.19% dodge on UI)
Naked 85 Goblin Hunter - 0.02725
Geared 85 Goblin Hunter - 0.0022721758826677 ( 0.19% dodge on UI)


Rogue
-------
85 Human Rogue - 0.004106500033036
85 Blood Elf Rogue - 0.0041064998106315
85 Gnome Rogue - 0.0041064998106315
85 Troll Rogue - 0.0041064998106315
85 Dwarf Rogue - 0.0041064999009123
85 Goblin Rogue - 0.0041064998106315
85 Night Elf Rogue - 0.0041064995924632
85 Orc Rogue - 0.0041064997876219
85 Worgen Rogue - 0.0041064998106315
85 Undead Rogue - 0.0041064996754422


Warlock
--------
85 Undead Warlock - 0.0032856373164965
85 Human Warlock - 0.0032856409314653
85 Orc Warlock - 0.0032856406885035
85 Dwarf Warlock - 0.0032856406026812
85 Troll Warlock - 0.0032856410823456
85 Gnome Warlock - 0.0032865410823456
85 Blood Elf Warlock - 0.0032856410823456
85 Worgen Warlock - 0.0032856410823456
85 Goblin Warlock - 0.0032856410823456

*edit*: Added in the Horde Hunters wearing 2329 agility which boosted their Paper Doll Dodge% to 0.18% or 0.19%.

Thanks, I've updated the table with your data. There was actually a bug in LibStatLogic that was causing the inconsistence with Hunter data, which I'm currently working on a fixed.

I am wondering if I am missing something, but in the stats table of the OP, Spell Hit at level 80 is rated as 26.232 rating per %. Shouldn't it be 26.228?

Any idea what the formula to convert rating into percentages is at 80 - 85?

I modified the 70 - 80 formula a little, and got something that was pretty accurate, but of course not quite.

Removed by author

I don't know if I said it already but great job on this thread !

I'm working on a work base for my daily TC and tried to apply the Cataclym DR formula on my level 80 Death Knight.

The result shows a very low effect of the DR, while in game it effects way more. (for example, without the weapon enchant, in-game I have 20.1% parry from rating and 20.4% global parry, while on my spreadsheet it shows 20.1% parry from ratings and 26.94% global parry)

Don't know what is not working as intended here, can you check it ? (don't hesitate to modify it, it's a fairly simple spreadsheet, merely an application of your work)

https://spreadsheets.google.com/ccc?...thkey=CI6i08EJ

I noted the comment under the basic stats table

"Note: Paladin, Death Knight, Shaman, and Druid receive 30% more melee haste from Haste Rating"

It is my understanding from Shaman theorycrafting at least that this is no longer the case. I'm guessing that this is just an oversight from an earlier version of the table.

I'm new to this discussion, so maybe someone can explain this to me.
Why do you guys refer to (,) as 'caps' ?


Also, while the formula



is certainly nice, it's not very intuitive.

In order to actually understand what the constant values represent, i changed it a bit to

.

Therefore with k ~ 1, I'm interpreting c as a half-value constant and thus not a 'cap' at all?

I've always wondered how Blizzard does their numbers.

For example, say I have a 27.65% to dodge...does that essentially mean I have 27.65% to dodge(crit/hit/parry/basically anything that has decimal numbers) or do I have 27% to dodge? The reason I say this is because it appears the numbers after the decimal point are completely ignored as far as tooltips go. So what I would like to know is if that is the case when you actually get into combat.

I plan to min/max all my stats like ensuring mastery rating is enough to reach my next % for example. If someone know anything let me know

Thank you!

(If all this sounds confusing still, feel free to send me a private message)

I ran into the same question recently but based on the data reported in game and other poster's work here it looks like the game always uses the exact value when calculating effects in combat. As Astrylian stated.

So in game percentage chances are rounded to two decimal places and expertise and mastery truncated to integer values but that only affects the display of those attributes.

I know many of you have spreadsheets you're already happy with but if it's any help I started hacking together some calculators for combat ratings and made sure they don't truncate the displayed values so they might help you make an exact calculation: Warcraft Calculators