Quote:
Originally Posted by Daldaen
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If I'm understanding this right, here would be some values to play with...
Quote:
Pass #1 values:
Successful Combine w/ 255 wisdom, tradeskill difficulty = 2:
((240 / (2 * 1)) / 10 = 12% chance for skill up
Successful Combine w/ 255 wisdom, tradeskill difficulty = 4:
((240 / (4 * 1)) / 10 = 6% chance for skill up
Failed Combine w/ 255 wisdom, tradeskill difficulty = 2:
((240 / (2 * 2)) / 10 = 6% chance for skill up
Failed Combine w/ 255 wisdom, tradeskill difficulty = 4:
((240 / (4 * 2)) / 10 = 3% chance for skill up
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Now mind you that is 255 wisdom factored in (255 - 15 deduction = 240). And that is just the FIRST PASS to succeed. On the second pass, if your skill is 190+ you have a flat 5% chance to skill up.
That is like saying if you could get a skill up if you roll an 880+ on a /rand 1000, but then need to roll 950+ on your second roll.
No wonder tradeskills are so brutal in classic.
Also may show some reasons why you think a successful combine is the same skill up percentage as a failed combine. If your tradeskill difficulty level was 4 on one recipe and 2 on a different recipe, the skill-up chances would be the same (meaning a success on the level 4 skill would give same probability as a failure on the level 2 skill).
Something I admit doesn't 'feel' right with Pass #1 being a general formula for all levels. Lower level combines tend to increase skill rather quickly, having just a 12% max chance with 255 wisdom seems off, no one has that at noob levels. Perhaps up to a certain skill you only had to pass 1 of the 2 formulas, but after 190 you need to pass both?