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Partial resists don't occur in the right frequencies.
Current behaviour:
At the moment, against lvl 83 targets, partial resists occur in frequencies such that you only get 3% of total spell damage resisted, it should occur more frequently such that the average amount partially resisted is closer to 6% (2% per level)
6096 with 0% resisted
3361 with 10% resisted
1507 with 20% resisted
Fusing the 10% and 20% cells we have 4868 events from 10964 samples. Since this is a binomial distribution we can compute confidence intervals for the proportion.
The resist table for 6% average resist given the above distribution should be
55% with 0% resisted,
30% with 10% resisted,
15% with 20% resisted.
Compare this with
55.60% with 0% resisted,
30.65% with 10% resisted,
13.74% with 20% resisted
in our sample. So the assumption on the shape of probability distribution seems to be quite reasonable."
TL;DR;
The chances for partial resists against a level 83 boss should be the following, for every spell that has the possibility of being partially-resisted:
55% with 0% resisted,
30% with 10% resisted,
15% with 20% resisted.
Branch(es):
3.3.5
The text was updated successfully, but these errors were encountered:
We use same formula but the chance to resist is different because of average resist calc (5 resist per level difference, so a lvl 83 mob will have 15 resist, which amounts to only 2.85% Average Resist, instead of the observed 6%)
Having a flat 2% AR per level seems good for bosses, however this must have a cap or some sort or players will start resisting wayy too much against higher level (which may or may not be intended)
Find a creature with 15 level less than you char and .cast self 24063 on it, than put you char in the green cloud, you well get the debuff but no damage is dealt as resistance is 100% and it will appears no where.
Description:
Partial resists don't occur in the right frequencies.
Current behaviour:
At the moment, against lvl 83 targets, partial resists occur in frequencies such that you only get 3% of total spell damage resisted, it should occur more frequently such that the average amount partially resisted is closer to 6% (2% per level)
Expected behaviour:
http://web.archive.org/web/20100808134105/http://elitistjerks.com/f75/t38540-general_mage_discussion_information/p11/#post1171056
"The data collected is as follows:
total 10964 non-misses
6096 with 0% resisted
3361 with 10% resisted
1507 with 20% resisted
Fusing the 10% and 20% cells we have 4868 events from 10964 samples. Since this is a binomial distribution we can compute confidence intervals for the proportion.
The resist table for 6% average resist given the above distribution should be
55% with 0% resisted,
30% with 10% resisted,
15% with 20% resisted.
Compare this with
55.60% with 0% resisted,
30.65% with 10% resisted,
13.74% with 20% resisted
in our sample. So the assumption on the shape of probability distribution seems to be quite reasonable."
TL;DR;
The chances for partial resists against a level 83 boss should be the following, for every spell that has the possibility of being partially-resisted:
55% with 0% resisted,
30% with 10% resisted,
15% with 20% resisted.
Branch(es):
3.3.5
The text was updated successfully, but these errors were encountered: