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Revision as of 04:39, 26 October 2023 (view source) Ubercyrus (talk \| contribs) (Added life/mana leech section.) ← Older edit		Latest revision as of 01:46, 25 April 2024 (view source) BetweenWalls (talk \| contribs) (→‎Key drop rates)
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Line 102: === Leech Reductions === ~~A skill like Leap Attack is considered a ranged attack, and will therefore apply the ranged attack reduction '''and''' the Leap Attack reduction.~~ '''Attack leech reduction''' * ''Melee Splash:'' 1/2 [<span class="d2-red">Life</span>/<span class="d2-blue">Mana</span>] Line 109 ⟶ 107: '''Skill leech reduction''' * ''Blade Shield:'' 1/42 [<span class="d2-red">Life</span>/<span class="d2-blue">Mana</span>] * ''Leap Attack:'' 1/3 [<span class="d2-red">Life</span>] Line 122 ⟶ 120: === Leech Formula === <code>leeched life/mana = [[[leech * attack_reduction * skill_reduction] * 64 * difficulty_reduction] * physical_damage * drain_effectiveness / 64 / 100]</code> ~~# Apply Attack and Skill reductions, truncate any decimals~~ ~~# Multiply the leech value by 64~~ ''Note: Bracketed values are rounded down'' ~~# Apply the Difficulty reduction~~ ~~# Get life leeched amount based on physical damage dealt~~ ~~# Apply monster drain effectiveness~~ ~~# Divide the final value by 64, truncate any decimals~~ As an example, consider a Barbarian with 7% Life leech, using Leap Attack (5k damage) against The Cow Queen: * <span class="d2-gold">[[[</span><span class="d2-white">7 * 1/2 * 1/3</span><span class="d2-gold">]</span><span class="d2-white"> * 64 * 1/3</span><span class="d2-gold">]</span><span class="d2-white"> * 5000 * 0.2 / 64 / 100</span><span class="d2-gold">]</span> # <span class="d2-white">7 / 2 / 3 = 1</span>▼ #* <span class="d2-gold">[[</span><span class="d2-white">1 * 64 * 1/3</span><span class="d2-gold">]</span><span class="d2-white"> * 5000 * 0.2 / 64 / 100<span class="d2-gold">]</span> #* <span class="d2-gold">[</span><span class="d2-white">21 * 5000 * 0.2 / 64 / 3100</span><span class="d2-gold">]</span><span 21class="d2-white"> =</span> <span class="d2-red">3hp leeched</span> ~~# <span class="d2-white">21 * 5000 / 100 = 1050</span>~~ ~~# <span class="d2-white">20 * 1050 / 100 = 210</span>~~ ~~# <span class="d2-white">210 / 64 =</span> <span class="d2-red">3hp leeched</span>~~ Another example, consider a Paladin with 9% Life leech, using Zeal (3k damage) against a Death Beatle: * <span class="d2-gold">[[[</span><span class="d2-white">9 * 1/2</span><span class="d2-gold">]</span><span class="d2-white"> * 64 * 1/3</span><span class="d2-gold">]</span><span class="d2-white"> * 3000 * 0.5 / 64 / 100</span><span class="d2-gold">]</span> # <span class="d2-white">9 / 2 = 4</span>▼ #* <span class="d2-gold">[[</span><span class="d2-white">4 * 64 * 1/3</span><span class="d2-gold">]</span><span ~~256~~class="d2-white"> * 3000 * 0.5 / 64 / 100<span class="d2-gold">]</span> #* <span class="d2-gold">[</span><span class="d2-white">~~1275~~85 * 3000 * 0.5 / 64 / 100</span><span class="d2-gold">]</span><span class="d2-white"> =</span> <span class="d2-red">19hp leeched</span>▼ # <span class="d2-white">256 / 3 = 85</span>▼ ~~# <span class="d2-white">85 * 3000 / 100 = 2550</span>~~ ~~# <span class="d2-white">50 * 2550 / 100 = 1275</span>~~ ▲# <span class="d2-white">1275 / 64 =</span> <span class="d2-red">19hp leeched</span> == Crushing Blow == Line 160 ⟶ 151: \|- ! scope="row" \| Super Uniques \| <span class="~~nmod~~omod">1/168</span> \|\| <span class="nmod">1/168</span> \|\| <span class="omod">1/8</span> \|\| 1/16 \|- ! scope="row" \| Bosses \| <span class="nmod">?1/80</span> \|\|<span class="nmod">?1/80</span> \|\| <span class="omod">1/8</span> \|\| <span class="omod">1/16</span> \|- ! scope="row" \| Players and Mercenaries \| <span class="~~nmod~~omod">1/2010</span> \|\| <span class="nmod">1/2010</span> \|\| <span class="omod">1/10</span> \|\| 1/20 \|} <span></span> "Most Targets" refers to pets as well as normal, minion, Champion, and Unique monsters <span></span> Affected by diminishing returns: 80 + pow(missing hp%, 2) Also see: [https://www.theamazonbasin.com/wiki/index.php/Crushing_Blow Vanilla Info about Crushing Blow] Line 294 ⟶ 289: It's hard to directly compare the two since there are hundreds of TCs, and PD2 has even more than LoD (mostly because of maps). But we can compare a TC from LoD to a TC from PD2 and see how the NoDrop chance has changed. ~~Lets~~Let's look at the TCTCs called <span class="d2-white">Swarm 2 (H)</span>, a worst case scenario, and <span class="d2-white">Act 2 (H) H2H A</span>, a common case used by many monsters. In ~~this~~these ~~example~~examples, the first number is the amount of players in the game and the second number is the amount of players in the party. So p3/2 means 3 players in the game but only 2 in your party. If you used the <span class="d2-white">/players 8</span> command in single player that would be equivalent to p8/1. Chance for NoDrop to be selected by the "pick" (i.e. the chance that ''no'' item drops): {\| class="wikitable" ~~LoD~~ ! scope="col" \| Treasure Class ! scope="col" \| LoD !! scope="col" \| PD2 \|- ! scope="row" \| Swarm 2 (H) \| p1/1, p2/1 = <span class="omod">83.33%</span> * p2/2, p3/1, p3/2, p4/1 = <span class="omod">69.14%</span> Line 308: * p7/7, p8/6, p8/7 = <span class="omod">26.47%</span> * p8/8 = <span class="omod">21.88%</span> \| ~~PD2~~ * p1/1, p2/1 = <span class="nmod">40.85%</span> * p2/2, p3/1, p3/2, p4/1 = <span class="nmod">16.64%</span> Line 318 ⟶ 317: * p7/7, p8/6, p8/7 = <span class="nmod">0.17%</span> * p8/8 = <span class="nmod">0%</span> \|- ! scope="row" \| Act 2 (H) H2H A \| ▲#* p1/1, p2/1 = <span class="~~d2-white~~omod">~~256 / 3 = 85~~62.50%</span> * p2/2, p3/1, p3/2, p4/1 = <span class="omod">38.78%</span> * p3/3, p4/2, p4/3, p5/1, p5/2, p6/1 = <span class="omod">24.05%</span> * p4/4, p5/3, p5/4, p6/2, p6/3, p7/1, p7/2, p8/1 = <span class="omod">14.29%</span> * p5/5, p6/4, p6/5, p7/3, p7/4, p8/2, p8/3 = <span class="omod">9.09%</span> * p6/6, p7/5, p7/6, p8/4, p8/5 = <span class="omod">4.76%</span> * p7/7, p8/6, p8/7 = <span class="omod">3.23%</span> ▲#* p8/8 = <span class="~~d2-white~~omod">~~9 / 2 = 4~~1.64%</span> \| * p1/1, p2/1 = <span class="nmod">9.52%</span> * p2/2, p3/1, p3/2, p4/1 = <span class="nmod">0.88%</span> * p3/3, p4/2, p4/3, p5/1, p5/2, p6/1 = <span class="nmod">0%</span> * p4/4, p5/3, p5/4, p6/2, p6/3, p7/1, p7/2, p8/1 = <span class="nmod">0%</span> * p5/5, p6/4, p6/5, p7/3, p7/4, p8/2, p8/3 = <span class="nmod">0%</span> * p6/6, p7/5, p7/6, p8/4, p8/5 = <span class="nmod">0%</span> * p7/7, p8/6, p8/7 = <span class="nmod">0%</span> ▲#* p8/8 = <span class="~~d2-white~~nmod">~~7 / 2 / 3 = 1~~0%</span> \|} === Key drop rates === ~~This is a common enough question that it probably makes sense just to show what the drop rates are.~~ ~~There's very little difference between p1 and p2-p8 so group key farming isn't really necessary.~~ {\| class="wikitable" Line 329 ⟶ 346: \|- ! scope="row" \| Blood Raven \|11.55%\|\|11.58%\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span> \|- ! scope="row" \| Countess \|9.45%\|\|9.46%\|\|<span class="omod">9.46%</span>\|\|<span class="omod">9.46%</span>\|\|<span class="omod">9.46%</span>\|\|<span class="omod">9.46%</span>\|\|<span class="omod">9.46%</span>\|\|<span class="omod">9.46%</span> \|- ! scope="row" \| Bloodwitch \|11.55%\|\|11.58%\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span> \|- ! scope="row" \| Summoner \|12.83%\|\|12.88%\|\|<span class="omod">12.88%</span>\|\|<span class="omod">12.88%</span>\|\|<span class="omod">12.88%</span>\|\|<span class="omod">12.88%</span>\|\|<span class="omod">12.88%</span>\|\|<span class="omod">12.88%</span> \|- ! scope="row" \| Izual \|11.55%\|\|11.58%\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span>\|\|<span class="omod">11.58%</span> \|- ! scope="row" \| Nihlathak \|12.00%\|\|12.02%\|\|<span class="omod">12.02%</span>\|\|<span class="omod">12.02%</span>\|\|<span class="omod">12.02%</span>\|\|<span class="omod">12.02%</span>\|\|<span class="omod">12.02%</span>\|\|<span class="omod">12.02%</span> \|- ! colspan="9"\| \|- ! scope="row" \| Countess (LoD) \|7.14%\|\|9.08%\|\|9.61%\|\|9.80%\|\|<span class="omod">9.80%</span>\|\|<span class="omod">9.80%</span>\|\|<span class="omod">9.80%</span>\|\|<span class="omod">9.80%</span> \|- ! scope="row" \| Summoner (LoD) \|8.62%\|\|11.61%\|\|12.48%\|\|12.80%\|\|<span class="omod">12.80%</span>\|\|<span class="omod">12.80%</span>\|\|<span class="omod">12.80%</span>\|\|<span class="omod">12.80%</span> \|- ! scope="row" \| Nihlathak (LoD) \|7.93%\|\|10.41%\|\|11.10%\|\|11.35%\|\|<span class="omod">11.35%</span>\|\|<span class="omod">11.35%</span>\|\|<span class="omod">11.35%</span>\|\|<span class="omod">11.35%</span> \|}