无编辑摘要
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If you have 0 MF and want to determine how many more uniques you'll find with more MF, you can lookup the amount directly in the table. Suppose you want to compare 0 MF vs 130 MF - you'll see 130 MF is equal to 85 effective MF for uniques, so you'll find 85% more uniques on average. In other words, you'll find 85% more than the standard amount (100%) of uniques, or 185% of the standard amount. A character with 130 MF (85% effective MF) would find the same amount of uniques as a character with 0 MF who was clearing 85% faster. | If you have 0 MF and want to determine how many more uniques you'll find with more MF, you can lookup the amount directly in the table. Suppose you want to compare 0 MF vs 130 MF - you'll see 130 MF is equal to 85 effective MF for uniques, so you'll find 85% more uniques on average. In other words, you'll find 85% more than the standard amount (100%) of uniques, or 185% of the standard amount. A character with 130 MF (85% effective MF) would find the same amount of uniques as a character with 0 MF who was clearing 85% faster. | ||
When comparing MF values and one of them is 0 MF, part of the comparison is simplified since all MF values are equal to eachother at that point: 0 MF is the same as 0 effective MF. In the previous comparison of 0 MF vs 130 MF, 100% of the standard amount is compared against 185% of the standard amount, so the new value is 1.85 (185/100) times greater or 185% (1.85*100%) of the standard amount, or 85% (185%-100%) more. | When comparing MF values and one of them is 0 MF, part of the comparison is simplified since all MF values are equal to eachother at that point: 0 MF is the same as 0 effective MF. In the previous comparison of 0 MF vs 130 MF, 100% of the standard amount is compared against 185% of the standard amount, so the new value is 1.85 (185/100) times greater, or 185% (1.85*100%) of the standard amount, or 85% (185%-100%) more. | ||
: (85+100) / (0+100) * 100% - 100% = 85% | : (85+100) / (0+100) * 100% - 100% = 85% | ||
Suppose you have 130 MF ( | Suppose you have 130 MF (which is 85 effective MF for uniques) and are trying to decide whether a new item with an extra 50 MF would be worth it. From the table, we can see 180 MF (130 + 50) would be 104 effective MF for uniques. Plugging in the effective MF amounts: | ||
: (104+100) / (85+100) * 100% - 100% = 10.3% | : (104+100) / (85+100) * 100% - 100% = 10.3% | ||