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food-buffs [2025/06/15 17:03] elindos |
food-buffs [2025/06/15 17:04] (current) elindos |
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Rare variants have an automatic +1 buff that is also created for it. | Rare variants have an automatic +1 buff that is also created for it. | ||
- | Prepared, Cooked and Steeped variants all have chances to receive additional buffs specific to them and chances to keep or lose raw version bonuses and maluses.((''Prepared variants have 40% chances to receive an additional buff specific to it, and 80% chances to keep existing buffs from the "raw" version.'')) ((''Cooked variants have 70% chances to receive an additional buff specific to it, but also only 50% chances to keep existing buffs from the raw version.'')) ((''Steeped variants have 90% chances to receive an additional buff, but also only 50% chances to keep existing buffs from the raw version.'')) | + | Prepared, Cooked and Steeped variants all have chances to receive additional buffs specific to them and chances to keep or lose raw version bonuses and maluses.((''Prepared variants have 40% chances to receive an additional buff specific to it, and 80% chances to keep existing buffs from the "raw" version.'' This was refined on June 15th, so some pre-existing ingredients may have a little more chances for buffs on this variant.)) ((''Cooked variants have 70% chances to receive an additional buff specific to it, but also only 50% chances to keep existing buffs from the raw version.'')) ((''Steeped variants have 90% chances to receive an additional buff, but also only 50% chances to keep existing buffs from the raw version.'')) |
There are also chances for buffs related to a specific dish mode to exist, such as having one buff activated "only as dessert"). ((''To create dish specific buffs, two rolls are made. The first has 60% chances and the second one 30% percent chances.'')) | There are also chances for buffs related to a specific dish mode to exist, such as having one buff activated "only as dessert"). ((''To create dish specific buffs, two rolls are made. The first has 60% chances and the second one 30% percent chances.'')) |