πŸ§‚ What spices do

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Pick a dish to see what each spice does in that very dish. We only compare variants of the same dish that differ by exactly one ingredient – the rest (meat, egg, flour, slot percentages) must be identical. The same spice can do one thing in a smoked sausage and another in a raw dish, so every dish is analysed separately.

⚠ Spice quality does not matter, and a spice's multiplier within one dish is constant (e.g. Salt in Meat-in-Jelly is always Γ—1.80, in Smoked Wolfdog Γ—1.12) – it is a property of the (spice, dish) pair. What varies is WHICH FEP gets multiplied: that depends on the other ingredients, e.g. what the wood contributed. The data has no meat or flour quality, so negative changes on base FEPs are usually base-quality noise, not a spice effect.

or

BeechπŸͺ΅ wood

With / without pairs
1
Swap pairs
52
Compared in dishes
1/8
Hunger Ξ”
-0.67
Energy Ξ”
0.00

Ingredient character

FEPs identical with and without this ingredient – it does nothing in these dishes.

Average multiplier of FEPs present on both sides: Γ—1.00, growing in 0% of cases.

Per dish

Dish Type Effect Example: without β†’ with Hunger Ξ” Pairs
Smoked Wolfdog no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.67 1

Effect on FEPs (with / without pairs)

FEP Ξ” average Multiplier Ξ” median Only with ingredient Consistency Pairs

Multiplier: average of (value with spice Γ· value without), i.e. by what percent the spice raised the stat; "new FEP" = absent without the spice. Only with ingredient: in how many pairs this FEP exists only in the variant with the ingredient. Consistency: share of pairs with a positive change.

Instead of another ingredient in the same slot

Instead of Type FEP change Example: without β†’ with Hunger Ξ” Pairs
RowanπŸͺ΅ wood inconclusive Intelligence +2 -7.05 Γ—0.52 Β· -48% 1/1 Int+2 14.55, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -2.55 1
Bay willowπŸͺ΅ wood inconclusive Intelligence +2 -0.75 Γ—0.91 Β· -9% 1/1 Int+2 8.25, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.87 1
AshπŸͺ΅ wood inconclusive Intelligence +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Int+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
BuckthornπŸͺ΅ wood inconclusive Intelligence +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Int+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
YewπŸͺ΅ wood inconclusive Will +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Wil+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
Almond treeπŸͺ΅ wood inconclusive Dexterity +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Dex+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
LindenπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.19 1
ZelkovaπŸͺ΅ wood inconclusive Charisma +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Cha+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
ChastetreeπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.22 1
AlderπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 0.00 1
Persimmon treeπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 +0.21 1
LotetreeπŸͺ΅ wood inconclusive Strength +2 -2.37 Γ—0.56 Β· -44% 1/1 Int+2 7.50, Str+2 5.37 β†’ Int+2 7.50, Str+2 3.00 -1.30 1
Gray alderπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 +0.25 1
SallowπŸͺ΅ wood inconclusive Strength +2 -2.55 Γ—0.54 Β· -46% 1/1 Int+2 7.50, Str+2 5.55 β†’ Int+2 7.50, Str+2 3.00 -1.35 1
ElmπŸͺ΅ wood inconclusive Strength +2 -0.75 Γ—0.80 Β· -20% 1/1 Int+2 7.50, Str+2 3.75 β†’ Int+2 7.50, Str+2 3.00 -0.87 1
Sorb treeπŸͺ΅ wood inconclusive Strength +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Str+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
CherryπŸͺ΅ wood inconclusive Strength +2 -1.11 Γ—0.73 Β· -27% 1/1 Int+2 7.50, Str+2 4.11 β†’ Int+2 7.50, Str+2 3.00 -0.97 1
DogwoodπŸͺ΅ wood inconclusive Charisma +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Cha+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
Chestnut treeπŸͺ΅ wood inconclusive Strength +2 -1.65 Γ—0.65 Β· -35% 1/1 Int+2 7.50, Str+2 4.65 β†’ Int+2 7.50, Str+2 3.00 -1.11 1
LaurelπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.19 1
King's OakπŸͺ΅ wood inconclusive Strength +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Str+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
OsierπŸͺ΅ wood inconclusive Strength +2 -0.93 Γ—0.76 Β· -24% 1/1 Int+2 7.50, Str+2 3.93 β†’ Int+2 7.50, Str+2 3.00 -0.92 1
ConkerπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.18 1
SaltπŸ§‚ spice inconclusive Intelligence +2 -0.90 Γ—0.89 Β· -11% 1/1 Int+2 8.40, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.91 1
ChivesπŸ§‚ spice no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00, Agi+1 0.01 β†’ Int+2 7.50, Str+2 3.00 -0.67 1
Clove of GarlicπŸ§‚ spice inconclusive Intelligence +2 -1.80 Γ—0.81 Β· -19% 1/1 Int+2 9.30, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -1.15 1
KvannπŸ§‚ spice no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.67 1
Laurel LeavesπŸ§‚ spice inconclusive Intelligence +2 -0.75 Γ—0.91 Β· -9% 1/1 Int+2 8.25, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.87 1
Juniper BerriesπŸ§‚ spice inconclusive Strength +2 -1.77 Γ—0.63 Β· -37% 1/1 Int+2 7.50, Str+2 4.77 β†’ Int+2 7.50, Str+2 3.00 -1.14 1
WillowπŸͺ΅ wood inconclusive Strength +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Str+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
SpruceπŸͺ΅ wood inconclusive Strength +2 -0.39 Γ—0.88 Β· -12% 1/1 Int+2 7.50, Str+2 3.39 β†’ Int+2 7.50, Str+2 3.00 -0.77 1
Tree HeathπŸͺ΅ wood inconclusive Intelligence +2 -3.00 Γ—0.71 Β· -29% 1/1 Int+2 10.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -1.47 1
WhitebeamπŸͺ΅ wood inconclusive Will +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Wil+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
CedarπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.01 1
Mayflower treeπŸͺ΅ wood inconclusive Strength +2 -2.01 Γ—0.60 Β· -40% 1/1 Int+2 7.50, Str+2 5.01 β†’ Int+2 7.50, Str+2 3.00 -1.21 1
OakπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.03 1
BlackpineπŸͺ΅ wood inconclusive Strength +2 -1.29 Γ—0.70 Β· -30% 1/1 Int+2 7.50, Str+2 4.29 β†’ Int+2 7.50, Str+2 3.00 -1.01 1
LarchπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 +0.04 1
Strawberry treeπŸͺ΅ wood inconclusive Perception +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Per+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
Lemon treeπŸͺ΅ wood inconclusive Strength +2 -2.73 Γ—0.52 Β· -48% 1/1 Int+2 7.50, Str+2 5.73 β†’ Int+2 7.50, Str+2 3.00 -1.40 1
HornbeamπŸͺ΅ wood inconclusive Charisma +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Cha+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
Tea bushπŸͺ΅ wood inconclusive Intelligence +2 -5.25 Γ—0.59 Β· -41% 1/1 Int+2 12.75, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -2.07 1
Apple treeπŸͺ΅ wood inconclusive Intelligence +2 -4.80 Γ—0.61 Β· -39% 1/1 Int+2 12.30, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -1.95 1
CypressπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 +0.18 1
JuniperπŸͺ΅ wood inconclusive Intelligence +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Int+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
Elderberry bush inconclusive Intelligence +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Int+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
DragontreeπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 +0.24 1
CrampbarkπŸͺ΅ wood inconclusive Strength +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Str+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
StonepineπŸͺ΅ wood no effect FEPs identical – changes nothing Int+2 7.50, Str+2 3.00 β†’ Int+2 7.50, Str+2 3.00 -0.26 1
TowercapπŸͺ΅ wood inconclusive Intelligence +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Int+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
MoundtreeπŸͺ΅ wood inconclusive Dexterity +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Dex+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1
WartybirchπŸͺ΅ wood inconclusive Constitution +1 -3.75 1/1 Int+2 7.50, Str+2 3.00, Con+1 3.75 β†’ Int+2 7.50, Str+2 3.00 -1.17 1