Superbia (Pride)
Superbia, the aspect of pride, is a GTNH extension compound made from Volatus and Vacuos. One point costs 5 primal points to synthesize from scratch.
Recipe
Combine one point of each component at the research table to get one point of Superbia. Counting all the way down to primals, a single point takes 5 primal points:
That total is the number the solver shows as craft cost when it places Superbia in an empty cell.
What Superbia connects to
Superbia links to 2 aspects in this library (see the connection rule): its two components.
| Neighbor | Why it connects | Craft cost |
|---|---|---|
| Vacuos | Component of Superbia | 2 |
| Volatus | Component of Superbia | 3 |
No compound in this library is built from Superbia, so its only neighbors are its own components. A fixed Superbia on a note has to be approached through Volatus or Vacuos.
When Superbia is printed on your note and you only need to leave it, Vacuos is the cheapest first step at cost 2.
Reaching Superbia from each primal
These are the shortest valid chains in this dataset, using base and GTNH extension aspects. Where several chains tie on length, the one with the cheapest in-between aspects is listed. Cost counts only the aspects between the two ends, the cells you would have to fill.
| From | Chain | Cells to fill | Cost |
|---|---|---|---|
| Aer | Aer → Vacuos → Superbia | 1 | 2 |
| Terra | Terra → Iter → Motus → Volatus → Superbia | 3 | 8 |
| Ignis | Ignis → Gelum → Perditio → Vacuos → Superbia | 3 | 5 |
| Aqua | Aqua → Tempestas → Aer → Vacuos → Superbia | 3 | 5 |
| Ordo | Ordo → Motus → Volatus → Superbia | 2 | 5 |
| Perditio | Perditio → Vacuos → Superbia | 1 | 2 |
A real note also has geometry: the chain has to fit the free hexes between your endpoints. If the gap is longer than the chain, pad it by stepping back and forth between two aspects that connect, or let the solver find a layout that fits.
Data source
Superbia is in the GTNH extension group. Its default commonness is 24 out of 100, an editable estimate used by the Common ranking. The component pair was compared with GTNewHorizons Forbidden Magic aspect registration. The recipe table covers every component pair and the version limits.