Dies ist eine alte Version des Dokuments!
⬅️ STARTx ▫️ CENTOLOGIAx ▪️ CENTONESx ▫️ FORMULAE
MODUS | INCIPIT | MEDIUM | TERMINATIO | |
---|---|---|---|---|
1FML alloq | ||||
1 TYP | 1INC Clv | 1MED mdt | 1MED nov | 1TER de5 |
1INC 5Pes | 1TER de3 +Clv | |||
1INC VrgStr | 1TER de3 clv | |||
1INC "vocatio" | 1MED triv | 1TER v.add | ||
1INC ad4 | 1TER penult | |||
1INC ad3 | 1TER conc | |||
1INC ad1 | ||||
2INC ↑ 2INC cad ▫️ ↑ 2INC asc ▫️ ↑ 2INC ad3 ▫️ |
||||
2INC cad ad4 | ||||
2 TYP OA | 2TYP OA A | 2TYP OA B | 2TYP OA C | |
2TYP OA D | 2TYP OA E | 2 TER | ||
2 TYP Rez | ←2TYP Rez INC | ←2TYP Rez MED | ↑2TYP Rez TER | |
2 TYP ad4 | ←2TYP ad4 INC | ←2TYP ad4 MED | ↑2TYP ad4 TER | |
⬜️ Q TYP | ⬜️ QINC | ⬜️ QMDT | ⬜️ QNOV | ⬜️ QTER |
3. Modus | 3INC | |||
4. Modus | 4 TER | |||
⬜️ 5INC | ||||
⬜️ 5 TYP Allel | ⬜️ 5INC Allel | ⬜️ 5MDT Allel | ⬜️ 5NOV Allel | ⬜️ 5TER Allel |
⬜️ 6 TYP simpl | ← 6INC simpl | ← 6TER simpl | ||
⬜️ 6 TYP arch | ← 6INC arch | ← 6TER triv ↓ | ||
⬜️ 6 TYP triv | ← 6INC triv | ← 6TER triv | ||
⬜️ 6 TYP mai | ⬜️ 6INC mai | ⬜️ 6MDT mai | ⬜️ 6NOV mai | ⬜️ 6TER mai |
⬜️ 7 TYP ReSi | ⬜️ 7INC ReSi | ⬜️ 7MDT ReSi | ⬜️ 7NOV ReSi | ⬜️ 7TER de si |
⬜️ 7 TYP SolSi | ⬜️ 7INC SolSi | ⬜️ 7MED SolSi | ⬜️ 7TER SolSi | |
⬜️ 7INC Trc | ⬜️ 7MED altum | ⬜️ 7TER de re | ||
⬜️ 7INC 5Pes | ⬜️ 7MED FaLaDo | |||
⬜️ 7INC cad | ||||
⬜️ 7INC do | ||||
⬜️ 8 TYP princ | ⬜️ 8INC princ | ⬜️ 8MDT princ | ⬜️ 8NOV princ | ⬜️ 8TER princ |
⬜️ ↑ 8INC desc | ⬜️ ↑ 8MDT ad fa | ⬜️ ↑ 8NOV ToPo | ⬜️ 8TER desc | |
⬜️ 8INC cad | ⬜️ 8MDT ad la | ⬜️ 8NOV FaLaDo | ||
⬜️ 8INC ad1 | ⬜️ 8MDT desc | ⬜️ 8NOV conc | ||
⬜️ 8MDT ad re | ||||
⬜️ 8MED cad | ||||
⬜️ 8MED min | ||||
⬜️ 8 TYP dupl | ⬜️ 8INC dupl | ⬜️ 8MDT dupl | ⬜️ 8NOV dupl | ⬜️ 8TER dupl |
⬜️ 8 TYP SoLL | ⬜️ 8INC SoLL | ⬜️ 8MED SoLL | ⬜️ 8TER de la | |
⬜️ 8 TYP arch | ⬜️ 8INC arch | ⬜️ 8TER arch | ||