numeral is after its head noun
| Features that make up this rule | Active Features | Inactive Features |
|---|---|
| - | numeral with NumType = Card nominal is governed by= in |
Examples that agree with label: after: The tokens of interest are denoted by ***, hover over those tokens to see more information.
1 dicitur _ _ _ _ 0 _ _ _
2 enim _ _ _ _ 0 _ _ _
3 ***eccli.*** eccli. NOUN 5 Abbr=Yes 0 _ _ _
4 ***1-10*** num._arab. NUM G5 NumForm=Digit 3 mod _ SpaceAfter=No
5 : _ _ _ _ 0 _ _ _
1 dicitur _ _ _ _ 0 _ _ _
2 enim _ _ _ _ 0 _ _ _
3 ***eccli.*** eccli. NOUN 5 Abbr=Yes 0 _ _ _
4 ***15-14*** num._arab. NUM G5 NumForm=Digit 3 mod _ SpaceAfter=No
5 : _ _ _ _ 0 _ _ _
1 et _ _ _ _ 0 _ _ _
2 ***sap.*** sap. NOUN 5 Abbr=Yes 0 _ _ _
3 ***12-18*** num._arab. NUM G5 NumForm=Digit 2 mod _ _
4 dicitur _ _ _ _ 0 _ _ _
5 : _ _ _ _ 0 _ _ _
1 unde _ _ _ _ 0 _ _ _
2 dicitur _ _ _ _ 0 _ _ _
3 ***sap.*** sap. NOUN 5 Abbr=Yes 0 _ _ _
4 ***11-25*** num._arab. NUM G5 NumForm=Digit 3 mod _ SpaceAfter=No
5 : _ _ _ _ 0 _ _ _
1 et _ _ _ _ 0 _ _ _
2 ***rom.*** rom. NOUN 5 Abbr=Yes 0 _ _ _
3 ***1-20*** num._arab. NUM G5 NumForm=Digit 2 mod _ _
4 dicitur _ _ _ _ 0 _ _ _
5 : _ _ _ _ 0 _ _ _
1 et _ _ _ _ 0 _ _ _
2 ***rom.*** rom. NOUN 5 Abbr=Yes 0 _ _ _
3 ***8-26*** num._arab. NUM G5 NumForm=Digit 2 mod _ _
4 dicitur _ _ _ _ 0 _ _ _
5 : _ _ _ _ 0 _ _ _
1 secundum _ _ _ _ 0 _ _ _
2 illud _ _ _ _ 0 _ _ _
3 ***ierem.*** ierem. NOUN 5 Abbr=Yes 0 _ _ _
4 ***7-16*** num._arab. NUM G5 NumForm=Digit 3 mod _ SpaceAfter=No
5 : _ _ _ _ 0 _ _ _
1 hinc _ _ _ _ 0 _ _ _
2 est _ _ _ _ 0 _ _ _
3 quod _ _ _ _ 0 _ _ _
4 dicitur _ _ _ _ 0 _ _ _
5 ***ierem.*** ierem. NOUN 5 Abbr=Yes 0 _ _ _
6 ***31-33*** num._arab. NUM G5 NumForm=Digit 5 mod _ SpaceAfter=No
7 : _ _ _ _ 0 _ _ _
1 secundum _ _ _ _ 0 _ _ _
2 illud _ _ _ _ 0 _ _ _
3 ***deut.*** deut. NOUN 5 Abbr=Yes 0 _ _ _
4 ***4-6*** num._arab. NUM G5 NumForm=Digit 3 mod _ SpaceAfter=No
5 : _ _ _ _ 0 _ _ _
1 dicitur _ _ _ _ 0 _ _ _
2 enim _ _ _ _ 0 _ _ _
3 ***deut.*** deut. NOUN 5 Abbr=Yes 0 _ _ _
4 ***23-17*** num._arab. NUM G5 NumForm=Digit 3 mod _ SpaceAfter=No
5 : _ _ _ _ 0 _ _ _
Examples that disagree with the label: after
1 et _ _ _ _ 0 _ _ _
2 dionysius _ _ _ _ 0 _ _ _
3 , _ _ _ _ 0 _ _ _
4 ***iv*** num._rom. NUM G5|vgr1 NumForm=Digit 5 mod _ _
5 ***cap.*** cap. NOUN 5 Abbr=Yes 0 _ _ _
6 , _ _ _ _ 0 _ _ _
7 de _ _ _ _ 0 _ _ _
8 divinis _ _ _ _ 0 _ _ _
9 nominibus _ _ _ _ 0 _ _ _
10 , _ _ _ _ 0 _ _ _
11 dicit _ _ _ _ 0 _ _ _
12 quod _ _ _ _ 0 _ _ _
13 omnia _ _ _ _ 0 _ _ _
14 bonum _ _ _ _ 0 _ _ _
15 et _ _ _ _ 0 _ _ _
16 optimum _ _ _ _ 0 _ _ _
17 concupiscunt _ _ _ _ 0 _ _ _
18 . _ _ _ _ 0 _ _ _
1 unde _ _ _ _ 0 _ _ _
2 et _ _ _ _ 0 _ _ _
3 dionysius _ _ _ _ 0 _ _ _
4 dicit _ _ _ _ 0 _ _ _
5 , _ _ _ _ 0 _ _ _
6 ***iv*** num._rom. NUM G5|vgr1 NumForm=Digit 7 mod _ _
7 ***cap.*** cap. NOUN 5 Abbr=Yes 0 _ _ _
8 de _ _ _ _ 0 _ _ _
9 div. _ _ _ _ 0 _ _ _
10 nom. _ _ _ _ 0 _ _ _
11 , _ _ _ _ 0 _ _ _
12 quod _ _ _ _ 0 _ _ _
13 superiores _ _ _ _ 0 _ _ _
14 substantiae _ _ _ _ 0 _ _ _
15 intelligibiles _ _ _ _ 0 _ _ _
16 sunt _ _ _ _ 0 _ _ _
17 quasi _ _ _ _ 0 _ _ _
18 cibus _ _ _ _ 0 _ _ _
19 inferiorum _ _ _ _ 0 _ _ _
20 . _ _ _ _ 0 _ _ _
1 unde _ _ _ _ 0 _ _ _
2 forma _ _ _ _ 0 _ _ _
3 ignis _ _ _ _ 0 _ _ _
4 non _ _ _ _ 0 _ _ _
5 est _ _ _ _ 0 _ _ _
6 motor _ _ _ _ 0 _ _ _
7 ut _ _ _ _ 0 _ _ _
8 dicitur _ _ _ _ 0 _ _ _
9 ***8*** num._arab. NUM G5 NumForm=Digit 10 mod _ _
10 ***physic.*** physic. NOUN 5 Abbr=Yes 0 _ _ _
11 . _ _ _ _ 0 _ _ _
1 unde _ _ _ _ 0 _ _ _
2 etiam _ _ _ _ 0 _ _ _
3 ***1*** num._arab. NUM G5 NumForm=Digit 4 mod _ _
4 ***physic.*** physic. NOUN 5 Abbr=Yes 0 _ _ _
5 dicitur _ _ _ _ 0 _ _ _
6 , _ _ _ _ 0 _ _ _
7 quod _ _ _ _ 0 _ _ _
8 materia _ _ _ _ 0 _ _ _
9 appetit _ _ _ _ 0 _ _ _
10 formam _ _ _ _ 0 _ _ _
11 . _ _ _ _ 0 _ _ _
1 quia _ _ _ _ 0 _ _ _
2 hujusmodi _ _ _ _ 0 _ _ _
3 distinctiones _ _ _ _ 0 _ _ _
4 imponuntur _ _ _ _ 0 _ _ _
5 ab _ _ _ _ 0 _ _ _
6 actibus _ _ _ _ 0 _ _ _
7 , _ _ _ _ 0 _ _ _
8 qui _ _ _ _ 0 _ _ _
9 semper _ _ _ _ 0 _ _ _
10 significant _ _ _ _ 0 _ _ _
11 ut _ _ _ _ 0 _ _ _
12 adjacenter _ _ _ _ 0 _ _ _
13 , _ _ _ _ 0 _ _ _
14 et _ _ _ _ 0 _ _ _
15 in _ _ _ _ 0 _ _ _
16 talibus _ _ _ _ 0 _ _ _
17 non _ _ _ _ 0 _ _ _
18 attenditur _ _ _ _ 0 _ _ _
19 in _ _ _ _ 0 _ _ _
20 consignando _ _ _ _ 0 _ _ _
21 pluraliter _ _ _ _ 0 _ _ _
22 pluralitas _ _ _ _ 0 _ _ _
23 formae _ _ _ _ 0 _ _ _
24 significatae _ _ _ _ 0 _ _ _
25 , _ _ _ _ 0 _ _ _
26 sed _ _ _ _ 0 _ _ _
27 suppositorum _ _ _ _ 0 _ _ _
28 , _ _ _ _ 0 _ _ _
29 ut _ _ _ _ 0 _ _ _
30 supra _ _ _ _ 0 _ _ _
31 dictum _ _ _ _ 0 _ _ _
32 est _ _ _ _ 0 _ _ _
33 , _ _ _ _ 0 _ _ _
34 ***16*** num._arab. NUM G5 NumForm=Digit 35 mod _ _
35 ***dist.*** dist. NOUN 5 Abbr=Yes 0 _ _ _
36 , _ _ _ _ 0 _ _ _
37 qu. _ _ _ _ 0 _ _ _
38 1 _ _ _ _ 0 _ _ _
39 , _ _ _ _ 0 _ _ _
40 art. _ _ _ _ 0 _ _ _
41 4 _ _ _ _ 0 _ _ _
42 . _ _ _ _ 0 _ _ _
1 substantia _ _ _ _ 0 _ _ _
2 autem _ _ _ _ 0 _ _ _
3 , _ _ _ _ 0 _ _ _
4 praeter _ _ _ _ 0 _ _ _
5 significationes _ _ _ _ 0 _ _ _
6 quibus _ _ _ _ 0 _ _ _
7 forma _ _ _ _ 0 _ _ _
8 vel _ _ _ _ 0 _ _ _
9 materia _ _ _ _ 0 _ _ _
10 dicitur _ _ _ _ 0 _ _ _
11 substantia _ _ _ _ 0 _ _ _
12 , _ _ _ _ 0 _ _ _
13 dicitur _ _ _ _ 0 _ _ _
14 duobus _ _ _ _ 0 _ _ _
15 modis _ _ _ _ 0 _ _ _
16 , _ _ _ _ 0 _ _ _
17 secundum _ _ _ _ 0 _ _ _
18 philosophum _ _ _ _ 0 _ _ _
19 ***5*** num._arab. NUM G5|vgr1 NumForm=Digit 20 mod _ _
20 ***metaph.*** metaph. NOUN 5 Abbr=Yes 0 _ _ _
21 . _ _ _ _ 0 _ _ _