Statistics for template Graphique polygonal and its DBpedia mapping

0.00 % properties are mapped ( 0 of 313 ).

0.00 % of all property occurrences in Wikipedia ( fr ) are mapped ( 0 of 313799 ).

The color codes:
property is mapped
property is not mapped
property is mapped but not found in the template definition
property is ignored
occurrences property
11481 coul_fond
11481 grille
11481 hauteur
11481 largeur
11481 marge_b
11481 marge_d
11481 marge_g
11481 marge_h
11481 nb_abscisses
11481 nb_series
11481 y_max
11480 lb_x3
11479 lb_x1
11478 lb_x2
11477 lb_x4
11474 lb_x5
11472 coul_serie_1
11466 epaisseur_serie1
11456 lb_x6
11452 lb_x7
11450 S01V06
11336 S01V05
11331 S01V04
11259 S01V03
11188 S01V07
6490 S01V01
6461 S01V02
4587 lb_x8
4575 S01V08
107 points
105 lb_x9
101 lb_x10
99 epaisseur_serie2
97 S01V09
97 coul_serie_2
96 S02V02
96 S02V04
95 S02V01
95 S02V03
94 S02V05
91 S01V10
88 S02V06
87 lb_x11
85 S02V07
83 S02V08
80 S01V11
79 S02V09
79 lb_x12
78 lb_x13
76 S02V10
76 y_min
73 lb_x14
72 S01V12
69 S01V13
69 pas_grille_principale
67 epaisseur_serie3
67 pas_grille_secondaire
66 coul_serie_3
65 S01V14
65 S03V01
65 S03V02
65 S03V03
65 S03V04
64 S02V11
64 S03V06
63 S03V05
63 S03V07
62 coul_serie_4
61 S04V01
61 S04V02
61 epaisseur_serie4
60 S02V12
60 S04V03
59 S02V13
59 S03V08
59 S04V04
59 S04V05
58 S04V06
58 S04V07
56 S03V09
56 S03V10
56 S04V08
55 S02V14
55 S03V11
55 S03V12
55 S04V09
54 S04V11
53 S03V13
53 S04V10
53 S04V12
51 S03V14
51 S04V13
47 S04V14
37 lb_x15
29 S01V15
26 lb_x16
20 S02V15
19 S01V16
18 lb_x17
16 S01V17
15 S05V01
15 S05V02
15 S05V03
15 S05V04
15 S05V05
15 lb_x18
14 S01V18
14 S05V07
14 coul_serie_5
14 lb_x19
13 S03V15
13 S05V06
13 epaisseur_serie5
13 lb_x20
12 S01V19
12 S01V20
12 S04V15
12 S05V08
10 S02V16
10 S05V09
10 S06V01
10 S06V02
10 S06V03
10 S06V04
10 S06V05
10 S06V06
10 S06V07
10 coul_serie_6
9 S05V10
9 S05V11
9 S06V08
9 S06V09
9 S07V01
9 S07V02
9 S07V03
9 S07V04
9 S07V05
9 S07V06
9 coul_serie_7
9 epaisseur_serie6
9 epaisseur_serie7
9 lb_x21
8 S01V21
8 S05V12
8 S05V13
8 S07V07
8 lb_x22
7 S05V14
7 S06V10
7 S06V11
7 S06V12
7 S07V08
7 S07V09
7 S07V10
7 S08V02
7 S08V04
7 S08V05
7 S08V06
7 S08V07
6 S01V22
6 S06V13
6 S06V14
6 S07V11
6 S07V12
6 S08V01
6 S08V03
6 S08V08
6 S08V09
6 lb_x23
6 lb_x24
5 S01V23
5 S01V24
5 S01V25
5 S02V17
5 S02V18
5 S03V16
5 S04V16
5 S05V15
5 S07V13
5 S08V10
5 S08V11
5 coul_grille_principale
5 coul_grille_secondaire
5 coul_serie_8
5 epaisseur_serie8
5 lb_x25
4 S02V19
4 S02V20
4 S02V21
4 S02V22
4 S07V14
4 S09V01
4 S09V02
4 S09V03
4 S09V04
4 S09V05
4 S09V06
4 S09V07
4 S09V08
3 S03V17
3 S03V18
3 S06V15
3 S06V16
3 S07V15
3 S08V12
3 S09V09
3 S09V10
3 coul_serie_9
3 epaisseur_serie9
2 S02V23
2 S02V24
2 S02V25
2 S03V19
2 S03V20
2 S03V21
2 S03V22
2 S05V16
2 S08V13
2 S08V14
2 S08V15
2 S09V11
2 S09V12
2 S10V01
2 S10V02
2 S10V03
2 S10V04
2 S10V05
2 S10V06
2 S10V07
2 S10V08
2 coul_serie_10
2 epaisseur_serie10
1 S03V23
1 S03V24
1 S03V25
1 S04V17
1 S04V18
1 S04V19
1 S04V20
1 S04V21
1 S04V22
1 S04V23
1 S05V17
1 S05V18
1 S05V19
1 S05V20
1 S05V21
1 S05V22
1 S06V17
1 S06V18
1 S06V19
1 S06V20
1 S06V21
1 S06V22
1 S06V23
1 S07V16
1 S07V17
1 S07V18
1 S07V19
1 S07V20
1 S07V21
1 S07V22
1 S07V23
1 S07V24
1 S08V16
1 S08V17
1 S08V18
1 S08V19
1 S08V20
1 S08V21
1 S08V22
1 S08V23
1 S08V24
1 S09V13
1 S10V09
1 S10V10
1 S10V11
1 S10V12
1 S10V13
1 S10V14
1 S10V15
0 S04V24
0 S04V25
0 S05V23
0 S05V24
0 S05V25
0 S06V24
0 S06V25
0 S07V25
0 S08V25
0 S09V14
0 S09V15
0 S09V16
0 S09V17
0 S09V18
0 S09V19
0 S09V20
0 S09V21
0 S09V22
0 S09V23
0 S09V24
0 S09V25
0 S10V16
0 S10V17
0 S10V18
0 S10V19
0 S10V20
0 S10V21
0 S10V22
0 S10V23
0 S10V24
0 S10V25
0 mode