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)
Contributeurs au comptage:
BARITEAU Jean-Robert, BERGERE Hervé, BLANC Jean-François, BOBINEAU Maxime, BONNIN Pascal, CHAUVEAU Hervé, DE BOUET DU PORTAL Pierre, DUPUY Jérémy, FROUD Louise, GALLAIS Régis, GRIT Anaïde, JOYEUX Emmanuel, LAGRANGE Paméla, MARSAUD Louis, TROTIGNON Paul
Sites comptés:
Communal d’Angles, Communal de Longeville-La Pépière, La Bosse (RNBA), La Marina (RNBA), LA VACHERIE, Lagunage de la Tranche-sur-Mer, Le Curé (RNBA), Les Arches (RNBA), Les Casserottes, Les Chaines (RNBA), Mirador (RNBA), Plans d’eau de l’Aiguillon, Pointe de l’Aiguillon (APB), Pointe de l’Aiguillon (RNBA), Pointe Saint-Clément (RNBA), Polder ostréicole (RNBA), Rade d’Amour (ARCAY), RCFS Pointe d’Arçay (ARCAY), Reposoir principal (RNBA), RNN CASSE DE LA BELLE HENRIETTE, RNN MARAIS COMMUNAL DE SAINT-DENIS-DU-PAYRE, RNR FERME DE CHOISY, TDCL Le Curé, TDCL PREE MIZOTTIERE, Transfo (RNBA)
Notes relatives au comptage:
Vent de Nord-Est retardant la montée de la marée. Attente + froid.
Tests sur les secteurs de comptage suite à la réunion de novembre:
- Reposoir entre La Bosse et le Mirador => à retester lors d’un plus fort coefficient. Pour ce comptage, le poste n’a pas servi à compléter les effectifs habituellement comptés
- La Marina => le comptage en amont de la Sèvre double compte les oiseaux qui se déplacent avec la marée sur le secteur compté par le point d’obs habituel.
- Les Arches: plusieurs A/R entre les Arches et la Pointe St Clément => visiblement un seul comptage nécessaire en fin de marée sur les Arches pour vérifier ou compléter celui sur le point d’observation de la pointe.
Conditions du comptage
Coefficient: 75
Heure de la pleine mer: 17h09
Heure du comptage: 14h30
Nombre de limicoles comptés au 12/2021: 54396 individus
Bécasseau variable |
20551 |
Bécasseau maubèche |
13102 |
Avocette élégante |
8134 |
Barge à queue noire |
5895 |
Pluvier argenté |
1602 |
Courlis cendré |
1406 |
Vanneau huppé |
1320 |
Barge rousse |
617 |
Pluvier doré |
553 |
Chevalier gambette |
353 |
Bécasseau sanderling |
275 |
Tournepierre à collier, Pluvier des Salines |
219 |
Huîtrier pie |
189 |
Grand Gravelot |
99 |
Bécassine des marais |
28 |
Gravelot à collier interrompu, Gravelot de Kent |
23 |
Chevalier culblanc |
16 |
Bécasseau minute |
7 |
Chevalier aboyeur |
4 |
Chevalier arlequin |
2 |
Courlis corlieu |
1 |
Nombre d’anatidés comptés au 12/2021: 15032 individus
Tadorne de Belon |
7189 |
Canard colvert |
2788 |
Sarcelle d’hiver |
1435 |
Bernache cravant |
947 |
Macreuse noire |
800 |
Canard souchet |
591 |
Oie cendrée |
545 |
Canard siffleur |
525 |
Canard pilet |
162 |
Fuligule milouin |
29 |
Cygne tuberculé |
21 |
Autres espèces comptées au 12/2021: 1868 individus
Grue cendrée |
715 |
Goéland argenté |
308 |
Mouette rieuse |
250 |
Goéland cendré |
116 |
Grand Cormoran |
112 |
Pigeon colombin |
44 |
Grèbe castagneux |
42 |
Alouette des champs |
37 |
Grande Aigrette |
32 |
Héron cendré |
29 |
Goéland brun |
28 |
Aigrette garzette |
19 |
Buse variable |
19 |
Cigogne blanche |
19 |
Goéland marin |
18 |
Busard des roseaux |
12 |
Goéland leucophée |
12 |
Busard Saint-Martin |
11 |
Héron garde-boeufs, Pique bœufs |
9 |
Faucon crécerelle |
8 |
Foulque macroule |
8 |
Mouette mélanocéphale |
4 |
Poule-d’eau, Gallinule poule-d’eau |
4 |
Faucon pèlerin |
2 |
Spatule blanche |
2 |
Busard pâle |
1 |
Épervier d’Europe |
1 |
Faucon émerillon |
1 |
Flamant rose |
1 |
Grande aigrette |
1 |
Grèbe huppé |
1 |
Hibou des marais |
1 |
Pipit maritime |
1 |
Limicoles
Comparatifs des effectifs du mois avec le mois précédent et les 5 dernières années pour les espèces de limicoles d’intérêt
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)
Détails du comptage mensuel des limicoles par secteur au 12/2021
Avocette élégante |
770 |
0 |
0 |
0 |
0 |
7364 |
0 |
0 |
0 |
0 |
0 |
8134 |
Barge à queue noire |
903 |
0 |
0 |
13 |
0 |
4979 |
0 |
0 |
0 |
0 |
0 |
5895 |
Barge rousse |
47 |
0 |
0 |
0 |
0 |
569 |
1 |
0 |
0 |
0 |
0 |
617 |
Bécasseau maubèche |
5590 |
0 |
0 |
0 |
0 |
7300 |
212 |
0 |
0 |
0 |
0 |
13102 |
Bécasseau minute |
0 |
0 |
0 |
0 |
0 |
7 |
0 |
0 |
0 |
0 |
0 |
7 |
Bécasseau sanderling |
40 |
0 |
70 |
19 |
0 |
0 |
146 |
0 |
0 |
0 |
0 |
275 |
Bécasseau variable |
4250 |
0 |
140 |
840 |
0 |
15123 |
177 |
0 |
21 |
0 |
0 |
20551 |
Bécassine des marais |
0 |
5 |
0 |
0 |
0 |
8 |
1 |
1 |
13 |
0 |
0 |
28 |
Chevalier aboyeur |
0 |
0 |
0 |
0 |
0 |
3 |
1 |
0 |
0 |
0 |
0 |
4 |
Chevalier arlequin |
1 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
2 |
Chevalier culblanc |
0 |
7 |
0 |
0 |
0 |
3 |
0 |
1 |
0 |
1 |
4 |
16 |
Chevalier gambette |
37 |
0 |
0 |
0 |
0 |
314 |
1 |
0 |
0 |
0 |
1 |
353 |
Courlis cendré |
30 |
0 |
0 |
0 |
0 |
1354 |
17 |
1 |
2 |
0 |
2 |
1406 |
Courlis corlieu |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
1 |
Grand Gravelot |
7 |
0 |
25 |
10 |
0 |
51 |
5 |
0 |
0 |
0 |
1 |
99 |
Gravelot à collier interrompu, Gravelot de Kent |
0 |
0 |
2 |
0 |
0 |
0 |
21 |
0 |
0 |
0 |
0 |
23 |
Huîtrier pie |
180 |
0 |
0 |
0 |
0 |
0 |
9 |
0 |
0 |
0 |
0 |
189 |
Pluvier argenté |
340 |
0 |
0 |
7 |
0 |
1174 |
81 |
0 |
0 |
0 |
0 |
1602 |
Pluvier doré |
0 |
0 |
0 |
0 |
0 |
151 |
12 |
0 |
390 |
0 |
0 |
553 |
Tournepierre à collier, Pluvier des Salines |
19 |
0 |
45 |
51 |
7 |
26 |
71 |
0 |
0 |
0 |
0 |
219 |
Vanneau huppé |
0 |
50 |
0 |
0 |
0 |
60 |
0 |
652 |
510 |
0 |
48 |
1320 |
Sum |
12214 |
62 |
282 |
940 |
7 |
38488 |
755 |
655 |
936 |
1 |
56 |
54396 |
Zoom sur les limicoles comptés mensuellement en baie de l’Aiguillon au 12/2021
Avocette élégante |
1063 |
2150 |
1460 |
0 |
1165 |
291 |
62 |
450 |
2 |
251 |
470 |
7364 |
Barge à queue noire |
590 |
180 |
2450 |
0 |
410 |
190 |
0 |
950 |
0 |
29 |
180 |
4979 |
Barge rousse |
0 |
60 |
133 |
0 |
125 |
34 |
67 |
0 |
0 |
150 |
0 |
569 |
Bécasseau maubèche |
0 |
230 |
535 |
0 |
210 |
0 |
750 |
290 |
35 |
4900 |
350 |
7300 |
Bécasseau minute |
0 |
0 |
0 |
0 |
0 |
7 |
0 |
0 |
0 |
0 |
0 |
7 |
Bécasseau variable |
1266 |
500 |
2630 |
0 |
2710 |
1830 |
533 |
410 |
344 |
2900 |
2000 |
15123 |
Bécassine des marais |
2 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
5 |
0 |
8 |
Chevalier aboyeur |
3 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
3 |
Chevalier arlequin |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
1 |
Chevalier culblanc |
0 |
0 |
0 |
0 |
0 |
2 |
0 |
0 |
0 |
1 |
0 |
3 |
Chevalier gambette |
6 |
27 |
0 |
0 |
40 |
3 |
61 |
0 |
140 |
7 |
30 |
314 |
Courlis cendré |
107 |
32 |
455 |
0 |
205 |
44 |
55 |
220 |
0 |
128 |
108 |
1354 |
Courlis corlieu |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
1 |
Grand Gravelot |
0 |
0 |
0 |
0 |
41 |
0 |
0 |
5 |
5 |
0 |
0 |
51 |
Pluvier argenté |
27 |
74 |
289 |
0 |
124 |
210 |
5 |
260 |
17 |
168 |
0 |
1174 |
Pluvier doré |
0 |
0 |
91 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
60 |
151 |
Tournepierre à collier, Pluvier des Salines |
2 |
0 |
0 |
24 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
26 |
Vanneau huppé |
0 |
0 |
0 |
0 |
25 |
0 |
0 |
0 |
35 |
0 |
0 |
60 |
Sum |
3066 |
3253 |
8043 |
24 |
5055 |
2612 |
1533 |
2585 |
579 |
8540 |
3198 |
38488 |
Anatidés
Comparatifs des effectifs du mois avec le mois précédent et les 5 dernières années pour les espèces d’anatidés d’intérêt
![](data:image/png;base64,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)
Détails du comptage mensuel des anatidés par secteur au 12/2021
Bernache cravant |
195 |
0 |
0 |
0 |
0 |
2 |
748 |
2 |
0 |
0 |
0 |
0 |
947 |
Canard colvert |
460 |
0 |
12 |
12 |
350 |
1 |
1728 |
4 |
141 |
75 |
0 |
5 |
2788 |
Canard pilet |
0 |
0 |
0 |
0 |
0 |
0 |
162 |
0 |
0 |
0 |
0 |
0 |
162 |
Canard siffleur |
350 |
0 |
0 |
0 |
7 |
0 |
109 |
0 |
21 |
18 |
0 |
20 |
525 |
Canard souchet |
0 |
0 |
0 |
235 |
0 |
0 |
47 |
0 |
3 |
8 |
4 |
294 |
591 |
Cygne tuberculé |
0 |
9 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
8 |
0 |
2 |
21 |
Fuligule milouin |
0 |
0 |
0 |
29 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
29 |
Macreuse noire |
0 |
0 |
0 |
0 |
800 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
800 |
Oie cendrée |
0 |
0 |
0 |
0 |
0 |
0 |
264 |
0 |
166 |
1 |
0 |
114 |
545 |
Sarcelle d’hiver |
200 |
0 |
17 |
0 |
0 |
0 |
75 |
0 |
210 |
550 |
71 |
312 |
1435 |
Tadorne de Belon |
665 |
0 |
0 |
4 |
0 |
2 |
6403 |
0 |
45 |
6 |
4 |
60 |
7189 |
Sum |
1870 |
9 |
29 |
280 |
1157 |
5 |
9536 |
6 |
588 |
666 |
79 |
807 |
15032 |
Zoom sur les anatidés comptés mensuellement en baie de l’Aiguillon au 12/2021
Bernache cravant |
26 |
3 |
0 |
570 |
6 |
7 |
0 |
0 |
130 |
6 |
748 |
Canard colvert |
199 |
256 |
22 |
25 |
356 |
10 |
375 |
8 |
247 |
230 |
1728 |
Canard pilet |
0 |
0 |
0 |
60 |
0 |
0 |
70 |
0 |
32 |
0 |
162 |
Canard siffleur |
0 |
0 |
0 |
0 |
15 |
0 |
0 |
0 |
74 |
20 |
109 |
Canard souchet |
0 |
0 |
0 |
0 |
0 |
0 |
7 |
0 |
40 |
0 |
47 |
Oie cendrée |
10 |
7 |
96 |
15 |
83 |
0 |
26 |
0 |
17 |
10 |
264 |
Sarcelle d’hiver |
0 |
11 |
0 |
7 |
30 |
0 |
0 |
0 |
27 |
0 |
75 |
Tadorne de Belon |
777 |
641 |
396 |
1424 |
1024 |
90 |
550 |
118 |
643 |
740 |
6403 |
Sum |
1012 |
918 |
514 |
2101 |
1514 |
107 |
1028 |
126 |
1210 |
1006 |
9536 |