Contributeurs au comptage:
BARITEAU Jean-Robert, BOBINEAU Maxime, BONNIN Pascal, CHAUVEAU Hervé, CHENU Audran, DECOENE Delphine, FROUD Louise, GALLAIS Régis, GILLETTE Christophe, GONIN Julien, HAIE Sylvain, JACOB Hervé, LAFOND Jean-Pierre, MARSAUD Louis, MOLINARI François, REYNAUD Jean-Stéphane, SUDRAUD Julien, TROTIGNON Paul, WELCH Geoff
Sites comptés:
Communal d’Angles, Communal de Chasnais, Communal de Lairoux-Curzon, Communal de Saint-Benoist-sur-Mer, Communal des Magnils-Reigniers, La Bosse (RNBA), La Marina (RNBA), LA VACHERIE, Lagunage de la Tranche-sur-Mer, Lagunage de Longeville, Le Curé (RNBA), Le Petit Rocher, Les Arches (RNBA), Les Casserottes, Les Chaines (RNBA), Les Prises 3, Les Prises 4, Les Prises 5, Les Prises 6, Les Prises 7, Marais de Landelène, Mare à 2000, Mirador (RNBA), Plans d’eau de l’Aiguillon, Pointe de l’Aiguillon (APPB), 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, RNR POIRE SUR VELLUIRE, TDCL Le Curé, TDCL PREE MIZOTTIERE, Transfo (RNBA)
Notes relatives au comptage: Beaucoup de limicoles ont été observés dans les polders autour de la baie de l’Aiguillon.Deux bateaux civelles sur le canal de Luçon ont provoqué du dérangement (très peu d’anatidés sur le poste du Mirador). Beaucoup de barges rousses en baie de l’Aiguillon. Le Communal de Curzon-Ouest n’a pas été compté car inaccessible (inondation). Des chasseurs en bordure de la RNR Marais de la Vacherie lors du comptage ont provoqué du dérangement. Peu d’huîtriers pies à Arçay, peut-être pas montés haut sur la plage (plage partie Pointe non comptée).
Conditions du comptage
Coefficient: 84
Heure de la pleine mer: 16h48
Heure du comptage: 14h00
Nombre de limicoles comptés au 12/2023: 64197 individus
Bécasseau variable |
24045 |
Bécasseau maubèche |
10710 |
Barge rousse |
8846 |
Vanneau huppé |
5957 |
Barge à queue noire |
5409 |
Avocette élégante |
3560 |
Pluvier argenté |
2790 |
Pluvier doré |
1188 |
Courlis cendré |
933 |
Chevalier gambette |
229 |
Bécassine des marais |
155 |
Bécasseau sanderling |
87 |
Grand Gravelot |
78 |
Chevalier combattant, combattant varié |
77 |
Tournepierre à collier, Pluvier des Salines |
71 |
Gravelot à collier interrompu, Gravelot de Kent |
20 |
Huîtrier pie |
16 |
Chevalier culblanc |
11 |
Chevalier arlequin |
8 |
Chevalier aboyeur |
4 |
Bécassine sourde |
2 |
Courlis corlieu |
1 |
Nombre d’anatidés comptés au 12/2023: 36009 individus
Tadorne de Belon |
10002 |
Bernache cravant |
8552 |
Sarcelle d’hiver |
6375 |
Canard colvert |
4731 |
Canard pilet |
2189 |
Canard siffleur |
2004 |
Canard souchet |
1549 |
Oie cendrée |
342 |
Cygne tuberculé |
242 |
Canard chipeau |
20 |
Bernache nonnette |
2 |
Harle huppé |
1 |
Autres espèces comptées au 12/2023: 3116 individus
Grue cendrée |
1274 |
Mouette rieuse |
999 |
Foulque macroule |
156 |
Goéland argenté |
134 |
Grand Cormoran |
117 |
Grande Aigrette |
74 |
Héron garde-boeufs, Pique bœufs |
56 |
Goéland marin |
50 |
Aigrette garzette |
48 |
Héron cendré |
29 |
Grèbe castagneux |
27 |
Goéland cendré |
23 |
Goéland brun |
19 |
Busard des roseaux |
14 |
Buse variable |
14 |
Faucon crécerelle |
14 |
Poule-d’eau, Gallinule poule-d’eau |
14 |
Cigogne blanche |
12 |
Spatule blanche |
12 |
Goéland leucophée |
10 |
Busard Saint-Martin |
4 |
Épervier d’Europe |
4 |
Faucon pèlerin |
4 |
Faisan de Colchide |
3 |
Hibou des marais |
2 |
Faucon émerillon |
1 |
Martin-pêcheur d’Europe |
1 |
Mouette mélanocéphale |
1 |
aucun |
0 |
Limicoles
Comparatifs des effectifs du mois avec le mois précédent pour les espèces de limicoles d’intérêt
![](data:image/png;base64,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)
Détails du comptage mensuel des limicoles par secteur au 12/2023
Avocette élégante |
145 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
2 |
0 |
3411 |
0 |
0 |
0 |
0 |
1 |
3560 |
Barge à queue noire |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
4870 |
0 |
0 |
0 |
0 |
539 |
5409 |
Barge rousse |
6 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
8832 |
7 |
0 |
0 |
0 |
1 |
8846 |
Bécasseau maubèche |
510 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
10188 |
12 |
0 |
0 |
0 |
0 |
10710 |
Bécasseau sanderling |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
28 |
0 |
0 |
0 |
35 |
0 |
24 |
0 |
0 |
0 |
0 |
87 |
Bécasseau variable |
170 |
0 |
0 |
0 |
0 |
5 |
0 |
0 |
55 |
0 |
0 |
0 |
0 |
22425 |
1180 |
0 |
0 |
0 |
210 |
24045 |
Bécassine des marais |
3 |
4 |
5 |
0 |
0 |
3 |
1 |
0 |
0 |
0 |
12 |
0 |
0 |
94 |
4 |
1 |
28 |
0 |
0 |
155 |
Bécassine sourde |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
1 |
0 |
0 |
0 |
0 |
2 |
Chevalier aboyeur |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
3 |
1 |
0 |
0 |
0 |
0 |
4 |
Chevalier arlequin |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
7 |
0 |
0 |
0 |
0 |
1 |
8 |
Chevalier combattant, combattant varié |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
77 |
77 |
Chevalier culblanc |
0 |
0 |
0 |
0 |
0 |
5 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
0 |
1 |
1 |
1 |
1 |
11 |
Chevalier gambette |
41 |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
12 |
0 |
0 |
0 |
175 |
0 |
0 |
0 |
0 |
0 |
229 |
Courlis cendré |
7 |
0 |
7 |
0 |
11 |
8 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
848 |
10 |
2 |
0 |
0 |
40 |
933 |
Courlis corlieu |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
1 |
Grand Gravelot |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
76 |
2 |
0 |
0 |
0 |
0 |
78 |
Gravelot à collier interrompu, Gravelot de Kent |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
20 |
0 |
0 |
0 |
0 |
20 |
Huîtrier pie |
10 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
3 |
3 |
0 |
0 |
0 |
0 |
16 |
Pluvier argenté |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
38 |
0 |
0 |
3 |
0 |
2641 |
108 |
0 |
0 |
0 |
0 |
2790 |
Pluvier doré |
0 |
400 |
0 |
0 |
0 |
520 |
100 |
0 |
0 |
0 |
0 |
0 |
0 |
80 |
0 |
0 |
88 |
0 |
0 |
1188 |
Tournepierre à collier, Pluvier des Salines |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
57 |
0 |
0 |
0 |
0 |
0 |
12 |
0 |
0 |
0 |
1 |
71 |
Vanneau huppé |
0 |
800 |
3 |
1 |
236 |
2321 |
355 |
0 |
0 |
0 |
0 |
0 |
0 |
260 |
0 |
1110 |
265 |
34 |
572 |
5957 |
Sum |
893 |
1205 |
15 |
1 |
247 |
2862 |
456 |
1 |
178 |
12 |
12 |
5 |
35 |
53916 |
1384 |
1114 |
382 |
36 |
1443 |
64197 |
Zoom sur les limicoles comptés mensuellement en baie de l’Aiguillon au 12/2023
Avocette élégante |
140 |
673 |
95 |
115 |
212 |
2 |
37 |
387 |
1750 |
3411 |
Barge à queue noire |
1100 |
200 |
240 |
1600 |
850 |
10 |
90 |
780 |
0 |
4870 |
Barge rousse |
4100 |
37 |
137 |
20 |
220 |
0 |
0 |
4260 |
58 |
8832 |
Bécasseau maubèche |
4400 |
950 |
283 |
1700 |
830 |
0 |
200 |
1770 |
55 |
10188 |
Bécasseau variable |
0 |
2950 |
8030 |
1500 |
1350 |
635 |
310 |
4700 |
2950 |
22425 |
Bécassine des marais |
11 |
1 |
23 |
0 |
55 |
0 |
0 |
0 |
4 |
94 |
Bécassine sourde |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
1 |
Chevalier aboyeur |
0 |
0 |
0 |
0 |
3 |
0 |
0 |
0 |
0 |
3 |
Chevalier arlequin |
5 |
0 |
2 |
0 |
0 |
0 |
0 |
0 |
0 |
7 |
Chevalier culblanc |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
0 |
2 |
Chevalier gambette |
6 |
2 |
2 |
0 |
0 |
5 |
25 |
0 |
135 |
175 |
Courlis cendré |
20 |
33 |
215 |
0 |
0 |
20 |
85 |
0 |
475 |
848 |
Grand Gravelot |
0 |
0 |
18 |
0 |
48 |
0 |
10 |
0 |
0 |
76 |
Huîtrier pie |
0 |
0 |
0 |
0 |
0 |
3 |
0 |
0 |
0 |
3 |
Pluvier argenté |
520 |
550 |
260 |
90 |
650 |
161 |
410 |
0 |
0 |
2641 |
Pluvier doré |
0 |
0 |
80 |
0 |
0 |
0 |
0 |
0 |
0 |
80 |
Vanneau huppé |
0 |
0 |
260 |
0 |
0 |
0 |
0 |
0 |
0 |
260 |
Sum |
10302 |
5396 |
9645 |
5025 |
4218 |
836 |
1167 |
11900 |
5427 |
53916 |
Anatidés
Comparatifs des effectifs du mois avec le mois précédent pour les espèces d’anatidés d’intérêt
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)
Détails du comptage mensuel des anatidés par secteur au 12/2023
Bernache cravant |
70 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
8435 |
47 |
0 |
0 |
0 |
0 |
0 |
8552 |
Bernache nonnette |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
Canard chipeau |
0 |
0 |
2 |
0 |
0 |
0 |
0 |
0 |
0 |
9 |
0 |
7 |
0 |
0 |
0 |
2 |
20 |
Canard colvert |
450 |
0 |
2 |
17 |
0 |
143 |
0 |
2 |
0 |
3776 |
26 |
228 |
22 |
60 |
0 |
5 |
4731 |
Canard pilet |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2158 |
0 |
26 |
0 |
0 |
0 |
1 |
2189 |
Canard siffleur |
4 |
0 |
57 |
0 |
0 |
9 |
0 |
0 |
0 |
1196 |
0 |
640 |
8 |
3 |
0 |
87 |
2004 |
Canard souchet |
0 |
3 |
70 |
0 |
0 |
6 |
3 |
0 |
0 |
1000 |
0 |
149 |
0 |
1 |
0 |
317 |
1549 |
Cygne tuberculé |
0 |
6 |
150 |
3 |
13 |
15 |
12 |
0 |
3 |
4 |
0 |
8 |
2 |
17 |
4 |
5 |
242 |
Harle huppé |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
1 |
Oie cendrée |
0 |
0 |
19 |
0 |
0 |
0 |
1 |
0 |
0 |
198 |
0 |
41 |
0 |
3 |
0 |
80 |
342 |
Sarcelle d’hiver |
330 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2818 |
0 |
1925 |
460 |
2 |
0 |
840 |
6375 |
Tadorne de Belon |
220 |
0 |
73 |
0 |
0 |
23 |
20 |
0 |
1 |
9593 |
14 |
43 |
0 |
0 |
0 |
15 |
10002 |
Sum |
1078 |
9 |
373 |
20 |
13 |
196 |
36 |
2 |
4 |
29189 |
88 |
3067 |
492 |
86 |
4 |
1352 |
36009 |
Zoom sur les anatidés comptés mensuellement en baie de l’Aiguillon au 12/2023
Bernache cravant |
600 |
510 |
2040 |
965 |
320 |
77 |
17 |
2870 |
1036 |
8435 |
Bernache nonnette |
0 |
0 |
2 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
Canard chipeau |
0 |
0 |
4 |
0 |
0 |
0 |
0 |
5 |
0 |
9 |
Canard colvert |
830 |
710 |
98 |
0 |
516 |
2 |
980 |
630 |
10 |
3776 |
Canard pilet |
3 |
0 |
1220 |
110 |
37 |
0 |
720 |
68 |
0 |
2158 |
Canard siffleur |
60 |
0 |
638 |
134 |
28 |
0 |
280 |
56 |
0 |
1196 |
Canard souchet |
0 |
0 |
690 |
150 |
0 |
0 |
130 |
30 |
0 |
1000 |
Cygne tuberculé |
0 |
0 |
3 |
0 |
0 |
0 |
1 |
0 |
0 |
4 |
Oie cendrée |
13 |
7 |
43 |
25 |
36 |
0 |
22 |
46 |
6 |
198 |
Sarcelle d’hiver |
30 |
0 |
1570 |
0 |
484 |
0 |
80 |
79 |
575 |
2818 |
Tadorne de Belon |
655 |
758 |
3520 |
820 |
280 |
529 |
163 |
2480 |
388 |
9593 |
Sum |
2191 |
1985 |
9828 |
2204 |
1701 |
608 |
2393 |
6264 |
2015 |
29189 |