Contributeurs au comptage:
BARITEAU Jean-Robert, BERGERE Hervé, BLANCHET Romain, BONNIN Pascal, CHAUVEAU Hervé, DECOENE Delphine, FROUD Louise, GALLAIS Régis, GILLETTE Christophe, GOOSSENS Hélène, GUERET Jean-Pierre, JOYEUX Emmanuel, MARTINEAU Adrien, MOLINARI François, REYNAUD Jean-Stéphane, 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, Mare à 2000, 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 POIRE SUR VELLUIRE, TDCL Le Curé, TDCL PREE MIZOTTIERE, Transfo (RNBA)
Notes relatives au comptage: De gros effectifs en baie de l’Aiguillon : plus de 71 000 limicoles et 43 000 anatidés. Observation de plusieurs espèces d’oiseaux normalement observées au large (phalaropes à bec large, Labbe pomarin…), ramenées par les tempêtes. La Réserve Naturelle de la Ferme de Choisy n’a pas été comptée.
Conditions du comptage
Coefficient: 84
Heure de la pleine mer: 17h26
Heure du comptage: 14h45
Nombre de limicoles comptés au 11/2023: 81843 individus
Bécasseau variable |
33238 |
Barge à queue noire |
12322 |
Pluvier argenté |
10510 |
Bécasseau maubèche |
10240 |
Vanneau huppé |
5853 |
Courlis cendré |
3059 |
Avocette élégante |
1995 |
Pluvier doré |
1441 |
Barge rousse |
888 |
Grand Gravelot |
762 |
Bécasseau sanderling |
421 |
Chevalier gambette |
325 |
Tournepierre à collier, Pluvier des Salines |
245 |
Huîtrier pie |
231 |
Chevalier combattant, combattant varié |
144 |
Bécassine des marais |
68 |
Gravelot à collier interrompu, Gravelot de Kent |
53 |
Phalarope à bec large |
21 |
Chevalier culblanc |
14 |
Chevalier aboyeur |
9 |
Chevalier arlequin |
3 |
Courlis corlieu |
1 |
Nombre d’anatidés comptés au 11/2023: 47059 individus
Canard pilet |
12190 |
Canard colvert |
11793 |
Tadorne de Belon |
8034 |
Canard siffleur |
5459 |
Sarcelle d’hiver |
5036 |
Canard souchet |
2233 |
Macreuse noire |
1310 |
Bernache cravant |
828 |
Cygne tuberculé |
154 |
Oie cendrée |
15 |
Canard chipeau |
6 |
Sarcelle d’été |
1 |
Autres espèces comptées au 11/2023: 2576 individus
Mouette rieuse |
1113 |
Foulque macroule |
342 |
Grue cendrée |
250 |
Goéland argenté |
152 |
Héron garde-boeufs, Pique bœufs |
137 |
Grand Cormoran |
104 |
Grande Aigrette |
100 |
Aigrette garzette |
98 |
Grèbe castagneux |
54 |
Spatule blanche |
40 |
Héron cendré |
39 |
Mouette mélanocéphale |
16 |
Goéland marin |
15 |
Faucon crécerelle |
14 |
Buse variable |
13 |
Goéland sp. |
13 |
Cigogne blanche |
12 |
Busard des roseaux |
10 |
Poule-d’eau, Gallinule poule-d’eau |
10 |
Goéland leucophée |
7 |
Mouette de Sabine |
7 |
Goéland cendré |
6 |
Goéland brun |
5 |
Faucon pèlerin |
4 |
Busard Saint-Martin |
3 |
Sterne arctique |
3 |
Faisan de Colchide |
1 |
Faucon émerillon |
1 |
Grèbe à cou noir |
1 |
Hibou des marais |
1 |
Labbe pomarin |
1 |
Martin-pêcheur d’Europe |
1 |
Mouette pygmée |
1 |
Pipit spioncelle |
1 |
Sterne caugek |
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 11/2023
Avocette élégante |
393 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1598 |
0 |
0 |
0 |
4 |
1995 |
Barge à queue noire |
439 |
0 |
0 |
0 |
0 |
0 |
6 |
0 |
0 |
0 |
0 |
0 |
0 |
11810 |
0 |
0 |
0 |
67 |
12322 |
Barge rousse |
41 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
846 |
1 |
0 |
0 |
0 |
888 |
Bécasseau maubèche |
310 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
9930 |
0 |
0 |
0 |
0 |
10240 |
Bécasseau sanderling |
145 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
190 |
0 |
0 |
0 |
0 |
75 |
11 |
0 |
0 |
0 |
421 |
Bécasseau variable |
1290 |
0 |
0 |
31 |
0 |
0 |
23 |
0 |
10 |
0 |
0 |
0 |
0 |
31300 |
578 |
6 |
0 |
0 |
33238 |
Bécassine des marais |
0 |
1 |
0 |
0 |
0 |
0 |
26 |
0 |
0 |
0 |
0 |
0 |
0 |
32 |
0 |
9 |
0 |
0 |
68 |
Chevalier aboyeur |
8 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
9 |
Chevalier arlequin |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
0 |
0 |
0 |
0 |
3 |
Chevalier combattant, combattant varié |
4 |
0 |
0 |
0 |
0 |
0 |
9 |
0 |
0 |
0 |
0 |
0 |
0 |
56 |
0 |
0 |
0 |
75 |
144 |
Chevalier culblanc |
3 |
0 |
0 |
0 |
0 |
0 |
6 |
0 |
0 |
1 |
0 |
1 |
0 |
1 |
0 |
2 |
0 |
0 |
14 |
Chevalier gambette |
173 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
152 |
0 |
0 |
0 |
0 |
325 |
Courlis cendré |
38 |
0 |
0 |
0 |
0 |
3 |
49 |
0 |
0 |
0 |
0 |
0 |
0 |
2903 |
6 |
6 |
2 |
52 |
3059 |
Courlis corlieu |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
Grand Gravelot |
222 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
60 |
0 |
0 |
0 |
0 |
252 |
228 |
0 |
0 |
0 |
762 |
Gravelot à collier interrompu, Gravelot de Kent |
9 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
44 |
0 |
0 |
0 |
53 |
Huîtrier pie |
225 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
6 |
0 |
0 |
0 |
231 |
Phalarope à bec large |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
3 |
0 |
1 |
13 |
0 |
0 |
0 |
4 |
21 |
Pluvier argenté |
131 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
60 |
0 |
0 |
0 |
0 |
10294 |
2 |
14 |
0 |
9 |
10510 |
Pluvier doré |
45 |
150 |
0 |
0 |
0 |
0 |
158 |
0 |
0 |
0 |
0 |
0 |
0 |
570 |
0 |
38 |
0 |
480 |
1441 |
Tournepierre à collier, Pluvier des Salines |
23 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
3 |
0 |
0 |
0 |
15 |
197 |
7 |
0 |
0 |
0 |
245 |
Vanneau huppé |
1 |
345 |
500 |
0 |
300 |
400 |
1043 |
5 |
0 |
0 |
0 |
0 |
0 |
1101 |
0 |
357 |
0 |
1801 |
5853 |
Sum |
3502 |
496 |
500 |
31 |
300 |
403 |
1320 |
5 |
323 |
1 |
3 |
1 |
16 |
71132 |
884 |
432 |
2 |
2492 |
81843 |
Zoom sur les limicoles comptés mensuellement en baie de l’Aiguillon au 11/2023
Avocette élégante |
6 |
69 |
240 |
0 |
16 |
50 |
30 |
66 |
0 |
450 |
671 |
1598 |
Barge à queue noire |
360 |
270 |
1560 |
0 |
0 |
120 |
1500 |
0 |
0 |
5800 |
2200 |
11810 |
Barge rousse |
0 |
4 |
420 |
0 |
0 |
300 |
2 |
0 |
0 |
120 |
0 |
846 |
Bécasseau maubèche |
4800 |
800 |
2300 |
0 |
0 |
1280 |
0 |
150 |
0 |
600 |
0 |
9930 |
Bécasseau sanderling |
0 |
0 |
0 |
0 |
0 |
0 |
75 |
0 |
0 |
0 |
0 |
75 |
Bécasseau variable |
4900 |
1700 |
6800 |
0 |
1200 |
3700 |
1650 |
250 |
0 |
9500 |
1600 |
31300 |
Bécassine des marais |
19 |
1 |
0 |
0 |
0 |
8 |
0 |
0 |
4 |
0 |
0 |
32 |
Chevalier arlequin |
2 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
Chevalier combattant, combattant varié |
0 |
0 |
0 |
0 |
0 |
40 |
0 |
0 |
0 |
16 |
0 |
56 |
Chevalier culblanc |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
Chevalier gambette |
12 |
26 |
0 |
0 |
0 |
9 |
0 |
8 |
14 |
6 |
77 |
152 |
Courlis cendré |
92 |
70 |
988 |
0 |
7 |
35 |
555 |
56 |
0 |
550 |
550 |
2903 |
Grand Gravelot |
0 |
2 |
40 |
0 |
0 |
0 |
30 |
125 |
0 |
45 |
10 |
252 |
Phalarope à bec large |
0 |
1 |
0 |
12 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
13 |
Pluvier argenté |
170 |
1700 |
1680 |
0 |
310 |
350 |
650 |
130 |
0 |
3200 |
2104 |
10294 |
Pluvier doré |
0 |
0 |
90 |
0 |
200 |
280 |
0 |
0 |
0 |
0 |
0 |
570 |
Tournepierre à collier, Pluvier des Salines |
0 |
0 |
0 |
0 |
0 |
0 |
155 |
2 |
30 |
0 |
10 |
197 |
Vanneau huppé |
200 |
80 |
0 |
0 |
375 |
440 |
0 |
0 |
6 |
0 |
0 |
1101 |
Sum |
10562 |
4723 |
14118 |
12 |
2108 |
6612 |
4647 |
787 |
54 |
20287 |
7222 |
71132 |
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 11/2023
Bernache cravant |
58 |
0 |
0 |
0 |
0 |
0 |
768 |
2 |
0 |
0 |
0 |
0 |
828 |
Canard chipeau |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
0 |
0 |
0 |
6 |
Canard colvert |
1070 |
28 |
5 |
6 |
69 |
0 |
10229 |
55 |
177 |
154 |
0 |
0 |
11793 |
Canard pilet |
45 |
0 |
0 |
0 |
0 |
0 |
12099 |
0 |
46 |
0 |
0 |
0 |
12190 |
Canard siffleur |
60 |
0 |
0 |
0 |
3 |
0 |
5381 |
0 |
14 |
1 |
0 |
0 |
5459 |
Canard souchet |
31 |
6 |
2 |
0 |
44 |
0 |
2007 |
0 |
19 |
32 |
0 |
92 |
2233 |
Cygne tuberculé |
0 |
71 |
22 |
12 |
2 |
6 |
15 |
0 |
4 |
5 |
1 |
16 |
154 |
Macreuse noire |
0 |
0 |
0 |
0 |
0 |
0 |
1310 |
0 |
0 |
0 |
0 |
0 |
1310 |
Oie cendrée |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
15 |
0 |
0 |
0 |
15 |
Sarcelle d’été |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
1 |
Sarcelle d’hiver |
248 |
0 |
0 |
0 |
3 |
0 |
4053 |
0 |
645 |
1 |
0 |
86 |
5036 |
Tadorne de Belon |
320 |
0 |
0 |
0 |
4 |
0 |
7493 |
0 |
12 |
0 |
0 |
205 |
8034 |
Sum |
1836 |
105 |
29 |
18 |
125 |
6 |
43355 |
57 |
935 |
193 |
1 |
399 |
47059 |
Zoom sur les anatidés comptés mensuellement en baie de l’Aiguillon au 11/2023
Bernache cravant |
380 |
30 |
131 |
20 |
63 |
29 |
0 |
7 |
18 |
90 |
768 |
Canard colvert |
1569 |
120 |
500 |
27 |
1385 |
0 |
1956 |
0 |
3600 |
1072 |
10229 |
Canard pilet |
370 |
0 |
400 |
15 |
4700 |
0 |
890 |
0 |
4500 |
1224 |
12099 |
Canard siffleur |
9 |
0 |
300 |
20 |
25 |
0 |
85 |
0 |
4880 |
62 |
5381 |
Canard souchet |
2 |
0 |
0 |
0 |
540 |
0 |
55 |
0 |
1200 |
210 |
2007 |
Cygne tuberculé |
7 |
3 |
0 |
0 |
5 |
0 |
0 |
0 |
0 |
0 |
15 |
Macreuse noire |
0 |
0 |
0 |
0 |
0 |
1310 |
0 |
0 |
0 |
0 |
1310 |
Sarcelle d’hiver |
0 |
0 |
100 |
0 |
510 |
0 |
43 |
0 |
3300 |
100 |
4053 |
Tadorne de Belon |
740 |
240 |
1742 |
120 |
666 |
15 |
510 |
0 |
1850 |
1610 |
7493 |
Sum |
3077 |
393 |
3173 |
202 |
7894 |
1354 |
3539 |
7 |
19348 |
4368 |
43355 |