Contributeurs au comptage:
BERGERE Hervé, BLANC Jean-François, BOBINEAU Maxime, BONNIN Pascal, CHAUVEAU Hervé, DE BOUET DU PORTAL Pierre, DOLLE Pierre, FROUD Louise, GILLETTE Christophe, GOOSSENS Hélène, GUERET Jean-Pierre, JOYEUX Emmanuel, MOLINARI François, PINTO Laura, PORTIER Frédéric
Sites comptés:
Communal d’Angles, Communal de Chasnais, Communal de Saint-Benoist-sur-Mer, Communal des Magnils-Reigniers, La Bosse (RNBA), La Mare à 2000, 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, 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: La RNR Ferme de Choisy a été compté le 12 mai. Les effectifs de Gravelot à collier interrompu proviennent du suivi de la nidification réalisé le 17 mai au matin. 3 pêcheurs sont venus installer plusieurs filets entre la Marina et les Chaînes. Comptage difficile sur certains secteurs, notamment aux Chaines et au Curé, car la mer a tardé à monter et présence de brumes de chaleur.
Conditions du comptage
Coefficient: 82
Heure de la pleine mer: 16h26
Heure du comptage: 14h00
Nombre de limicoles comptés au 5/2023: 28507 individus
Bécasseau variable |
9957 |
Bécasseau maubèche |
6694 |
Pluvier argenté |
5673 |
Grand gravelot |
3114 |
Chevalier gambette |
1007 |
Barge rousse |
540 |
Avocette élégante |
417 |
Barge à queue noire |
390 |
Échasse blanche |
119 |
Bécasseau sanderling |
108 |
Gravelot à collier interrompu, Gravelot de Kent |
108 |
Courlis cendré |
97 |
Tournepierre à collier, Pluvier des Salines |
91 |
Courlis corlieu |
58 |
Chevalier aboyeur |
43 |
Vanneau huppé |
35 |
Bécasseau minute |
18 |
Huîtrier pie |
10 |
Chevalier arlequin |
7 |
Chevalier guignette |
7 |
Barge sp. |
4 |
Chevalier combattant, Combattant varié |
4 |
Chevalier culblanc |
2 |
Pluvier doré |
2 |
Bécasseau cocorli |
1 |
Bécasseau de temminck |
1 |
Nombre d’anatidés comptés au 5/2023: 1831 individus
Tadorne de Belon |
1299 |
Canard colvert |
347 |
Cygne tuberculé |
124 |
Canard souchet |
40 |
Canard chipeau |
10 |
Oie cendrée |
5 |
Canard pilet |
3 |
Bernache cravant |
1 |
Sarcelle d’été |
1 |
Sarcelle d’hiver |
1 |
Autres espèces comptées au 5/2023: 913 individus
Mouette rieuse |
199 |
Aigrette garzette |
76 |
Grand cormoran |
56 |
Martinet noir |
55 |
Goéland argenté |
48 |
Corneille noire |
47 |
Mouette mélanocéphale |
34 |
Héron garde-boeufs, Pique bœufs |
31 |
Hirondelle de fenêtre |
31 |
Hirondelle rustique, Hirondelle de cheminée |
29 |
Cigogne blanche |
26 |
Foulque macroule |
24 |
Sterne naine |
22 |
Étourneau sansonnet |
21 |
Héron cendré |
21 |
Milan noir |
19 |
Sterne pierregarin |
19 |
Guifette noire |
17 |
Spatule blanche |
15 |
Busard des roseaux |
12 |
Goéland marin |
12 |
Busard cendré |
9 |
Bergeronnette printanière |
8 |
Buse variable |
7 |
Grand Cormoran |
7 |
Faucon crécerelle |
6 |
Pigeon ramier |
6 |
Chardonneret élégant |
5 |
Poule-d’eau, Gallinule poule-d’eau |
5 |
Faucon hobereau |
4 |
Cisticole des joncs |
3 |
Grande Aigrette |
3 |
Grèbe castagneux |
3 |
Héron pourpré |
3 |
Accenteur mouchet |
2 |
Bruant des roseaux |
2 |
Faucon pèlerin |
2 |
Héron bihoreau, Bihoreau gris |
2 |
Hypolaïs polyglotte, Petit contrefaisant |
2 |
Pie bavarde |
2 |
Rousserolle effarvatte |
2 |
Tarier pâtre |
2 |
Tourterelle des bois |
2 |
Alouette des champs |
1 |
Bouscarle de Cetti |
1 |
Fauvette grisette |
1 |
Gobemouche gris |
1 |
Goéland leucophée |
1 |
Goéland sp. |
1 |
Gorgebleue à miroir |
1 |
Linotte mélodieuse |
1 |
Moineau domestique |
1 |
Rougequeue noir |
1 |
Traquet motteux |
1 |
Troglodyte mignon |
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 5/2023
Avocette élégante |
100 |
0 |
10 |
0 |
0 |
17 |
0 |
0 |
0 |
32 |
0 |
0 |
0 |
130 |
0 |
2 |
6 |
103 |
17 |
417 |
Barge à queue noire |
0 |
7 |
0 |
2 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
300 |
0 |
0 |
0 |
2 |
79 |
390 |
Barge rousse |
10 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
530 |
0 |
0 |
0 |
0 |
0 |
540 |
Barge sp. |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
4 |
0 |
0 |
0 |
0 |
0 |
4 |
Bécasseau cocorli |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
1 |
Bécasseau de temminck |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
Bécasseau maubèche |
320 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
6374 |
0 |
0 |
0 |
0 |
0 |
6694 |
Bécasseau minute |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
18 |
0 |
0 |
0 |
0 |
0 |
18 |
Bécasseau sanderling |
50 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
38 |
20 |
0 |
0 |
0 |
0 |
108 |
Bécasseau variable |
261 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
9644 |
51 |
0 |
0 |
0 |
0 |
9957 |
Chevalier aboyeur |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
16 |
0 |
0 |
0 |
26 |
0 |
0 |
0 |
0 |
0 |
43 |
Chevalier arlequin |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
3 |
0 |
0 |
0 |
4 |
0 |
0 |
0 |
0 |
0 |
7 |
Chevalier combattant, Combattant varié |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
3 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
4 |
Chevalier culblanc |
2 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
Chevalier gambette |
63 |
0 |
0 |
15 |
0 |
2 |
0 |
2 |
0 |
27 |
0 |
0 |
0 |
881 |
0 |
3 |
4 |
8 |
2 |
1007 |
Chevalier guignette |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
5 |
2 |
7 |
Courlis cendré |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
87 |
10 |
0 |
0 |
0 |
0 |
97 |
Courlis corlieu |
20 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
38 |
0 |
0 |
0 |
0 |
0 |
58 |
Échasse blanche |
19 |
2 |
0 |
0 |
4 |
4 |
0 |
1 |
3 |
16 |
0 |
0 |
0 |
29 |
0 |
3 |
12 |
17 |
9 |
119 |
Grand gravelot |
307 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2761 |
40 |
1 |
5 |
0 |
0 |
3114 |
Gravelot à collier interrompu, Gravelot de Kent |
37 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
10 |
3 |
58 |
0 |
0 |
0 |
0 |
108 |
Huîtrier pie |
10 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
10 |
Pluvier argenté |
146 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
5507 |
19 |
0 |
0 |
0 |
0 |
5673 |
Pluvier doré |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
0 |
0 |
0 |
0 |
0 |
2 |
Tournepierre à collier, Pluvier des Salines |
11 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
79 |
0 |
0 |
0 |
1 |
0 |
91 |
Vanneau huppé |
0 |
5 |
0 |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
8 |
0 |
8 |
2 |
3 |
4 |
35 |
Sum |
1357 |
14 |
10 |
21 |
4 |
23 |
1 |
6 |
3 |
94 |
2 |
1 |
10 |
26464 |
198 |
18 |
29 |
139 |
113 |
28507 |
Zoom sur les limicoles comptés mensuellement en baie de l’Aiguillon au 5/2023
Avocette élégante |
48 |
4 |
14 |
1 |
32 |
0 |
31 |
0 |
0 |
0 |
130 |
Barge à queue noire |
0 |
120 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
180 |
300 |
Barge rousse |
135 |
90 |
85 |
0 |
125 |
33 |
1 |
3 |
3 |
55 |
530 |
Barge sp. |
0 |
0 |
0 |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
4 |
Bécasseau cocorli |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
Bécasseau maubèche |
390 |
62 |
1080 |
0 |
320 |
631 |
28 |
0 |
63 |
3800 |
6374 |
Bécasseau minute |
3 |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
14 |
0 |
18 |
Bécasseau sanderling |
0 |
0 |
1 |
0 |
0 |
17 |
0 |
3 |
17 |
0 |
38 |
Bécasseau variable |
610 |
924 |
291 |
2150 |
2493 |
231 |
440 |
251 |
1404 |
850 |
9644 |
Chevalier aboyeur |
1 |
0 |
1 |
0 |
22 |
0 |
0 |
1 |
1 |
0 |
26 |
Chevalier arlequin |
0 |
0 |
0 |
0 |
3 |
0 |
0 |
1 |
0 |
0 |
4 |
Chevalier gambette |
8 |
8 |
27 |
3 |
38 |
179 |
90 |
184 |
114 |
230 |
881 |
Courlis cendré |
2 |
4 |
16 |
4 |
0 |
0 |
0 |
0 |
1 |
60 |
87 |
Courlis corlieu |
0 |
0 |
3 |
0 |
0 |
0 |
35 |
0 |
0 |
0 |
38 |
Échasse blanche |
0 |
0 |
4 |
8 |
16 |
0 |
0 |
1 |
0 |
0 |
29 |
Grand gravelot |
400 |
309 |
178 |
520 |
233 |
32 |
25 |
96 |
937 |
31 |
2761 |
Gravelot à collier interrompu, Gravelot de Kent |
0 |
0 |
0 |
0 |
0 |
3 |
0 |
0 |
0 |
0 |
3 |
Pluvier argenté |
600 |
357 |
673 |
248 |
1535 |
363 |
490 |
370 |
121 |
750 |
5507 |
Pluvier doré |
0 |
0 |
2 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
Tournepierre à collier, Pluvier des Salines |
0 |
0 |
0 |
0 |
1 |
3 |
1 |
73 |
1 |
0 |
79 |
Vanneau huppé |
0 |
0 |
5 |
2 |
1 |
0 |
0 |
0 |
0 |
0 |
8 |
Sum |
2198 |
1878 |
2381 |
2940 |
4819 |
1492 |
1141 |
983 |
2676 |
5956 |
26464 |
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 5/2023
Bernache cravant |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
1 |
Canard chipeau |
0 |
0 |
0 |
0 |
0 |
0 |
4 |
1 |
0 |
0 |
0 |
0 |
1 |
0 |
1 |
3 |
10 |
Canard colvert |
15 |
0 |
0 |
4 |
50 |
0 |
2 |
5 |
0 |
0 |
30 |
10 |
51 |
12 |
84 |
84 |
347 |
Canard pilet |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
3 |
0 |
0 |
0 |
3 |
Canard souchet |
0 |
0 |
0 |
0 |
14 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
5 |
2 |
14 |
5 |
40 |
Cygne tuberculé |
0 |
0 |
2 |
3 |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
30 |
2 |
28 |
55 |
124 |
Oie cendrée |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
5 |
5 |
Sarcelle d’été |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
Sarcelle d’hiver |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
1 |
Tadorne de Belon |
74 |
2 |
0 |
0 |
19 |
4 |
4 |
110 |
8 |
5 |
878 |
0 |
6 |
5 |
134 |
50 |
1299 |
Sum |
89 |
2 |
2 |
7 |
88 |
4 |
10 |
116 |
8 |
5 |
909 |
10 |
96 |
21 |
261 |
203 |
1831 |
Zoom sur les anatidés comptés mensuellement en baie de l’Aiguillon au 5/2023
Bernache cravant |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
Canard colvert |
3 |
9 |
0 |
0 |
0 |
0 |
0 |
9 |
0 |
9 |
30 |
Tadorne de Belon |
280 |
115 |
139 |
13 |
231 |
4 |
45 |
6 |
23 |
22 |
878 |
Sum |
284 |
124 |
139 |
13 |
231 |
4 |
45 |
15 |
23 |
31 |
909 |