Contributeurs au comptage:
BARITEAU Jean-Robert, BERGERE Herve, BLANC Jean-François, BOBINEAU Maxime, CHAUVEAU Hervé, FROUD Louise, GALLAIS Regis, GILLETTE Christophe, GRIT Anaide, JOYEUX Emmanuel, REYNAUD Jean-Stéphane, 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 (RNBA), Pointe Saint-Clément (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
Notes:
Le secteur du Transfo n’a pas été compté en juin.
Le site de LA VACHERIE regroupe les effectifs comptés sur la RNR et les terrains acquis par la LPO.
Le site de la Pointe de l’Aiguillon est scindé en 2 zones: APB et RNN.
Depuis juin 2021, le site d’ARCAY distingue le secteur de la RCFS Pointe d’Arçay et la rade d’Amour qui étaient dans le passé regroupés en un site. Les effectifs cumulent les individus sur la vasière et les mizottes sur chacun des secteurs de la RNN BA.
Conditions du comptage
Coefficient: 73
Heure de la pleine mer: 17h32
Heure du comptage: 15h30
Nombre de limicoles comptés au 6/2021: 4515 individus
Pluvier argenté |
2304 |
Bécasseau variable |
688 |
Barge à queue noire |
345 |
Avocette élégante |
232 |
Echasse blanche |
141 |
Chevalier gambette |
139 |
Vanneau huppé |
129 |
Courlis cendré |
98 |
Barge rousse |
86 |
Courlis corlieu |
73 |
Limicole sp. |
70 |
Huîtrier pie |
55 |
Grand Gravelot |
53 |
Bécasseau maubèche |
43 |
Gravelot à collier interrompu, Gravelot de Kent |
26 |
Petit Gravelot |
23 |
Chevalier aboyeur |
3 |
Chevalier culblanc |
3 |
Tournepierre à collier, Pluvier des Salines |
3 |
Bécasseau sanderling |
1 |
Nombre d’anatidés comptés au 6/2021: 4596 individus
Tadorne de Belon |
2939 |
Canard colvert |
1420 |
Cygne tuberculé |
134 |
Canard souchet |
83 |
Oie cendrée |
9 |
Canard chipeau |
4 |
Canard pilet |
2 |
Sarcelle d’été |
2 |
Sarcelle d’hiver |
2 |
Sarcelle à ailes bleues |
1 |
Autres espèces comptées au 6/2021: 523 individus
Foulque macroule |
100 |
Goéland argenté |
90 |
Grand Cormoran |
57 |
Mouette rieuse |
41 |
Sterne pierregarin |
37 |
Aigrette garzette |
35 |
Héron cendré |
32 |
Spatule blanche |
27 |
Cigogne blanche |
14 |
Héron garde-boeufs, Pique bœufs |
12 |
Grande Aigrette |
10 |
Milan noir |
9 |
Faucon crécerelle |
8 |
Guifette noire |
8 |
Goéland marin |
7 |
Goéland brun |
6 |
Buse variable |
5 |
Alouette des champs |
4 |
Grèbe castagneux |
4 |
Busard cendré |
3 |
Busard des roseaux |
3 |
Goéland leucophée |
3 |
Guifette moustac |
3 |
Poule-d’eau, Gallinule poule-d’eau |
3 |
Glaréole à collier |
1 |
Sterne naine |
1 |
Limicoles
Comparatifs des effectifs du mois avec le mois précédent et les 5 dernières années pour les espèces de limicoles d’intérêt
![](data:image/png;base64,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)
Détails du comptage mensuel des limicoles par secteur au 6/2021
Avocette élégante |
14 |
0 |
0 |
58 |
0 |
14 |
0 |
74 |
69 |
229 |
Barge à queue noire |
0 |
0 |
6 |
84 |
0 |
176 |
8 |
71 |
0 |
345 |
Barge rousse |
0 |
0 |
0 |
85 |
0 |
0 |
0 |
0 |
0 |
85 |
Bécasseau maubèche |
0 |
0 |
0 |
42 |
0 |
0 |
0 |
1 |
0 |
43 |
Bécasseau sanderling |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
0 |
0 |
1 |
Bécasseau variable |
0 |
0 |
0 |
672 |
0 |
0 |
0 |
0 |
0 |
672 |
Chevalier aboyeur |
1 |
0 |
1 |
1 |
0 |
0 |
0 |
0 |
0 |
3 |
Chevalier culblanc |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
3 |
0 |
3 |
Chevalier gambette |
0 |
0 |
70 |
31 |
0 |
2 |
6 |
23 |
5 |
137 |
Courlis cendré |
0 |
0 |
0 |
98 |
0 |
0 |
0 |
0 |
0 |
98 |
Courlis corlieu |
0 |
0 |
0 |
72 |
0 |
0 |
0 |
0 |
0 |
72 |
Echasse blanche |
14 |
2 |
45 |
6 |
0 |
21 |
8 |
37 |
8 |
141 |
Grand Gravelot |
0 |
0 |
0 |
53 |
0 |
0 |
0 |
0 |
0 |
53 |
Gravelot à collier interrompu, Gravelot de Kent |
0 |
0 |
0 |
0 |
22 |
0 |
0 |
0 |
0 |
22 |
Limicole sp. |
0 |
0 |
0 |
70 |
0 |
0 |
0 |
0 |
0 |
70 |
Petit Gravelot |
2 |
0 |
2 |
0 |
1 |
2 |
0 |
12 |
4 |
23 |
Pluvier argenté |
0 |
0 |
0 |
2304 |
0 |
0 |
0 |
0 |
0 |
2304 |
Tournepierre à collier, Pluvier des Salines |
0 |
0 |
0 |
3 |
0 |
0 |
0 |
0 |
0 |
3 |
Vanneau huppé |
0 |
0 |
83 |
1 |
0 |
12 |
28 |
0 |
5 |
129 |
Sum |
31 |
2 |
207 |
3580 |
24 |
227 |
50 |
221 |
91 |
4433 |
Zoom sur les limicoles comptés mensuellement en baie de l’Aiguillon au 6/2021
Avocette élégante |
0 |
12 |
35 |
1 |
0 |
10 |
0 |
58 |
Barge à queue noire |
19 |
0 |
45 |
0 |
20 |
0 |
0 |
84 |
Barge rousse |
0 |
0 |
0 |
0 |
0 |
85 |
0 |
85 |
Bécasseau maubèche |
0 |
0 |
0 |
0 |
0 |
42 |
0 |
42 |
Bécasseau variable |
50 |
2 |
320 |
160 |
0 |
140 |
0 |
672 |
Chevalier aboyeur |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
Chevalier gambette |
4 |
4 |
0 |
3 |
0 |
12 |
8 |
31 |
Courlis cendré |
45 |
0 |
0 |
0 |
36 |
0 |
17 |
98 |
Courlis corlieu |
35 |
7 |
0 |
0 |
5 |
25 |
0 |
72 |
Echasse blanche |
0 |
0 |
0 |
6 |
0 |
0 |
0 |
6 |
Grand Gravelot |
0 |
23 |
0 |
0 |
0 |
30 |
0 |
53 |
Limicole sp. |
70 |
0 |
0 |
0 |
0 |
0 |
0 |
70 |
Pluvier argenté |
0 |
24 |
950 |
1160 |
0 |
170 |
0 |
2304 |
Tournepierre à collier, Pluvier des Salines |
0 |
0 |
0 |
0 |
0 |
3 |
0 |
3 |
Vanneau huppé |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
Sum |
225 |
72 |
1350 |
1330 |
61 |
517 |
25 |
3580 |
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 6/2021
Canard chipeau |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
3 |
4 |
Canard colvert |
0 |
93 |
0 |
953 |
0 |
46 |
90 |
0 |
128 |
1310 |
Canard pilet |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
0 |
2 |
Canard souchet |
0 |
53 |
0 |
0 |
0 |
8 |
1 |
21 |
0 |
83 |
Cygne tuberculé |
0 |
12 |
4 |
0 |
0 |
21 |
16 |
7 |
74 |
134 |
Oie cendrée |
0 |
0 |
0 |
0 |
0 |
8 |
0 |
0 |
1 |
9 |
Sarcelle à ailes bleues |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
Sarcelle d’été |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
2 |
Sarcelle d’hiver |
0 |
0 |
0 |
0 |
0 |
1 |
0 |
0 |
1 |
2 |
Tadorne de Belon |
17 |
10 |
9 |
2639 |
2 |
26 |
2 |
180 |
29 |
2914 |
Sum |
17 |
170 |
13 |
3592 |
2 |
110 |
110 |
210 |
237 |
4461 |
Zoom sur les anatidés comptés mensuellement en baie de l’Aiguillon au 6/2021
Canard colvert |
0 |
10 |
350 |
0 |
430 |
3 |
0 |
160 |
953 |
Tadorne de Belon |
250 |
269 |
1200 |
323 |
230 |
40 |
182 |
145 |
2639 |
Sum |
250 |
279 |
1550 |
323 |
660 |
43 |
182 |
305 |
3592 |