Contributeurs au comptage:
BARITEAU Jean-Robert, BERGERE Hervé, BLANC Jean-François, BOBINEAU Maxime, BONNIN Pascal, CHAUVEAU Hervé, FROUD Louise, GALLAIS Régis, GILLETTE Christophe, LAGRANGE Paméla, PAYEN Paul, 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), Pointe de l’Aiguillon (RNBA), Pointe Saint-Clément (RNBA), Polder ostréicole (RNBA), 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:
Très mauvaises conditions d’observation à cause de la brume persistante. Les effectifs sont sous estimés sur la baie de l’Aiguillon où toutes les espèces n’ont pas pu être identifiées.
Conditions du comptage
Coefficient: 88
Heure de la pleine mer: 17h25
Heure du comptage: 14h30
Nombre de limicoles comptés au 2/2022: 53164 individus
Bécasseau variable |
19042 |
Vanneau huppé |
7004 |
Pluvier doré |
6307 |
Avocette élégante |
4813 |
Barge sp. |
3640 |
Pluvier argenté |
3285 |
Barge à queue noire |
2321 |
Limicole sp. |
2000 |
Barge rousse |
1750 |
Bécasseau maubèche |
1693 |
Courlis cendré |
756 |
Grand Gravelot |
181 |
Bécasseau sanderling |
112 |
Chevalier gambette |
87 |
Tournepierre à collier, Pluvier des Salines |
83 |
Bécassine des marais |
60 |
Chevalier culblanc |
11 |
Gravelot à collier interrompu, Gravelot de Kent |
9 |
Chevalier arlequin |
5 |
Huîtrier pie |
4 |
Bécassine sourde |
1 |
Nombre d’anatidés comptés au 2/2022: 20173 individus
Tadorne de Belon |
7898 |
Canard colvert |
3682 |
Bernache cravant |
3101 |
Sarcelle d’hiver |
1893 |
Canard souchet |
1511 |
Canard siffleur |
1251 |
Canard pilet |
575 |
Oie cendrée |
216 |
Cygne tuberculé |
28 |
Canard chipeau |
18 |
Autres espèces comptées au 2/2022: 1513 individus
Grue cendrée |
636 |
Foulque macroule |
462 |
Goéland argenté |
75 |
Grande Aigrette |
47 |
Goéland cendré |
45 |
Grand Cormoran |
44 |
Mouette rieuse |
35 |
Aigrette garzette |
28 |
Goéland brun |
20 |
Grèbe castagneux |
19 |
Goéland marin |
16 |
Busard des roseaux |
12 |
Cigogne blanche |
11 |
Goéland leucophée |
11 |
Faucon crécerelle |
10 |
Héron cendré |
9 |
Spatule blanche |
9 |
Héron garde-boeufs, Pique bœufs |
6 |
Buse variable |
5 |
Goéland sp. |
4 |
Poule-d’eau, Gallinule poule-d’eau |
3 |
Busard Saint-Martin |
1 |
Faucon émerillon |
1 |
Faucon pèlerin |
1 |
Flamant rose |
1 |
Mouette mélanocéphale |
1 |
Sterne caspienne |
1 |
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 2/2022
Avocette élégante |
3 |
0 |
0 |
4808 |
0 |
0 |
0 |
0 |
2 |
4813 |
Barge à queue noire |
0 |
8 |
0 |
2217 |
0 |
1 |
0 |
21 |
74 |
2321 |
Barge rousse |
0 |
0 |
0 |
1750 |
0 |
0 |
0 |
0 |
0 |
1750 |
Barge sp. |
0 |
0 |
0 |
3640 |
0 |
0 |
0 |
0 |
0 |
3640 |
Bécasseau maubèche |
0 |
0 |
0 |
1651 |
42 |
0 |
0 |
0 |
0 |
1693 |
Bécasseau sanderling |
0 |
0 |
5 |
0 |
107 |
0 |
0 |
0 |
0 |
112 |
Bécasseau variable |
111 |
12 |
0 |
18153 |
249 |
225 |
0 |
0 |
292 |
19042 |
Bécassine des marais |
0 |
14 |
0 |
4 |
0 |
5 |
18 |
0 |
19 |
60 |
Bécassine sourde |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
1 |
Chevalier arlequin |
0 |
0 |
0 |
5 |
0 |
0 |
0 |
0 |
0 |
5 |
Chevalier culblanc |
0 |
3 |
0 |
0 |
0 |
1 |
1 |
1 |
5 |
11 |
Chevalier gambette |
0 |
0 |
0 |
87 |
0 |
0 |
0 |
0 |
0 |
87 |
Courlis cendré |
0 |
8 |
0 |
715 |
11 |
1 |
0 |
0 |
21 |
756 |
Grand Gravelot |
0 |
0 |
0 |
49 |
0 |
3 |
0 |
0 |
129 |
181 |
Gravelot à collier interrompu, Gravelot de Kent |
0 |
0 |
0 |
0 |
7 |
0 |
0 |
0 |
2 |
9 |
Huîtrier pie |
0 |
0 |
0 |
2 |
2 |
0 |
0 |
0 |
0 |
4 |
Limicole sp. |
2000 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
2000 |
Pluvier argenté |
27 |
0 |
0 |
3164 |
94 |
0 |
0 |
0 |
0 |
3285 |
Pluvier doré |
0 |
1074 |
0 |
540 |
0 |
1 |
42 |
0 |
4650 |
6307 |
Tournepierre à collier, Pluvier des Salines |
0 |
0 |
0 |
48 |
31 |
0 |
0 |
0 |
4 |
83 |
Vanneau huppé |
0 |
2286 |
0 |
577 |
0 |
2385 |
740 |
0 |
1016 |
7004 |
Sum |
2141 |
3406 |
5 |
37410 |
543 |
2622 |
801 |
22 |
6214 |
53164 |
Zoom sur les limicoles comptés mensuellement en baie de l’Aiguillon au 2/2022
Avocette élégante |
1240 |
1230 |
63 |
0 |
700 |
370 |
20 |
230 |
2 |
690 |
263 |
4808 |
Barge à queue noire |
1020 |
65 |
130 |
0 |
0 |
1000 |
0 |
0 |
2 |
0 |
0 |
2217 |
Barge rousse |
1700 |
0 |
0 |
0 |
0 |
50 |
0 |
0 |
0 |
0 |
0 |
1750 |
Barge sp. |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
3200 |
440 |
3640 |
Bécasseau maubèche |
0 |
520 |
0 |
0 |
310 |
700 |
0 |
120 |
0 |
0 |
1 |
1651 |
Bécasseau variable |
1450 |
900 |
1800 |
0 |
553 |
1400 |
1200 |
530 |
620 |
6500 |
3200 |
18153 |
Bécassine des marais |
2 |
0 |
0 |
0 |
0 |
2 |
0 |
0 |
0 |
0 |
0 |
4 |
Chevalier arlequin |
0 |
0 |
4 |
0 |
0 |
1 |
0 |
0 |
0 |
0 |
0 |
5 |
Chevalier gambette |
0 |
0 |
0 |
0 |
0 |
8 |
7 |
12 |
11 |
40 |
9 |
87 |
Courlis cendré |
149 |
25 |
91 |
0 |
2 |
18 |
19 |
101 |
27 |
60 |
223 |
715 |
Grand Gravelot |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
49 |
0 |
0 |
49 |
Huîtrier pie |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
0 |
0 |
0 |
0 |
2 |
Pluvier argenté |
90 |
50 |
0 |
0 |
53 |
200 |
50 |
490 |
121 |
1300 |
810 |
3164 |
Pluvier doré |
0 |
0 |
540 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
0 |
540 |
Tournepierre à collier, Pluvier des Salines |
0 |
0 |
1 |
8 |
0 |
0 |
13 |
0 |
26 |
0 |
0 |
48 |
Vanneau huppé |
0 |
0 |
0 |
0 |
0 |
160 |
0 |
0 |
17 |
0 |
400 |
577 |
Sum |
5651 |
2790 |
2629 |
8 |
1618 |
3909 |
1311 |
1483 |
875 |
11790 |
5346 |
37410 |
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 2/2022
Bernache cravant |
0 |
0 |
0 |
0 |
3101 |
0 |
0 |
0 |
0 |
0 |
3101 |
Canard chipeau |
0 |
0 |
0 |
0 |
0 |
0 |
2 |
0 |
9 |
7 |
18 |
Canard colvert |
0 |
0 |
137 |
12 |
3361 |
11 |
139 |
22 |
0 |
0 |
3682 |
Canard pilet |
0 |
0 |
37 |
0 |
428 |
0 |
39 |
8 |
6 |
57 |
575 |
Canard siffleur |
0 |
0 |
0 |
0 |
274 |
0 |
652 |
120 |
176 |
29 |
1251 |
Canard souchet |
0 |
0 |
15 |
15 |
98 |
0 |
251 |
12 |
63 |
1057 |
1511 |
Cygne tuberculé |
0 |
2 |
10 |
0 |
0 |
0 |
9 |
2 |
0 |
5 |
28 |
Oie cendrée |
0 |
0 |
0 |
0 |
155 |
0 |
32 |
0 |
0 |
29 |
216 |
Sarcelle d’hiver |
0 |
0 |
0 |
0 |
252 |
0 |
790 |
380 |
346 |
125 |
1893 |
Tadorne de Belon |
68 |
0 |
18 |
0 |
7676 |
13 |
3 |
6 |
6 |
108 |
7898 |
Sum |
68 |
2 |
217 |
27 |
15345 |
24 |
1917 |
550 |
606 |
1417 |
20173 |
Zoom sur les anatidés comptés mensuellement en baie de l’Aiguillon au 2/2022
Bernache cravant |
617 |
620 |
803 |
200 |
1 |
130 |
150 |
20 |
440 |
120 |
3101 |
Canard colvert |
442 |
61 |
0 |
2 |
340 |
0 |
210 |
2 |
2300 |
4 |
3361 |
Canard pilet |
0 |
0 |
170 |
4 |
6 |
0 |
68 |
0 |
180 |
0 |
428 |
Canard siffleur |
0 |
0 |
30 |
0 |
4 |
0 |
0 |
0 |
240 |
0 |
274 |
Canard souchet |
0 |
0 |
0 |
0 |
0 |
0 |
38 |
0 |
60 |
0 |
98 |
Oie cendrée |
12 |
0 |
38 |
0 |
15 |
0 |
30 |
0 |
60 |
0 |
155 |
Sarcelle d’hiver |
0 |
0 |
0 |
0 |
152 |
0 |
0 |
0 |
100 |
0 |
252 |
Tadorne de Belon |
652 |
252 |
989 |
885 |
650 |
198 |
220 |
14 |
3700 |
116 |
7676 |
Sum |
1723 |
933 |
2030 |
1091 |
1168 |
328 |
716 |
36 |
7080 |
240 |
15345 |