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Auteur | Message |
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valmer 200 ISO
![200 ISO 200 ISO](https://i.servimg.com/u/f23/20/10/13/75/iso20010.png)
![valmer](https://2img.net/u/2815/13/63/82/avatars/9361-72.jpg)
![Féminin Féminin](https://i.servimg.com/u/f23/20/10/13/75/femme10.png)
55
323
D3200 + 18-55mm
21/01/2014
![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Grand Martin-Pêcheur Dim 16 Nov 2014 - 22:59 | |
| ![Grand Martin-Pêcheur 656761DSC0158](https://2img.net/r/hpimg15/pics/656761DSC0158.jpg) un petit manque de netteté sur la tête peut-être mais contente du fond et du rendu du bleu alors je poste... |
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![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
Jean-Claude V Honneur
![Honneur Honneur](https://i.servimg.com/u/f38/17/25/19/45/teamho10.png)
![Jean-Claude V](https://2img.net/u/2815/13/63/82/avatars/2807-48.jpg)
![Masculin Masculin](https://i.servimg.com/u/f23/20/10/13/75/homme10.png)
75
14831
Nouméa. Nouvelle Calédonie
Nikon D 750 + grip, NiKkor AF 35 mm f/2.0 D, Nikkor AF 50 mm f 1;4, Nikkor 105mm f/2.8, Tamron 24-70 mm f/2.8, Tamron 70-200 mm f/2.8, flash SB 700, Nikon Coolpix P 7800
16/09/2010
![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Re: Grand Martin-Pêcheur Lun 17 Nov 2014 - 3:03 | |
| Petit manque de netteté comme tu le dis. Harmonie des couleurs de l'oiseau et du fond. |
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![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
Henri H Honneur
![Honneur Honneur](https://i.servimg.com/u/f38/17/25/19/45/teamho10.png)
![Henri H](https://2img.net/u/2815/13/63/82/avatars/3727-99.jpg)
![Masculin Masculin](https://i.servimg.com/u/f23/20/10/13/75/homme10.png)
63
12358
Nice
Canon EOS 6D avec Tamron 24-70 F/2,8 et 70-200 F/2,8 - Sony RX 100
Photoshop CS3 (Mac) - CS4 & 5 (Pc) & The Gimp 2.8 - PSPX6
21/02/2011
![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Re: Grand Martin-Pêcheur Lun 17 Nov 2014 - 7:38 | |
| Petite surex sur la tête mais belle harmonie des teintes. |
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![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
zutealors 400 ISO
![400 ISO 400 ISO](https://i.servimg.com/u/f23/20/10/13/75/iso40010.png)
![zutealors](https://2img.net/u/2815/13/63/82/avatars/8770-63.jpg)
![Masculin Masculin](https://i.servimg.com/u/f23/20/10/13/75/homme10.png)
65
550
78
D7100 + grip , Nikon+55-300+35mm 1.8 G + Tamron 17-50 f/2.8 non VC
DxO.Optics.Pro.v9.0.0 + ACDSee pro
22/05/2013
![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Re: Grand Martin-Pêcheur Mar 18 Nov 2014 - 8:08 | |
| Bonjour, c'est pris avec le 18/55????? jolie prise, c'est pas facile de s'approcher des oiseaux..
Dernière édition par zutealors le Mar 18 Nov 2014 - 12:21, édité 1 fois |
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![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
JLBrot 3200 ISO
![3200 ISO 3200 ISO](https://i.servimg.com/u/f23/20/10/13/75/iso32010.png)
![JLBrot](https://2img.net/u/2815/13/63/82/avatars/8570-73.jpg)
![Masculin Masculin](https://i.servimg.com/u/f23/20/10/13/75/homme10.png)
52
4783
Nord (Croix - 59170)
Nikon D7000 & D800 ,Nikkor 28-300 ED VR, TAMRON SP AF 17-50mm F/2,8 XR Di II VC, Nikkor 35mm AF-S 1.8D, Nikkor 85mm AF-S 1.8D
ViewNX 2 & GIMP 2.8
08/04/2013
![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Re: Grand Martin-Pêcheur Mar 18 Nov 2014 - 8:20 | |
| jolie prise.
une photo beaucoup moins serrée avec l'oiseau dans son environnement serait aussi bien agréable |
|
![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
valmer 200 ISO
![200 ISO 200 ISO](https://i.servimg.com/u/f23/20/10/13/75/iso20010.png)
![valmer](https://2img.net/u/2815/13/63/82/avatars/9361-72.jpg)
![Féminin Féminin](https://i.servimg.com/u/f23/20/10/13/75/femme10.png)
55
323
D3200 + 18-55mm
21/01/2014
![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Re: Grand Martin-Pêcheur Ven 21 Nov 2014 - 15:45 | |
| merci de vos comm. avec un 18-55 oui mais dans un parc animalier avec des oiseau moins farouche! Elle date de plusieurs mois cette photo et je suis en tout auto maintenant je ferais autrement |
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![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
gillou44 Champion du monde 2014
![Champion du monde 2014 Champion du monde 2014](https://i.servimg.com/u/f18/19/22/42/02/champi10.png)
![gillou44](https://2img.net/u/2815/13/63/82/avatars/6862-45.jpg)
![Masculin Masculin](https://i.servimg.com/u/f23/20/10/13/75/homme10.png)
78
7201
Sud de la région nantaise
Fujifilm X-S1 & X-S1 + Canon 450D + Nikon D90
14/06/2012
![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Re: Grand Martin-Pêcheur Ven 21 Nov 2014 - 16:28 | |
| Sympa comme image, c'est vrai que comme tu le soulignes dans un parc animalier c'est plus facile. Toujours un soucis de netteté, je me suis permis d'y apporter mon grain de sel... en en rajoutant un peu juste pour te montrer que c'est facile et en 2sec. Je retires à ta demande. ![Grand Martin-Pêcheur 65676110](https://i.servimg.com/u/f59/18/68/57/30/65676110.jpg) |
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![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
leclere 800 ISO
![800 ISO 800 ISO](https://i.servimg.com/u/f23/20/10/13/75/iso80010.png)
![Masculin Masculin](https://i.servimg.com/u/f23/20/10/13/75/homme10.png)
55
1026
02
olympus E-M1 avec 12-40 f/2.8
Photofiltres
12/01/2014
![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Re: Grand Martin-Pêcheur Ven 21 Nov 2014 - 16:35 | |
| Bravo pour la retouche Gilles...meme si la photo etait déja bien belle..Tu fais ça comment? |
|
![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
gillou44 Champion du monde 2014
![Champion du monde 2014 Champion du monde 2014](https://i.servimg.com/u/f18/19/22/42/02/champi10.png)
![gillou44](https://2img.net/u/2815/13/63/82/avatars/6862-45.jpg)
![Masculin Masculin](https://i.servimg.com/u/f23/20/10/13/75/homme10.png)
78
7201
Sud de la région nantaise
Fujifilm X-S1 & X-S1 + Canon 450D + Nikon D90
14/06/2012
![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Re: Grand Martin-Pêcheur Ven 21 Nov 2014 - 16:43 | |
| - leclere a écrit:
- Bravo pour la retouche Gilles...meme si la photo etait déja bien belle..Tu fais ça comment?
J'utilise pour 95% des retouches que je fais sur mes photos le logiciel suivant qui se manipule assez pour ne pas dire très facilement, de plus il est gratuit. ![Grand Martin-Pêcheur J58D8ReqBrv9puKAAAAABJRU5ErkJggg==](data:image/png;base64,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) Toutefois la netteté se fait à la prise de vue, et le numérique permet aussi de ne pas être radins quant au nombre d'images prises. |
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![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
valmer 200 ISO
![200 ISO 200 ISO](https://i.servimg.com/u/f23/20/10/13/75/iso20010.png)
![valmer](https://2img.net/u/2815/13/63/82/avatars/9361-72.jpg)
![Féminin Féminin](https://i.servimg.com/u/f23/20/10/13/75/femme10.png)
55
323
D3200 + 18-55mm
21/01/2014
![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Re: Grand Martin-Pêcheur Sam 22 Nov 2014 - 14:10 | |
| Ce petit logiciel va devenir mon nouveau meilleur ami! Pour la netteté, le tout auto fais des choix qui ne favorise pas toujours la qualité |
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![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
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![Grand Martin-Pêcheur Empty](https://2img.net/i/fa/empty.gif) | Sujet: Re: Grand Martin-Pêcheur ![Grand Martin-Pêcheur Horlog10](https://i.servimg.com/u/f23/20/10/13/75/horlog10.png) | |
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![Aller en bas](https://i.servimg.com/u/f23/20/10/13/75/fleach10.png) | |
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