J'ai posé le caisson avec son objectif Nikkor 16mm F2, 8 fish-eye, au vil de la piscine, sur la déclenchement intervallomètre.
escort belgium Privilégié pareillement, de pouvoir plonger au pied de le plus beau gros-porteur au monde. Le usuel nous pousse fortement & nous devons tout réaliser une main accrochée dans l’hélice. Il n’y période aucun poisson et que de ce bleu infini tout près du bateau.
Ici, à Brighton, sous 1976, mon 1er voiture portait de photographe. (Comme je suis têtu, ces commentaires ont sans suspicion nourri mon obstination à devenir photographe). J'ai existé très critiqué au association photo d'Arras, Pas-de-Calais, pour cette magnifique photo du mon chat. Aujourd’hui on est surpris par ce poids énorme, la top d’assemblage ainsi la luminosité de la visée. Nombre de Contaflex fonctionnent encore à merveille mais aussi demeurent de formidables machines à photographier, mais l'ergonomie était très mauvaise.
Je suis l'un des rares photographes moyen à avoir systématiquement enseigné notre travail. Shoots, développements et impression de plusieurs centaines de photos par semaine. avec tireuse et développeuse Durst sur rouleaux & quelques appareils photo. Différents milliers de photos à travers semaine, imprimées et exposées dans la galerie des photographies.
Sommaire Chaque Instant De La JournéE Contribue à Faire RéGner La Joie Dans Ton Coeur
Appareil photo Nikon connecté en direct via Nikon Camera Control Pro sur mes ordinateurs portables Macintosh. 39 - Un photographe incomparable qui doit avoir bon nombre de matériel d'éclairage sans compter la transport pour assurer en totalité types de prises du vues en mode, annonce, industrie, reportage, événementiel, portraits, presse, sous-marin, et mariage. La planche contact vers négatifs couleur 6x6 centimètre en film 120. Ce ring flash an existé inventé en 1952 par Lester A. Dine de sorte à la photographie dentaire. Grâce à sa forme annulaire, la source se affaire en ce qui concerne l’objectif.
En outre d’atténuer ces ombres et de développer des reflets circulaires dans les yeux du modèle, son unique façon de proposer de la lumière donne au modèle un halo d’ombre en profondeur qui caractérise une photographie de mode. Grâce à Ron Stam, Cees de Kuijer, Ralph Lemarechal et Simon Bosch. C'est pour permettre d'envoyer du la lumière sur un sujet sans qu'elle non soit bloquée grace au accélérée du photographe qui est devant vous. Le extrêmement indispensable Flash dit "cobra" qui se fixe en ce qui concerne l'appareil photo.
![Stéphane Pauwels raconte sa descente aux enfers devant la justice](denied:data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAUDBBAQDg0NDRANDQ8ODQ0NDQ0NDQ0NDg0NDQ0NDQ0NDw0NDRANDQ0ODQ0NDRUNDhERExMTDQ0WGBYSGBASExIBBQUFCAcIDwkJDxIPDw8VEhUVFRUVFRUVEhIVFRUVFRUVFRUSFRUVEhUVFRUVFRUVFRUXFRUVFRUVFRUVFRUVFf/AABEIAWgB4AMBIgACEQEDEQH/xAAdAAABBAMBAQAAAAAAAAAAAAAAAgMEBQYHCAEJ/8QAWRAAAQMCAQYHCAoOCQQCAwAAAQACAwQRIQUGEjFBUQcIE2FxkfAiUoGSobHS0xQyQlN0k7PB0eEVFhcjJTQ1VWJylLLU8RgkM1RzhKK0wkNjgoOjpERkw//EABsBAAIDAQEBAAAAAAAAAAAAAAACAQMEBQYH/8QAPBEAAgECAwUECAYBBAIDAAAAAAECAxEEEiEFMUFRYRMUUnEVIjOBkcHR8AYyQqGx4SMWJJLCNPFTYoL/2gAMAwEAAhEDEQA/AOMkIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAELOBwY1HfweNJ6pLbwXVHf0/jSeqV/dqvhZk7/Q8aMEQs+bwU1Hf0/jyeqSxwS1Pf0/jyepR3ar4WHf6HjRr5C2IOCGp7+m8eX1KWOB2q98pvHl9Sju1XwsO/0PGjXCFsocDFV75S+PL6lLHApVe+Uvjy+oR3ar4WHf6HjRrJC2gOBCr98pfHl9QljgMq/fKTx5vUI7tV8LDv9Dxo1YhbVHARWe+Unxk3qEscAtZ77SfGTeoR3ar4WHf6HjRqdC20OAKs99pPjJv4dKHF/rPfaP4yb+HR3ar4WHf6HjRqNC28OL7W++0fxk38Ovf6Pdb77R/GT/w6O7VfCw7/AEPGjUCFt/8Ao91vvtH8ZP8Aw6P6Pdb77R/GT/w6O7VfCw7/AEPGjUCFtqr4BKtjS981ExrRdznSzAAc59jrF6Pg5neSGPhIB9tpSBp5xeIOsecBZ67VH2nq35mvC/7m/Y+tbfYw1C2ezgRqzogSUpLhf28uHT95wSZeBOqAuZKXXa2nLf5G3lVKxVJ/qRoeFqr9LNZIWy4eBWrN+7phbaXyW8H3m5UhvAVWHU+m8eXz8jZHeqXiQd1q+FmrELa8/ANWDXJSeCSb1FlT5T4KKiP20lMTua+U/wD8bKFiqT3SQLCVfCzAELJZMy5RhpR9bsP9CjTZsyD3UZ6C752KxVYPiQ8NUW+LKNCt3ZvvGstHhPopv7CP3t6z6KfMit05LgViFYjI7t7es/QvXZGdvb1n0UXRGRlahWAyS7e3rP0I+xLt7es/QpIsyvQrIZGdvb1n6Fd5uZiSTnRZLTNdsa98jS7mB5Itv4VEpKO8dUpPcjEkLJ5MyJhI+J+gx7fcvLgXW73uDdQDm6+5BLARhiTr8VKqkXxJdCa4FOhXFTm89pAJZjqN3W/dQzN55IF2Y87reRqnOiFRm+BToWQfanJ30fW70E4MzZdelF4zvQSOtBcS1YSs90WY2hZIMzZe+i8Z/oLz7TpO+i63+go7xT5onuNfwsxxCyP7T5e+i63+gj7Tpe+j63egjvFPmg7lX8LMcQsiOaEnfRdbvQXozPl76Prd6CO8U+aDuVfwsxxCyL7T5e+j63egvRmfL30fW70Ed4p80Hcq/hZjiFkn2nS99H1u9BeHM6Xvo+t3oI7xT5oO5V/CzHELI/tPl76Prd6C8+1CXfH1u9BHeKfNB3Kt4WY6hZCc0pO+j63egj7UJd8fW70EdvT5oO5VvCzHkLIDmnJvj63egvDmpJvj63eip7eHMjudbwsoEK++1WTvo+t3oLz7V5O+j63eijtocyO6VfCzekZUiMqGwqRGV6o+dEyNykRuUONy3LwZ8DbaykhqjUSRmTlO4bGxwGhK+PWTc30L+FVVasaavIvw+GnWeWG81dGVJjct3Di9M/vcvxMfpLTWcNByNTUU+kXiCZ0YeQAXBtsSBgD0JaWIhUdollfBVaMc01p5nkblIjcq+SWzSdwJ6lvSj4DWlrXeypBpNBtyTMLi/fKateNO2biLh8JUr3ycDUcZT7Ctut4DG/3qT4lnpJY4EG/3qT4lnpKrvtLr8DT6JxHJfE1Mwp9hT2dWTPY9VPTaRkEXJ2eQGk6cTJNQwFtO3gUVhWmMlJXXEwVIOEnF70SmFPNKjNcs4zI4PJahrZXu5CJ1izudKSRp900GwY06w517jHRsQStSrGmryY9GhOtLLBXMVaU41bhp+CqlAs7l3ne6ZwPVHojyJut4KKcj72+eI7CJNMeESBxPgIWbv9PqdD0PWtvj8f6NRqpzmzhjp26UhxPtWNxc88w2D9I2HmVpw05IqsnQmVrBURk6Pshos2EuIDTNFcuGkSAHAlpOBLSWg6BoYnz1EQle5zppooy84lokkay42dyDcNwGxYsfteNFZaesn8F9Tp7I/Dc8Q3Ou8sI77b5eXJdfgTs4s4JKlwMvcsBu2IHuRznvnfpHwWV9mpQXAcRYbBuC3XT8V6IG/syd3MYYredP5z8DLaalqJ21Ej+RhllDDEwBxjYXBtwbgG1rrzFbC4irJzqavzPaUsXhaNNUqKypbkka4ZKGqBXOAcDe53HUOhbB4M+DwVscjnyui5N7WhrWNde7GvuSSO+WXS8A8Z//ACX/ABLPSU08LNxuhJ4umpWb1NOU1e3C+PMN/OpeUMrktOpgA2YAc5Vvn3kSOgn9jh3KDkWS6RbZxL3SNtYX1aF786suDngtFfT+ynVD4tKSWMRtjY5oDHaINyQSTrRCi3PLbVFkq8FBTe5mpMo50OGlbVtcdvQsSyhWF5vqGy5XTdTxZYnWvVzYbORj+lc7cLuRRR11TSB5kbAY2teQGlwfDHL7UYCxfbDcrJ0ZQV2h6GIpVJWi9TDsqzn2otfzKuMNteLusBZTmPmlUV0zaekj5R5BcSe5ZGwGxkkfY6DASMcSTYAOJsumcy+KtTMaDWzzVMh9s2K0EQ5h7aV1tWlptvb2o1K2lCUtxXia1ODtJ68jjl1CScelRpormwHhXe83FtyURbkpxuIq6i48BkLesLW3CLxT7NdJk2oc5wBPsaqDe75mVEbWaB12EjHAki7mgXV6pzRi7xRk+K8zkx8YGAxO25Ud8KvcvZPdDI+GVjopY3FkkbxovY8awR0WIIuCCCCQQVsTi88FDMqzVUUk0lPyEcUgdGxjnO5Rz2kHT1W0PKphNt2JqU1FZuBpssXj2bu3boXZH9Dqn/v1V8TB9C1HxgOBqPJclHHFNLU+ymVLjyrGNLOQMAAboa9LlTr1aPOrm3FXMsVGTsjSkDLjZr3pyIkOwwIOGP0LdnFs4FI8qMrHSTy0/seWNgbGxjtLTYXEnT1EEWwW2G8Tunvf2dUnphhUtuSHzRpyszmmmyry7WsmOk5g7iT3Qtqx2qLlrJjnYjuiBiRhfp1YrqSn4ocLTpNrqm/PDER1AtPlTNTxW5mXMNdFJuZLSui8BkZPJ1iPwLI6U07o1RxVJqzZyPTSaQMbteoX1tPNzJp0RGBwLfN9C2VwtcG89LLoTRmGQgujIOlFOG63RSAWda4uw2c24u0XF6Lg3yH7NyhR0cjnQmaQxSPADnNAjkfcNdhrYBjvTQd9GEkksyd0UOTqq40D4DuUuNxGxdSt4ndPe4rqn4mH6FLZxSocP69UHnMMN0s8PJ7hqWOhHezloWtdJMoXVbeKdD/fag9MMS5aqqZoJ1mznNvbcSPmWOpQcN508Pi4VrqPAjPmC9M3NdDnjcUGRVWRpSElx3duheYnpGCUZTuXjpHKcrC4prTdecmV4wm68sdvb6EWA9MR7dro5NAjO0odGdaiwCeT5146PXj5Ut0BwK8dDbf0X1qUKNuHOkklOuh50l0KZJCsZsUlwT3sfnXhp+25NoIyO5iVoJz2P0/NdJ5FMrCOLM8jKkRlQ2FPxle9Pi5MjK6+4uP5JpP8x/uplx7G5dgcW/8AJNJ/mP8AdTLBtD8i8zsbF9q/L5o2GVxtwin8I5Q+FSfMuyXLjLhHP4Ryh8Kk+ZZ8B+d+Ru2z7Fea+ZUVR7h36p8y7cyV/Zx/qM/dC4eqz3D/ANV3mXcOSv7OP9Rn7oVu0P0+/wCRn2J+v3fMkEqF9mIffYvjGfSnso+0f+o790riXIFAzko+4b7Ruwbllw+H7W+trHQxuN7vbS97mw+FGYOynWuaQ4E09i0gg2pogcRgqZhUCliDRZoAG4KUxy7NOGWKjyPLV6naTc912XWbNCJainhdi2SZjXDewHSePCxpC6iYNy5o4NX2r6Mn31w8JikA8pAXS4XM2g/XS6HoNjJdk31+RjPCVnpFQQeyJg5wL2xta0gFziHO1uIDQGsc4nmsLkgKXmHnNHWUsNXDpCOZpc0OsHAhxY5ptcXa5rh4FrbjeZpzVWTmGnY6V9NUsqXRMBc+SMRTRPDGjFzm8qJNEXJDHAAkgLB+Anh3ydSZNpqWeSYSxcsHhlPK9o055ZG2c1pae5cOg4LmSqqMsr003nfhhpThni7u9rJbup0dnHkpk8M1PKA5k0UkTwdrZGlp8h1r56cHrD7IpdK+k2sp2npbUMB8oK61j4y+SjgJKj9kn9Bcz5kHlKqNzfaezY5Gm2JDqkOF92B2rn46UZONmm7nU2dCcFNSTStx9536sa4VfyfX/BKj5JyyVYxwsOtk6vO6jqPknLpS3M40d6MQ4t77w1J/7zPkWLay0/xXr8hVX2zst0cixbgVeH9mizEe0ZzbximD7Ik2xNFAL7hytR9K2JxZj+DW/wCPUa/8QrXvGB/KdsSPYUBI2f2tRr6lsbi3z6WT2nAff6gC2GqQhZaS/wBxLyZsrf8Aix8/qbKXEfGDyI12V8pSyuwD4NCMa3f1SAXPNcal24uN+G+maMrZRleb93DoN6KSDFNtC/Z6cw2X7X3P5G9OLBmo2nydFLohstWBUSnboOvyEe8BkRadHVpukPultRY9wZ/iFB8Dpj1wsKyErXTjlil0MNaTlNt8WapzC4caesyhNk6OGdhjfPGyd/J8nK6mcWyBoa8vAOi57SRi0YhpwW1lx1xfIQMr0pFsZa5x6XQ1BK7FVdCr2ib6tF2KoqlJJcUmcp8e7NNgNFlBoAe97qOYge37h80BPOwMmbpayHNGpotE4h0VqnKB309P5JJfpWyOOnT6WSmnvayncOkiRvmcVgPEcZapr/8AAp/lJVTKVq6XP+zVTV8HJ8tP3R1auXeO3HeryPu0K6/hNJiuolzbxwiPZWSgRe8ddr33pVbinam2ZsCr1o/fAf4k9MGjKgabgzwG/wD63rotaC4nsOiMogYffYDb/wAJFv1ThnemmRjVatJfe4xTOThFo6aphoqiYRTzta6JrmSaDg97o2XlDDE0ue0tAe4Y23hZWuQ+Oa+2U6cjW2hhdzi1VU4josuvAnjO8muRXUpZYxl4rmvOMVm22pyXV3aC+CJ9VA73TZYGOeNE7NNodEf0XuXI3AC1j8sZOk1ObOfDeGUavCu4s+m3pKsHbS1A64nrhji7QfhfJp2ibVzGGVU1tJxNWFd6U1yXyPoCmqqoa0aT3Na0a3OIaBfAYkgYnBOhab46I/ANaDj3dH/vadaWzBFXdjan2ch9+h+NZ6S+clE0PfINdnyXF9mmbFYU2ibrDW+KFkOS5yLPYbFuB6Ofeufip515HbwNLsm3feS3w4nbsSeRCsaloe0PZgTg4c+9U8zSD0bVzkup2U1YdcBquh0rdSiAL3RT9muLIzIk+yB/JNmo2JoMShFrQ6ceYZj01H8knlj2+deuaNfgx12RghRiRcbbIbFBceft04L17xZJdInyxIbPHE7z28C8JK9Eq8MyZRQtxsvK9uUCQ7u3zr0y81huwU5EK2I0ikueUsycyQX7beRNGCEbM3Y5PsKisKeYV7w+Lkxjl2JxbvyTR/5j/dTLjZhXZHFs/JFH/mP91MsG0PyLzOxsX2svL5o2I5cX8JR/CWUPhUnzLtArivhMP4Syj8Kk+ZZ8B7R+Ru2z7Fea+ZS1bu4d+qfMu5slf2cf6jP3QuFat3cO/VPmXdWSf7OP/DZ+6FbtD9Pv+Rn2J+v3fMemjuCDqIIPQRZavpuAujaA1r6uwAA++s1D/wBS2jK8AEnUASega1r+LhpyYQCKm4OIPseq9SsFNzX5L+47FeNKVu0t0uaGzgoxFU1MDS4thmdGwuILi0WtcgAE+AJphXmdeVY31VZUMdeKSd8jHkFt2EDGzgHDoIC1vnRnmXXjhu1uov1F3RuHPrXVqYqFCkpVHrbdxbPO0NnVcZiJU6C0u9f0pdX93Mpy/n2KZ7HQWkmikZIMbMaY3B1nEb7WsNhXYmYmdENZTRVdO4OjlaDa40mO93E8e5kjddrm7wvnGCsq4OM/KnJ8vK0kgAcRy0D7mGcDCz2+5eBqlYQ4YC5F2nzdTakqtS8lZcOn1Pd0fw/DD0ctN3lvbfH3cOn7s+hy1Jwv8BNLXac0YFJVm55eNgLJXf8AfiBAkv74NGQYd0QNE2PA/wAMtLlECNp5CqDbvpZHDSNvbOidgJmDe0BwFtJrbhbKWi0akeaMadShPS8Wj54Z3ZlVFFOKWpj0JXn729pLopmAgF8T7DSaLi4sHNuNJrSQtiZk5HEToQ723LQY7P7Vi6rz8zUirITDK0Eg6cUlu6hlA7iRp1gjURqc0lpuCQubIA4SQtcLPbVRRvG58c7WvHgLSFyK2E7Oomtx2aeP7Wm096Os1jHCx+Tq/wCB1PyTlk6xnhYH4Or/AIHUfJOXYn+VnCjvRhPFkP3ipv78z5Fi24tScWZtoaof95nyLFttV4f2aLcT7RnOnGCdbKDgMCaKAE7bcrUYLYPFwbbJzQPf5/lCtTcZqptlQAazRU/y1Sts8XA/g9v+PP8AvrJS/wDJl5fQ2Vl/tYvr9TZS4f4yVYRlWvaNr4R10sC7gK4Z4wovlvKA/TgP/wBSBNtD2fvDZXtX5P5HYnBiPwfQD/8ASpfkI1kSx/g0/EKD4HS/IMWQLdHcc6f5mcS8FOXWUtfHVz6XIxSVOmWNL3DTZNG2zRr7pw8C3z/SOybvqv2Z/wBK5npaJ7wWRskle+aXRjia573aLnONmtBcbNBcbDUCp0mZdWHtcKOtttHsWf1a4NPE1aV1BXV3wZ6Srg6NW0qkrOy4o2Zw9cK9JX0YpqblzJy8Mn3yFzG6LC7SNybbdSVxOKXRqq/ngg+UkWr8qZuTxESS09REy+iXSQyRt0jqF3NAudy3LxUov6xVu76CLySPTUa86mJi5q3/AKYmIoU6OEnGm7rT+UdELmnjosPLZMePctrL9BNN9C6WXOnHCiPK5OcPcsq7jeCab6F1MX7JnHwPto/fAtOKKe5ryNslOf8ARIt7rn7ibzXblHmlpx/okXQKnCeyiGO9vL74HIXHH/K0AOo5Oj/3NSuvQuTOOJT3ylA7dQRj/wCxUldZBLRf+SfuGxHsafk/5KjPb8Uqvg0/yT1w/wAX+C2WMnE++4fEyLuDPf8AFKr4NP8AJPXGnABSl2UMmyd7MBfm5GQfOq8U/wDJDz+hbgl/jqeXyZ3GFjvCPmdDX0slFU6fJSmMu5N2g/73I2VtnWNu6YNmq6yIKozwzlgpIH1NU/koWFge/Re+xe9rG9zG1zjd7mjAHWtrOcr30NKZW4ruTI4pXtdW3ZG94vO0i7Wki/3rHELjihFg07HNHRj8y7py/wAP2SHQzMbVgufFI1o9j1Yu5zCALmCwud64khpjybOZoFugLDinHS1jsbPU23nvw3+8ntcWjDV501lBwI0hu1LyEEt8iS9uFty59jsRZDbsXhkASZLeBNaA235kyiiXIcfU7k26bevAxuxAsmyoi7PQguHY9ghrQkPKjKhWz1xC8vh2+hedsF487k2Ui4t7xhsXpOxILSnAxPYgaJ5kkuKd5MpQjO/6kaC5WR7lBunxGklm9MmhXFmWsKfYVFYU8wr3R8ZJTCuy+LV+SKP/ADH+6mXGLHLs3i0fkij/AMx/up1g2h+ReZ2Ni+1l5fNGxiuKOE4/hLKPwuT5l2wVqrOHgKpJ55qh8tW188hkeGSRBoc7XogwEgYaiSsWFqxpyvLkdbaOGnXpqMOZy5VnuH/qnzLu/JP9nH/hs/dC444bM2I6KrfSwukez2LHNeUtc7Se6ZpF2MYLWjGzaV2Nkn+zj/w2fuhX42anGMlxv8jHsmm6c6kHvVvmKyj7R/6jv3SuEGZZjhp43yEDuG2HunG2oBd6Tx3BadRBHWLLQdZxT8nPIL58pOIAAvPBgBsA9i2A6FnoYjsk7K7e43YrBLESjmdoq97b+G76nIucedr5jj3LPcsHkJ3nyedVHsrnWyOMtwc0+TKyGmpnTPbJStnJnex7tMyyxkAsYwaNmNNrE3vitZx22j5lzMRecs03dnpsDGNKmoUUox5fN831My4Iadk2UaCGZokjlqomSMdqewnFpG5dwjgUyT/cabxT6S4V4N8ptgrqCc4COspnvOoCMTMEh8DNI+BfSsKcPGLT0KtoTnGS1a04HLXG4zCo6Khp6iip46WYV8LRNBpMkaORqH9y8O0mnSY1wIIILQtq8WHPSWuyZHNUO05opJKeV9gC8xkFj3AYabonxl1rAu0iAL2XnGczJmr8n8jSta+aOoinYxzms09DSY5oc6zWu0JHEXIBta+KXxacyJqDJ/I1Ia2aSeSd7GuDxHpNYxrNJvcuOhG0nRJF3EAm11Yk1U0WljPKcZUPWd5X99vobOXMOeLAzKU4Gr2fE7oMj4nuPW4ldPFcmZ8V+lXV0o7oNqzo22mDRYf9UZVWLaUV5i4RXk/I6zWNcKp/B9f8EqPknLIaWcOa17SHNc0Oa4ai1wuCOYg3VXnxkt09JV07LB01NPCwnUHSROY0nmBIWmWqZmjvNd8WWXShqj/32D/4WLbi11wB5sT0tNI2pYI5JJtMMDmvswRxsBLmEtuS1xwJwt0LYqSgmoJMtrtOo2jlXjQ3+yoI/uVP8tVLbfFk/JrP8eo+UK1Hw71QlytUBpuIYYITtGkA6Vw8HKgHnB3Lb3FpH4Ob/j1HyhXPoSvipeT/AJR0cQrYOHmv4Zs1cM8YdtstZQP6cH+0gXcy4t4fGXyrlIWx04SD/lIArdpO1JeYmyF/mfk/kdYcGJ/B9B8CpfkGLIlgPF5ymJclUJvjHD7HdvDqdxhN+nQDhvBB2rPittN3in0Rz6scs2nwbOQeAJv4Vo/8StvzHkKjqXX1lobgq4LKmnykZ5mtbDDJVuikEjXcqJi9sdmg6bTychLtMCxBAvrW+VnwcJQi1LTVmrH1IzmnF39VGqeNIR9j2g7aqAdPtz5gsV4r1OW1FWDq5CK3xj1acbCvbyNHTl1nSVDprfoQxOacN2lM3qKg8WCW81SDjaGPH/zcqZq+Kj0X1LaemEl1fzRvoLnrjcyWlyffVoVd+umXQoXNvHMn0ZcnW97rOj21MtOK9kzPgVevH74FzxQ4ABlDR1GSnP8AokW+VoTiey3jrr9/T/uSLfaMJ7KIY728vvgcw8a2K9fHf+4xdfsioXTwWsuEbgxdWV0NSZWMhjiiY9mgXSP5OaSUgG4aA4PDdI3tibFbNRSg1OTfGwtaopU4RXC9yoz0/Far4NP8k5ce8X2t/CFCzfKCOnk3rrvhEqAyirXnU2kqHHwRPXGnA1FoZYyY0ajMR/8ADKVTivaQ8zVgV/iqeXyZ3SFqbjcfkWr/AF6T/dwLbIWO8I+Z8VfSyUc5kbHIYy50TmteDFIyVti5rgO6YL4HC+rWtk1eLRz6cssk3waPnRLTbedXsdL97BsdWtdUf0XqC1uWr/jYP4ZaHy1k9kNRVUbbuZT1MsLC83eWMcWt0iAGk2GNgBzLkVaM6au7HoKGKhVdo3MCoIxdzCdeIO4puqht9Kl5Ug0JCNWOHQnXtBb4FRdmtMxrQx+nWvCU5I+xKasrU2h1YA1ehLA7dtaS4IuTYAV4dWpKKMEuoWGw7mHN2K8JP8k4GryylMgTbeUJdk2/tgmTFPWlDnJJ/mvD5NiG2wAlNu2Jyy8cpQrMlYU8wqM0p1pXvj4qSmFdW8X/AD8oYcl0sM9ZRwys5fTilqYY3t0qmZzdJjnhwu0hwuMQQVycwp1rRzKivR7VWvY14PFvDyckr3Vjun7p+Tfzhk/9sp/WI+6fk384ZP8A2yn9YuHGMG4L2sqWRtL5CGtHNiTuaNbjzBZPR68R0ltqTdlC7ZsvjIZahnr3y00sU8fsGJpkhkZIzSa+oLm6bCW3AcCRfC4XQ+TOFrJQjjBylk0EMYCDXU1wQ0f91fO7OLOR0t2t7iO/tBrdzvI179HUOfWqMBZMRVi0oR1UePM6uBwlROVSpZOdtOXv5n02+65kr85ZM/bqb1qPuuZK/OWTP26m9avmTZOxQ46llcjpKjfib945GctPU5Rp5KSeCqY2haxz6eWOZrX8vM7RLo3OAdZwNjjYjetNByhRCykRv7DDzLLU1dzq4b1IpEnWCDqIxHTguruAPjGRCKOjyq4xPjaI461wJilY0Wby5FzFKBYGQjQdYuLmk2PJ7elSGBUxm6bujTUoRrxtI+m+SMrRTND4JIpmHEPikZI0jeHMJCeraxjBpSOaxo1ue4NA8LiAvmOyhZfS0W3762O44jEYLP8Ag5yFHflHNDnag4i5AGNsfCpe0EtLGGWyra5v2/s6m4SeGKKNjoqEieYggTNxghvhp6ZwlcNbWsu0kd0RqOhqOTRaS65te5OJc46yTtJJuSplabg2sPoCx/KlZbRYOk8/hWWtXlUepdh8NGG43BwT8KopI2U1bpGHHkZ2AvMLCf7ORg7sxtNw1zA4tFm2sLjemQc4IJ2h9PNFM07Y3tfbpANweY2IXF0sukWjfsSMvZNa4NaWNNsbkC+CantCUFZq4Vdmxm7p2O5J5g0FziGgay4gAdJOC1Pwl8NlPC10VE5lXUkFo5Mh8EJ1ackje5cW+9MJcSADoA6S5iZklhbg1pN7AnG2+1+hWNNR6LRogAg90pntJtWirCw2Uou85XJGRSdKR8hc973Oe959s+R5LnOO8ucSfCt98BedtJBRCOeppoX8tM7QlnjjfZzyQdF7gbEaitKZEsdIa76rp11ENuJusdGs6U8+814ijGrBQvax1C7hHyf/AH6h/aoPTXMHCvPHNlKsmheyWOR8WjJG4PY+1PC0lrmktNiCMNoKrqumAka0gAHDUMU/S0w0pG6g0XCbFYyVaGW1hMJg40J5k76F5wQ8ID8mySMka6SklcHvayxfFJYN5VgJAcC0APjuL6IIxBD+ls1c9aSqaHU1RFLf3AeBI3mdE60jDzOaCuS6todHjhsuFhuduTmht7B4wvhdNhcbOmsr1Q2J2fCs86dn/J9BSVheeXCbSUwI5Rs8upsEBbI8nYHEHRiHO8jDUCcFyNm0Y+S9oHttq3eAq4gygxsei0NBxIsLWXRljHlukc9bNtL1noeZ+ZdkrJpJ53Bslg1jG3LIY23LY2nWcSSXnFziTgLAZfxYc44KaerNXPDTh0MTWOnmZE17g95IaXuAJAIJAWsKio7oHnx7fWvMpQNA0tYNvAehc2OIcJ53qzqzwsZ0uzWiOzo+EjJx1V1CeirgP/Nc98bHOOnqpKA0k8FSI21QkMEscwYXmn0Q7k3O0b6LrX12O5YZkalb3ZsPa3w2p92Rm6AeABpDEDfv6VZX2g5xcbbzPh9nRpVFLNuNgcVPOqmpmVraqppqcukhLBPNHEXBrH3LRI4aQBIuRquFu9vCXk46q+gP+bg9YuH5qWznbuhTm0+izEDHtipo4+UIKKS0LMRsuNWbnmtc7RPCbk3+/wBB+1wesTdZwo5OZ7atpN9mzxvJ6GsLnHwBcVQPALGWB0neRSeENw02ho0bNGrar47Qk+CMr2TFfqZuPhk4aY6v8H0WnyTyDUVL2mMPY0h3JRMdZ9nOA0nvDe5BaAdIubqng1ynHFlailmeyGKKoJfJI9rGMbyUg0nPcQ1ouQLk7Vg1HXESX22OtQsoVwudLG53qqU5zmpPgbI4eFOm4LifQE8LOS/zlk39tpvWLz7reSvzlk39upvWr56teHBzDsCx+Q2dYiy6Ua7fA5E8DFP8x9Kzws5K/OWTf22m9YuLM8stMflPKMkcjXxvrJnxyRuD2SMc8kOa5pIc07CMCtcOqriy8opbOA5x1Eqmu3ONmaMNRjTldMzzOcAuDxqsOtUdPUWJB2qwzimAaADe4H1rHWzLIoG+6PKvBxvtK9svMoOGHg2nybl4D2+tRKJZB3FtKCjS1JN1WXpi9y8c7tYoJQ8qAueluCSGL3FBKlEM8SXIXmgpQp4UmyU5qTdMKeuSHakO7YpIATJMVsyFhTrSmGlOsK98fFiQwp5hTNOwnAdhvO4DeqLLudAbdlOQ522bW1u8Rg6z+mcN29JOcYK8tPn5F1ChOtLJBXf7Lz+/Iucu5bZCLO7uQ6owdW4vPuRzaz5Vr7KuU3yu0pDc6hbBrRua3UB5Ttuoj7k3NySbkk3JJ2knEk7160LjYnFSq6bly+p6vA7Ohh9d8uf05L7Z6QvdFF15pLIdNDjRt/mnWFRg5KaUrLoysTWPxPb+aeY7t2wUKE27fOpDCqJRNdOZPapETlAjcn4VmnE30pllEVtbNUaEIvbV4VrjMvJ+nJe2DcStlZNptNzWN2nHmXPk/WLqj0LCd2jHjfSccDzLEqqU6eO+wWX5ab3ej3otzX2lUHsEuJIGAwvzpaktBaKSJVGy0jAPCrbKMOD3bgpGQsmYF51tFsVPmo7QPO06lVZsmdVJlLQ5PtEw7Tct50jLIswkayMelW2VXcmyK+xvVzKmyk/SxbgHix7fSnjCwqm5FlkkWbD+rid6CTpG2q6rclVBEmicW6Nm8yv6BosduOPMpZD0GMtUoOg69nMIJ5xuTdeRd8gtYtwXmcUpGI13AHOFFyhD3B5xe3zKLJEw1ImTJ9JjmnnUJ8Q5Fwfja9rqRkAHQOzWo+UXjuR419iVNXNEUY7m0XNk0Gk6LvJzKxrwC7QIsb4ON7FVb6jk332X6wrDKmVGO0S211em2glEuJsl4XtazQd91X5TpiC0jEOGpZBkWs5WEgYuaMehR6p4LYwMbaztH1KmUXfUhTH83X4P0tVreBT5asNGha41i6o8qVGgLNx0tZChx1ZIB121jUbKbIh023cerQ03cNe5RIp9Jpa6w5yNq9qZbYjbqVXNONuB3JLLgaESMjx3lA1217FV52VN3uOsNNhvwT9PWgEnVsWP5VqtJ1rXutNOJXIjZud1I+V2oCwHOolVkkvkABsC7E7lYxTgAN3HHYnIagWeduxXqbRROmpGPTUjmSuDTe2vn6N6h5XhN7j6P5K/pnguubeFM5YYCOlaaVW7MtWhZGOMfgVLpB7UnpwKh6GsedSKEYm+paJamOLaZb5UrdLR5gmqcquZLdx8m761Oo8e3zbPAqJKxojIKpycL8AmcpjAdPbpXp1BLK1i+mx2N5S9NNAL1oVDSNGYd014XJF16q2ibiy/qXmmkAYr1zdadJA2F14X869A6fp+ZIfgpyxIB5SWlLd25kk9ip0FbPLLwtSiUAJkKy8aU+SGtMkhDGDW47T3rQMXO5gouU61kAvL3TyLthBseYvPuG82srCcsZUfK7SkN7YNaMGsG5rdg59ZtiSvaV8RGlpvfLl5/Q+TYLATxGu6HPn5fXd5lnnDnIZAWR3ji3e6fzvcP3BgOfWqMPSF6CuRUqSm7yZ6qhQhRjlgrL7382KuhCAVU0Xpi7IAH1rwDsfqXrWpGOg0ksPQQvWlQWRFRvT7XplqcYq5I0QY/G7wKRHIozQnms82tZau420WbL4KI7RSyb3W8Cz7NMhrZJbasB0rFc0RajYALEk22X1q+ogeTYzvnXcudbU0zehZZEg03l7vdApykobNuNr/AJ1Y08YaCBrDD5lBbU2iZvDr+VN2dylTfAtIj3Dh+kOpe5TtyVh3yqq2u121EX8Kh/ZXuCPIpyJAotsbzkqLtGN8FjlHWdw64vsH8knOCqJtom11Flqu5DW6tp51nqSsb6VPQsYZu6jA12xO5ZA6u0Glgx0iCXbVizpLY7bKyjfdocNuB+dVxmPOmmWbpQ5wcTg0DHn3KXM3SZ2xUHJMQLnbgApoF9WpvlTPUrypbitY6wIHOsOyrXku0Wi4viedZfl84Wb3IOs6ljGVcqtYQGNBw1bCfOpprUvja2pjuUw5zdxBsFChpja2kbjWk5WqXguBNicbY3HQqOnmcdOxtYY46/rW7s5WK3Xp3sbGzUndFJcElrxZ42Yq+FSG6QxvraebzLAckSyclp3LgRbb5leZEr9MAHWO1lmnfiOop6lzRy39tiCbJjK9KY3aQvb6VLzfFnhrh3JPlWdzZD0mODrG4wNlS7k51HRmtmvu0nHHqVHld2ON7jb8yyzI+TrmRh9zc9W5UmcmSgMR4cbqYNXHe4xmat2eBQpZ7c5S5Rjh5/mVfOBe9ze/bnW+CM85WHoN52p2IAk32atXbrVdVyEWFrdajU1zE+XTaHB2jyWOkR32At5VeqTZkliox3lpKLYjb21Joz4W2qrY92jpY+VP00t1OTKI6ynuPHxY9u3UpU8NgOhOxCwufOmKuS5t27dCZSZVKKRBYrbJJVTI3FWNG+wAUyVxISHK3EApGmmqqoubdvrSuTG89erwKrKXxkOafbavTKo7mhJ5Ptq8yVxLVUJPKpQlTLIxtKcYWhK4odSYS1C8FQvQ5qHSjYEWRN2J5bmXjp0aR3eBeFp3KUkJKbE8vs6uZeCbt2+hBavGsupsivPIQ6oP1/Ugy9jj5sE66PBN6KdWFvIx9zy4lziXEm5JxJO83xXgCS0bNi9Pa67DPMR0FJQPa3YJAK97cyUsFjr86Ue2xNhyW070rQyFaXUlApoPStNK0SmONSg1NNevWPSuJZGY6DinmKMno0jL4O5KjVxm/QOleI26r3cebmVXQ0hdrwA1rYOa1JoDSGHnXPr1OB1KEXYzKlaA1rABZgsrWBmiATvVLk4kjmGJTeWctXIGGGoDZZZUi6SuZC7Kly8DUQoT5iMPCFTUVXjc2x184T1fWAnDoRKQ0aRInqFXyT3vimKqoOwpp/tbqiU9TTGmkQ8pz2ttx8iRkB2kXAY436FGqX6Vxq59yyLJFMyGFwGLnC5cdd0k3oOiTLCCLC25FE/HQG/HtsRkgXYHHyqyzDyfpvmcd9huVSTJbstSwyNFi7oUn2MSSB4VcUWTMSd2vtqU+nphe+xaY0pMxSrK5huWcmktaNm1Y5JStjlu4YAXw1rZFWzSdcDBuAWIZZyYXvdhgBr59ylRyO5opzU1Y1lnXQmR7pIwSL+122VBQZIe5xABN8L21c3OtrVWRjot0QQNvSotTQFuAure8PcN3VN3PKPJmhCIwBq5te1M0Gb2k4PB0La+fevByl7AXWT5sZJc4tLycdQ/mqXeTLbZEOwUWg4HWMNazxlUOTLtgaobqHUHbNXMn2UILNDZt51YoWRzas1KRgmbkTnPleALEkBVWd9Bog8977itiZMpQzSttOpY3nzCNByqcGmbqc0zVMVOCPOqmrpAHAtGAKuqiLFQ6qnvzK2MmiydNMg5fhD2gt1jwKogyM+1rW0tptYDfzq/ZRnAKS6DVrw1arLVHEWMM8FGTuVtfQNbGGDWNZ51W0mTyMbK/NDc+FWEVJbBJPEjxwkYmPHJrncyrcow2eG67WxWc8ngQNaxHOBlpN2CspVMxRXppFY8YlNmosOfcvZZRioL39a2xic2UrEppUmJ6iUYU5sW3eqpl1J3DRSwxJjl2bVI6FRJm2CR5yXY7+b60oMXl0uyqbLbCQlaWtJLk0JEyQrFucjTSHPQ4lSkRcVIT9aSF5YrwsKmwrYrSKHOSHM6V45h/l86ZIi5irexS2pxjBv8O3oXugu0zyiiNtXp8Kd5JHJpbjpDbSlWS9BGiobJyiAF7ZL0UoJbk2ENCW0L0BLYUkpF0ID0EV1a5NoG3Gm6+4BRqSp3q5oKxuFwsNWcuB1MPTjxLrJlKy+Iw7bFkFK+7g0W3cyxU17b2b4BtWSZIl0QXYXssEr8ToRXIu5KrRboC11Qy2Dr6/pSjU63HWVWio1lKy2EScw3eMcOnBSeW1jsFUxT4jerIzNGJJPMqWXpDzm4XOpecoOTcepV81aXm2poTFbVnCOMXc42A2DnKXLchssslZLL3aQF7DXsurapjay5kcHG2DR86KLKQhjEYsXW7t3Pu6FjElUSbnEl2vpT9mxVJmaU0Ze1rWjULm2wLM8yaPQYd7ioOS6QMiaBiXAX2LKKCENaANyuoU9bmbEVdLEprLeFBgJw1DavWqRGuhGFzmuQ3FSACwTX2JBvcKfGbFPSzix86mWHiwjWknoYzlWgBbo7Aqmqyc21jirqtqLk+dVUj76ljnQimdGlVlYgGgAAsBz7yslzbocL2tZVuTaUudbrWaCANYBzKynQSKsRiG9CqqG+dAanCfCh/PsVsoGZO5DeMCPmWJZ3R9w5ZYcVSZw0l2uHMstWOh0MM9TUEjNabjjthrupM0RDnN3JcTbrKdSw06msbqRFCCLYX1r2RmCbiCmwjiecmMQNqblbu2KQ5nWEktUNCtEcnBYxnXFi13MspczX9J+nzLHs5tXQtVBmPELQxGp1X58exTAi3KURe3SkObZwGxdGMtDjyhdhTxHceoqZI/Dd25vmS4ou2tJmakck2WxjZEfSxClseoD3WwUijluklEtpy1JQJ6F6Iz2xSdL60ov+rm8KoNZ42NCJDjib+VIc5MKKa7tZeAlJMhScdl1OVitodukEpBK8CmwrkOFeXXhC8YMLKbEZjH4wlpDUoLrs81EXbaiy87WGtKLe30pLliR40I0e2pehi9I7bErZKQEoQTs+peoGsHbtdAR2CVbt9CVjRQ5ApVOMVCaE/G5VyiaqUrMyejkaBYdeGKsKOoFiSehYgybtvUtlbgAsU6LudGFZJGRV2VL2AwTVJXAgg4HmVDy9z9STG6xSugWRr6mTRSjV5f5qUZwNWPSsXpKnugOdXQYScAT0BZ50kjXTnm3Ehs2suPUkU9XiS3Vqv9aaloZNoIHPgruGNpYyNtgNbjtuq9EWOJXtn132+FPvgsIzvcCevBMVsRDtFouSbatnMrCtp7EMGOi256VNwy2NtZLZdrCcbC4V7DJgsfyBJeGE/o2KtaSTYtNPQ5lZaltAcE+x1lCpX7/ApjVqizJJEgSghRJnbSlNSJI7600mwitSplCZggxwVx7HCcgpwFnyNs09pZCsj04bjv8AKrSd9xiosYsh0i1pWRjk7siSlNul8K8qTckDUE2Ndtw7Yqh6l8VoOU7cVEyxFgVY5PsTYkNG0qFlgi5xw2KmpAupStI1BnTBovJ51X0+u6y7P2kAAIWGUsljZYGtTuU3dE6NKiZgUhoslg4W50qQS0Elll44Jx+3zII1b9qmzK2QqpqxLOaW2HYLLavasDy5Ndx1a7LbRgYsQ9CA1mzw2UaUdYVhGy2CYqm9a1JnOcT2lkT9/wCe/wABUOnNin3usq2iyDPXxJTGWC8DkOKi7LVFbxQ7divSmnOXml1qMrGzCtJeOd2umi/mRYqUhHIeuk6SbCC3d4U2ojYpASGsCW2yGguKuEhxXqeoaVz3BjG6TnbtnOTsA3qYxcnZasSc4wi5Sdkt7e5GOsKcBSWNSwNi6kjhwWgE9K8xw2Hq8m1euda/MO3Ours2eKIyangn9nyN5aGKXR9itOjyjGv0QeXFwL2uqyzRHKduxQWjVZde/wBDJn5xk/ZG+vR/QzZ+cX/sjf4hRYnPE5D0dS9JXXf9DNn5xk/ZG/xC8PEyZ+cZP2Rnr1FmGeJyI09v5pRK65/oZM/OMn7I3169/oZs/OMn7I3+IRYbtInIzT2slgrrccTVn5xk/ZG/xCUOJuz84P8A2Rv8QoaY0asUcoRRk6rG6nRUoAude5dUx8UBoH5Qf+yN9etA8NeZX2NrZKISmcNiik5Qs5O/KAkjRD3ara74qmUZGunVhLRbzCZHm6TJMm3yr2KG+JwUKJLkKidbuto1dvnW2+DCWOSNpNrjXfWtOyLIeDvLIilAdi06twPgWevRubcLiLaG2s4WtkdyTbC23mWJ5wZHMYuDgNm36gsjE95Q/Czhs3KBl5ui8udiDqF1zpRaZ1IyuVVBTFrOVfhf2t9aYhdfTcTq61keUYGuia44YatgWNULgXmNuNwcFOo8lobezUxp4TvarRirM1GWpomnW0WKsQ3atMDlVVqSYZVLEu1Vl1JjetEZGdxJ7JUoOTUAtZO07MSepWJlbQ6wJy+xGgnWtVlhGxEzrDoUaJ1ypU7cDzpmKO2CHcFYrnusXDaoOV8rMjBLjYDWSrfKFNfEa1rfO/NiSaVjHktiv3bhrI3D6VRKWU3UKalxL7Iuc8UhIa4EhQc4cvgG20eRT6bJ8MTRHDGAAPbe6POTvWC5+kB4c3AHAqt1LmiFFJ6ETOjL1290VTUcwOiRjimMuUYcMeravMgUxAscMVmqG+CaRkUm8LwleNeF4wqizGYslIEq9edSZLk6TEkQsszdyehYOIybk67rLa83dZRKeg0tK2xaITa0Ms6dylDxo47O2tQHu34+frUrLURaLdupVEM1vB4f5LVFNmCq0tByRo14jm7YpVPilyEEdvKU0GaJ2eAJ2tClbyY1iC0IbHhdOCkvtHz/AEKl6GmKbGMEjTHbX1qd7DG9DaNu1K5j9jIg6aAp3sdoXrg3chSIdGRBDt/mXjm9KkOmA1NSHVB2BOnIV0+o01nSvSE7yp2q/wAzc15ql9gNFnun2Hkwt4fOcFdSpTqyyxV39/sZsViKWGpupVdkv36Lm+hWZByLJO8MjaTc2Ljqb9J5vMMVv3MPMmOmaCQHSay442PznyDZvNjmtkCOnYGxgXti7ae3Wdqu2lelwmDjQXOXF/JdP5/Y+d7T2tUxsrflprdHn1lzfTcuu84rYe2PzJwnfZMsJ7dsEto/mfqXJZ6qB5OcDq1HpX1R4N/xCh+B03yDF8r5m4HoPmX1R4N/xCh+B03yDEg0y+eVrQcNFN73U+LF65bKl1HoK41ZLgF1dmYOnXzZ+FvmeR/Eu1cRgez7FpZs17q+61v5OgPuz03vVT4sPrkfdnpveqnxYfXLQHKo5VdX0Rh+T+J5f/VWP5x/4o3/APdnpveqnxYfXI+7PTe9VPiw+uWgOVRyqPRGH5P4h/qrH84/8Ub/APuz03vVT4sPrlmWZ2cbKqLlo2va3Tcyzw0Ou21/aucLY71ydyq6G4vbv6j/AO+X/isO0cBSo0s0L3uuJ2/w/tzFYzFdnVaccreitqrfU2KVwbxzx+GptX4tTdPtXLvIrgjjpu/Dc3wal/dcvP1Foe/w35/caekjFvP22JBjwSRIiypVze0hqUYppoxuE+5iSRuVqsyvM4vQyHI+dMkZte43HHyqZW54l9g4DDccFhxBSwFXLDwZphjpoympzrcWhuFt18UZPq9F8co2EX6PoWN07dfkWSZq5MdMHMaLloucQMFmq0opG6jXlN6m/Mhz6UbSNThfBWLSsR4Onu5HQeLGM2HOsnjOpZ0xKq1JbF7AcV7ZANsVYm0Uk6EqZCVApypkRV0WUzJgKcBUdj081y0KSKGeSFNlqXKUw+RQ2ShUhsvHsBGKQHXSrWxVc43LIyaKTLUIaLgdK1/lTJpku7YNq2Pl2O7SRZVmTaQFpvjbzrBVT4HSoVLI1NXUeOOzBNQ4LMM58m44WxWKVDLLNdnUjK6F05Tg7cyZj1p4hRdkM92ebnUOVylSHDFV9S9WQZU2VdZUgHusCdqbiyy1l7Y38AVdnI4XAO3aqWWLcQetbYUk9WY6tZx0Q7lmtMjr7FGZFdAZc7/mTsUQV7dtxz7OT1PI6DcetSW0wwu7p3ryCAnYpsVDv6lnnVaNVOihhjW77+ZOcoOfzKSKTwdtnOvRALk7FQ6lzUoWGmO3C10rwJw2TTqnBLqxz0NTckaRJUqOZ96siplcpIeda/N86RyoHbtgmXPvYC9zgAMbnd0rY/B/mD7Wao5i2PYN1958g2X1jdhMHVruy0XF8F/ZyNpbWo4KGaere6PF/Rc3w89CDmLmY+ch8g0I9gOt31c3mwvubJdG2NoYwBoG7b0pEDQAABYDUApLSvV4fDQoRyw974s+b4/aFbGVM9V7tyW6K6fN735WRIaU60qOwp1pV5hOMI0sO7BKZE220+EBLbo7vJ2uvOSaPoNOLI8r8Dr1FfVLg2/EKH4HTfIMXy2klbomwOokj6ivqTwb/iND8DpvkWJb3JqRa3l7LqPQVxdSQufosYCXOsGgayTq17V2jLqPQVw7LJ3B/VPmXd2K/wA/u+Z4b8XQUnSv/wDf/qZ7nxRadRFFBRyUjjCy0BxdI677yAHXexbfW7QJOKp4s3KgyOhEExlYAXxhhLmBwu0utg0OGq9rrM+HGX8I0R2+xqM3239kzY333xUfh9y48V0kTHOjYwRuIY4s05HRtPKO0SNJ4ZoRgm+iGYWub7aFebUIxS1i3rfS3v13/wBnHxez6KlVnNv1ZpaZVdNPkrJ6f0YNlSjfE4smY+J4Fy2RpaQDqOOw79WtWtPmhVubpNp5iCNIDRs4t3iMkSEc4aVmucmWf6vkKslZ7Ika6Rrgbl82g5rWgmxLn6TQ8XBu/wDWKo8uUbjlD2VI6Gge+oilbDJK6Spbcs1sgZI9hkxOjJoAB2jqCaOLm1uS39dU7WSvf3lc9lUoSespK8bLdaMo5rttNX4W0vvMKdgSDcEEggixBGBBBxBBwsV0ZxdfxD/3y/8AFah4d2BuUajRAFxE422uMTLnpOs8623xb3f1D/3y/wDFZdpVe0wsZc2n+x0tgYVYfaM4XvlU1fnZo2WVwXx0ox9mpTfH2PTbP0XLvRcKcchrfszKSLn2PTfuFeYquyPpOCjmnboaPZZPKRI9uxtkqGPasrqHT7IhOjTegrHRCQ+JSqhDpEDQXj22UxzbburFS8nUV+7cO5G8az9CbtRVRGKamto327Fl3BbU8nVW9zIC2/OsdmlxubbgrWifosjlvYtlb51RUeY1U42N4iiDWEjYcVJo8WpcR0mg39swHm1KNQS7NVicFnSsyJSuWTSvXtTLHJ4Hw/MrBCVG3+SfhvqUaNyfgdiSnUrFckSk4NSjRyJuoqbA+FWqRVluOPqMcU5rvzrCq7OINOOxVeWc/AB3J8qZSuXww83uRsPl2NADnDX4VT5TznY27Wm+4rS2Ws9nO90fAVjtTnC4+68qls0QwqX5mbvq868cQLbtih1WeDWAkDXs1/y6lqGDLDu+v4U6+re+3YLPK3I2Rp0luMoyhnS5xJwKrhlMOOOCxCrqyCRuTdPlLf8AzVE6d9yLVWitDP4htT0nYhY1kjLItYnWr2nqA5uCzSjYM9xcz1X1blKccFAqHKYBcoMsR6Tx0bVE9h8/bzJdee7JSGu3LZmaRjlFNj1PTAHHr1qUIm38yrzKgTqmTbLIKK4Fm8jZvXhlVWZykcqedLkuM6iW4nyS67HzKO6fsbpkgleGAp1BcSt1Wz2SbFMGROOpjt+ZKbSDf27cytVkVNyZFc9KoqR8jgxgLnHUB9Owc6t8i5GMrw1gvb2xN9Ec55+Y6+ZbWzYyCyEdyAXH2ztp+pdTA4KVf1npHnz8vqcDbG2YYNZI+tUfDgusvpvfRakHMXMtsNnyd3Id+pvMPp2+RZxGVEY5SGFelp04045YqyR89r151pupUd5Pj98OhLYU8wqKwp9hTlRJYU60qOwp5hQByK1jMMPKluc3YOtV7XpWmvMzi2fSaVSKW4spaoAahqOsW8q+nfBz+I0PwOm+RYvljLKbG24r6ncG/wCI0PwOm+QYlhGwuInmSL2XUeg+ZcJ09nWaXCMOwL3Bxa0EayGNc89DWk+dd2S6j0HzLgOOTAL0GxV+f3fM8L+K99L/APX/AFNwcJWX6Spq6WoiqWtjijgikEkFUH2hmfIXMDYHNcXNeRZzm2IGONxRcMmW4aisfU08nKMkay4Mcsbo3RsayxD2NBDgAQWknB1wO50te8oveUXVp4WMGmm/VTS3bn7jztfHTqqSais7Una+9XXi6s3xm1nrQxR5La6dr3UfLcr94qbXmY/uoiYO6LHkABwZdpcbggNOGZUkpm1UtX7IFWzl3VDIY452SSF0nKMZNJLG2OFgeWtc4GRzgCA0Ei2umv2DEnAAC5JOzpWwc3yPsfyD2SNM2VqeCX74+M20A7RfHYaWiA4Bj9TiH62hUSw8aLzJyebR7tzd3w6vca4YueJShKMVlV1o96ikv1We5b9BHC9nBDU1RqYHlzZY49KNzHskiexoaWuuOTcDYEOje7U69u5Lt3cWV34P/wAxN/xXOGfJhbPJDBE6IQzTwlzpnSmXk5SxriC0BhAacG31jdc9F8V0/g4fCJv+Ky7Qio4WKV7XVr2vbXkdDYkpS2jOUrXale17Xur79d/9aG1FwtxxPy1N8Gpv3XLulcJccuW2Wpfg9N+6V5iv+U+i4C3aa8voaliZrTuhgFAbPc71MgldbUufJ2O5FJnvIp6GkJwsF45/MnoakBo3pXJsbKkPR5OAxJv4LJOUKzC2zd9ajSyk4eTenhRhti8/+O0/UpTEeu4rmRe6Or3Ivr8Cus42htNENRuHFRKOAvkAIsLiw1Ky4TW2AbuaFLncIrQ3Vm1PpQU53xtvdO17bP3XVXwfuvSU5/QCv6+HSbhrGKrbK3vG6d91LgVRBKrWnciMriyRITsYTd15BLrHWnUhGOOJuNyYygwuwCfa7yJJTN3ITsyHS5Dbe7gD04qhzizLY65DRZZs2XAJtzkjg+ZopYuUWarfmLGb2aB071j9bmMO91HYtwVjBsVJlIqmbmtzOlTrQnvijVkmaDQCO6uvaLIQDbDSw5ys5qarWPKoPsgNad55lS6tQ0qhSlwMBr83246/m86pHZHAKz7KtUNyouRLjdMsVU4iywlLfYgZHybjfd1q+phqCeydEALde1KlAvuUOq5FEkluGq11sFXVj7BSp33OKqMuS4KyBW5EKNoNzje+v5k+WjcoDHmyHPdsv83WnYt1yJpa1N2bjdRnxONvKj2Mdvnt9ahMG+g457ebttTfsgDYlCkF7krxsDR8ydTiJrwQ3JVJvljsUguaNQ+hNGYY4W6U2ZchZNobc4q0zbzefMbnuWA4u38zRtPPqHkVnm1kEvs+QaLdjdRdz7w3ynyrOqZoAAAAAwAGAC7mA2bn9eqrLguL8+SPH7Z/ESp3pYd3lxlwj5c3+y6vc7kehZG0MYLAdZ5ydZKs4yoUblIjcvQJJKyPCyk5O71b39WTYyn43KHGVIjcpIJkbk+wqIwp9hQBKYU+wqKwp5hQBx3Hs7YdKcaO31ppjdSdAXnJM9/ATMMCeY+ZfVHg3/EKH4HTfIMXyvkGB6CvpXmBn5SNoqNjpmhzaSna4FslwRCwEe02FKtSallvNhS6j0FcEx5HnsPvNR8TL6K7PPCFRe/s8WT0F590Kj9/b4snoLfg8XLD3tG97fscbaWzoY3LeWXLfrvt16HGf2Hn95qPiZfQR9h5/eaj4mX0F2b90Ki9/b4snoI+6FRe/t8WT0Ft9MT8H7/0cr/TVL/5P2X1OM2ZJnBBENQCCCCIZQQRiCCG3BBxupUsVWbktrSTLyxJbUEmbVyxuMZf+57bnXYX3QaP39viyegj7oVF7+3xZPQUPa8vB9/AZfhymt1X9v7ONJsmVDiXOiqXOcS5znRSuc5zjdznOLblxJJJOJJK6i4sNO5uTgHtcw+yJjovaWmx0bGzgDZZT90Ki9/b4snoI+6FRe/s8WT0FnxWOlXhky21v96G3Z+yIYSr2inm0a+NuvQykrhLjlMH2alJ1+x6bX+qV2J90Ki9/Z4snoLizjZ1rJ8ryyRPD4zT04DgDYkNN9YBwuuPiE1HU9PgWnU9xrET7rfOn4KknUCmYaeymhpt2uubNnoYJjb3O3WCYN1YbO3zKDI/EDz/ADbSoTJkiXSvtbn22xT7WbXG567KBJUEkNb1nZ8ym8r97eTsFh0otcR6FrkItB09Y2dKpM9q7Tc468LJNDUHk2t3G/Wq3LBvdPlshLnQHBz+JwfqiyymI4LGcwmf1SmvhZgKyWHV21qlq4kylroLG4T1FUYqXVsuFUSDRNwq72Y8VdF+x6ci1qspakFTY5lamVyjYkFq82p0H6l4+PUpuIMzVVhilie46V4YtiafEpzEpIaqpFSZVtbFXcsJsoFbk8noVU2rGmlKxhOVIAdRIHhwVNNSm/tvDdZ7Nm3gSTgVT1eQNHHFZ8+p0YVTC5G421p+MWUmuoSCoxah2GlNsca9NSvQ04ppymKKWxqQqhrnXcTs7dSnZaq7C29U7XX3K+MSqTHxKOZJkrO2pRi0b7eVGi3epyi5uQ6azte6ZkqexXri3p6LJJlapUUQ2xMkx5+ZNlxXpkGwJynBcQ1jNInZ5zrsAN5KtjDNokU1JqKbk7JDQaScMdlgCT0YbeZZfm3m5o2fLi7W1hxDed2882oc+yRkTJgjxPdP2u2Dmb6Ws8yuGFejwOzFT9epq+C5f2eC2x+IHWvSoNqPGXGXlyX7vot8yNykRuUOMp+Ny7B5YmxlSI3KHGVIjKAJsZUiMqFG5SI3IAmRuUhhUONykRlAEthT7CojCn2FAHIcTkouUdh6koheckj30ZWFyyYHoOtfQ3LmakT8mUlWXMgkjoaUukcbMkAhjDWvsLl5wawgFxJa2x7m3zufHcEbxZdIVnDdDNFTRzOka2mhiijgbG8sa6ONsbpHGw5SV1j3VrMadFoxe55DR77C1W5K1rmWIKwh3CnR99L8U9H3VKPvpPinLT2keZi7KfJm4nZGY8Bsei0tMQlDmuE0J5CV7xr5OobMY3PY5rgQdBtmtddQBkVug2UvcGPEWjZmm9rpjUNbpNBxAdTOto4vD2WAxA1m/hhpja8tSdE3bdkpDSNRbc9yRvbZet4X6e5PK1F3Czjoy3cMBZxvdwsALG4wCXOuaH7Kb/SzazMktxe5zGtMdNG28ZNn1FKJQ/QaTpPABbcXLnOc9oDmgIhyVGCH6WixsFK9/KtDwH1Mbe70Q4hwYSX6Oou0G2IctWDhep8TytRi0MOEuLBqYccWDY04DciLhepxa01QNFui2zZRos16IscG4e1GCM8eaJ7GfhfwMvlZYkbiRtGo21GxHhxSVhDOFGkOp0vxT0r7p9J30nxTk3aw5oXu9TwszVaW4WXj2Y//AA4/3Vmn3T6TvpPinLWPCFllk9S6WHSLCxgGk0tN2ixwOKy4ucZQsmt50NnU506t5JrQr2z4JwVCr4Wnt9CdbT7zguS4I9FCpJks1nlwTb34/UlsiaOdSWyBK7IvSct55TRutYbfB0pvKb7DQHhU2GQ67X+byKBlGBxxt286mEri1IWWgzQuwTeVHdyOkDyqTRU1gbnzJqKAuc1u94APh3Jp2sVQR0Vm2y1PTjdGPMruAqBQs0WRt3MaPIpsTcOdURFnvPahl1WzM1+RWku/sVBmbr37EklqTTZUhpCm0lSCm5woMosbjDo1pE7MucbmTMqFYQPwWK0tZcK3paryLTCxnnTaLSa1r9utJEZ6V5yoIwSmVHgVmRMquz3kebwLyWK25LMyhT1Q1JHCJKuNVMlz0Ksq2ggqQ6fWqyoqtfa6zzijZTTKDK7eYCxWPVQF+2KucsVNyVj9Q/aqMpvitBmM4uxPRs8yi1cynO1dtapMplpv3VrawrKaRXMo614c67jZIGjvKlyUsdtZPQmBFHrxK03RRlkNcoxeiVg2J5rGa9EeZBDdej26lDsGV9Bl1Szd5Ek1Y2N8h+jBSnvG4J+hptPG2i3vhrNtYbvPPqHkVlGlKrJRgm2ynE16eHpupVajFffvYxQB7zotADfdEjAc559w1lZNQ07WCzdusnW7p3AbG7OfWW4sAAMANQ+fnPOnmFerwWz44dXesufLyPmu1ttVMY8sfVprcufV/Tcur1JbCn4yojCn2FdA4ZMjcpEblDYVIjcgCZG5SIyocblIjKAJsblIjcoUZUiNyAJsblIjcoUblJjcgCWwp9hUSNykRuQByPGE4AqUZSdub5fpXv2Vdub5fpXnGz3sdC6CUCqQ5Vdub5fncgZWdub1H6UpYpJF2SvLKl+yztzeo/Sj7Lu3N6j9KWw+dF5E1PNAWO/Zd25vl+lefZV36Pl+lRlYyqxRktwjTFljX2VdzeX6UfZR24f6vSRlG7eJkNO291IbDv8AoWNty27cz/V6SX9n3d5H1P8ATSOMho1oIyQNalCYDt86xtmcThqZF4rvSS/tnk72PxXekkdKTL44qmjJWVfMfAEvlnbj251jAzpk3M6nekk/bNJuZ1O9JJ2DLFjoLj+xlzGO3J5jXcywt2c0n6PU70kk5xyfo/6vSSvDyZbHaFNczPGB2rSt0Itvd9awP7Y5NzD4HeklszmePcx+EP8ATSd1mP6So9fgZywi1r3V3wf5KMlQw27lh0ifMtYxZ3SD3EXiv9NXOb/CjPADycdOSTcucyUnowmAt4EjwtQPSFDr8DqqI3KlXXMzOHisH/TpPEm9enTw/VnvVJ8XN/EKY4WojPLG02+J0pJsTFQOsLnF3D5We9Ufxc38Qkfd5rPe6T4ub16h4SYRxtNczoOpYq+ca1oeThyqz/06XxJvXpp/DVVH/p0viS+vVTwVXoaI7Rorff4G7DKQpMOVtQdqHlWgn8L9Sf8Ap03iS+uTL+Feo7yn8WX1yeOFqrl8RntCg+fwOm4coDWCpEeUVy3Hwr1I1Nh8WT1qeHDBVd7T+JJ61Xd3qFPfaHX4HT763wKBW5RC5vfwwVR9zB4knrU2/haqT7mDxZPWqHhpkrHUFz+Bv99frUCtykALXxWiXcKNT3sPiyfPKo0nCLOcS2HxX+sSPCVC6O0qC5/A27PVXJ3KK5y1WOEKbvIfFf6xH3Q5u8h8V/rEjwVToWelqPX4Gyquq0VjUuJJO1YfVZ5yuNy2PwB/pqO7OmTczqd6SsjhJrkVvalF8/gZo1JkeFhEmcUh73/V6SQcuv8A0f8AV6SsWFfEqltOnwuZsagb00+ubvKwt2WX/o+X6Uuky45rg7RjdbUHBxF99tIXI57hWLCpvVmee1Gl6qubEydSXAc+9jqbqLtxO0N8p6MVbtP0eDoWt/t4l72LxX+mvRnzN3sXiv8ATXbw08PQjaN+rtvPH7Qp43GTzVLWW5X0X99TZjCnmFavGfk3exeK/wBYlDP+bvYfFf6xae+0upz/AETX6fE2owp9hWpxwhTd7D4r/WJQ4Rp+9h8V/rEd9pdQ9E1+nxNvRlPxuWnRwkz95B4snrEscJ1R3kHiyetR32l1D0TX6fE3PG5SI3LSY4UqjvIPFk9alt4VqjvKfxJPWo77S6h6Jr9PibyjcpEZWiBwtVPeU/iSetSxwvVPeU3iS+uR32l1D0TX6fE35G5SI3Ln4cMdV73TeJL65LHDPVe903iS+uR32l1D0TX6fE6GjKfYVzqOGuq97pfEl9cljhvq/e6XxJfXo79S6h6Jr9PiavQhC4x6oEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCAP//Z)
Quand le sujet est très a peu près la vocation, ce qui est réel pour la photo macro, la distance entre ce flash et l’axe idée devient significative.
escort girl belgium Pour ces objets a peu près l’objectif, une taille du ring flash est significative et ainsi la lumière parvient à propos de plusieurs angles, une même manière qu’un message classique avec une club à lumière. On récupère également le ring flash dans la photo relatives au mode et des a.