| [résolu]Op@le : comment trouver les DP payées en N-1 | |
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Auteur | Message |
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Lafrite18 .
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Nombre de messages : 46 Date d'inscription : 09/11/2018
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: [résolu]Op@le : comment trouver les DP payées en N-1 Ven 19 Jan 2024 - 11:12 | |
| Bonjour à tous,
J'ai besoin de faire des vérifications et des extractions des DP payées en 2023. Pour cela, je vais dans dépense-restitution-dépenses payées, mais comment faire pour trouver celles de 2023? Je chercher en vain avec les transactions liées, mais sans succès pour l'instant...
Merci d'avance pour vos retours. | |
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Cfou (Op@le V2) Animatrice Op@le
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Nombre de messages : 1248 Localisation : 36 Date d'inscription : 12/12/2021
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: Re: [résolu]Op@le : comment trouver les DP payées en N-1 Sam 20 Jan 2024 - 12:00 | |
| - Lafrite18 a écrit:
- Bonjour à tous,
J'ai besoin de faire des vérifications et des extractions des DP payées en 2023. Pour cela, je vais dans dépense-restitution-dépenses payées, mais comment faire pour trouver celles de 2023? Je chercher en vain avec les transactions liées, mais sans succès pour l'instant...
Merci d'avance pour vos retours. Bonjour, Il faut aller dans dépenses - restitution - consultation des lignes de commandes d'achats par type de dépense ou par fournisseur, puis dans les transactions liées il faut indiquer les dates. ![[résolu]Op@le : comment trouver les DP payées en N-1 JprZSzNnYPwfMSfZvCXzVc4AAAAASUVORK5CYII=](data:image/png;base64,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) Et pour avoir toutes les informations dans l'exportation ne pas oublier de sélectionner "personnalisation" dans ordre des colonnes. Attention l'export prend un certain temps ![[résolu]Op@le : comment trouver les DP payées en N-1 1f609](https://2img.net/i/fa/twemoji/16x16/1f609.png) | |
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![Aller en bas](https://2img.net/i/empty.gif) | |
coffeeman ******
![****** ******](https://2img.net/i/itest/ranks/stars/stars17.gif)
![coffeeman](https://2img.net/u/3015/59/01/63/avatars/122-26.jpg)
Nombre de messages : 4914 Age : 53 Localisation : Derrière les barreaux... Date d'inscription : 18/05/2006
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: Re: [résolu]Op@le : comment trouver les DP payées en N-1 Lun 22 Jan 2024 - 13:21 | |
| Merci cfou de ta résolution, je cherchais aussi sans trouver de réponse, et tu nous as parfaitement éclairé. Et tu bien le seul!
Mais enfin, quelle perversité pour un truc de recherche à faire basique. Une complexité bien inutile. | |
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![Aller en bas](https://2img.net/i/empty.gif) | |
Cfou (Op@le V2) Animatrice Op@le
![Animatrice Op@le Animatrice Op@le](https://2img.net/i/itest/ranks/default/default6.gif)
![Cfou (Op@le V2)](https://2img.net/u/3015/59/01/63/avatars/2503-50.jpg)
Nombre de messages : 1248 Localisation : 36 Date d'inscription : 12/12/2021
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: Re: [résolu]Op@le : comment trouver les DP payées en N-1 Lun 22 Jan 2024 - 19:22 | |
| - coffeeman a écrit:
- Merci cfou de ta résolution, je cherchais aussi sans trouver de réponse, et tu nous as parfaitement éclairé.
Et tu bien le seul!
Mais enfin, quelle perversité pour un truc de recherche à faire basique. Une complexité bien inutile. De rien et je suis "la seule" ![:grin: 😁](https://cdn.jsdelivr.net/emojione/assets/png/1f601.png?v=2.2.7) | |
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![Aller en bas](https://2img.net/i/empty.gif) | |
HD50 .
![. .](https://2img.net/i/itest/ranks/stars/stars9.gif)
Nombre de messages : 61 Date d'inscription : 25/05/2010
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: Re: [résolu]Op@le : comment trouver les DP payées en N-1 Mer 7 Fév 2024 - 15:05 | |
| Bonjour, Je reprends la suite de ce post : comment accéder aux "dépenses payées" de l'exercice N-1? Je n'y arrive pas même en modifiant la "sélection historique" dans les transaction liées. On arrive toujours sur 2024 Je veux retrouver une facture payée en N-1 à partir du CGR... ![[résolu]Op@le : comment trouver les DP payées en N-1 XJJjRC407TWQNC0ymYu8K6doVz5Gt6enqa7WpgDbTXwPT5+Tnb1cAaaK8BofGl4Uuzswb+AVOcB32Mbv26AAAAAElFTkSuQmCC](data:image/png;base64,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) | |
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![Aller en bas](https://2img.net/i/empty.gif) | |
Cfou (Op@le V2) Animatrice Op@le
![Animatrice Op@le Animatrice Op@le](https://2img.net/i/itest/ranks/default/default6.gif)
![Cfou (Op@le V2)](https://2img.net/u/3015/59/01/63/avatars/2503-50.jpg)
Nombre de messages : 1248 Localisation : 36 Date d'inscription : 12/12/2021
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: Re: [résolu]Op@le : comment trouver les DP payées en N-1 Mer 7 Fév 2024 - 15:55 | |
| - HD50 a écrit:
- Bonjour,
Je reprends la suite de ce post : comment accéder aux "dépenses payées" de l'exercice N-1? Je n'y arrive pas même en modifiant la "sélection historique" dans les transaction liées. On arrive toujours sur 2024 Je veux retrouver une facture payée en N-1 à partir du CGR...
![[résolu]Op@le : comment trouver les DP payées en N-1 XJJjRC407TWQNC0ymYu8K6doVz5Gt6enqa7WpgDbTXwPT5+Tnb1cAaaK8BofGl4Uuzswb+AVOcB32Mbv26AAAAAElFTkSuQmCC](data:image/png;base64,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) C'est parce qu'il faut passer par CLCA | |
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![Aller en bas](https://2img.net/i/empty.gif) | |
HD50 .
![. .](https://2img.net/i/itest/ranks/stars/stars9.gif)
Nombre de messages : 61 Date d'inscription : 25/05/2010
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: Re: [résolu]Op@le : comment trouver les DP payées en N-1 Mer 7 Fév 2024 - 16:11 | |
| Par CLCA je n'arrive pas à revenir sur la facture pour la consulter : le dossier document est toujours vide... alors qu'en passant par "dépenses payées" on peut accéder aux factures ![[résolu]Op@le : comment trouver les DP payées en N-1 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xfS6MWMFwZrupqphc7iv998SXhw5+8siug0Z1MXYlOWQTKota0oI5NVZ159/svD698zUUVHX/1nofDC198VvjLv51ZCbvha4vDr/36tPDgqh2VsHpAX4bj1v2UydonaoMF2gZXVHoqNBVfrtEKGzcajaZtZfx+r+Tt7iho/AcGBio6odzpJFpZhum80OesGxa29Rzpcza73+/6a0O713SWlMX+/fvDihUrMh3TWa2qM9SLc37nvIqL6wWwBEjF0HTp/zc9/NvVcybomvpEHWtWf51KZ903LVMnLIEF2gpXReGoaPpWNQpFKvlXvxrC6153xn3qU9VLnPBqcRT+pjeFsHjxc2nbmSfneutbQzh06LnztaqjyCoPwVXW8X4PL6K/50rRW62wAGWxfPnyMGPGjEy3aNGilsKVwAhoArRq1YduBalq92Tdt0KxzqNTFphSuOK/Lio/DQT/cem/MHz2OYb73iOrkzga+aJRYaQBp0qoRoSGh/yY5iGM48TTf3vx8LjSNuo3W8m3bj0DTQIVoCWGJAodUHrnO58rfiBr5coQbrjhuXDSE44/FXl+8INnzq+r4v4btVkj8bPginDpgvKUXlT2Ogf/3bOd1oL2+W9eetB/+eQhPaERHeccOO1LP4SRBpfnWshbmlQeut5G/Wb1p/Kz3zoLUBaa+qvlt6rOoG10jGbQrrReTY+0k7SZ6BPNET/Wvka00tqsFw8dUw/JS9olf8I4l6bXy9Lutq60nZMt0LwFphyu1FBQ0am0VFY6LFV8wIow4hGuykzFxWmfY8TB0eBkpaMRUN5K26jfbOcGDAFK+jESBTRl/YjPyBE+IPbQQ8/FBHgAsXbk+dxZzmwBe/G5W9VRZNldZRgfp8Gno6ATIZw4NOZsq+wVXx2O8om1QB7aRwvSEHmwLZAiL86JQ5eaMlTa+JzEqXct5K04us5m/Wb1ly5X7xe3AGWxYcOGcPXVV2e6+++/vy0jV2hKgJNHj8THSXeAEHpOa7NWPM6D3smD9NSxuC4STp6EEVfn6mS7W7yUnYMtUNwCbYUrOj25uJJTAePKqM5RFTN9nP10A6DGJc5H8XRO+elzx+fJs92Kzg0o+t3fPTPyVK3Yrr46hJe85Dn4Yjv+cRwX/1qdJ0DFeeORNM43VXCl8lLZxo015cRxGnIdV9kRznZaC+n9WEPkwT4dB50GnRbxyQcYB4z4j1wdi64t9ombdS3xuXSdzfqt0F+sG283bwHKgjVVTP1lOaYNW1VnYr0B/Y3oEW3G6dlG42ltNhKvWnp0TZ7pcxHWrOZJZ903r1On7LwF2gpXVNq4ctEx0ompMus4lTKOx3atjpHjpCVOvXjpfJvZb0UlZySq1qgVUgCWNC2YB67akSfXAVzF19qqjiLL9pRhWgPpciUtcVoNV7omgArIikes+O+bMJ1bcWNfOlSY7iPdgel4M34r9Nf5pqY3roCySC9oZyQrPUXYqjqDnqgL6FJaREPSWVpPsR7j7TheWpuNxkunJ+9qYfE5m9m27nujzvTrXUwpXPGfl6boaCyo1FS6uFNjmob/zmhQ1JiwzyiChsTZZ2SBOOlOmH2O6T885ddM5VaaopWcKT1ctR/ThkCVfsRjXVbWtGAcr1V5so4Lpx/Tj/Hi+1Z1FLJn2qfM0p0F5Zc1LRjriPJV2mpakMY4Z9wBEM4+4QAbvqYNtc81KG/ia20JcTkXfta1xOciXhGH/b98R0icysh+ZyxAWaSnBRcuXNh2uJLWpNksPRIubRIXfUp7cbjy4VjeeMo7DXrkiytbu9sZhfistsAZC0wpXAFWdJhqGPCp3HSQVEz2cQIj4IpwKjNhHCOMBoNtVWq21YDga1qHuBwj//h4o9tF4KoWWFEE1RauAzrVwgVhrc4TwNOCea6JkSsAS79OwBVlpAZb5a5yjPUCEKEpxY+1QPp4n05EnQrhbGskjH0cOgOi0A5O/wzE+kOTyifrWuJzNaq3dHzDlZTYeZ+ySI9SVdtvVZ0B7tExmkCDaJ39LD2iYcUnDfUDveL455R01bSZJ16ct+LHdaRM7W7nleIr6HcLtA2u0h1EN+/TUDbzA5CY3mMUSi6GFuUJLAE3uPg4o0cscI9fxdCOPLkO8tU1xKNWHGtVR9HNGujktWN/j1yptnTWpyzSI1fx4nZNEbrOFButpb5hQ/9sgW61gOEqx5RNv1dydxTFO4oicIb9DVflaGIpC9ZcsWi9muMYI1muM8XrDDb0zxboVgsMrF27NqxatSp52/CyZcvC0qVLwyOPPBKWLFkS7rvvvkn39bWVJwtNsRXpZDqVtt8ruTuK4h1FEe1if8PVpKaoIwGURbVpwHSY60zxOoMN/bMFutUCHrnyyFVd7bqjKN5RGK7qyqwrIhiupq4uGK66okr4IjMsYLjKAVeDg4Ph1KlTGSbs7eDx8fGwfUd3ffC1CMiUMe2OHTsqI1cawUr7va3C8txdHrg6cuRI8i6sMmqpm64J3Z88ebI8he8rsQUasIDhKgdc7dhzIOzZsycAGv304365b+6/mxrlXrtW7J+GqfR+P+myk/daD64Aq127doVtQ/tcZ3K0rbXqKrrfu3dv37W7ndS3z906CxiucjYA2/ccSEZwaFz7xTFitX23wapWBzBVx3bsPZiMhvSL9rr1Pnl7u8GqdVOH1n3/9DfdWuezrttwlROupqoT9Xla1zDblralNWANWAPWQCc00BRc8cSgnW1gDVgD1oA1YA1YA9bAZA00DFfpR469fzTXo9m2k+1kDVgD1oA1YA30hwYMV0f7o6BdoV3O1oA1YA1YA9bA1GjAcGW48sibNWANWAPWgDVgDbRQA4arFhrT/xFMzX8EtrPtbA1YA9aANVBmDRiuDFf+b8UasAasAWvAGrAGWqiBlsLVxo0bww9/+MNw22232dkG1kAXaYB6u2nTJjeuLWxcy/xfta/Noz7WQHs10DK4+vnPfx6+8Y1vJC86fOaZZ1r3mlPnZAvYAm21APWVTzx9/etfD0888YQBy4BlDVgD1kBBDbQErp5++ukErI4dO9bWTqAVmZ977rnh6quvbkVWU5ZHN15zM8ahXLhX/zpjgbGxsfC1r30tbN261Q1rwYbVowLtHRWwfW3fsmugJXB19913J1MKebqEhx56KOlA6URxb33rW8OKFStqJuV43Ol+6lOfahqQyKcscMW1YI96vzJdc71rLXLccFXEeq1J+9RTT4Uf/ehHhivDlTVgDVgDBTTQErhijVXeUSvB1dy5cxOwuOiii8Kb3vSmmj3DV77ylQlwBZA1C0hlARUBo+HquaI3XD1ni05tafSq7P8V+vo8cmENWANl1kDL4CpvZyC4ElTEHSrA8c53vjMBqfPPPz8AVQIroKia47zkAaRxHPA6dOhQcjmkJR/CP/jBDyZhbANzhOscHCANcThOuOANn/jkyzH2GTljm3Nq1A1fcQhfvHhxcj7CuCddH2kFVuShPJPIv/zDtSgv+boe8lVeHNP54/S6Pu4DiOVHevY5H+lkI/a5b47pupU/+fBTmSlf0su2pGObH9eSLj/C0zaMzx/ng525Hn5Z5ZEc9J+2WoB/lsrcaPna3KlaA9ZA2TXQUbiiAxW40Fuw1oPOls5cHX7cyRKujp7jbPNTGh0DKMiLjhogIFyQIbggDBAADvgRD6ggHIAhHrAAGLBNGOdhm3TEIz6gwI/7ULhAhnCOC1qUF/lyPeSla00y+eUf3Tvn1LWQlnvietnW9XPO+KdrxFd65cG50tcd3w/XqnvVtRIfR7jOKxDTNXCMX7XyI1x56ZqIr/tmW2XJvSivrPKI79Xb7bGA4codV9k7Ll+fNVp2DQysXbs2rFq1KgGJZcuWhaVLl4ZHHnkkLFmyJNx3332TWu9qN0RjnPenjppOFPfGN74xLF++PJw+fTocPHgwfOADHwiveMUrwjnnnJM4wv/zP/+zss0+xwhjG/e9730vyUdpOPalL30pibdly5ZKvHTaOF+uQ+nlczyOk07/lre8JeC4bqWJfWyoOKRln+P48TbHYhenic/Jfcb5aztO+453vCO89rWvnZAfNiWu4sX3RDj7HIvD4+uLt4kXX1+cptHyS+cb55VVHroH+xM100p73HrrrYHpQTvbwBqwBsqsgWo8UpawKRu5UuOvDhX4AQQAKTpljgsMgIgYCOJOl3gxEABm7H/yk5+sAAvxG4UrgIEOneuT47pqnTuGDK6Ba1ZafK41jkMY8RRH27KNfK6DdNonHteh9Nyb8hCYKq5sqH18bEMeCovvSXlzLA7XuXSe+Frje4rT6Nx5y0+wyDnS5+cc1cpD92DfcFXmRt/XZiixBjqngTIAVlvhqloHGHfajCoBV3TKxFWnTRy2BQTqwNUJKw1gofwWLlwYcIIF8mZbwANgcA4dZ1v5apt86fDJk/iNwFUMA+RB3vE9sa1rxdc2oCS4JA6Oa+ZaiCNIJD/iEa570j0rHb5sQDquQz73zTZ5MrLF9RI/yx66Pvx4mzQqJ7ZjGyqc+GyTdzpOfE6VkcBYo1VKU608OGbXXht45KpznYI7ZNveGmitBjoFWi2Hq3odX7qjFjwIFOhQcXGnDUQpnPQ6BiSwzkcdOT6gxnGugzxJRycvWMqCCcCFOBzHkQ+dv86l+4rTCyY4RlxdB+fU+eI48b1zPsEENlD+yot741zkw7buiTx0DD+dlvS6D65Dx0kvW3BNArr4fuJ7ja813ib/+J7iNLI354nD423SVzsn96LrJk5WeXDMrr02MFy1tnF3Z2l7WgPl0MBUglbL4ModXns7PNvX9p0qDRiuytERuEN2OVgD7dHAVEDWwI033pg8uXX99deH2bNnh2uvvTZcc801YdasWeGqq66atE692kXRGLeq4T916lSwsw2sgc5p4JZbbgmjo6N2toE1YA2USgOthM1qLNPKsIFH1u0ND63ZFR5YtSP89Mmt4UePbQr3/M+68N2HVoY7f7qsLlxxs83ClTvQznWgtr1tn6UBw5XB0nBtDXSLBooAVythKp3XwIJHR8LNPxsO8x7aF254cFe4/ifbw3//cHP44j1PhS98Z2VNuNJNNQJXWQ16HH7y5MlgZxtYA53RAHB15MgRO9vAGrAGSqOBPLAnJmnET0NRq/YHvv/97ydPlfF9wG9/+9vhW9/6VvLxVl74CDSlfzpxfPH14CoGp/R2sx3o+Ph4sLMNrIHWa2DBggXh8OHDdraBNWANTIkGmv1nrhZwxYxSb1tc00q/qTVX6QutBVdpmGK/GlC5k2x9J2mb2qbNaMBwZbA0XFsDZdZANRirBlppVqm130qwIq+G4araxVWDqzxQVa3hf/bZZ4OdbWANdE4DN998cxgZGbGzDawBa6BUGqgGfGnQKgJZrQSstsBVGqzikao0UJ04cSLE7vjx48HONrAGOqeB+fPnJ+8Z411jdraBNWANlEUDfGs4dmnYikErDVnVBobSYS2Fq0bWXPG6hfTFsB+PXGWBFVCl0YhaMPXMM8+ELHfs2LFgZxtYA+3VwLx588KBAwfsbANrwBqYcg0MDw+HLJeGvBi0NNoOcAmyOglYDY1c1YOrGKw0WhVDFXAlsNLIBCC1e/fusHHjxvDUU09NcuvXrw/d5J5++umwa9eu0EoCrpfX0NBQ4LzdZKeputZOlMfOnTs7Vh6tuN+bbrop7N+/f5LbvHlz+OlPfxp+8IMf2DVgA2yG7WzT1ummlk3pT/bs2VPV3tXKwGFn6jo2w3Zlske1f/Ji8BJsCbIEWPhZkFVtgCgOq9ff5j0+sHfv3gQGduzYkXxKZtOmTWHdunVh5cqVYdmyie+5qgVXabDS9F96tCqGKsAKEBFUxR3u2rVrQzc77Jmm5nbsc55uttNUXftUlcfg4GApyqPI/d5www2BdiHt7rvvvqSNSId7f7KtYpvwiS5sF4dp2zatbTvZKe3Xsil9yoYNG0pRD6eqfWvFebAZtkvbugz7MfDFwCXQyoIsTRsykhX3vzFMpbfzwlO9eLnhSm9gT18I+0wLCq4YsaoGVmmoYmqHiwOsgDmJY82aNSHtVq9eHbrNcT8q2Hb6nKfbbNOJ6+238uAflWZ1N3fu3OQ/WP6Ljd3ixYsn7MfHvD3RVml7ZNkuKzyd3vuT7VvLdp1oY3rhnGXSGSNpaSfQ27dvX8ABXcBWNcjSKJbawRiwqnFMHFYPnPIcbwlc8dJB4CoPWOmiuBFIMoaDVatWBTlGzrrdaaiynX6322gqr7+d5aC8p/J+6p1L17Jv30YAACAASURBVNSoz8e+mWpOu+9+97uTwtJxvD/Zbtgky3ZZ4bZjdTvGdqllu3p1w8er96+xfcu0zYianAAwBi2NbAFZ8ShWs4AlTiniF4YrAAm4qgdWGqkSHUKRrL/StKH9zj16b9vb9taANWANWAPdpgE4gtGt9EhWUcAqAlVKmwuuNCVYbc1VGq5UOICTpgJjsMIYnDy90F3p7LuCWwPWgDVgDVgD1kAeDcAajFwJsjRVmAVYeacHBUnN+glc/e3f/m1gASyLBKstaK8HV7zRudo6KxasC6yAMG6KKQqDlStNnkrjONaJNWANWAPWQD0NAFhMYwJYTBcKsJgmhDmypgc1k1bNbxaqlK4QXAFMOMGVDMCNpsGKRWXcJKNZimfflcYasAasAWvAGrAGimoAgAKwWJNVD7DyjF4Jkpr1C8MVFxnDFWAVwxVESBxuHIqsN2ql9GlfU4y95KfvUftFReb0bqisAWvAGrAG+kkD9J/MwLHwXVOEepJQD/XAIemnB6uNWhHWLFQp3cCsWbOCpgV5cu+KK64I//AP/xDe9773Bd53wy9rWlBTfWm40qiVwIobY/6TG61W2IIKwIm0Ss+UoqYVdcG95use8XXv2EE2qWYvh7nRtAasAWvAGrAGJmpg+/btgZc4a4qQhe4xYE0pXP3iF7+owBWPYF933XWVl4jOmDEjE64EVhq5UiELkIAg4kCJgJUWnCmefCCCNIIoAZnoEmP0utO9YksRM/YwZE2sONKMfdvFGrAGrAFrIK2BLVu2BF7kDGDF04N6RYNYgj6X/hYHp9Dvpl3RgZwJ04If//jHw9vf/vbwtre9LUyfPj38+Z//+YRRq/hpQcEVF8nIFTcJKGnUSZDEzXBjzIEyXJc2BvHTIAZp6tFKfL3Pohf9+D65b0AUm2Jf7IJ9PIrlRiRdb7xvTVgD1oA1MFEDPJDHg3m1pgdhknhAIwuuNNDRLGRNgis+5Bx//iaeEqwHV7VGraBIbjgtBi4cegQqAA3mShnSY3hv27ZtiaGg0V51CIH75H7joUzsgV1iwErbzvsTK5btYXtYA9aANdC/GuDbqnzHs97o1ZTAVXpa8F//9V8rcPWNb3wj18jVzTffnEBTGq4gRI1CAQ5ARFr4AIRGthjKA6L0EWfWgPEpHD4roDe395LPfXF/3CefAeK+uX/swCgddhFgaYowbT/v929D4rJ32VsD1oA18JwG+OwX/agGLJgtoy9lWVLW1GDbRq7mzZtXWXPFKMoXvvCF8J73vCe8613vCp/4xCcahivWCnGxkCEL2TUaJXBKC4ERGm6ekZutax8PW+f/Zdj42ZeEDf/ygr5z3PfW+dPDltVLE3tgF+yDPTU9mLaf95+rWLaFbWENWAPWQP9qgIEKDVIAWAzqaO2Vlt2k1121Da7owKG7rJeIVpsW5GJwjKoAUYxcpUetCIcUgStujmE65kPTwuc44LX1qZVh0+fP7zugqgaR2GHLuuWJXbAPtmR6EBun7ef9/m1IXPYue2vAGrAGntMAs0HMAjE1CFzBNYKr9OgV/SoMI55JL2hvyZqrZuBKYMUFVoOreCG7pgQhyrQQWGOVrDtaONNgFY3WbVs4M7EL9mH0ioL26NVzlSitI+/bNtaANWAN9LcG+CA3U4Pphe3VpgZhlxiwSg1Xep0C4MWUIMNwUKOmBDds2DAJrgAvoGvj515quIrgCntgF+yDHbGp4aq/Gw53HC5/a8AasAayNbBixYpkDTN9J6NX8YNi+iQOgxV5nxhs9klB0iVPC7Zq5Aq4gv6qwRU3ynBdWhjcPOHVpsf6PQy7YB+mBrEp9uW1DGkbej+7stk2to01YA1YA+XTwJ133hne8IY3VNzjjz8+qW8jLI5zyy23TIoTl+3y5cuTh8SqwRX9aLzuqutGroArLho6hBQBN9ZbAVe84iE2BNvMi7IIrd9Bqtr9Yxfso3VXhqvyNRBpPXvfZWQNWAO9qIE06MTQk7VdDZhi2/Dg3MDAQOKe//znB16loOP0e69+9asrx4mrY1n+k08+mcCV1l3Fr2ToSri67bbbEpjSyJXgipupB1est+J1BNXgopGwwev/JBzb+vNw+tljyVvlTx09GEZX3xOObXok2U//2feDK8Kz+zYmwZyHuPFvfGRnGL7/vyvXRf5HN9xfyT99XHno/BznHI3cQzoudsE+2JFhTOz7sY99rCI2RPnyl788fP3rX68ruiwxdiqca//BD37QddfdKXv5vO6wrQFroJMa+MlPfjKh7xEU1fJJU++aX/WqV1XyBabo70hz8cUXV8KJUy8fjgNX6UXtLEtiedKUw9WNN94Y5s6dG66//vowe/bscO2114Zrrrkm8M3Bq666quqrGOInBQGpu+++OwEkwRUgwMiV4IrRF0auGIlJG4j3OmGMNFg0sg/4ADMCHqDm0P8sSGBr6PZ3JJBzeNkdCTvhc5w01eCKYzhAjZ8A6/jQqgSs2Oe4YEzHBV6cl+Ps77nzo4XuC7tgHxbjYVPmcQVXgAmOt+kj7m4CrEcffTS5ZsOVO4t0e+B9a8IaKKcGYrhiFOnf//3fM52AKw9cwQkxYJ1zzjkTRqw4JuCqp40nnngi4QkWtcMcsAdwxSDPlMMVHdzixYvDd7/73fCd73wnLFq0KOmolyxZEhiRynoVA2uANGfJdN/tt9+eABXgFcNV/KRgFlzxYtBGYCodV+AE1KSPaZ9j/OI41eBK8fEFbEASP8ApPk56RsgANX4AVXy86DZ2yYKrWGSMXuEIA1xe97rXJfAybdq0BJwVF4gmDOEDZZQ924IcPn/EPvF1jA94E0aeSp/Ol3RxvjzhmE7/m7/5m8m1CazIE0da4uuaFU/XbL+cDa3LxeViDZRbA6997WvDr/zKrzTkLrzwwkkDICrnGK7qQZPa93rxlDfTh8973vOSPkFp8QmrN7WoPPCBq/iJwRiuGKTQmiseuBO/wDJwS8ufFrz33nsDn7wBsBiB+va3vx3uuOOOAFwBTHngigt96KGHwsKFC5PHILkJjVxNBVwxqsSvFsw0A1canZLPKFh8DoUrb41ixXGKbOeFqxiKBFrAjcLZhuQRK7DE/uc///kKALGPMBWfbcKITxjbwBPgw/af/umfJseIx4gZ8fA5Rpw4b52PcNKRhuOkwee6dF7SA3DAFvHsbANrwBqwBprTwAUXXJC0s7S1ed3555+f2e62E64o4zh/XW9eOJNGSgVXP/rRj8IPf/jDBLAYvbrrrrvCt771rQSugKW8cAVMAQM8AZA1zUhnKiPIZ2Sm6MhVGq4EPQCXRqoEQNoHeuqNXCkf+WWHKwEUsCL7IlL2BTTE0TFghuP4hAly2E4fY2QJl46nkS1VBnzi1UqfPiZA02iars9+c42q7Wa7WQPWQLfB1Re/+MVJEEhYI1pOwxVrlnmRKNOCUz5ydd999wUBlqYHASRGrr761a/WhSumABm5Aq4YcuMGuJH4je906AzVLVu2bJKhWgFX6WlBpunSYc3AVbdNCzLiI5iSILVfDa40RVcErgRk5CFHeacBKoaz9DGulTCtHwPOdf323UlYA9aANdC4BroJrpj6i/9Bj7cbGb2CMeJpwVpwBbswNdi2acGf/vSnQYDF9OD3vve9ZO0VcMWIQr2Rq1bAVasWtLP+Kb3gXCNVeeGKeLj0gnZGuXgSMJ2/pgJZb8VPC+bZT6/RanSKsJkF7fWmBTU6xIgTDRYiZroOuCEt+4SnASiGIwFVHA94Iw3HgLZa6XWMNAAh8QGqONyNaeONqW1mm1kD1oA0cNNNN4XPfe5zDTkecFP6tB9P2/HgG+yQ5QRHecAIsOI1DErDU4JvectbKvscy7vuqlRwdf/99ydznQAW04P33HNPMjUIXH3jG99oO1xBlu14FQMgBCAxigXU5IWrhJBCqDx5KCAiH4ApftWCwEpx0seLPi3YzKsYABVACKGmF54DMFp4DlwBNhrRYk2URo6oVAIdfPaz4Ipj5KF8ATTS1ErPeQVypOW6OD/XzHk4nq7Y3nenYQ1YA9ZA5zQQw5VAqJ5fD654gi8NVirj9Duw8jwxWCq4evDBB4MAi+lBOkXWXgFXLGxvxcgVTxNmTQuymp+nCAUo9l9QsQV2wT6IiuFLv0S0cw2LKrx9l4E1YA30owZaDVf0a/FLQqu9ciF+11X8Dqws+wuuYI5q3xeMnxZs+7QgT/kJsDR6xdor4IqF7e2GK3/+5jmYSoOlP3/jRjyrEXG4tWENWANTqQFgCMBqxNUabWJtd/yurGpxCYvjkKbWPZcKrn72s5+Fhx9+uAJYP/7xj5MnB4ErXsvQCFzx1B/vymKaJ+ulpGnD+MPN1eHKH252w5muK963JqwBa8AayNYALz7nBei8CJ11YbwYHRaBSVhPNm/evMTNnz8/3HzzzWHBggWJ45uFt9566yTHuz6bdQOs0QGwNIIFlbL2CrgClPLCFel5LxbDcayZGR4eTp4cBJ5YV8WHFFlDlBYGcTm+9cvvrkyHpUdw+nF/6+0zErtgH57E5AVnzzzzjD/c7PdfTapD6Trl/ezG17axbayB3tUAjAFrwBSwB28vgEWYAuRFoSytOX78eKUfHR8fDydPngynTp2axDqwT5HfwC9+8Yvkaa1HHnkkASzWX7H2CrjipaJ54IobAqy4Cb2hPS9cMezH6+k3r/5F2PT58w1Y//KCxA6b1y1P7IJ9WG/Fp28QhRuG3m0YXLYuW2vAGrAGmtdAqeDqy1/+cgCw/ud//icAWKy/Yu0VcMVrGfLAFZ/MYfE1VNgoXDEqA12y9mrrmsfC1vnTw8bPvqQvIYv73jr/L8PWtY8n9sAu2AebetSq+Qrnxsq2swasAWug9zVQKrjiRWOMOv385z+vTA/y7grgioXteeCK+UteJNoMXPECL41yMYLFS0UZ1mMxN8CGsXjfE+u5es1xX9wf98n9ct/cP3bQcCb20ajViRMnPHLlaUFrwBqwBqwBa6CKBkoFVw888ED40pe+FJYuXZqMXrG4nTDgipeK5oUrpqyagSvAAYBghIYpMNYYMVfKSBavIWDuFODoVcf9cZ/cL/fN/WMH7CGw8qhV7//H5f+qXcbWgDVgDRTTQKngasWKFeHJJ59M3oCq0SumBoErFra3G64ABwCLqS/WFgEVvIsCwJBjFKdXne4RX+/gwA7YA7sIrDxqVazSudGy/awBa8Aa6G0NlAqumGoDsPjgIaNXPD3Ik3/A1b333tt2uAIaNOoFTPBUHCM2AAaOVf697nSv3Df3jx3ipxoMVr3dILjBd/laA9aANVBcA6WCKy6Gt6cvX748Gb1icTtTg8AV77xq98gVggIeBFmM1OCACzlgo1ed7hFf965HRQ1VxSubGyzb0BqwBqyB/tBAqeCKxdQsrAawGL167LHHkoXtwBXvvJoKuIqFL9BK+wBHr7n0PWo/toe3+6NRcDm7nK0Ba8AaKKaBUsHV+vXrk6fVACyNXjE1CFzxzquphiuLq5i4bD/bzxqwBqwBa6AfNVAquNqwYUPyVnVGsDR6xdQgcMVTg4YrV9J+rKS+Z+veGrAGrIHu0kCp4ErvlOKzNRq9YmoQuMIZrrpLXG4MXF7WgDVgDVgD/aiBUsHV5s2bw9NPP115aSejV3xZGrBiYbvhypW0Hyup79m6twasAWuguzRQKrjiJZabNm0Kmh5k9Ir3XgFXfA6n3XDVq08B+r569wlPl63L1hqwBqyBzmsgDb+lgqvBwcEJn5zh4ljYDlzxvUHDVecF5ErsMrAGrAFrwBqwBiZqoNRwxXfsYsDi6UGmBoErFrYbriYWpsVte1gD1oA1YA1YA53XQKnhateuXWHHjh3J9+1Yf8X0IFODwBVvbDdcdV5ArsQuA2vAGrAGrAFrYKIGSg1X8YeS+TgyTw/yWgbg6vHHHzdc9fDb4V1RJ1ZU28P2sAasAWugezRQarjig8G7d+8OTA9u27YtMHrF1CBwxRvbPXLVPUKr1yjwUezt27cn5UxZ29kGrdIAutq/f3/PfqYqrluuR/1Zb/pJ47Hey7xdarg6cOBA2Lt3b2B6EPEwesXUIHDFwnbDVW/AFR0fII0Y/bMFGrUAEFarkeWj40NDQ4nGasXr9mOuR40qp3viW+Pd19fVgyteM8Uyp1WrViUzcgwcwTeEM0vHmxIYUIJ7eHNC2hX553OA/8JoMJge1OgVJwWuVqxYYbjqkWlBwPnUqVPd09L5SktlgXodD9AEYKGzbgeoWtfvelQqWbb0Yqzx3oIrXozOOzvhmI7A1cjISBgeHk7+49ToFSQHXPHUoEeuuk9w1ToHGg7/bIFmLZCn40F3eeNV02g3hLkeNaug8qfLq9288bpBz91+jbVGrvjSTEfhiv82Dx06FJge1OgVQ2TAFcNphqv2wdVFF10Urrzyysz/9HmKc9q0aWHx4sWZcfJWDncK5W/cy3yFeTuUvPHy6rZs8VyPyqzSYteWV7t545VNu714PbXgircddBSubrptNNxw60j40oLhMGfe3nDtDUPhv+ZsTeDq8/+1xnBVY1oQODrrrLMCPm7mzJk1IQhIuvzyyytxiL9w4cJkn/A0RBEWx89TOcb+/p0Bl47rTqFYw9vvqfN2KHnjpfWZ3qduqH6pjtWrX+k8iuy7HvWf4tEuS2SYRspyTAu3SuNF9Om0ZwY9DFdbtyaLx3j7e9oY3SwSGv9G4AeQyopPeBquGrLNE4+dAarZ14Sj//T+M9sb1lcgiwZBv4ceeiice+654a1vfWvF0Zjwu/rqq8P555+vqBWfa+N+SYPPfjofhVcSeaNnLJC3Q8kbL6+2qRdZdSZvHg3Fcz3qGc02eiNol4e4ZsyYkekWLVpkuKox4NBQXWtBPmmeiD9/k3fkat8V+8KzL3o2PHvus+Hgxw5OWNSOJnY+uDM880fPNPx0/YBHrpqf9suCq4GBgaRD4DjTenwAG8d/4PovXMeAlDlz5iTxzjvvvARcECgdCvu4PP+xJ/9p/783hLHp//eMY/tdf1kTrqo1PlzXm970pgSedBzwArh4koIf08gxXCke4em0Oma/uy1AI/Poo4+GO++8M9NxvJ1wRZ2YPn16RdNsU3cIp45ccskllfqlRt71qLt1N5VXn1e7eeNJg/ab72Pr2S4NV6t/el8ykENflYarwU8PhtEXjoaxc8bC/hn7k3jbfrItjP/qeNj25LYwuHwwjL9oPAzdNVQBLMr68PsOh723703attG/Hg0nX3wyjL9kPOyfs78CXMNXDSfhHCMO6QxXBegZEAGk5AAOxMC+pvvwiUc4DT1OgiFcaeJtwpSGuHQcdCJKV9V/4rEwds9dYeyS151xdywMR5fcX0lDYeunESftyweiBEcf/OAHFRzYnjt3bmVfG9Xy4doZ3fKvtyyAfq677rrM/+j5b5/jxKuqzybrWVxnWAPKPyvKn23WJQqg2OYYdYf64nrUWxps992gXR7TZ/Q+y91///0t17j0bL9xCEvD1bK3/ElVuFr/tfVh5IUjYcMvNiRlPHrBaNh5y84wdOtQOHbBscqrGI6/8njY8+U9FbjavmJ7AlJo49DHD1VGsAgHpPAZ2dI28U686kQCXoarJht9NeIxLKlyAFfajhv4uKNQeo6nt4knYJNf7Tw6R8X/p/cno1XV1otQ6PpVgyKOfepTn6pAFCNVjETxA5ZIk/5Vy4f/GJhy9K+3LIB+WI/ymc98pipgEc5x4lX0WKBuKY90nWF0in9YcBrFSsdhn39I8FV/5BOmvDN916PeEm/Ou0G7rKli6i/LMW3Yao1n6rAF9afX807D1cpvfLUqXG1/1/Yw9O6h5AXpAPTuz+4OI5eOhC3LtoQTLzwxYeRqxwM7KnDFiBSOMgeaNIKVaODNR5NjANauu3clcQhn5AoQM1wVEDD/IVdrrGnIJepm4apavsozyx/79MfC2B0LkxGsZN3V7l2V66DQ9RMUAUFae8WxeOqP0aqvfOUrSRLDlSzXv37SmBw9WhWwBFboUvGyNNpoOPUgrguMSAFYgJX+MUnH0b78Rs/petSfOke76QXtdMRp/bRa4+n8vZ9/BCsNV1lrrvadvy9snnfm6zOU6Y4FO8LYBWPJS0QPzjwYTg2cCqcHToexy8YqYMVAAdN/wBNlHgZCBaDYZ7oQx7YccU//+ulkNMtwNcVwFa+fiqcC2ea/caY26DRYm6VpDtZrabvZipeI45dtpuAqbkI5p2BLvqb33vnOd1ZGtOI0WfkoXRzX291tAfQj7cUjWDFYcTyOp/hF/GqAxHQgaxGVL3EALu3H04KuR92tu6m8erSbnhakTZau5Lda48rXfn6okq0mwdXSX1QducqCK6YFNXIFTDEteODKAwlgMT0Yw1MeuGJ0i1ErNGK4KghX8QJ1gVPWyJUWtdMxAEsxXFGJ6TQIQzj8h07exCWMtBJUMz6FrV81KKq2rkojWcRnW08UMl3ImoR0Pl7QLgv3np/uUACse+65J/lPP9ZjOl58rJntanClKT/lJ7iinlBnVA857nrUe1ps1x3l1W7eeNKn/cahKa/NJsHVmjVV4SprWnB4xnBg5Ip3ewJXI+8dSZxAi/VUlDcua1pQx4+++WjAad9wVQCu8gqgDPEocP2qQRGjVVpjpXgAFxDFT9ObjEoJCpUPYXG40tvvHQugnzw6zhsvT15ZcQAoFrfreDUA07FW+65HvaPp9J1QtumRq3hhu6YIp0LjrdZtr+aXF66yFrTvvWLvhAXtx/7wWPI6BtZdMUVIWctlLWhP9JACK8IMV30IV+lGxfu2QD0LJA1IjrqSN16zjb0gP07fKbiqZzMf7y4LoF1GZFm0Xs1xDN21W+Oxtr1de9QrL1zxbUFexXDknCMTXsXAh5tH/moknDj3RPIahiNvP5KMYAFWTAtS1rFjsTrrsOJXMQBdTBkysiXHIviBj3xsNPzO7/gN7b0uYgTiny3QrAXydih543VrfXM9alZB5U+XV7t543WrxrvpuhuBq7Vr11aeFnz66aeT6UPgim8pa1qQ6cDYUdbNuoHXXDgazj7bcNVNgmrmWhGIf7ZAsxbI26HkjdeMhsuQxvWoWQWVP11e7eaNVwa99vo1lBqurr3BcNXrAuT+WEB/8uTJ8rdwvsJSWiBPh8JH4HlPUC/XJ9ejUsqzJRdljdeegitjvS41XPH5G49cdZ+oGhX6gQMHwt69e8P4+HhLGiJn0l8WqNfxAFa7du0K+/bt62m4cj3qXd1b493XD9aCq8ceeywsW7YsecqdNVdTPi1ouOo+QTUKVop/8ODBZGSBRsTONmilBhix6nWwcj3q7zrTTxqX1svu14KrdevWGa7KXoC+vv4BUJe1y9oasAasge7QQC24GhoaShat89oWj1zleNTbou8O0bucXE7WgDVgDVgD7dRAPbhiKczw8HAYGRkJo6Oj4dixY+H48ePhxIkTgbQsk2Et8qlTp8Lp06cnuSKT4AP/6w/PrLl63f8aDjPetzdce8NQ+K85W8OSJUvC5/9rzaSTjY2NJRfJGovDhw8nFz1//vzkgrlwboAb4Ya4MeiRRxs3btwY+O5P2hjtNLzzdsW2BqwBa8AasAZ6UwNpnoi/LQh7dBSuWHN1w61+FYMrX29WPpery9UasAasgd7UgOHKI1c9/QSVG67ebLhcri5Xa8AaKLMGDFeGq1LAlZ8W7O+nnVr5dKDzspb6WQNlBo5+uraeh6tbb7010HF7zVV5/8vhu1g8Ko8Y/bMFbAFboIwWANjK/uMa+wlgynyv9eCKz9x09GnBomuu7rrrrmSxuuGqvHDFO1p4IsI/W8AWsAXKagHDVXn7kDJCVi24KsV7rorCFTdx++23J6NXflqwnJWjGxqtsjb4vi5bwBaYGgs00049+OCD4ZxzzgkDAwMV99GPfrTpC37mmWfCzp07J7xomVF//TxyVZ4+rhZcleIN7UXh6tChQ+Ghhx4KCxcuTL46rccf++FVDA8//HCYNm1a5jDx5ZdfHi666KJJx+ula/V/Cc00WmpM7NsCtoAtMBUWiNspoIn284//+I9ruhiqtP385z9/0uXybiM+X7Rnz56ajmuo5pQhx1rdPju/5oCtFlwtXbq0829obwVcseaKt6DeeeedYe7cueH6668Ps2fPDtdee2245pprwqxZs8JVV13V1e+5ApLOOuusBJbYnjlzZjKfe8kll2RWtiy4Yh64VrpmK9vY378z4NLp40ZLjYR9W8AWsAXKZIG4nXre855XGYkSNDXip+9rcHCwKjRVA6lqYVpWwbF0++r95uCoqN36Bq70UVM+4MrX43l56KZNmwLThitXrkwoMm2MosadyvQAFbDUyDmz4KqRPHLFfeKxM9c1+5pw9J/ef2Z7w/rKtcaNVrrR8b4tYAvYAmWwQNxOMXJVxKXvh+m+Is5w1RmAqtX/pXkifolo3pGrfVfsC8++6Nnw7LnPhoMfO5hwC+yCQ487H9wZnvmjZxoG84FWvESUaUFGrvoRrhYvXpz8d4UAAEoA7Lzzzkscx4ArRrsYpcKfPn16AjzpdIQr3Zw5c5I4pCWdRslqiSwZsfp/bwhj0//vGcf2u/7ScJVuYb1vC9gCpbWA4IqO7XOf+1wht3z58sp98pmTPFOCtaYMATN+XGOtttjHpg7CGoGrwU8PhtEXjoaxc8bC/hn7k6/GbPvJtjD+q+Nh25PbwuDywTD+ovEwdNeZr8oIrg6/73DYe/vepNxH/3o0nHzxyTD+kvGwf87+CnANXzWchHOMOGhkgHVR1Uaa+PzNsmXLcn3+xnA1UIEhwROghRNcsU2lA6AAqxiuiINTpSQO04ZKq/Ca/hOPhbF77gpjl7zujLtjYTi65P5Knmq0Kq2NN2wBW8AWKJkF1E5dccUVhaYEmT4kD/34VBt5F3F80o0fedRsi/2N3CmzT164Wv+14bEHDgAAIABJREFU9WHkhSNhwy82hA0bNoTRC0bDzlt2hqFbh8KxC46FLVu2JCNVx195POz58p7K6NX2FdsTkKLMD338UGUEi3BACp+RLW0T78SrTiTgZbhqoCIwghTP+achieOExRUPQCJcYYoTw1U6X87B8TR0KY9M/5/en4xWVVt3RaH7ZwvYArZAmS2gduruu++e0Nay/oqRqC9/+csTwmkrCeMf/Fe/+tUTjl133XWVW2XUibzTbvfu3clUIYvd+V4uH/WlfeW9gOm4nIMf4ZltcAP9ifMoPsKVF662v2t7GHr3UPLAHXC1+7O7w8ilI2HLsi3hxAtPTBi52vHAmSVNjFwxIoWjzIEmjWAlGnjz0eQYgLXr7l0VvTByBYgZrhqoDEBQPMJE5UhDUrNwlU5H3o3C1dinPxbG7liYjGAl665276o0AojBP1vAFrAFymwBtVOAVPyPbAxKMWCxrR/rs+I07OvHtCB5xw6A4ieQYsE7AKURKtrgeBG8pwWLw1CrgTIvXO07f1/YPG9zBa52LNgRxi4YS9aEH5x5MJwaOBVOD5wOY5eNVUatgCum/4CnRJcDZ8BaGmK6EKd9fOKe/vXTyWhWS+GKpwW/853v9PTTgrXgiqcHcQiIaUBet0D8eiNXxImfHBRoNQpXtYSbiEMtjX1bwBawBUpogbidikGJVyvEa6iAqhisgKLf+73fmwBXdI7xL+4EBVaMWClcI1NAFNOI/GhTdZy4/Niv1db62NRBWFG4YlpQI1fohWnBA1ceSACL6cEYnkIOuGJ0i1ErNNIyuOI9V7xIlCcDWRQI/ffae67qjVwBVMTRwvS8cEVlBMpY8K5F71qvlYa5Zisuhe2fLWAL2AJltkDcTqVfxZAGLN1HNbACzNK/oaGhpNOLv1bBS685JyNUvCiUJwLJT6AVw5fyI36z7bDTtRa88sJV1rTg8IzhwMiV1lyNvHck4ARarKeivHFZ04I6fvTNRwNO+y2BKx5/BKwAKr+hvbXiaVVlpMD9swVsAVugzBaI26k3vOENE0aiAKY0YGWBFeuv0j/WV6nj0xvXNV1I3HgKkHYX0NKb2vlnVz/yaFW77HyK9Zd54SprQfveK/ZOWNB+7A+PJa9jYN0VU4TSC37WgvZEDymwIqwlcLVo0aKwdu1af7i5gfVbU12pKGz/bAFbwBYoswXidopP2MRTg9oWYGWBFfEAs/SP+OQvx6sZACja4hisiEc4T9ErLmCmH2FT3X77fNUhLC9csWSJVzEcOefIhFcx8B7Okb8aCSfOPZG8huHI248ko1aAFdOCKn/5LFZnHVb8KgagiylDRrbkWATfEriaP39+MozqDzdXF0AZKgbi8M8WsAVsgTJbIG6nar2OAcBKf09Q8IUfv4ZB91vtdQxMEY6MjCRPCbLWCsdTgxqxUqeqRe7kRVgZ2nRfw9FJX3xp5iWimzdvrkwLMh0YO5V/M37L4IpHWA1Xhis1ZPZtAVvAFmjUAnRi+qWf/ovhqd52/HSh8gOcmukkScNoln7sG2zK0dc1MnLF7Nr69euT91w9/fTTyUtEGbkyXJV4yq0bKhprBk6ePKn2wb4tYAvYAqWzQAxXAE2zn7+JYUg3yVSfRqca9Umrn+GqHGBFv1tquLrwwiPhNa85FD70ob3JcJi+BdjIG9qZFvTIVXkEVw329GkiFnD6ZwvYArZAGS0Qw1UZr49rMlyVp6+rBVePPfZY8pWZFStWBNZcTfnI1YYNZz5/c+ml+8OCBdsrH1o2XJVHQNVgqZkwvv/IGgMaBzvbwBqwBqyB5jTQTPvrNK3vU2vBFa+F4hN+HYMrfVuQkavPf36n4crTj15PYA1YA9aANWANlF4DteCK95pt3Lgx+U5vR0augKt163aF884bDo88ss1w5QpV+grl/wBb/x+gbWqbWgPWQLdpoB5cwTc86ckTobyDk4fuWMLEy2FJyzIZ1iKzpu706dOTXJGp6eRpwcsuOxj+8z/PfAnaa65cwbqtgvl6rVlrwBqwBvpPA6WGqxkzRsLf/d1w8i083u9guOo/gbpRcplbA9aANWANdJsGSg9XvImWR/UNV65c3Va5fL3WrDVgDVgD/amBUsPVZZcdDkwL8rTgddft8MhVD6+58tOCzT0Z5CeqbDdrwBrgSWvaUINceUCu1HClpwU9clUewbSj8u7fvz/56jti9M8WsAVsAVugMQvQdtJf8s7AdrTRzrPxPrgeXPEm9tWrV3fmPVeGq8YLtBsrAf91xW8ZbqxZcWxbwBawBWwBni5jIKIb+4BevOZacFWa91x55Kq3IYtpDf9sAVvAFrAFilmAtrQXQaUb76kWXHX8De0euWoeqq688spwySWXNFTRLr/88obTtEL0hqtiDapT2wK2gC2ABQxXzfeZrejL4jxqwdXSpUvL8Yb2Xhm5uuiii8JZZ50V5E+fPr1tw7gLFy4MwFJc2NW2uRaFz5kzJ1caxW+Vb7hyx2AL2AK2QHELGK4MV2ignkteItpLr2IAZGLgAWbOO++8Cty0Clby5gO0xnCVN12r4xmuijeqzsEWsAVsAcNVb8HVviv2hWdf9Gx49txnw8GPHUxeScVrqXCU9c4Hd4Zn/uiZujCVhq2ehysgBbhavHhxMoLFSBb7OMCL4w8//HAlbObMmZUwjYABRzxxgE96fI1ACZzwmSbEnzZtWgXwOA/7hOPIU/DHNekcxOM6uB5NHTLlyHHOWRS2DFfuFGwBW8AWKG4Bw1V54Wr1T+9LvicIGKWnBQc/PRhGXzgaxs4ZC/tn7E/ibfvJtjD+q+Nh25PbwuDywTD+ovEwdNdQBbAo68PvOxz23r43gavRvx4NJ198Moy/ZDzsn7O/AlzDVw0n4RwjDun6Aq6AE4BFTqAC0ABNQAxTfISzjw8ICb7isBh0yI94iq9jjFYBVKQDoBSHeLoGxRFQCbQUhzTEYZ/r5DjbzTrDVfFG1TnYAraALWC4ar4farb/ykqXXnO17C1/UhWu1n9tfRh54UjY8IsNYcOGDWH0gtGw85adYejWoXDsgmNhy5YtCVAdf+XxsOfLZz4FCKBtX7E9ASnK/NDHD1VGsAgHpPAZ2dI28U686kQCXn0FVwDLwMDABAe0AFGMEDHyJKAhXrpASR9DThqu4mPEBdgIY1t5Ca7S4RznnACZ4ihN+rwKb8Q3XLlTsAVsAVuguAUMV+WFq5Xf+GpVuNr+ru1h6N1DYf369Qlc7f7s7jBy6UjYsmxLOPHCExNGrnY8cOZrNcAVI1I4QZNGsBINvPlocgzA2nX3rsooFiNXgFhfwJVGfmpBClDDlCBxBTppeEmnrwdXAFQaogRO6XCd03BVvPFzDraALWALtMsChqvywtWaNWuqwtW+8/eFzfM2V+Bqx4IdYeyCseSLNAdnHgynBk6F0wOnw9hlY5UpQeCK6T/giTIPA2eeFGUbx3QhTvv4xD3966eT0ayB0dHRMDIyEoaHh5O3zw4NnZlvXLJkSeBCT58+PcGNjY0F0hw5ciQcPnw4STt//vxw/PjxcOzYseRYtfw2btyY5JcexksDTNF9AAiAUT6MSgmYCI9fnQDgEA+gwWfUSiNWpNFUIVN3HKsHV4x8KZ94WlDn55jgivyIkzUtGN9D+rzk06ij4P2zBWwBW8AWKGYB2tJG21/Hb7zPymOzNE+sWfqLhuCKaUGNXAFTTAseuPJAAlhMD8bwlAeumBJk1AqN9CRcaZG4FoNrqo/CYnSK8PgYUAQA4bTOCuhRPsBNHrhizRVxSad8SKe8gTnBFdfCvs5BHIFWHId4hqtijaFT2wK2gC3QKgsYrtoDSnlgKh1nElxljFxlTQsOzxgOjFxpzdXIe0cCTqDFeirKGwc4VZsW1PGjbz4acNrvObhKG3+q9lsBQO28VgrcP1vAFrAFbIFiFqAtbWdb7bzzw1teuMpa0L73ir0TFrQf+8NjyesYWHfFFKFACT9rQXuihxRYEWa4amKKrZr4DVfFGiyntgVsAVugGyyQdKYt6jeq9SUOaz1crVq1KvAqhiPnHJnwKoZNmzaFkb8aCSfOPZG8huHI248ko1aAFdOClHXsWKzOOqz4VQxAF1OGjGzJsQjecNUnlQSB+GcL2AK2gC1QzAKGq/zw025QzDtyBVytXbu2sqD96aefTtZmAVebN2+uTAsyHRi7GKwa3TZcGa6KtTRObQvYArZAH1nAcGW4ygNahqs+gSsW1p88ebKPmkDfqi1gC9gCrbUAbWj8gFS7R2acf22Q88jV1q3JEByvdkgbw+KpLZ5W2efAgQPJqzbGx8db29o4N1vAFrAF+sAC9F179+4NBw8e9IL2kgxKpHkifs/VY489FpYtWxZWrFgRPC1YkgJrFdCULR8ahe3bz7wQLc+wpuNMXMxoe9ge1kD/aoARq0OHDhmsStRP14KrdevWGa7KBiG+nqkZTbOdbWdrwBqwBqyBZjVQC654ITovL+cl4R0Zufr93x8Nr3/9SLjssuHw9NN7Q7e/ob3ZQnI6V3BrwBqwBqwBa6B7NFAPrpjG5eszfDWGL8vwFRm+JnPixIlkiRLLZFhHd+rUqQlfotGXaYrMdg/s2HHm8zczZgyHL3zBcOWK1T0Vy2XlsrIGrAFroH81UGq40rcF/+qvhsPddxuuXFH7t6K67F321oA1YA10jwZKDVf33jsazj57JABXDKF5WrB7hOVGwGVlDVgD1oA10K8aKDVcxSNXnhZ0Je3XSur7tvatAWvAGuguDXQFXN1003D4yEc8cuXK1V2Vy+Xl8rIGrAFroD81UGq40oJ2pgXnzjVcuZL2ZyV1ubvcrQFrwBroLg2UGq54FcOFF46Ej37Ua65csbqrYrm8XF7WgDVgDfSvBkoNV1pzxbsgvKC9f0XqBsplbw1YA9aANdBNGjBc+duC/mRCiT6Z0E2Nh6/VnZ01YA1YA9U1kIarq666KsyaNStcc8014dprrw2zZ88O119/fZg7d2648cYbw7x58xI3f/78cPPNN4cFCxYk7pZbbgm33nrrJHfbbbeFZt2AR66qF5rFbLtYA9aANWANWAPl1UAarvhQ88qVKwPfFdy0aVPYunVr4JuQu3btSmbmDhw4kHx4m29E8tb2w4cPhyNHjiRvbx8bGwtpV6TsDVceUfGomjVgDVgD1oA10HUaMFx5WrDrRFuE2J22vP/puWxcNtaANdArGjBcGa4MV/6v0BqwBqwBa8AaaKEGDFeGK1eoFlaoXvmvy/fhEQRrwBqwBprXgOHKcGW4MlxZA9aANWANWAMt1EAarvy04LPPBhnF1N48tdt2tp01YA1YA9ZAv2pAHCF/zZo1YePGjclTgkNDQ8kTgrzDkycDeTPCsWPHwvHjx8OJEycSBhkfHw8nT54Mp06dCqdPn57kQoGfnxZsIUX3q8B9327crQFrwBqwBqZaA4Iq+aWCK97KzjsgeBcE74Tg3RC8I2LJkiWBd0akaY73QECAvBuCd0RAhLyQCxqECrPemwVNcuMygvypLgyfzw2ANWANWAPWgDXQ/RoQR8g3XHla0PPuHjG0BqwBa8AasAYKaEBQJd9wZbhyhSpQofwfZ/f/x+kydBlaA9ZAUQ0IquQbrgxXhivDlTVgDVgD1oA1UEADgir5hivDlStUgQpV9L8dp/d/zNaANWANdL8GBFXyDVeGK8OV4coasAasAWvAGiigAUGVfMOV4aojFWrfvn1h+/btYdu2bXa2QU9oAD3v37+/I/WpX0Y+3G48115ab+Ua7RJUyTdcGa6mvDOggTRUPddI2ha9ZQv03S+wM5X32Y/tRi378goiXk5pvZUDsgRV8g1Xhqsp7wgGBwcNVx6t6lkNoO9anaKPNdcZ9mO7UU8rABYjWPXi+XhzmmvEboIq+YYrw9WUV0yP1PTWSI3Lc3J5NtIoO26+jq8fdZZHG9glTzzHyaezZu0kqJJfKri68MIj4f/8n0Ph0kv3h5Ur++8N7QMDAy2pJIsXLw7Tpk2r5HXJJZeE6dOnJ/uEc7xZAbUiXT82kr7nyQDSyzZpRT0pax60J1deeeWUtyG9rJese8ujAdLmiec4fQxXGzac+fzNu9+9L3z+8zt78vM3l19+ecBVE3oRuLrooosqeT788MOBBpBzsH3eeedVjq1evbqyXe0aaoXF56gVr96xrIakTOE/+9nPwite8YqwatWqnp2+KpO9e+1a6tWBIsdpP/gnifooVyu/VtVbnYPzL1y4sOl2RPk06veaRvLcDw9IrFixItPpoaBGben4rQctjVjJL9XIlb4tOH36/rBo0XbDVQOPhcYAFVccRqla1bi2Kp+4UVm0aFE499xzw5vf/OZw8cUXJ76A5t577w0XXnhhEv53f/d3FdDJCicv4pMX7rbbbkvAiPyUP8dnz549KZzj5Ktr43xve9vbwqc+9alKWDqfOP6HP/zh5Nzkz7byUTj3puvhmMLj6yGcayMsbYs4PL6mOJx7kO10fvudGTGL62Crt4GbRupiI3Fbfa2tzK8ftbx8+fIwY8aMTEebh11aaWfn1Rx4Carklwquvve9A+Hss0cCcNWrH26mYcQhYEaVzjrrrGRkiWk7jVzx4Wr2ASbcnDlzkvikY0QKRzpN9c2cOTNJSyOKI40aVLbj/3I1LahzkA+ukXNwviIVMG4kBVcKAxyAGvYZORLAEC6oyAr/j//4j4BTXvIBJYVrRIpjnEfhXAdwQjhxABy2gRwBS5wP8TlGHABH18w+ablu8lY4eRCOH8dnXyNkOm/6fOSltOTPdXL+rPjEseusDYrUj3ppq8EV9Zm6TZtCeuq0Rq1V/6njqvfptoX2gnqNT3y1B8QnTE77asP4541zcZw8df6stqrevdU63o+armUPHcMu2rbfHBi1wm6CKvmlgqt45KofpgVpkLR2gUZJcEXDpMaLQqfRYjqPMNLQwClc66eUlvB4tCre5hjpCSMPNaDkTYPK8bznIG6zLm4k03AlyJGvuAKJrHDiMRrEcaWp5gMqgihGzOI4AAznAaIAII7hC+pIK/ARFMXp2SZcQCYIUhzlyzlwCic+eWtfPmDG/cRgyTGuibwUT77ia99+5wCr2bqRJx11lPoup7aCtkRtiv4BStd/4io+51LbQjqloW1Qe0KeCteSAuKSB/FioONcgBb5cpx41dqqPPdYLU4/6nnDhg3h6quvznT3339/0g5Us5fDmu+jmrGdoEp+KeFqzpzd4QMfGOr5aUE1YCpI7dMoqeGUT8OVbhiJRzjplZbtuEGNtzkWp9F54/R5zxGnbXQ7biSBhxhygAZcGihIQ7yscI4DMwASI0HkIRDS+TjOMc6JE2TFxwnXaJbC0/uEcx1pwCGMa1T8+L6UhjjKF5/zcc3pMNJq1CsNaelrZz+OH+fl7c4AVqN1opH4ApdqaYAlAEdQU63+q02Rrzj4ylPtCf/0kR+AlYYrpVMafNLpH0GuU8ey2h0dz+P3o5ZZU0X9znJMG2KXPPZznPbClqBKfqngSgvamRa87rodfQ1XcUOnSpEXfOJGL94mHzVyNL5qpPnvU41p3nPomprx40ZSYAAcABmCoiyIygonzximABNBTnw+RogEWFlwFcevts01c63x+RSPMI5xnnpwRVyupdqoFfnpHurBlc6t+Nq33xmwwu7N1Iu8aVRv0/Gp04AQ9VkglFX/02nVLihc7QH75MsIFnmTL3G5hnTexDVctVZz6QXtjGSpjOS3W286j/3acCaokl8quOJVDK95zaHwoQ/t7Ys1VzRWNFCINj0tqKf9OKY49cCn2n+r6QZQjSiNpdZskU6NaZ5z6DzNVra40xdcxWFsEx7DT55pwTgPps60sJy84mMCozT8EB5P18VptA0ICZ7isBi0AEQWr6ehiHBNNxKf6UDtk1d6ulD3kAZKwskrK76uy35rO7pG7Nls3ciTLguuVHc1Pai2g9Estqm3xKnWtqhd0PnVHpBG9Z181J6QD+G1pgWJo/zS+Su8Eb8R+/dK3PS0YLWnNLnXRuzouLUhqVn7CKrklwqutOaKStsvC9ppnGjsaIjUoFG4DMMDXzggCJsQJ6vB0gJ4jqsBJJ94m301csAc52afc6kBrnUOXRN+swIkXdzwZcEVceJRnRgwssLjESBGcQQu8YiO4Ij84/A0zMXXqG2ljc/DMUbIyIttjVwBPtXCOV4NrEir/DnOvu4hHS5oS4crPmntOmuDIvWjXlrqqOou9RfHiBJthUAo/sdNU4XqmFWP47ZF7YLOrbaI9oP0ONV74qod4jj5EEYc2hXyqNWO6ByN+v2o6Tw2wi554jlOe6BKdhVUyTdc+Q3tU14x40ayFlwBD4zu4DRdSNpq4QAJcRhVIr5GrYgP6AAkhMejTqQhXI5842tLbwN1pFd8fMXRuTkuqOMY16F70KsYgCDyivPRuQEy8sDF90CeygfQ1Hmz4uu4/c5Alhpc+63r0PpRy+mRq3hxu6YIsYt11jqdNWtLQZV8w5XhasorZj82kr7nzkBOp+zebAPtdNmdZKfKspPnZc0Vi9arOY6hF67PusnWzVTZRlAl33BluJryitnJxsrn7i/I6VR5T1WD3k/n6VRZdvK8ecqX68sTz3HaC2CCKvmGK8PVlFfMTjZWPrfhaio04I6s9R3ZVJRb2c6RR0dcc554jtN6TcY2FVTJv++++8KSJUvCI488EpYuXRqWLVuWfMaI5Shr164N69evD0ztPv3002Hjxo3J2xE2b94ctmzZkqw5Z9157Ipoc6AfFrTHhdGv24ODg5U1Q0UE47QGpTJqAH33a91u5333Y7tRz55HjhwJvAurXjwfby9YYV9BlXzDlUeuprxi7tu3z3DlJ/p6VgPo251Z6zuzfmw3aukIsNq1a1ew3lqvtVp2zzomqJJvuDJcdaQjYDGmvuhextEHX5NHxRrVAHo+cOBAR+pTVoPfa+FuN56rl+jNYFUOsKKeCarkG64MV+4MCnwnsdc6L99PeRprl4XLwhroHg0IquQbrgxXhivDlTVgDVgD1oA1UEADgir5pYKr0dHRMDIyEoaHhwOL24eGhpLV8qy457HG06dPT3BjY2OBNMw9Hz58OEk7f/78cPz48XDs2LHkWLX8WJlPfjKCfP+X0D3/JbisXFbWgDVgDVgDZdGAOEK+4cojV/5vpcB/K2Wp2L4OdzLWgDVgDXROA4Iq+YYrw5XhynBlDVgD1oA1YA0U0ICgSr7hynDVkQrFUy5+WvC5J38afTItKz421Wcxiv4X6zJqfflQbq0so6Jl3E3pd+/enXwn9P777w92Z2zAd1OxSzeVY69eq6BKvuHKcDXlFZNOOwsOHF6/Q6/VOLH+kLWKRR/RdhnVL4daWp2KMqp1jl48Bki06h+HXrEP9sAuvXI/3Xwfgir5hivD1ZRXzH5803KtjrjRY/UaoFa8tdll1D64ovxaUUb1dNBrxxmt6rV7asX92C6dW2cVl5+gSr7hynA15Q1WozDh+BM7+rhCZ21js6xjecJt84k2b9QeeW2cJ57jnOk8DRHVIcJ2qW6Xqa43gir5hqsuh6sdO3aEadOmhcWLFxfqTKdSiI12VI4/saPPU1bYLE+8rDi2+USbN2qPLLvG4UXLKM6rH7YNEdUhwnapbpeprhOCKvmGqxLC1cKFC8NZZ50VLrroosRnP0sol19+ecBlHY/DyS/e79R2ox2V40/s6FlnsWLFikynBwWKlK9tPtHmjdojtj1fvmcfP14zRJ5xPG/X7iTLBhGLFi0Ks2bN6ngZls0u/apjQZV8w1XJ4Orhhx9ORqJWr16dVFpGpmrBVSNCNlwV6zAb7WDbFX/58uVhxowZmY5Gv2jH3a5r75d8qZeA1Pe///3wmc98JgFhfPYFWEXLqJG63wtxm4GIpUuXhs9+9rNtAaAHHnigZW1zkfJpxi5Fzue01f8JEFTJLx1c/fu/j4TLLuvfN7RPnz49XHnllZMaA6b9zjvvvHDJJZckI1oInBErwnAzZ86swBh5MPKFmzNnThJOHKYPASzCgDi2cRxjnzzZj6cYBwYGknDOpXPrXM1Wsn7pYNt1n3nsXrTjbte190u+lNE999xTFYAJ53jRMsqjg16K0wxEtBOuymLbZuxSlmvvpesQVMkvFVw9+uho+LM/62+4SsONxAfwADoa0WKfuDoO8ABNjHQJqIgLUBEnHT8+D2kAMeLF4ezHcKU4Omezfr90sO26T6aXrr766kxHY1u0427XtfdLvtQNRhCrjTASzvGiZdRs/evWdM1ARAxXzAAwjcdI1vvf//7AyBP7n/jEJxLHJ9ewDWXGCGMcj3D2r7vuusTnOPlpVCw+Rt467z/+4z8maWRzzsn5iI/jnMQlTNemuHn9ZuySN2/Hqz5KVc0ugir5pYKriy8eDStXGq7ikSMVYhqOGEkCfGJXbe2V4CidPk6nbc5VC66q5a/ra8Tvlw62XffJmio66CzHtGHRjrtd194v+VIfBFHpuqHwomWUzrfX95uBCEEOtgGGgBi2gRogiuPsA01afiG4IpzjABLbAii2cWm4mjdvXhIOQAFYgjXSkw/7bCuceJyXY5xzy5YtSXrln9dvxi5583a8HoGrm28+8+Hmfp4WZOota1owHqkCdKrBDqNQhBOXUatacFWt4hiuyr8uK72gXQum4/Is2nH3CwS16z4pCyCKsqLTpQNU5224yt9hxZpuBiIAF6CIfGIYYh+gUf4cU/nE4YoHEJEP+cVplDe+0sfnJK7SCaLIX07HlI/ybsRvxi6N5O+4+fSqESv5pRq5Gh01XDHCBBRpDZRgKT3yxD7TdBxH/MRnGzBjzRVh7MdwxdoqhQNRMcSRH8eAO00rkqfSZ8EcaRp17erQ+iXf9LSgGvW4HLBFvN/odr/Ysl33ib0FUcDVo48+WtlXeNEyarRMuz1+MxARgw71JIaYGKI4pnoUh2Nj+RO4AAAgAElEQVQz7QuEZMc4P44pfXxO4ipdOlz5ZIXreD2/GbvUy9PHG+/XBFXy16xZEzZu3Bi2bt2afDUDQB8eHg4jIyMB1jl27Fg4fvx4OHHiRCDN+Ph4OHnyZDh16lQ4ffr0JBcK/AbOPns0nH32SDj77OHwspftTS6IC1uyZEngQtMnHBsbSy6Stx0fPnw4uej58+cnF8yFC9a4IW6Mz4KQHzdMfjKC/LIIikoKOAFA+Oyn4YprBYI4DjQRFxjCaeE667AEVMRnW/kBXqRRmEbBSK9zk15rtgxX5RnRyqPToh13u6CjX/KljIAopnABK6Zq6QQZyTJcNd5xYc9mICIGlxiGyE/QxDbHcArX2lbSx9OC7BNHaQRreeCKPojpQuXNPtvxNSrvRvxm7NJI/o6bT6/iCPmlgivBUD9PC/aDkPulg23XfaZHruLF7Zoi5NxFtNSua++XfLE9TwVWex+Z4SpfZ5XWbzMQEYNLI3DFaCPABFgJhjQCpeuK88sDV6QjL/JU3qy7iq9ReTfiN2OXRvJ33Hx6FVTJN1yV7D1X/SDkfulg23WfjH4wElLNcQwNce4iWmrXtfdLvtheo1TAVOxaVUZFyrcb004VRMQjWt1gp6mySzfYopPXKKiSX0q4Sk/j9du0YCcFMhXn7pcOtl33maeMOHeeeFlx2nXt/ZJvll3j8KJlFOfVD9tTBRGGq3wjNf2guUbuUVAl33DlkatCnXAj4lPcfulg23WfsmMtv2jH3a5r75d8a5WNjhUtI+XTL/5UwVW32dN2KQcMCqrkl/JpQY9clUMs7WpkBgcHk2mrfuloW32f9cqFBzxYSF0vXq3jLqNiDzDUsi3HWlFG9c7Ra8cNEdX7Bdulul2mWv+CKvmGK49cFeqEmxHwvn37DFfbmu+8a9mcTnvXrl0BG9eKV++Yy6j58qk3ItWqMqpXhr12/MEHH6x8l7HX7q3Z+2H93s9+9rNCdb3ZczvdRKgTVMk3XBmuOlIxaRQYXWn1qE6/54dNi4KVGk2XUTHAytJiK8tIZdUP/u7duxOQYKTG7owNACvs0g/lX/Z7FFTJN1wZrlwxm3gRatkruq9v4n+VtoftYQ1YA+3UgKBKvuHKcGW4MlxZA9aANWANWAMFNCCokm+4Mly5QhWoUO38T8h5+z9ta8AasAa6QwOCKvmGK8OV4cpwZQ1YA9aANWANFNCAoEq+4cpw5QpVoEL5v8ru+K/S5eRysgasgXZqQFAlv1RwxYcseYycjwrzgeVNmzaFdevWJR9uXrZsWd98uLmdAihL3jzR5qcFW/80GjbV51WKlrXLqPXlwxOErSyjomXs9AYOa6A1GhBUyTdceeRqykeu/A6lYp12rcaQdygNDQ0Vfh2Dy6j8ZVRLBz7Wmg7TdrQd82pAUCW/LHB1YNbnwoBHrvpDyH77d/s6bhqCVrz922VU/jLK2+g7Xn+0qy7nzpazoEp+WeCK0XLDVZ+s/cl6uaLD83XoeRpRbJknXlYcl0W+ssiyU5Zd4/CiZRTn5e3Odqy2v+0vqJJvuCrZtOBFF10UFi9eHB5++OEwbdq0Sgd5ySWXhOnTpyf7hBOnWyt0Vofk8Hwdep5yL9pxuyzylUWWnaaijPKcw3Hc6VsDU6MBQZV8w1VBuBoYGAgLFy6cBDosym8GggRXq1evDgAVFQPQOu+88yrn4FgzFYa8m0nX6jRZHZLD83XoLFhfsWJFptODAkXKzWWRryyy7BTbfsOGDUm9w48fNiBtHM/bU9MJ2s62czs0IKiSb7hqAVydddZZkxpJRpkAr0ZHmARXceGTRyvAqBV5xNfV7HZWh+TwfB368uXLw4wZMzLdokWLkm82Nls+pHNZ5CuLLDthQ0Dq+9//fvjMZz6TgDA++wIs0hYpI6c1JFgD5dGAoEq+4aoFcAVIXXnllZWGkpElRq0YbRJc4QNhAA7hjEZRMRjhIiw+RlwccEYc4pMf8XDxiNjMmTOTtMThGsiP6yE/3Jw5cyblQRjnV37x9RCma+bcuobLL788GUnjOOcsUqmzOiSH5+vQ89i+aMftsshXFll2oozuueeeqgBMOMeLllEeHThOeTpfl0Vvl4WgSr7hqgVwBUwBMoANFQgAAWAEKpoiFFAJtIgraGGbeOSThiv2yUuVU/nG+XCM6yAPAZUgj2NZecTnZVt5s42L4YprU3gRP6tDcni+Dp3ppauvvjrT3X///YU7bpdFvrLIshP1gxHEaiOMhHOctEXqkdP2dmft8u2u8hVUyTdctQCuqARAEiM6QAwjQYQJVNJgwzGgBfhRHFUk7ZNGYJNOrzicE6e01fysPAhPO9Irb+Wl9HnOpTT1/KwOyeH5OnTWVNFBZzmmDYt23C6LfGWRZSfqgCAqXR8UXrSM0vl6v7s6Y5dXb5WXoEp+6eDqX/91f7j00v1d84Z2wYdGnQArYIiKI1BJwxHHSNcOuOI6ACHOzfShri99DQpPV3Bds8IVz3BVrLPN6oSbCU8vaNeCaZUZftGOu5nrcprnNEIZAFGU1bx58wKjiXrwxXDVW51qXO+83b9lK6iSXyq4euCB/eGyyw52JVxRqWg89boE9gUqAA+gU21akPgafRKgAUI4gU0ajJQv59MoGecjHuuudA3kF+ehuISTR7xOjLTkwROKmlbkepXecPVcx9lpiEhPC6rTpvzkDFedLS/KQRAFXD366KOVfYUXLSOVtf3ndG9b2Bad0oCgSv6aNWvCxo0bk4EivprBS9KHh4fDyMhIGB0dDceOHQvHjx8PJ06cCKQZHx8PJ0+eDKdOnZr0qb/Tp0+HIr+B17/+SFi6dHfXwlW6UAVBhAMvrFkiDMgRaAE67OOYVsQnLk5gwzbplH+cb7ygXQvVtfhd+SkdeXMNdMYCLIUJ8LguXSfpyYv0hqvOdtYx0Kk8a/lFO+74fN5uvOwpGyCKKVzAiqlaRq8YyTJcGQBq1V0f6059CKrklwqubrhhOPlwczdNC7oiNF4R3Fk33lnHNkuPXMWL2zVFSPwi2ozP5+3Gywvb81RgtfeRGa4abzOKaNlpbe+p0ICgSn6p4ErfFjRc9XZlcGfdeGcd24zRD0ZCqjmO0ZAQv0iDEp/P242XF7bXKBUwFbtWlVGR8nXa3m5jXb5TX76CKvmlgquzzx4NZ589Es4+ezi87GV7w6ZNm8K6devCkiVLwrJlyybNQ46NjSVzl3yo9vDhw8lc5vz585N5TOYzmddkfpN5TsCNec+tW7cm86DcuIwg34KcGkG6s268s45tlkenxM8TLytOfD5vN15eWXaNw4uWUZyXt6em7bKdbecsDYgj5JcKrjxy1R/CdWfdeGcd2yyrcsfhRTvu+Hzebry84rLI2i5aRln5Orw/2lGXc7nKWVAlv1RPCxquyiWWdlXewcHBZNrKnXbjnXaeDpmRXBZSFyk/l1FzZSNN17N9K8qo3jl8vD/aU5dzOcpZUCW/lHDFk2xM33lasByiaXXl3bdvn+FqW/Odd63yoNPetWtXwMa14tU75jJqvnzqAXCryqheGfp4b7afLtdylqugSr7hquAb2i305oTOol5GV/Sfvv1inbnsh02LgpU07TJqTZmobOS3soxUVvaba4dsN9utVRoQVMk3XBmuCo1wtEqYzseNnDVgDVgD1kC3akBQJd9wZbgyXEVvNu/Wiu3rdqdkDVgD1kDnNCCokm+4MlwZrgxX1oA1YA1YA9ZAAQ0IquQbrgxXrlAFKpT/U+zcf4q2vW1vDVgDZdGAoEq+4cpwZbgyXFkD1oA1YA1YAwU0IKiSb7gyXLlCFahQZfmvydfh/+CtAWvAGuicBgRV8g1XhivDleHKGrAGrAFrwBoooAFBlfyywNWBWZ8LA3pDu18i2jn69n8+tr01YA1YA9aANdCYBgRV8ssCV7xfbyDrQ8t8uJmPIJ4+fXqC84ebGyt8VxbbyxqwBqwBa8AaaL0GBFXyDVeeFvRQcIGhYDdSrW+kbFPb1BqwBrpNA4Iq+YYrw5XhynBlDVgD1oA1YA0U0ICgSr7hynDlClWgQnXbf1e+Xo8IWAPWgDXQeg0IquQbrgxXhivDlTVgDVgD1oA1UEADgir5hivDlStUgQrl/wBb/x+gbWqbWgPWQLdpQFAl33BluDJcGa6sAWvAGrAGrIECGhBUyTdcGa5coQpUqG7778rX6xEBa8AasAZarwFBlXzDleHKcGW4sgasAWvAGrAGCmhAUCWfd3Nu3LgxbN26NQwNDQVekj48PBxGRkYC7/Q8duxYOH78eDhx4kQgzfj4eDh58mQ4derUhPd56v2eocDPLxEtULD+T6T1/4nYprapNWANWAPWQB4NCKrklwquLr54NPzZn42Eyy4bDo8/vjehPajPb2i3uPOI23GsE2vAGrAGrIFOaEBQJb9UcPXoo6PJkBlDZwyhMZRmuHJF6URF8TmtO2vAGrAGrIG8GhBUyS8VXPnbghZyXiE7nrViDVgD1oA1UBYNCKrklwqufv/3R8OFF46Ez3ym+ZGrW2+9NRw8eDBZLJYFaywy48ZlBPllKSRfhxsMa8AasAasAWugezQgjpBfKrgChrZtGwmvec1wePDB5qYF77rrrgScWIlvuOoeYboRcVlZA9aANWANdKsGBFXySwdXPKY4Y8Zw+MpXmoOrdevWhdtvvz0ZvTJcuaJ2a0X1dVu71oA1YA10jwYEVfJLB1cauWr2acFDhw6Fhx56KCxcuDCsX7++8m6JeIG8pwW7R7BuXFxW1oA1YA1YA2XXgKBKfqngilcxvP71I+Gmm5pfcwVcseZq1apV4c477wxz584N119/fZg9e3a49tprwzXXXBNmzZoVrrrqKq+58nu1/NI8a8AasAasAWugsAYEVfJhDFgD5oA9YBBYBCa58cYbw7x58xI3f/78cPPNN4cFCxYk7pZbbgmsHU+72267LTTrWvISUcHVgQMHklGrXbt2hR07diSvdNi0aVNg2nDlypVh2bJlhitXqMIVquz/Tfn6/B+/NWANWAPt14CgSj6MAWvAHLAHr5WCRWASZtJgFAaCYBaWQx0+fDgcOXIkWSs+NjYW0q5IGRquDDuGHWvAGrAGrAFroOs0IKiSb7jytwW7TsRFCN5p2/8fnG1sG1sD1kC/aUBQJd9wZbgyXPm/RGvAGrAGrAFroIAGBFXyDVeGK1eoAhWq3/478/16RMIasAasgckaEFTJN1wZrgxXhitrwBqwBqwBa6CABgRV8g1XhitXqAIVyv/BTf4PzjaxTawBa6DfNCCokm+4MlwZrgxX1oA1YA1YA9ZAAQ0IquQbrgxXrlAFKlS//Xfm+/WIhDVgDVgDkzUgqJJvuDJcGa4MV9aANWANWAPWQAENCKrklwqueGtptTeqL1myJHmj+unTp0PseIMpH2fmraa83ZS3nPoN7ZOJ2v9l2CbWgDVgDVgD1kD7NCCokm+48siV/1sp8N+KG6v2NVa2rW1rDVgD3aIBQZV8w5XhynBluLIGrAFrwBqwBgpoQFAl33BluHKFKlChuuW/Kl+nRwCsAWvAGmifBgRV8g1XhivDleHKGrAGrAFroCs0MDQ0FH70ox815NatW9f2exNUyTdcGa7aLjr/t9S+/5ZsW9vWGrAG+kkD9957bxgYGKjqnve854Xf+q3fSo698pWvrMT5t3/7t7b3c4Iq+YYrw1XbRddPFd/36o7OGrAGrIH2aaAWXH3zm98MjGwBVpTBhz70oQSwDFd+FYNBx0Pz1oA1YA1YA9ZAhgZqwdXFF18cPvzhD4fnP//54dOf/nR41ateZbg6ejQM+D1X7aN9/ydl21oD1oA1YA10uwYEV0z/MSJVy73+9a83XBmuXOm7vdL7+q1ha8AasAbaqwHBFeBUz9aAF+uz+n5a8PWvPxIuu+xguPTS/eGRR7aFTZs2BVb5+w3t7RVrPYH6uO1vDVgD1oA1UAYNdAtc/cVf/EVYuXJlsv4Lltm6dWvYsWNH8hUaZukOHDgQDh48mHxVhq/L8JUZvjbDV2f4+kzaFbH9wAMP7PfnbzLmmYsY1mndKFoD1oA1YA30ggbScHXNNdcEwnDz589PBmRYb8W9lmHkisX1HYcrr7ly5e+Fyu97sI6tAWvAGmiPBvLAlaYBOw1X06dPT6YlWVj/N3/zN2H16tXhLW95S3jxi1+cuC9+8YvJyNVHPvKR8J73vCe88Y1vDL/xG78RXvva11ZGrj760Y+Gl73sZeG8884LM2fOrDsVWk13AxdeeCS85jWHwic/uScZQvO0YHvEWc34DrOtrQFrwBqwBsqugTRc1breTsLV3Llzk2lB1nxp5Aq4mjVrVmAg6fHHHw+/9mu/VoGrl770pWHbtm3JtCBwNXv27PC9732vAlrcJ3A1Z86chgEreVpw3bpd4fd+70C4995Br7nyFGHDIqpV0XzMHYc1YA1YA92tgW6BK71ENIar9Jorjh06dCgwcoXTmitGq2bMmBHwiRO7yy+/vOF+sfIqhne/e19YsGC74cpw1bCI3HB2d8Pp8nP5WQPWQC0NCK54lxXvtarlzj777I4/LRjDFSNXH/jAB8KFF16YjFr9/+2dfawdVb33++eNPgkkRM19/vH1jxOjUEq49ya2xXgTnt4KMYSAGquhgspLAiTXK4qlGLhSMCEFQUtRLJbSFigaERBNgFKwUFos56EvFk4p7bE90J5zek5PL2LFrief4flt1hlmZu+99uy95+U7yTpr9nqbWb/5rt98Zs2cmSy4Aqws8HB7lk2a5U2budJ/C2qANROM8qURaUAakAbqpQGDK382p9m6PYPVTa3YZ28s9meuuAW4detWd9VVV0XPXHFb8OWXX47Az2aueN7KZq7824I8g7Vv374IrjZs2BD9x2G7/ZjBqxhmzz7sbr11RM9cadaqI1JvV3wqXy8HreOt4y0NlFMDvJ4JWGonAGTdPt4GVRbbqxjOO+88d9JJJ0UPtD/88MPRjBUzV1/96lcdz1n5cHXaaadFD7RzS9BexcCzVwAWD7SffvrpDsBqty+N24Lcl+SdEHqgvZzib/fAq7yOszQgDUgD0kCZNWBQZbHNXAGD9kB7/Jkre89V/JkrAys/7sQ2givNVrVN5J0ITnXlzKUBaUAakAby0IBBlcWCq2PHnBkjDwOrDQ1UaUAakAakAWmgXhowjrC4Hbjq+hva9RLReolRzkfHWxqQBqQBaaAKGjCoslhwpZkr3YrT7VhpQBqQBqQBaaADDRhUWSy4ElxpQHUwoKpwxaU+aOZAGpAGpIHONGBQZbHgSnAluBJcSQPSgDQgDUgDHWjAoMpiwZXgSgOqgwGlq73OrvZkP9lPGpAGqqABgyqLBVeCK8GV4EoakAakAWlAGuhAAwZVFguuBFcaUB0MqCpccakPmjmQBqQBaaAzDRhUWVwouJqamnK872FsbMzxWob9+/dHb2pfv36927Ztmzt+/Pi0wNtLqcP3eCYnJ6O6vEqet56Ojo5GbRw4cCD6Fo//xvfBwUFHx80IFktcnYlL9pP9pAFpQBqQBuqoAeMIiwVXmrnSzJVmrqQBaUAakAakgQ40YFBlseBKcKUB1cGAquMVmvqsmQlpQBqQBqZrwKDKYsGV4EpwJbiSBqQBaUAakAY60IBBlcWCK8GVBlQHA0pXb9Ov3mQP2UMakAbqqAGDKosFV4IrwZXgShqQBqQBaUAa6EADBlUWC64EVxpQHQyoOl6hqc+amZAGpAFpYLoGDKosFlwJrgRXgitpQBqQBqQBaaADDRhUWSy4ElxpQHUwoHT1Nv3qTfaQPaQBaaCOGjCosrhwcDVnzoRbtEgvEa2jONVnOWVpQBqQBqSBMmrAoMriQsHVzTdPuVmzJtzu3YKrMopL+yynKA1IA9KANFBHDRhUWVwouBoYmHLLl+vzN3UUpvoshywNSAPSgDRQVg0YVFlcKLiaP1/fFiyrsLTfcorSgDQgDUgDddWAQZXF1113nVuyZIm76aab3B133OH+9Kc/Rd855nvHfDuZ7x/zHWS+h8w3lfk+Mt9J5nvJfDc5Hjqx64y5c6fcwMCEW7hwzL38sj7c3IkxVVdOThqQBqQBaUAa6I0GDKos3rZtm3vllVfcnj17HOt33nln/+BqePidmavzzhtzN96YL1ytXLnSzZgxw3360592n/rUp9xJJ53kzAgWP/74405BNpAGpAFpQBqQBqSBdjRgHGGxD1f79+93t9xyS65wtWvXLveLX/wi+m//Z5991j388MOJ//lPmRlMhzE9tmzZmJs3rztwtWPHDjc4OBhBlBnBYnZCQTaQBqQBaUAakAakgXY0YBxhcbtwtWbNGvf8889Puy341FNPud/97nfRLcL4DKQPVy+99JLbsGFDc7jq5syVwRUPm5kRLG7HkCqrgScNSAPSgDQgDUgDaMA4wuJ24erpp592v/nNb6bB1apVq9yrr77aFK7i4OX/Zt+iZ654FcMVV+T/Kga7LSi40kCQM5QGpAFpQBqQBvLUgEGVxe3CFQ+5/+xnP3OHDh2KYAqoAq54sJ0ZrHvvvTcKTzzxRDRD5c9cMWv1q1/9KkrnGS/K3n///e6xxx6L7sY1bguOjfUHrtq5v6qyuh8vDUgD0oA0IA1IA2jAoMriduGK/xZk5mrz5s0RUJmugCvutMFFzEgBTgBUGlwBWTyDRVnKAZB9hyt/Kq0o6xiUe64QbJ6Urbbqc9WGdriC4d9+i6Jrfz8mJ6fcAw884pYuvUtBNog0sG7do9HtEV8nWu/Nf73JzmF2NqiyOASueObqoYceiuAKv82D8PZKBjsuwBNglQZXnNutLHHP4SqJNP0dKsI6YLV69Wr33HPPNai1CPulfQgbfP2yGzpCQ2vXro3eqdKv/UjbLifSiYkpp0UWMAuMj0+6det+N+0kkaYfpZfLH1X1eBlUWRwCV7zn6u6773Z//vOf3X333dcAK2augCpmrYClQsJV1qsYinbQAcCtW7fKwejDyrlogOlm7t0XTefMWGmRBeIWQBdF06r2pz2QAxZ4AwAvzORZoniwl2f2y65ceBLy2L5BlcWhcPXoo49Gd6o2btwYwRXPXgFatp88S5UFVwAY+fSpJ7cF2cjQ0JDLeqA9DwNbG9zzPPHEE93cuXOjqT1Lbydm1soM2k49lW3PAdTFXmiJ2avQ/n7lK1+J3hW3fPny4DaSti24imOFfmMBwVU5/RhA9frrr0fvdHrttdeimNtbSWF4eNhRZt++fVEd6ib5iG6l2T7l0b5BlcWhcLVz50531113RUDKLUHAFLgCqniXFY94ZMEVrMM/8FGWB927fluwl3BlYMVLSwknn3xyEGDF753mIQC1UU6HlddxC9WUgZVpOk/AElwJppIsILgqn68CjgAlPvHCZ11a9Vs8zE0dQIv1VuuFlON9mgCLbY9tsk4aeSFtUsegyuJQuOrK52/sJaJcYfNviVAlULR+/fro9fHHjx93foDqqMMB5YAwxcgB5cFdDEUbGA067hVcxcHKTkZXX3112wct9EQYKg7VK58za/eYhWgKkDId+3FegCW4SkILpQmuOvdH/DPUggULojsoxHyCpV2f0W55zrchd1w4dwNmnQBOs32FDdgGQAVfsE7wZ9BC//HHoMpiH65Y7+vnb8oOV2lgxQkJkTc78PH8kBNhvA397txBVcmGIZriVvoJJ5zQNcASXAmkkiwguOrMd8Vnm+3CqJNHVVrxhUx27N27NwIWbg/ynJV9nJgJEAukkeffQuzmrBXQZFDFPtIX/7YgaQZZIYBlUGWx/+HmZcuW9ffDzWWGqyywCr3Cb3Yi5GViF198cVNo++UvfxmVW7x4sfvOd77jiHldfisDpQhl2N8i7EcV9qGZptL6iL67BVgGVzxH8O1vf/s951k/bd26dQ6n9aMf/cixjjP88Y9/HAXK2Trp/KacpdEHf7HtWT7tvvjii40iafXj+9Co8P9X3nzzTXfPPfdE+0mbrJPGwj6Qxjbj2yON5yTii789ytA3W9hH+uEvlLFnMr7//e83tm1lqMPCtsinvAXSad/2Efv527M2ehELrtqDK7R19tlnR7NUPIpiMJUUX3bZZV31qcxcATLtBEArzf90mg5bMEMFTPlt+XBl6eidsu3OoBlUWcx/+PGpPS5Oed6bu2e0zd007qpxdw2IM/AELAE8tmuvX/Bj27+QuKvvuermbUFEzcPrSSIOBSsMmHUixDECSgsXLpwmliTDA1c+oABWl19+efRa/aTyRUvz971o+1a2/cnSVLO+oPNuAFarcIVj4mRvSxwqDBosPwk8LI/Y4MrSACDaN8BKqt9sH2iLtywDRLbQHm0T076BVnx7AE4crmgHOLOF7QM+OGYW9jEOUD5ckc9vfyGNhW3F80hn/80GbM/212+jF+uCq9bhCkhIOwclnZdIi4NGs/Hfbv7IyEjLcNXtfQHcAL1WgAnAoezBgwebnlt9mxhUWVwouEp7RopnrthR/3kr1ovwzFW3wIqDlnUiBJiwVwhc0fYdd9zhaIP1TZs2RbAFxABsNqtlEEY6gX8JJaa8icq2Txp1lyxZErVF+/x3A2nMrvltWnv+tkijDjHlcfxsw+qTThrtkEagvO1HHWNsz+s64n0nzY5LPC9LU/GySb+7AVitwhUw5MNV/ARv0GDp/I4DmOURx+GKNKDCgCOpfrN9AHqAnaQlPlNl27M+sV0frmiLfYjDDcBl8EY+MESwhXbYT9tXtsssty3UYUmDK+obXFmdfsSCq9bhisdOkiCK9LS8Ti78k3xDPA2QAc6bzV5xC7EV6Im3385v4I0Zo1brUL5d4DOoslhwdexY4yn/Vg1v5ZjuS7tayEO4rZwI006ito/E8Zkr0nCsAAuA5sOPgRZlDGhYB6wsLQ2u2BfaoxzwY/Bm24rXpywzaJZusORDI9tiPyhDAN7s20q2T18CViMAACAASURBVJZXtxh7YXPeh2J9Z500s6WlW9yKpqxsWpwFWCGvemgVrmymB1hAU3HoMGgwEOC3Hyzd4iS4MqChjF/X2m62D7RpcGbbsdjasN/EtGfpcbhKaysOgLThA5QPV6xzgmMbxCy2PWzIugV+s3B8SQPY2Id+LYKr1uAKCOBh9XbhivJ5nKfS/ATp3OpqBlfcFstqo5M8bk8CVewD+mc9C7IMwgwKKdvqw/kGVRYLrjqAK4SZJOgPf/jDbVNvkoBaORF2CldxeGE/aBNwSWob0MmCK+uHX87fBm3GA3X88rYPxH5dfnMCAMiYFTOQI72uAYi65JJLGjMVrKeBFTZqRVOt2PKss85K1P5NN93U9rFoFa7sJM/JH2iwGR9LN2jwf2fBAXnxOnG4Squftg+UZ9+Slvi2KJMHXNGOD1BxuCKfCxIAzN8eYyltX7EDs2PMwvVrFktw1ZpfSxuLnJuyZq7IZ3Kg3RmaVvyDX8ZuySVBVrd9OGBE/9i2PXOV1V/yCJSlDuuCqz69iiHtPzJC323li7KVE2ESAPltsJ40c8UJmPQ4vFCeNrsJV/H943ercEVZ9o39Z3Ysqa06pXESXLRoUQRYgBXrpKXZoBVNpdW19DTN8/WDLMdl9eNxu3Bl4BKHlaTfaXBEG0lwFZ8VyqpPG/FtAjm9vi1o9jCAAjrZb4IPT3b70PY5C66sTcoQ+rEIrprDFZCfdIGf9OofHmJPKguAxcdk3r9t9sgHLMZK3ttJa49t8QxYWn48nf1td/9sxspizVx1MHNlByTtZNMpYLVyIozDVdKtsjhc2bNUlOXKIe22IPBit+CoQ1luy+Fs6Ttptn0gzdbJ82HJBzjSmXUy25EXL89va4t8gyi2b/1j3cpYW3WNDbCagRX2aUVTWXZM03ooWLGtVuEK8MHhsdBnZmL8xaDB0vidBUfk+XWY1QFMbKYmqX6zfWDbAI3/EDonQPaburTPdlji26NeHGRaeaDd+mvbtv2OwxXbA/ysz2zLhy9rx98H+sH+92MRXDWHq7TnqYAo/5Zf2l0WynF8s8Z8Hnk8U2WzQQAWz1nZ6xDyaL9ZGzyc3up/ALKv7CPnmGbt+vkGVRYLrnKAKwycdtLpBLCyToQ4QEAFwCDmN+DBb6DHP+jAFQBFOUCF2C8DwHCrzfItj9jSyUNsfhqzR7TLtmjDhx3KGzgR85tytGHboW32jXS/PL/9tthnygJ69pA8afSZsgqt2yBLU83smKbxTsCKbcbhipM/wU78BgPAAnBiwUDLTvxWzv9NWdohxCHB4MrygTUDK9qgvXj9ZvtAPSAGKKE9AusGVOwDaWwzvj3S2KYFtsUCYFHW9sXvd7zPBlDUJdCmv5BmdRg/wJb1n5j6/vZY79ciuGo+rnnuN2k2ytKAqiywYuw2G/d55fNslc1cdfO1C0n7CzABdPHZK7sN6NchLQT+DKosFlzlBFccnLSTTyhgdXIi9MWi9eZOqi42CtVUmrY7BSvsbnDVr5O4tltMCwiuWvNbWfBkkJUU81qVXsxa+b7V4Krb/x3ob9PWeXaK7QNYtn0frkiz10e0+pyVtU1sUGWx4CpHuMLAaSehpHvg/oFJWg89ESa1pbTWHFXV7RSiqTTnnQdYYW/BVTHhpt97Jbhq3Wdxe5AH2+fMmdNS4PkrZr167e+AGQCn19u17QFNzEpxi9DeDM9MMOukkRcCVrRvUGWx4CpnuMLISYAV8tBgyInQRKS4dcdUJ1uFaAonHH95aF5ghe0FV/3GmGJuX3BVPR8GyPQTrvA3zFDxeIrtC/vDOmmdPAdmUGVx4eBq9uzD7qqrXp/2oeUiv0Q07cTsAxZX/mnlstJXr14dTNFZ7Sqvek6rlWPKFdmaNWuCtMjtAwOsPMGK/RZcFRNu+r1Xgqvq+SlApt9w5ftK/7agnx6yblBlcaHg6sYbx92ppx5227cPlx6uODi88ydkxsoOLA9wv/DCC0EnQ2tDcfUcVOgxff75592TTz4ZrCdmsNA0Dil0H5LqCa76jTHF3L7gqnq+i2/phd52S/IdnaYxW0XotB3qG1RZXCi4GhiYcrfddjCaovO/BVjGmas8DhZCvPfee91zzz0XfeAxjzbVRvUcVrNjyn/m/PGPf4xmrbr5NuRm+5GW/8ADj7rx8clinuG1V32xwOjouHvwwe6/fylNk0qvn5/s9JgbVFlcKLiaN28yejU99z8FV++Im/f5PProo9G/c/O8jIJs0K4GVq1a5X7/+98X6orRd2Q8A7Fu3WPR7UFmKxRkg3XrHm38R5evFa0LeoqqAYMqiwsFV3PmHHEDAxPua1876AYH97ihoaHoPxp6NXPFbTgF2SBPDfB8QZ7tVb0t2Uvjr+oaL3P/qjI+uwFoBlUWFwqudu16I5q5OvfcQ+766//Sc7gC4hRkgzw1gDPKs72qtyV7afxVXeNl7l9Vxmft4IoHy/imz623jrgzzxzpOVxt2LDBKcgGeWoAZ5Rne1VvS/bS+Ku6xsvcv6qMz9rCVb9mrp555hmnIBvkqQGcUZ7tVb0t2Uvjr+oaL3P/qjI+awdXPHPFqxguu+yNvjzQvnHjRqcgG+SpAZxRnu1VvS3ZS+Ov6hovc/+qMj5rB1d2W7Bf/y3IKw8UZIM8NYAzyrO9qrcle2n8VV3jZe5fVcan4KrH/y3ISxYVZIM8NYAzyrO9qrcle2n8VV3jZe5fVcan4KrHcMW/TirIBnlqAGeUZ3tVb0v20virusbL3L+qjE/BVY/hauvWrU5BNshTAzijPNureluyl8Zf1TVe5v5VZXwKrnoMV4ODg05BNmhHAw8//HCmZnBG7bRX9bKyl8ZX1TVe5f5VxZ8JrnoMVy+99JJTkA1a1cA111zjZsyY4ZYvX56qG5xRq+1VvZzspbFVdY1XvX9V8WeCqx7D1fbt251C6zbgX4rf9773ubVr16ba7c4774zKULZKtl28eLE7+eST3Qc+8IEoTrMBzqhK/Q7ti+zV+rgKtXEv61155ZXuM5/5TKq2GRtf//rX35PfrF4v+6Btta/JqvgzwVWP4Wrnzp2uboGZl4997GPulFNOicK1116baYMLL7zQ/fznP2+UoR4fBcZurMftR5pfPp5fxt/YCJs9++yz0cwVMf28//7739N/nFGv+nj++edH+wHwEdgn0nq1/bTtFNVeafur9Ol+MMlH3HzzzQ5fkGYrtJeU36xeWntKn35M+mWPXvqzbvZRcNVjuNq1a5erW8Bx3nXXXS33+4tf/GJqeRxqHey3dOlSt2nTpqiv2I8+8zvJjjijXtvkoosucoRebzdte0W3V9p+K/0df9iuj8Bu+IIiaVDHMp9zWz/8WTeOneCqx3D1yiuvuLoFHOeKFSum9ZvfH//4x938+fOjmPXNmze76667zr3//e+P0nCeBOpjsy996UvROmmsU96vT90q2tb6n9Y3nFFaXrfSDa5on3WOg22LdY4F6Ryn2bNnuw9+8IPRsbQy5HHMCZSx9DziItorj35VuY0kH4FGGOv0+8EHH2xoiLTHH388ymOdgM+w8R+vZ2XQGu3QHmnolNjqVdm+ZepbP/xZN+xTO7iamppyExMTbmxszPG29v3790efweEr4tu2bXPHjx+fFo4ePeqoc+TIETc5ORnVPXz4sBsfH3ejo6NRG3wIOv7Gd/6bg3eNHDt2bFrYvXu3q1vAcfqB/t99992RQ3ziiScie3CC/cY3vhGtz5w5M8o3O1E3aZ3yVod8nKe1Z+WrEPv9T+oPzigpvZtpvu2xOSc32x7rL7zwQnRsOCask8dxvf7666Njy7qV59iTbr87jYtor077VPX6HDN8gt9PNGY6Me2Qb2OctDlz5kR10Jgd93g9a5cyQD5tUPfzn//8tO3529b67r7Zph/+rBvHW3DVY7jas2dPBHN1inF6K1eunNZvfuPgzA7f/OY3HYHfpPvlqW/l/HXK8dsPfj2rU/bY73NSX3BGSendTPOPF9vhJHfbbbdFgZMWafEy/P7yl78cpfvHjHU79nnscxHtlUe/qtxGXA+mH/MRSceUPF83VoY0v15S2+RX0VdUQSP98GfdsJvgqsdwtXfvXle3gHO75557pvWb36eeemoj7Vvf+pYjYBvS/fLUN5v56/FyVqZqsd/npL7hjJLSu5nmHy+288Mf/tDNnTvXnXXWWY1jFy9jvy3u1v4V0V7d6mtV2uWY+WOefqET8xFJx5Q8ypgNrEyzepSvi+8w25Qp7oc/64Z9BFc9hituH9Yt4PRWrVo1rd/8xsGZLS6++GJH4DfpP/nJTxp51LdyrNt7XijPCd3y4tuw9LLHfv+T+oIzSkrvZpp/vGw73A78xCc+0diX+PHhuN5www2RFj70oQ9Fx5G6vPSTY2rtdBoX0V6d9qnq9Tlm8fGLfsxHoCvzCaYX8ihjtrHj7tejzFVXXdUoY9sg3datvuJinJv64c+6cewFVz2GK57xqlvA6eEcZ82aFYUlS5a41atXR+tmi0suucQR+E0+J98zzjgj+k19K7dgwYIoj5g0+035s88+O3puzspWJfb7n9QnnFFSejfT/ONl2+FY2DEkjXWOIced42PHjDw7xqaLRx55JLc+FNFeZiPFyf6PY4ZP8O2DftAOaegDDZkP4flY1n292XH361k5dEZ9K0/d+Pb8bWs9+Tj1wi798Gfd6JfgqsdwNTIy4hRkgzw1gDPKs73Qtjh58T4uq3/ppZc6gv0uSlwUexXFHtoP+aMiaaAq41Nw1WO44j8UFWSDPDWAM8qzvZC27rvvvmgmwa972WWXOYKfVoT1ItirCHbQPsgPFVEDVRmfgqsew9WhQ4ecgmyQpwZwRnm2V/W2ZC+Nv6prvMz9q8r4FFz1GK54v5aCbJCnBnBGebZX9bZkL42/qmu8zP2ryvisJVzNmTPhFi3qz0tEeYGpgmyQpwZwRnm2V/W2ZC+Nv6prvMz9q8r4rB1c3XzzlJs1a8Lt3t0fuOJN7wqyQZ4awBnl2V7V25K9NP6qrvEy968q47N2cDUwMOWWL+/f52/4nI6CbJCnBnBGebZX9bZkL42/qmu8zP2ryvisHVzNn9/fbwu++eabTkE2yFMDOKM826t6W7KXxl/VNV7m/lVlfNYOrubOnXIDAxNu4cIx9/LLvf9w81tvveUUZIM8NYAzyrO9qrcle2n8VV3jZe5fVcZn7eBqePidmavzzhtzN97Ye7g6duyYU5AN8tQAzijP9qreluyl8Vd1jZe5f1UZn7WDq6mpd+Bq2bIxN29e7+Hq7bffdgqyQZ4awBnl2V7V25K9NP6qrvEy968q47O2cNWvmavjx487BdkgTw3gjPJsr+ptyV4af1XXeJn7V5XxWTu44pkrXsVwxRX9eRXDijXOKcgGeWoAZ5Rne1VvS/bS+Ku6xsvcv6qMz268ayx+u3fLli1ucHDQ7dixww0NDbk9e/a44eFhd+DAgeizY6Ojo258fNwdPnw4ehfi5ORk9Noe7uAl/UdpJ0A4w24L8gZbvqvE17DZofXr1zu+oB4nfnaAOrw3hB3DYOwoO8yO0wYdoUO0QwfpKB2m43FjlFn02vdinpSq4ox6pS/Zq5g67tXx13aKffyrMj4FV4IrzXqUfDaxKs6oVyc92avYJ9de6UDbKaYOqjI+BVeCK8GV4KpWGgh13n9+ecLt3bvPUV9BNpAG8tWAwW7o+LT6RYkFVyWAKzn1fAdxWZ0iJ/btO8feA0JVcUa9cooh9tr1yrg7ePBgdJvfaZEFSmQB9F70xR+T/nqvfEI3tiO4KjhcyakX3S3kt384lawHCnnuj2cE44BVFWfUDQeX1GaIvQDbf/zjH/kdbLUkC/TIAui96Is/Jv31pPFblrRW4erVV1+NnuVupXz8GW490O69OLRdYcipF90t5Ld/OJUsuCIPwEITvo6q4oz8PnVzPcRe1NEiC5TRAmXQrj8m/fVu+oFut90KLP3hD39wF1xwgSNupbzgKsf/FizDwCijwyniPnOsm8EV+XHnE//dbadR9vZD7EUdLbJAGS0Qot0nn3zSfeQjH3EzZsxohCuuuCK4+3/961/dX/7yl2nPKnKb3RZ/TPrrZfY1zWDJwAq4ahWwBFeCKxszituwAE5FcNX9/2DKct7D53/NEeJOnTpaZIEyWsDXLtB05ZVXus9+9rOZwYcqWz/xxBPf0/2//e1v0SuJXn/9dZcV2IekYA2SZ2POX7e0MsZZcBUHq1YBS3AVAFdy6jbM6hvjVARX/YGrh275v5Fz33r5ze7VBZdG6+uWTXf49VWmel5mC+BXbDnhhBMaM1EGTe3E1o7Fe/fuTYQmttlKsOcYKWsA5a9bWhnjNLiKg9VPf/rTaOaqFcASXLUBV+049aeeesp99KMfdV/4whca4cUXX4x0fsMNN7hPfvKTpvlG/NBDD7nTTz89Kk/M73g7lt6opJW+WACn0ilc/ef3fh85z4994l+dhcX//XzkuP7jrP9y//RP/6vhxMxhXXz5Wnfiif8clSfmd7wdS7c6ZY6TnDcXNxP/5ww3eta8KLA+cs65DVtRR4ssUEYL+Npl5qqTEO8/t/s6CXWDq6effjoRpOLARbkkOCs0XKW9UZ03tPPkfa/f0N6OUzcoiguc3wDS5z73uQieLB/wArh4czwLb5b34crKkR6va3mKe2cBnODGjRvdAw88kBrIj8OB/9ugKAl+AKR//t8DETxZPuAFcN10y1AEErf9bGwaXFk50uN1La9ssW8v23cucp647hF39N//JQrPfH+Ne+ymZwRXvZO/ttQlC6B3Fs4DP/jBDzoKW7dubezl3//+95ZuCWbdLgTMWPwx6a/b+CxjnARHa9eubcAVQOWX8QGLcn6erQuu2py5atWpp8EVEGVwdOmllzbEz/rtt9/e+G0rSe0AXcyIaemfBXAqS5cudQsXLkwN5Medj/87Da6AKIOjf/m38xvQwPq5X7qh8ducWFI7zGgxG2Zlyhr79vL7wO1AZquSbtFTR4ssUEYLmHavvfbajm4JcvuQNmzhc3C03UngM3QstGFj0V+3tDLGBkR+bHAVBysrY4AluMrp24KtOvUkKEKY3/3udxsQxUwVM1EswBJ14ktSO1zVcMtRS/8sgFM5dOiQW7RoUSJckU5+3Pn4v5OgCMd0xr9/swFRzFQxE0U6sESduPNKaofZLRxsvGzZfvv28vd919f/yzFjxcUOY3L1iolGX6mjRRYoowVMu7/+9a+nwRXPXzETtWLFimnp0RhfsSI6j5xyyinT8ri4s4VZJ9qOh5GRkehWIQ+78+qYt956K3rcwXyXX97OVaTZWPTXLa2MsQGTHwNNaWBl5cgXXOUEV606dYMiIMievULo/q0/ZqtWrlwZ6V9wZW6gHDFOhWeukgDLwIr8uPPxfxsU2UOqNtPk3/pjtuprFy6LnJngqrUH6LGxFlmgjBYw7QJS5heIfVDyAYt1W3g+y6/Db1u4LUjbfsB3sRhI8cA7AGUzVPgv/yH4ut0WBDwNorLitHK6LdjGbcFmRG4DA8EaXJm4ibmdZ7Blsd3eW7BgQWNGy6+T1o7V88tqvXcW4FjbA+0+YPlg1Spc+bridp7vIFk36PrUyWc2ZrT8OgZpflrVbwv6fY2v++Owd4rQlmSBzi3ga9f3A7xawX+GCqjywQoomjlz5jTfYc/v2l7RtgUDK2asLM1mpoAobiOymA+jDGVZWLcx569bWhnjLHgKzRNc9RCukp6rspksIIp1+49ChM5/FcbhinR7ZitSuv70xQI4FYMrYpzVb3/72yj20+POx/+dBEVJz1XZTBblWbf/KOR2If9VGG+n6g+0N3Pe2FiLLFBGC/jajb+KIQ5Y1r8ksALM4guf46L9ffve/TzU1NRUlMYMFS8K5T8CaY/A4sOXtef7MH+92bgscn4oQGXVE1z1CK4QK7NVJloTKsAFRLEws6VXMZhlih3jVHyISluPOx//dxIU4RTtGStzRgAXEMVvZqTq/ioGs0tajI21yAJltICv3TPOOGPaTBS+IQ5YnE/iM1aU4/mr+MLtK9on2BvX7XYhZf1bgPgzQMve1D48PNxojvo29vx1SytjnAVJoXmCqy7BVUOJWqmkBXAqaUDlp8edT/x3GR1RL/c5xF7U0SILlNECvnb5hA2gFA8GWGlgRXnALL5QnvYtjI6ORgCFv/LBinKA1YEDBxplATNbqG8+wF+3tDLGoQCVVU9wJbiyMaO4DQvgVHyISluPO5/47zI6ol7uc4i9qKNFFiijBXztZr2OAcCKf0/QhzD/NQxmh6TXMXCLEEDgvwR51orAfw3ajBX7Q7CH3GmL3+YD/HVLK2OcBUmheYIrwZWNPcVtWACnkgZUfnrc+cR/l9ER9XKfQ+xFHS2yQBkt4Gs3/t9/Pjw1W/f/u9DsADjRfkhgNssW6psP8NctrYxxKEBl1Ss0XM2bN+nmzRt3s2ePunPOGXFDQ0Nux44drl9vaG8mmn37ht3bb79tGlRcYQvgVHyISlrnCnDv3n0NR4R+quKMmo2FvPJD7EUdLbJAGS3gaxegCf38jQ9DZgdu9dnsVLsxdW3xx6S/nteY70c7WZAUmldouLLP35x55iG3dOlw4eFq1yuHHfvMQ4Jaqm0BnEoSUFkaYMUzC9t3vvMCUHMYVXFG1p9uxyH20kVOtcdelXuH3ou++GPSX++2L+hm+6EAlVWv8HC1adOImzlzNPrWUtFnrjj4O3dNRLMViE6hvjZgxioOVuijKs6om47ObzvEXrrIKfrpWfuXZgH0XvTFH5P+uj9uy7aeBUmheYWHqwsuGHO33jpSGrgqm6i0v6299TsvO1XFGeVlj2bthNpLFzn1vbBBMwrdtYGN29DxafWLEocCVFa9QsPV5s0H3cDAhNu+fVhwtaa3EFAU0VdtP6rijHp1XGQvjfteaU3baV9rVRmfWZAUmldouFq4cMJ973uHHC8w41X+ZbgtqAHa/gCtk82q4ox6dcxkL42nXmlN22lfa1UZn6EAlVWv0HA1a9YRt2PHAcGVZq2m/cddmZ1gVZxRr46B7NX+Ca9Xx0bb0bGpyvjMgqTQvELD1dVXj0f/cdWvmSv7zy/F/5P5n3Gyj+wjDUgD0oA0UFYNhAJUVr1Cw5W9ikFwpUFb1kGr/ZZ2pQFpQBootgayICk0T3CV8YZ2DYhiDwgdHx0faUAakAakgU41EApQWfUEV4Ir3fL7HzmnTp2T6ktD0oA0UFYNZEFSaJ7gSnAluBJcSQPSgDQgDdRWA6EAlVVPcCW4qu2AKutVlvZbMwTSgDQgDeSngSxICs0TXAmuBFe6YpUGpAFpQBqorQZCASqrnuBKcFXbAaUrv/yu/GRL2VIakAbKqoEsSArNE1wJrgRXumKVBqQBaUAaqK0GQgEqq57gSnBV2wFV1qss7bdmCKQBaUAayE8DWZAUmie4ElwJrnTFKg1IA9KANFBbDYQCVFa9QsPV1NSUY+fHxsYcb2vfv39/9AHn9evXu23btrnjx49PC0ePHnXUOXLkiJucnIzqHj582I2Pj7vR0dGojQMH3vutwsHBQbdlyxYXN4auDPK7MpAtZUtpQBqQBqSBImogC5JC8+I8AWPAGjt27HBDQ0MRy/D1GZgEvoFRYBWYhW3CMLAMTAPbxEMndpwhuNJA7ERAqiv9SAPSgDQgDTTTQChAZdUTXOm2YG2ngpsNOOXLKUsD0oA0UH0NZEFSaJ7gSnAluNKzFtKANCANSAO11UAoQGXVE1wJrmo7oHRFWv0rUh1jHWNpQBpopoEsSArNE1wJrgRXumKVBqQBaUAaqK0GQgEqq57gSnBV2wHV7GpG+brilQakAWmg+hrIgqTQPMGV4EpwpStWaUAakAakgdpqIBSgsuoJrgRXtR1QuiKt/hWpjrGOsTQgDTTTQBYkheYJrgRXgitdsUoD0oA0IA3UVgOhAJVVr9BwNX/+lJs/f8LNmTPmzj1Xb2hvRt/K1xWaNCANSAPSgDTQngayICk0r9BwZW9onzdvzN1+u+BKA6a9ASN7yV7SgDQgDUgDzTQQClBZ9QoPV4ODE+7UU/VtwWbiUL4ciDQgDUgD0oA00L4GsiApNK/wcHXhhRNu2TLBlQZM+wNGNpPNpAFpQBqQBpppIBSgsuoVGq62bZtyAwMTbvduwVUzcShfDkQakAakAWlAGmhfA1mQFJpXaLi66KIpd801E25sTHClAdP+gJHNZDNpQBqQBqSBZhoIBaiseoWGq9NOm3KvvSa4aiYM5ct5SAPSgDQgDUgDYRrIgqTQvELD1eLFU46OaeYqTDAaaLKbNCANSAPSgDSQrYFQgMqqV2i4slcxCK6yhaGBI/tIA9KANCANSANhGsiCpNA8wZXe0F7bt/LKEYU5ItlNdpMGpIEqaSAUoLLqCa4EV4IrffZCGpAGpAFpoLYayIKk0DzBleCqtgOqSlde6otmEqQBaUAaCNNAKEBl1RNcCa4EV7pilQakAWlAGqitBrIgKTRPcCW4qu2A0lVe2FWe7Ca7SQPSQJU0EApQWfUEV4IrwZWuWKUBaUAakAZqq4EsSArNE1wJrmo7oKp05aW+aCZBGpAGpIEwDYQCVFY9wZXgSnClK1ZpQBqQBqSB2mogC5JC8wRXgqvaDihd5YVd5clusps0IA1USQOhAJVVr9Bw9cYbb7gDBw644eFht2fPHjc0NOR27Njh1q9f77Zs2eKOHz8+LRw9etTxVvcjR464ycnJ6NM5hw8fduPj4250dNSltTc4OBi1FzdGlcSjvsgZSgPSgDQgDUgD79VAFiSF5sV5AmaBNWAYWAamgW1gHNgERoFVYBa2CcPAMjANbBMPnRzHGWkwJLh6rzg6MbTqyp7SgDQgDUgDddVAKEBl1RNc6bagbgvqWQtpQBqQBqSB2mogC5JC8wRXgqvaDqi6XqWp35qhWEk1IQAAAWNJREFUkAakAWngXQ2EAlRWPcGV4EpwpStWaUAakAakgdpqIAuSQvMEV4Kr2g4oXbm9e+UmW8gW0oA0UFcNhAJUVj3BleBKcKUrVmlAGpAGpIHaaiALkkLzBFeCq9oOqLpepanfmqGQBqQBaeBdDYQCVFY9wZXgSnClK1ZpQBqQBqSB2mogC5JC8wRXgqvaDihdub175SZbyBbSgDRQVw2EAlRWvULD1bx5k27evHE3e/aoO+ecEb2hXVdWAkFpQBqQBqQBaSBXDWRBUmheoeHK3tB+5pmH3NKlw4IrDahcB1Rdr9LUb81QSAPSgDTwrgZCASqrXuHhatOmETdz5qi+LSiwElhJA9KANCANSAO5ayALkkLzCg9XF1ww5m69dURwpQGV+4DSldu7V26yhWwhDUgDddVAKEBl1Ss0XG3efNANDEy47duHBVeCK8GVNCANSAPSgDSQuwayICk0r8hw9f8AXlfZTP+RUisAAAAASUVORK5CYII=) 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Cfou (Op@le V2) Animatrice Op@le
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Nombre de messages : 1248 Localisation : 36 Date d'inscription : 12/12/2021
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: Re: [résolu]Op@le : comment trouver les DP payées en N-1 Mer 7 Fév 2024 - 16:12 | |
| - HD50 a écrit:
- Par CLCA je n'arrive pas à revenir sur la facture pour la consulter : le dossier document est toujours vide... alors qu'en passant par "dépenses payées" on peut accéder aux factures
![[résolu]Op@le : comment trouver les DP payées en N-1 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) Et en passant par la fiche fournisseur ? | |
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![Aller en bas](https://2img.net/i/empty.gif) | |
HD50 .
![. .](https://2img.net/i/itest/ranks/stars/stars9.gif)
Nombre de messages : 61 Date d'inscription : 25/05/2010
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: Re: [résolu]Op@le : comment trouver les DP payées en N-1 Mer 7 Fév 2024 - 16:23 | |
| Oui ça effectivement fonctionne, mais c'est très compliqué, il faut d'abord faire une recherche du fournisseur dans CLCA et ensuite repartir dans le fournisseur concerné pour retrouver sa facture dans les "demandes de paiement". Quand on est sur l'exercice courant on retrouve assez facilement à partir des "dépenses payées" | |
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![Aller en bas](https://2img.net/i/empty.gif) | |
Cfou (Op@le V2) Animatrice Op@le
![Animatrice Op@le Animatrice Op@le](https://2img.net/i/itest/ranks/default/default6.gif)
![Cfou (Op@le V2)](https://2img.net/u/3015/59/01/63/avatars/2503-50.jpg)
Nombre de messages : 1248 Localisation : 36 Date d'inscription : 12/12/2021
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: Re: [résolu]Op@le : comment trouver les DP payées en N-1 Mer 7 Fév 2024 - 16:37 | |
| - HD50 a écrit:
- Oui ça effectivement fonctionne, mais c'est très compliqué, il faut d'abord faire une recherche du fournisseur dans CLCA et ensuite repartir dans le fournisseur concerné pour retrouver sa facture dans les "demandes de paiement".
Quand on est sur l'exercice courant on retrouve assez facilement à partir des "dépenses payées" Une petite demande d'amélioration à l'assistance peut être utile à tous alors ![:wink: 😉](https://cdn.jsdelivr.net/emojione/assets/png/1f609.png?v=2.2.7) | |
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HD50 .
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Nombre de messages : 61 Date d'inscription : 25/05/2010
![[résolu]Op@le : comment trouver les DP payées en N-1 Empty](https://2img.net/i/empty.gif) | Sujet: Re: [résolu]Op@le : comment trouver les DP payées en N-1 Mer 7 Fév 2024 - 16:47 | |
| Oui, mais je n'ai pas vu beaucoup de questionnements sur le sujet dans le forum... Merci de aide!! | |
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