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English This translation is used for source strings. This component is linked to the SDG Metadata/1-1-1a repository. Fix this component to clear its alerts. MIT 4
French This component is linked to the SDG Metadata/1-1-1a repository. Fix this component to clear its alerts. MIT
Russian This component is linked to the SDG Metadata/1-1-1a repository. Fix this component to clear its alerts. MIT 3
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Project website github.com/worldbank/sdg-metadata
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Source code repository https://github.com/worldbank/sdg-metadata
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User avatar brockfanning authored 3 weeks ago
Weblate repository https://hosted.weblate.org/git/sdg-metadata/1-1-1a/
Filemask translations/*/17-1-1.po
Languages 3
Source strings 17
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Source characters 370,970
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SDG Metadata / 17-1-1

Repository outdated. a month ago
User avatar patricemartineau78

Translation changed

SDG Metadata / 17-1-1French

<h1>Data availability</h1>
<h2>Current data availability / indicator tier:</h2>
<p>Classification of the indicator into one of the three tiers: We recommend that 17.1.1 (like 17.1.2) remain classified as Tier 1: The indicator is conceptually clear and internationally agreed standards for compiling components and aggregates are available. The underlying data are regularly produced by countries, and there is current data available. From the IAEG-SDGs Tier Classification description at <a href="https://unstats.un.org/sdgs/iaeg-sdgs/tier-classification/">https://unstats.un.org/sdgs/iaeg-sdgs/tier-classification/</a>, a key criteria is that &#x201C;data are regularly produced by countries for at least 50 per cent of countries&#x201D;. The IMF GFS database, with 120+ regular annual reporting countries using the same reporting format meets this key criteria. Apart from conflict countries, all IMF member countries produce revenue (and expenditure) data for surveillance purposes. In the 2017 round of soliciting annual GFS series from countries, we have specifically encouraged those countries that were non-reporters over the past few years to (at a minimum) provide the key revenue and expenditure series needed to monitor 17.1.</p>
<h2>Disaggregation:</h2>
<p>The detailed GFS revenue classification structure in the annual questionnaire that is used by countries to report data allows for compiling 17.1.1. The four types of revenue: Taxes, Social contributions, Grants and Other revenue are further disaggregated in the annual GFS questionnaire in order to encompass all possible forms of revenue administrations. Taxes are disaggregated as follows:<br></p>
<p><img 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"></p>
<p><br>Social contributions differentiate between social security and other social contributions, as follows:</p>
<p><img 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"></p>
<p>Grants can be disaggregated by source as follows:</p>
<p><img 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"><br><br>And Other revenue is disaggregated into five main types, with additional component detail as follows:</p>
<p><img 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"></p>
<h1>Disponibilité des données</h1>
<h2>Disponibilité actuelle des données / Niveau de l'indicateur :</h2>
<p>Classification de l'indicateur dans l'un des trois niveaux : Nous recommandons le maintien de l'indicateur 17.1.1 (tout comme l'indicateur 17.1.2) au sein du niveau 1 : l'indicateur est conceptuellement clair et des normes internationalement reconnues pour la compilation des composantes et des agrégats sont disponibles. Les données sous-jacentes sont régulièrement produites par les pays et des données actuelles sont disponibles. D'après la description de la classification par niveau du GIE-ODD disponible à <a href="https://unstats.un.org/sdgs/iaeg-sdgs/tier-classification/">https://unstats.un.org/sdgs/iaeg-sdgs/tier-classification/</a>, un critère clé est que &#x201C;les données sont régulièrement produites par les pays pour au moins 50 % des pays&#x201D. La base de données des SFP du FMI, qui compte plus de 120 pays présentant régulièrement des données annuelles selon le même format, répond à ce critère. Hormis les pays en conflit, tous les pays membres du FMI produisent des données sur les recettes (et les charges) à des fins de surveillance. Dans le cadre du cycle de 2017, nous avons spécifiquement encouragé les pays qui n'ont pas fait de déclaration au cours des dernières années à fournir (au minimum) les principales séries de recettes et de charges nécessaires pour assurer le suivi pour la cible 17.1</p>
<h2>Désagrégations :</h2>
<p>La structure détaillée de la classification des recettes du SFP du questionnaire annuel utilisé pour recueillir les données permet de compiler l'indicateur 17.1.1. Les quatre types de recettes, soit les recettes fiscales, les cotisations sociales, les dons et les autres recettes, sont ventilés de manière plus détaillée dans le questionnaire annuel sur les SFP afin d'englober toutes les formes possibles de recettes. Les impôts sont ventilés comme suit : <br></p>
<p><img
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"></p>
<p><br>Les cotisations sociales sont divisées entre les cotisations de sécurité sociale et les autres cotisations, tel qu'illustré ci-desous :</p>
<p><img 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"></p>
<p>Les dons peuvent être désagrégés selon leur source tel qu'illustré ci-dessous :</p>
<p><img 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fVwJm/bjz8lwWRJQv2vdC4oBpqiEJ4R3Q7kD8JDRpgyPu5U9ZsfIJloMlcF/wppUcwhp39KMXRhkBFmYDwIQIste4UhsoRGhzew/Zr/KayRO+K7WsBMdSfMXoHvVq5HkBeon3/lTPeWoOpG1OXBlZJ7WamSgu9QsdEupIMtOYHckVAdTPQjA1SCrGrOoJcaCTRfwSpcFMjmjwpSTa06iATz3Zg1S8jEYk2GsdirTQyaBJ0DzX4BiDGYsjVrcJka49pahCClLNvgO53BC2TQvFRpyBJKeSpP8KM9eq0nDyTifuNhAQnWcgf5pG80c5VKWIot/htYM19lMKG3kciAOh8Rtf7r/0LuFupPJ7i6z24JwDpcuTWg3+VIDjV+SLuZuD7AF/gO+UG1JlUT0rXguwkt24XWxvU/EmOkBP2ORActPDVKRqNRwVLF+h3q+k+E8XUEcvmjUz5s8d2teeJo2a3lDrxGtwP0593wDYPcqWRUwLFMg+84DTw0aDAxFyEInrgVfAceww+Qp7REtAQZKrRYDSYsd8MF39F3lRX9KbRB26P5n8Ea+yrEd6ggIfVDeJNG7qhhpbsxOmMN32nWMUDVPSHWLcQFquHlsfht6Af5KccsBif/8B2yTu1i6hmlVqSWu6qu0RrxFNoZyJuM44L7mO/2OGXI9oLvvmnqPBbiG76QC4g4cqHf0+KL31AXkQSoi/VOg58LviM61YSs+a7SLVLmu1+myauh+Q4ap34PhOE7QA5+KPHlhc86i53BOnvR3KRDDR/JoG+UfQBy9+L+zJV8B/2uxXdXuupS469wHf+a22qG7yCTT/PdrBATn98UTbRn5I5af8eOG3laqCBrPrXqEGUQCtZZDZ2B3Bcy9D8lwrMK8iyIZ/Fd/OVBFta50Mg0onMoQMvyyFwbRMZXQAaReah7Rr97yHekVg5dx8v1iKPhu5Y9+lnpyINRKim2fdHffwarxu8AzXekhBD8+nn7Gv2Za/U7EwR6qLqU9F8axwKmLEKP9bv6ZUWG76hGM1hIIXf8FoW6r59eKMty55XkA/CoTODPf/jO+cG/gWQS4fdMLph0IVHYTfjG1NfWrNfS7+ihAXrE4Z5+WfVCv6vHKMSUI2u+w7GEnyJowEJcEY/RJkaLj411fKff9yq/j1FV61YmhObl/Zmr7YkZLctgDv2OA65H/SLH2uqS5jvIHdmL/pfvHOc8hyz19TC20e8c5y5HUcJcC9VXNUE1d+jlDFE6ZuGmPhwcesB3jrwJhfJqztS5MJfgS+uxFj2sPz3W4pGbkYg7Vh8vc24jL/gOuf3GBZh9p6ud6GH6Bd9pLoVMF1LyuHkdxeK/gCX9Ks2TVZoJjLRuqGY7QM5WSc1zsMa+yoMELhd77Xy4nDcpqYre6i+C/PvHhDi2Cc7uzflL+XcxKdNcDNFu3QuR07NE/0TKWow16CgIVssu7TWXwAXb1/tThyvXdIOYC/7lDJod9st7nWdakFVn/u8fylBzxapXx19EsfgPYM04wtthtX73npBRnsaDGPoY938+gTjx0sEg/W17FC1eCduTu92xJ4aGImO0LEfU88K4sZxj8SpYM373dtgdvnOqoIAiGGbLR0ZkRl0melzOwuLlWDN+93bYIb6zsHhvbM1+pn0/gsUnxprxu7eD5TuLT4wlfBdwz/Vbwg1qK37bh8PbbWl2/0FVcgRZmX0LixdiSb9KShY22587+I8/D2Ns+plD8p44rD//JlEfWWyL8/XxO7OZc/rr8Wdxyfqn2pKoPtLe6tiutphrDtA+e+2tvnj9aW/1pduff+M+PrJs/6mr2c9H+vC/uMxe9BxxUNlqR/GbTbsXfTcXXPZtIteunZe2W3ac3D8HWu6OnQ5TkkuSrR0+vHE0Dj7pHn+33ANT2a3j2jV5gXuqSPXHuv+Ky7f13sme7Vex+LxYYsfvPfpVrEVWi0+LdeMIg35A84ZVspiUKyMzDdhvTV3eGG7QVe7iouvi657tQrXYDazhuyD8HTj+JBklzSKgymdLJaj/kxfJXUe+G4QqGSE7esH4RkjZApiFxfaxZL6KWcs2KMT03FWFdHqFWf1FNttp7UyVKTYH1BUd+S5IwhQPAOlPeFndRsjq5QQWFlvGqvmZYLZpcnF2zMZFTrWRh3kiEja5Eokk3ALfFb8NFXu8BnUj+MKuYLPYDayan/lnFLlHeh00Ik64nqdJejUF310lvpO0TLtujG5811PHJk3Xd+WIrI9UuTgnX4GAo+HeKXwJnhbJAcV0k5DmNJOlFVpUsPf2E08tLNZj1fuAZOBcRhda7tILbb3AdZ1zbWLMkeFLbKx047tsQhZODOQohGiVJ7xK90Ql3unBkep7p2kq+n5WUDYhd5PEy4a0lDyORJ7awQuLXcC6cQTNd+dKJI214rnS/SpOwlb1OqIb33mNCU9AFmxtK2e5y7m3JyeTC+BB0FoV0XGZ0BE3IeOVVr+z2BWsGUeQmu+CPFIFBQjxlIgE57ag3+UKbcoas30y0SVZ7uBDqOQJ+Sl3/DgxrR93Q45TkPWVQyt3FjuCJesRtGEgoNHvgilb+6eQ4mpNfPfu/Zl+Y8ITaPiOuktq1oOfXg9zAM1KMuJMcgfuQ4ks31nsCtbwXVnrd6jSbLoYCLbId8xhDJm5Wr+rWNaqI/JLblvWdhvI3qSbUL/RbUQlymx/psWOYMk4QtPtB767G3AXYk4mHwmB+qEDW+jPlElttzNQRa9Qf1im6NGgpU/zXYsUNd9dGnm0fGexG1hj14j0Oz1SNgtrKRvUfNffwvjdqdLzZmbFNKgKMpTpJixxLFngOzwxgjHbvA1yiJnmOxldo0RWv7PYFawaRyAcqUCq34ETJE0Lb6HftUw6b4yO81VkIUaxU8YhvT8nF/zquIV+p/nOicjyc9Cn8B+j35EN2WypoT4Li/fFmnEEGY3PnJiMaek3rxIavtvGfBVHHodkVj05LZnqhIiY6bTE6fakI484CtG00e8KGlmAsIZ02sJi21hm58GEnPhghsqbZlnDgI5Mzdn0Jc22jnwHUG5SPZo4S7P0zzm/h3bArywPzIvLA0Th65cpDZVf6jg4qk9bWGwXdv2dhcX7Y3v2ojvznYXFh8f27EVbvrP4vNievWjLdxafF+vsPLwZLN9ZfGKsm5/5ZrB8Z/GJsYTv4jlZgcR2Zz6vvGn3wo1M1C5y+Aa5tJvd3mRzA+/pfpWvi6rssojUxl1f41OL3CK04dZc6OFl629yV/rq+ly9USngcKaOZ7/t93t+c42EW2YvOnjzVwGgnWlCFhafDt7T8zONPbE3hO1XsfjEWDdfZRZLyEgcDxYTrKqAzsrB1/ju3dcBEWaD+Otg5YvGgxgZezwjrIrnL8iuhcVrYt04Qj4NnKCYCFE0a0YDsicW86uJve7v++48L9qnlFWyaqZlpFwn82Zmz6BU9dI9C4ttYzXfVTciDKrkd1ymQtsTc5xeKHxnLqZxFRTiVB/rgI58JyOxD+UzVZNmfcS/ILYbj8qHDwU5PXqBWQoLi9fEyvkqrqfUNEjJIpdzoxdxy1gp4eFntJQtUMnK9t4qdOS7TOX8fTsy9quXoLwYPbr+bWj5zmJXsGp+Zq9Qp0UYBNyky4zdWnWSKd/Rx6ow6VyV5534Toa17cC0OEcO/eiEVpXjhJ/3suiEbdXKLA9ysRfh0VAFXhT9YgmVKrf6ncWOYNV6hJ7nLuyJRdpyZZxCv7vhI1SV68bn5ujGd+ciq4UHrcgYeidADCijSX5Ni13pQXA0SacIH1HxGPTIkOGR5TuLHcG6fpXogpqcMo2uF+vN1aEJZdpQZSd00+9Ma1fjvqBnQRxOkFtZiPEBWdEk231HSt5e0HtLAlEglRsy+2D5zmKHsGR+ZqM7RaxGQalTfs0WwdhIWxCG3dctdOO7nw/sRX/lHbbwcBsJfhqgXYwjyi25CdzL+Kmh9mdWv7PYJazhO7avQqjy5gV4gz3dzpQJGQvqim58lz/uTXHTIT8lZKE4z74aEN/NJL08jCBdPxEUtnxnsTtYt+71qKnoRWO3Vn3hr0S9xDxXN75LJ02arqTX801UojTfjTl7MelyzHfUn1mloRChkTur31nsDNbYeaiixgJXYy96sEeqXhy2m3ybYx48Gtd+Fs4aNXNeeHeJOk0Dl22IyWKPs5dNYmRaSTklWUvFKIuDOb+jEnx3y7+0sNg6ltjPrPW2y6NpEI1Z9Fp8B/3OVdPuuh3BDToN/TVWqzNxw9xGPSokd9qCnxPtDZjvbsMEfKcPBmIfYavfWewO1szPrKKLIFXH0pHZ5NgcI/uZrkq4mneHO29e7LUJzqd9njGaiqJKlV/SG5eN3EWuc5mJ/NKRJ+C7i6IHRY8sRLtDq99Z7BjW9KtcRtPA8SbF0fB6VK9BJ747FeMoOoqin40iuClcnl29OeL+pIiiQiQDp1cIhKC+QbhuI9FPomjMzWLw3WUyKTInnoRRlCAK0rL6ncXuYB3fFeGVU2VKqG/NbMfBb5+MozPqVt/mcOcdpUAeUl8JD+O5hRB5j0cRZaGCE8GveCX9bka2pAs8I0KhTiUPhli+s9gdbNGeWGeRfQrliR5HsLD4CPiv2M8076C0sPgQWMJ372FP7FVlW0Y0W8zC4mNg3fzMN0Nn/e5pSN+OElh8HCyZn/nh9DsLi4+E/wrfWVh8JGyvX8XyncXnxZJ+ldh9gL/me4HZv4c2wzwwgS7o/eNaoJzdtz7/RLCw2DJ6S+xnfp27wR3Ztr2an7GxW3xonz603Z3h0NUdBflclw959TU3+XCi7F3VFngDzqXbymzzqWNekQ1p/ODxefuxny18vDX2M98M7ty2My0+LbbXrxLYfhWLT4s18zNlou1UBiMx8erpjdKbiIXZh45YzXez32YCqPhljjwfkXhi6sq8sYe0IaqM8umGItrkAokIX2kyKFKuTag9DenzxJ9ToeqFWha7jyX9KrVMZIqMZ1Ypi4AxHuYmvDfssm51gdV8JxWnAWxuOelEqMdZm0W0PqgL4oSX8KH201qiZ6MQryUEvTUpx4meqJMJNV71JLPYKaweR0jHgswFuUqMMk8bzCM+EXkK7zvvdcVqvlvIXW0z8PkYpC2bYxqxEg1bb4Zc8HxrmaabrK6vwHcm+FKsS7lmdzf7t9gWO4slfMfzVSRETRDfBVGYoskpyCwX1amkcm77YvSiltRqvivHtIrn1TAIzTNjY3iik/Gm/Vfju3UwDwaLj4Uldh7or6wgdqFZ0gbEU113yx85PVh5edsLsJrvwLCRCQLBRORDoebOLEMbV3l6FlsqJnF0LcYHlQ929Jp6zgwAwjwmo0YRSc0NMyflPgBPT/IrjkdpRLgGTivi7zBj+yvxEHFNuMdNakQxWlYvwyVN+hIqX4rzhZZL16PXpRybQoHvmvzIbESpczTSEzlNJ97HT5HDgp5eMa1nDM2rVvCAG9KFR/wmGGrhlj1toFf/L5JugnlPDM4CtLzwEBfA7+eUjX6mG9qZEFSwKV9YZyM5bfJlsUWs6lfxhJeyfgfIn6hKrSf/lSILsS+Ae7ZKP0SlvogIB7QHCUFtSnoyp1qGCsZ1LhZij/ZUxI3SJjuQux5dgKsk12ttNRpyhypNSFhwoKdSHXVxesJXYHMtqMleFolrtlsmCzqsWO6gZTXpU8vvMhRohQMjrtWRSLLDSa2LteXuixaaMV0d2hqSCs+IgemYEkPEw9WPv0FAtK20qqA4AOvTlHJVN7vx6HGcg4k4zKZ6ybHWtafnrN/tubTOlxGx8RrInc4iXRg7jMUDymJ7WDGOUJ4GUIzMe3fOUFtaYif7Ldu2nXC30q5Ro99xt8ocNddUHdRF0DDX7q84nbJM5RUYsanokLuKL1BIFyfpFZrQ79g6DKgso19wmVzUSQ7gQHheQqZIB8zp4uf07hVChWYc1XXU/qhapE/CAsmGyOGRwA3RYErWJpC0fpq09Ds8Hi4C+mmIAuM63ENLEuw5LhiIllF4lOZAXWsdlB4OhQsJpSvSL3R/Jq3xj4iFC8r1IZMccGL0O+Y7iQLisrgAi3B2LfZS54sQR7eOHFHe4+Sl/dAWr4Il6xEWtlQM3/VyPPpv6v+M/t+N+tX/xep1r1I/p43coXInVJ9BBPhR+RPtQuyhQhOFKbGHc4W4Zo4GTq6h8VR9ro+gMqqeg7HIsYe41DgGNVHe3b4IucWpBTFAHGPLYpZN6n4Yo98R69w6I13Hkf5X1nPVX34W1A8gGSCDOhet/kzIIh3LFPdQQSDp3uK5Rfas8TwwBFneIwLlUfMdZP1ACKRCudRRIFiNLalbF3KrX0hY63fgu98z/F1E+3gkJHTsGz8+6JkBro5EQRahLHYCa8bNB5NGv8Mfh+e2DkLszKBCZ6y2n/kXkpam3w5SbhGiOh3hC2LDSh+qGMkd+A5ff/RBVL+6UkViXNYihqhUzQd7LMABOCGKCi2SLEskXJe+uMaFAsRhcfSKBGSp+a6u1lR3L+WFTh9cg/imckPL5Lsis2GBh4XJBcTLyDCisSKMFvuNTpNikIDg62yqKcz1hkhzotME39FTJqX2Lf+C+Q7yXZsQTqMCZGj6e+qCn4rrUKYT/ZgsBFvxxW/Ae7gCvfkvxQWKyNLdbmDJOAJXd6DhOyATE9a2WOvp/gIuA/dsZTvzwWgx+I6oCCTIB8EE9L5L8B1Vfy13kWjWmx+RqNyGYoSwkQrIHfEA5E6jkTsuBfgOF8IuJYKrihxEcawL2OI70rKa9EunBGXhmohPEdCMg9pnuM0BM9Z8h5JQRpzzCxLrmr16uuFrdinNIQRT810JssS9icWE+M6M38XX3BtDQHYnPv63f/gudHENbmAiH2QlERSK3VnCjVmyZ0ho/k+LLWLNuDkaQqjiWYIHfPVDP4AXisaLsPr9CLMH/ZnQ70hsLkEElK4nplTnNN9BGIgLWdg0UOnQrLpgmsFDng4PtL7movlIMTQgS3qNOuowyR2P8RHZkK71BN/dgsUo/coTv3EjjECBlkjuNLW09TviTgCtRhbBhntIN9RyzLcXzXW5T62HQJkZQToLkLua73AnztCoNQIDnRVUCeHTfPdAvzN6LK7Aso40v6HtEIoTQ74DL6SOJIutY8U4AoH47pLeMzeUf/eFfv0PHqrFqjbi87BGv0O9NEEAInFC001Q2fKZk6KBR09zzXcz3firH/sARBByV0sFV0/wXSRRqaE5pWjUpVxTqe5zQPMdiAV8gypbyBJFbPS7uncDcSl9l9OntPCFTIGWjNwhHhRAnYsF39GZiDo0uMU7M3xXgZ8zx8UTDLucpoM2otYvjaQOjH5HKeOQODEXnHMTpKXfTa4oq+C7i/teIS4yHnf9QedA25D1v5rvZOa7pCEYnrTYKtbMz9T6HSoGg1QSepZrsOreGavf93r/gO+uUCXpe256yUlMar5DTOK7hmkoeIG6rPU7sBEV5YwGHHAJ86JKfTViEqrLJfgOMjMH33BR1YA6BE3yp4itxxFATFft9I1kIxckdxDwE+oSNS108F0zL62+X9QCxHWY70gkNECjaLdPYkpTG9ZFFh7y3ZAEXgM5RFNg/AfCzFLJDw3Wuw/FBNJaR9TaN2JBM8AV8ECBr6E53mK7WNKvQp3vBKPfzWiIbKqbXkE9hvsyFW9tf+ZDvtOqTxBBgFRC9bHmO6PfoblVPys4WD3Q7ySNJv9E4CBB7hX4B0BNNHw3oQtR9QRxDFD/J/uG0ujdlii4Hr+DIAXcdaLTr6DfsT7IKcxypBAiMknXw/kqf0+oyif8rAD36DRLHwfDX1r0QYZiUtRpkn6Hg4bvSL+7JTFj0Ky57AKShj9EPwXpmfhbj99d4Ocp9QmpQv9/B8x3iEGJBAWJujLD/BbbxRq+66UpB2WcpmZsAYc0dO3vitXvJSnTtFU/ZLMnA6RrfnifUd4qfQ7HdcMQFTZFfb1MU2pPualuU1L+uS6eIRDomFXMUfi3eAYgCieCn8RIJjYqEe/SSR13wLuEy698B+4PFim48PRcmLj5PVAiAX0bqSQDcwIHXXdPHBMvciJn5srIF184TamgnDLOa3AOkYfAOa/vv84gf9GVZ4sC0jEkWxesOqcL1HfJYqtYNT/zTfG5171WuUeygGZhq6PH4vMAuo0JtbDgu7eD+6nXvZaeaa13f8GExUfGEr6r56u8HT65nQeZQRcUSs+Wtvh02Jqdh7m182DxebE9e9Gfm+8sPjesXSMLi/fH9vpVLN9ZfF4s6VdJg3nwHPcyj79Wu3XeYmu71rHne/9ureDzt9pru5dsK9zTnt0+wJY/LXeBlNUz3As88B2HV7t13gLYbVwNDj7X+xdLDq9GfcG2W4YVpxo0V2j8xv3jGd9i92H1OwuL94cvpibUgtXvLCzeFOv4Lshdp4zzIjczpWUaRdFi7qH0eLpvB3TnuyCPiuNO482Slg9ZWGwfS/pV6vUIcqQCWnAH6In2tNRF8MR9RtrBrqxGV76r1yR1WM4Ss3kIC4vtY/U4wl0kpnN3WrhOELI5sUzkt87ZyFRgqc24d0JHvnMT5SNzQbSQ/WcjM0tFLSy2jVV2Hso0UeFFcKiI6k5J1qqCl5zPFa+MdnMRdpe7bnyXT83yl5zXgW+EbPOfWFi8CVbpd26YzKPahlimF3kzZorWkEIUvw323pfv/qh63cx57spEgfNkTgu+ZbQX74momMa0RpZMwOgFni54el83kmkisp3+b7ETWDI/k/U7mUrnaKrlzk1aZmsH2uJccFcG6n31u9SomQxZXJDs5tx8/KnCovBz+JE/uJgWUaJSkLJMpjiSiO+VkyVilFu5s9gFrOnPvC1Y3IIi7C90Iznaq3cGiizqdUE3vvO0STON+9FvXEPzXRmxNbATNpZXsL2UYopSuAkdCcbhH6Lsc/NLC4vtYkm/irZWAGi+GyTakL+G1xhWdgYXXd/G1Y3vjmv1jiALNmHHcgef2sE52SSJFRslislAM9qifynmHlKz+p3FrmBVvwpwGV2YJUGZMh2I0leLPvxYoW53wivw3Ww/JHOWLHfVEWt5HM4mPw7SLPXIhoKbkMnLyyEZ0Tu0cmexI1hjP9OJauPgzlHIo84yv24NnQVq8/cga3Tju1i/pweoYvcR38EvT8jXb6cF2B4mG/aKWB6t3FnsCNbYE6uicS13eUgGKmX0wFb0e+t394rf6wMEvxM5IpmSQ5IpzXql5ruWfLn9PrIrI3pryakdv7PYESzpV6nXm19Ge0E+Ic2pSsha5OWxOm6JHfjuffU7x7840M1d5EoWlM9ZQbJmWI95LRhru7T0UhPNd7cRGbnM6DU+FhY7gLV8dxHMVeFSHyExW/rI7tx7850zT5QXONWgEDlxnOfIYzbYLLmFWUUkiWh/cq8m0Z6bkP56OSS+88l6soXFDmBdvwr1Z2p9KeLRMA6aFz8CgfqiAxujI9+RUXMGGZCm10qKZMjNx5aWV2eThvTb+l2sxF5N5BYW28QaOw+lfwytLsijnIe+ZM4vP46imuXmedeuio58B06LvShiq6/ImBd57gGZXS+zqIdzmTbB7mRHkXkLuUcvGJGHOYpRppEdN7fYCSzhO12t3xJd+c7C4j8Au97cwuL9sWR+5jvIneU7i88Ly3cWFu+PJf0qb9/tZ/nO4hNjzTjC28HyncUnxpL5mbH71pgHcxOysPhs6HlPz1eJ74J54PKHNw7Am1/NzZHgDtv8RZ+nj677cDaecPD483C7++djN7ttb+NaiWq6xF7027cze7adafF5cbq995L0TMjC4tNhbb8Kz/6vSr0IgPAgrE93gRt0lruynYWnsOR057xaWLwy1ozflb4KyF6fUJ4+FEdCiFyvY9PhjjZLuvJdFeeKXlB8Xpua+BdVpFxnkD1qx84UTaW2sNgFrJ6vUqVqGjiR8uMbUZCcnI37WeqrPs3fnKsE4UnSbS5nV777MkGqsa+mLcNijxHEZZUkj65fhpElPIsdwWq+y4QIg1iQLYdjRSSnzT5kvMRGm9Y8FN1W4HXku1QU/D274PU9SyHVwg6Txr3K2yt2LSy2iFXrgGR+fVRMgzQ/w042AcFI36PafEs2jiqPw1Lbjt4YHfkuSYw4ZWGMxOMsSzXfxpkMsixmSjvP3FSFp7REyU0Rg0tzOe7wSgULizfBqn4V9+SrbOyJ5WqhyLmC7UUzXG3DdmN047u4Wd8uXekEI3pjSkgtTjlUv7AT0kMA+h2/SiWHdNIKWN0UBt/ZdqbFjmDJfJVmfuaJFjf5o/0CnqxltdlvW3DeAN34Lmu/0kdGlHas2LZDROvLZUFWavGMcJ0xLYmfqT7O5Wz78zY8snxnsSNYY1+lHIbUyEzBJIuF5bEo6vMU7labu/Fd3rafKT1SM6uIrOzKIWuhMkxcyODFTO7tI19BRNFnivKIBrHlO4sdwZJ+FRI2RvSbulOqII74rUCEebKo/EErvBncoJHdDfDAXjRBDn6EZH79li2ooDzITwW+K8PkniOUf9KjyYjkLrT6ncWuYB3fFfX7gJoeDVepphXqThfhDeHOu0hBdt3IHcjLPYH2BiCLstB6ajpJnctIge+YhwPS7xRzsrw46dQBZGHx+lg3X6V+HxCaePodVuk4bFSs9GIR3hTd+O6qeQ/XLM/+DEXkZQEzHY+VA6lIa77D/rkKIz8NFPPdheU7i13BGntiZD/zRtvoGjLfpXuL93GlahHeGO6czE9vikrnAjhQP1PFlvpGzHeRznNOA4zRRY/H70r9csqA+1Xknp2vYrErWMJ3devxMpoGqbhBAy3g1yJItRiulqqWgS5wA61/bYjYJOqqsNQvS4iVkbufOHHO3a4nyq1CxKu00nfMc22sfmexO1hnX6UIA1mom8zjQbAqF3lGAI1IDn/jcAd0tfPgq7GXHeYiSZ2zRB1mXhiS3VpZiDDK/JCGPcpISRmGfuxkYpRlw1Cx3Nn+TIudwZL5mU1/Jul397+UUDkxhwx1R4YoSkeOTZhfNrcxOvKd4ww8JcT4BtkpqdekSH1xw/rdQSEE55L0OycOaUbZwVhM8iuQNuXdjt9Z7Aq2Z0/sde0agZS76IsWFlvB9uyJve568xI6nQlaWOw8tmhP7FX5ybyD0sLiQ2DJ/MxGv3szuPOO+t3TkPnU8p3Fh8Ga+SpvhxfYebCw+OhY0q/yDvqdtWtk8XmxlO+gLWm3HhUZEtp0OwPf4WcbO5MmYfPhuFvHuaycS6e6tGEb3lKYa+KSfpWU7MDOg8ANyKePdovQI3cXBGebOFydE3iJQ5qt3WdcTv/CRLVhG37HMPb0F47B954eR4jPKApZYSZnvh6EFu7ORHw+6Ce8IaiNPT/fNck+dny91Y6/jN1pG7bh9ww3dR7H8Dne1jiCtRdt8YmxZr5KlWY088qZpVm2sK8yqG0FvQCr56tUNAn0lD6c/IvgUgeObOf//RBn3axgvC7k87rJ8Gfzsq4qsAsV3xpr3vc6V2yyz90nW7FsPwza4c2FEGL0QoFYPV9Fkl0iRjerSQtIP6HK5E7IzNG7IxKT7XfbZgkZnVkPGYqRdMp4v7ATyN8aq/nOLQSZx6Tp0GoihF7kmkIaIBZD3umM1Xy3kLsbc6QrbqCs4utMbUnutj+NJlbi2ARXw01UVDluKKzcvTlWzc+sAjLEDr6bJ8pzglCQqSDHOVXKpQf5ywhv9bg5JH2cMzovaDfw9eNith25O9oBuQvGYpMVv7Lf1VSVxfOxan7mIZPOIf6KYC4Xz0E3gFQeixfOQ149bg6+ay0vcotR6o8iJOt6oxHbCAMGSTRLh0nuOvOj0bC1ClCmxajwdd3xQNVJkTouHvrzo/3IPCzkcTG6MbWr+j7K46JoFLE4GuXzuBhppcjNm2s5AxyMh/tHdWuAThlqkPnITxPkAu3aovDqskXioqnDlGZKRdG7c/w65zTmxYitgp6OeGUu0h9m+rLSG3lpgezrlEd65b87KtIAkWKn8oqRfg/EPBoVUap/Vd0kXu+0GGm9gEyIhgVpCwQ5HFHL3dNJZcXQxc0yYokyeLcpoqsRrazKcBePX65eWzyFJfMz+f/9MiFbsOYfqzymPoP4glSBl2AN313goUvQkq4E1YbAielBAJ2Pj8ZCoRkMscJpYCF4Q9oV2gYFMbYQGV2i4MWDXOsDPmqeHJcnoj9F4YwEDehqE5SWL6hjatMyTjwR+nr/npIjEeKHqTPiFjkZdyGgnWlCzoyTzyem5ZzxrzlV/HaEWHjWkA16fUJTTjUUIbJ2SinnfJxSdsVkRGFFMqI14HMK4Or6P8lFnxPjV0SA8OkMn0Ai0OHwhXzpcxO+hbrt0kvwp5IWgeTpMcvYhX6h/yBWzM+s/MKN1QR8B8yVaEwK8X+ZXJlwR6zmu16t33Gac9TkUZ4557+FinJUNj76FacL2hNhDnFITCecRE0qcsgePxhOcZ6e2i4JQ45TI1R0NxEqj9S1fnSQydsw/2nkAwKqTviqZMAwmNLFIW4c8ytyxSnSyvVgglND8PIt/wxHk9yXvuhLB0JrSG3BdxI5QraQDXp6VWSR9CRH3aZ6ndEzhXxIFSSM88mPASpLmHv3nPIoh7TRu1VI4BMqIe4G5V3SswJ5QRZYSqhAKjrZg2BiLy0mot801yHcpJgPxZSyTTI5zPvmicotmjhSaOJnVIYI9yj5YfJv8apY0q/Cz7+/lRPUfIfqOEkaSsH/NV1IYSestidW1ovZORWSBWqRQalEFtxCsFFPkN/+jM6R/UxIkrkeajQ99rOJ/u2hmFCdg34XztkaBKLhHEp1qrR0VGCSBZOjaFnJT3tKw1eTrCp/sERwioXruH1Btjk9qtbSE2O+V7gyp3MX4/p4Ihhz8tDvzOMl2BPDGZn55LQQfQ/XD3ApxEfmbujQCHGRw4DCbEYGEqQN08eKKBHCTYdRZJSC+BMpkqJd6rzgtH5pywknAuJkMUTKCwsX4DuKg+vSMiwUFvcKF2eilOC7knzSJ3LKWTV37ZDCm2DNegTwXV0lURVNm4qAulo/Qrthtf1MkiZF4NQh/fScr/rcRkKeuYqjduMLdbZVkVB5UAdppI4qGNU2X8vMHRNThVotnVtEiaWMp9fc5KPKzbJDqCJdSjzuyWrLibgIJNpe2mgvWOcYeUPFlMRfoT51QKdwsM93p5SBj8yb5hkubar8geJjeCpQkdyp1l9z3RyORFKh9qP93EO2ezN5qrME+RvzkiywIJ4iOmViWmQDBSQbUxCdAMXqz9EoR7noppa6QEiKc0EXpm+GaczyfeAfIwpInd93oTV48iFskNoknZWNwFq8Ktase234DkANXojaranWnbGa71Cp2v0qSpzQzFLT2YIKRY1fsA/yI3UNPqn5DuylGQgKl6lalGvTn6m7g7SqBHDPA/S7hfVd1PT6Z5C7krUfAt8F1H58EzFB7ppTXLmJoSgDLhS4BO1B3TonvjPFBMdSRLQRWe5M9+ov05xVIj6c0O2FQGqwyoVHwgX/XssO5Iuaxi6rayXID2fA5wEURAP98DniW4CkOGtB2OI7NCTMY+ovvnxxTY8uRKAyg+n2UTAt3PIXKXh7XmwJ7y2wxn4m/m/UoNijfkDDHNKPqPJp/bw7VvPdw/5M6HdUSw2FVeYBoPnOxMzrBl15zC04jkxVxuT6jKkKIgapAi+INI4HQcxLb1G5x3V5mRFpx/AdLpvGA0Tli4PvqOgjygbxHZ8acDlARSQS1L0SuzXTUP0em2J+e8h3F1yiMhdT4rPZvoBOx6pnXxTIGkCZp6cAyQf9D1rime8E8ZP5B4jvFnnhJw4KFN4t5A7K3wO+I/1upPOl76S7pyMs+I7F1I1vIM91D5HFq2IJ3+FvYxDfVdTm+AUimWgth1Wph4LRAWv4Tj+WDcAOR1QNoRyhYlG1ovpl+O6CMwI1x1wPmSV7n6iprBkZvutpgkG7DtG05lMaiSCZXayv1/FlXxPRDVfM0jS3kCJapqjlo7/Uv0u3ozR0AIEzmhqqcFvu1B8dGuxx69TokiAVKoORVk7V6LJa7qW+LBWVizXgblBiWjwA5igLzodonNIvwYy5+M2PRJMbSDMu3vDdtO7nBCCtePL0LgzfTaiwkLQ23/X1OK0kr9YRLV4Za+Zn4v/Gfcc/d+F70Ay4+oEKhj6Ej5+tnbG6P/PvA7G+MpO8UiVCL8NDmGuo5juSSew07UwWmfwU9TthpkDNibKAKBN8B36hViRaXrhOkhzzT5rGHANPGuX/wjVY7qDfhr6fJB4z44LvcJGvaFD6N/3kO9VP3QfP+S5kb2japSx3fNpx7guh8lM8OfQpZCvBhetqTYMXU46JE/uH3t4oIxEivuOsoeSG7/AXQL/D7Wj4Dn8EBD3JvueTgh4xLK1XiCbEN9odXIiE38HJQA5ySpf6WUvDd0r8pNQM3yVi7KeXWaG8U0RkgbZ4bSyZn1kPEhj9Dg96gN9qjr+Vx8cmh5oDumKtfveQ7/QT+5TzcZ2zyGq+q5p2Zn09VByC6X2FMkSVG0RE4gkmoGjphKNoriElrNHvzDmF6kly52QQCECPI7T1O+cSEkLQVjln0O8oVz+RMKXPz4kH81VQCIpNTQeA2rrApO6mR3qUP0CfEDxW3/Cd1u9w56knVet3xHfwkYtz9gn0Tl5A63dzI9RyH2dMfhznnIuOh4DW7x7xHQpGlIybb27RM6eYWWyINXwXh7onzy3U+HsjaD9+K36F6kuwWr+bhaqpKahBoTIvmP2Tj9XIPIFjRQ29P/pc3jIg72SJCpupwHGiIIJuSMOP1TG/ogSpR0rVE0dkrh4oMfhBRB2K+tgVYmoawZk9uhtyiPO0GwxxymTmvjAvVL/5rU7+5hOj/OLSTbZkhIwMdLMXCOjCzV1Mr6ndqYPFZM/Mq6Gf8O/j3zSeYFIOphckhIkiTe1QhfTQCPAHhZFuLlOBoCicq6lOKhip0Ixr4HGRhmoYpBO+rq/otYZuovhZQPMz6SvC3aNbHSpVz++xeGWgpWFCLSzk7u3Q7X1Ab4/5V8pXueiIfCXcx1yFQUw87mDxubE9+5md3n/39khVWCQjNBVbfPsamCdhMholynYQWgDr3m/+ZthVvnM8rdi8unikrN9dN6/NtfjM2J79zJ214xf7+U8vfX02drOfuXdq2c4CWNKv8g72oneV7yws3h5b5Lvd1O8sLN4BS/pVPrF+Z2Hx9lgyjhC7b415YAIWFp8P3tN895UMbGrX9h4d6Pzha9UXWeL0Vnttt3x75D0Mm2DjmiOPD9+xndG32O4C14TM17/bwnvtbeE9vW+3d9y8p8cRAle6stfrze7xhaArETDHDGb3+iwHN/smoJ1pQk+BYnJy/JPZPX3N7vFjOH2KfBNpsfFvF6FW2ETVV+LLaJh9PsBR/7lms+kzdc7WbBwNHn/j2uZwszWXoe/6g43yZLJttjpil03/9sGlG+gccFCfX7Ihnt1eb9M39d6z4wgWFu+ONfMznZKkQ0JE6+mOEvzXmhHNq0W6oPv77yg397Yz1OIjY8l6hHr9XeWrgePmQkxyPaQ3R1jl9WknCLV1rM3Rle9kmitaLxBvvhzC9XmJgYXF1rGa78pMhEFZqDT2RUEmBKQJG7qRo3qh2cboyHfSmyTpeXyqLjafXpy1bP1ZWGwTS8YR9PidzMREzWO2+Oipr/BTlrOfeuF5OQfzvDPfpUqvy5Ph5usFrNxZ7ApWrUeQ0fVxEQapR3sZ2/AyYbZvQjLgaTNzHdCN72Rfr3lH4mEg04yMQMb+PRrEceZmfpyyX1ax7+sZljL7dp/6/FKjNBL5gdULLXYBq+xFz/K4PCJLHYRcyxqhPNF8l2azwcV3PrQ5uvFd0LRrpVuh0QsxqnJacO3kYSFEFI3h5zNSAScFJSCT32zgFVHIxsK40UwtLLaIdfMzwXfwKze/rtejIbxYCz5QxmDdxujGdz6zrsF9QmvMy5yNHZGd1co9ovU7bk52GTJFWqgb0pGMl1cfatMNFhZbx5J+lYYWNN/FSo3rlTGxEqF5AQb4R1sI6IBufJdrptWQBRmjA98hi/BpYRv785CNGPwiiwoyoV/IEWmDVr+z2BWs4bsyumC+C4KoXrAp58GwWbw5eGf9Lh+3KEsmYek4lyx3lyfMekfkZ2SMFQ8IapO6Cemvt4WVO4tdwpJ+ldqeWBXV+p0z6hvCA5LaWk+g3le/y7RVdIIsG/0OWdStTfAd/JQWdhNysn7M9o6iCUpk5c5iV7DGrtGl5jtCXls+BvLaeNd7812gX5gAuLk/26dsSGY6LX0yIj+7jvKfuZd7oD3Nd5BQlMjqdxa7gnV2jaDfeQWP5hXgu8orWPMb1nx33sjBpug4fhdpu+VEasdamsqIxanFd3HLhonhO5bNTNAQpIXF9rFmfqYE32WTLwjFbFsx4/eyxY2xrXjaWe66zVeJta1LiW9iNzQcY0Wj/Ib1Igq7yZiEE3lFuE+PiNLwnW1nWuwG1szP5P7MaJL7+YQt1VaRyv3jhdXaQJFMdkFHvquyUEW+n6sEjchMhP5NET7mu/KbCj1E4Zeo1vpd4FSpGuqXEltYbBnP4DtHflFC/dCiOPt+IdSv+vS763dA4I2FmB5SFm4zGtPQssa+7s90yiASIjwlGdN8p1uk7onYo9MWFtvGyvmZb4mOfGdh8V/A9uxFd+U7C4uPjyXzM9/BfqblO4vPi+3Zz7R8Z/F5saRfxep3FhZvCMt3FhbvjyX9KmfS4a2sLnnTe4utKiucK5vjvLuBc+T8zsXv6Qrw+QrP8Tknzq0Dv84XBXH64YZDl7XfdpRXu9ltmxtVUMjd0/aiWyY22YrrQ0uudwEfeHRU22R9jq9/R2EObLLhV8ani5yZg5ybOgofaTy72W23NnLHT/PdV45AgkE1uhYv2sfnCmE+oI/RWZfP6RjP8823tqD83A+S4t+QzxchD7t0Dh5drLmgdrxXl0DndPFtfetvwYfnLrEX/Q76ne1Xsfi8sP0qFhbvjzXzM52AFgHFRT+qJzami3B1UPSLlr2TjeDOyR5nF8RRkkSrVhZU3j6u7T4ybCuLm81N3VpYvAmWrEeo5a6XTAMnU3tjJfQE6GzShC8j8RvhvNsUfze4N6HN4CYTdYFko+WUXHr9v1WemIV6Ncpx1C2nFhavjtV8FxRifDZXQ4nqzlP552Sky01Cmkfmi18ID9sWvjaAO38kF89DkOyRDUzopdFK9pJsTawNqfJLE7Sw2DJW2nnIxipRwReWrEP2f7A9Lx1OQorlLoz6bYSO73vNa3svP1cvYq3C0SP9UYaW7yx2BavWI7hJ4UahmTLmL+zWPghL5ZnQZuj2fnN3UqcWeK4j40QI4dGFZDEZREK3PqtIpQonIhz2p0KEGVEj+M7qdxY7giXrEXiRaxVLJ1KaX4J+s8bciUO2taARi24WNLvxXXq9MJ1CmS88LxK8sjVSSeLlY34i5Cr21ThPHTlUR97PRHxBjCo8snxnsSNYN44wZHvRQaiSeqr0oK9NnGj8CTnC5ujGdzkZXK/hsjnBXsH2VYb8kqIBqXUyupjJ3yPsxoLocSCgoFq+s9ghLOlXqe1nGnvRg2IkCiNsCE/qMJlH7/hCoG5857XtRRPKahbR+xFu2cYRCebAqXLllhckd4RS3nH41up3FjuDNXwH6jAimKpFB2KqTkoOSG/StZOw2/jdQ7kr4xtvGAq2rMI2bB0nowiRmsk97s+UmXdcKKZCy3cWu4Nn2M80oby2XAkYu7UyEp3rsht0GUeIJ7V+J1PXuVFCFX5BcncbabO6Mb0U4UT9lSFbEyuESE4ysU9yZ/U7i53BGnvR9H6EWY/J7YRkzXU5HLHcuYU4pr1OcOdd2pkL0hrsFQM1wk7Fcge+Yzmm90KXxHes33ms37k8lmf5zmJ3sITv2vYzj4lCHJlwReb+QhkWEL8qUn73keiO81Uy5bPky1x9jXkY0e1rvuP3Ac2SxCX97q+8oLlibMbWyQRl3fKdxe7gGfYze9SXOU/Y+Pmc+jKDEYez6662ognd+M6ZFZMo4IE7z4kV5OkuMfqdCGPnPiIb0ZfMd8lfemmCVzpZaPU7ix3DkvmZD/oz46kQQnlca1OEJxyWIb1yBxjqPpYN4Qbd2Ece0ZC4mHrSKT0KFbk4IL5T9D5X7vyh/kx6u2sE+qNjP4s+aO/Szs+02Bms4bvLAx+V9cz3/Lp75aoOS9/ToMbe5ujId0Bw6nkZ/7g68G7SKvAGyM1QzVPP16N76a+KejJBysgkcpv6iF753TJqYfH6WNOv8nZwz7quA3oS8mjy9nm2sHglbM1e9F3HdUBLIAv1xwQtLHYeS+Zn1pPC3g7d25lPAvqd5TuLD4Mt2nl43V4O14qdxcfBkn6V93g/ghUUi0+L/wzfWVh8ICzpVwmDrAiy0cKlCdx5mgxqP679OO3HX8OvsXFp7acD7frpeZIFbTcygXmSuXCjbF4czgvffeh67Nzo5k90M4s82XY5uYqdkx+zy53j2v3ML9mV3onjRRU7ye7+h3F//eHsS+T6xSN3dlpcUckbh8InwcHC1WXmYhsXxjE5KvMjFzSuny7Kr28Bu6tRdobAw5IbF32ZRd9n7P95WP5bdrgFtyj2wjmvmv4f+CsT/yd9c/8vj/PyZy49uCN925958+Ee3n+6+Wff6pu/uPPt+29u/sr7nxwEybeNCr/5zV8UvqKSPy5/U3jXJyfVEnvRhTcovPPCC4beObnjYJiTi8ifF8cIzGvnGhctAvnCBXDHUfBzSM5jnwPnx0XgjeDOvSL29uMbuBH7cIlxPrm0cafa76enITmf/Uy78cG335l2ByE5HUi168Odpomf9tkhMCI/fuT2PV3yxgV0C37iLrBPxdbualHsh65Vcjcfwp3lw6t8GMD/iQLzLfCKgMIFSg43ILcf4y5Q+dlxsReBpvyH2oXkUGaUv1X4b7/do1dKn5xJeZG4Tp8CnKa+/zpQZ8Hc/298/1t3Hu7Q3PkVNx/u4f3nm4+axzef61zbtW47al672I2j8lPhUf+Oh2em/Kbw5P9sCs9Ol1wXuwm0C7/05lPgm65z3/pZ1hTelP9h4cl5T/Gdd+PdD/zewL8f3PQCci78c1+HzW7guYE3n7ec2wq4N4HrsUOA3d+b4B4Bf9D4PT++P40l+QOZxW1XZnFlwull9vWSdlOn7Q4e7n7jIyk7EzhgP2vcZZxdcqCMMxkfwudA2/lycKpL3nK//sIPbuC7gXb6FlBRr9gF7EzY9a5MsXX5f7HzcWTQg09hBMjdw53SLaC7kMX3rfLXLi0Pyb/N4lsup7kLKCEK3JRcF/7A8c5eO324ReIL1ySuw9qZO4/b/vjOk+O7jcDymw9H979953GfqQrSncc9h/+L7z98OKp/KDD9Ea53RnVOl5z8qwflR/hmMPs+uG8VXt6Q+1sX/in37JuPAsNfUXguduPDVd6vl0yytLCwsLCwsLCwsLCwsLCwsLCwsLCwsLD4LHCc/wNFxZIWOe0LoQAAAABJRU5ErkJggg=="><br>
<br> Et les autres recettes peuvent être désagrégées en cinq catégories, chacune ayant ses composantes spécifiques, tel qu'illustré ci-dessous :</p>
<p><img
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"></p>
3 months ago
User avatar patricemartineau78

Translation changed

SDG Metadata / 17-1-1French

<h1>Data sources</h1>
<h2>Sources and data collection:</h2>
<p>The actual and recommended sources of data for deriving this indicator are the fiscal statistics reported to the IMF&#x2019;s Statistics Department. These come from various national agencies (Ministries of Finance, Central Banks, National Statistics Offices, etc.) and are compiled according to a standardized method for data collection: the annual GFS Questionnaire. In the 2017 annual reporting cycle, 127 countries reported the relevant series for monitoring indicator 17.1.1. For current non-reporting countries that have demonstrated the capacity to compile and report the relevant GFS revenue series, the IMF Statistics Department is engaged in outreach to the national authorities, in consultation with the respective IMF Area Departments and Offices of the Executive Director, as needed. Capacity Development activities will seek to address data deficiencies, including through regional workshops. The steps outlined above should allow, over time, for covering virtually the entire IMF membership.</p>
<h1>Sources de données</h1>
<h2>Sources et collecte des données :</h2>
<p>Les sources actuelles et recommandées pour le calcul de cet indicateur sont les statistiques fiscales rapportées au département des statistiques du FMI. Celles-ci proviennent de différentes agences nationales (ministères des finances, bBanques centrales, bureaux nationaux de statistique, etc.) et sont recueillies selon une méthode normalisée de collecte des données : le questionnaire annuel sur les SFP. Pour 2017, 127 pays ont rapporté des données pertinentes permettant de suivre l'indicateur 17.1.1. Pour les pays qui n'ont pas rapporté de données, mais qui ont démontré la capacité de compiler et de déclarer les recettes selon les SFP, le département des statistiques du FMI s'est engagé à travailler avec les autorités nationales, en collaboration avec les départements du FMI pertinents et les bureaux du directeur exécutif, selon les besoins. Les activités de développement des capacités, y compris les ateliers régionaux, viseront à résoudre les lacunes au niveau de la disponibilité des données. Les étapes décrites ci-dessus devraient permettre, au fil du temps, d'assurer la couverture de tous les États membres du FMI.</p>
3 months ago
User avatar patricemartineau78

Translation changed

SDG Metadata / 17-1-1French

<h1>Methodology</h1>
<h2>Method of computation:</h2>
<p>Indicator 17.1.1 will be derived using series that are basic to the GFS reporting framework. GFS revenue series maintained by the IMF Statistics Department are collected in Table 1 of the standard annual data questionnaire. Each revenue transaction is classified according to whether it is a tax or another type of revenue. GFS revenue aggregates are summations of individual entries and elements in this particular class of flows and allow for these data to be arranged in a manageable and analytically useful way. For example, tax revenue is the sum of all flows that are classified as taxes. Conceptually, the value for each main revenue aggregate is the sum of the values for all items in the relevant category. The annual GFS series for monitoring Indicator 17.1.1will be derived from the data reported by the national authorities (in national currency) expressed as a percent of Gross Domestic Product (GDP), where GDP is derived from the IMF <em>World Economic Outlook</em> database (no adjustments and/or weighting techniques will be applied). Mixed sources are not being used nor will the calculation change over time (i.e., there are no discontinuities in the underlying series as these are key aggregates/ components in all country reported GFS series). The presentation will closely align with that currently contained in World Table 4 from the hard-copy <em>GFS Yearbook</em>: </p>
<p><img 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"><br></p>
<p>Historic series have been aligned with <em>GFSM 2014</em> classifications. This enhances the comparability of data across countries and ensures establishing robust analytical findings to support SDG monitoring using fiscal data.</p>
<h1>Méthodologie</h1>
<h2>Méthode de calcul :</h2>
<p>L'indicateur 17.1.1 est calculé à partir de données de bases des SFP. Les données des SFP relatives aux recettes sont compilées par le département des statistiques du FMI à partir des données recueillies grâce au tableau 1 de leurson questionnaire annuel. Chaque transaction est classifiée selon qu'elle soit une recette fiscale ou un autre type de recettes. Les recettes agrégées représentent la somme des flux sous-jacents. Le tout permet de réorganiser les données afin d'obtenir des agrégats personnalisés selon les besoins. Par exemple, les recettes fiscales représentent la somme de tous les flux classifiés comme étant une taxe ou un impôt. Les données des SFP utilisées pour suivre l'indicateur 17.1.1 seront compilées à partir des données produites par les autorités nationales (en monnaie nationale) exprimées en pourcentage du produit intérieur brut (PIB). Le PIB utilisé est dérivé de la base de données du FMI <em>Perspectives de l'économie mondiale</em> (aucun ajustement et/ou technique de pondération ne sera appliqué). Aucune source mixtautre source n'est utilisée et le calcul ne changera pas au fil du temps (c'est-à-dire qu'il n'y aura pas de discontinuité dans les séries sous-jacentes car il s'agit d'agrégats/composantes clés dans toutes les séries des SFP déclarées par les pays). La présentation s'alignera étroitement avec celle du tableau 4 de la version papier du <em>GFS Yearbook </em> : </p>
<p><img
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"><br></p>
<p>Les données historiques ont été alignées selon les classifications du <em>MSFP 2014</em>. Le tout assure la comparabilité des données d'un pays à l'autre et la disponibilité de données robustes reposant sur les données fiscales afin de suivre les progrès pour cet indicateur.</p>
3 months ago
User avatar patricemartineau78

Translation changed

SDG Metadata / 17-1-1French

<h2>Comments and limitations:</h2>
<p>In principle, GFS should cover all entities that materially affect fiscal policies. Cross-country comparisons are ideally made with reference to the consolidated general government sector. However, for most developing and many emerging market economies, compiling data for the consolidated general government and its subsectors is problematic owing to limitations in the availability and/or timeliness of source data. For example, a country may have one central government; several state, provincial, or regional governments; and many local governments. Countries may also have social security funds. The <em>GFSM 201</em>4 recommends that statistics should be compiled for all such general government units. This reporting structure is illustrated below:</p>
<p><img 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"></p>
<p>Some countries report data for the consolidated general government with one or more sub-sectors not separately reported. Similarly, there are some countries that report &#x201C;consolidated central government&#x201D; without necessarily providing the budgetary central government subsector separately. </p>
<p>Conceptually, a World Aggregate could be calculated by computing a weighted average from available sources using GDP expressed in United States dollars. However, at this time the IMF Statistics Department recommends no regional and global aggregates be established. While we see no issues in terms of the feasibility and suitability of 17.1.1 for cross-country comparisons, we question the relevance of one single global indicator that combines data for advanced economies with those of emerging market and low-income countries. To address this, the country data are presented, where reported, for the budgetary central government, the consolidated central government (with and without social security funds), and for consolidated general government. </p>
<p>For many emerging market and low-income countries with limited statistical capacity, budgetary central government is considered the most appropriate level of institutional coverage for comparison purposes. Budgetary central government, as described in <em>GFSM 2014</em> (paragraph 2.81), is an institutional unit of the general government sector particularly important in terms of size and power, particularly the power to exercise control over many other units and entities. This component of general government is usually covered by the main (or general) budget. The budgetary central government&#x2019;s revenue (and expense) are normally regulated and controlled by a ministry of finance, or its functional equivalent, by means of a budget approved by the legislature. </p>
<h2>Commentaires et limites :</h2>
<p>En principe, les SFP s’appliquent à toutes les unités institutionnelles effectivement impliquées dans la conduite des politiques budgétaires. Les comparaisons d'un pays à l'autre sont idéalement effectuées à partir des données consolidées pour l'ensemble des administrations publiques. Cependant, pour la plupart des pays en développement et bon nombre de pays émergents, la compilation de données consolidées est problématique en raison de limites au niveau de la disponibilité et de l'actualité des données. Par exemple, un pays peut avoir une administration centrale, des administrations d’États fédérés, des provinces ou des régions et de nombreuses administrations locales. Les pays peuvent également compter des administrations de sécurité sociale. Le <em>MSFP 2014</em> recommande d'inclure toutes ces entités dans les données consolidées. La structure de déclaration est illustrée ci-dessous :</p>
<p><img 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"></p>
<p>Certains pays ne rapportent que des données consolidées, sans fournir de distribution par sous-secteur, tel que celui de l'administration centrale par exemple.</p><p>En théorie, il serait possible de calculer des données à l'échelon mondial en utilisant la moyenne pondérée des données disponibles, exprimées en dollars des États-Unis. Cependant, le département des statistiques du FMI recommande de ne pas calculer d'agrégats régionaux et mondiaux pour l'instant. Bien que nous ne voyions aucun problème en termes de faisabilité et de pertinence à effectuer des comparaisons entre pays au niveau de l'indicateur 17.1.1, nous nous interrogeons sur la pertinence d'un indicateur unique combinant les données des économies avancées avec celles des pays émergents et des pays à faible revenu. Lorsqu'elles sont disponibles, les données sont présentées par pays pour l'administration centrale, l'administration centrale consolidée (avec et sans les fonds de sécurité sociale) et l'ensemble des administrations publiques.</p>
<p>Pour de nombreux pays émergents et à faible revenu dont la capacité statistique est limitée, l'administration centrale budgétaire est considérée comme le niveau de couverture institutionnelle le plus approprié à des fins de comparaison. L'administration centrale budgétaire, telle que décrite dans le <em>MSFP 2014</em> (paragraphe 2.81), est une unité institutionnelle prépondérante par son poids et l’étendue de son pouvoir, et notamment sa capacité de contrôle sur de nombreuses
autres unités. Cette composante des administrations publiques est souvent couverte par le budget principal (ou général). Les recettes et les dépenses de l’État sont normalement réglementées et contrôlées par un ministère des finances, ou un organisme fonctionnel équivalent, au moyen d’un budget approuvé par l’organe législatif.</p>
3 months ago
User avatar patricemartineau78

Translation changed

SDG Metadata / 17-1-1French

<h2>Rationale and interpretation:</h2>
<p>Fiscal policy is the use of the level and composition of the general government and public sectors&#x2019; spending and revenue&#x2014;and the related accumulation of government assets and liabilities&#x2014;to achieve such goals as the stabilization of the economy, the reallocation of resources, and the redistribution of income. In addition to revenue mobilization, government units may also finance a portion of their activities in a specific period by borrowing or by acquiring funds from sources other than compulsory transfers&#x2014;for example, interest revenue, incidental sales of goods and services, or the rent of subsoil assets. Indicator 17.1.1 Total government revenue as a proportion of GDP, by source supports understanding countries&#x2019; domestic revenue mobilization in the form of tax and nontax sources. The indicator will provide analysts with a cross-country comparable dataset that highlights the relationship between the four main types of revenue as well as the relative &quot;tax burden&quot; (revenue in the form of taxes) and &#x201C;fiscal burden&#x201D; (revenue in the form of taxes plus social contributions).</p>
<h2>Justification et interprétation :</h2>
<p>La politique budgétaire représente le niveau d'utilisation et la composition des recettes et charges du gouvernement et du secteur public, ainsi que l'accumulation d'actifs et passifs pour atteindre des objectifs tels que la stabilisation de l'économie, la réallocation des ressources et la redistribution des revenus. En plus de leurs recettes, les unités gouvernementales peuvent également financer une partie de leurs activités au cours d'une période spécifique par l'emprunt ou l'acquisition de fonds provenant de sources autres que les transferts obligatoires tels que les recettes d'intérêts, la vente de biens et de services ou la location de gisements. L'indicateur 17.1.1 permet de mieux comprendre les sources de revenus, fiscaux et non, des différents pays. L'indicateurIl fournirat aux analystes une base de données permettant de faire des comparaisons d'un pays à l'autre et de mettre évidence la relation entre les quatre principaux types de recettes, ainsi que la &quot;pression fiscale&quot; (recettes sous la forme d’impôts) et le &#x201C;taux de prélèvement obligatoire&#x201D; (recettes sous la forme d’impôts et de cotisations sociales).</p>
3 months ago
User avatar patricemartineau78

Translation changed

SDG Metadata / 17-1-1French

<h1>Concepts and definitions</h1>
<h2>Definition: </h2>
<p>Revenue is defined in Chapter 4 (paragraph 4.23) of <em>GFSM 2014</em> an increase in net worth resulting from a transaction. It is a fiscal indicator for assessing the sustainability of fiscal activities. General government units have four types of revenue. The major types of revenue are taxes (GFS code 11), social contributions (GFS code 12), grants (GFS code 13), and other revenue (GFS code 14). Of these, compulsory levies and transfers are the main sources of revenue for most general government units. In particular, taxes are compulsory, unrequited amounts receivable by government units from institutional units. Social contributions are actual or imputed revenue receivable by social insurance schemes to make provision for social insurance benefits payable. Grants are transfers receivable by government units from other resident or nonresident government units or international organizations, and that do not meet the definition of a tax, subsidy, or social contribution. Other revenue is all revenue receivable excluding taxes, social contributions, and grants. Other revenue comprises: (i) property income; (ii) sales of goods and services; (iii) fines, penalties, and forfeits; (iv) transfers not elsewhere classified; and (v) premiums, fees, and claims related to nonlife insurance and standardized guarantee schemes.</p>
<h2>Concepts: </h2>
<p>The transactions and the associated classifications are detailed in Chapter 5 of GFSM 2014 and are structured to demonstrate how general government (and public sector) units raise revenue. Only those taxes and social insurance contributions that are evidenced by tax assessments and declarations, customs declarations, and similar documents are considered to create revenue for government units. Thus, the difference between assessments and expected collections represents a claim that has no real value and should not be recorded as revenue (see <em>GFSM 2014</em> paragraph 5.20). The analytic framework of <em>GFSM 2014</em> (like that of the <em>GFSM 2001</em>) builds on the <em>GFSM 1986</em> framework, and extends it by incorporating additional elements that are useful in assessing fiscal policy. An important example is the treatment of nonfinancial assets, where the sale of such assets is no longer included in revenue. The disposal of a nonfinancial asset by sale or barter is not revenue because it has no effect on net worth. Rather, it changes the composition of the balance sheet by exchanging one asset (the nonfinancial asset) for another (the proceeds of the sale). Similarly, amounts receivable from loan repayments and loan disbursements are not revenue. In general, transactions that increase net worth result from current operations. Capital transfers are an exception. In <em>GFSM 2014</em>, capital transfers receivable are classified as revenue because they increase the recipient&#x2019;s net worth and they are often indistinguishable from current transfers in their effect on government operations. In recording cash-based accounting revenue transactions, data representing the tax payments received by government, net of refunds paid out during the period covered should be reported. These data will include taxes paid after the original assessment, taxes paid or refunds deducted from taxes after subsequent assessments, and taxes paid or refunds deducted after any subsequent reopening of the accounts. Therefore, total tax revenue could be presented on a gross basis as the total amount of all taxes accrued, or on a net basis as the gross amount minus tax refunds. Revenue categories are presented gross of expense categories for the same or related category. In particular, interest revenue is presented gross rather than as net interest expense or net interest revenue. Similarly, social benefits and social contributions, grant revenue and expense, and rent revenue and expense are presented gross. Also, sales of goods and services are presented gross of the expenses incurred in their production. In cases of erroneous or unauthorized transactions, revenue categories are presented net of refunds of the relevant revenue, and expense categories are presented net of inflows from the recovery of the expense. For example, refunds of income taxes may be paid when the amount of taxes withheld or otherwise paid in advance of the final determination exceeds the actual tax due. Such refunds are recorded as a reduction in tax revenue. For this reason, tax revenue is presented net of non-payable tax credits (see <em>GFSM 2014</em> paragraphs 5.29&#x2013;5.32). </p>
<h1>Concepts et définitions</h1>
<h2>Définition :</h2>
<p>Les recettes sont définies dans le chapitre 4 (paragraphe 4.23) du <em>Manuel de statistiques de finances publiques 2014 (MSFP 2014)</em> comme étant une augmentation de la valeur nette résultant d'une transaction. Cet indicateur évalue la durabilité des recettes fiscales. Les administrations publiques ont quatre types de recettes. Leur dont les principales sources de recettes sont les recettes fiscales (code SFP 11), les cotisations sociales (code SFP 12), les dons (code SFP 13) et les autres recettes (code SFP 14). Parmi celles-ci, les prélèvements et les transferts constituent les principales sources de recettes et ce pour la plupart des administrations publiques. Les recettes fiscales sont des montants obligatoires sans contrepartie que les unités d’administration publique reçoivent des unités institutionnelles. Les cotisations sociales comprennent les recettes effectives ou imputées à recevoir par les régimes d’assurance sociale pour pouvoir assurer le paiement des prestations d’assurance sociale dues. Les dons sont des transferts que les unités d’administration publique reçoivent d’autres unités d’administration publique, résidentes ou non résidentes, ou d’organisations internationales et qui ne satisfont pas à la définition d’un impôt, d’une subvention ou d’une cotisation sociale. Les autres recettes désignent toutes les recettes à recevoir à l’exception des impôts, des cotisations sociales et des dons. Elles incluent notamment : i) les revenus de propriété ; ii) les ventes de biens et services ; iii) les amendes, pénalités et confiscations ; iv) les transferts non classés ailleurs ; et v) les primes, droits et indemnités liées aux régimes d’assurance dommages et de garanties standards.</p>
<h2>Concepts :</h2>
<p>Les transactions et classifications associées sont présentées en détail dans le chapitre 5 du MSFP 2014 et sont structurées de manière à démontrer comment les gouvernements (et le secteur public) génèrent des recettes. Seuls les impôts et cotisations d'assurance sociale supportappuyés par un avis ou une déclaration d’imposition, une déclaration douanière ou tout autre justificatif de ce type sont considérés comme une source de recettes pour les administrations publiques. Ainsi, la différence entre le montant estimé et le montant attendu représente alors une créance sans valeur réelle qui ne doit pas donner lieu à un enregistrement en recettes (voir le <em>MSFP 2014</em>, paragraphe 5.20). Le cadre analytique du <em>MSFP 2014</em> (comme celui du <em>MSFP 2001</em>) s'appuie sur le cadre du <em>MSFP 1986</em>, et le bonifie en incorporant de nouveaux éléments qui sont utiles à l'évaluation des politiques budgétaires. Un exemple important est celui de la cession d'actifs non financiers, qui n'est plus inclue dans les recettes. La cession d'un actif non financier par la vente ou le troc n'est pas une recette, car elle n'a pas d'effet sur la valeur nette. Elle modifie plutôt la composition du bilan par l'échange d'un actif (l'actif non financier) pour un autre (le produit de la vente). De même, les montants à recevoir liés à des remboursements et des décaissements de prêts ne sont pas des recettes. En général, les transactions qui augmentent la valeur nette résultent d’opérations courantes. Les transferts en capital constituent une exception. Dans le <em>MSFP 2014</em>, les transferts en capital à recevoir sont classés enonsidérés comme des recettes parce qu’ils augmentent la valeur nette du bénéficiaire et que, souvent, leur impact sur les opérations des administrations publiques ne peut pas être distingué de celui des transferts courants. Dans l'enregistrement des recettes selon la méthode de la comptabilité de caisse, on doit considérer les paiements d'impôts reçus par les administrations publiques, nets des remboursements versés au cours de la période couverte. Le tout inclut les impôts payés après l'évaluation initiale, les impôts payés ou remboursés suite à des évaluations ultérieures, ainsi que les impôts et taxes payés ou remboursés après une réouverture des dossiers. Ainsi, le total des recettes fiscales peut être présenté sur une base brute, soit le montant total de tous les impôts à payer, ou sur une base nette, soit le montant brut moins les remboursements. Les catégories de recettes sont présentées brutes, c'est-à-dire sans prendre en considération les charges de la même catégorie. Notamment, on présentera les produits d'intérêts bruts plutôt que de présenter des recettes ou charges nettes d'intérêts. De même, les prestations et cotisations sociales, les octrois et les recettes et charges de location sont présentés sur une base brute. Les ventes de biens et de services sont également présentées sur une base brute, sans considérer les dépenses engagées dans leur production. En cas d'erreur ou de transactions non autorisées, les catégories de recettes et de charges sont présentées nettes des remboursement ces transactions. Par exemple, des remboursements d'impôts sur le revenu peuvent être versés lorsque le montant de l'impôt retenu ou autrement versé à l'avance dépasse le montant de l'impôt dû. Ces remboursements sont comptabilisés comme une réduction des recettes fiscales. Pour cette raison, les recettes fiscales sont présentées nettes des crédits d'impôt non remboursables (voir <em>MSFP 2014</em> paragraphes 5.29&#x2013;5.32). </p>
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<h1>Institutional information</h1>
<h2>Organization(s):</h2>
<p>IMF Statistics Department (Government Finance Division)</p>
<h1>Information institutionnelle</h1>
<h2>Organisation(s) :</h2>
<p>Département des statistiques du FMI (division des finances publiques)</p>
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<h1>References</h1>
<p>The <em>GFSM 2014</em> is available at <a href="http://www.imf.org/external/np/sta/gfsm/">http://www.imf.org/external/np/sta/gfsm/</a>. A series of videos that discuss the GFS analytical framework are available at: <a href="http://www.youtube.com/playlist?list=PLmYAE4wV1YQzimXjDWMQ-4GwConTsP7-a">IMF Statistics E-Learning Videos - YouTube</a>. Although not foreseen under the reporting of 17.1.1, analysts can also use the detailed IMF GFS Revenue database to supplement this indicator with measures of direct, indirect and capital taxes (see <em>GFSM 2014</em>, Annex to Chapter 4).</p>
<h1> Références</h1>
<p> Le <em>MSFP 2014</em> est disponible à
<a href="http://https://www.imf.org/external/Pubs/FT/GFS/Manual/2014/gfsfinal_fre.pdf">http://https://www.imf.org/external/Pubs/FT/GFS/Manual/2014/gfsfinal_fre.pdf/</a>. Une série de vidéos traitant du cadre analytique des SFP est disponible à : <a href="http://www.youtube.com/playlist?list=PLmYAE4wV1YQzimXjDWMQ-4GwConTsP7-a">IMF Statistics E-Learning Videos - YouTube</a>. Bien que ce ne soit pas prévu dans le cadre du suivi de l'indicateur 17.1.1, les analystes peuvent également utiliser la base de données détaillée du FMI sur les recettes des SFP pour compléter cet indicateur par des mesures des impôts directs, indirects et sur le capital (voir <em>MSFP 2014</em>, annexe au chapitre 4).</p>
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<h1>Calendar</h1>
<h2>Data collection and data release calendar:</h2>
<p>Dates when source collection is next planned: IMF Statistics Department completed the 2017 round of annual GFS collection on February 2, 2018. The 2018 collection cycle is planned to take place between September and December 2018. </p>
<p>Country data are disseminated as they are processed and summary World Tables and other indicators, including 17.1.1 and 17.1.2 are planned for release in early 2018. For most countries, the reference year will be their Fiscal Year 2016 series, with 2012-2015 presented to illustrate trends.</p>
<h1>Calendrier</h1>
<h2> Calendrier de collecte et de diffusion des données :</h2>
<p>Date prévue de la prochaine collecte de données : le département des statistiques du FMI a terminé le cycle de 2017 de collecte annuelle des SFP le 2 février 2018. Le cycle de 2018 devrait avoir lieu entre septembre et décembre 2018. </p>
<p>Les données par pays sont diffusées au fur et à mesure qu'elles sont disponibles. Des tableaux récapitulatifs à l'échelon mondial et d'autres indicateurs, dont 17.1.1 et 17.1.2, devraient être publiés au début de 2018. Pour la plupart des pays, l'exercice financier 2016 sera utilisé comme année de référence, alors que les données de 2012 à 2015 seront utilisées pour illustrer les tendances.</p>
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