50 assemblea de la Favb
#50assembleaFavb Mig segle de la Favb: Cooperació, participació i lluita!
30 abr
Centre Cívic, plaça de Robert Gerhard 3, Barcelona
Cambios en "Pla de treball"
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Descripción (Català)
-<h4>Presentació del Pla de treball, debat i votació</h4><h4>El trobareu en aquest <a href="https://ajbcn-decidim-barcelona-organizations.s3.amazonaws.com/decidim-bcn-organizations/uploads/decidim/attachment/file/6517/PLA_DE_TREBALL.pdf" target="_blank">enllaç</a></h4><p><a href="https://ajbcn-decidim-barcelona-organizations.s3.amazonaws.com/decidim-bcn-organizations/uploads/decidim/attachment/file/6517/PLA_DE_TREBALL.pdf" target="_blank"><img src="data:image/png;base64,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 +<h4>Presentació del Pla de treball, debat i votació.</h4><h4>El trobareu en aquest <a href="https://ajbcn-decidim-barcelona-organizations.s3.amazonaws.com/decidim-bcn-organizations/uploads/decidim/attachment/file/6517/PLA_DE_TREBALL.pdf" target="_blank">enllaç</a></h4><h4><br></h4><p><a href="https://ajbcn-decidim-barcelona-organizations.s3.amazonaws.com/decidim-bcn-organizations/uploads/decidim/attachment/file/6517/PLA_DE_TREBALL.pdf" target="_blank"><img src="data:image/png;base64,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
Supresiones
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Presentació del Pla de treball, debat i votació
El trobareu en aquest enllaç
Adiciones
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Presentació del Pla de treball, debat i votació.
El trobareu en aquest enllaç
Supresiones
-<h4>Presentació del Pla de treball, debat i votació</h4><h4>El trobareu en aquest <a href="https://ajbcn-decidim-barcelona-organizations.s3.amazonaws.com/decidim-bcn-organizations/uploads/decidim/attachment/file/6517/PLA_DE_TREBALL.pdf" target="_blank">enllaç</a></h4><p><a href="https://ajbcn-decidim-barcelona-organizations.s3.amazonaws.com/decidim-bcn-organizations/uploads/decidim/attachment/file/6517/PLA_DE_TREBALL.pdf" target="_blank"><img src="data:image/png;base64,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
Adiciones
- +<h4>Presentació del Pla de treball, debat i votació.</h4><h4>El trobareu en aquest <a href="https://ajbcn-decidim-barcelona-organizations.s3.amazonaws.com/decidim-bcn-organizations/uploads/decidim/attachment/file/6517/PLA_DE_TREBALL.pdf" target="_blank">enllaç</a></h4><h4><br></h4><p><a href="https://ajbcn-decidim-barcelona-organizations.s3.amazonaws.com/decidim-bcn-organizations/uploads/decidim/attachment/file/6517/PLA_DE_TREBALL.pdf" target="_blank"><img src="data:image/png;base64,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
Autoría de la versión
Elia treballadora
Versión creada el
08/04/2022 09:57