50 aniversari

50 aniversari de la Favb

Canvis a "Diàleg amb Montserrat Llopart"

Mode de vista de comparació:

Vista HTML:

Adreça

-Carrer Foradada 36, Vilanova del Camí, Barcelona, Catalunya, Espanya
+Carrer de la Foradada, Trinitat Vella, Barcelona, Barcelona, Catalunya, Espanya

Descripció (Català)

-
El dijous 1 de desembre a les 19h parlarem amb Montserrat Llopart, activista veïnal i pionera en la lluita per una escola digna a Trinitat Vella.

Conversarà sobre la importància de les dones als moviments veïnals amb Alba Lozano, educadora de l'espai i veïna del barri.
+
El dijous 1 de desembre a les 19h parlarem amb Montserrat Llopart, activista veïnal i pionera en la lluita per una escola digna a Trinitat Vella.

Conversarà sobre la importància de les dones als moviments veïnals amb Alba Lozano, educadora de l'espai i veïna del barri.

-El dijous 1 de desembre a les 19h parlarem amb Montserrat Llopart, activista veïnal i pionera en la lluita per una escola digna a Trinitat Vella. Conversarà sobre la importància de les dones als moviments veïnals amb Alba Lozano, educadora de l'espai i veïna del barri.<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlUAAANUCAYAAACaLdijAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAP+lSURBVHhe7N0FXFTZFwfw39CdCoIoItjd2N2967puuW73/rfL7e7u1tVdY1071u7uFgUDRBBQ6Yb/O4/LzjDzBgZ4U3i+n//8d+4QTjzmnbn33HM0D7f9ohSMMcYYY6xWHMR/GWOMMcZYLXBQxRhjjDGmAg6qGGOMMcZUwEEVY4wxxpgKOKhijDHGGFMBB1WMMcYYYyrgoIoxxhhjTAUcVDHGGGOMqYCDKsYYY4wxFXBQxRhjjDGmAg6qGGOMMcZUwEEVY4wxxpgKOKhijDHGGFMBB1WMMcYYYyrgoIoxxhhjTAUcVDHGGGOMqYCDKsYYY4wxFWgebvtFqbheKw2b10OXkc3FiDHGGGPMPuxbGYOLMaliVHOqBVWNWgehx9iWYsQYY4wxZh92LTmB+BMpYlRzqgVVjDHGGGPXM86pYowxxhhTAQdVjDHGGGMq4KCKMcYYY0wFHFQxxhhjjKmAgyrGGGOMMRVwUMUYY4wxpgIOqhhjjDF23XBwckBQEz8xUhcHVYwxxhi7Lmg0wNR3hmLsoz3louVq46CKMcYYY3aLAqWqODhq4O7tgke+n4BLZ67gyqVMjH0sWnxVPRxUMcYYY8xutR/UFIPv7Cz3IFbi6uGM3pPa4qUFt8G/gRe8A9zh6u6MBR9uEd+hHg6qGGOMMWaX3Lxc0GVEc1w+fxVT3x0qz0jp6jO5Le76YDha9w6XZ6dWfr8b548mY87bG5B89qr4LvWYsfefAyKmDsbA9o64tmEH/lmeLm4XnDwROb4D+gxrjPAID7g5FCMrPgWn/j2EdQsu4lqh+D6i8USHx/qga+OqY8DStHNY8eEJJBWLG4i7P9rf2hE9egcjpLE3PB0KcPVMIo4sOYSNyy8juxbPgGtEU/S/vRVatQlAUEM3aDIzcengOeycdRB7j+dB+Vc7IrBHa/SdGImoKOn+OBchKzEVMWuPYfOiRKTr3vcKnBE8qD0Gjg1HeJQfAvw0yLuUhthNJ7Bh1inE6z3F5Wp2HxljjDHbRMFUQKg3pr4zDOcOJSE/txCNW9fHVw8sRklRCVzcnTDyge4ICvfH8m93YvKL/bHw021IT8nGteQs8VvUZ76gSgqE+v88DZO7a3Dpl/l4+/Nk8QXpSz4NMfLzkRjR1QNyUFlagpISTVmEKV3P2LMTPz6xF2czy74fDv4YPutWjGvnKG4wriT+IL4YtxlnisrGDqHNMOXrwejZzMVwWq60CKn/bsQ3Lx7HZfH9ptMgYPhAPPRGG4R6Gi7oluanY/87izFj4TVUiJGk56X9c2Nxxy314aEXUdNjzzy4D789sQOnrojbyjl6o/Mr43DbxEApABW3/acUhfGnMffh1dhxrkTcRmp4HxljjDEb5ebpgns/HYXdS0/KcUNUl4Y4uC4W544kIetKLsY93hNFhSUIbOiDtIsZaNSqPo5tPYet846K32A+jt2CRr4urqtKUy8Kwx+LRLArkHXgODbvzBZfcEP7Vybg5oFe0OSkYc+na/D7qxvw97eHsHd3BpybN0TTDo3R3Pcydm1KR1msIwUN2TlIOnABx7edN7xsT0ZeSBAa+GmQKf1bG1emIIdCRSkYG/jZGAxtL92J9GRs+2g1fn9tM1b+fR5JJb5o0tYX/s3CEJoei92H8+R/yVSaiI64/8uuaOIF5Bw9hgUv/YvZH+zGtq1XUdqoAcLDvBHaPQA5a0/h3H8zSA5oePc4PHhfA7iX5uD0H5sw85UNWPTzcRyPK0X9DsEIbtoQbZvn4vAK3Rk0DYJvH4UH75F+Dnk4//cWzHxxHf7+4SiO0c+1C0a9kEA0j8rHwWVJ//1cze4jY4wxZnucXR0x7J6uuJqchW6jWuDolnMIbxuM3ctPIWZ3AlzcneHl747uY1pi6dc74OHjBp96Hpj1ylpcOHZZ/BbzMktQ5RwajmFv9kfvSBdoNKUVgipNUCtMfqU56jvm4ei7C/DrvMvIzClBaVERsi9extHNOQgbF4mIVp7IWCWd7DPop4qRfiYZ5w4nGV6OZcN/XDQG9/JAxvrN+O6Fo0gSS4eOnbrhjgfD4FWaiT0v/4PZS9KQlVuMgvRMJGw/iyvhrdCxhRv8PLKwe8kl5Jo8Z+eAyPuHYmQ3dyDpFGbesxa7TuchP196DIkpOLEhA/WlxxDm5w2XSyex61C+/FOa+i0x5YMOCHMrwvkfFuOrL88h9VohCnJykXbiPPYfckKbkaGoHx4Ej9PHcShOzB85hWLE2z3Q3L8UV5evwRevnUTi1UIU5ubhysnzOJLohx5D6sOzgTOuLDuBs/JzVrP7yBhjjNkaKn9QkFuEcY/3QsehUTi5/QLqhfli9S97kRqfDncfV7yy8HYp8HKCp6+bHHQd23wOm+ceEb/BMlRMVNeg/uQRmL7yXny4YhzG9PQASkoN8nUcWwUj1FWDkozz2Lky0+DrpclnsG93AeDeAK2jpYCgMho3tHhqDKZOCkTRrm344fkjuJgrvibxbV0PfihBYfwZbF2fU/HfKs1D7ME06asaaKQXwLs6z4TGE41beAFSIJiy+igOp4rbhdKMRMSdkf41jQaeUtRc/qv9h7ZEKx/psSfHYOUfydBNGyP5B/bh33W5KHH0QNuxTeElVuw09YMQFiyFlgXp2D8/Dhl6T1rO/ku4VEL/nKsUpZf/UM3uI2OMsbojtFkg3t1wj6qX8U/0Er/dMqiu1Ij7uqHdgAgU5Bdh74pTOCEFVYs+24aiwmLc+vpgBIf7IfncVTRuEyQvA351/yJ5JasyvkGeqN/IV4zUoeq51NHDHZ4eJbh28gK2f7kCC9blGwRNGjdnuNB5PzsfOYp5TCXIyy5CqcYRDVoEiNuUaBB041BMu70eHM8fw8wXDuKiFIvpujJrIZ7s9DWeGLsFsQb/lhOCm/pIv6UUxcmZuFqdpKLSTGy451s83ulbvPlRomE+kmsAGoRJD7JUei4uZUmPiLggslswnDWlyNwRh1OKeXL5OL4+ATklGrh1DEOEc9mtpZcO4otuX+PxLn/gn/26OVNlnJoGIJD+uaJsXEkSX6/RfWSMMVaXNG4dBN96nqpe3L1cxW83r07DouT8qNzMfDkAGnBbBxxaF4tNfx7G6b0XMfKBbrj1tcHybNTklwYg8XQqfnpiOVb/sk/8BuNoWXDItM6468MR6DKimbi19lQMqkqR9PtCvNT/V7wxZTFm/3wOV/WnYiQllzJwTTrDa4KCEUEndX1OgWjaxk26Y2UzKMZowtth8hNN4F18DVvf3Ypj+ondVfDs1gM3TPCFY2kBzqw7ZzD7U2MaNzR7qA+iwxxQmnURhzZnlwWWjn4IaeIoPaoSJJ9KEblihgqkr6VIz4+Dtz9CGyo8P3o0vmEY/XQr1HMqRd6+WBzTm5FSZOw+MsYYq1PCWtYX1+yHh4+rnCtFVc+9Az1wbOt5XE3KxAdT5mL9zAOI6hqK3je2kf4bhuXf7MSgOzrKO/yWfrUDORmVp7JQnaqwFvVw/xdjkHAyBaWlpWjWLQxeAVWsjJnI4qs+xcfP4NA5KWpwDsbAlzoj3Ft8gTh6otWj/dGvmdjlZyym0Hig2xM90MK3FNdWbMOyHXpTVJXRuKLxTUPxxNed0dgDyN6zG4sWGi5D1oTGJwh93rkRD94VBLfSPJz+YRt2XBJfdHCHp7c8nYTMVONlDEovZyOzRPqqdD89fCoPqtzbtMUdv4/BkDYuKE1PwMpPj+NKFQ+k0vvIGGOsTqEAwp5EdAjBfZ+NwsSnesvLd+FtgtGiRxh+fXYVSqVzY2jzQERPaI2G0uNKiruCiU/3wZGNZ3Fsy3nkZhqPBTQOGvn3dB3VAo/9NFGeqWrdpwm2zj+KOW9tkHcNqsHyqTRFyVj7/kEk5ADe0b3w5OJb8OjHg3Hr26Pxv39uw0N3+SPzfLa8HFWcb7BoJXNq1xFD+7tBk5uEjb+chfSrTOLUqCnG/XArnnqlFULdS5C2fjO+/t8BXFSYUaseR9Qf1BOPLpiEKWMD4VqUgUMfLsIPM1K1M1IaBzg5U1BViuKiSiIfKi9BD1v6fmd5nVSBiy/aPz4B02cORI8oZxQnxmLBA8uxLkb5+Spjwn1kjDFWpzRsYR8zVRTk3Pr6IOm/7nD3ccNhKVDKupqLn59egYWfbJPLItzz8Ug0bFYPwU385aT1xNNp+PGJ5Ti8IQ7D7+2KBk2NpwxNeWUgmnYMQdt+TXDh+GXMeHE1Vny3CzsWHhffoQ6r5Cfn7NqGr+7fiK17MlDkXw+thrdB73ERCHNIxqbpCzF3E+VilSJXcRrPGa0nt0IDZyB321HsPGfKHJMD6g0fiGfmjMawnl5wuJKErW/+jQ+eOIQLFXKbNAi+bTReWTYVrylcXn6rufg+HU6+6PzyTXjus65oGaxB1uGj+GvqHPw0+zIqFGkoLUAe1XnQOMHd23i9LY2nK9wo+CopRG6OYaaTY1gzTJk1Bffd2xh+mlycnb8Bn05ejo3HKpmtM/U+MsYYqzOoOCYtpdm66PGt0OuGNmjcJlgKjAKxc9Fx+Nb3wNrf9iP7Wh7GPBotz1jREt3gaZ3x70975FmsbX+X1Z3qOaE1mvdohBue7QOfQA/5tnI0O0U8vF2RFHdVrms146XVOHvoklkqqlslqCLZh47gr7tn4IX+v+PNG2fjzaE/4oWxi7Fg2TV4hXhKd6wUaeevie/W4dMEXft7wKEkF8dWxiGrypjKEaGTR+J/77VFI+8iXF69FV/cOB9//Z2sWEm9MDVdjn4VL4l6QZ5LIPp+fAOmTQ6Ce/417P94Id69Yz22HVVY3itKR0qiFCpqHFA/MkC6V8ocpUi7nvSqlBZmICW+4m9xatYO9/w6DH1auaDo/Gn8c++f+OTNozhfWY2p6txHxhhjdQbN7lhKcIQ/eoxriRuf64vb3xwi79ib8vJAOd8psnOoXOFcSdeRzeWfy7ySixTpnE+zSXEHL8mzU7Szb/QjPeSefs26NcRZ6fbTexLkWSyqS9VzYmtEdGiAnUtOyK1n8rIK4Cz+naAmfhh2b1cMvKMTmncPw6H1sQiVfs/cdzbJS30lxeY5A5qxTY0jOrx/D+4d7YJkvYrqlXIKxaTFN2BgaDrWTpuNhYcqztY49RuMN79qA5/cOMwavgw7qyha6dK5N575sTMaOhcg7pfl+OGrBBMCMVM4IfKpyXhsWj04ZiZi9ZPLsWx3biWBigPCn7gFT98TCJzchQ+m7MJFg9U6BzR58lY8dbc/So/sxHu370H5Zj64h2LCrAkY0twRuQf34qf/7UBMlcn51b2PjDHG6orRD/fAqId6iJGha5ezcCVRLmxYLQfXxmHdjP0ICPFG/1s7yMEN1YaqTElxCY5sOotNfx3GqZ3x4lbKdNHg2dmT5V58l6WgqjCvSE4e73NTO3n33z8fb0WPsS3l6ui/PLMSRQXFcsDU/5YO2L7gmBzA7Vl+Ui61QLlVGak58PZ3xzPS7zyyMU4OwG59bRC2zD0i32fpV5uV5YMqtzCM/jwaLdxycfSzlVitFzS5SUHT9C/bwPfiQXw5YTPOVMh30qDx47fimfukwOTgNrx15z6kGK6QaTlIL/gPt+GmaGfkbNqA9x8/iiuVfX81aELb49GF/dHSLR9H3/oL3/9ddbK7Q8seeO7P7mjkkIXdz87BzDUVAxxNUAvcM3cYOgUW48wnf+LzGdfE1zUIuGUCpr/YCC4ZZzFn8jJsS6z6ZavJfWSMMVY3PPDlGLQf2FSMDC38ZCvW/r5fjExHVcsnPd9PLkXg4Fj9BS9a+fnzjXU4eyhJHtMsFy3LXTpzBY5ODrj9rSGIO3AJnaXfT8HUok+34cSOC3JKEDVIpuro45/oDf9gL/l2KgS+Z/kpOEg/e/9noxAn/V4Kzlr2bIycjDzMeXOD3BvQEiy//Jd/BWn5AYjo0hQD722N+jozgprgprjxmRbwd8hH7J+HEWvwHDhJT763vDSYc+EqrlYRIGkCmqBdJ2doSvJwfNEp1QIq4t23KSLdNShJP48dy00LVkpOHcaqVdkocfRC15dGYEQ3j/9eAMegxhjzYT90qAcUx5/AqgXlAZVE4442A0LgqpEe99bj2GtCQEVqch8ZY4zVDVWVU6BimfoouKHAxphWvRrjpX9uRbfRLWoUUBEqSPrUzJsw4cnecHJ2lHObrl7Kkmednpk1WS51QMU983MK8fqoGXL/PiruSYFcZMdQRHUORXATP8x7bxNW/bgb+1bFyDWnht7VRS7BcHDNGfgFe8ozWDNfWm2xgIpYZfnPsVlHPPJrX7kkQnbMORzafQ1F9eohKrohQvw0yNiyGV89cRiX9J8HB38M++NWjG8PJHw/Fx98k1pp0UrHTn3x8q+dEORYgkLpSS1S3BxXiuRZi/DJt5erUQDTAZHP3o7/TfWDQ3GR9MIXKwcsJVex4YH5WH5M+1WNTxjG/TgaQ9q4SsFeAa6dTkVqrgvqtwiEr7t0b9ITseKRJVh5SOfBO4XghkU3YnC4FCAVFCI/X/klKzl3EF/fsQsX5MdZ8/vIGGPMvlHblo+3PSBGyt4c9wcK84vQtl8EWvcJR7OuDeVmxaRAOmeePZwk5zAd3XIe8ccvY+jdXeRq6hpN5eV+qoOCpx8eX4riohI8NWOSXCV95IM98NV9C+Vefw4ODhg0taPc16/DoEhcOHFZ3uU39+0N/810jXqoO4LC/dEgMgD7/z0t52At/XIHUhMs39TW8jNVkuLTB/HjfeuxZW8WnKIi0OuOzug3shGCHdJx7Ld/8cUzCgEV0TjDVSzbFkgRbFVhgEaKoh3otafyBB6ucPdWurjA1UVjtCSWMg0cnMp+RuPoBDfF3ytdPJ3hJN8BrdKMBCy++2/MmnUOyZmO8GsRimYd68HXKReJG/bhtzsWVwyoiHT/HeXMdunfdXFR/reki5uHdAD+98/V/D4yxhizb2EmlFIYfl9XvLFyGm6ePgDt+kf8F1ARCmJa9GiEMY/2xAtzp2D6P7fJM0tqBlSEZr4e+HKsPDtG9aImvzgAiz/fJn+NCoDe8vogpMSno2mnUGz885AcSL1/01/yf2ln3/NzpuDkjng0aR+MrfOP4FpSFn57bpVVAipixpkq0zgF+qFBQzc45uYg9VwGsi03S2d9Ti7wa+QDb+ciZCSmI12dDHrGGGPXOdp1d+Nz/cTI9u1acgIzp68Ro7IWNU3aNZCT1Jd/twvOLo5IOJUq7/qj5sp9JrXF9n+OYcJTveXlRCq/sHvpSaSnZIvfYB2O3YJGvi6uW0VJbh4ykrOQfiUfhSrmPNmFkmLkXctBRloe8qtRFJ4xxhirTN8p7UyarbIVdF/jT1xGakIG7vt0FFIupMO3vieSzl6VdxmukYKm5Lir8PRzw2M/TJB38dHXqSHy+5P+QsyeBDkHy9qssvzHGGOMMfOxp4CqHDVHdnF1wp9vrkfHwZEIiQzA3+9vwuzX1qFBhL/c74+Kge5aekLO+aLaV5/fvcCiiehVsfpMFWOMMcbUQzvqbny2b41351WGakhlp+fJieXOLsoFPWvK1cNZXr47vTsB+1adxuF1cSgqLEH9xr6497PRKMgrQtyBRJzalYDC/GJ5yY/uhy2xek4VY4wxxtRDldRfmHeLGBmXGp+ONb/tw+H1cXLAEhIViN6T2shtY5QS0qmB8TcPLsaVS5nymGaObn19sHzdFLNeXYtD62Lh5uWCt/69S9xaEZVXoF2JpEm7YIx4oLvceiYtMUOugk5B1z8fbZG/bot4+Y8xxhirQ+o39kN6analF2rb8sbYmdg6/ygy0nKQl10g98Ob9cpaefdccaFhDSL6Xt2AqsOQSPm6qWjJLicjH7mZSn19y1Ah0MhOIfJ1qrZOs25UJuH0nos4sPq0TQdUhGeqGGOMMVbBTS/0w4DbOooREHcwUW4ZQ6UMqH7UzdMHyn33KNi5mlQWaFHhzSbtGyAptqyHWuPWQWjYop68ZLhryUlsnnNY7tFHpYyemnETDq49Iy/5dR/bEt4B2kbICz/dKi/tkRue7Su3naFyC7aUO2WM6kGVz6Bo3DDK32jDYKAESUs2Y8Vm5R50Tg3D0PNmKQLuEoAAX0cUXM1A4p5YbJ9zHGcu1/yuevXvgUljAuBYmoEDn23H/kuV/C6Xhhj6Zns0puXi0lyc+HEztp9WXrfVhDXHxMcj4V+Shp3v7caxdOkxtGyLSfc0gifycPLnTdh2SvlnXbt2xk03B8O1NAuHv9qKPboNlN390GZyB/QaFIZGjT3h7lSMnMvXkLDvLHb8dQRHz1bn4HJE1N1D0L+1/sRkKYpzcpF2/gqSYpJwakcKMorElyow9vOGSpLjsOyTU5W3D5I4de2C26cEweHqBax6/xgSFQuzVk4TEIFRz7VAA+l1SluzDYv/rWHVeI0H2j/aF93Cq358RUcPYcbviWKkVdXx5RDZGpMeDIc3HRM/bcS2mEruqVN99J3eBc29gby9+zFnzmXQ01P+nOn/bZWWlqAwMwdppxNxePVZJKRdb9toGWNqozym15ffKUbAn2+sx7a/j4pRGaq+rt+YWPc2apFDrXIokPrwlrnybYRmoBykS3k+FC3vPT93CvyCveQxzUxRnz9Cq5Dm7tenJpUT1TUIHtMPN97cCA2jAuX1WcOLP3DsCHYdNqwh4DuwHx7/tj96RddH/WBPePm5w7eBH8K6REiRbCM4nTyL0wmKZ/3KOfig9yvDMaR/fYRGBaNeVix27K2ksbBrGIa93Q0dW9D9DUJU41wcXJ6MHIUfcGjcAhOfaYfmkaU4N/ckzmVLgcU1IPye3ujbswGaBqRjz+pUGEx2Ovhj4LsjMKRvPfhficHyP5P++/2a0Ga45eexmDi2IUJCPODu7gBHFxd41vdBSLvG6Do+CvWSzuNoTL6JQYQTmktB0Ygh9fVei0A0bNUAUdER6DiqLfqOawiPy0mIjc3Tqy5v/Of1L8Fe17BvfjyuVXFed+7WBXfcH4XQgCwc+uscqh8HaBB44wBMm9YUYVEBaNIwH4cWXkRmTf74HDzR4bEBGNi7nuJj0r0E5SVg1apU8YOCCcdXaZ4HOj4Vje4dgxCUG4+tO7KMvnZOnbrizufaICrKAynLdmPfmbKIs/w5C9O7T6FR9RDWJgTN+zZD74kR8LlwHsfjuEYHY6zmSktKMeyermIkkYKbxDNpyEzLhZOLIwbf2VkudUCzU4/9OAGjH+qBTX8dQlFBiRxYUSB0JSkTg6Z2kpcNY/frfBiVvkb1p1pEN5JnvmgGigqPNu8WJn+ZevhR42V7pHJQ5YjgoZ3Ro60TkhdtxvxfTuDAmjN6l1gc25+CNL2zrmPzLnjwq26IkD6dZ+w9gPkvr8Gcz/Zix9arKG3cAE0iAhDZrx4y18fgQjULpTpEtsdNjzeGr/SJvsTBET71i3Bi/gXjJ37n+uh6dySCRRVz54ZB8I0/hQMxhrNDmqBG6HtDKLyRgeOzy4IqlGQj8Yofug+tD+9wKYjcfQwnkyqeQj0G9sXUO4PhVnwVm1/ZgH2J4s5Iwdagz8dgeHsXlFw8j3/fXo0Z0tcXfnsAO7deQXHDYDRp4ouwnvWRv/4k4gxbNylwRNioLujQRIOMnQew5PcTcrLgoS0XcPpwGq5lO8K7oRTE+vsiYkgzNJUChwMHs+XZkTLan8/eewjL/ojBsW3SiVvhcmJ7AuJOZRkGkXqcWjbH0EH+cMhMxu4/axBUOQZ
+El dijous 1 de desembre a les 19h parlarem amb Montserrat Llopart, activista veïnal i pionera en la lluita per una escola digna a Trinitat Vella.Conversarà sobre la importància de les dones als moviments veïnals amb Alba Lozano, educadora de l'espai i veïna del barri.<img src="data:image/png;base64,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

Esborrats

-El dijous 1 de desembre a les 19h parlarem amb Montserrat Llopart, activista veïnal i pionera en la lluita per una escola digna a Trinitat Vella. Conversarà sobre la importància de les dones als moviments veïnals amb Alba Lozano, educadora de l'espai i veïna del barri.<img src="data:image/png;base64,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

Addicions

+El dijous 1 de desembre a les 19h parlarem amb Montserrat Llopart, activista veïnal i pionera en la lluita per una escola digna a Trinitat Vella.Conversarà sobre la importància de les dones als moviments veïnals amb Alba Lozano, educadora de l'espai i veïna del barri.<img src="data:image/png;base64,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

Número de versió 4 de 6 Mostra totes les versions Tornar a la trobada

Autoria de la versió

ProjectesFavb

Versió creada el 23/11/2022 16:30