Haurren Kontseilua
#galdakaONpartehartu Gadakaoko haurrek parte hartzeko organoa
Aldaketak hemen "Bigarren saioa"
Deskribapena (Castellano)
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En esta segunda sesi贸n se trabajar谩n propuestas para los presupuestos participativos.
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En esta segunda sesi贸n se trabajar谩n propuestas para los presupuestos participativos.
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alt=""></p>- 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"></p>
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En esta segunda sesi贸n se trabajar谩n propuestas para los presupuestos participativos.
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En esta segunda sesi贸n se trabajar谩n propuestas para los presupuestos participativos.
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Deskribapena (Euskera)
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Bigarren saio honetan aurrekontu parte-hartzaileetarako proposamenak landuko dira.
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Bigarren saio honetan aurrekontu parte-hartzaileetarako proposamenak landuko dira.
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Bigarren saio honetan aurrekontu parte-hartzaileetarako proposamenak landuko dira.
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Bigarren saio honetan aurrekontu parte-hartzaileetarako proposamenak landuko dira.
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x6Bu01rBpLvUNRQCCOUBwhjXBLTFPM3Y4G1W4AzWx4A1u7vtTsnlnkZ5Xbcc4yNsIxx0HzNwPUmtPX0GjfsseFtQtv3d41zdu0vVmKPIVznqBk8dOelWkupGqNTQtD17TrrTjFd3L3Onnz4ZNwaWPbzKYtzcoEReo6NtGznGf8C9dk+IFtrmuXei3Xhl/tUlraQ3KnbcRFzumjVTgiRopDuPJZs9CGPdfC1/+Ep8eeRqCRXUUVoixh41/dhLqKNdpAyMINvHaqUdlHax2hRcFkTJJJJ+UY5NSbdSxYab5cKrxnqeelawiEMAP6mo7RQEqG+kPHNQy49yzY5lnwO1bV/d/YtP46/rWRofLj3zSeKZ2jtpMHH7tqwnuUtzwb41SzePvFS6XCcpG2+Zl9PSu58B+AIvBmiROFPmxRfePXJFcr8MYlufGepSSAO/nPyeeleuamgXRCf9pf51z1HeSRvF2i2X/Aq7YwhOA3Ln6jmhgt3qMiR8WqtgHHUCnWaC301ynykjk0KuzTCR129aqWxD0iUdX1FtS1SQKuOMcdMVWXT5I4ysZIJ+XPoKmtlxZxt/Ez4Jz15rQCDH41MI63KWxo2NtstFUc7RjPrWlYnZHk/lVXSv+Pb8qtj5cVqVcv27lxmnEfNmo7P7n4U/OUqbW2ExYhiQk/hU9uds68df0qMnAWrKDEqfSi5mWIZt4Ydh0oQ5B+tMhGzpxSxHKtQmU9h6OFgbH3jx+FQzAlPrSxdfxqRhlhWvQkidSoq1HGEtY2OMKdxzUYGZKl1RiLL6ipmNbkNh/pGo5PTn+VatrIEeaXPKxcfXFY+nnE6f57VeLFdIz3JwTUR3Ktck09f9E3nsM1MYsSE0iD/iVj/gH9KtBA0mKuRBnBN7/wC7zUkr4ZcDsW+tNYbRJ9KnEYMUZ/CkncT2LGlQgWSzNxvGaes3/EvkYfxPkCpLtQlq6jhRjA9ODVSyP+gJ9WqthIuwy+Yc/wCzVe3l/eMG9eKks+F/DFRONtz+NQldhI07Jdjv+VTk7YjUUH/Hw/1pYzlqokRIwY8nrnvUsWGHqMU2UYFFt/x60nsA9JBIcGonbfcY9ABTrcfuPz/nUcny3PHtUAWoT5Yz2HWobJvNvryUH7+0j9amH+qb6VXsPllP0qYL37m3Q07Gb/RUT/nqjbs9yK1bezZ9KV1JyCGGO3NZVtzfkf7Gf/Ha6PQju0/afu7OldktzH7Rk+IbL7LIsq/8tXAOPpU7SmTUbyHHyNEMH/P1qfWF3wrnscin2kYGrS8dUGa55Ghx9x4eNprkBK/JOpUn0NY+oaC1rrEiIp/dTZOOwIrutWQeanHSc49uaq6rbp/bWo/KOgqoLqPaJx3h8y3GuXUbsTjpW/YW629uFIwUnDj8al0u2jXWJjsGdq8/gKr6y5WwDDrnr+IrSEtbGcti94jMeqeGmmAxNBJ19s0lpcJc28b/AMaKF474qGybf4fugeRvqlpcrRzgA8b8frWb3LOj1HUIJUt5cr5sLc+4rEnvs61MoPBUlfr1rLvJWS9fBPf+dMsZC92xJ5HQ/hSl0A0vCt2bmzuWb7zAgCtrSgJLsS+o2n3Nc94RP7qb/eP861tJYrMfr/WpRO7Ny9uFs4/NXgJwR6jpXKNr6xeJJrZuUZgyNn+E9q2dRkL2E+T/AJyK4nxKPK1OJ14faOR+FaLcaVjs59JVEkXZmOb5lb0qhDYSQWPzks8bEA57VpQ3Dy6REWYn5RTR81gfpTsEijpMfnXjBvqPrVlrfzWZW5DVSDlLhCDjntV3TpWkt4snPzmiSsZrsZljafYfFJRed4DLgVp69N5EN5EfuTxghfcVWu/k123Yddp5/Kn+NvlsbaT+M8E+tSOWxhroces2cbkhfkMbf0z+NXV0drDS/L646UzwOPOsr0NyFbjPat5lDaHHkeopMzg9SLwrrHm6OYD/AAHBHpV/Q4kaWSEkhJB8oz0Nct4Xc/bbgZ49K6LTXIuCf+myj9RUHQTWlyTqax5bzEbYD6in6z4cSDxDBdsvJG1z2IqjrLmDxVbbDt3SDOO/Sux8XIBp0ZxzgGnHcl6HFaroJ0q7aMDNvcfOuegqnrvg861o4YY+0WhymOpHWumCC68Db5PmdHIUnqBmm+EVEr/Nz8pHNK1hczaOP1DQpNQ0PevULh1A7jvWNFYPqvh6W3kGJrc7o3xyPau905ANYu4v+WZYfL2rCESrrN4oHy7elRJ2dyUc5pmvf8JDoUlvOcXlp0J68V0Xw08YNp11LZ3SM1vPHwSORmvOtTmaz8aIIjsEudwH8XNdlpzkQxN/FvxmrNOVNXNfUdMtrK4Ku22KYkK1Y8m6NGidvmVsRt69a2PE7G48Ojf82w5X2rKjQSaM7H7yjg9xWlroSYg0GLxr4Vu7ORQ00Klq8u0fwi9x9p0nzFEoyYmJr2HwsxtfENts+Xz4v3n+1nNcV46gXTPF1y8A8pllyCvbmik9eUzqbXRyfho3Wh3rwXCO2wGGdD0dD3+tUbK3m0LXJLIFmj3Ga1c/xKf4a9H8QWkZvraXYu+WP5zj73FYfizT4Qto/lgOkgwR1FZT912HujntY8Iw+IZftMSgTjqfWqUWmS6RZNauryWTNvwp/wBW3+FdQo+zaxsT5VL9BSXyCLxB5ajCSHDL2PFF7ErscJq9lFM0SOmAOhxkVBJ4ZeyuDH9tube2lJYhH/dSNzhWyQAM+2D399rxVAkFtc7RjY5K+1WL0eboloW581Pn/wBrim9UKlUu7Hlcnw8Tw/Fc3+nLDH5Csoie1juCjPn7uwkgHpyMcdqbZfDz+2tBtZL4XdsiZRxLctiPj5SMNlSDjgkiukt9Sn05rkwSNGTG4JHoBxVzRrSPxH4R829QTyTqZJGPBZl6HjvwKyNnpK6OMvPCVhpPhwWZ0reWJSC5O6QbmBB+ZW3jcP6Vxl54QtvDUci3UNwzyP5sn2QMZLc/3gW3qRnPBBx26GvZtLunhvCVOCcHOBx0HHp1NamoaZb3esW3mQxv5k5iYkclc4xnr+NU21HQyWsrnkcEUsmkWlydVX7FARBtuo45FG7JC5VBhSecHkfhWdrOsXWnandytpl//Z1zEQWt5IZ7dh/EAvVTjp0HPIrrvEltFZ6FJDHDCka3jAARr26c4zXn2u6dHZ+Kru+h82G6VomDxysnJxngHHNKEru0i3F7osLeXFppcTWJluoGIQJKTuEY/h24I9Mgnjj2JvDW57KxgkuHh8qcFY4XQpkjOQpwcOOe/wCNc9datc2niVWjnkVplYu27k4bHX09ql8X61dXiXttLPI8NuCsak/dBXp+lU4qL0BXe5F/wrmG5kcWPn6dcyuzsg24lbGfmI6e3GevtWJq3grxd4e0yCeXVbS9tWYuts0qu1ryeOoIY9lYD2Jzius8FaXDqPhaGecPNM0hRneRizAMoAJzyMGsvVrKG68SW9tJDC8UFz9nQmMb/LJJKlvvEZA6k4xSduhUo6cpzVu63kUS2iNqkchzLNNLJi1fHIWPI5z0U8ckZrYihk0eYW9zsaJ0PlyQovy555BHHfr61veIfC9hpGh2dxbW4incyhnDHLbW+XPPatPx94YsL/w8Hkt1LPpRnJBKnfuHIwePp0oT6BKOiaPPbjRLrVoLW6i8hPIkYbSQ2zP98HLBSccjPNVdO09Uu5wSbeR4zs/f4bzOCMH0+vr+FdX8PdKg/wCECacqzSwwbEZnY7RzxyaW+0a0u/ATTy28Mk6SlVkZAWAzjr1rPnd0g0auclf6daavdI14LP7XhfKhe3EizMODnJIznkHNbnhO2jeMfbPIxbK0QwhHlKegZs5wPXnp05qO0iVPA9tNtHm/MN5GTjpVFbqSCVJkbbJOYxIRxvz1BHvWkm00yr+6VrLw2jLcXN3Lbsu8rMYiTbyr2JQcE9OcD61raPqFjqVuLeJs3MT/AHTCuzAxjr1Hv0qr44kNhoUktvi3d443YwjywW+bnAwM1wPg/wAT3+oXNk01y7NdRv5pwAX5I5xRDe5md3dX32TxO2Lm2aWMGKWKIklQfVW449V9RxTfDug3WqeYrySM5cujQv5ckbjjkZw3oex9KwrU7PFem233oJo97o3zZOT0z0/CuiR2uBdb2c4UEHccgj0NK9nYaWg4a2mn35jvsQXZGJHQBYpj0yV7H2rNnbSo7yeOe9ilvZRthcKY3QduOhI9q19J/wCJrpuo/af3/lyBl387Tjr+g/Kq2g2kWq3tuLiKOTcjk/KB06dK0JV9yh4k15/D/h6FLyQPIrhX+zNtkUHo5XuOmamtGhlWK3lBlNyBJDMDsBPXr1GaNH0yC90L7VLEslwDt3tycAnFbaHy4EUAYTbtBGdueuKyNYu+jMjXpZraw8y3ic2+drTuPNA9VJHI+vNUfD+mK6tPGI9+05w2Mj1HPP0re0+5eO7nAOBszjHHUVNHYw3thceZEjeWwKnbgjIyeRUD2M20hFl5kMpkczLmIBtof2B7H61ka4POsPtZtbqHYCGMYPnKR3OOCPetTXLdLe5g2KB0HrVl7yS3t8KeDIVIYBhgjnrQJNnP6NLDfaMHZpFVCPMaSTI9mPoK17oWOrLHbzmG8gaP95bzx7vKb1VuuPQ1BrdlFY30ccS7EfhgD1FR6dGqeFo5QqiT5huA54JxVIciDTdEt7K8l+z6v9nZE+SG5cyLIB0Az0I/lWTB43ktNV8u7/0eRjsBZsLKOh2sOMexrt/DtpFq+l2j3MUUzSKVYsgzisRtGtdTsts9vFKouDHgrxj6evv1pPcpK6Jx4UTXniMl9IDDhlXaoP0PqKr65fjwxJELqyuJQ7gLPbQBZU9CCOp/KtXWfD1ppWkZt4jFm2YnDt1HTvWfpeq3Fx4esBJIXw3G4A96LisWDa2HjjSHR/OtnJ2ygKVkU/3hXl118JrNLmQZ1BsMRk6exJ5+lewXshXxbgHAltVdx6nHWrH9oTrx50nHH3jWiqtCcE9T/9k=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