IL PROGETTO IN SINTESI
Il progetto - Per condomini di quartieri eco-solidali - intende realizzare un percorso partecipativo finalizzato alla costruzione di un modello di quartiere eco-solidale basato su una rete di condomini che adottino pratiche di solidarietà e di sostenibilità ambientale. Il percorso partecipativo promuoverà l’adesione del maggior numero possibile di condomini alla rete, definirà le regole di funzionamento e le modalità di partecipazione alla rete, le caratteristiche del quartiere eco-solidale ideale (modello) e un piano di azione condiviso per adeguare la situazione attuale del quartiere al modello ideale. Per far ciò il progetto punta a costituire un gruppo stabile di facilitatori/animatori tra i residenti, coinvolgendo attivamente le scuole con sede nel quartiere con l’obiettivo di farle diventare non solo esse stesse eco-solidali, ma anche un centro civico aperto alla comunità, motore propulsore di educazione democratica, di cultura civica, di sensibilità ambientale e di partecipazione.
OBIETTIVI GENERALI
- Definire un modello di quartiere solidale ed ecosostenibile
- Promuovere la cittadinanza attiva e la solidarietà
- Diffondere tra i cittadini pratiche quotidiane ecosostenibili
- Individuare e tutelare i beni comuni del quartiere
- Rafforzare il senso di appartenenza alla comunità e al quartiere
ATTIVITA'
Formazione operatori di quartiere
La realizzazione del progetto prevede la selezione di un gruppo di persone allo scopo di fornire loro una formazione di base su due tematiche:
- partecipazione e facilitazione;
- rilevazione dati.
La formazione potrà essere estesa anche a persone residenti in altri quartieri della città interessate a diffondere il progetto anche al loro quartiere, fino a un massimo di 30 partecipanti.
Obiettivo primario della formazione è formare una rete di 10, massimo 15 persone, che, durante tutta la durata del progetto, guidata da società esterna specializzata, diventi il nucleo catalizzatore della partecipazione, svolgendo un ruolo di animazione e di promozione tra i residenti del quartiere. Grazie alla formazione e all’esperienza maturata durante il progetto il gruppo degli operatori garantirà la continuità delle attività e delle metodologie anche dopo la fine del progetto.
Indagine partecipata di comunità
In preparazione del percorso partecipativo sarà effettuata una serie di attività di indagine e mappatura sul territorio. L’attività di indagine sarà funzionale ad acquisire le informazioni e la documentazione utile per la discussione successiva, ma anche per promuovere capillarmente il progetto sul territorio, stimolando la partecipazione.
L’attività di indagine toccherà 4 ambiti: mappatura dei condomini, sondaggio sui residenti, mappatura delle risorse, mappatura dei quartieri
Comunicazione e animazione territoriale
Per la realizzazione del progetto ipotizziamo una struttura organizzativa articolata su tre organi: gruppo di coordinamento, comitato scientifico, assemblea dei condomini e delle strade del Quartiere
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)
...E DOPO IL PROGETTO? COSA SUCCEDERA'?
Dopo la fine del progetto, al fine di garantire la continuità e la diffusione del modello definito, la realizzazione del Piano di Azione e l’estensione agli altri quartieri della città, sarà mantenuta una struttura organizzativa che rappresenterà l’evoluzione della struttura organizzativa del progetto, tenendo ovviamente conto di quanto emerso dal percorso partecipativo e nel Regolamento approvato.
Si ipotizza la promozione della costituzione di un nuovo organo allo scopo di coinvolgere anche gli altri quartieri della città: il Consiglio/Comitato dei Quartieri della città di Livorno.