Quale sarà il futuro della Pubblica Amministrazione? Le tecnologie riusciranno a migliorarla, a renderla più efficiente rispetto all’immagine stereotipata di un carrozzone lento e complesso che molti cittadini hanno?
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Quindici autori addetti ai lavori hanno cercato in un’antologia di quindici racconti di immaginare una possibile PA del futuro. È nato così PAntascienza (Edizioni Themis) un volume che si rivela anche uno strumento educativo, che stim
ola a riflettere sui tanti aspetti del digitale, fino a delineare fantasiose strutture, come i ministeri itineranti, e nuovi percorsi formativi, come i corsi di laurea in burocrazia informatica.
Tra gli autori Andrea Tironi, collaboratore per alcuni progetti digitali di AnciLab, che nel suo racconto immagina un Comune del 2050. Altri racconti si soffermano sulla diffusione dell’Intelligenza Artificiale nei Ministeri o in altre pubbliche amministrazioni.
“Un insieme di stili, di idee e di prospettive, quelle proposte dai vari autori” dice Tironi, “che, come speravo in fase di definizione di questo progetto editoriale, vorrebbe restituire ai lettori la testimonianza di diverse personalità e professionalità attive nel mondo delle nuove tecnologie”.
L’accostamento tra PA e fantascienza può apparire azzardato, fantascientifico per restare in tema. Tuttavia, dice ancora Tironi, autore peraltro dell’immagine di copertina, “credo che sia importante guardare al futuro del rapporto tra enti e cittadini in chiave sì romanzesca, ma volendo anche stimolare la creatività e la fantasia”.
Di piacevole e accattivante lettura, il libro veicola, grazie alle conoscenze e alle esperienze degli autori, concetti cruciali e a volte complessi in modo efficace ed è disponibile su tutte le principali piattaforme di e-commerce, sia in formato digitale che cartaceo.
(SM)