La meteorologa Tamar Weiss Gabbay
Traduzione di Silvia Pin
Giuntina euro 14
![](data:image/jpeg;base64,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)
“E’ difficile riconoscere un’inondazione perché avanza
silenziosa e quando il rumore si fa assordante è già
troppo tardi”
Per i lettori italiani Tamar Weiss Gabbay è una nuova voce del panorama letterario israeliano che viene ad arricchire un filone narrativo già molto fiorente e capace di regalare romanzi che dialogano in modo originale con l’attualità. Sceneggiatrice, animatrice di progetti culturali e sociali oltre che autrice di romanzi per l’infanzia Tamar Weiss Gabbay è in libreria in questi giorni con un romanzo breve “La meteorologa” che Giuntina pubblica nella prestigiosa collana “Israeliana”. Tre sono le parti in cui si articola la novella che potrebbero essere autoconclusive, ma che l’autrice collega magistralmente in un’unica storia con tre personaggi, tutti appartenenti alla stessa famiglia: la meteorologa, il professore e la nipote. La meteorologa che apre il primo capitolo è una donna che percorre una via deserta “come un cavaliere solitario appena sceso da cavallo per sorvegliare la zona” diretta a una rupe all’estremità della cittadina natale a cui era tornata anni addietro dopo gli studi e dove aveva costruito una stazione per i rilevamenti meteorologici. Un’opera importante cui aveva dedicato tempo e abnegazione, sorta su “un dirupo accanto al canyon corto e profondo” che per la prima volta aveva coperto una zona a cui nessun sistema di previsioni del tempo si era mai interessato. In questo luogo immerso nella natura dove “il sole fa maturare prima l’uva e i venti secchi tengono lontani i parassiti” la meteorologa offre il suo contributo alla comunità per decifrare l’arrivo di inondazioni o di periodi di siccità, la condizione dei venti e delle piogge sui monti. Tuttavia, se all’inizio è stimata dai suoi concittadini che la vedono come un prezioso punto di riferimento con il passare del tempo l’ammirazione muta in sentimenti di rabbia e di delusione quando capita che le previsioni non corrispondano ai desideri delle persone. La meteorologa ha un padre, protagonista della seconda parte del libro e professore nel liceo locale, che svolge con impegno lavori di volontariato con lo scopo di migliorare le condizioni di vita dei suoi concittadini e si è assunto l’incarico di portare i suoi studenti in gita in un canyon. In queste pagine il professore che rappresenta un’autorità nel suo ambiente si trova a confrontarsi con la fragilità della vecchia madre e inaspettatamente si scopre vulnerabile. La nipote della meteorologa, figura centrale dell’ultima parte del romanzo, è un’adolescente esile dal volto di uccellino che è in città per frequentare un corso di recupero presso il liceo dove insegna il nonno e in tal modo trascorre del tempo in compagnia della zia. La ragazza che incarna tutte le contraddizioni dell’adolescenza, alla perenne ricerca di un posto nel mondo, si chiede cosa si aspettino gli adulti da lei e cerca l’approvazione del nonno affrontando il capolavoro di Ernest Hemingway, Il vecchio e il mare, un libro sul rapporto che unisce l’uomo e la natura che lo circonda fra aspettative e risentimenti. Nelle ultime pagine sarà la prossimità con la nascita di una cucciola di gazzella a renderla consapevole della sua forza e di una grandezza interiore che non avrebbe mai immaginato di possedere. Sono tre generazioni (toledot) che si confrontano sulla difficoltà di rispondere alle aspettative altrui e interrogano noi lettori sui temi più complessi della vita, della morte, del declino e della rinascita. Tra le pagine prende corpo anche la preoccupazione per l’enorme conduttura sotterranea di cemento armato, un’idea del professore sviluppata con alcuni amici e costruita per arginare le alluvioni ma dove il vento, incanalandosi nel canyon, produce un sinistro ululato che sembra presagire una catastrofe imminente. “…c’era chi mormorava che anche la conduttura enorme non sarebbe stata abbastanza che di lì a pochi anni non avrebbe più potuto contenere le alluvioni sempre più abbondanti”. Nel libro la vita naturale e quella interiore dei protagonisti si contendono lo spazio narrativo “in un gioco di alleanze, rimandi e simbiosi” ma a parere di chi scrive la Natura che ospita e tollera la presenza dell’uomo, non sempre rispettoso dei suoi ritmi, è la vera protagonista di un romanzo agile e veloce che richiede però una lettura lenta e concentrata. Una particolarità del libro di Tamar Weiss Gabbay è, oltre all’assenza dei nomi dei protagonisti, la non identificazione del luogo dove si svolge la vicenda che tuttavia, dopo svariati viaggi in Israele, chi scrive immagina (e la possibilità di immaginare è uno dei grandi doni che ci offre la letteratura!) possa essere il Makhtesh Ramon, il più grande cratere erosivo del mondo, nel deserto del Negev e la cui vista è ancor più bella all’alba e al tramonto quando la roccia si tinge di sfumature rosse. “La meteorologa”, che ha vinto il prestigioso Brenner Prize nel 2022, è un romanzo che sorprende, emoziona, travolge e ci regala con una prosa dal ritmo calibrato, impregnata di sfumature ora immaginifiche ora inquietanti, una potente riflessione sul nostro rapporto con la Natura che vorremmo addomesticare alle esigenze di profitti effimeri. Un libro imperdibile per ricordarci che “la nostra esistenza è, in realtà, una continua concessione da parte del suolo che ci ospita” e che, avvalendoci degli strumenti della cultura, dobbiamo imparare a rispettare e ad amare per la nostra stessa sopravvivenza.
![](data:image/jpeg;base64,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)
Giorgia Greco