Italia-Francia 2012 – gli spumanti: commento

La serata è stata affollatissima e divertente, con fin troppi vini (nove) ad impegnare gli assaggiatori. Ha avuto un taglio decisamente più conviviale, ma tutti – specie gli aficionados - hanno svolto diligentemente e lucidamente il lavoro di compilare le schede (cosa non facile alla fine!) , risultate quasi tutte corrette e coerenti. La degustazione, insomma, pur non avendo il rigore e l’attenzione delle precedenti “Mercanti di Vino”, ha prodotto ugualmente dati utilizzabili ed interessanti. I partecipanti erano un gruppo composito di neofiti, appassionati ed esperti, con tre autorevoli presenze straniere (da Francia e Giappone) ad arricchire le valutazioni ed i punti di vista.

Su questa degustazione vi erano parecchie aspettative, non solo da parte mia: con molti ci siamo confessati il pregiudizio – poco patriottico – che sul terreno delle bollicine, i cugini transalpini non siano battibili. In molti aspettavamo quindi questo confronto, se non altro per vedere – alla cieca – come andava a finire.

E’ evidente che questa è solo una degustazione singola, di nove vini singoli , in un giorno determinato: nulla da cui trarre o estendere considerazioni più generali!
Quanto mostrato qui vale per questi vini, questi assaggiatori, questa sequenza, questa giornata, e non di più. Ma qualche indicazione, provvisoria e parziale, si può ricavare comunque.

Per parte mia ho cercato di scegliere, nel ristretto limite di budget -meno di 500€ per 19 bottiglie- vini ben rappresentativi di ciascuna categoria. Ringrazio qui Fabrizio Pagliardi per i suoi utili suggerimenti riguardo gli champagne (ma gli eventuali errori nella scelta sono tutti e solo miei).

Tranne il prosecco di Frozza (Valdobbiadene docg) ed il riesling dell’Oltrepò Pavese, gli altri sei vini erano tutti a metodo classico: tre Champagne, un Cremant d’Alsace, due Trento e un Franciacorta saten. Quattro erano millesimati. Tanto per gli italiani che per i francesi vi erano – per una precisa scelta – sia “blanc de blancs” e sia “blanc de noirs“.

Per la “classifica” finale, come sempre, si considera la valutazione di preferenza espressa dai partecipanti. Da questo punto di vista la partita è stata combattuta ma il responso è stato netto: hanno “vinto” uno champagne ed un trento doc.

Sono arrivati primi a pari merito il BdN Carte Or Brut di Josè Ardinat ed il Perlè Noir di Ferrari, anch’esso BdN.
Poi c’è un gruppo di altri quattro vini, distanziati e raccolti in quattro punti: il Franciacorta, il Riesling dell’Oltrepo Pavese, l’altro Trento BdB e lo champagne BdB.
Ancora distanziati ed in due soli punti, due vini: il millesimo 2002 di Moet e Chandon e il Cremant d’Alsace; infine ben staccato ed ultimo il prosecco crù di Frozza.

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

La valutazione di gradimento, pur non considerata ai fini della classifica è decisamente coerente: i vini con gradimento medio più alto hanno poi ottenuto maggiore preferenza (unico in controdendenza è stato il cremant di Meyer-Fonne, e ciò dimostra anche perché è importante separare tra loro le due valutazioni).

Come leggere questi risultati? Procediamo per le categorie di confronto, inserite intenzionalmente nella degustazione.

FRA vs. ITA: la presunta superiorità degli spumanti francesi, ipotizzata anche da me, è uscita ridimensionata: nei primi cinque posti se ne trova solo uno, pur se primo. Quindi è stato premiato sì un vino francese, ma come singolo, la categoria non ha mostrato di essere preferita nel suo insieme.
Ciò è paradossalmente coerente con la valutazione data poi sulla nazionalità dei vini (cfr. post precedente): i migliori/preferiti sono stati considerati “francesi”, anche se erano Trento doc, i peggiori/meno preferiti italiani, anche quando erano champagne o cremant!

prezzo: hanno vinto i vini più costosi? Direi senz’altro di no. Il vino più economico (Riesling Spumante OPP, 3,90€ a Roma) è arrivato quarto, e terzo è arrivato il Franciacorta Saten di Contadi Castaldi, che costando 20€ era ben sotto la media di prezzo (27,66€).
Il vino più costoso è arrivato terzultimo (Moet e Chandon Grand Vintage 2002, 65€ circa).
Direi che in questo caso i soldi non pagano, non troppo almeno e che un euro “investito” in Franciacorta o nell’Oltrepo Pavese può fruttare parecchio.
Per correttezza va però precisato che, com’è ben noto, gli champagne hanno in Italia prezzi incomparabilmente più alti che in Francia (e ciò se non è incomprensibile è sicuramente ingiustificabile). Questo stato di cose rende difficile fare comparazioni di vini a parità di spesa, anche dopo l’euro e l’abolizione dei dazi doganali.

millesimati: anche per i millesimati presenti non sembrano esservi state prestazioni significativamente migliori, visto che si sono distribuiti omogeneamente in tutte le posizioni di classifica.

assemblage vs. BdB e BdN: qui invece il responso è stato nettissimo, sono arrivati primi a pari merito i due blanc de noirs, staccando decisamente sia i blanc de blancs che gli assemblaggi policromi. L’Ardinat è un Pinot Meunier in purezza, mentre il Ferrari è un Pinot Noir in purezza. Va notato che il terzo è  stato un Franciacorta saten, quindi da sole uve bianche, ma è giunto ben distanziato dai primi due.
Hanno vinto i Pinot e le bacche scure, quindi, ed “attraverso le Alpi”.

L’idea di inserire tanto per l’Italia che per la Francia le due tipologie di vini (BdB, e BdN) ha quantomeno permesso di notare questa simmetria (sostenitori dello Chardonnay fatevi avanti! …e proponetemi nuovi campioni per difendere i colori delle uve bianche).

Martinotti-Charmat vs. metodo classico: nel confronto tra i due metodi principali, anche questo fonte di notevole polarizzazione (siamo convinti tutti che il metodo classico sia insuperabile, no?), i risultati non sono stati così unidirezionali: i premi tre classificati sono tutti metodo classico, ma il quarto no. Se si aggiunge che sicuramente il metodo inventato da Martinotti era sottorapresentato (2 vini su 9), si comprende come almeno un punto interrogativo, alla fine, vada aggiunto.

sintesi: le persone sembrano preferire piuttosto ciò che gli piace a ciò che passa per buono (o migliore), non appena hanno modo di liberarsi dei pregiudizi.

E’ stato sorprendente vedere come tutti fra noi – anche i francesi – hanno preferito nel complesso i vini italiani; e che tutti fra noi – anche gli italiani – hanno creduto che i vini più apprezzati fossero francesi.

Anche stavolta, scoprire le bottiglie è stato divertente, ed a tratti, a me, ha ricordato una vecchia canzone di Paolo Conte, che – in fondo – parla pur sempre di bevande gassate.

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