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)
Il Lotto sta chiudendo marzo alla grande. Dopo il 28 su Venezia e il 47
di Palermo, due centenari sortiti nelle precedenti due estrazioni,
stasera è arrivato anche
il numero più giocato del momento, ossia il grande 90. È uscito su due ruote del nord:
Genova, dove mancava da 15 concorsi, e
soprattutto Milano, ruota giocatissima, per il ritardo di 36 estrazioni... e perché da sempre suggerita da noi,
sull'899.29.30.30, dove stasera abbiamo fatto vincere l'ambo abbinato 90-75! Non ci ha tratto in inganno il fatto che l'ambo 11-75 fosse già uscito su Milano anche sabato scorso:
quel 75 lo avevamo riconfermato... e si va quindi all'incasso.
Su Genova il 90 ha messo in mostra un ottimo terno in figura con
90-54-72. Per il resto non è stata un'estrazione brillante, soprattutto
per i ritardatari:
i tre centenari 48 Venezia, 89 Torino e 16 Cagliari non si sono visti su nessuna ruota e il numero più in alto sul
tabellone analitico è stato
il 19 vice capolista di Firenze sebbene con appena 59 estrazioni di assenza.
Va detto che
Cagliari ci ha provato (fuori il 15 anziché il 16...), tirando fuori
il terno 15-84-86 che sempre su Cagliari era uscito molto di recente, ossia giovedì 21 marzo.
Bari ha regalato l'ambo di numeretti 2-8, anche questo evento suggerito e
vinto sulla "Notizia" del nostro servizio telefonico.
Il protagonista della serata in realtà è stato il 34, sortito su 4
ruote, con ambo ripetuto 34-86 su Venezia-Nazionale, così come il 42-86
su Cagliari-Venezia. Non ci sono stati invece ambi di somma 90.
Chiudiamo con la combinazione vincente del
Simbolotto abbinato alle giocate su
Firenze:
36 (Nacchere) - 23 (Amo) - 17 (Sfortuna) - 10 (Fagioli) - 6 (Luna).
Domani sera ultima estrazione di marzo, di sabato: ad un Lotto così va data fiducia anche per una ulteriore chiusura in bellezza...