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)
Febbraio ha chiuso con una estrazione "chiaro-scura" sul fronte della statistica e dei ritardatari.
Uno dei quattro centenari è uscito ed è stato l'87 di Bari,
tornato dopo 101 estrazioni, suo nuovo record personale. Un 87 sortito
con un recente ex centenario di Bari, quel 61 che ora sta recuperando a
ripetizione.
Non è uscito il 23 di Roma,
andato sulla ruota che viene estratta immediatamente dopo quella capitolina, ossia
Cagliari,
dove mancava da 15 estrazioni. Sempre Cagliari ha ospitato anche il 48,
il centenario della Nazionale, che è uscito anche su Torino e Roma,
mentre il 46 - centenario di Milano - non è uscito su nessuna delle 11
ruote.
Clamorosa la cinquina sortita su Napoli, formata da
due ambi di somma 90 e da un numero simmetrico al 90 stesso: i due ambi in questione sono stati
il 43-47 e l'1-89 (formato tra l'altro dai due laterali del 90!) mentre il simmetrico in questione è stato
il 60.
E sul quadro estrazionale ci sono stati anche tre altri ambi di somma
90, ossia il 5-85 su Firenze, il 3-87 su Genova e il 18-72 su Torino. Ma
in tutto ciò, lui,
il 90 non si è visto per la settima estrazione consecutiva su nessuna delle 11 ruote!
Sono tornati a fari vedere i numeretti e merita una citazione la coppia
7-9 su Milano, ruota che ha dato altri due numeri bassi, ossia il 10 e
il 12, quindi quaterna milanese con i primi 12 numeri della lista.
Chiudiamo con l'ultima combinazione vincente del
Simbolotto abbinato alle giocate fatte su
Cagliari:
10
(Fagioli), 9 (Culla), 5 (Mano), 45 (Rondine), 7 (Vaso). Giovedì
inizia il mese di marzo e il Simbolotto sarà abbinato alla ruota di
Firenze. Ma Marzo partirà con un 90 di fuoco e tre centenari comandati
da un 23 di Roma sempre più probabile.