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)
Il 60 era un numero sotto fortissima osservazione perché era sia centenario su Genova, sia primo ritardatario su Palermo.
Il 60 non ha premiato la ruota centenaria, ma
ha vinto su Palermo, dove guidava con 84 estrazioni di assenza, che rappresentano il suo nuovo record sul comparto siciliano. E,
permetteteci di evidenziarlo, ha fatto
vincere alla grande tutti gli utenti del nostro 899.29.30.30 che - nella previsione dedicata al 60 - avevano avuto
due ambi secchi top: uno dei due era il 60-26, puntualmente centrato, in pieno!
Tornando alla cronaca della serata, Milano ha tirato fuori un ambo di numeretti (1-3), ma non
il 6, che non è uscito su nessuna delle 11 ruote! Così come non si è proprio visto il 90,
andato molto vicino a Venezia, dove sono usciti i due numeri
precedenti, 88 e 89. L'unico ambo di somma 90 lo ha generato Firenze,
con la coppia 29-61.
Notevolissimo il
terno secco simmetrico 8-38-68 sortito su Cagliari, così come è da segnalare il ritorno del
40, numero
più in ritardo sia al Lotto (su Tutte) sia al 10eLotto, che ha scelto
Milano ed è stato il primo estratto su Bari (Numero Oro per il
10eLotto), dove faceva parte della
quartina sincrona più in alto sul tabellone analitico.
Chiudiamo con l'ultima combinazione vincente del
Simbolotto di maggio abbinato alle giocate fatte su
Milano:
20 (Festa) - 13 (Rana) - 19 (Risata) - 40 (Quadro) - 11 (Topi).
Giovedì inizia il mese di giugno e il Simbolotto verrà abbinato alle
giocate fatte su Napoli... anche se l'attenzione sarà ancora e
soprattutto sul 6 e 90, che stasera hanno scioperato!