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)
Bis immediato del 90 sulla stessa ruota, addirittura con ambo ripetuto! Parliamo di
Milano, che martedì aveva dato la coppia 90-47, esattamente come ha fatto stasera. Non solo: sempre su Milano è uscito
l'ambo di somma 90, formato da 4-86, così come un altro ambo di somma 90 lo ha dato Roma, con il 25-65.
Questa volta non sono usciti centenari, ma
il 18 - centenario leader, su Genova - si è fatto vedere addirittura su tre ruote consecutive: Roma, Torino e
Venezia, la ruota più importante delle tre visto che lì aveva 41 estrazioni di ritardo ed era la seconda ruota per il 18, dopo quella ligure.
Degli altri centenari, il 57 di Venezia non è uscito su nessuna ruota,
il 2 (di Cagliari) è andato sulla Nazionale, mentre il 37 (di Napoli) ha
scelto Cagliari. In generale è stata una bruttissima estrazioni per i
ritardatari, tanto che
il numero più in alto sul tabellone analitico è risultato il
33 di Genova, con appena 47 estrazioni
di assenza, che visto da un'altra prospettiva significa che non è
uscito neppure un numero dei primi 53 ritardatari in assoluto sulle
singole ruote.
L'evento statistico sul tabellone analitico è stato l'uscita del
4 di Milano, che ha sfaldato la cinquina sincrona
top arrivata a 32 estrazioni di assenza, davvero tante per una cinquina
di questo tipo. E ancora più importante è stata l'uscita di
uno degli appena 8 ambi secchi che ancora non si erano visti sulla Nazionale: è toccato al 43-84 vivere la sua "prima volta" sulla ruota tricolore!
Chiudiamo con la combinazione del
Simbolotto, il gioco gratuito collegato ad ottobre alle giocate fatte sulla
ruota di Roma:
26 (Elmo) - 17 (Sfortuna) - 37 (Piano) - 15 (Ragazzo) - 39 (Forbici).
Appuntamento a sabato sera: il 90 dovrebbe spostarsi da Milano e andare... dove andrà?