nella smorfia 77 le gambe delle donne o i diavoli
ma nel gioco del lotto i numeri hanno molteplici
significati e valori diversi a seconda di come i cinque
estratti si accoppiano
la mia tavola segreta da uno a novanta
i numeri abbinati al gemello 77
![](data:image/png;base64,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)
esempio 14.1.2016 nazionale 77.37.39.57.43
77 con 37 corrisponde all' ambata 49
77 con 39 corrisponde all' ambata 51
risultato primo colpo 16.1.2016 nazionale 49 .51 ambo secco
ovviamente questo non è tutto
ma nel gioco del lotto i numeri hanno molteplici
significati e valori diversi a seconda di come i cinque
estratti si accoppiano
la mia tavola segreta da uno a novanta
i numeri abbinati al gemello 77
esempio 14.1.2016 nazionale 77.37.39.57.43
77 con 37 corrisponde all' ambata 49
77 con 39 corrisponde all' ambata 51
risultato primo colpo 16.1.2016 nazionale 49 .51 ambo secco
ovviamente questo non è tutto