It means 8 Tentacles of an Octopus. Octo means 8.
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There was a farmer had a dog, And Bingo was his name-o. B-I-N-G-O! B-I-N-G-O! B-I-N-G-O! And Bingo was his name-o! There was a farmer had a dog, And Bingo was his name-o. (Clap)-I-N-G-O! (Clap)-I-N-G-O! (Clap)-I-N-G-O! And Bingo was his name-o! There was a farmer had a dog, And Bingo was his name-o. (Clap, clap)-N-G-O! (Clap, clap)-N-G-O! (Clap, clap)-N-G-O! And Bingo was his name-o! There was a farmer had a dog, And Bingo was his name-o. (Clap, clap, clap)-G-O! (Clap, clap, clap)-G-O! (Clap, clap, clap)-G-O! And Bingo was his name-o! There was a farmer had a dog, And Bingo was his name-o. (Clap, clap, clap, clap)-O! (Clap, clap, clap, clap)-O! (Clap, clap, clap, clap)-O! And Bingo was his name-o! There was a farmer had a dog, And Bingo was his name-o. (Clap, clap, clap, clap, clap) (Clap, clap, clap, clap, clap) (Clap, clap, clap, clap, clap) And Bingo was his name-o!
Jon of the Pleased Wimmin - Passion
No, you can't get 8 ohms with 4 16-ohm speakers. Here are the possible wirings: +o-+o-+o-+o- all in series: 64 ohms |+o-+o-| |+o-+o-| series parallel: 16 ohms |+o-| |+o-| |+o-| |+o-| all in parallel: 4 ohms .... Well in the conventional way it is not possible. But think of the speakers as load attached to the secondary of some transformer while the primary coil is attached to the amplifier block before (a tuned amplifier type). If we adjust the turns ratio as n = primary:secondary = Sqrt(2):1, then the eefective load on the amplifier would be Reff = n^2*Rp. Now as pointed in the parallel connection, Rp = 4. So, Reff = 8 Ohm.
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