Cantor's intersection theorem
In music theory, the secondary supertonic chord or secondary second, is a secondary chord, but rather than being on the dominant it is on the supertonic scale degree and rather than tonicizing a degree other than the tonic, as does a secondary dominant, it creates a temporary dominant.[1] Thus the progression - - .
Examples include ii7/III (FTemplate:Musicmin.7, in C major).[2]
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