Everything – 1

If there are ‘two’ options (states) : A, B, i.e. [A,B], then this under quotation, ‘[A,B]’, is everything. In this case both is neither, neither is both, i.e. Neither = Both i.e. Nothing = Everything.

If there are ‘three’ options (states) : A, B, C i.e. [A,B,C], then this under quotation, ‘[A,B,C]’, is everything. In this case all is none, none is all, i.e. None = All i.e. Nothing = Everything.

If there are ‘four’ options (states) : A, B, C,D i.e. [A,B,C,D], then this under quotation, ‘[A,B,C,D]’, is everything. In this case all is none, none is all, i.e. None = All i.e. Nothing = Everything.

If there are ‘five’ options (states) : A, B, C, D, E i.e. [A,B,C,D,E], then this under quotation, ‘[A,B,C,D,E]’, is everything. In this case all is none, none is all, i.e. None = All i.e. Nothing = Everything.

And so on …


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