Chapter 34 Horizontal World and Vertical World An imaginary number ( i ) is a number which becomes (-1) when squared. Imaginary time is a time which makes horizontal world to be vertical or a vertical world to be horizontal when squared. It is the proof of the circular motion that makes the horizontal world to be vertical, the vertical world to be horizontal, the horizontal world to be vertical and last the vertical world to be horizontal again when imaginary numbers ( i ) multiplied by complex numbers ( a + bi ). ( a + bi ) * ( i ) = (- b +ai ) �E�E�EIt moves from the horizontal world to the vertical world. (- b +ai ) * ( i ) = (- a - bi ) �E�E�EIt moves from the vertical world to the horizontal world. (-a - bi ) * ( i ) = ( b - ai ) �E�E�EIt moves from the horizontal world to the vertical world. ( b - ai )�@* ( i ) =�@( a + bi ) �E�E�EIt revolves from the vertical world to the horizontal world. ( a ) or ( b ) is the unit of the axis of real time. ( ai ) or ( bi ) is the unit of the axis of imaginary time. The axis of real time is nothing but the horizontal world. The axis of imaginary time is nothing but the vertical world. The axis of real time is nothing but motion �espace�f. The axis of imaginary time is nothing but static �espace�f. The axis of real time is nothing but image �espace�f. The axis of imaginary time is nothing but substance �espace�f. The axis of real time is nothing but relative �espace�f. The axis of imaginary time is nothing but the absolute cosmos. The axis of real time is nothing but "motion space of light and sound ". The axis of imaginary time is nothing but "static space of darkness and silence".

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