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Metamobius Surfaces

Ted Gibbons
Waterloo, ON, N2J 1Z7
15192414403
Generating the greater reality of one-sidedness

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Metamobius Surfaces

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300 - Tc - S3 - m2 - 30.jpg

Tc S3 m2 = N b1 x-3 n4 t16

It took me 30 years to find a way to generate the greater reality of one-sidedness beyond the Mobius strip - the Metamobius algorithm. The Tc S3 m2 is the first surface I generated with it (2010). When I saw it materialize I was beside myself with delight and awe. The constraint of one-sided surfaces having to be a strip had finally been broken. It was one of the happiest moments of my life. After staring at its beauty for the longest time I got up from my chair and danced around the room - a dance I am forever grateful no one witnessed.  

Tc S3 m2 = N b1 x-3 n4 t16

It took me 30 years to find a way to generate the greater reality of one-sidedness beyond the Mobius strip - the Metamobius algorithm. The Tc S3 m2 is the first surface I generated with it (2010). When I saw it materialize I was beside myself with delight and awe. The constraint of one-sided surfaces having to be a strip had finally been broken. It was one of the happiest moments of my life. After staring at its beauty for the longest time I got up from my chair and danced around the room - a dance I am forever grateful no one witnessed.  

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