“The binary sequence is within the Fibonacci sequence. Do you understand the binary doubling sequence? 1 2 4 8 16 32?”
If I spin this, will it play nice with radians? How many axis can a sphere rotate about? Can this and these gradients find themselves moving through space?
… can this multiplicative means of data creation be used to ‘fill back in’ data lost in the shadows of our equations?
Think in terms of software, think in terms of hardware…
Why do ‘float’ functions tend to freeze up binary machines? What happens if we move to analog or trinary logic? Can multiples of our gradients populate simultaneously?
What happens if we resonate our gradients? Coil the coil’s coil….
Is there an end to the level of abstractions where data is over-saturated?
How many dimensions can a computer parse in? Can dimensionality change on-the-fly to achieve maximum simplicity for a given combined set of signals?
Think also in terms of hardware - Spinning, modulating antennae encompassing optimal dimensionality for intended signal. (LINK INVERTER MODULATION + coiled coil + RADAR at sea)
Are expressions of ‘I’ or infinitely trailing tail in fact now tangible or pattern-able in context of such realms? Check out the works called ‘basez?’
… Do ‘basez’ operators spit epic tongue-in-cheek?
