While performing thought experiments on an AGI model I realized that there is 
no purely lossless compression. Something is always lost. For most practical 
purposes yes lossless exists. This might sound trivially obvious and 
non-obvious but it does impact the theory in the model.

In other words, I could not imagine any purely lossless compression, it might 
physically exist I just can't imagine it as I'm not a physicist. So maybe it 
does exist? or perhaps we just prefer it to be so... I suppose it's the same as 
saying true and false don't purely exist as crisp booleans. And, exists doesn’t 
purely exist…so everything is relative. But the implications are enormous when 
dealing with chaotic and complex systems models. Thus it being trivially 
obvious and trivially non-obvious or, non-trivially non-obvious... or...

Net effect? Zero. Oh wait zero doesn't fully exist now does it. WTH?

https://www.youtube.com/watch?v=JwZwkk7q25I


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