[ot] [!nt] \n2+0\

[integer@www.god-emil.dk]

at first glance it might seem sensible to consider elastic intervals to be unidirectional in their exertion of impulses, since that seems simpler than bidirectionality, but an essential element of the intervals is that they know nothing about their world other than that it consists of two connections. if an interval currently has a span less than the span it desires it will try to achieve the desired span. unidirectionality would presume that one of the connections is considered to be an anchor, but that implies that the interval knows too much about its connections. 

an interval may not discriminate. 

to treat its connections differently, 
an interval would have to contain knowledge 

about the difference, but this is extra information 
and the goal is to arrive at a minimal definition. 



= komput +? 
= komme ca

the older I grow, the more I distrust the familiar doctrine 
that age brings wisdom. -H.L. Mencken



= komme ca
= komput +? 

= komput +? 
= komme ca

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