M0.5

The next form triangle is obtained by a simple transformation of a stick by rotating it around one of it's points. M0.5 is between M0=,/{} and M1={}/{,{}};
M0.5={}/{}
It first updates it's charge or nominator to become M0.5, and then it's field or denominator to become M1. Thus it follows a zigzag. To become M0=,/{}, it must come from M0-=,/,

Triangle has two other views, both are lines;




These views are equivalent since sameness is not allowed, {,}={}. Triangle is the middle form between stick and tetrahedron which corresponds to M1. To make 2 to 4 you go through 3. Charge (,) makes own field ({}), and then field makes next charge; electric charge {+,-}. This implies that Higgs is a bipolar field {0,1}. {0,1} mutates to {+,-} by reflecting 1 accross 0 and making -1.

M0.5 reflects integers, if M0 reflects natural numbers.

M0.5 is the point where mirror symmetry is used.