this is your introduction to seeing what shapes exist in our eternal and infinite flat space future
the basic understanding...
all shapes are made up of straight lines
however... a 1 centimetre circle made up of 1 million small lines will look round
or...if a being was only 1 trillionth of a centimetre in size a 1 centimetre circle made up of one million lines wouldn't look round
mathematical maxim... perception of shape is dependant on size
a triangle is a three edged object with all its edges equal in length
a three sided object that has two sides that have an equal length is called an isosceles triangle
a three sided object that does nat have any sides of the same length is called a scalene triangle
there are many different names in geometry for the variations of angles that a triangle can have
oblique triangle, obtuse triangle... and the list goes on
love/life is not in the buisness of introducing limitations of any sort in any way whatever
however the word triangle is used at this web site as meaning an object with three straight sides equal in length
there are reasons for using an equal sided triangle as the basis for geometric progression
(reasons to follow)
in the same way that the number one is the basis of the counting numbers, so, it is suggested, should the equilateral triangle be considered as the number one of geometric progression or structure
it may be that...
here is a piece of knowledge that puts you in touch with our eternal flat space reality
the following example is for a triangle in two dimensional flat space
this is a mathematically demonstrable statement and is called a theorem
providing that the characteristics of space are a certain way (flat) it will always be true
it is an eternality
your eternal evolutionary progress into infinity contains this characteristic and you are encouraged to explore the possibilities it presents and follow where the avenues it opens up lead to
and it has been given to you by the lover
THEOREM 1
the amount of space any being occupies is...
the length of the edge of a triangle
(edges are defined as... the lines that connect the furthest points of an object)
times the height
(the height of the triangle is... the furthest point away from the middle of an edge of the triangle
)divided by two
an example is...
an edge is ten centimetres long
the height is eight point six centimetres
ten times eight point six equals eighty six
eighty six divided by two equals forty three point three square centimetres
it can also be written as...
edge times the height divided by two equals forty three point three square centimetres
or as...
area = ½ bh
(area = ½ of the sum of the base edge times the height)
the easiest way of all
(there are more than a dozen ways of doing it)
to do it is to multiply one of the edges by itself and divide by 2.3093...
10 centimetres times 10 centimetres equals 100 centimetres
100 centimetres divided by 2.3093 equals 43.3 square centimetres
it can be simplified to...
edge x edge ¸ 2.3093
and...
e 2 ¸ 2.3093
