Chapter 39 The world of radix (N) and exponent (N)

All ‘space’ is not the world of radix (N) but the world of exponent (N).
Therefore,
Finite ‘space‘ 13.7 billions light-years expanse - image ‘space’, motion ‘space’, relative ‘space’, ‘motion space of light and sound’ - is not the world of radix 2(n) but the world of exponent (2(n) ).
Infinite ‘space’ - substance ‘space’, static ‘space’, the absolute cosmos, ‘static space of darkness and silence’ is not the world of radix 1(n) but the world of exponent (1(n) ).
In other word,
It is not the world of radix 1(n) but the world of exponent (1(n)).
It is not the world of radix 2(n) but the world of exponent (2(n)).
It is not the world of radix 3(n) but the world of exponent (3(n)).
Furthermore,
1 + 1 is not 2
1 + 1 is evolving to 2.
(10・11・12・13・14・15・16・17・18・19・110・・・1100・・・11000・・・1(n) ) + (10・11・12・13・14・15・16・17・18・19・110・・・1100・・・11000・・・1(n) ) is evolving to [(1+1)0・(1+1)1・(1+1)2・(1+1)3・(1+1)4・(1+1)5・(1+1)6・(1+1)7・(1+1)8・(1+1)9・(1+1)10・・・(1+1)100・・・(1+1)1000・・・(1+1)(n)] and an evolving coefficient is (n*1(n-1) *1)・・・(n*1*1(n-1) ) which is nothing but (n).
Furthermore,
1 + 2 is not 3
1 + 2 is evolving to 3.
(10・11・12・13・14・15・16・17・18・19・110・・・1100・・・11000・・・1(n) ) + (20・21・22・23・24・25・26・27・28・29・210・・・2100・・・21000・・・2(n) ) is evolving to [(1+2)0・(1+2)1・(1+2)2・(1+2)3・(1+2)4・(1+2)5・(1+2)6・(1+2)7・(1+2)8・(1+2)9・(1+2)10・・・(1+2)100・・・(1+2)1000・・・(1+2)(n)] and an evolving coefficient is nothing but (n*1(n-1) *2)・・・(n*1*2(n-1) ) which is nothing but 2(n).
Therefore,
It is not the world of radix 1(n) but the world of exponent (1(n)).
It is not the world of radix (1+1) (n) but the world of exponent (1+1)(n).
It is not the world of radix (1+2) (n) but the world of exponent (1+2)(n).
As a result,
It is not the world of (a2+b2) but the world of exponent (a+b)2 and 2ab is an evolving coefficient.
It is not the world of (a3+b3) but the world of exponent (a+b)3 and (3ab2+3a2b) is an evolving coefficient.
It is not the world of (a2+b2+c2) but the world of exponent (a+b+c)2 and (2ab + 2bc +2ca) is an evolving coefficient.
It is not the world of (a3+b3+c3) but the world of exponent (a+b+c)3 and (3ab2+3a2b + 3bc2 +3b2c + 3ca2 + 3c2 a+ 6abc) is an evolving coefficient.