Chapter 35 (Absolute relative) Figure

The theory of relativity consists of (relative) figure 2.
The figure of 0・1・2・3・4・5・6・7・8・9・10・・・100・・・1000・・・(n) which is an exponent of 20・21・22・23・24・25・26・27・28・29・210・・・2100・・・21000・・・2(n) is (relative) figure.
The law of absolute consists of (absolute) figure 1.
10・11・12・13・14・15・16・17・18・19・110・・・1100・・・11000・・・1(n) which is absolute 1 is (absolute) figure.
On the other hand,
The theory of absolute relativity consists of (absolute relative) figure 3.
30・31・32・33・34・35・36・37・38・39・310・・・3100・・・31000・・・3(n) = (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) is (absolute relative) figure.
Each common side is (absolute) figure 1 and unique side is (relative) figure 2 among "dichotomy" and "the law of relativity between whole and part" and "the way of being and the way of thinking".
Unique side is a view in the law of absolute and common side is a view in the theory of relativity and the mixture of unique side and common side is a view in the theory of absolute relativity.
In other word,
The common side between "dichotomy" and "the law of relativity between whole and part" becomes the unique side between "the law of relativity between whole and part" and "the way of being and the way of thinking" and the unique side between "the law of relativity between whole and part" and "the way of being and the way of thinking" becomes the common side between "the way of being and the way of thinking" and "dichotomy".
And,
The unique side between "dichotomy" and "the law of relativity between whole and part" becomes the common side between "the law of relativity between whole and part" and "the way of being and the way of thinking" and the common side between "the law of relativity between whole and part" and "the way of being and the way of thinking" becomes the unique side between "the way of being and the way of thinking" and "dichotomy".
In other word,
1(n) is (absolute) figure and 2(n) is (relative) figure and (n*1(n-1) *2)・・・(n*1*2(n-1) ) is (absolute relative) figure in (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) .