number has gender

number has gender and There were three types of methods to distinguish out feminine and masculine of numbers according the “Horse ”and the “tortoise”.

Ⅰ even and odd

Take even and odd number to distinguish feminine and masculine. that 

1;3;5;7;9－masculine  . 2;4;6;8;10－feminine .

Odd number with even number has the masculine and feminine Hedge relationship is the number’s“Congenital ” .

in the “Tortoise” matrix, Odd number live four upright position 

Even number live four bevel position that  according to the first act of the tortoise.

 even and odd number in the horse ：

            Ⅱ "New born number "and "mature number"

Take "New born number "and "mature number" to distinguish feminine and masculine. 

1;2;3;4;5 is new born number.  

6;7;8;9;10 is mature number.

《same root number》 was born from five.

【 one with six】     6-1=5        1-5=-5  

【 seven with two】  7-2=5        2-7=-5

【 three with eight】 8-3=5        3-8=-5

【 four with nine】   9-4=5        4-9=-5

they are 《same root number》.

same root number in the horse ：

same root number in the tortoise： 

he first sort and the second sort are simple and easy ，but the third are harder。

Ⅲ To distinguish feminine and masculine from the position:

the third sort ：hedge number

『one ,nine』 are 《hedge number》    1+9=10

『two ,eight 』 are 《hedge number》   2+8=10 

『three, seven』are 《hedge number》  3+7=10 

『four ,six 』 are 《hedge number》    4+6=10

         one two three four Mirror symmetry with four three two one

explain：

5-2=3

5-1=4：

『four ,six 』    they are 《hedge number》so I get 6 also I get the hedge position of 4 

 

5-3=2

『two ,eight 』 they are 《hedge number》so I get 8, also I get the hedge position of 2 

 if use 3*→1→3→9→7→ then i got →3→9→7→1→

3×1=3  3×3=9  3×9=27  3×7=21   …

if i use eight * →2→6→8→4→then i got →6→8→4→2→

8×8=64  8×4=32   8×2=16    8×6=48…...

The following is a summary ,(to do each of rotation of the series pic is very trouble, so it is omitted to do it.)

Summary of the above law: we can see,when the same even meet the same root number ,The ending is still be the same root number

for example: three and eight are same root number

3×1=3  3×3=9  3×9=27  3×7=21........ 

1with 6  is same root number   2with 7 is same root number

4with 9 is same root number 

Summarize the above law: if the same root number meet the same even, will be the same outcome, as follows

if hedge number meet same number ,no matter meet  even or odd ,will be  hedge situation.

for example ：one with night are hedge ，

same root multiplication itself ，i got still same root ：

3×3=9   8×8=64  【 nine with four】same root  .

4×4=16  9×9=81  【 one with six】same root.

2×2=4   7×7=49    【 four with nine】 same root.

1×1=1   6×6=36   【 one with six】same root.

hedge number  multiplication itself ，i got the same position of 阴阳

1×1=1     9×9=81   (both Digits one)

2×2=4      8×8=64  (both Digits four)

4×4=16    6×6=36   (both Digits six)

3×3=9     7×7=49   (both Digits nine)

one ~ten  multiplication itself 

1×1=1  →the Digits  is one         

2×2=4 →the Digits is four

3×3=9→the Digits  is nine

4×4=16→the Digits  is six

5×5=25→the Digits is five

6×6=36→the Digits is six

7×7=49→the Digits is nine

8×8=64→the Digits is four

9×9=81→the Digits  is one