( 120*[T-1] + [ X= 30 00 ] + Y - 互补 - [t-1]*60 ) | ( [ X= 30 00 ] + Y + 互补 + [t-1]*60 )
-------------------------------------------------------------------------------------------------
偶数=[B*30+Y]
------ B0=2[T-1] X=00 t=1 2 3 ...... 2[T-1] ...... t-1=2[T-1]-1
------ Bq=[2T-1] X=30 t=1 2 3 ...... [2T-1] ...... t-1=2[T-1]///..........................................................................................Bo///( 120*[T-1] + [ X= 30 00 ] + Y - 互补 - [t-1]*60 ) | ( [ X= 30 00 ] + Y + 互补 + [t-1]*60 )
===========( [ X= 00 ] + Y - 互补 + 60 ) | ( [ X= 00 ] + Y + 互补 - 60 + 120* [T-1] )///Bq///( 120*[T-1] + [ X= 30 00 ] + Y - 互补 - [t-1]*60 ) | ( [ X= 30 00 ] + Y + 互补 + [t-1]*60 )
===========( [ X= 30 ] + Y - 互补 + 00 ) | ( [ X= 30 ] + Y + 互补 - 00 + 120[T-1]///.............................................................
T==101 Y=8
Bo=200 偶数=6008 X=00 t=1 2 3 ...... 2[T-1]=200 互补=30 06 11978|38 11954|62
Bq=201 偶数=6038 X=30 t=1 2 3 ...... [2T-1]=201 互补=00 24 12038|38 12062|14

==================天地一方============================
Bo
( [ X= 00 ] + Y + 互补 + 00 ) | ( [ X= 00 ] + Y - 互补 - 00 + 120* [T-1] )
Bq
( [ X= 30 ] + Y + 互补 + 00 ) | ( [ X= 30 ] + Y - 互补 - 00 + 120*[T-1] )
==================天地一方============================
Bo
( [ X= 00 ] + Y - 互补 + 60 ) | ( [ X= 00 ] + Y + 互补 - 60 + 120* [T-1] )
Bq
( [ X= 30 ] + Y - 互补 + 00 ) | ( [ X= 30 ] + Y + 互补 - 00 + 120*[T-1] )

1234567890 /30 B=41152263=[2T-1] Y=0 互补=[2|28 14|16 22|08 26|04]
----------------------------------------------------对数=[2T-1]*4
Bq
( [ X= 30 ] + Y + 互补 + 00 ) | ( [ X= 30 ] + Y - 互补 - 00 + 120*[T-1] )
///////////////////////58//////////////// | ///////////////////////02+120*[T-1]
///////////////////////46//////////////// | ///////////////////////14+120*[T-1]
///////////////////////38//////////////// | ///////////////////////22+120*[T-1]
///////////////////////34//////////////// | ///////////////////////26+120*[T-1]
....................................................................................................................
////////////////////// +[t-1]*60////// | ////////////////////// -[t-1]*60/////////
-----------------------------------------------------
偶数=[B*30+Y] ///////////////////////////// 对数 ////////////////////////////
------ B0=2[T-1] X=00 t=1 2 3 ...... 2[T-1] ...... t-1=2[T-1]-1
------ Bq=[2T-1] X=30 t=1 2 3 ...... [2T-1] ...... t-1=2[T-1]

00====== == 02 04 == 08 == == 14 16 == == 22 == 26 28 == ====30///10 = 06 = 04 = 02
02====== 00 == == 06 == == == == == == == == 24 == == 00 ====28///04 = 12 = == = 08
04====== 00 == == == == == 12 == == 18 == == == == == 00 ====26///02 = 06 = 10
06====== == 02 == == 08 10 == == == == 20 22 == == 28 == ====24///04 = 16
08====== 00 == == 06 == == == == == == == == 24 == == 00 ====22///14 = 18
10====== == == == 06 == == 12 == == 18 == == 24 == == == ====20///16 = 26
12====== == == 04 == == 10 == 14 16 == 20 == == 26 == == ====18///22 = 28
14====== 00 == == == == == 12 == == 18 == == == == == 00 ====16///20 = 22 = 24

偶数*2=北偶=( 120*[T-1]+[ X + Y - 互补 - M ] ) + ( [ X + Y + 互补 + M ] + [ C ] )//ZH=?
-----------------------------------------------------------------------------------------------------------------
298*2=596==( 120*[5-1]+[30 +28 - 000 - 00 ] ) + ( [30 +28 + 000 +00 ] + [ 00 ] )//ZH=T
296*2=592==( 120*[5-1]+[30 +26 - 018 - 00 ] ) + ( [30 +26 + 018 +00 ] + [ 00 ] )//ZH=2T
328*2=656==( 120*[6-1]+[00 +28 - 030 - 00 ] ) + ( [00 +28 + 030 +00 ] + [ 00 ] )//ZH=2T-2
326*2=652==( 120*[6-1]+[00 +26 - 012 - 00 ] ) + ( [00 +26 + 012 +00 ] + [ 00 ] )//ZH=2T-1
.............................................................................................................................................
偶数*2=北偶=( 120*[T-1]+[ X + Y + 互补 - M ] ) + ( [ X + Y - 互补 + M ] + [ C ] )//ZH=?
-----------------------------------------------------------------------------------------------------------------
298*2=596==( 120*[5-1]+[30 +28 + 000 - 00 ] ) + ( [30 +28 - 000 +00 ] + [ 00 ] )//ZH=T
296*2=592==( 120*[5-1]+[30 +26 + 018 - 00 ] ) + ( [30 +26 - 018 +00 ] + [ 00 ] )//ZH=2T
328*2=656==( 120*[6-1]+[00 +28 + 030 - 60 ] ) + ( [00 +28 - 030 +60 ] + [ 00 ] )//ZH=2T-2
326*2=652==( 120*[6-1]+[00 +26 + 012 - 60 ] ) + ( [00 +26 - 012 +60 ] + [ 00 ] )//ZH=2T-1

同向组合=T
逆向组合=
------Bo==( 2[T-1] [2T-1] )
------Bq==( [2T-1] [2T-0] )
---------------------------------
0/30 B0=0=2[T-1] T=1
X=00 Y=Y 互补=互补 M=00 C=00
.....................................................
[2 4 6 10 14 22 26]=T=1
[0 2 4 6 08 10 12 14 16 18 20 22 24 26 28 00]

偶数*2=北偶=( 120*[T-1]+[ X + Y + 互补 - M ] ) + ( [ X + Y - 互补 + M ] + [ C ] )//ZH=?
-----------------------------------------------------------------------------------------------------------------
298*2=596==( 120*[5-1]+[30 +28 + 000 - 00 ] ) + ( [30 +28 - 000 +00 ] + [ 00 ] )//ZH=T
296*2=592==( 120*[5-1]+[30 +26 + 018 - 00 ] ) + ( [30 +26 - 018 +00 ] + [ 00 ] )//ZH=2T
328*2=656==( 120*[6-1]+[00 +28 + 030 - 60 ] ) + ( [00 +28 - 030 +60 ] + [ 00 ] )//ZH=2T-2
326*2=652==( 120*[6-1]+[00 +26 + 012 - 60 ] ) + ( [00 +26 - 012 +60 ] + [ 00 ] )//ZH=2T-1
----------------------------------------------------------------------------------------------------------------
根对对象和==Y 逆向组合=///B+1
根对对象和≥30 逆向组合=B
------Bo==( 2[T-1] =///[2T-1] )------同向=[T-1] ///[T]
------Bq==( [2T-1] =///[2T-0] )------同向=[T] //////[T]
----------------------------------------------------------------------------------------------------------------
[T-1] /2[T-1] = 1/2 ------ [T] /[2T-1] ＞ 1/2
[T] ////[2T-1] ＞ 1/2 ------ [T] /[2T-0] = 1/2
同向 //// 逆向 ≥ 1/2 ------ T∝∞ 比值∝ 1/2
-----------------------------------------------------------------------------------------------------------------

8n//////7n//////6n//////5n//////4n
0n//////1n//////2n//////3n//////4n
-----------------------------------
480 n=60
............................................
1n＋0=＋0 1 02 03 04 05 06 07 08 09 10 11 12 13 14 ///15
4n＋3=＋3 7 11 15 19 23 27 31 35 39 43 47 51 55 59 ///63
4n－3=－3 1 05 09 13 17 21 25 29 33 37 41 45 49 53 ///57
..........................
4n－1=－1 3 07 11 15 19 23 27 31 35 39 43 47 51 55 ///59
4n＋1=＋1 5 09 13 17 21 25 29 33 37 41 45 49 53 57 ///61
.............................................................................................
5n－－－0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 ///75
3n－－－0 3 06 09 12 15 18 21 24 27 30 33 36 39 42 ///45
.............................................................................................
7n－－－0 7 14 21 28 35 42 49 56 63 70 77 84 91 98 /105
1n－－－0 1 02 03 04 05 06 07 08 09 10 11 12 13 14 ///15

D ( 480 ) = 29（特别多) ///zh= [0] [16]*4=======64 29/64
D ( 482 ) = 11 //////////////////zh= [9] [16]*1=======25 11/25
D ( 484 ) = 14 //////////////////zh= [8] [16]*1=======24 14/24
D ( 486 ) = 23（多) //////////zh= [0] [16]*3=======48 23/48
D ( 488 ) = 9 ////////////////////zh= [8] [17]*1=======25 09/25
D ( 490 ) = 19 //////////////////zh= [0] [16]*2=======32 19/32
D ( 492 ) = 22（多） ///////zh= [0] [16]*2 [17]*1==49 22/49
D ( 494 ) = 13 //////////////////zh= [9] [17]*1=======26 13/26
D ( 496 ) = 13 //////////////////zh= [8] [16]*1=======24 13/24
D ( 498 ) = 23（多） ///////zh= [0] [16]*1 [17]*2==50 23/50
D ( 500 ) = 13 //////////////////zh= [0] [17]*2=======34 13/34
D ( 502 ) = 15 //////////////////zh= [9] [16]*1=======25 15/25
D ( 504 ) = 27（多） ////////zh= [0] [17]*3=======51 27/51
D ( 506 ) = 15 //////////////////zh= [9] [17]*1=======26 15/26
D ( 508 ) = 14 //////////////////zh= [8] [17]*1=======25 14/25
D ( 510 ) = 32（特别多）///zh= [0] [17]*4=======68 32/68
D ( 512 ) = 11 //////////////////zh= [9] [17]*1=======25 11/25
D ( 514 ) = 14 //////////////////zh= [9] [18]*1=======27 14/27
D ( 516 ) = 23（多） ///////zh= [0] [17]*3=======51 23/51
D ( 518 ) = 11 //////////////////zh= [9] [18]*1=======27 11/27
D ( 520 ) = 17 //////////////////zh= [0] [17]*2=======34 17/34
D ( 522 ) = 24（多） ///////zh= [0] [17]*2 [18]*1==52 24/52
D ( 524 ) = 11 //////////////////zh= [9] [18]*1=======27 11/27
D ( 526 ) = 15 //////////////////zh= [9] [17]*1=======23 15/26
D ( 528 ) = 25（多） ///////zh= [0] [17]*1 [18]*2==55 25/55
D ( 530 ) = 14 //////////////////zh= [0] [18]*2=======36 14/36
D ( 532 ) = 17 //////////////////zh= [9] [17]*1=======26 17/26
D ( 534 ) = 22（多） ///////zh= [0] [18]*3=======54 22/54
D ( 536 ) = 13 //////////////////zh= [9] [18]*1=======27 13/27
D ( 538 ) = 14 //////////////////zh= [9] [18]*1=======27 14/27
D ( 540 ) = 30（特别多）//zh= [0] [18]*4=======72 30/72
D ( 542 ) = 10 /////////////////zh=[10] [18]*1=======28 10/28
D ( 544 ) = 13 //////////////////zh= [9] [18]*1=======27 13/27
D ( 546 ) = 30（多） ///////zh= [0] [18]*3=======54 30/54
D ( 548 ) = 11 //////////////////zh= [9] [19]*1=======28 11/28
D ( 550 ) = 19 //////////////////zh= [0] [18]*2=======36 19/36

边缘素偶对：[4n－R1] | [R2] R12 = 2 14 22 26 34 38 46 58
----------------------------------------------------------------------------
106*2－02=210/60=y=30 210|02=105|01=05|101
106*2－14=198/60=y=18 －－－
106*2－22=190/60=y=10 190|22=095|11=05|101
106*2－26=186/60=y=06 186|26=093|13=03|103
106*2－34=178/60=y=58 178|34=089|17
106*2－38=174/60=y=54 －－－
106*2－46=166/60=y=46 166|46=083|23
106*2－58=154/60=y=34 154|58=077|29
---------------------------------------------------
结论：16型偶数存在[3|13 5|11 17|29 23|23]型素对

待续 经纬 基因片段