30000000000000000000000000000000000000000000000000000000000003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12个偶数
------ -02|+02 -14|+14 -22|+22 -26|+26
------ +00|-00 +04|-04 +08|-08 +12|-12 +16|-16 +20|-20 +24|-24 +28|-28
-----------------------------------------------------------------------------------------

S[-02|+02 -14|+14 -22|+22 -26|+26]
+
D[+00|-00 +04|-04 +08|-08 +12|-12 +16|-16 +20|-20 +24|-24 +28|-28]
--------------------------------------------------------------------------------------
//////偶数对S[-02|+02] 对象+ 偶数对D正对象[+00|-00] = 偶数0等距对象[-02|+02]
//////偶数0等距对象[-02|+02]变向 = 偶数-0等距对象[+02|-02]
其它同理。
结果：余偶数等距素偶
例如：余偶数0等距素偶[-02|+02 余偶数-0等距素偶+02|-02]

余偶数0等距素偶[-02|+02 余偶数-0等距素偶+02|-02]
-----------------------------------------------------------------
00型偶数存在动态素根[-1|01]、存在互补偶数[02|28]
................................................................................
T------ 2[T-1]*30 ± 02 ------ [2T-1]*30 ± 28
01--------------+02|-02-------------------58|02
02----------------62|58------------------118|62
03--------------122|118-----------------178|122
......

偶数对S 对象 + 偶数对D 对象 = 偶数存在8个组合//////*3 = 24个组合 16个组合
-----------------------------------------------------------------------------------------------
4 + S[-02|+02 -14|+14 -22|+22 -26|+26]
.............................................................
==== +02|+02 -10|+14 -18|+22 -22|+26
==== -02|+06 -14|+18 -22|+26 -26|+30
.............................................................
-14|/////////18
+18////////-14 ------- 18|18 -14|-14 -14|18

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

【0≤偶数95个素数≤500*3/2=750=偶数】至少发生一个素对
--------------------------------------------------------------------------------------------------------
偶数/30=B///Y
750/30=25//00
720/30=24//00 748/30=24//28 746/30=24//26 744/30=24//24 742/30=24//22 ..722=24//2
690/30=23//00 718/30=23//28 716/30=23//26 714/30=23//24 712/30=23//22 ..692=23//2
660/30=22//00 688/30=22//28 686/30=22//26 684/30=22//24 682/30=22//22 ..662=22//2
------
510/30=17//00 538/30=17//28 536/30=17//26 534/30=17//24 532/30=17//22 ..512=17//2
////////////////////////508/30=16//28/506/30=16//26/504/30=16//24/502/30=16//22
---------------------------------------------------------------------------------------------------------------
(偶性B=2[T-1]*30) ± Y(如00：互补02| 互补26| 互补22| 互补14)
(奇性B=[2T-1]*30) ± Y(如00：互补28| 互补04| 互补08| 互补16)

750±28±60k==750±16±60k==750±04±60k===750±08±60k ////////k=0 1 2 ...... [T-1]
720±02±60k==720±14±60k==720±26±60k===720±22±60k ////////k=0 1 2 ...... [T-1]
-------------------------------------------------------------------------------------------
(偶性B=2[T-1]*30) +Y ±互补 ±60k
(奇性B=[2T-1]*30) +Y ±互补 ±60k
例如：T=10 Y=10 k=0 1 2 ...... [T-1]
------2*[10-1]*30 ± Y(如10：互补12| 互补24) ± 60k = 550±[12 24]±60k
------[2*10-1]*30 ± Y(如10：互补18| 互补06) ± 60k = 580±[18 06]±60k

499+251 491+257 373+373 353+401 383+359 367+373
359+379 353+383 367+367 359+373 491+239 491+237
499+227 491+233 499+223 ------------------------491+229
-----------------------------------------------------------------------
偶数480域素数保障720域偶数发生素对。
偶数720至偶数960域偶数优耗超过480的素数不超过3个。
偶数720至偶数500域偶数优耗480至500域素数不超过3个。

例如：T=10 Y=10 k=0 1 2 ...... [T-1]
------2*[10-1]*30 + Y(如10：互补12| 互补24) ± 60k = 550±[12 24]±60k
==========540+10 -[12 24]+540///540+10 +[12 24]-540
=================[1078 1066]///[22 34]
////////////////////////////1100 = 1078|22 1066|34
------[2*10-1]*30 + Y(如10：互补18| 互补06) ± 60k = 580±[18 06]±60k
==========570+10 -[18 06]+540///570+10 +[18 06]-540
=================[1102 1114]///[58 46]
//////////////////////////////1160=1102|58 1114|46
----------------------------------------------------------------------------------------------------
------ (2*[T-1]*30 + Y - 互补 + 60k) | (2*[10-1]*30 + Y + 互补 - 60k) 对数==2[T-1]
------ ([2*T-1]*30 + Y - 互补 + 60k) | (2*[10-1]*30 + Y + 互补 - 60k) 对数==[2T-1]
....... ..................................k = 0 1 2 ...... [T-1] ....................................................

(2*[T-1]*30 + Y - 互补 + 60k) | (2*[10-1]*30 + Y + 互补 - 60k) 对数==2[T-1]
--------------------------------------------------------------------------------------------
130/30
【B=4=偶数=2*[T-1] T=3】 【Y=10 互补=[24|06 12|18]】 【k=[T-1] 对数==2[T-1]】
..................................................................................................................................
(130-[24 12]+60[3-1]) | (130+[24 12]-60[3-1]) = (226 238) | (34 22) 对数==4
226-[对数-1]*60=46 34+[对数-1]*60=214 ===== (214 202) | (46 58)
238-[对数-1]*60=58 22+[对数-1]*60=202 =====
///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////
([2*T-1]*30 + Y - 互补 + 60k) | (2*[10-1]*30 + Y + 互补 - 60k) 对数==[2T-1]
--------------------------------------------------------------------------------------------
100/30
【B=3=奇数=[2*T-1] T=2】 【Y=10 互补=[06|24 18|12]】 【k=[T-1] 对数==[2T-1]】
..................................................................................................................................
(100-[06 18]+60[2-1]) | (100+[06 18]-60[2-1]) = (154 142) | (46 58) 对数==3
154-[对数-1]*60=34 46+[对数-1]*60=166 ===== (166 178) | (34 22)
142-[对数-1]*60=22 58+[对数-1]*60=178 =====

(100-[06 18]+60[2-1]) | (100+[06 18]-60[2-1]) = (154 142) | (46 58) 对数==3
-----------------------------------------------------------------------------------------------
(偶数-互补+60k) | (偶数+互补-60k)
------------------------------------------
([2*T-1]*30 + Y - 互补 + 60k) | ([2*T-1]*30 + Y + 互补 - 60k) 对数==[2T-1]
-------(120[T-1]+30+Y- 互补) | (30+Y+ 互补)
-------(120[T-1]+30+Y- 互补-[t-1])*60 | (30+Y+ 互补+[t-1]*60) t=1 2 3 ...... 对数==[2T-1]
....................................................................................................................
(2*[T-1]*30 + Y - 互补 + 60k) | (2*[T-1]*30 + Y + 互补 - 60k) 对数==2[T-1]
-------(120[T-1]+00+Y- 互补) | (00+Y+ 互补)
-------(120[T-1]+00+Y- 互补-[t-1])*60 | (00+Y+ 互补+[t-1]*60) t=1 2 3 ...... 对数==[2T-1]

( 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