vP首奇数＿ivPc之定义的图示

沟道效应

`````(258∈wP+”)=127×9/91*2`≈25`∈17+241、19+239、29+229、31+227、47+211、59+199、
```````````````````61+197、67+191、79+179、101+157、107+131、109+149、127+131、
```````````````````131+127、149+109、131+107、157+101、179+79、191+67、197+61、
```````````````````199+59、211+47、227+31、229+29、239+19、241+17````````````````````````多1对
`````(260∈wP+”)=128×9/91*48/33`≈18`∈19+241、31+229、37+223、61+199、67+193、
````````````````````````79+181、103+157、109+151、151+109、157+103、181+79、
````````````````````````193+67、199+61、223+37、229+31、241+19```````````````````````````少2对

沟道效应

5势`(262∈wP+”)=129×9/91`≈12`∈23+239、29+233、71+191、83+179、89+173、113+149、
区```````````131+131、149+113、159+103、173+89、179+83、191+71、233+29、239+23```````````多2对
间```(264∈wP+”)=130×9/91*20/9≈28`∈23+241、31+233、37+227、41+223、53+211、
（10）``````````67+197、71+193、73+191、83+181、97+167、101+163、107+157、113+151、
```````````````127+137、137+127、151+113、157+107、163+101、167+97、181+83、
```````````````191+73、193+71、197+67、211+53、223+41、227+37、233+31、241+23````````````无误差
`````(266∈wP+”)=131×9/91`≈12`∈37+229、43+223、67+199、73+193、103+163、109+157、
````````````127+139、139+127、157+109、163+103、193+73、199+67、223+43、229+37````````````多2对

沟道效应

`````(268∈wP+”)=132×9/91`≈13`∈17+251、29+239、41+227、71+197、89+179、101+167、
````````````131+137、137+131、167+101、179+89、197+71、227+41、239+29、251+17``````````````多1对
`````(270∈wP+”)=133×9/91*8/3`≈35`∈19+251、29+241、31+239、37+233、41+229、43+227、
``````47+223、59+211、71+199、73+197、79+191、89+181、97+171、103+167、107+163、113+157、
``````131+139、139+131、157+113、163+107、167+103、171+97、181+89、191+79、197+73、
``````199+71、211+59、223+47、227+43、229+41、233+37、239+31、241+29、251+19``````````````少1对

沟道效应

5势`(272∈wP+”)=134×9/91`≈13`∈31+241、43+229、61+211、73+199、79+193、109+163、
区````````````````````````````163+109、193+79、199+73、211+61、229+43、241+31``````````````少1对
间```(274∈wP+”)=135×9/91`≈13`∈17+257、23+251、41+233、47+227、83+191、101+173、
（11）``107+167、137+137、167+107、173+101、191+83、227+47、233+41、251+33、257+17``````````多2对
`````(276∈wP+”)=136×9/91*2`≈26`∈19+257、37+239、43+233、47+229、53+223、79+197、
``````````````````````83+193、97+179、103+173、109+167、113+163、127+149、137+139、
``````````````````````139+137、149+127、163+113、167+109、173+103、179+97、193+83、
``````````````````````197+79、223+53、229+47、233+43、239+37、257+19``````````````````````无误差

沟道效应

`````(278∈wP+”)=137×9/91`≈13`∈37+241、67+211、79+199、97+181、127+151、139+139、
`````````````````````````````````151+127、181+97、199+79、211+67、241+37``````````````````少2对
`````(280∈wP+”)=138×9/91*8/5`≈21`∈17+263、23+257、29+251、41+239、47+233、83+197、
````````````89+191、101+179、107+173、113+167、131+149、149+131、167+113、173+107、
`````````179+101、191+89、197+83、233+47、239+41、251+29、257+23、263+17```````````````````多1对

沟道效应

5势`(282∈wP+”)=139×9/91*2`≈27`∈19+263、31+251、41+241、43+239、53+229、59+223、
区```71+211、83+199、89+193、101+181、109+173、131+151、151+131、173+109、181+101、
间`````193+89、199+83、211+71、223+59、229+53、239+43、241+41、251+31、263+19`````````````少3对
（12）`(284∈wP+”)=140×9/91`≈13`∈43+241、61+223、73+211、103+181、127+157
`````````````````````````````````157+127、181+103、211+73、223+61、241+43`````````````````少3对
`````(286∈wP+”)=141×9/91*120/99≈16`∈17+269、23+263、29+257、47+239、53+233、
`````````````59+227、89+197、107+179、113+173、137+149、149+137、173+113、
`````````````179+107、197+89、227+59、233+53、239+47、257+29、263+23、269+17`````````````多4对
末```(288∈wP+”)=142×9/91*2`≈28`∈17+271、19+269、31+257、37+251、47+241、59+229、
````````````61+227、89+199、97+191、107+181、09+179、131+157、137+151、139+149、
````````````1149+139、151+137、157+131、179+109、181+107、191+97、199+89、
``````````````227+61、229+59、241+47、251+37、257+31、269+19、271+17`````````````````````无误差

沟道效应

按5势系数继续进行计算，当有
G (290+”)=143×9/91*4/3≈18，但实际上290属于第6势区间偶数，计算数对应缩小为16，
其差别，可见于第6势区间（17^2与19^2区间）的第一个G (290)的实际计算——
     偶数∈wP+”的发展趋势大于10对以上，本文就不再一一地作验证了，而改为用16区间作验证的一个
统计表来分析其呈现出的共性

沟道效应

``若说进行更大k势力的验证就无新的发现，那也不尽其然，例如，为了表现有序偶数2N含vP作
质因数的规律性，我们变换一下验证登记表的内容，将又有一个很有兴趣的发现，发现所谓3x+1猜想
成立的内在原因，与“有序偶数2N含vP作质因数的规律性”密切相关。为此，本文下面我们就来推
出16势区间诸连续偶数的wP+验证新型性登记表如下——

沟道效应

区间∣2N含奇质因数3至59的谱性排列显示表``∣N-2 ∣计算式∣据vP因数`∣wP+```∣wP+````∣计
2N``∣```````````````````````````````````∣`的`∣的下界∣得`到`的`∣的计``∣`的````∣算
的``∣`5`11``17`23`31`41`47`59```````````∣有序∣恒定系∣上`浮`增`∣算取``∣实迹```∣误
数列`3``7``13`19`29`37`43`53`````````````∣数列∣数`值`∣量`比`分`∣整值``∣对数```∣差
3482``````````````````````````````````````1739×0.0474``````````````≈82…``=85``````-3
3484```````13`````````````````````````````1740×0.0474`*`12/11``````≈89…``=88``````+1
3486`3``7`````````````````````````````````1741×0.0474`*`12/5```````≈198…`=192`````+6
3488``````````````````````````````````````1742×0.0474``````````````≈82…``=80``````+2
3490```5``````````````````````````````````1743×0.0474`*`4/3````````≈110…`=108`````+2
3492`3````````````````````````````````````1744×0.0474`*`2``````````≈165…`=156`````+9
3494``````````````````````````````````````1745×0.0474``````````````≈82…``=82```````0
3496`````````19`23````````````````````````1746×0.0474`*`39/35``````≈92…``=94``````-2
3498`3```11```````````````53``````````````1747×0.0474`*`1040/459```≈187…`=190`````-3
3500``5`7`````````````````````````````````1748×0.0474`*`24/15``````≈132…`=122````+10

沟道效应

区间 ∣2N含奇质因数3至59的谱性排列显示表∣`N-2∣计算式∣据vP因数 `∣wP+``∣wP+``∣计
2N```∣`````````````````````````````````∣`的`∣的下界∣得`到`的``∣的计`∣`的``∣算
的```∣``5`11`17`23`31`41`47``59````````∣有序∣恒定系∣上`浮`增``∣算取`∣实迹`∣误
数列```3``7`13`19`29`37`43`53```````````∣数列∣数`值`∣量`比`分``∣整值`∣对数`∣差
3502```````````````````17````````````````1749×0.0474`*`16/15`````≈88…```=98````-10
3504``3``````````````````````````````````1750×0.0474`*`2`````````≈165…``=156````+9
3506`````````````````````````````````````1751×0.0474`````````````≈82…```=73`````+9
3508`````````````````````````````````````1752×0.0474`````````````≈83…```=84`````-1
3510``3`5```13```````````````````````````1753×0.0474`*`96/33`````≈241````=230```+11
3512`````````````````````````````````````1754×0.0474`````````````≈83…```=74`````+9
3514`````7```````````````````````````````1755×0.0474`*`6/5```````≈99…```=92`````+7
3516``3``````````````````````````````````1756×0.0474`*`2`````````≈166…``=162````+4
3518`````````````````````````````````````1757×0.0474`````````````≈83…```=83``````0
3520```5```11````````````````````````````1758×0.0474`*`40/27`````≈123…``=132````-9