偶数素数对的特殊点的大筛法计算值

小草

n 【】4qn^2      【】实际D(4qn^2)  【】c∑(1,n)qn=D(4qn^2)   
(91)4*3389^2=45941284【D(4*3389^2)=110484【0.83953*131601=110484
(92)4*3461^2=47914084【D(4*3461^2)=114347【0.84662*135062=114347
(93)4*3467^2=48080356【D(4*3467^2)=115029【0.83036*138529=115029
(94)4*3527^2=49758916【D(4*3527^2)=118090【0.83129*142056=118090
(95)4*3539^2=50098084【D(4*3539^2)=118748【0.81560*145595=118748

小草

n 【】4qn^2      【】实际D(4qn^2)  【】c∑(1,n)qn=D(4qn^2)   
(96)4*3557^2=50608996【D(4*3557^2)=119926【0.80405*149152=119926
(97)4*3581^2=51294244【D(4*3581^2)=121070【0.79269*152733=121070
(98)4*3671^2=53904964【D(4*3671^2)=126979【0.81186*156404=126979
(99)4*3767^2=56761156【D(4*3767^2)=132909【0.82979*160171=132909
(100)4*3821^2=58400164【D(4*3821^2)=135695【0.82744*163992=135695

小草

n 【】4qn^2      【】实际D(4qn^2)  【】c∑(1,n)qn=D(4qn^2)   
(101)4*3851^2=59320804【D(4*3851^2)=138255【0.82371*167843=138255
(102)4*3917^2=61371556【D(4*3917^2)=142217【0.82799*171760=142217
(103)4*3929^2=61748164【D(4*3929^2)=143181【0.81496*175689=143181
(104)4*4001^2=64032004【D(4*4001^2)=147390【0.82024*179690=147390
(105)4*4019^2=64609444【D(4*4019^2)=148727【0.80957*183709=148727

小草

n 【】4qn^2      【】实际D(4qn^2)  【】c∑(1,n)qn=D(4qn^2)   
(106)4*4049^2=65577604【D(4*4049^2)=151024【0.80435*187758=151024
(107)4*4091^2=66945124【D(4*4091^2)=153784【0.80158*191849=153784
(108)4*4127^2=68128516【D(4*4127^2)=155849【0.79524*195976=155849
(109)4*4157^2=69122596【D(4*4157^2)=158003【0.78948*200133=158003
(110)4*4217^2=71132356【D(4*4217^2)=161973【0.79262*204350=161973

小草

n 【】4qn^2      【】实际D(4qn^2)  【】c∑(1,n)qn=D(4qn^2)   
(111)4*4229^2=71537764【D(4*4229^2)=162219【0.77773*208579=162219
(112)4*4241^2=71944324【D(4*4241^2)=163597【0.76871*212820=163597
(113)4*4259^2=72556324【D(4*4259^2)=165094【0.76052*217079=165094
(114)4*4271^2=72965764【D(4*4271^2)=165841【0.74922*221350=165841
(115)4*4337^2=75238276【D(4*4337^2)=170065【0.75354*225687=170065

小草

n 【】4qn^2      【】实际D(4qn^2)  【】c∑(1,n)qn=D(4qn^2)   
(116)4*4421^2=78180964【D(4*4421^2)=175322【0.76191*230108=175322
(117)4*4481^2=80317444【D(4*4481^2)=180169【0.76801*234589=180169
(118)4*4517^2=81613156【D(4*4517^2)=183192【0.76615*239106=183192
(119)4*4547^2=82700836【D(4*4547^2)=184654【0.75785*243653=184654
(120)4*4637^2=86007076【D(4*4637^2)=191575【0.77157*248290=191575

小草

n 【】4qn^2      【】实际D(4qn^2)  【】c∑(1,n)qn=D(4qn^2)   
(121)4*4649^2=86452804【D(4*4649^2)=192362【0.76050*252939=192362
(122)4*4721^2=89151364【D(4*4721^2)=197852【0.76788*257660=197852
(123)4*4787^2=91661476【D(4*4787^2)=202578【0.77188*262447=202578
(124)4*4799^2=92121604【D(4*4799^2)=203245【0.76051*267246=203245
(125)4*4931^2=97259044【D(4*4931^2)=213383【0.78398*272177=213383

小草

n 【】4qn^2      【】实际D(4qn^2)  【】c∑(1,n)qn=D(4qn^2)   
(126)4*4967^2=98684356【D(4*4967^2)=215934【0.77914*277144=215934
(127)4*5009^2=100360324【D(4*5009^2)=219991【0.77968*282153=219991
(128)4*5021^2=100841764【D(4*5021^2)=220145【0.76659*287174=220145
(129)4*5099^2=103999204【D(4*5099^2)=226728【0.77574*292273=226728
(130)4*5231^2=109453444【D(4*5231^2)=237004【0.79664*297504=237004