D(31*2^n)的密度系数C的连乘式

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D(31*2^n)的密度系数C的连乘式


C2=0.48045301391820142466710252632669
0.48045301391820142466710252632669*1.950034125943485016095553262289
D(31*2^2)=0.93689977305289295629423803791049*124/ln^2(31*2^2)=5

C2=0.54050964065797660275049034211751
0.54050964065797660275049034211751*1.3606287944983264261673541527553
D(31*2^3)=0.73543298078318630901870705891264*248/ln^2(31*2^3)=6

C2=0.96090602783640284933420505265333
0.96090602783640284933420505265333*1.0507149297825575403700854827814
D(31*2^4)=1.0096383095657623011240312666134*496/ln^2(31*2^4)=13

C2=0.75070783424718972604234769738544
0.75070783424718972604234769738544*0.83104407381571344224263484677266
D(31*2^5)=0.62387129681815591032627529150801*992/ln^2(31*2^5)=13

C2=1.3512741016449415068762258552937
1.3512741016449415068762258552937*0.68814002469673651652827933877092
D(31*2^6)=0.92986579367801049847537882853122*1984/ln^2(31*2^6)=32

C2=0.55177025817168444864112555757829
0.55177025817168444864112555757829*1.6306662475790856671792867585295
D(31*2^7)=0.89975313641856400961692565332745*3968/ln^2(31*2^7)=52

C2=0.96090602783640284933420505265335
0.96090602783640284933420505265335*0.9832687620002398295205656489934
D(31*2^8)=0.94482888038926782183008097303788*7936/ln^2(31*2^8)=93

C2=0.83610085039280755737966474796301
0.83610085039280755737966474796301*0.95875836772596200933543106244807
D(31*2^9)=0.8016186865768969356168113828312*15872/ln^2(31*2^9)=136

C2=1.0322232720898858733082280839049
1.0322232720898858733082280839049*0.79351866457595895133572409142174
D(31*2^10)=0.81908843241299295943723887481457*31744/ln^2(31*2^10)=242

C2=0.70965349956179653789940680768463
0.70965349956179653789940680768463*1.1210186606556073711663217016256
D(31*2^11)=0.79553481560832980739532209220634*63488/ln^2(31*2^11)=413

C2=0.89521909233977374830549962913211
0.89521909233977374830549962913211*0.94400735551790685911189741780871
D(31*2^12)=0.84509340796881068576700632441192*126976/ln^2(31*2^12)=777

C2=0.75328839242741444072561826759517
0.75328839242741444072561826759517*1.0597650545600550904594888339313
D(31*2^13)=0.79830871430029505461898316065969*253952/ln^2(31*2^13)=1309

C2=0.86788863524921199734177040827415
0.86788863524921199734177040827415*0.94800543160547697409726347056155
D(31*2^14)=0.82276314024491759667445238695924*507904/ln^2(31*2^14)=2421

C2=0.80495820508145929608837673020428
0.80495820508145929608837673020428*0.98004225994370535463660150805022
D(31*2^15)=0.78889305846826201594904334543636*1015808/ln^2(31*2^15)=4189

C2=0.81639476974381882707105312090667
0.81639476974381882707105312090667*0.97630624333091069106597298809689
D(31*2^16)=0.79705131072359158896897954999738*2031616/ln^2(31*2^16)=7676

C2=0.7934519946727584730901007076355
0.7934519946727584730901007076355*0.99797813610657944472343040575426
D(31*2^17)=0.79184774273356710395958572271923*4063232/ln^2(31*2^17)=13894

C2=0.78028161748306046192960190257345
0.78028161748306046192960190257345*1.0070951516054070463895268842021
D(31*2^18)=0.78581783385401500524158443599666*8126464/ln^2(31*2^18)=25226