D(19*2^n)的密度系数C的连乘式
D(19*2^n)的密度系数C的连乘式C2=0.48045301391820142466710252632669
0.48045301391820142466710252632669*2.5681972508714042888998164195567
D(19*2^2)=1.233898109517605440719298787032*76/ln^2(19*2^2)=5
C2=0.54050964065797660275049034211751
0.54050964065797660275049034211751*1.2288293155586553492131987935222
D(19*2^3)=0.66419409178259614009879467493721*152/ln^2(19*2^3)=4
C2=0.96090602783640284933420505265333
0.96090602783640284933420505265333*1.1188866491286132757640014353436
D(19*2^4)=1.0751449256133587762470150916117*304/ln^2(19*2^4)=10
C2=0.75070783424718972604234769738544
0.75070783424718972604234769738544*1.1703306556008306905289455152538
D(19*2^5)=0.87857639181919329042463951426876*608/ln^2(19*2^5)=13
C2=1.3512741016449415068762258552937
1.3512741016449415068762258552937*0.64485976161891070525559434624883
D(19*2^6)=0.87138229506856469422587328994416*1216/ln^2(19*2^6)=21
C2=0.55177025817168444864112555757829
0.55177025817168444864112555757829*1.630709430904591193931846235957
D(19*2^7)=0.89977696369322690599904120496305*2432/ln^2(19*2^7)=36
C2=0.96090602783640284933420505265335
0.96090602783640284933420505265335*0.8789749709447365495124967342899
D(19*2^8)=0.84461234789812440454536977180923*4864/ln^2(19*2^8)=57
C2=0.83610085039280755737966474796301
0.83610085039280755737966474796301*1.067829233289025981260074877092
D(19*2^9)=0.89281293002725431143049516313274*9728/ln^2(19*2^9)=103
C2=1.0322232720898858733082280839049
1.0322232720898858733082280839049*0.84503823651989550425845436698129
D(19*2^10)=0.87226813354163343037218750608607*19456/ln^2(19*2^10)=174
C2=0.70965349956179653789940680768463
0.70965349956179653789940680768463*1.2418840033189312642440207337313
D(19*2^11)=0.88130732900509331814849392125397*38912/ln^2(19*2^11)=307
C2=0.89521909233977374830549962913211
0.89521909233977374830549962913211*0.9503301025299645726101390693926
D(19*2^12)=0.85075365181003900854837260671432*77824/ln^2(19*2^12)=522
C2=0.75328839242741444072561826759517
0.75328839242741444072561826759517*1.1093314641823085352563085756278
D(19*2^13)=0.83564651532304107871391263052306*155648/ln^2(19*2^13)=910
C2=0.86788863524921199734177040827415
0.86788863524921199734177040827415*0.94449825965946105498343138970524
D(19*2^14)=0.81971930557110551762079060170162*311296/ln^2(19*2^14)=1595
C2=0.80495820508145929608837673020428
0.80495820508145929608837673020428*1.0300065854971314804781279573016
D(19*2^15)=0.82911225228385360059565517680408*622592/ln^2(19*2^15)=2900
C2=0.81639476974381882707105312090667
0.81639476974381882707105312090667*0.99479637928167720816121407953876
D(19*2^16)=0.81214656100564952630116691420632*1245184/ln^2(19*2^16)=5134
C2=0.7934519946727584730901007076355
0.7934519946727584730901007076355*1.0125563115755345844205516724533
D(19*2^17)=0.80341482513809903571774897045534*2490368/ln^2(19*2^17)=9224
C2=0.78028161748306046192960190257345
0.78028161748306046192960190257345*1.034244554029458365715410672765
D(19*2^18)=0.80700201349115229125224327243897*4980736/ln^2(19*2^18)=16902
C2=0.78304453755173145439056098253879
0.78304453755173145439056098253879*1.0139366167765188162337022863224
D(19*2^19)=0.79395752919053633316346109140843*9961472/ln^2(19*2^19)=30458
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