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数学中国»论坛 › 数学中国论坛 › 基础数学 › 哥猜等难题和猜想 › D(5*2^n)的密度系数C的连乘式
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D(5*2^n)的密度系数C的连乘式

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发表于 2024-4-15 11:48 | 显示全部楼层 |阅读模式
D(5*2^n)的密度系数C的连乘式

C2=0.48045301391820142466710252632669
0.4804530139182014246671025263266*1.8679062457376705358424481158545=0.89744118548129639252773668248487
D(5*2^2)=0.89744118548129639252773668248487*20/ln^2(5*2^2)=2

C2=0.54050964065797660275049034211751
0.5405096406579766027504903421175*1.8881945764767620036110080011684=1.0205873720237949516995454235318
D(5*2^3)=1.0205873720237949516995454235318*40/ln^2(5*2^3)=3

C2=0.96090602783640284933420505265333
0.960906027836402849334205052653*0.99916937092315386874764397191258=0.96010787134956521513556914276589
D(5*2^4)=0.96010787134956521513556914276589*80/ln^2(5*2^4)=4

C2=0.75070783424718972604234769738544
0.7507078342471897260423476973854*1.7155401928544281422606847275355=1.2878694627417539382714849224767
D(5*2^5)=1.2878694627417539382714849224767*160/ln^2(5*2^5)=8

C2=1.3512741016449415068762258552937
1.3512741016449415068762258552937*0.8464437326458129395058415583768=1.1437774944239619276634512814388
D(5*2^6)=1.1437774944239619276634512814388*320/ln^2(5*2^6)=11

C2=0.55177025817168444864112555757829
0.5517702581716844486411255575782*2.1281226956632733592765961335536=1.1742348092071453942181890723853
D(5*2^7)=1.1742348092071453942181890723853*640/ln^2(5*2^7)=18

C2=0.96090602783640284933420505265335
0.9609060278364028493342050526533*1.1236872613643267364794705025139
=1.0797578628479610310460364373427
D(5*2^8)=1.0797578628479610310460364373427*1280/ln^2(5*2^8)=27

C2=0.83610085039280755737966474796301
0.836100850392807557379664747963*1.3811292205877417182880425930925
=1.1547633158357663458058439628673
D(5*2^9)=1.1547633158357663458058439628673*2560/ln^2(5*2^9)=48

C2=1.0322232720898858733082280839049
1.03222327208988587330822808390*1.0490066645585147474773244540281
=1.0828090917346874082512911656232
D(5*2^10)=1.0828090917346874082512911656232*5120/ln^2(5*2^10)=76

C2=0.70965349956179653789940680768463
0.7096534995617965378994068076846*1.6544662024009415599624940532496
=1.1740977304405437635023304331051
D(5*2^11)=1.1740977304405437635023304331051*10240/ln^2(5*2^11)=141

C2=0.89521909233977374830549962913211
0.89521909233977374830549962913211*1.257796753121043103823491182416
=1.12600366767693469091215145925
D(5*2^12)=1.1260036676769346909121514592529*20480/ln^2(5*2^12)=234

C2=0.75328839242741444072561826759517
0.753288392427414440725618267595*1.414710261147240548170012049689
=1.065684818370172502825228104815
D(5*2^13)=1.0656848183701725028252281048151*40960/ln^2(5*2^13)=387

C2=0.86788863524921199734177040827415
0.867888635249211997341770408274*1.2079874371466809876037738272056
=1.0483985682234262190869818981685
D(5*2^14)=1.0483985682234262190869818981685*81920/ln^2(5*2^14)=671

C2=0.80495820508145929608837673020428
0.804958205081459296088376730204*1.3051320085675448558296722290427
=1.05057671901089066312595821503
D(5*2^15)=1.05057671901089066312595821503*163840/ln^2(5*2^15)=1194

C2=0.81639476974381882707105312090667
0.816394769743818827071053120906*1.2859792991390756849743648992721
=1.04986677381596320663144563135
D(5*2^16)=1.0498667738159632066314456313548*3276/ln^2(5*2^16)=2133

C2=0.7934519946727584730901007076355
0.79345199467275847309010070763*1.3138997531222037837775675525274
=1.04251637991485750961660992451
D(5*2^17)=1.0425163799148575096166099245118*6553/ln^2(5*2^17)=3809

C2=0.78028161748306046192960190257345
0.780281617483060461929601902573*1.3118814989669129676208906651118
1.02363701796000476276135275043
D(5*2^18)=1.0236370179600047627613527504353*13107/ln^2(5*2^18)=6762

C2=0.78304453755173145439056098253879
0.783044537551731454390560982538*1.3009538063888733075925610496995
=1.0187047716999400767893449080867
D(5*2^19)=1.0187047716999400767893449080867*2621/ln^2(5*2^19)=12226

C2=0.77691662826509698454431442607834
0.776916628265096984544314426078*1.3008580326388421339800409147259
=1.0106582365693367143289040111863
D(5*2^20)=1.0106582365693367143289040111863*5242/ln^2(5*2^20)=22134
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