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发表于 2022-3-19 07:59
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类型十二:p平方型,(p-1)小节,每小节都是1加p-1个0(10…0),末尾再加1。
Φ4(10)=101=101
Φ9(10)=1001001=3×333667
Φ25(10)=100001000010000100001<21>=21401×25601×182521213001<12>
Φ49(10)=1000000100000010000001000000100000010000¬001<43>
=505885997×1976730144598190963568023014679333<34>
Φ121(10)= 10000000000100000000001000000000010000000000100000000001000000000010000000000
1000000000010000000000100000000001<111>
=15973×38237×274187
×597149176209530412360795391497657340159943421992502538230831481682232969649167277637825641074323<96>
Φ169(10)= 100000000000010000000000001000000000000100000000000010000000000001000000000000
1000000000000100000000000010000000000001000000000000100000000000010000000000001<157>
=11831×2709246550432452192307438140153898730002165574677<49>
×31198234389876128002952782212916694331889770402831700346290124318006436464972357735278842644511160852523<104>
类型十三:p立方型,(p-1)小节,每小节都是1加p^2-1个0(10…0),末尾再加1。
Φ8(10)=10001=73×137
Φ27(10)=1000000001000000001<19>=3×757×440334654777631<15>
Φ125(10)= 100000000000000000000000010000000000000000000000001000000000000000000000000
10000000000000000000000001<101>
=751×1797655751<10>×176144543406001<15>
×42051775804956304559810859008305819975199677041099230574273451704628125001<74>
类型十四:20,60,100,140,180型,都分成L和M两个φ因子
Φ20L(10)=3541=3541
Φ20M(10)=27961=27961
Φ60L(10)=255522961=61×4188901
Φ60M(10)=39526741=39526741
Φ100L(10)=99004980069800499001<20>=7019801×14103673319201<14>
Φ100M(10)=101005020070200501001<21>=60101×1680588011350901<16>
Φ140L(10)=3572835377...<24>=421×848654483879497562821<21>
Φ140M(10)=2826886473...<25>=3471301×13489841×60368344121<11>
Φ180L(10)=1105097795...<25>=1105097795002994798105101<25>
Φ180M(10)=9048981950...<24>=181×4999437541453012143121<22>
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