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Factorization of PMP 6(1)w6(1)w6
Maintained by Patrick De Geest
rood Palindromic Merlon Primes

 1(2)1(2)1   1(4)1(4)1   1(5)1(5)1   1(7)1(7)1   1(8)1(8)1   3(1)3(1)3   3(2)3(2)3 
 3(4)3(4)3   3(5)3(5)3   3(7)3(7)3   3(8)3(8)3   7(1)7(1)7   7(2)7(2)7   7(4)7(4)7 
 7(5)7(5)7   7(8)7(8)7   9(1)9(1)9   9(2)9(2)9   9(4)9(4)9   9(5)9(5)9   9(7)9(7)9   9(8)9(8)9 
 1(0)1(0)1   1(3)1(3)1   1(6)1(6)1   1(9)1(9)1   2(1)2(1)2   2(3)2(3)2   2(5)2(5)2   2(7)2(7)2 
 2(9)2(9)2   4(1)4(1)4   4(3)4(3)4   4(5)4(5)4   4(7)4(7)4   4(9)4(9)4   5(1)5(1)5   5(2)5(2)5 
 5(3)5(3)5   5(4)5(4)5   5(6)5(6)5   5(7)5(7)5   5(8)5(8)5   5(9)5(9)5   6(1)6(1)6   6(5)6(5)6 
 6(7)6(7)6   7(3)7(3)7   7(6)7(6)7   7(9)7(9)7   8(1)8(1)8   8(3)8(3)8   8(5)8(5)8   8(7)8(7)8   8(9)8(9)8  

6(1)w6(1)w6



[ _W_ ] = formulae and info
        = prime factors

[ 000 ] = 1*(10^3-1)/9+5*10^2+5*10^1+5 = 6(1)06(1)06 = {  } = ( # )
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[ 001 ] = 1*(10^5-1)/9+5*10^4+5*10^2+5 = 6(1)16(1)16 = {  } = ( # )
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[ 002 ] = 1*(10^7-1)/9+5*10^6+5*10^3+5 = 6(1)26(1)26 = {  } = ( # )
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[ 003 ] = 1*(10^9-1)/9+5*10^8+5*10^4+5 = 6(1)36(1)36 = {  } = ( # )
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[ 004 ] = 1*(10^11-1)/9+5*10^10+5*10^5+5 = 6(1)46(1)46 = {  } = ( # )
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[ 005 ] = 1*(10^13-1)/9+5*10^12+5*10^6+5 = 6(1)56(1)56 = {  } = ( # )
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[ 006 ] = 1*(10^15-1)/9+5*10^14+5*10^7+5 = 6(1)66(1)66 = {  } = ( # )
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[ 007 ] = 1*(10^17-1)/9+5*10^16+5*10^8+5 = 6(1)76(1)76 = {  } = ( # )
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[ 008 ] = 1*(10^19-1)/9+5*10^18+5*10^9+5 = 6(1)86(1)86 = {  } = ( # )
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[ 009 ] = 1*(10^21-1)/9+5*10^20+5*10^10+5 = 6(1)96(1)96 = {  } = ( # )
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[ 010 ] = 1*(10^23-1)/9+5*10^22+5*10^11+5 = 6(1)106(1)106 = {  } = ( # )
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[ 011 ] = 1*(10^25-1)/9+5*10^24+5*10^12+5 = 6(1)116(1)116 = {  } = ( # )
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[ 012 ] = 1*(10^27-1)/9+5*10^26+5*10^13+5 = 6(1)126(1)126 = {  } = ( # )
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[ 013 ] = 1*(10^29-1)/9+5*10^28+5*10^14+5 = 6(1)136(1)136 = {  } = ( # )
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[ 014 ] = 1*(10^31-1)/9+5*10^30+5*10^15+5 = 6(1)146(1)146 = {  } = ( # )
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[ 015 ] = 1*(10^33-1)/9+5*10^32+5*10^16+5 = 6(1)156(1)156 = {  } = ( # )
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[ 016 ] = 1*(10^35-1)/9+5*10^34+5*10^17+5 = 6(1)166(1)166 = {  } = ( # )
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[ 017 ] = 1*(10^37-1)/9+5*10^36+5*10^18+5 = 6(1)176(1)176 = {  } = ( # )
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[ 018 ] = 1*(10^39-1)/9+5*10^38+5*10^19+5 = 6(1)186(1)186 = {  } = ( # )
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[ 019 ] = 1*(10^41-1)/9+5*10^40+5*10^20+5 = 6(1)196(1)196 = {  } = ( # )
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[ 020 ] = 1*(10^43-1)/9+5*10^42+5*10^21+5 = 6(1)206(1)206 = {  } = ( # )
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[ 021 ] = 1*(10^45-1)/9+5*10^44+5*10^22+5 = 6(1)216(1)216 = {  } = ( # )
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[ 022 ] = 1*(10^47-1)/9+5*10^46+5*10^23+5 = 6(1)226(1)226 = {  } = ( # )
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[ 023 ] = 1*(10^49-1)/9+5*10^48+5*10^24+5 = 6(1)236(1)236 = {  } = ( # )
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[ 024 ] = 1*(10^51-1)/9+5*10^50+5*10^25+5 = 6(1)246(1)246 = {  } = ( # )
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[ 025 ] = 1*(10^53-1)/9+5*10^52+5*10^26+5 = 6(1)256(1)256 = {  } = ( # )
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[ 026 ] = 1*(10^55-1)/9+5*10^54+5*10^27+5 = 6(1)266(1)266 = {  } = ( # )
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[ 027 ] = 1*(10^57-1)/9+5*10^56+5*10^28+5 = 6(1)276(1)276 = {  } = ( # )
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[ 028 ] = 1*(10^59-1)/9+5*10^58+5*10^29+5 = 6(1)286(1)286 = {  } = ( # )
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[ 029 ] = 1*(10^61-1)/9+5*10^60+5*10^30+5 = 6(1)296(1)296 = {  } = ( # )
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[ 030 ] = 1*(10^63-1)/9+5*10^62+5*10^31+5 = 6(1)306(1)306 = {  } = ( # )
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[ 031 ] = 1*(10^65-1)/9+5*10^64+5*10^32+5 = 6(1)316(1)316 = {  } = ( # )
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[ 032 ] = 1*(10^67-1)/9+5*10^66+5*10^33+5 = 6(1)326(1)326 = {  } = ( # )
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[ 033 ] = 1*(10^69-1)/9+5*10^68+5*10^34+5 = 6(1)336(1)336 = {  } = ( # )
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[ 034 ] = 1*(10^71-1)/9+5*10^70+5*10^35+5 = 6(1)346(1)346 = {  } = ( # )
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[ 035 ] = 1*(10^73-1)/9+5*10^72+5*10^36+5 = 6(1)356(1)356 = {  } = ( # )
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[ 036 ] = 1*(10^75-1)/9+5*10^74+5*10^37+5 = 6(1)366(1)366 = {  } = ( # )
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[ 037 ] = 1*(10^77-1)/9+5*10^76+5*10^38+5 = 6(1)376(1)376 = {  } = ( # )
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[ 038 ] = 1*(10^79-1)/9+5*10^78+5*10^39+5 = 6(1)386(1)386 = {  } = ( # )
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[ 039 ] = 1*(10^81-1)/9+5*10^80+5*10^40+5 = 6(1)396(1)396 = {  } = ( # )
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[ 040 ] = 1*(10^83-1)/9+5*10^82+5*10^41+5 = 6(1)406(1)406 = {  } = ( # )
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[ 041 ] = 1*(10^85-1)/9+5*10^84+5*10^42+5 = 6(1)416(1)416 = {  } = ( # )
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[ 042 ] = 1*(10^87-1)/9+5*10^86+5*10^43+5 = 6(1)426(1)426 = {  } = ( # )
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[ 043 ] = 1*(10^89-1)/9+5*10^88+5*10^44+5 = 6(1)436(1)436 = {  } = ( # )
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[ 044 ] = 1*(10^91-1)/9+5*10^90+5*10^45+5 = 6(1)446(1)446 = {  } = ( # )
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[ 045 ] = 1*(10^93-1)/9+5*10^92+5*10^46+5 = 6(1)456(1)456 = {  } = ( # )
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[ 046 ] = 1*(10^95-1)/9+5*10^94+5*10^47+5 = 6(1)466(1)466 = {  } = ( # )
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[ 047 ] = 1*(10^97-1)/9+5*10^96+5*10^48+5 = 6(1)476(1)476 = {  } = ( # )
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[ 048 ] = 1*(10^99-1)/9+5*10^98+5*10^49+5 = 6(1)486(1)486 = {  } = ( # )
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[ 049 ] = 1*(10^101-1)/9+5*10^100+5*10^50+5 = 6(1)496(1)496 = {  } = ( # )
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[ 050 ] = 1*(10^103-1)/9+5*10^102+5*10^51+5 = 6(1)506(1)506 = {  } = ( # )
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[ 051 ] = 1*(10^105-1)/9+5*10^104+5*10^52+5 = 6(1)516(1)516 = {  } = ( # )
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[ 052 ] = 1*(10^107-1)/9+5*10^106+5*10^53+5 = 6(1)526(1)526 = {  } = ( # )
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[ 053 ] = 1*(10^109-1)/9+5*10^108+5*10^54+5 = 6(1)536(1)536 = {  } = ( # )
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[ 054 ] = 1*(10^111-1)/9+5*10^110+5*10^55+5 = 6(1)546(1)546 = {  } = ( # )
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[ 055 ] = 1*(10^113-1)/9+5*10^112+5*10^56+5 = 6(1)556(1)556 = {  } = ( # )
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[ 056 ] = 1*(10^115-1)/9+5*10^114+5*10^57+5 = 6(1)566(1)566 = {  } = ( # )
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[ 057 ] = 1*(10^117-1)/9+5*10^116+5*10^58+5 = 6(1)576(1)576 = {  } = ( # )
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[ 058 ] = 1*(10^119-1)/9+5*10^118+5*10^59+5 = 6(1)586(1)586 = {  } = ( # )
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[ 059 ] = 1*(10^121-1)/9+5*10^120+5*10^60+5 = 6(1)596(1)596 = {  } = ( # )
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[ 060 ] = 1*(10^123-1)/9+5*10^122+5*10^61+5 = 6(1)606(1)606 = {  } = ( # )
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[ 061 ] = 1*(10^125-1)/9+5*10^124+5*10^62+5 = 6(1)616(1)616 = {  } = ( # )
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[ 062 ] = 1*(10^127-1)/9+5*10^126+5*10^63+5 = 6(1)626(1)626 = {  } = ( # )
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[ 063 ] = 1*(10^129-1)/9+5*10^128+5*10^64+5 = 6(1)636(1)636 = {  } = ( # )
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[ 064 ] = 1*(10^131-1)/9+5*10^130+5*10^65+5 = 6(1)646(1)646 = {  } = ( # )
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[ 065 ] = 1*(10^133-1)/9+5*10^132+5*10^66+5 = 6(1)656(1)656 = {  } = ( # )
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[ 066 ] = 1*(10^135-1)/9+5*10^134+5*10^67+5 = 6(1)666(1)666 = {  } = ( # )
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[ 067 ] = 1*(10^137-1)/9+5*10^136+5*10^68+5 = 6(1)676(1)676 = {  } = ( # )
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[ 068 ] = 1*(10^139-1)/9+5*10^138+5*10^69+5 = 6(1)686(1)686 = {  } = ( # )
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[ 069 ] = 1*(10^141-1)/9+5*10^140+5*10^70+5 = 6(1)696(1)696 = {  } = ( # )
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[ 070 ] = 1*(10^143-1)/9+5*10^142+5*10^71+5 = 6(1)706(1)706 = {  } = ( # )
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[ 071 ] = 1*(10^145-1)/9+5*10^144+5*10^72+5 = 6(1)716(1)716 = {  } = ( # )
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[ 072 ] = 1*(10^147-1)/9+5*10^146+5*10^73+5 = 6(1)726(1)726 = {  } = ( # )
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[ 073 ] = 1*(10^149-1)/9+5*10^148+5*10^74+5 = 6(1)736(1)736 = {  } = ( # )
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[ 074 ] = 1*(10^151-1)/9+5*10^150+5*10^75+5 = 6(1)746(1)746 = {  } = ( # )
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[ 075 ] = 1*(10^153-1)/9+5*10^152+5*10^76+5 = 6(1)756(1)756 = {  } = ( # )
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[ 076 ] = 1*(10^155-1)/9+5*10^154+5*10^77+5 = 6(1)766(1)766 = {  } = ( # )
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[ 077 ] = 1*(10^157-1)/9+5*10^156+5*10^78+5 = 6(1)776(1)776 = {  } = ( # )
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[ 078 ] = 1*(10^159-1)/9+5*10^158+5*10^79+5 = 6(1)786(1)786 = {  } = ( # )
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[ 079 ] = 1*(10^161-1)/9+5*10^160+5*10^80+5 = 6(1)796(1)796 = {  } = ( # )
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[ 080 ] = 1*(10^163-1)/9+5*10^162+5*10^81+5 = 6(1)806(1)806 = {  } = ( # )
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[ 081 ] = 1*(10^165-1)/9+5*10^164+5*10^82+5 = 6(1)816(1)816 = {  } = ( # )
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[ 082 ] = 1*(10^167-1)/9+5*10^166+5*10^83+5 = 6(1)826(1)826 = {  } = ( # )
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[ 083 ] = 1*(10^169-1)/9+5*10^168+5*10^84+5 = 6(1)836(1)836 = {  } = ( # )
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[ 084 ] = 1*(10^171-1)/9+5*10^170+5*10^85+5 = 6(1)846(1)846 = {  } = ( # )
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[ 085 ] = 1*(10^173-1)/9+5*10^172+5*10^86+5 = 6(1)856(1)856 = {  } = ( # )
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[ 086 ] = 1*(10^175-1)/9+5*10^174+5*10^87+5 = 6(1)866(1)866 = {  } = ( # )
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[ 087 ] = 1*(10^177-1)/9+5*10^176+5*10^88+5 = 6(1)876(1)876 = {  } = ( # )
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[ 088 ] = 1*(10^179-1)/9+5*10^178+5*10^89+5 = 6(1)886(1)886 = {  } = ( # )
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[ 089 ] = 1*(10^181-1)/9+5*10^180+5*10^90+5 = 6(1)896(1)896 = {  } = ( # )
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[ 090 ] = 1*(10^183-1)/9+5*10^182+5*10^91+5 = 6(1)906(1)906 = {  } = ( # )
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[ 091 ] = 1*(10^185-1)/9+5*10^184+5*10^92+5 = 6(1)916(1)916 = {  } = ( # )
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[ 092 ] = 1*(10^187-1)/9+5*10^186+5*10^93+5 = 6(1)926(1)926 = {  } = ( # )
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[ 093 ] = 1*(10^189-1)/9+5*10^188+5*10^94+5 = 6(1)936(1)936 = {  } = ( # )
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[ 094 ] = 1*(10^191-1)/9+5*10^190+5*10^95+5 = 6(1)946(1)946 = {  } = ( # )
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[ 095 ] = 1*(10^193-1)/9+5*10^192+5*10^96+5 = 6(1)956(1)956 = {  } = ( # )
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[ 096 ] = 1*(10^195-1)/9+5*10^194+5*10^97+5 = 6(1)966(1)966 = {  } = ( # )
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[ 097 ] = 1*(10^197-1)/9+5*10^196+5*10^98+5 = 6(1)976(1)976 = {  } = ( # )
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[ 098 ] = 1*(10^199-1)/9+5*10^198+5*10^99+5 = 6(1)986(1)986 = {  } = ( # )
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[ 099 ] = 1*(10^201-1)/9+5*10^200+5*10^100+5 = 6(1)996(1)996 = {  } = ( # )
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[ 100 ] = 1*(10^203-1)/9+5*10^202+5*10^101+5 = 6(1)1006(1)1006 = {  } = ( # )
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