# This b-file was computed by Antti Karttunen, 2019-01-18 # in GP/PARI CALCULATOR Version 2.9.4 (released) amd64 running linux (x86-64/GMP-6.1.2 kernel) 64-bit version, compiled: Dec 19 2017, gcc version 7.3.0 (Ubuntu 7.3.0-1ubuntu1), threading engine: pthread # with the following program: # # \\ This is from _Max Alekseyev_'s PARI-script collection http://home.gwu.edu/~maxal/gpscripts/ # # { invphi(N) = local(P, L, p, l, D, r, t); # P=Set(); # L=listcreate(); # # fordiv(N,n, # p = n+1; # if( !ispseudoprime(p), next ); # # l=setsearch(P, p); # if(l==0, # l=setsearch(P, p, 1); # P=setunion(P, [p]); # listinsert(L, [], l); # ); # L[l] = concat(L[l], vector(valuation(N,p)+1,i,[n*p^(i-1),p^i]) ); # ); # # \\ dynamic programming # D = Set(divisors(N)); # r = vector(#D,i,[]); # r[setsearch(D,1)] = [1]; # for(i=1,#L, # t = r; \\ stands for 1 in (1 + terms of L) # for(j=1,#(L[i]), # fordiv(N/L[i][j][1],n, # l = setsearch(D,n*L[i][j][1]); # t[l] = vecsort(concat(t[l],r[setsearch(D,n)]*L[i][j][2]),,8); # ); # ); # r = t; # ); # listkill(L); # r[setsearch(D,N)] # }; # # A323169(n) = gcd(invphi(n)); \\ With invphi from _Max Alekseyev_'s PARI-script collection # for(n=1,16384,write("b323169.txt", n, " ", A323169(n))); # 1 1 2 1 3 0 4 1 5 0 6 1 7 0 8 1 9 0 10 11 11 0 12 1 13 0 14 0 15 0 16 1 17 0 18 1 19 0 20 1 21 0 22 23 23 0 24 1 25 0 26 0 27 0 28 29 29 0 30 31 31 0 32 1 33 0 34 0 35 0 36 1 37 0 38 0 39 0 40 1 41 0 42 1 43 0 44 23 45 0 46 47 47 0 48 1 49 0 50 0 51 0 52 53 53 0 54 81 55 0 56 29 57 0 58 59 59 0 60 1 61 0 62 0 63 0 64 1 65 0 66 67 67 0 68 0 69 0 70 71 71 0 72 1 73 0 74 0 75 0 76 0 77 0 78 79 79 0 80 1 81 0 82 83 83 0 84 1 85 0 86 0 87 0 88 1 89 0 90 0 91 0 92 47 93 0 94 0 95 0 96 1 97 0 98 0 99 0 100 1 101 0 102 103 103 0 104 53 105 0 106 107 107 0 108 1 109 0 110 121 111 0 112 1 113 0 114 0 115 0 116 59 117 0 118 0 119 0 120 1 121 0 122 0 123 0 124 0 125 0 126 127 127 0 128 1 129 0 130 131 131 0 132 1 133 0 134 0 135 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