# /* Jonathan Frech, 12th of September 2019 */ # /* Generates the first 476 terms in the OEIS sequence A055474. */ # #include # #include # #include # #define N_TRITS 996 # typedef uint8_t trit; # void set_zero(trit *n) { # for (size_t t = 0; t < N_TRITS; t++) n[t] = 0; } # void set(trit *n, trit *m) { # for (size_t t = 0; t < N_TRITS; t++) n[t] = m[t]; } # void shift_left(trit *n, size_t shift) { # for (size_t t = N_TRITS-shift; t < N_TRITS; t++) # if (n[t] != 0) fprintf(stderr, "Overflow.\n"), exit(EXIT_FAILURE); # for (size_t t = shift; t < N_TRITS; t++) # n[N_TRITS-1-t+shift] = n[N_TRITS-1-t]; # for (size_t t = 0; t < shift; t++) n[t] = 0; } # void print(trit *n) { # for (size_t t = 0, nz = 0; t < N_TRITS; t++) { # nz += n[N_TRITS-1-t] != 0; # if (nz > 0 || t == N_TRITS-1) putchar('0' + n[N_TRITS-1-t]); }} # void add(trit *n, trit *m) { # trit carry = 0; # for (size_t t = 0; t < N_TRITS; t++) # n[t] += m[t] + carry, carry = n[t] / 3, n[t] %= 3; # if (carry != 0) fprintf(stderr, "Overflow.\n"), exit(EXIT_FAILURE); } # int main() { # trit n[N_TRITS], m[N_TRITS]; # set_zero(n); n[0] = 1; # for (size_t k = 0; ; k++) { # printf("%ld ", k); print(n); printf("\n"); # set(m, n); shift_left(m, 2); add(n, m); }} 0 1 1 101 2 10201 3 1101001 4 111201101 5 12002011201 6 1212210202001 7 200211001102101 8 20222011112012201 9 2120200200021010001 10 221210220202122010101 11 100120010011122100020201 12 10112121011201102102111001 13 1022101222202012020020211101 14 111010001220110221022112021201 15 11212010201001210101011021212001 16 1210120101001122220202120220112101 17 122222200201121122011121220002022201 18 20122212221021011100201020220212020001 19 2110121212100122121121010120012121020101 20 220200020122120112010222022122002000100201 21 100010202110111202020110202012022202010121001 22 10101101120122002111101201110222020110022221101 23 1020211220210022220221222012210201101120022101201 24 110112111011220022020121201011001011220200002222001 25 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