(* rulefit 1RB0LC_1RC0RA_1RD0RF_0LE---_1LB1LA_1LD1RA hub: record L:C (direct, 158 transitions observed), 1 validated rule(s), coverage 61%, closed C0(a,b,c,d) := 0^inf C0(a+2, b, c+2, d) steps 6a+20b+6c+16 [21/21 sims, 96 obs] killed by validation: 1 fitted case(s) *) (* rulefit 1RB0LC_1RC0RA_1RD0RF_0LE---_1LB1LA_1LD1RA hub: record L:A (direct, 158 transitions observed), 2 validated rule(s), coverage 23%, closed A0(a,b,c,d) := 0^inf A0(5n+3, b, c+2, d) steps 20b+6c+30n+16 [21/21 sims, 19 obs] A0(5n+2, b+3, 2b+5n+3, 38b-5n+17) --> A0(5n+4, b+3, 2b+5n+5, 38b-5n+15) steps ? if 38b-5n >= -15 [19/19 sims, 18 obs] killed by validation: 4 fitted case(s) *) (* rulefit 1RB0LC_1RC0RA_1RD0RF_0LE---_1LB1LA_1LD1RA hub: qsim edge A:R (qsim, 11 transitions observed), 1 validated rule(s), coverage 18% A0(a,b,c,d,e) := 0^inf 10^a 101^b 10^c 101^d 10^e A> 0^inf A1(a,b,c,d,e,f,g) := 0^inf 10^a 101^b 10^c 101^d 10^e 101^f 10^g A> 0^inf start: A0(1, 5, 2, 2, 3) (first visit, step 690) A0(60n+8, b, c, d, e) --> A1(55n+13, 37n+15, 40n+8, 39n+18, 26n+6, 3n+2, -16n+19) steps ? if 60n+8 <= 79 [1/1 sims, 2 obs] killed by validation: 3 fitted case(s) uncovered cases probed: 108 (no rule yet) *) (* low-level rules: sligocki prover (block size 6, 2000 loops), normalised to plain tapes, re-verified by direct simulation: 1/1 OK [0] 0^inf 10^(3a+9) 101^(2b+2) 0^inf 10^(3a+3) 101^(2b+8) = 2: needs a mod split) *)