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• 16:25, 6 December 2024 Sligocki talk contribs created page 1RB0RC 1RC0LC 0RD1LE 1LE1RF 0LB--- 0RA1LA (Created page with "{{machine|1RB0RC_1RC0LC_0RD1LE_1LE1RF_0LB---_0RA1LA}} {{TM|1RB0RC_1RC0LC_0RD1LE_1LE1RF_0LB---_0RA1LA}} is a holdout BB(6) TM proven infinite by hand by @mxdys on 6 Dec 2024 Analysis by @mxdys: <pre> f(n0, ()) := n0 f(n0, (n,ls)) := 2*(f(n0, ls) - n) start: (2, (), 1) (k, ls, n) --> (k+1, (n,ls), 2*(f(2^k, ls)-(n+2))), f(2^k, ls)-(n+2) >= 0 </pre> Follow up by User:sligocki: <pre> Let (k, ls, n) --> (k+1, [n, ls], n') Then: n'+2 = 2 (f(2^k, ls) - n) - 2...")