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 A271977 G_6(n), where G is the Goodstein function defined in A266201. 8
 0, 139, 1751, 187243, 16777215, 33554571, 50333399, 16964459, 134217727, 134217867, 134219479, 134404971, 150994943 (list; graph; refs; listen; history; text; internal format)
 OFFSET 3,2 COMMENTS Next term: 1619239197880733074062994004113160848331305687934176134326809538279709713884753268291640071900343455846003089194770060104834018705547 LINKS EXAMPLE Find G_6(7): G_1(7) = B_2(7)-1= B_2(2^2+2+1)-1 = 3^3+3+1-1 = 30; G_2(7) = B_3(G_1(7))-1 = B_3(3^3+3)-1 =  4^4+4-1 = 259; G_3(7) = B_4(G_2(7))-1 = 5^5+3-1 = 3127; G_4(7) = B_5(G_3(7))-1 = 6^6+2-1 = 46657; G_5(7) = B_6(G_4(7))-1 = 7^7+1-1 = 823543; G_6(7) = B_7(G_5(7))-1 = 8^8-1 = 16777215. CROSSREFS Cf. A056004: G_1(n); A057650: G_2(n); A059934: G_3(n); A059935: G_4(n); A059936: G_5(n); A266201: G_n(n). Sequence in context: A276263 A140791 A175017 * A217724 A230693 A223163 Adjacent sequences:  A271974 A271975 A271976 * A271978 A271979 A271980 KEYWORD nonn AUTHOR Natan Arie Consigli, Apr 24 2016 STATUS approved

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Last modified September 20 09:34 EDT 2020. Contains 337264 sequences. (Running on oeis4.)