%I #4 Oct 31 2021 18:34:31

%S 2,11,144,3627,149288,8170800,545671762,43063046307,3906934079662,

%T 401264673924438,45988979036528440,5821010056777072838,

%U 806331341176441101980,121343111865634574938768,19712546794881999409462482,3438378417666873290074260643,640914537597785062325259175158,127143593044349500804170430994988,26745717365173718867249062116990380

%N Numbers of 3-regular one-face unsensed maps on non-orientable surfaces.

%C In the paper p. 18, Table 3, this sequence is designated "taubar^(3)_(-)(g)".

%H Evgeniy Krasko, Igor Labutin, and Alexander Omelchenko, <a href="https://arxiv.org/abs/1901.06591">Enumeration of 3-regular one-face maps on orientable or non-orientable surface up to all symmetries</a>, arXiv:1901.06591 [math.CO], 2019.

%Y Cf. A068182, A348794, A348795, A348796.

%K nonn

%O 2,1

%A _Michael De Vlieger_, Oct 31 2021