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games Category:Video games developed in Japan.5\], and Theorem \[better bound\]. Acknowledgements{#acknowledgements.unnumbered} ================ I would like to thank my supervisor Claude Leibovici, and Barry
Mazur for a number of helpful and enlightening discussions. [99]{} C. Alt, K. Buzzard: $C_2$-actions of 2-groups andcentralizers of involutions in $O^+(2,d)$, preprint (2013), . A. Baker, G. Daniels: Dihedral $p$-extensions of real quadratic
fields, Duke Math. J. 112 (2002), no. 2, 243–283. E. Breuillard, B. Green: Approximate groups: quasisimple groups, torsionfree groups, and a conjecture of Margulis, to appear in the GAFA special volume (2013), . B. Conrad, M. Cornut: Quaternion
algebras.\ . C. Leibovici, C. Meier: Maximal subgroups of even dimensional orthogonal groups over totally real cubic numberfields. I. Bounds for the largest rank, Duke Math. J. 161 (2012), no. 8, 1513–1563. C. Leibovici, C. Meier: Maximal subgroupsof even dimensional orthogonal groups over totally real cubic number fields. II. Explicit constructions for $2$-subgroups,preprint (2012), . R. Kulkarni: On some applications of finite Chebotarev theory to number theory, in “Diophantine Geometry”,
ed. G. Wüstholz, Lecture

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