#N 1xN quadratic growth #O Stephen Silver #C The first quadratic growth pattern to fit into a 1xN bounding box, found by Stephen Silver on April 20, 2011. Uses the breeder from Nick Gotts' 26-cell quadratic growth. #C http://conwaylife.com/wiki/1xN_quadratic_growth x = 1013783, y = 1, rule = B3/S23 105o298b25ob3o15828b41ob3o69b8o102b3ob41o91b105o161b105o101b4ob49o 31930b41ob3o30b8o63b3ob41o13b105o3b105o101b4ob49o15906b41ob3o30b8o63b 3ob41o13b105o14616b105o101b4ob49o1558b41ob3o30b8o63b3ob41o13b105o232b 105o101b4ob49o1550b41ob3o30b8o63b3ob41o13b105o2b105o101b4ob49o1554b41o b3o30b8o63b3ob41o13b105o3b105o101b4ob49o1548b41ob3o30b8o63b3ob41o13b 105o22b105o101b4ob49o1580b41ob3o30b8o63b3ob41o13b105o32367b105o101b4ob 49o31822b41ob3o30b8o63b3ob41o13b105o221b105o101b4ob49o31836b41ob3o30b 8o63b3ob41o13b105o239b105o101b4ob49o31836b41ob3o30b8o63b3ob41o13b105o 397b105o298b25ob3o31764b41ob3o69b8o102b3ob41o91b105o2b105o101b4ob49o 31970b41ob3o30b8o63b3ob41o13b105o503b105o298b25ob3o31842b41ob3o69b8o 102b3ob41o91b105o3b105o101b4ob49o31876b41ob3o30b8o63b3ob41o13b105o3b 105o101b4ob49o31870b41ob3o30b8o63b3ob41o13b105o2b105o101b4ob49o31882b 41ob3o30b8o63b3ob41o13b105o3b105o101b4ob49o31876b41ob3o30b8o63b3ob41o 13b105o2b105o101b4ob49o31872b41ob3o30b8o63b3ob41o13b105o397b105o101b4o b49o31902b41ob3o30b8o63b3ob41o13b105o7b105o13b41ob3o63b8o30b3ob41o 31906b49ob4o101b105o3b105o91b41ob3o102b8o69b3ob41o31786b3ob25o298b105o 116b105o13b41ob3o63b8o30b3ob41o31872b49ob4o101b105o32480b105o13b41ob3o 63b8o30b3ob41o31866b49ob4o101b105o32858b105o13b41ob3o63b8o30b3ob41o 31936b49ob4o101b105o2b105o91b41ob3o102b8o69b3ob41o31874b3ob25o298b105o 158b105o91b41ob3o102b8o69b3ob41o31768b3ob25o298b105o3b105o91b41ob3o 102b8o69b3ob41o31750b3ob25o298b105o2b105o91b41ob3o102b8o69b3ob41o 31746b3ob25o298b105o2b105o91b41ob3o102b8o69b3ob41o31726b3ob25o298b105o 3b105o13b41ob3o63b8o30b3ob41o1584b49ob4o101b105o2b105o13b41ob3o63b8o 30b3ob41o1544b49ob4o101b105o1758b105o91b41ob3o102b8o69b3ob41o1464b3ob 25o298b105o2b105o91b41ob3o102b8o69b3ob41o1462b3ob25o298b105o3b105o91b 41ob3o102b8o69b3ob41o15820b3ob25o298b105o46826b105o383b3ob25o31701b41o b3o37b8o102b3ob41o63b105o!