%I A143748
%S A143748 1,5,8,12,13,17,21,24,28,29,33,37,41,49,81,148,169,229,257,316,321,321,
%T A143748 404,469,568,725,1125,1600,1957,2000,2048,2225,2304,2525,2624,2777,3981,
%U A143748 4205,4352,4752,6809,14641,24217,36497,38569,300125,371293,434581
%N A143748 Complete list of discriminants of definite Eichler orders with class 
               number 2.
%C A143748 From Kirschmer and Voight, p.27, Table 7.2: Definite Eichler orders with 
               class number h = 2. A143747 is based on Table 7.1: Definite Eichler 
               orders with class number h = 1, p.26.
%H A143748 Markus Kirschmer, John Voight, <a href="http://arxiv.org/abs/0808.3833">
               Algorithmic enumeration of ideal classes for quaternion orders</a>
               , Aug 28, 2008, arXiv:0808.3833
%e A143748 With degree n = 6 there are 5 possible discriminants d_F = {300125, 371293, 
               434581, 485125, 592661} and in each case we must have norms D = N 
               = 1.
%Y A143748 Cf. A143746, A143747.
%Y A143748 Sequence in context: A003658 A003656 A003246 this_sequence A124378 A066299 
               A161394
%Y A143748 Adjacent sequences: A143745 A143746 A143747 this_sequence A143749 A143750 
               A143751
%K A143748 fini,full,nonn
%O A143748 1,2
%A A143748 Jonathan Vos Post (jvospost3(AT)gmail.com), Aug 30 2008
%E A143748 Replaced arxiv URL by non-cached version - R. J. Mathar (mathar(AT)strw.leidenuniv.nl), 
               Oct 30 2009