// Values [u,p,w] for application of Thm. 3.10 // of K.H.Leung, B. Schmidt: // New Restrictions on Possible Orders of Circulant Hadamard Matrices [16401,71,5467] [770847,71,256949] [5428731,71,1809577] [5909827,71,5909827] [17729481,71,5909827] [85050119,71,85050119] [255150357,71,85050119] [599925271,11,599925271] [947258499,3,947258499] [1799775813,18787,163615983] [1956152737,71,1956152737] [5868458211,71,1956152737] [7580873879,139,7580873879] [10019593419,751,10019593419] [18597683401,18787,1690698491] [22742621637,139,22742621637] [42594694241,18787,3872244931] [44521149453,3,44521149453] [45716806779,491531,2176990799] [49498365609,1006003,7071195087] [53836725327,71,17945575109] [55793050203,18787,5072095473] [58964032501,71,58964032501] [83389612669,11,83389612669] [127784082723,18787,11616734793] [130183783807,18787,1690698491] [133565180789,18787,133565180789] [174360099217,139,174360099217] [176892097503,71,58964032501] [289539776267,491531,41362825181] [298162859687,18787,3872244931] [390551351421,18787,5072095473] [400695542367,18787,400695542367] [412748227507,71,412748227507] [502884874569,491531,2176990799] [523080297651,139,523080297651] [775474394541,1006003,2357065029] [868619328801,491531,41362825181] [894488579061,18787,11616734793] [934956265523,18787,133565180789] [971593107177,491531,4206030767] [1023986437419,3,1023986437419] [1238244682521,71,412748227507] [1320435521471,18787,120039592861] [1469216988679,18787,133565180789] [1645049631743,7,1645049631743] [2001950629327,18787,181995511757] [2026778433869,491531,41362825181] [2326423183623,1006003,7071195087] [2689492049213,126443,15025095247] [2804868796569,18787,400695542367] [3961306564413,18787,360118778583] [3992352541407,751,3992352541407] [4407650966037,18787,400695542367] [4879541995053,751,4879541995053] [4935148895229,7,4935148895229] [5034618828099,491531,79914584573] [5461319672193,1006003,780188524599] [6005851887981,18787,545986535271] [6080335301607,491531,41362825181] [8936566457619,751,8936566457619] [9243048650297,18787,120039592861] [9554812616811,491531,41362825181]