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1.8596649e-5 128 123 -55.952377 139 123 -.22222221 140 123 -32.142853 141 123 -.22222221 142 123 36.904755 124 124 1530.6123 125 124 765.30615 126 124 1.8596649e-5 127 124 -561.22461 128 124 -280.61206 139 124 -4.7619047 140 124 -382.65308 141 124 -4.7619047 142 124 484.69385 125 125 3775.51 126 125 55.952393 127 125 -280.6123 128 125 -306.12256 139 125 32.142853 140 125 -714.28564 141 125 -36.904755 142 125 153.0612 126 126 22.666672 127 126 -4.529953e-5 128 126 -1.3589859e-5 129 126 -10.888888 130 126 1.8119812e-5 131 126 -55.952362 141 126 -.22222221 142 126 -32.142853 143 126 -.22222215 144 126 36.904755 127 127 1530.6123 128 127 765.30615 129 127 1.7642975e-5 130 127 -561.22437 131 127 -280.61206 141 127 -4.7619047 142 127 -382.65308 143 127 -4.7619038 144 127 484.69385 128 128 3775.511 129 128 55.952377 130 128 -280.6123 131 128 -306.12231 141 128 32.142853 142 128 -714.28564 143 128 -36.904755 144 128 153.06119 129 129 22.666656 130 129 -1.9073486e-5 131 129 1.6093254e-6 132 129 -10.888885 143 129 -.22222215 144 129 -32.142853 145 129 -.22222215 146 129 36.904755 130 130 1530.6118 131 130 765.30591 133 130 -561.22437 143 130 -4.7619028 144 130 -382.65283 145 130 -4.7619028 146 130 484.6936 131 131 3775.5093 132 131 55.952362 133 131 -280.61206 143 131 32.142853 144 131 -714.2854 145 131 -36.904755 146 131 153.06117 132 132 11.333329 133 132 4.7619028 145 132 -.22222215 146 132 -32.142853 147 132 -.11111104 133 133 765.30591 145 133 -4.7619028 146 133 -382.65283 147 133 -2.3809519 134 134 1352.0408 135 134 45.238098 136 134 -153.06122 135 135 11.333334 136 135 -39.285721 137 135 -5.4444447 138 135 -10.714287 136 136 1887.7551 137 136 45.238098 138 136 -153.06123 137 137 11.333333 138 137 -39.285706 139 137 -5.4444427 140 137 -10.714283 138 138 1887.7549 139 138 45.238083 140 138 -153.06117 139 139 11.333331 140 139 -39.285706 141 139 -5.4444437 142 139 -10.714285 140 140 1887.7549 141 140 45.238098 142 140 -153.0612 141 141 11.333332 142 141 -39.285706 143 141 -5.4444437 144 141 -10.714284 142 142 1887.7549 143 142 45.238083 144 142 -153.0612 143 143 11.333331 144 143 -39.285706 145 143 -5.4444427 146 143 -10.714282 144 144 1887.7544 145 144 45.238083 146 144 -153.06117 145 145 11.333329 146 145 -39.285706 147 145 -5.4444427 146 146 1887.7544 147 146 45.238083 147 147 5.5555534 %%MatrixMarket matrix coordinate real symmetric %------------------------------------------------------------------------------- % UF Sparse Matrix Collection, Tim Davis % http://www.cise.ufl.edu/research/sparse/matrices/HB/lund_b % name: HB/lund_b % [SYMMETRIC MATRIX B OF LUND EIGENVALUE PROBLEM, MAY 1974] % id: 207 % date: 1974 % author: T. Johansson % ed: A. Curtis, I. Duff, J. Reid % fields: title A name id date author ed kind % kind: structural problem %-------------------------------------------------------------------------------