{"id":548,"date":"2021-03-18T11:54:52","date_gmt":"2021-03-18T15:54:52","guid":{"rendered":"https:\/\/people.clas.ufl.edu\/hager\/?page_id=548"},"modified":"2026-03-19T08:18:24","modified_gmt":"2026-03-19T12:18:24","slug":"test-problems","status":"publish","type":"page","link":"https:\/\/people.clas.ufl.edu\/hager\/test-problems\/","title":{"rendered":"Test Problems"},"content":{"rendered":"\r\n<section class=\"fullwidth-text-block\">\r\n\t<div class=\"container px-0 pt-5\">\r\n\t\t<div class=\"row align-items-start\">\r\n\t\t\t<div class=\"col-12\">\r\n\t\t\t\t\n<h1 class=\"wp-block-heading\">Test Problems<\/h1>\n\n\n\n<p>% Problem 1:<br>\n% The A matrix is a 20 by 10 matrix with condition number 1.e1,<br>\n% A is stored by row-wise, i.e. the first row,<br>\n% the second row, &#8230;., the 20th row.<br>\n%<br>\n0.000000e+000<br>\n0.000000e+000<br>\n7.742637e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n9.443252e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n5.994843e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.291550e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.668101e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.782559e-002<br>\n5.994843e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.154435e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n3.593814e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.782559e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.000000e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n4.641589e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.291550e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n7.742637e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n7.742637e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n8.483821e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n4.641589e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.000000e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.668101e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n3.593814e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.154435e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n%<br>\n% b vector<br>\n%<br>\n3.442749e-001<br>\n6.762369e-001<br>\n-9.607210e-001<br>\n3.625543e-001<br>\n-2.410380e-001<br>\n6.635920e-001<br>\n5.625768e-003<br>\n4.189428e-001<br>\n-1.422153e-001<br>\n-3.907653e-001<br>\n-6.206925e-001<br>\n-6.131377e-001<br>\n3.644464e-001<br>\n-3.944712e-001<br>\n8.334771e-002<br>\n-6.982540e-001<br>\n3.957970e-001<br>\n-2.432540e-001<br>\n7.200232e-001<br>\n7.073103e-001 <\/p>\n\n\n\n\n\n<p>% Problem 2:<br>\n% The A matrix is a 20 by 10 matrix with condition number 1.e2,<br>\n% A is stored by row-wise, i.e. the first row,<br>\n% the second row, &#8230;., the 20th row.<br>\n%<br>\n0.000000e+000<br>\n0.000000e+000<br>\n5.994843e-005<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n9.443252e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n3.593814e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.668101e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.782559e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n7.742637e-004<br>\n3.593814e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n4.641589e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.291550e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n7.742637e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.000000e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.154435e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.668101e-004<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n5.994843e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n5.994843e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n8.483821e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.154435e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.000000e-004<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.782559e-004<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.291550e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n4.641589e-004<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n%<br>\n% b vector<br>\n%<br>\n3.442749e-001<br>\n6.762369e-001<br>\n-9.607210e-001<br>\n3.625543e-001<br>\n-2.410380e-001<br>\n6.635920e-001<br>\n5.625768e-003<br>\n4.189428e-001<br>\n-1.422153e-001<br>\n-3.907653e-001<br>\n-6.206925e-001<br>\n-6.131377e-001<br>\n3.644464e-001<br>\n-3.944712e-001<br>\n8.334771e-002<br>\n-6.982540e-001<br>\n3.957970e-001<br>\n-2.432540e-001<br>\n7.200232e-001<br>\n7.073103e-001<\/p>\n\n\n\n\n\n<p>% Problem 3:<br>\n% The A matrix is a 20 by 10 matrix with condition number 1.e4,<br>\n% A is stored by row-wise, i.e. the first row,<br>\n% the second row, &#8230;., the 20th row.<br>\n%<br>\n0.000000e+000<br>\n0.000000e+000<br>\n3.593814e-009<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n9.443252e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.291550e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.782559e-004<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n7.742637e-004<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n5.994843e-007<br>\n1.291550e-005<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.154435e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.668101e-006<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n5.994843e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.000000e-004<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n4.641589e-006<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.782559e-008<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n3.593814e-005<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n3.593814e-001<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n8.483821e-003<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n4.641589e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.000000e-008<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n7.742637e-008<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n1.668101e-002<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n2.154435e-007<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n0.000000e+000<br>\n%<br>\n% b vector<br>\n%<br>\n.442749e-001<br>\n6.762369e-001<br>\n-9.607210e-001<br>\n3.625543e-001<br>\n-2.410380e-001<br>\n6.635920e-001<br>\n5.625768e-003<br>\n4.189428e-001<br>\n-1.422153e-001<br>\n-3.907653e-001<br>\n-6.206925e-001<br>\n-6.131377e-001<br>\n3.644464e-001<br>\n-3.944712e-001<br>\n8.334771e-002<br>\n-6.982540e-001<br>\n3.957970e-001<br>\n-2.432540e-001<br>\n7.200232e-001<br>\n7.073103e-001 <\/p>\n\n\n\n\n\n<p>% Problem 4:<br>\n% The A matrix is a 20 by 10 matrix with condition number 1.e8,<br>\n% A is stored by row-wise, i.e. the first row,<br>\n% the second row, &#8230;., the 20th row.<br>\n%<br>\n0.000000e+00<br>\n0.000000e+00<br>\n1.291550e-17<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n9.443252e-03<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n1.668101e-02<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n7.742637e-08<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n5.994843e-07<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n3.593814e-13<br>\n1.668101e-10<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n4.641589e-06<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n1.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n2.782559e-12<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n3.593814e-05<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n1.000000e-08<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n2.154435e-11<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n7.742637e-16<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n1.291550e-09<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n1.291550e-01<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n8.483821e-03<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n2.154435e-03<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n1.000000e-16<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n5.994843e-15<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n2.782559e-04<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n4.641589e-14<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n0.000000e+00<br>\n%<br>\n% b vector<br>\n%<br>\n3.442749e-01<br>\n6.762369e-01<br>\n-9.607210e-01<br>\n3.625543e-01<br>\n-2.410380e-01<br>\n6.635920e-01<br>\n5.625768e-03<br>\n4.189428e-01<br>\n-1.422153e-01<br>\n-3.907653e-01<br>\n-6.206925e-01<br>\n-6.131377e-01<br>\n3.644464e-01<br>\n-3.944712e-01<br>\n8.334771e-02<br>\n-6.982540e-01<br>\n3.957970e-01<br>\n-2.432540e-01<br>\n7.200232e-01<br>\n7.073103e-01<\/p>\n\n\n\r\n\t\t\t<\/div>\r\n\t\t<\/div>\r\n\t<\/div>\r\n<\/section>\r\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":1075,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_acf_changed":false,"featured_post":"","footnotes":"","_links_to":"","_links_to_target":""},"class_list":["post-548","page","type-page","status-publish","hentry"],"acf":[],"_links":{"self":[{"href":"https:\/\/people.clas.ufl.edu\/hager\/wp-json\/wp\/v2\/pages\/548","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/people.clas.ufl.edu\/hager\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/people.clas.ufl.edu\/hager\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/people.clas.ufl.edu\/hager\/wp-json\/wp\/v2\/users\/1075"}],"replies":[{"embeddable":true,"href":"https:\/\/people.clas.ufl.edu\/hager\/wp-json\/wp\/v2\/comments?post=548"}],"version-history":[{"count":2,"href":"https:\/\/people.clas.ufl.edu\/hager\/wp-json\/wp\/v2\/pages\/548\/revisions"}],"predecessor-version":[{"id":770,"href":"https:\/\/people.clas.ufl.edu\/hager\/wp-json\/wp\/v2\/pages\/548\/revisions\/770"}],"wp:attachment":[{"href":"https:\/\/people.clas.ufl.edu\/hager\/wp-json\/wp\/v2\/media?parent=548"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}