From: bangerth Date: Wed, 6 Feb 2008 00:00:57 +0000 (+0000) Subject: Fix an index error where we were writing into non-existing memory locations and shoul... X-Git-Url: https://gitweb.dealii.org/cgi-bin/gitweb.cgi?a=commitdiff_plain;h=264e748149bdac608a48a52c34c2bc1ba60d7930;p=dealii-svn.git Fix an index error where we were writing into non-existing memory locations and should have wondered later why the dof indices don't make any sense. Clarify the documentation. git-svn-id: https://svn.dealii.org/trunk@15716 0785d39b-7218-0410-832d-ea1e28bc413d --- diff --git a/deal.II/deal.II/include/numerics/vectors.h b/deal.II/deal.II/include/numerics/vectors.h index 1b44655768..d24e3b41f9 100644 --- a/deal.II/deal.II/include/numerics/vectors.h +++ b/deal.II/deal.II/include/numerics/vectors.h @@ -751,28 +751,53 @@ class VectorTools * so the function throws an * exception in that case. * - * The second argument of this function - * denotes the first vector component in - * the finite element that corresponds to - * the vector function that you want to - * constrain. For example, if we were - * solving a Stokes equation in 2d and - * the finite element had components + * The second argument of this + * function denotes the first + * vector component in the finite + * element that corresponds to + * the vector function that you + * want to constrain. For + * example, if we were solving a + * Stokes equation in 2d and the + * finite element had components * $(u,v,p)$, then @p - * first_vector_component would be - * zero. On the other hand, if we solved - * the Maxwell equations in 3d and the - * finite element has components - * $(E_x,E_y,E_z,B_x,B_y,B_z)$ and we - * want the boundary condition $\vec - * n\cdot \vec B=0$, then @p - * first_vector_component would be - * 3. Vectors are implicitly assumed to - * have exactly dim - * components that are ordered in the - * same way as we usually order the - * coordinate directions, i.e. $x$-, - * $y$-, and finally $z$-component. + * first_vector_component would + * be zero. On the other hand, if + * we solved the Maxwell + * equations in 3d and the finite + * element has components + * $(E_x,E_y,E_z,B_x,B_y,B_z)$ + * and we want the boundary + * condition $\vec n\cdot \vec + * B=0$, then @p + * first_vector_component would + * be 3. Vectors are implicitly + * assumed to have exactly + * dim components + * that are ordered in the same + * way as we usually order the + * coordinate directions, + * i.e. $x$-, $y$-, and finally + * $z$-component. The function + * assumes, but can't check, that + * the vector components in the + * range + * [first_vector_component,first_vector_component+dim) + * come from the same base finite + * element. For example, in the + * Stokes example above, it would + * not make sense to use a + * FESystem@(FE_Q@(2), + * 1, FE_Q@(1), dim) + * (note that the first velocity + * vector component is a $Q_2$ + * element, whereas all the other + * ones are $Q_1$ elements) as + * there would be points on the + * boundary where the + * $x$-velocity is defined but no + * corresponding $y$- or + * $z$-velocities. * * The third argument denotes the set of * boundary indicators on which the diff --git a/deal.II/deal.II/include/numerics/vectors.templates.h b/deal.II/deal.II/include/numerics/vectors.templates.h index 1c5cc9f8be..c13049b865 100644 --- a/deal.II/deal.II/include/numerics/vectors.templates.h +++ b/deal.II/deal.II/include/numerics/vectors.templates.h @@ -1852,6 +1852,13 @@ namespace internal { unsigned int dof_indices[dim]; + VectorDoFTuple () + { + for (unsigned int i=0; i &other) const { for (unsigned int i=0; i &dof_hand && (fe.face_system_to_component_index(k).first < first_vector_component + dim)) - vector_dofs.dof_indices[fe.face_system_to_component_index(k).first] + vector_dofs.dof_indices[fe.face_system_to_component_index(k).first - + first_vector_component] = face_dofs[k]; + + for (unsigned int d=0; d &dof_hand if (p == dof_to_normals_map.end()) same_dof_range[1] = dof_to_normals_map.end(); - for (unsigned int i=0; i<2; ++i) - for (unsigned int d=0; dfirst.dof_indices[d] < dof_handler.n_dofs(), - ExcInternalError()); - // now compute the reverse mapping: for // each of the cells that contributed // to the current set of vector dofs, diff --git a/tests/deal.II/no_flux_02/cmp/generic b/tests/deal.II/no_flux_02/cmp/generic index 609a187024..46a94d336c 100644 --- a/tests/deal.II/no_flux_02/cmp/generic +++ b/tests/deal.II/no_flux_02/cmp/generic @@ -18,10 +18,14 @@ DEAL::FE=FESystem<2>[FE_Q<2>(2)-FE_Q<2>(1)^2-FE_Q<2>(2)], case=1 203 = 0 DEAL::FE=FESystem<2>[FE_Q<2>(2)-FE_Q<2>(1)^2-FE_Q<2>(2)], case=2 1 = 0 - 32767 = 0 + 2 = 0 + 6 = 0 9 = 0 + 28 = 0 43 = 0 + 70 = 0 85 = 0 + 86 = 0 89 = 0 111 = 0 121 = 0 @@ -30,16 +34,25 @@ DEAL::FE=FESystem<2>[FE_Q<2>(2)-FE_Q<2>(1)^2-FE_Q<2>(2)], case=2 203 = 0 DEAL::FE=FESystem<2>[FE_Q<2>(2)-FE_Q<2>(1)^2-FE_Q<2>(2)], case=3 1 = 0 - 32767 = 0 + 2 = 0 + 6 = 0 9 = 0 + 28 = 0 43 = 0 + 70 = 0 85 = 0 + 86 = 0 89 = 0 111 = 0 121 = 0 147 = 0 + 148 = 0 + 152 = 0 + 164 = 0 183 = 0 + 194 = 0 203 = 0 + 204 = 0 DEAL::FE=FESystem<2>[FE_Q<2>(3)-FE_Q<2>(2)^2-FE_Q<2>(3)], case=0 1 = 0 9 = 0 @@ -71,14 +84,22 @@ DEAL::FE=FESystem<2>[FE_Q<2>(3)-FE_Q<2>(2)^2-FE_Q<2>(3)], case=1 480 = 0 DEAL::FE=FESystem<2>[FE_Q<2>(3)-FE_Q<2>(2)^2-FE_Q<2>(3)], case=2 1 = 0 - 32767 = 0 + 2 = 0 + 6 = 0 9 = 0 18 = 0 + 31 = 0 + 52 = 0 + 67 = 0 87 = 0 96 = 0 + 150 = 0 + 165 = 0 185 = 0 + 186 = 0 189 = 0 194 = 0 + 201 = 0 247 = 0 252 = 0 273 = 0 @@ -91,24 +112,41 @@ DEAL::FE=FESystem<2>[FE_Q<2>(3)-FE_Q<2>(2)^2-FE_Q<2>(3)], case=2 480 = 0 DEAL::FE=FESystem<2>[FE_Q<2>(3)-FE_Q<2>(2)^2-FE_Q<2>(3)], case=3 1 = 0 - 32767 = 0 + 2 = 0 + 6 = 0 9 = 0 18 = 0 + 31 = 0 + 52 = 0 + 67 = 0 87 = 0 96 = 0 + 150 = 0 + 165 = 0 185 = 0 + 186 = 0 189 = 0 194 = 0 + 201 = 0 247 = 0 252 = 0 273 = 0 282 = 0 335 = 0 + 336 = 0 + 340 = 0 344 = 0 + 357 = 0 + 372 = 0 + 383 = 0 423 = 0 428 = 0 + 450 = 0 + 461 = 0 475 = 0 + 476 = 0 480 = 0 + 487 = 0 DEAL::FE=FESystem<2>[FE_Q<2>(4)-FE_Q<2>(3)^2-FE_Q<2>(4)], case=0 1 = 0 9 = 0 @@ -152,17 +190,29 @@ DEAL::FE=FESystem<2>[FE_Q<2>(4)-FE_Q<2>(3)^2-FE_Q<2>(4)], case=1 874 = 0 DEAL::FE=FESystem<2>[FE_Q<2>(4)-FE_Q<2>(3)^2-FE_Q<2>(4)], case=2 1 = 0 - 32767 = 0 + 2 = 0 + 6 = 0 9 = 0 19 = 0 20 = 0 + 41 = 0 + 42 = 0 + 84 = 0 + 105 = 0 + 106 = 0 147 = 0 157 = 0 158 = 0 + 262 = 0 + 283 = 0 + 284 = 0 325 = 0 + 326 = 0 329 = 0 335 = 0 336 = 0 + 347 = 0 + 348 = 0 439 = 0 445 = 0 446 = 0 @@ -180,17 +230,29 @@ DEAL::FE=FESystem<2>[FE_Q<2>(4)-FE_Q<2>(3)^2-FE_Q<2>(4)], case=2 874 = 0 DEAL::FE=FESystem<2>[FE_Q<2>(4)-FE_Q<2>(3)^2-FE_Q<2>(4)], case=3 1 = 0 - 32767 = 0 + 2 = 0 + 6 = 0 9 = 0 19 = 0 20 = 0 + 41 = 0 + 42 = 0 + 84 = 0 + 105 = 0 + 106 = 0 147 = 0 157 = 0 158 = 0 + 262 = 0 + 283 = 0 + 284 = 0 325 = 0 + 326 = 0 329 = 0 335 = 0 336 = 0 + 347 = 0 + 348 = 0 439 = 0 445 = 0 446 = 0 @@ -198,14 +260,27 @@ DEAL::FE=FESystem<2>[FE_Q<2>(4)-FE_Q<2>(3)^2-FE_Q<2>(4)], case=3 499 = 0 500 = 0 603 = 0 + 604 = 0 + 608 = 0 613 = 0 614 = 0 + 635 = 0 + 636 = 0 + 668 = 0 + 685 = 0 + 686 = 0 767 = 0 773 = 0 774 = 0 + 818 = 0 + 835 = 0 + 836 = 0 867 = 0 + 868 = 0 873 = 0 874 = 0 + 885 = 0 + 886 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(2)-FE_Q<3>(1)^3-FE_Q<3>(2)], case=0 1 = 0 11 = 0 @@ -285,22 +360,36 @@ DEAL::FE=FESystem<3>[FE_Q<3>(2)-FE_Q<3>(1)^3-FE_Q<3>(2)], case=1 1815 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(2)-FE_Q<3>(1)^3-FE_Q<3>(2)], case=2 1 = 0 - 32767 = 0 + 2 = 0 + 7 = 0 11 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 + 80 = 0 + 90 = 0 127 = 0 137 = 0 205 = 0 + 206 = 0 + 211 = 0 215 = 0 + 254 = 0 283 = 0 + 333 = 0 + 343 = 0 380 = 0 + 381 = 0 385 = 0 390 = 0 + 391 = 0 395 = 0 458 = 0 463 = 0 + 489 = 0 518 = 0 + 519 = 0 523 = 0 567 = 0 586 = 0 @@ -316,15 +405,25 @@ DEAL::FE=FESystem<3>[FE_Q<3>(2)-FE_Q<3>(1)^3-FE_Q<3>(2)], case=2 979 = 0 1017 = 0 1036 = 0 + 1037 = 0 + 1042 = 0 1046 = 0 + 1085 = 0 1114 = 0 1163 = 0 + 1164 = 0 + 1169 = 0 1173 = 0 + 1212 = 0 1241 = 0 + 1291 = 0 1320 = 0 + 1321 = 0 1325 = 0 1369 = 0 + 1389 = 0 1418 = 0 + 1419 = 0 1423 = 0 1467 = 0 1486 = 0 @@ -337,235 +436,382 @@ DEAL::FE=FESystem<3>[FE_Q<3>(2)-FE_Q<3>(1)^3-FE_Q<3>(2)], case=2 1815 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(2)-FE_Q<3>(1)^3-FE_Q<3>(2)], case=3 1 = 0 - 32767 = 0 + 2 = 0 + 7 = 0 11 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 + 80 = 0 + 90 = 0 127 = 0 137 = 0 205 = 0 + 206 = 0 + 211 = 0 215 = 0 + 254 = 0 283 = 0 + 333 = 0 + 343 = 0 380 = 0 + 381 = 0 385 = 0 390 = 0 + 391 = 0 395 = 0 458 = 0 463 = 0 + 489 = 0 518 = 0 + 519 = 0 523 = 0 567 = 0 586 = 0 596 = 0 664 = 0 + 665 = 0 + 670 = 0 674 = 0 + 675 = 0 + 680 = 0 + 713 = 0 + 718 = 0 742 = 0 791 = 0 + 792 = 0 + 797 = 0 + 822 = 0 870 = 0 875 = 0 + 901 = 0 + 906 = 0 930 = 0 + 931 = 0 935 = 0 + 936 = 0 979 = 0 + 999 = 0 1017 = 0 + 1018 = 0 1036 = 0 + 1037 = 0 + 1042 = 0 1046 = 0 + 1085 = 0 1114 = 0 1163 = 0 + 1164 = 0 + 1169 = 0 1173 = 0 + 1212 = 0 1241 = 0 + 1291 = 0 1320 = 0 + 1321 = 0 1325 = 0 1369 = 0 + 1389 = 0 1418 = 0 + 1419 = 0 1423 = 0 1467 = 0 1486 = 0 1535 = 0 + 1536 = 0 + 1541 = 0 + 1566 = 0 1584 = 0 1633 = 0 + 1634 = 0 + 1639 = 0 + 1664 = 0 1701 = 0 + 1721 = 0 1739 = 0 + 1740 = 0 1777 = 0 + 1797 = 0 1815 = 0 + 1816 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(2)-FE_Q<3>(1)^3-FE_Q<3>(2)], case=4 1 = 0 - 32767 = 0 2 = 0 + 3 = 0 7 = 0 + 8 = 0 11 = 0 - 12 = 0 - 17 = 0 + 13 = 0 + 18 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 80 = 0 - 85 = 0 + 81 = 0 + 86 = 0 + 90 = 0 127 = 0 - 128 = 0 - 133 = 0 + 129 = 0 + 134 = 0 137 = 0 - 176 = 0 + 177 = 0 205 = 0 + 206 = 0 + 211 = 0 215 = 0 + 254 = 0 283 = 0 333 = 0 - 338 = 0 + 334 = 0 + 339 = 0 + 343 = 0 380 = 0 381 = 0 + 382 = 0 385 = 0 - 386 = 0 + 387 = 0 390 = 0 + 391 = 0 395 = 0 - 429 = 0 + 430 = 0 458 = 0 - 459 = 0 + 460 = 0 463 = 0 + 489 = 0 518 = 0 + 519 = 0 523 = 0 567 = 0 586 = 0 - 587 = 0 - 592 = 0 + 588 = 0 + 593 = 0 596 = 0 - 635 = 0 + 636 = 0 664 = 0 665 = 0 + 666 = 0 670 = 0 + 671 = 0 674 = 0 + 675 = 0 + 680 = 0 713 = 0 + 714 = 0 + 718 = 0 742 = 0 791 = 0 - 841 = 0 + 792 = 0 + 797 = 0 + 822 = 0 + 842 = 0 870 = 0 - 871 = 0 + 872 = 0 875 = 0 901 = 0 + 902 = 0 + 906 = 0 930 = 0 931 = 0 + 932 = 0 935 = 0 + 936 = 0 979 = 0 + 999 = 0 1017 = 0 + 1018 = 0 1036 = 0 + 1037 = 0 + 1042 = 0 1046 = 0 + 1085 = 0 1114 = 0 1163 = 0 + 1164 = 0 + 1169 = 0 1173 = 0 + 1212 = 0 1241 = 0 + 1291 = 0 1320 = 0 + 1321 = 0 1325 = 0 1369 = 0 + 1389 = 0 1418 = 0 + 1419 = 0 1423 = 0 1467 = 0 1486 = 0 1535 = 0 + 1536 = 0 + 1541 = 0 + 1566 = 0 1584 = 0 1633 = 0 + 1634 = 0 + 1639 = 0 + 1664 = 0 1701 = 0 + 1721 = 0 1739 = 0 + 1740 = 0 1777 = 0 + 1797 = 0 1815 = 0 + 1816 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(2)-FE_Q<3>(1)^3-FE_Q<3>(2)], case=5 1 = 0 - 32767 = 0 2 = 0 + 3 = 0 7 = 0 + 8 = 0 11 = 0 - 12 = 0 - 17 = 0 + 13 = 0 + 18 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 80 = 0 - 85 = 0 + 81 = 0 + 86 = 0 + 90 = 0 127 = 0 - 128 = 0 - 133 = 0 + 129 = 0 + 134 = 0 137 = 0 - 176 = 0 + 177 = 0 205 = 0 + 206 = 0 + 211 = 0 215 = 0 + 254 = 0 283 = 0 333 = 0 - 338 = 0 + 334 = 0 + 339 = 0 + 343 = 0 380 = 0 381 = 0 + 382 = 0 385 = 0 - 386 = 0 + 387 = 0 390 = 0 + 391 = 0 395 = 0 - 429 = 0 + 430 = 0 458 = 0 - 459 = 0 + 460 = 0 463 = 0 + 489 = 0 518 = 0 + 519 = 0 523 = 0 567 = 0 586 = 0 - 587 = 0 - 592 = 0 + 588 = 0 + 593 = 0 596 = 0 - 635 = 0 + 636 = 0 664 = 0 665 = 0 + 666 = 0 670 = 0 + 671 = 0 674 = 0 + 675 = 0 + 680 = 0 713 = 0 + 714 = 0 + 718 = 0 742 = 0 791 = 0 - 841 = 0 + 792 = 0 + 797 = 0 + 822 = 0 + 842 = 0 870 = 0 - 871 = 0 + 872 = 0 875 = 0 901 = 0 + 902 = 0 + 906 = 0 930 = 0 931 = 0 + 932 = 0 935 = 0 + 936 = 0 979 = 0 + 999 = 0 1017 = 0 + 1018 = 0 1036 = 0 + 1037 = 0 + 1042 = 0 1046 = 0 + 1085 = 0 1114 = 0 1163 = 0 1164 = 0 + 1165 = 0 1169 = 0 + 1170 = 0 1173 = 0 - 1174 = 0 - 1179 = 0 + 1175 = 0 + 1180 = 0 1212 = 0 - 1217 = 0 + 1213 = 0 + 1218 = 0 1241 = 0 - 1242 = 0 - 1247 = 0 - 1272 = 0 + 1243 = 0 + 1248 = 0 + 1273 = 0 + 1291 = 0 1320 = 0 + 1321 = 0 1325 = 0 1369 = 0 1389 = 0 - 1394 = 0 + 1390 = 0 + 1395 = 0 1418 = 0 1419 = 0 + 1420 = 0 1423 = 0 - 1424 = 0 - 1449 = 0 + 1425 = 0 + 1450 = 0 1467 = 0 - 1468 = 0 + 1469 = 0 1486 = 0 1535 = 0 + 1536 = 0 + 1541 = 0 + 1566 = 0 1584 = 0 - 1585 = 0 - 1590 = 0 - 1615 = 0 + 1586 = 0 + 1591 = 0 + 1616 = 0 1633 = 0 1634 = 0 + 1635 = 0 1639 = 0 + 1640 = 0 1664 = 0 + 1665 = 0 1701 = 0 + 1721 = 0 1739 = 0 - 1759 = 0 + 1740 = 0 + 1760 = 0 1777 = 0 - 1778 = 0 + 1779 = 0 1797 = 0 + 1798 = 0 1815 = 0 1816 = 0 + 1817 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=0 1 = 0 11 = 0 @@ -813,15 +1059,29 @@ DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=1 6533 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=2 1 = 0 - 0 = 0 + 2 = 0 + 7 = 0 11 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 42 = 0 + 57 = 0 70 = 0 + 85 = 0 98 = 0 + 99 = 0 + 106 = 0 112 = 0 128 = 0 + 151 = 0 + 211 = 0 + 221 = 0 + 239 = 0 + 260 = 0 + 274 = 0 + 301 = 0 360 = 0 370 = 0 381 = 0 @@ -829,36 +1089,66 @@ DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=2 423 = 0 439 = 0 618 = 0 + 619 = 0 + 624 = 0 628 = 0 639 = 0 + 654 = 0 667 = 0 + 668 = 0 + 675 = 0 681 = 0 697 = 0 + 720 = 0 + 769 = 0 + 787 = 0 + 801 = 0 + 828 = 0 876 = 0 887 = 0 908 = 0 924 = 0 + 1063 = 0 + 1073 = 0 + 1091 = 0 + 1112 = 0 + 1126 = 0 + 1153 = 0 1212 = 0 + 1213 = 0 1217 = 0 1222 = 0 + 1223 = 0 1227 = 0 1233 = 0 + 1241 = 0 1254 = 0 + 1262 = 0 1275 = 0 + 1276 = 0 1282 = 0 1291 = 0 + 1303 = 0 1470 = 0 1475 = 0 1481 = 0 1495 = 0 1509 = 0 1518 = 0 + 1579 = 0 + 1597 = 0 + 1611 = 0 + 1638 = 0 1686 = 0 + 1687 = 0 1691 = 0 1697 = 0 + 1705 = 0 1718 = 0 + 1719 = 0 1725 = 0 1734 = 0 + 1746 = 0 1872 = 0 1878 = 0 1892 = 0 @@ -904,41 +1194,77 @@ DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=2 3524 = 0 3533 = 0 3582 = 0 + 3583 = 0 + 3588 = 0 3592 = 0 3603 = 0 + 3618 = 0 3631 = 0 + 3632 = 0 + 3639 = 0 3645 = 0 3661 = 0 + 3684 = 0 + 3733 = 0 + 3751 = 0 + 3765 = 0 + 3792 = 0 3840 = 0 3851 = 0 3872 = 0 3888 = 0 4026 = 0 + 4027 = 0 + 4032 = 0 4036 = 0 4047 = 0 + 4062 = 0 4075 = 0 + 4076 = 0 + 4083 = 0 4089 = 0 4105 = 0 + 4128 = 0 + 4177 = 0 + 4195 = 0 + 4209 = 0 + 4236 = 0 4284 = 0 4295 = 0 4316 = 0 4332 = 0 + 4471 = 0 + 4489 = 0 + 4503 = 0 + 4530 = 0 4578 = 0 + 4579 = 0 4583 = 0 4589 = 0 + 4597 = 0 4610 = 0 + 4611 = 0 4617 = 0 4626 = 0 + 4638 = 0 4764 = 0 4770 = 0 4784 = 0 4793 = 0 + 4843 = 0 + 4861 = 0 + 4875 = 0 + 4902 = 0 4950 = 0 + 4951 = 0 4955 = 0 4961 = 0 + 4969 = 0 4982 = 0 + 4983 = 0 4989 = 0 4998 = 0 + 5010 = 0 5136 = 0 5142 = 0 5156 = 0 @@ -977,15 +1303,29 @@ DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=2 6533 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=3 1 = 0 - 0 = 0 + 2 = 0 + 7 = 0 11 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 42 = 0 + 57 = 0 70 = 0 + 85 = 0 98 = 0 + 99 = 0 + 106 = 0 112 = 0 128 = 0 + 151 = 0 + 211 = 0 + 221 = 0 + 239 = 0 + 260 = 0 + 274 = 0 + 301 = 0 360 = 0 370 = 0 381 = 0 @@ -993,36 +1333,66 @@ DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=3 423 = 0 439 = 0 618 = 0 + 619 = 0 + 624 = 0 628 = 0 639 = 0 + 654 = 0 667 = 0 + 668 = 0 + 675 = 0 681 = 0 697 = 0 + 720 = 0 + 769 = 0 + 787 = 0 + 801 = 0 + 828 = 0 876 = 0 887 = 0 908 = 0 924 = 0 + 1063 = 0 + 1073 = 0 + 1091 = 0 + 1112 = 0 + 1126 = 0 + 1153 = 0 1212 = 0 + 1213 = 0 1217 = 0 1222 = 0 + 1223 = 0 1227 = 0 1233 = 0 + 1241 = 0 1254 = 0 + 1262 = 0 1275 = 0 + 1276 = 0 1282 = 0 1291 = 0 + 1303 = 0 1470 = 0 1475 = 0 1481 = 0 1495 = 0 1509 = 0 1518 = 0 + 1579 = 0 + 1597 = 0 + 1611 = 0 + 1638 = 0 1686 = 0 + 1687 = 0 1691 = 0 1697 = 0 + 1705 = 0 1718 = 0 + 1719 = 0 1725 = 0 1734 = 0 + 1746 = 0 1872 = 0 1878 = 0 1892 = 0 @@ -1034,75 +1404,156 @@ DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=3 2013 = 0 2029 = 0 2208 = 0 + 2209 = 0 + 2214 = 0 2218 = 0 + 2219 = 0 + 2224 = 0 2229 = 0 + 2244 = 0 2250 = 0 + 2265 = 0 2271 = 0 + 2272 = 0 + 2279 = 0 2287 = 0 + 2310 = 0 + 2359 = 0 + 2364 = 0 + 2377 = 0 + 2391 = 0 + 2398 = 0 + 2418 = 0 2466 = 0 2477 = 0 2498 = 0 2514 = 0 2652 = 0 + 2653 = 0 + 2658 = 0 2663 = 0 + 2678 = 0 2684 = 0 + 2685 = 0 + 2692 = 0 2700 = 0 + 2723 = 0 + 2761 = 0 + 2774 = 0 + 2781 = 0 + 2801 = 0 2946 = 0 2951 = 0 2957 = 0 2971 = 0 2985 = 0 2994 = 0 + 3055 = 0 + 3060 = 0 + 3073 = 0 + 3087 = 0 + 3094 = 0 + 3114 = 0 3162 = 0 + 3163 = 0 3167 = 0 + 3168 = 0 3173 = 0 + 3181 = 0 3187 = 0 + 3195 = 0 3201 = 0 + 3202 = 0 3210 = 0 + 3222 = 0 3348 = 0 3354 = 0 3368 = 0 3377 = 0 + 3427 = 0 + 3440 = 0 + 3447 = 0 + 3467 = 0 3504 = 0 + 3505 = 0 3510 = 0 + 3518 = 0 3524 = 0 + 3525 = 0 3533 = 0 + 3545 = 0 3582 = 0 + 3583 = 0 + 3588 = 0 3592 = 0 3603 = 0 + 3618 = 0 3631 = 0 + 3632 = 0 + 3639 = 0 3645 = 0 3661 = 0 + 3684 = 0 + 3733 = 0 + 3751 = 0 + 3765 = 0 + 3792 = 0 3840 = 0 3851 = 0 3872 = 0 3888 = 0 4026 = 0 + 4027 = 0 + 4032 = 0 4036 = 0 4047 = 0 + 4062 = 0 4075 = 0 + 4076 = 0 + 4083 = 0 4089 = 0 4105 = 0 + 4128 = 0 + 4177 = 0 + 4195 = 0 + 4209 = 0 + 4236 = 0 4284 = 0 4295 = 0 4316 = 0 4332 = 0 + 4471 = 0 + 4489 = 0 + 4503 = 0 + 4530 = 0 4578 = 0 + 4579 = 0 4583 = 0 4589 = 0 + 4597 = 0 4610 = 0 + 4611 = 0 4617 = 0 4626 = 0 + 4638 = 0 4764 = 0 4770 = 0 4784 = 0 4793 = 0 + 4843 = 0 + 4861 = 0 + 4875 = 0 + 4902 = 0 4950 = 0 + 4951 = 0 4955 = 0 4961 = 0 + 4969 = 0 4982 = 0 + 4983 = 0 4989 = 0 4998 = 0 + 5010 = 0 5136 = 0 5142 = 0 5156 = 0 @@ -1112,242 +1563,403 @@ DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=3 5246 = 0 5262 = 0 5400 = 0 + 5401 = 0 + 5406 = 0 5411 = 0 + 5426 = 0 5432 = 0 + 5433 = 0 + 5440 = 0 5448 = 0 + 5471 = 0 + 5509 = 0 + 5522 = 0 + 5529 = 0 + 5549 = 0 5586 = 0 5597 = 0 5618 = 0 5634 = 0 5772 = 0 + 5773 = 0 + 5778 = 0 5783 = 0 + 5798 = 0 5804 = 0 + 5805 = 0 + 5812 = 0 5820 = 0 + 5843 = 0 + 5881 = 0 + 5894 = 0 + 5901 = 0 + 5921 = 0 6036 = 0 6042 = 0 6056 = 0 6065 = 0 + 6115 = 0 + 6128 = 0 + 6135 = 0 + 6155 = 0 6192 = 0 + 6193 = 0 6198 = 0 + 6206 = 0 6212 = 0 + 6213 = 0 6221 = 0 + 6233 = 0 6348 = 0 6354 = 0 6368 = 0 6377 = 0 + 6427 = 0 + 6440 = 0 + 6447 = 0 + 6467 = 0 6504 = 0 + 6505 = 0 6510 = 0 + 6518 = 0 6524 = 0 + 6525 = 0 6533 = 0 + 6545 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=4 1 = 0 - 0 = 0 2 = 0 + 3 = 0 7 = 0 + 8 = 0 11 = 0 - 12 = 0 - 17 = 0 + 13 = 0 + 18 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 42 = 0 - 43 = 0 - 50 = 0 + 44 = 0 + 51 = 0 57 = 0 - 64 = 0 + 58 = 0 + 65 = 0 70 = 0 + 85 = 0 98 = 0 + 99 = 0 + 106 = 0 112 = 0 128 = 0 - 173 = 0 + 151 = 0 + 174 = 0 211 = 0 - 216 = 0 - 232 = 0 + 212 = 0 + 217 = 0 + 221 = 0 + 233 = 0 239 = 0 - 246 = 0 - 323 = 0 + 240 = 0 + 247 = 0 + 260 = 0 + 274 = 0 + 301 = 0 + 324 = 0 360 = 0 - 361 = 0 - 366 = 0 + 362 = 0 + 367 = 0 370 = 0 381 = 0 - 382 = 0 - 389 = 0 - 396 = 0 + 383 = 0 + 390 = 0 + 397 = 0 402 = 0 423 = 0 439 = 0 - 473 = 0 - 511 = 0 - 522 = 0 - 529 = 0 - 581 = 0 + 474 = 0 + 512 = 0 + 523 = 0 + 530 = 0 + 582 = 0 618 = 0 + 619 = 0 + 624 = 0 628 = 0 639 = 0 + 654 = 0 667 = 0 + 668 = 0 + 675 = 0 681 = 0 697 = 0 + 720 = 0 + 769 = 0 + 787 = 0 + 801 = 0 + 828 = 0 876 = 0 887 = 0 908 = 0 924 = 0 1063 = 0 - 1068 = 0 - 1084 = 0 + 1064 = 0 + 1069 = 0 + 1073 = 0 + 1085 = 0 1091 = 0 - 1098 = 0 - 1175 = 0 + 1092 = 0 + 1099 = 0 + 1112 = 0 + 1126 = 0 + 1153 = 0 + 1176 = 0 1212 = 0 1213 = 0 + 1214 = 0 1217 = 0 - 1218 = 0 + 1219 = 0 1222 = 0 + 1223 = 0 1227 = 0 1233 = 0 - 1234 = 0 + 1235 = 0 1241 = 0 - 1248 = 0 + 1242 = 0 + 1249 = 0 1254 = 0 + 1262 = 0 1275 = 0 + 1276 = 0 1282 = 0 1291 = 0 - 1325 = 0 - 1363 = 0 - 1374 = 0 - 1381 = 0 - 1433 = 0 + 1303 = 0 + 1326 = 0 + 1364 = 0 + 1375 = 0 + 1382 = 0 + 1434 = 0 1470 = 0 - 1471 = 0 + 1472 = 0 1475 = 0 1481 = 0 - 1482 = 0 - 1489 = 0 + 1483 = 0 + 1490 = 0 1495 = 0 1509 = 0 1518 = 0 - 1541 = 0 + 1542 = 0 + 1579 = 0 + 1597 = 0 + 1611 = 0 + 1638 = 0 1686 = 0 + 1687 = 0 1691 = 0 1697 = 0 + 1705 = 0 1718 = 0 + 1719 = 0 1725 = 0 1734 = 0 + 1746 = 0 1872 = 0 1878 = 0 1892 = 0 1901 = 0 1950 = 0 - 1951 = 0 - 1956 = 0 + 1952 = 0 + 1957 = 0 1960 = 0 1971 = 0 - 1972 = 0 - 1979 = 0 - 1986 = 0 + 1973 = 0 + 1980 = 0 + 1987 = 0 1992 = 0 2013 = 0 2029 = 0 - 2063 = 0 - 2101 = 0 - 2112 = 0 - 2119 = 0 - 2171 = 0 + 2064 = 0 + 2102 = 0 + 2113 = 0 + 2120 = 0 + 2172 = 0 2208 = 0 2209 = 0 + 2210 = 0 2214 = 0 + 2215 = 0 2218 = 0 + 2219 = 0 + 2224 = 0 2229 = 0 - 2230 = 0 - 2237 = 0 + 2231 = 0 + 2238 = 0 2244 = 0 + 2245 = 0 2250 = 0 + 2265 = 0 2271 = 0 + 2272 = 0 + 2279 = 0 2287 = 0 - 2321 = 0 + 2310 = 0 + 2322 = 0 2359 = 0 - 2370 = 0 + 2360 = 0 + 2364 = 0 + 2371 = 0 2377 = 0 - 2429 = 0 + 2378 = 0 + 2391 = 0 + 2398 = 0 + 2418 = 0 + 2430 = 0 2466 = 0 2477 = 0 2498 = 0 2514 = 0 2652 = 0 + 2653 = 0 + 2658 = 0 2663 = 0 + 2678 = 0 2684 = 0 + 2685 = 0 + 2692 = 0 2700 = 0 - 2839 = 0 - 2850 = 0 - 2857 = 0 - 2909 = 0 + 2723 = 0 + 2761 = 0 + 2774 = 0 + 2781 = 0 + 2801 = 0 + 2840 = 0 + 2851 = 0 + 2858 = 0 + 2910 = 0 2946 = 0 - 2947 = 0 + 2948 = 0 2951 = 0 2957 = 0 - 2958 = 0 - 2965 = 0 + 2959 = 0 + 2966 = 0 2971 = 0 2985 = 0 2994 = 0 - 3017 = 0 + 3018 = 0 3055 = 0 - 3066 = 0 + 3056 = 0 + 3060 = 0 + 3067 = 0 3073 = 0 - 3125 = 0 + 3074 = 0 + 3087 = 0 + 3094 = 0 + 3114 = 0 + 3126 = 0 3162 = 0 3163 = 0 + 3164 = 0 3167 = 0 + 3168 = 0 3173 = 0 - 3174 = 0 + 3175 = 0 3181 = 0 + 3182 = 0 3187 = 0 + 3195 = 0 3201 = 0 + 3202 = 0 3210 = 0 - 3233 = 0 + 3222 = 0 + 3234 = 0 3348 = 0 3354 = 0 3368 = 0 3377 = 0 + 3427 = 0 + 3440 = 0 + 3447 = 0 + 3467 = 0 3504 = 0 + 3505 = 0 3510 = 0 + 3518 = 0 3524 = 0 + 3525 = 0 3533 = 0 + 3545 = 0 3582 = 0 + 3583 = 0 + 3588 = 0 3592 = 0 3603 = 0 + 3618 = 0 3631 = 0 + 3632 = 0 + 3639 = 0 3645 = 0 3661 = 0 + 3684 = 0 + 3733 = 0 + 3751 = 0 + 3765 = 0 + 3792 = 0 3840 = 0 3851 = 0 3872 = 0 3888 = 0 4026 = 0 + 4027 = 0 + 4032 = 0 4036 = 0 4047 = 0 + 4062 = 0 4075 = 0 + 4076 = 0 + 4083 = 0 4089 = 0 4105 = 0 + 4128 = 0 + 4177 = 0 + 4195 = 0 + 4209 = 0 + 4236 = 0 4284 = 0 4295 = 0 4316 = 0 4332 = 0 + 4471 = 0 + 4489 = 0 + 4503 = 0 + 4530 = 0 4578 = 0 + 4579 = 0 4583 = 0 4589 = 0 + 4597 = 0 4610 = 0 + 4611 = 0 4617 = 0 4626 = 0 + 4638 = 0 4764 = 0 4770 = 0 4784 = 0 4793 = 0 + 4843 = 0 + 4861 = 0 + 4875 = 0 + 4902 = 0 4950 = 0 + 4951 = 0 4955 = 0 4961 = 0 + 4969 = 0 4982 = 0 + 4983 = 0 4989 = 0 4998 = 0 + 5010 = 0 5136 = 0 5142 = 0 5156 = 0 @@ -1357,359 +1969,556 @@ DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=4 5246 = 0 5262 = 0 5400 = 0 + 5401 = 0 + 5406 = 0 5411 = 0 + 5426 = 0 5432 = 0 + 5433 = 0 + 5440 = 0 5448 = 0 + 5471 = 0 + 5509 = 0 + 5522 = 0 + 5529 = 0 + 5549 = 0 5586 = 0 5597 = 0 5618 = 0 5634 = 0 5772 = 0 + 5773 = 0 + 5778 = 0 5783 = 0 + 5798 = 0 5804 = 0 + 5805 = 0 + 5812 = 0 5820 = 0 + 5843 = 0 + 5881 = 0 + 5894 = 0 + 5901 = 0 + 5921 = 0 6036 = 0 6042 = 0 6056 = 0 6065 = 0 + 6115 = 0 + 6128 = 0 + 6135 = 0 + 6155 = 0 6192 = 0 + 6193 = 0 6198 = 0 + 6206 = 0 6212 = 0 + 6213 = 0 6221 = 0 + 6233 = 0 6348 = 0 6354 = 0 6368 = 0 6377 = 0 + 6427 = 0 + 6440 = 0 + 6447 = 0 + 6467 = 0 6504 = 0 + 6505 = 0 6510 = 0 + 6518 = 0 6524 = 0 + 6525 = 0 6533 = 0 + 6545 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(3)-FE_Q<3>(2)^3-FE_Q<3>(3)], case=5 1 = 0 - 0 = 0 2 = 0 + 3 = 0 7 = 0 + 8 = 0 11 = 0 - 12 = 0 - 17 = 0 + 13 = 0 + 18 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 42 = 0 - 43 = 0 - 50 = 0 + 44 = 0 + 51 = 0 57 = 0 - 64 = 0 + 58 = 0 + 65 = 0 70 = 0 + 85 = 0 98 = 0 + 99 = 0 + 106 = 0 112 = 0 128 = 0 - 173 = 0 + 151 = 0 + 174 = 0 211 = 0 - 216 = 0 - 232 = 0 + 212 = 0 + 217 = 0 + 221 = 0 + 233 = 0 239 = 0 - 246 = 0 - 323 = 0 + 240 = 0 + 247 = 0 + 260 = 0 + 274 = 0 + 301 = 0 + 324 = 0 360 = 0 - 361 = 0 - 366 = 0 + 362 = 0 + 367 = 0 370 = 0 381 = 0 - 382 = 0 - 389 = 0 - 396 = 0 + 383 = 0 + 390 = 0 + 397 = 0 402 = 0 423 = 0 439 = 0 - 473 = 0 - 511 = 0 - 522 = 0 - 529 = 0 - 581 = 0 + 474 = 0 + 512 = 0 + 523 = 0 + 530 = 0 + 582 = 0 618 = 0 + 619 = 0 + 624 = 0 628 = 0 639 = 0 + 654 = 0 667 = 0 + 668 = 0 + 675 = 0 681 = 0 697 = 0 + 720 = 0 + 769 = 0 + 787 = 0 + 801 = 0 + 828 = 0 876 = 0 887 = 0 908 = 0 924 = 0 1063 = 0 - 1068 = 0 - 1084 = 0 + 1064 = 0 + 1069 = 0 + 1073 = 0 + 1085 = 0 1091 = 0 - 1098 = 0 - 1175 = 0 + 1092 = 0 + 1099 = 0 + 1112 = 0 + 1126 = 0 + 1153 = 0 + 1176 = 0 1212 = 0 1213 = 0 + 1214 = 0 1217 = 0 - 1218 = 0 + 1219 = 0 1222 = 0 + 1223 = 0 1227 = 0 1233 = 0 - 1234 = 0 + 1235 = 0 1241 = 0 - 1248 = 0 + 1242 = 0 + 1249 = 0 1254 = 0 + 1262 = 0 1275 = 0 + 1276 = 0 1282 = 0 1291 = 0 - 1325 = 0 - 1363 = 0 - 1374 = 0 - 1381 = 0 - 1433 = 0 + 1303 = 0 + 1326 = 0 + 1364 = 0 + 1375 = 0 + 1382 = 0 + 1434 = 0 1470 = 0 - 1471 = 0 + 1472 = 0 1475 = 0 1481 = 0 - 1482 = 0 - 1489 = 0 + 1483 = 0 + 1490 = 0 1495 = 0 1509 = 0 1518 = 0 - 1541 = 0 + 1542 = 0 + 1579 = 0 + 1597 = 0 + 1611 = 0 + 1638 = 0 1686 = 0 + 1687 = 0 1691 = 0 1697 = 0 + 1705 = 0 1718 = 0 + 1719 = 0 1725 = 0 1734 = 0 + 1746 = 0 1872 = 0 1878 = 0 1892 = 0 1901 = 0 1950 = 0 - 1951 = 0 - 1956 = 0 + 1952 = 0 + 1957 = 0 1960 = 0 1971 = 0 - 1972 = 0 - 1979 = 0 - 1986 = 0 + 1973 = 0 + 1980 = 0 + 1987 = 0 1992 = 0 2013 = 0 2029 = 0 - 2063 = 0 - 2101 = 0 - 2112 = 0 - 2119 = 0 - 2171 = 0 + 2064 = 0 + 2102 = 0 + 2113 = 0 + 2120 = 0 + 2172 = 0 2208 = 0 2209 = 0 + 2210 = 0 2214 = 0 + 2215 = 0 2218 = 0 + 2219 = 0 + 2224 = 0 2229 = 0 - 2230 = 0 - 2237 = 0 + 2231 = 0 + 2238 = 0 2244 = 0 + 2245 = 0 2250 = 0 + 2265 = 0 2271 = 0 + 2272 = 0 + 2279 = 0 2287 = 0 - 2321 = 0 + 2310 = 0 + 2322 = 0 2359 = 0 - 2370 = 0 + 2360 = 0 + 2364 = 0 + 2371 = 0 2377 = 0 - 2429 = 0 + 2378 = 0 + 2391 = 0 + 2398 = 0 + 2418 = 0 + 2430 = 0 2466 = 0 2477 = 0 2498 = 0 2514 = 0 2652 = 0 + 2653 = 0 + 2658 = 0 2663 = 0 + 2678 = 0 2684 = 0 + 2685 = 0 + 2692 = 0 2700 = 0 - 2839 = 0 - 2850 = 0 - 2857 = 0 - 2909 = 0 + 2723 = 0 + 2761 = 0 + 2774 = 0 + 2781 = 0 + 2801 = 0 + 2840 = 0 + 2851 = 0 + 2858 = 0 + 2910 = 0 2946 = 0 - 2947 = 0 + 2948 = 0 2951 = 0 2957 = 0 - 2958 = 0 - 2965 = 0 + 2959 = 0 + 2966 = 0 2971 = 0 2985 = 0 2994 = 0 - 3017 = 0 + 3018 = 0 3055 = 0 - 3066 = 0 + 3056 = 0 + 3060 = 0 + 3067 = 0 3073 = 0 - 3125 = 0 + 3074 = 0 + 3087 = 0 + 3094 = 0 + 3114 = 0 + 3126 = 0 3162 = 0 3163 = 0 + 3164 = 0 3167 = 0 + 3168 = 0 3173 = 0 - 3174 = 0 + 3175 = 0 3181 = 0 + 3182 = 0 3187 = 0 + 3195 = 0 3201 = 0 + 3202 = 0 3210 = 0 - 3233 = 0 + 3222 = 0 + 3234 = 0 3348 = 0 3354 = 0 3368 = 0 3377 = 0 + 3427 = 0 + 3440 = 0 + 3447 = 0 + 3467 = 0 3504 = 0 + 3505 = 0 3510 = 0 + 3518 = 0 3524 = 0 + 3525 = 0 3533 = 0 + 3545 = 0 3582 = 0 + 3583 = 0 + 3588 = 0 3592 = 0 3603 = 0 + 3618 = 0 3631 = 0 + 3632 = 0 + 3639 = 0 3645 = 0 3661 = 0 + 3684 = 0 + 3733 = 0 + 3751 = 0 + 3765 = 0 + 3792 = 0 3840 = 0 3851 = 0 3872 = 0 3888 = 0 4026 = 0 4027 = 0 + 4028 = 0 4032 = 0 + 4033 = 0 4036 = 0 - 4037 = 0 - 4042 = 0 + 4038 = 0 + 4043 = 0 4047 = 0 - 4048 = 0 - 4055 = 0 + 4049 = 0 + 4056 = 0 4062 = 0 - 4069 = 0 + 4063 = 0 + 4070 = 0 4075 = 0 + 4076 = 0 + 4083 = 0 4089 = 0 4105 = 0 - 4150 = 0 + 4128 = 0 + 4151 = 0 4177 = 0 - 4182 = 0 - 4188 = 0 + 4178 = 0 + 4183 = 0 + 4189 = 0 4195 = 0 - 4202 = 0 - 4258 = 0 + 4196 = 0 + 4203 = 0 + 4209 = 0 + 4236 = 0 + 4259 = 0 4284 = 0 - 4285 = 0 - 4290 = 0 + 4286 = 0 + 4291 = 0 4295 = 0 - 4296 = 0 - 4303 = 0 - 4310 = 0 + 4297 = 0 + 4304 = 0 + 4311 = 0 4316 = 0 4332 = 0 - 4366 = 0 - 4393 = 0 - 4399 = 0 - 4406 = 0 - 4444 = 0 + 4367 = 0 + 4394 = 0 + 4400 = 0 + 4407 = 0 + 4445 = 0 + 4471 = 0 + 4489 = 0 + 4503 = 0 + 4530 = 0 4578 = 0 + 4579 = 0 4583 = 0 4589 = 0 + 4597 = 0 4610 = 0 + 4611 = 0 4617 = 0 4626 = 0 + 4638 = 0 4764 = 0 4770 = 0 4784 = 0 4793 = 0 4843 = 0 - 4848 = 0 - 4854 = 0 + 4844 = 0 + 4849 = 0 + 4855 = 0 4861 = 0 - 4868 = 0 - 4924 = 0 + 4862 = 0 + 4869 = 0 + 4875 = 0 + 4902 = 0 + 4925 = 0 4950 = 0 4951 = 0 + 4952 = 0 4955 = 0 - 4956 = 0 + 4957 = 0 4961 = 0 - 4962 = 0 + 4963 = 0 4969 = 0 - 4976 = 0 + 4970 = 0 + 4977 = 0 4982 = 0 + 4983 = 0 4989 = 0 4998 = 0 - 5032 = 0 - 5059 = 0 - 5065 = 0 - 5072 = 0 - 5110 = 0 + 5010 = 0 + 5033 = 0 + 5060 = 0 + 5066 = 0 + 5073 = 0 + 5111 = 0 5136 = 0 - 5137 = 0 + 5138 = 0 5142 = 0 - 5143 = 0 - 5150 = 0 + 5144 = 0 + 5151 = 0 5156 = 0 5165 = 0 - 5188 = 0 + 5189 = 0 5214 = 0 5225 = 0 5246 = 0 5262 = 0 5400 = 0 + 5401 = 0 + 5406 = 0 5411 = 0 + 5426 = 0 5432 = 0 + 5433 = 0 + 5440 = 0 5448 = 0 + 5471 = 0 + 5509 = 0 + 5522 = 0 + 5529 = 0 + 5549 = 0 5586 = 0 - 5587 = 0 - 5592 = 0 + 5588 = 0 + 5593 = 0 5597 = 0 - 5598 = 0 - 5605 = 0 - 5612 = 0 + 5599 = 0 + 5606 = 0 + 5613 = 0 5618 = 0 5634 = 0 - 5668 = 0 - 5695 = 0 - 5701 = 0 - 5708 = 0 - 5746 = 0 + 5669 = 0 + 5696 = 0 + 5702 = 0 + 5709 = 0 + 5747 = 0 5772 = 0 5773 = 0 + 5774 = 0 5778 = 0 + 5779 = 0 5783 = 0 - 5784 = 0 - 5791 = 0 + 5785 = 0 + 5792 = 0 5798 = 0 + 5799 = 0 5804 = 0 + 5805 = 0 + 5812 = 0 5820 = 0 - 5854 = 0 + 5843 = 0 + 5855 = 0 5881 = 0 - 5887 = 0 + 5882 = 0 + 5888 = 0 5894 = 0 - 5932 = 0 + 5895 = 0 + 5901 = 0 + 5921 = 0 + 5933 = 0 6036 = 0 6042 = 0 6056 = 0 6065 = 0 + 6115 = 0 + 6128 = 0 + 6135 = 0 + 6155 = 0 6192 = 0 + 6193 = 0 6198 = 0 + 6206 = 0 6212 = 0 + 6213 = 0 6221 = 0 - 6271 = 0 - 6277 = 0 - 6284 = 0 - 6322 = 0 + 6233 = 0 + 6272 = 0 + 6278 = 0 + 6285 = 0 + 6323 = 0 6348 = 0 - 6349 = 0 + 6350 = 0 6354 = 0 - 6355 = 0 - 6362 = 0 + 6356 = 0 + 6363 = 0 6368 = 0 6377 = 0 - 6400 = 0 + 6401 = 0 6427 = 0 - 6433 = 0 + 6428 = 0 + 6434 = 0 6440 = 0 - 6478 = 0 + 6441 = 0 + 6447 = 0 + 6467 = 0 + 6479 = 0 6504 = 0 6505 = 0 + 6506 = 0 6510 = 0 - 6511 = 0 + 6512 = 0 6518 = 0 + 6519 = 0 6524 = 0 + 6525 = 0 6533 = 0 - 6556 = 0 + 6545 = 0 + 6557 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=0 1 = 0 11 = 0 @@ -2221,22 +3030,49 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=1 16261 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=2 1 = 0 - 0 = 0 + 2 = 0 + 7 = 0 11 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 43 = 0 44 = 0 + 69 = 0 + 70 = 0 91 = 0 92 = 0 + 117 = 0 + 118 = 0 139 = 0 + 141 = 0 140 = 0 + 142 = 0 + 153 = 0 + 154 = 0 163 = 0 164 = 0 193 = 0 194 = 0 195 = 0 196 = 0 + 257 = 0 + 258 = 0 + 259 = 0 + 260 = 0 + 444 = 0 + 454 = 0 + 479 = 0 + 480 = 0 + 515 = 0 + 516 = 0 + 539 = 0 + 540 = 0 + 601 = 0 + 602 = 0 + 603 = 0 + 604 = 0 787 = 0 797 = 0 809 = 0 @@ -2250,17 +3086,38 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=2 913 = 0 914 = 0 1399 = 0 + 1400 = 0 + 1405 = 0 1409 = 0 1421 = 0 1422 = 0 + 1447 = 0 + 1448 = 0 1469 = 0 + 1471 = 0 1470 = 0 + 1472 = 0 + 1483 = 0 + 1484 = 0 1493 = 0 1494 = 0 1523 = 0 1524 = 0 1525 = 0 1526 = 0 + 1587 = 0 + 1588 = 0 + 1589 = 0 + 1590 = 0 + 1744 = 0 + 1769 = 0 + 1770 = 0 + 1793 = 0 + 1794 = 0 + 1855 = 0 + 1856 = 0 + 1857 = 0 + 1858 = 0 2011 = 0 2023 = 0 2024 = 0 @@ -2270,22 +3127,46 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=2 2090 = 0 2091 = 0 2092 = 0 + 2489 = 0 + 2499 = 0 + 2524 = 0 + 2525 = 0 + 2560 = 0 + 2561 = 0 + 2584 = 0 + 2585 = 0 + 2646 = 0 + 2647 = 0 + 2648 = 0 + 2649 = 0 2832 = 0 + 2833 = 0 2837 = 0 2842 = 0 + 2843 = 0 2847 = 0 2854 = 0 2855 = 0 + 2868 = 0 + 2869 = 0 2890 = 0 2891 = 0 + 2904 = 0 + 2905 = 0 2926 = 0 + 2928 = 0 2927 = 0 + 2929 = 0 2938 = 0 2939 = 0 2956 = 0 2957 = 0 2958 = 0 2959 = 0 + 2990 = 0 + 2991 = 0 + 2992 = 0 + 2993 = 0 3444 = 0 3449 = 0 3456 = 0 @@ -2298,18 +3179,36 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=2 3523 = 0 3524 = 0 3525 = 0 + 3713 = 0 + 3738 = 0 + 3739 = 0 + 3762 = 0 + 3763 = 0 + 3824 = 0 + 3825 = 0 + 3826 = 0 + 3827 = 0 3980 = 0 + 3981 = 0 3985 = 0 3992 = 0 3993 = 0 + 4006 = 0 + 4007 = 0 4028 = 0 + 4030 = 0 4029 = 0 + 4031 = 0 4040 = 0 4041 = 0 4058 = 0 4059 = 0 4060 = 0 4061 = 0 + 4092 = 0 + 4093 = 0 + 4094 = 0 + 4095 = 0 4457 = 0 4464 = 0 4465 = 0 @@ -2404,17 +3303,38 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=2 8594 = 0 8595 = 0 8752 = 0 + 8753 = 0 + 8758 = 0 8762 = 0 8774 = 0 8775 = 0 + 8800 = 0 + 8801 = 0 8822 = 0 + 8824 = 0 8823 = 0 + 8825 = 0 + 8836 = 0 + 8837 = 0 8846 = 0 8847 = 0 8876 = 0 8877 = 0 8878 = 0 8879 = 0 + 8940 = 0 + 8941 = 0 + 8942 = 0 + 8943 = 0 + 9097 = 0 + 9122 = 0 + 9123 = 0 + 9146 = 0 + 9147 = 0 + 9208 = 0 + 9209 = 0 + 9210 = 0 + 9211 = 0 9364 = 0 9376 = 0 9377 = 0 @@ -2425,17 +3345,38 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=2 9444 = 0 9445 = 0 9841 = 0 + 9842 = 0 + 9847 = 0 9851 = 0 9863 = 0 9864 = 0 + 9889 = 0 + 9890 = 0 9911 = 0 + 9913 = 0 9912 = 0 + 9914 = 0 + 9925 = 0 + 9926 = 0 9935 = 0 9936 = 0 9965 = 0 9966 = 0 9967 = 0 9968 = 0 + 10029 = 0 + 10030 = 0 + 10031 = 0 + 10032 = 0 + 10186 = 0 + 10211 = 0 + 10212 = 0 + 10235 = 0 + 10236 = 0 + 10297 = 0 + 10298 = 0 + 10299 = 0 + 10300 = 0 10453 = 0 10465 = 0 10466 = 0 @@ -2445,18 +3386,36 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=2 10532 = 0 10533 = 0 10534 = 0 + 10931 = 0 + 10956 = 0 + 10957 = 0 + 10980 = 0 + 10981 = 0 + 11042 = 0 + 11043 = 0 + 11044 = 0 + 11045 = 0 11198 = 0 + 11199 = 0 11203 = 0 11210 = 0 11211 = 0 + 11224 = 0 + 11225 = 0 11246 = 0 + 11248 = 0 11247 = 0 + 11249 = 0 11258 = 0 11259 = 0 11276 = 0 11277 = 0 11278 = 0 11279 = 0 + 11310 = 0 + 11311 = 0 + 11312 = 0 + 11313 = 0 11675 = 0 11682 = 0 11683 = 0 @@ -2466,18 +3425,36 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=2 11725 = 0 11726 = 0 11727 = 0 + 11885 = 0 + 11910 = 0 + 11911 = 0 + 11934 = 0 + 11935 = 0 + 11996 = 0 + 11997 = 0 + 11998 = 0 + 11999 = 0 12152 = 0 + 12153 = 0 12157 = 0 12164 = 0 12165 = 0 + 12178 = 0 + 12179 = 0 12200 = 0 + 12202 = 0 12201 = 0 + 12203 = 0 12212 = 0 12213 = 0 12230 = 0 12231 = 0 12232 = 0 12233 = 0 + 12264 = 0 + 12265 = 0 + 12266 = 0 + 12267 = 0 12629 = 0 12636 = 0 12637 = 0 @@ -2561,22 +3538,49 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=2 16261 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 1 = 0 - 0 = 0 + 2 = 0 + 7 = 0 11 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 43 = 0 44 = 0 + 69 = 0 + 70 = 0 91 = 0 92 = 0 + 117 = 0 + 118 = 0 139 = 0 + 141 = 0 140 = 0 + 142 = 0 + 153 = 0 + 154 = 0 163 = 0 164 = 0 193 = 0 194 = 0 195 = 0 196 = 0 + 257 = 0 + 258 = 0 + 259 = 0 + 260 = 0 + 444 = 0 + 454 = 0 + 479 = 0 + 480 = 0 + 515 = 0 + 516 = 0 + 539 = 0 + 540 = 0 + 601 = 0 + 602 = 0 + 603 = 0 + 604 = 0 787 = 0 797 = 0 809 = 0 @@ -2590,17 +3594,38 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 913 = 0 914 = 0 1399 = 0 + 1400 = 0 + 1405 = 0 1409 = 0 1421 = 0 1422 = 0 + 1447 = 0 + 1448 = 0 1469 = 0 + 1471 = 0 1470 = 0 + 1472 = 0 + 1483 = 0 + 1484 = 0 1493 = 0 1494 = 0 1523 = 0 1524 = 0 1525 = 0 1526 = 0 + 1587 = 0 + 1588 = 0 + 1589 = 0 + 1590 = 0 + 1744 = 0 + 1769 = 0 + 1770 = 0 + 1793 = 0 + 1794 = 0 + 1855 = 0 + 1856 = 0 + 1857 = 0 + 1858 = 0 2011 = 0 2023 = 0 2024 = 0 @@ -2610,22 +3635,46 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 2090 = 0 2091 = 0 2092 = 0 + 2489 = 0 + 2499 = 0 + 2524 = 0 + 2525 = 0 + 2560 = 0 + 2561 = 0 + 2584 = 0 + 2585 = 0 + 2646 = 0 + 2647 = 0 + 2648 = 0 + 2649 = 0 2832 = 0 + 2833 = 0 2837 = 0 2842 = 0 + 2843 = 0 2847 = 0 2854 = 0 2855 = 0 + 2868 = 0 + 2869 = 0 2890 = 0 2891 = 0 + 2904 = 0 + 2905 = 0 2926 = 0 + 2928 = 0 2927 = 0 + 2929 = 0 2938 = 0 2939 = 0 2956 = 0 2957 = 0 2958 = 0 2959 = 0 + 2990 = 0 + 2991 = 0 + 2992 = 0 + 2993 = 0 3444 = 0 3449 = 0 3456 = 0 @@ -2638,18 +3687,36 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 3523 = 0 3524 = 0 3525 = 0 + 3713 = 0 + 3738 = 0 + 3739 = 0 + 3762 = 0 + 3763 = 0 + 3824 = 0 + 3825 = 0 + 3826 = 0 + 3827 = 0 3980 = 0 + 3981 = 0 3985 = 0 3992 = 0 3993 = 0 + 4006 = 0 + 4007 = 0 4028 = 0 + 4030 = 0 4029 = 0 + 4031 = 0 4040 = 0 4041 = 0 4058 = 0 4059 = 0 4060 = 0 4061 = 0 + 4092 = 0 + 4093 = 0 + 4094 = 0 + 4095 = 0 4457 = 0 4464 = 0 4465 = 0 @@ -2672,17 +3739,45 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 4792 = 0 4793 = 0 5278 = 0 + 5279 = 0 + 5284 = 0 5288 = 0 + 5289 = 0 + 5294 = 0 5300 = 0 5301 = 0 + 5326 = 0 + 5327 = 0 5336 = 0 5337 = 0 + 5362 = 0 + 5363 = 0 5372 = 0 + 5374 = 0 5373 = 0 + 5375 = 0 + 5386 = 0 + 5387 = 0 5402 = 0 5403 = 0 5404 = 0 5405 = 0 + 5466 = 0 + 5467 = 0 + 5468 = 0 + 5469 = 0 + 5623 = 0 + 5628 = 0 + 5648 = 0 + 5649 = 0 + 5672 = 0 + 5673 = 0 + 5684 = 0 + 5685 = 0 + 5734 = 0 + 5735 = 0 + 5736 = 0 + 5737 = 0 5890 = 0 5902 = 0 5903 = 0 @@ -2693,14 +3788,35 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 5970 = 0 5971 = 0 6367 = 0 + 6368 = 0 + 6373 = 0 6379 = 0 6380 = 0 + 6405 = 0 + 6406 = 0 6415 = 0 + 6417 = 0 6416 = 0 + 6418 = 0 + 6429 = 0 + 6430 = 0 6445 = 0 6446 = 0 6447 = 0 6448 = 0 + 6509 = 0 + 6510 = 0 + 6511 = 0 + 6512 = 0 + 6636 = 0 + 6656 = 0 + 6657 = 0 + 6668 = 0 + 6669 = 0 + 6718 = 0 + 6719 = 0 + 6720 = 0 + 6721 = 0 7112 = 0 7117 = 0 7124 = 0 @@ -2713,18 +3829,42 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 7191 = 0 7192 = 0 7193 = 0 + 7381 = 0 + 7386 = 0 + 7406 = 0 + 7407 = 0 + 7430 = 0 + 7431 = 0 + 7442 = 0 + 7443 = 0 + 7492 = 0 + 7493 = 0 + 7494 = 0 + 7495 = 0 7648 = 0 + 7649 = 0 7653 = 0 + 7654 = 0 7660 = 0 7661 = 0 + 7674 = 0 + 7675 = 0 7684 = 0 7685 = 0 + 7698 = 0 + 7699 = 0 7708 = 0 + 7710 = 0 7709 = 0 + 7711 = 0 7726 = 0 7727 = 0 7728 = 0 7729 = 0 + 7760 = 0 + 7761 = 0 + 7762 = 0 + 7763 = 0 8125 = 0 8132 = 0 8133 = 0 @@ -2734,27 +3874,66 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 8175 = 0 8176 = 0 8177 = 0 + 8335 = 0 + 8355 = 0 + 8356 = 0 + 8367 = 0 + 8368 = 0 + 8417 = 0 + 8418 = 0 + 8419 = 0 + 8420 = 0 8543 = 0 + 8544 = 0 8550 = 0 8551 = 0 + 8564 = 0 + 8565 = 0 8574 = 0 + 8576 = 0 8575 = 0 + 8577 = 0 8592 = 0 8593 = 0 8594 = 0 8595 = 0 + 8626 = 0 + 8627 = 0 + 8628 = 0 + 8629 = 0 8752 = 0 + 8753 = 0 + 8758 = 0 8762 = 0 8774 = 0 8775 = 0 + 8800 = 0 + 8801 = 0 8822 = 0 + 8824 = 0 8823 = 0 + 8825 = 0 + 8836 = 0 + 8837 = 0 8846 = 0 8847 = 0 8876 = 0 8877 = 0 8878 = 0 8879 = 0 + 8940 = 0 + 8941 = 0 + 8942 = 0 + 8943 = 0 + 9097 = 0 + 9122 = 0 + 9123 = 0 + 9146 = 0 + 9147 = 0 + 9208 = 0 + 9209 = 0 + 9210 = 0 + 9211 = 0 9364 = 0 9376 = 0 9377 = 0 @@ -2765,17 +3944,38 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 9444 = 0 9445 = 0 9841 = 0 + 9842 = 0 + 9847 = 0 9851 = 0 9863 = 0 9864 = 0 + 9889 = 0 + 9890 = 0 9911 = 0 + 9913 = 0 9912 = 0 + 9914 = 0 + 9925 = 0 + 9926 = 0 9935 = 0 9936 = 0 9965 = 0 9966 = 0 9967 = 0 9968 = 0 + 10029 = 0 + 10030 = 0 + 10031 = 0 + 10032 = 0 + 10186 = 0 + 10211 = 0 + 10212 = 0 + 10235 = 0 + 10236 = 0 + 10297 = 0 + 10298 = 0 + 10299 = 0 + 10300 = 0 10453 = 0 10465 = 0 10466 = 0 @@ -2785,18 +3985,36 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 10532 = 0 10533 = 0 10534 = 0 + 10931 = 0 + 10956 = 0 + 10957 = 0 + 10980 = 0 + 10981 = 0 + 11042 = 0 + 11043 = 0 + 11044 = 0 + 11045 = 0 11198 = 0 + 11199 = 0 11203 = 0 11210 = 0 11211 = 0 + 11224 = 0 + 11225 = 0 11246 = 0 + 11248 = 0 11247 = 0 + 11249 = 0 11258 = 0 11259 = 0 11276 = 0 11277 = 0 11278 = 0 11279 = 0 + 11310 = 0 + 11311 = 0 + 11312 = 0 + 11313 = 0 11675 = 0 11682 = 0 11683 = 0 @@ -2806,18 +4024,36 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 11725 = 0 11726 = 0 11727 = 0 + 11885 = 0 + 11910 = 0 + 11911 = 0 + 11934 = 0 + 11935 = 0 + 11996 = 0 + 11997 = 0 + 11998 = 0 + 11999 = 0 12152 = 0 + 12153 = 0 12157 = 0 12164 = 0 12165 = 0 + 12178 = 0 + 12179 = 0 12200 = 0 + 12202 = 0 12201 = 0 + 12203 = 0 12212 = 0 12213 = 0 12230 = 0 12231 = 0 12232 = 0 12233 = 0 + 12264 = 0 + 12265 = 0 + 12266 = 0 + 12267 = 0 12629 = 0 12636 = 0 12637 = 0 @@ -2837,14 +4073,35 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 12918 = 0 12919 = 0 13315 = 0 + 13316 = 0 + 13321 = 0 13327 = 0 13328 = 0 + 13353 = 0 + 13354 = 0 13363 = 0 + 13365 = 0 13364 = 0 + 13366 = 0 + 13377 = 0 + 13378 = 0 13393 = 0 13394 = 0 13395 = 0 13396 = 0 + 13457 = 0 + 13458 = 0 + 13459 = 0 + 13460 = 0 + 13584 = 0 + 13604 = 0 + 13605 = 0 + 13616 = 0 + 13617 = 0 + 13666 = 0 + 13667 = 0 + 13668 = 0 + 13669 = 0 13792 = 0 13804 = 0 13805 = 0 @@ -2855,14 +4112,35 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 13872 = 0 13873 = 0 14269 = 0 + 14270 = 0 + 14275 = 0 14281 = 0 14282 = 0 + 14307 = 0 + 14308 = 0 14317 = 0 + 14319 = 0 14318 = 0 + 14320 = 0 + 14331 = 0 + 14332 = 0 14347 = 0 14348 = 0 14349 = 0 14350 = 0 + 14411 = 0 + 14412 = 0 + 14413 = 0 + 14414 = 0 + 14538 = 0 + 14558 = 0 + 14559 = 0 + 14570 = 0 + 14571 = 0 + 14620 = 0 + 14621 = 0 + 14622 = 0 + 14623 = 0 14955 = 0 14962 = 0 14963 = 0 @@ -2872,15 +4150,33 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 15005 = 0 15006 = 0 15007 = 0 + 15165 = 0 + 15185 = 0 + 15186 = 0 + 15197 = 0 + 15198 = 0 + 15247 = 0 + 15248 = 0 + 15249 = 0 + 15250 = 0 15373 = 0 + 15374 = 0 15380 = 0 15381 = 0 + 15394 = 0 + 15395 = 0 15404 = 0 + 15406 = 0 15405 = 0 + 15407 = 0 15422 = 0 15423 = 0 15424 = 0 15425 = 0 + 15456 = 0 + 15457 = 0 + 15458 = 0 + 15459 = 0 15791 = 0 15798 = 0 15799 = 0 @@ -2890,73 +4186,118 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=3 15841 = 0 15842 = 0 15843 = 0 + 16001 = 0 + 16021 = 0 + 16022 = 0 + 16033 = 0 + 16034 = 0 + 16083 = 0 + 16084 = 0 + 16085 = 0 + 16086 = 0 16209 = 0 + 16210 = 0 16216 = 0 16217 = 0 + 16230 = 0 + 16231 = 0 16240 = 0 + 16242 = 0 16241 = 0 + 16243 = 0 16258 = 0 16259 = 0 16260 = 0 16261 = 0 + 16292 = 0 + 16293 = 0 + 16294 = 0 + 16295 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 1 = 0 - 0 = 0 2 = 0 + 3 = 0 7 = 0 + 8 = 0 11 = 0 - 12 = 0 - 17 = 0 + 13 = 0 + 18 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 43 = 0 - 45 = 0 + 47 = 0 44 = 0 - 46 = 0 - 57 = 0 - 58 = 0 + 48 = 0 + 59 = 0 + 60 = 0 69 = 0 + 71 = 0 70 = 0 - 81 = 0 - 82 = 0 + 72 = 0 + 83 = 0 + 84 = 0 91 = 0 92 = 0 + 117 = 0 + 118 = 0 139 = 0 + 141 = 0 140 = 0 + 142 = 0 + 153 = 0 + 154 = 0 163 = 0 164 = 0 193 = 0 194 = 0 195 = 0 196 = 0 - 317 = 0 - 318 = 0 - 319 = 0 - 320 = 0 + 257 = 0 + 258 = 0 + 259 = 0 + 260 = 0 + 321 = 0 + 322 = 0 + 323 = 0 + 324 = 0 444 = 0 - 449 = 0 - 467 = 0 - 468 = 0 + 445 = 0 + 450 = 0 + 454 = 0 + 469 = 0 + 470 = 0 479 = 0 + 481 = 0 480 = 0 - 491 = 0 - 492 = 0 - 661 = 0 - 662 = 0 - 663 = 0 - 664 = 0 + 482 = 0 + 493 = 0 + 494 = 0 + 515 = 0 + 516 = 0 + 539 = 0 + 540 = 0 + 601 = 0 + 602 = 0 + 603 = 0 + 604 = 0 + 665 = 0 + 666 = 0 + 667 = 0 + 668 = 0 787 = 0 - 788 = 0 - 793 = 0 + 789 = 0 + 794 = 0 797 = 0 809 = 0 - 811 = 0 + 813 = 0 810 = 0 - 812 = 0 - 823 = 0 - 824 = 0 - 835 = 0 - 836 = 0 + 814 = 0 + 825 = 0 + 826 = 0 + 837 = 0 + 838 = 0 845 = 0 846 = 0 881 = 0 @@ -2965,31 +4306,52 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 912 = 0 913 = 0 914 = 0 - 1005 = 0 - 1006 = 0 - 1007 = 0 - 1008 = 0 - 1132 = 0 - 1145 = 0 - 1146 = 0 - 1157 = 0 - 1158 = 0 - 1273 = 0 - 1274 = 0 - 1275 = 0 - 1276 = 0 + 1009 = 0 + 1010 = 0 + 1011 = 0 + 1012 = 0 + 1133 = 0 + 1147 = 0 + 1148 = 0 + 1159 = 0 + 1160 = 0 + 1277 = 0 + 1278 = 0 + 1279 = 0 + 1280 = 0 1399 = 0 + 1400 = 0 + 1405 = 0 1409 = 0 1421 = 0 1422 = 0 + 1447 = 0 + 1448 = 0 1469 = 0 + 1471 = 0 1470 = 0 + 1472 = 0 + 1483 = 0 + 1484 = 0 1493 = 0 1494 = 0 1523 = 0 1524 = 0 1525 = 0 1526 = 0 + 1587 = 0 + 1588 = 0 + 1589 = 0 + 1590 = 0 + 1744 = 0 + 1769 = 0 + 1770 = 0 + 1793 = 0 + 1794 = 0 + 1855 = 0 + 1856 = 0 + 1857 = 0 + 1858 = 0 2011 = 0 2023 = 0 2024 = 0 @@ -3000,63 +4362,87 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 2091 = 0 2092 = 0 2489 = 0 - 2494 = 0 - 2512 = 0 - 2513 = 0 + 2490 = 0 + 2495 = 0 + 2499 = 0 + 2514 = 0 + 2515 = 0 2524 = 0 + 2526 = 0 2525 = 0 - 2536 = 0 - 2537 = 0 - 2706 = 0 - 2707 = 0 - 2708 = 0 - 2709 = 0 + 2527 = 0 + 2538 = 0 + 2539 = 0 + 2560 = 0 + 2561 = 0 + 2584 = 0 + 2585 = 0 + 2646 = 0 + 2647 = 0 + 2648 = 0 + 2649 = 0 + 2710 = 0 + 2711 = 0 + 2712 = 0 + 2713 = 0 2832 = 0 2833 = 0 + 2834 = 0 2837 = 0 - 2838 = 0 + 2839 = 0 2842 = 0 + 2843 = 0 2847 = 0 2854 = 0 - 2856 = 0 + 2858 = 0 2855 = 0 - 2857 = 0 + 2859 = 0 2868 = 0 + 2870 = 0 2869 = 0 - 2880 = 0 - 2881 = 0 + 2871 = 0 + 2882 = 0 + 2883 = 0 2890 = 0 2891 = 0 + 2904 = 0 + 2905 = 0 2926 = 0 + 2928 = 0 2927 = 0 + 2929 = 0 2938 = 0 2939 = 0 2956 = 0 2957 = 0 2958 = 0 2959 = 0 - 3050 = 0 - 3051 = 0 - 3052 = 0 - 3053 = 0 - 3177 = 0 - 3190 = 0 - 3191 = 0 - 3202 = 0 - 3203 = 0 - 3318 = 0 - 3319 = 0 - 3320 = 0 - 3321 = 0 + 2990 = 0 + 2991 = 0 + 2992 = 0 + 2993 = 0 + 3054 = 0 + 3055 = 0 + 3056 = 0 + 3057 = 0 + 3178 = 0 + 3192 = 0 + 3193 = 0 + 3204 = 0 + 3205 = 0 + 3322 = 0 + 3323 = 0 + 3324 = 0 + 3325 = 0 3444 = 0 - 3445 = 0 + 3446 = 0 3449 = 0 3456 = 0 - 3458 = 0 + 3460 = 0 3457 = 0 - 3459 = 0 - 3470 = 0 - 3471 = 0 + 3461 = 0 + 3472 = 0 + 3473 = 0 3480 = 0 3481 = 0 3504 = 0 @@ -3065,22 +4451,40 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 3523 = 0 3524 = 0 3525 = 0 - 3586 = 0 - 3587 = 0 - 3588 = 0 - 3589 = 0 + 3590 = 0 + 3591 = 0 + 3592 = 0 + 3593 = 0 + 3713 = 0 + 3738 = 0 + 3739 = 0 + 3762 = 0 + 3763 = 0 + 3824 = 0 + 3825 = 0 + 3826 = 0 + 3827 = 0 3980 = 0 + 3981 = 0 3985 = 0 3992 = 0 3993 = 0 + 4006 = 0 + 4007 = 0 4028 = 0 + 4030 = 0 4029 = 0 + 4031 = 0 4040 = 0 4041 = 0 4058 = 0 4059 = 0 4060 = 0 4061 = 0 + 4092 = 0 + 4093 = 0 + 4094 = 0 + 4095 = 0 4457 = 0 4464 = 0 4465 = 0 @@ -3091,17 +4495,17 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 4508 = 0 4509 = 0 4666 = 0 - 4667 = 0 - 4672 = 0 + 4668 = 0 + 4673 = 0 4676 = 0 4688 = 0 - 4690 = 0 + 4692 = 0 4689 = 0 - 4691 = 0 - 4702 = 0 - 4703 = 0 - 4714 = 0 - 4715 = 0 + 4693 = 0 + 4704 = 0 + 4705 = 0 + 4716 = 0 + 4717 = 0 4724 = 0 4725 = 0 4760 = 0 @@ -3110,52 +4514,80 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 4791 = 0 4792 = 0 4793 = 0 - 4884 = 0 - 4885 = 0 - 4886 = 0 - 4887 = 0 - 5011 = 0 - 5024 = 0 - 5025 = 0 - 5036 = 0 - 5037 = 0 - 5152 = 0 - 5153 = 0 - 5154 = 0 - 5155 = 0 + 4888 = 0 + 4889 = 0 + 4890 = 0 + 4891 = 0 + 5012 = 0 + 5026 = 0 + 5027 = 0 + 5038 = 0 + 5039 = 0 + 5156 = 0 + 5157 = 0 + 5158 = 0 + 5159 = 0 5278 = 0 5279 = 0 + 5280 = 0 5284 = 0 + 5285 = 0 5288 = 0 + 5289 = 0 + 5294 = 0 5300 = 0 - 5302 = 0 + 5304 = 0 5301 = 0 - 5303 = 0 - 5314 = 0 - 5315 = 0 + 5305 = 0 + 5316 = 0 + 5317 = 0 5326 = 0 + 5328 = 0 5327 = 0 + 5329 = 0 5336 = 0 5337 = 0 + 5362 = 0 + 5363 = 0 5372 = 0 + 5374 = 0 5373 = 0 + 5375 = 0 + 5386 = 0 + 5387 = 0 5402 = 0 5403 = 0 5404 = 0 5405 = 0 - 5496 = 0 - 5497 = 0 - 5498 = 0 - 5499 = 0 + 5466 = 0 + 5467 = 0 + 5468 = 0 + 5469 = 0 + 5500 = 0 + 5501 = 0 + 5502 = 0 + 5503 = 0 5623 = 0 - 5636 = 0 - 5637 = 0 + 5624 = 0 + 5628 = 0 + 5638 = 0 + 5639 = 0 5648 = 0 + 5650 = 0 5649 = 0 - 5764 = 0 - 5765 = 0 - 5766 = 0 - 5767 = 0 + 5651 = 0 + 5672 = 0 + 5673 = 0 + 5684 = 0 + 5685 = 0 + 5734 = 0 + 5735 = 0 + 5736 = 0 + 5737 = 0 + 5768 = 0 + 5769 = 0 + 5770 = 0 + 5771 = 0 5890 = 0 5902 = 0 5903 = 0 @@ -3166,32 +4598,53 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 5970 = 0 5971 = 0 6367 = 0 + 6368 = 0 + 6373 = 0 6379 = 0 6380 = 0 + 6405 = 0 + 6406 = 0 6415 = 0 + 6417 = 0 6416 = 0 + 6418 = 0 + 6429 = 0 + 6430 = 0 6445 = 0 6446 = 0 6447 = 0 6448 = 0 - 6845 = 0 - 6858 = 0 - 6859 = 0 - 6870 = 0 - 6871 = 0 - 6986 = 0 - 6987 = 0 - 6988 = 0 - 6989 = 0 + 6509 = 0 + 6510 = 0 + 6511 = 0 + 6512 = 0 + 6636 = 0 + 6656 = 0 + 6657 = 0 + 6668 = 0 + 6669 = 0 + 6718 = 0 + 6719 = 0 + 6720 = 0 + 6721 = 0 + 6846 = 0 + 6860 = 0 + 6861 = 0 + 6872 = 0 + 6873 = 0 + 6990 = 0 + 6991 = 0 + 6992 = 0 + 6993 = 0 7112 = 0 - 7113 = 0 + 7114 = 0 7117 = 0 7124 = 0 - 7126 = 0 + 7128 = 0 7125 = 0 - 7127 = 0 - 7138 = 0 - 7139 = 0 + 7129 = 0 + 7140 = 0 + 7141 = 0 7148 = 0 7149 = 0 7172 = 0 @@ -3200,40 +4653,64 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 7191 = 0 7192 = 0 7193 = 0 - 7254 = 0 - 7255 = 0 - 7256 = 0 - 7257 = 0 + 7258 = 0 + 7259 = 0 + 7260 = 0 + 7261 = 0 7381 = 0 - 7394 = 0 - 7395 = 0 + 7382 = 0 + 7386 = 0 + 7396 = 0 + 7397 = 0 7406 = 0 + 7408 = 0 7407 = 0 - 7522 = 0 - 7523 = 0 - 7524 = 0 - 7525 = 0 + 7409 = 0 + 7430 = 0 + 7431 = 0 + 7442 = 0 + 7443 = 0 + 7492 = 0 + 7493 = 0 + 7494 = 0 + 7495 = 0 + 7526 = 0 + 7527 = 0 + 7528 = 0 + 7529 = 0 7648 = 0 7649 = 0 + 7650 = 0 7653 = 0 + 7654 = 0 7660 = 0 - 7662 = 0 + 7664 = 0 7661 = 0 - 7663 = 0 + 7665 = 0 7674 = 0 + 7676 = 0 7675 = 0 + 7677 = 0 7684 = 0 7685 = 0 + 7698 = 0 + 7699 = 0 7708 = 0 + 7710 = 0 7709 = 0 + 7711 = 0 7726 = 0 7727 = 0 7728 = 0 7729 = 0 - 7790 = 0 - 7791 = 0 - 7792 = 0 - 7793 = 0 + 7760 = 0 + 7761 = 0 + 7762 = 0 + 7763 = 0 + 7794 = 0 + 7795 = 0 + 7796 = 0 + 7797 = 0 8125 = 0 8132 = 0 8133 = 0 @@ -3243,27 +4720,66 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 8175 = 0 8176 = 0 8177 = 0 + 8335 = 0 + 8355 = 0 + 8356 = 0 + 8367 = 0 + 8368 = 0 + 8417 = 0 + 8418 = 0 + 8419 = 0 + 8420 = 0 8543 = 0 + 8544 = 0 8550 = 0 8551 = 0 + 8564 = 0 + 8565 = 0 8574 = 0 + 8576 = 0 8575 = 0 + 8577 = 0 8592 = 0 8593 = 0 8594 = 0 8595 = 0 + 8626 = 0 + 8627 = 0 + 8628 = 0 + 8629 = 0 8752 = 0 + 8753 = 0 + 8758 = 0 8762 = 0 8774 = 0 8775 = 0 + 8800 = 0 + 8801 = 0 8822 = 0 + 8824 = 0 8823 = 0 + 8825 = 0 + 8836 = 0 + 8837 = 0 8846 = 0 8847 = 0 8876 = 0 8877 = 0 8878 = 0 8879 = 0 + 8940 = 0 + 8941 = 0 + 8942 = 0 + 8943 = 0 + 9097 = 0 + 9122 = 0 + 9123 = 0 + 9146 = 0 + 9147 = 0 + 9208 = 0 + 9209 = 0 + 9210 = 0 + 9211 = 0 9364 = 0 9376 = 0 9377 = 0 @@ -3274,17 +4790,38 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 9444 = 0 9445 = 0 9841 = 0 + 9842 = 0 + 9847 = 0 9851 = 0 9863 = 0 9864 = 0 + 9889 = 0 + 9890 = 0 9911 = 0 + 9913 = 0 9912 = 0 + 9914 = 0 + 9925 = 0 + 9926 = 0 9935 = 0 9936 = 0 9965 = 0 9966 = 0 9967 = 0 9968 = 0 + 10029 = 0 + 10030 = 0 + 10031 = 0 + 10032 = 0 + 10186 = 0 + 10211 = 0 + 10212 = 0 + 10235 = 0 + 10236 = 0 + 10297 = 0 + 10298 = 0 + 10299 = 0 + 10300 = 0 10453 = 0 10465 = 0 10466 = 0 @@ -3294,18 +4831,36 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 10532 = 0 10533 = 0 10534 = 0 + 10931 = 0 + 10956 = 0 + 10957 = 0 + 10980 = 0 + 10981 = 0 + 11042 = 0 + 11043 = 0 + 11044 = 0 + 11045 = 0 11198 = 0 + 11199 = 0 11203 = 0 11210 = 0 11211 = 0 + 11224 = 0 + 11225 = 0 11246 = 0 + 11248 = 0 11247 = 0 + 11249 = 0 11258 = 0 11259 = 0 11276 = 0 11277 = 0 11278 = 0 11279 = 0 + 11310 = 0 + 11311 = 0 + 11312 = 0 + 11313 = 0 11675 = 0 11682 = 0 11683 = 0 @@ -3315,18 +4870,36 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 11725 = 0 11726 = 0 11727 = 0 + 11885 = 0 + 11910 = 0 + 11911 = 0 + 11934 = 0 + 11935 = 0 + 11996 = 0 + 11997 = 0 + 11998 = 0 + 11999 = 0 12152 = 0 + 12153 = 0 12157 = 0 12164 = 0 12165 = 0 + 12178 = 0 + 12179 = 0 12200 = 0 + 12202 = 0 12201 = 0 + 12203 = 0 12212 = 0 12213 = 0 12230 = 0 12231 = 0 12232 = 0 12233 = 0 + 12264 = 0 + 12265 = 0 + 12266 = 0 + 12267 = 0 12629 = 0 12636 = 0 12637 = 0 @@ -3346,14 +4919,35 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 12918 = 0 12919 = 0 13315 = 0 + 13316 = 0 + 13321 = 0 13327 = 0 13328 = 0 + 13353 = 0 + 13354 = 0 13363 = 0 + 13365 = 0 13364 = 0 + 13366 = 0 + 13377 = 0 + 13378 = 0 13393 = 0 13394 = 0 13395 = 0 13396 = 0 + 13457 = 0 + 13458 = 0 + 13459 = 0 + 13460 = 0 + 13584 = 0 + 13604 = 0 + 13605 = 0 + 13616 = 0 + 13617 = 0 + 13666 = 0 + 13667 = 0 + 13668 = 0 + 13669 = 0 13792 = 0 13804 = 0 13805 = 0 @@ -3364,14 +4958,35 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 13872 = 0 13873 = 0 14269 = 0 + 14270 = 0 + 14275 = 0 14281 = 0 14282 = 0 + 14307 = 0 + 14308 = 0 14317 = 0 + 14319 = 0 14318 = 0 + 14320 = 0 + 14331 = 0 + 14332 = 0 14347 = 0 14348 = 0 14349 = 0 14350 = 0 + 14411 = 0 + 14412 = 0 + 14413 = 0 + 14414 = 0 + 14538 = 0 + 14558 = 0 + 14559 = 0 + 14570 = 0 + 14571 = 0 + 14620 = 0 + 14621 = 0 + 14622 = 0 + 14623 = 0 14955 = 0 14962 = 0 14963 = 0 @@ -3381,15 +4996,33 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 15005 = 0 15006 = 0 15007 = 0 + 15165 = 0 + 15185 = 0 + 15186 = 0 + 15197 = 0 + 15198 = 0 + 15247 = 0 + 15248 = 0 + 15249 = 0 + 15250 = 0 15373 = 0 + 15374 = 0 15380 = 0 15381 = 0 + 15394 = 0 + 15395 = 0 15404 = 0 + 15406 = 0 15405 = 0 + 15407 = 0 15422 = 0 15423 = 0 15424 = 0 15425 = 0 + 15456 = 0 + 15457 = 0 + 15458 = 0 + 15459 = 0 15791 = 0 15798 = 0 15799 = 0 @@ -3399,73 +5032,118 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=4 15841 = 0 15842 = 0 15843 = 0 + 16001 = 0 + 16021 = 0 + 16022 = 0 + 16033 = 0 + 16034 = 0 + 16083 = 0 + 16084 = 0 + 16085 = 0 + 16086 = 0 16209 = 0 + 16210 = 0 16216 = 0 16217 = 0 + 16230 = 0 + 16231 = 0 16240 = 0 + 16242 = 0 16241 = 0 + 16243 = 0 16258 = 0 16259 = 0 16260 = 0 16261 = 0 + 16292 = 0 + 16293 = 0 + 16294 = 0 + 16295 = 0 DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 1 = 0 - 0 = 0 2 = 0 + 3 = 0 7 = 0 + 8 = 0 11 = 0 - 12 = 0 - 17 = 0 + 13 = 0 + 18 = 0 21 = 0 + 22 = 0 + 27 = 0 31 = 0 43 = 0 - 45 = 0 + 47 = 0 44 = 0 - 46 = 0 - 57 = 0 - 58 = 0 + 48 = 0 + 59 = 0 + 60 = 0 69 = 0 + 71 = 0 70 = 0 - 81 = 0 - 82 = 0 + 72 = 0 + 83 = 0 + 84 = 0 91 = 0 92 = 0 + 117 = 0 + 118 = 0 139 = 0 + 141 = 0 140 = 0 + 142 = 0 + 153 = 0 + 154 = 0 163 = 0 164 = 0 193 = 0 194 = 0 195 = 0 196 = 0 - 317 = 0 - 318 = 0 - 319 = 0 - 320 = 0 + 257 = 0 + 258 = 0 + 259 = 0 + 260 = 0 + 321 = 0 + 322 = 0 + 323 = 0 + 324 = 0 444 = 0 - 449 = 0 - 467 = 0 - 468 = 0 + 445 = 0 + 450 = 0 + 454 = 0 + 469 = 0 + 470 = 0 479 = 0 + 481 = 0 480 = 0 - 491 = 0 - 492 = 0 - 661 = 0 - 662 = 0 - 663 = 0 - 664 = 0 + 482 = 0 + 493 = 0 + 494 = 0 + 515 = 0 + 516 = 0 + 539 = 0 + 540 = 0 + 601 = 0 + 602 = 0 + 603 = 0 + 604 = 0 + 665 = 0 + 666 = 0 + 667 = 0 + 668 = 0 787 = 0 - 788 = 0 - 793 = 0 + 789 = 0 + 794 = 0 797 = 0 809 = 0 - 811 = 0 + 813 = 0 810 = 0 - 812 = 0 - 823 = 0 - 824 = 0 - 835 = 0 - 836 = 0 + 814 = 0 + 825 = 0 + 826 = 0 + 837 = 0 + 838 = 0 845 = 0 846 = 0 881 = 0 @@ -3474,31 +5152,52 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 912 = 0 913 = 0 914 = 0 - 1005 = 0 - 1006 = 0 - 1007 = 0 - 1008 = 0 - 1132 = 0 - 1145 = 0 - 1146 = 0 - 1157 = 0 - 1158 = 0 - 1273 = 0 - 1274 = 0 - 1275 = 0 - 1276 = 0 + 1009 = 0 + 1010 = 0 + 1011 = 0 + 1012 = 0 + 1133 = 0 + 1147 = 0 + 1148 = 0 + 1159 = 0 + 1160 = 0 + 1277 = 0 + 1278 = 0 + 1279 = 0 + 1280 = 0 1399 = 0 + 1400 = 0 + 1405 = 0 1409 = 0 1421 = 0 1422 = 0 + 1447 = 0 + 1448 = 0 1469 = 0 + 1471 = 0 1470 = 0 + 1472 = 0 + 1483 = 0 + 1484 = 0 1493 = 0 1494 = 0 1523 = 0 1524 = 0 1525 = 0 1526 = 0 + 1587 = 0 + 1588 = 0 + 1589 = 0 + 1590 = 0 + 1744 = 0 + 1769 = 0 + 1770 = 0 + 1793 = 0 + 1794 = 0 + 1855 = 0 + 1856 = 0 + 1857 = 0 + 1858 = 0 2011 = 0 2023 = 0 2024 = 0 @@ -3509,63 +5208,87 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 2091 = 0 2092 = 0 2489 = 0 - 2494 = 0 - 2512 = 0 - 2513 = 0 + 2490 = 0 + 2495 = 0 + 2499 = 0 + 2514 = 0 + 2515 = 0 2524 = 0 + 2526 = 0 2525 = 0 - 2536 = 0 - 2537 = 0 - 2706 = 0 - 2707 = 0 - 2708 = 0 - 2709 = 0 + 2527 = 0 + 2538 = 0 + 2539 = 0 + 2560 = 0 + 2561 = 0 + 2584 = 0 + 2585 = 0 + 2646 = 0 + 2647 = 0 + 2648 = 0 + 2649 = 0 + 2710 = 0 + 2711 = 0 + 2712 = 0 + 2713 = 0 2832 = 0 2833 = 0 + 2834 = 0 2837 = 0 - 2838 = 0 + 2839 = 0 2842 = 0 + 2843 = 0 2847 = 0 2854 = 0 - 2856 = 0 + 2858 = 0 2855 = 0 - 2857 = 0 + 2859 = 0 2868 = 0 + 2870 = 0 2869 = 0 - 2880 = 0 - 2881 = 0 + 2871 = 0 + 2882 = 0 + 2883 = 0 2890 = 0 2891 = 0 + 2904 = 0 + 2905 = 0 2926 = 0 + 2928 = 0 2927 = 0 + 2929 = 0 2938 = 0 2939 = 0 2956 = 0 2957 = 0 2958 = 0 2959 = 0 - 3050 = 0 - 3051 = 0 - 3052 = 0 - 3053 = 0 - 3177 = 0 - 3190 = 0 - 3191 = 0 - 3202 = 0 - 3203 = 0 - 3318 = 0 - 3319 = 0 - 3320 = 0 - 3321 = 0 + 2990 = 0 + 2991 = 0 + 2992 = 0 + 2993 = 0 + 3054 = 0 + 3055 = 0 + 3056 = 0 + 3057 = 0 + 3178 = 0 + 3192 = 0 + 3193 = 0 + 3204 = 0 + 3205 = 0 + 3322 = 0 + 3323 = 0 + 3324 = 0 + 3325 = 0 3444 = 0 - 3445 = 0 + 3446 = 0 3449 = 0 3456 = 0 - 3458 = 0 + 3460 = 0 3457 = 0 - 3459 = 0 - 3470 = 0 - 3471 = 0 + 3461 = 0 + 3472 = 0 + 3473 = 0 3480 = 0 3481 = 0 3504 = 0 @@ -3574,22 +5297,40 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 3523 = 0 3524 = 0 3525 = 0 - 3586 = 0 - 3587 = 0 - 3588 = 0 - 3589 = 0 + 3590 = 0 + 3591 = 0 + 3592 = 0 + 3593 = 0 + 3713 = 0 + 3738 = 0 + 3739 = 0 + 3762 = 0 + 3763 = 0 + 3824 = 0 + 3825 = 0 + 3826 = 0 + 3827 = 0 3980 = 0 + 3981 = 0 3985 = 0 3992 = 0 3993 = 0 + 4006 = 0 + 4007 = 0 4028 = 0 + 4030 = 0 4029 = 0 + 4031 = 0 4040 = 0 4041 = 0 4058 = 0 4059 = 0 4060 = 0 4061 = 0 + 4092 = 0 + 4093 = 0 + 4094 = 0 + 4095 = 0 4457 = 0 4464 = 0 4465 = 0 @@ -3600,17 +5341,17 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 4508 = 0 4509 = 0 4666 = 0 - 4667 = 0 - 4672 = 0 + 4668 = 0 + 4673 = 0 4676 = 0 4688 = 0 - 4690 = 0 + 4692 = 0 4689 = 0 - 4691 = 0 - 4702 = 0 - 4703 = 0 - 4714 = 0 - 4715 = 0 + 4693 = 0 + 4704 = 0 + 4705 = 0 + 4716 = 0 + 4717 = 0 4724 = 0 4725 = 0 4760 = 0 @@ -3619,52 +5360,80 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 4791 = 0 4792 = 0 4793 = 0 - 4884 = 0 - 4885 = 0 - 4886 = 0 - 4887 = 0 - 5011 = 0 - 5024 = 0 - 5025 = 0 - 5036 = 0 - 5037 = 0 - 5152 = 0 - 5153 = 0 - 5154 = 0 - 5155 = 0 + 4888 = 0 + 4889 = 0 + 4890 = 0 + 4891 = 0 + 5012 = 0 + 5026 = 0 + 5027 = 0 + 5038 = 0 + 5039 = 0 + 5156 = 0 + 5157 = 0 + 5158 = 0 + 5159 = 0 5278 = 0 5279 = 0 + 5280 = 0 5284 = 0 + 5285 = 0 5288 = 0 + 5289 = 0 + 5294 = 0 5300 = 0 - 5302 = 0 + 5304 = 0 5301 = 0 - 5303 = 0 - 5314 = 0 - 5315 = 0 + 5305 = 0 + 5316 = 0 + 5317 = 0 5326 = 0 + 5328 = 0 5327 = 0 + 5329 = 0 5336 = 0 5337 = 0 + 5362 = 0 + 5363 = 0 5372 = 0 + 5374 = 0 5373 = 0 + 5375 = 0 + 5386 = 0 + 5387 = 0 5402 = 0 5403 = 0 5404 = 0 5405 = 0 - 5496 = 0 - 5497 = 0 - 5498 = 0 - 5499 = 0 + 5466 = 0 + 5467 = 0 + 5468 = 0 + 5469 = 0 + 5500 = 0 + 5501 = 0 + 5502 = 0 + 5503 = 0 5623 = 0 - 5636 = 0 - 5637 = 0 + 5624 = 0 + 5628 = 0 + 5638 = 0 + 5639 = 0 5648 = 0 + 5650 = 0 5649 = 0 - 5764 = 0 - 5765 = 0 - 5766 = 0 - 5767 = 0 + 5651 = 0 + 5672 = 0 + 5673 = 0 + 5684 = 0 + 5685 = 0 + 5734 = 0 + 5735 = 0 + 5736 = 0 + 5737 = 0 + 5768 = 0 + 5769 = 0 + 5770 = 0 + 5771 = 0 5890 = 0 5902 = 0 5903 = 0 @@ -3675,32 +5444,53 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 5970 = 0 5971 = 0 6367 = 0 + 6368 = 0 + 6373 = 0 6379 = 0 6380 = 0 + 6405 = 0 + 6406 = 0 6415 = 0 + 6417 = 0 6416 = 0 + 6418 = 0 + 6429 = 0 + 6430 = 0 6445 = 0 6446 = 0 6447 = 0 6448 = 0 - 6845 = 0 - 6858 = 0 - 6859 = 0 - 6870 = 0 - 6871 = 0 - 6986 = 0 - 6987 = 0 - 6988 = 0 - 6989 = 0 + 6509 = 0 + 6510 = 0 + 6511 = 0 + 6512 = 0 + 6636 = 0 + 6656 = 0 + 6657 = 0 + 6668 = 0 + 6669 = 0 + 6718 = 0 + 6719 = 0 + 6720 = 0 + 6721 = 0 + 6846 = 0 + 6860 = 0 + 6861 = 0 + 6872 = 0 + 6873 = 0 + 6990 = 0 + 6991 = 0 + 6992 = 0 + 6993 = 0 7112 = 0 - 7113 = 0 + 7114 = 0 7117 = 0 7124 = 0 - 7126 = 0 + 7128 = 0 7125 = 0 - 7127 = 0 - 7138 = 0 - 7139 = 0 + 7129 = 0 + 7140 = 0 + 7141 = 0 7148 = 0 7149 = 0 7172 = 0 @@ -3709,40 +5499,64 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 7191 = 0 7192 = 0 7193 = 0 - 7254 = 0 - 7255 = 0 - 7256 = 0 - 7257 = 0 + 7258 = 0 + 7259 = 0 + 7260 = 0 + 7261 = 0 7381 = 0 - 7394 = 0 - 7395 = 0 + 7382 = 0 + 7386 = 0 + 7396 = 0 + 7397 = 0 7406 = 0 + 7408 = 0 7407 = 0 - 7522 = 0 - 7523 = 0 - 7524 = 0 - 7525 = 0 + 7409 = 0 + 7430 = 0 + 7431 = 0 + 7442 = 0 + 7443 = 0 + 7492 = 0 + 7493 = 0 + 7494 = 0 + 7495 = 0 + 7526 = 0 + 7527 = 0 + 7528 = 0 + 7529 = 0 7648 = 0 7649 = 0 + 7650 = 0 7653 = 0 + 7654 = 0 7660 = 0 - 7662 = 0 + 7664 = 0 7661 = 0 - 7663 = 0 + 7665 = 0 7674 = 0 + 7676 = 0 7675 = 0 + 7677 = 0 7684 = 0 7685 = 0 + 7698 = 0 + 7699 = 0 7708 = 0 + 7710 = 0 7709 = 0 + 7711 = 0 7726 = 0 7727 = 0 7728 = 0 7729 = 0 - 7790 = 0 - 7791 = 0 - 7792 = 0 - 7793 = 0 + 7760 = 0 + 7761 = 0 + 7762 = 0 + 7763 = 0 + 7794 = 0 + 7795 = 0 + 7796 = 0 + 7797 = 0 8125 = 0 8132 = 0 8133 = 0 @@ -3752,27 +5566,66 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 8175 = 0 8176 = 0 8177 = 0 + 8335 = 0 + 8355 = 0 + 8356 = 0 + 8367 = 0 + 8368 = 0 + 8417 = 0 + 8418 = 0 + 8419 = 0 + 8420 = 0 8543 = 0 + 8544 = 0 8550 = 0 8551 = 0 + 8564 = 0 + 8565 = 0 8574 = 0 + 8576 = 0 8575 = 0 + 8577 = 0 8592 = 0 8593 = 0 8594 = 0 8595 = 0 + 8626 = 0 + 8627 = 0 + 8628 = 0 + 8629 = 0 8752 = 0 + 8753 = 0 + 8758 = 0 8762 = 0 8774 = 0 8775 = 0 + 8800 = 0 + 8801 = 0 8822 = 0 + 8824 = 0 8823 = 0 + 8825 = 0 + 8836 = 0 + 8837 = 0 8846 = 0 8847 = 0 8876 = 0 8877 = 0 8878 = 0 8879 = 0 + 8940 = 0 + 8941 = 0 + 8942 = 0 + 8943 = 0 + 9097 = 0 + 9122 = 0 + 9123 = 0 + 9146 = 0 + 9147 = 0 + 9208 = 0 + 9209 = 0 + 9210 = 0 + 9211 = 0 9364 = 0 9376 = 0 9377 = 0 @@ -3784,86 +5637,125 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 9445 = 0 9841 = 0 9842 = 0 + 9843 = 0 9847 = 0 + 9848 = 0 9851 = 0 - 9852 = 0 - 9857 = 0 + 9853 = 0 + 9858 = 0 9863 = 0 - 9865 = 0 + 9867 = 0 9864 = 0 - 9866 = 0 - 9877 = 0 - 9878 = 0 + 9868 = 0 + 9879 = 0 + 9880 = 0 9889 = 0 + 9891 = 0 9890 = 0 - 9901 = 0 - 9902 = 0 + 9892 = 0 + 9903 = 0 + 9904 = 0 9911 = 0 + 9913 = 0 9912 = 0 + 9914 = 0 + 9925 = 0 + 9926 = 0 9935 = 0 9936 = 0 9965 = 0 9966 = 0 9967 = 0 9968 = 0 - 10089 = 0 - 10090 = 0 - 10091 = 0 - 10092 = 0 + 10029 = 0 + 10030 = 0 + 10031 = 0 + 10032 = 0 + 10093 = 0 + 10094 = 0 + 10095 = 0 + 10096 = 0 10186 = 0 - 10191 = 0 - 10199 = 0 - 10200 = 0 + 10187 = 0 + 10192 = 0 + 10201 = 0 + 10202 = 0 10211 = 0 + 10213 = 0 10212 = 0 - 10223 = 0 - 10224 = 0 - 10357 = 0 - 10358 = 0 - 10359 = 0 - 10360 = 0 + 10214 = 0 + 10225 = 0 + 10226 = 0 + 10235 = 0 + 10236 = 0 + 10297 = 0 + 10298 = 0 + 10299 = 0 + 10300 = 0 + 10361 = 0 + 10362 = 0 + 10363 = 0 + 10364 = 0 10453 = 0 - 10454 = 0 - 10459 = 0 + 10455 = 0 + 10460 = 0 10465 = 0 - 10467 = 0 + 10469 = 0 10466 = 0 - 10468 = 0 - 10479 = 0 - 10480 = 0 - 10491 = 0 - 10492 = 0 + 10470 = 0 + 10481 = 0 + 10482 = 0 + 10493 = 0 + 10494 = 0 10501 = 0 10502 = 0 10531 = 0 10532 = 0 10533 = 0 10534 = 0 - 10625 = 0 - 10626 = 0 - 10627 = 0 - 10628 = 0 - 10722 = 0 - 10730 = 0 - 10731 = 0 - 10742 = 0 - 10743 = 0 - 10834 = 0 - 10835 = 0 - 10836 = 0 - 10837 = 0 + 10629 = 0 + 10630 = 0 + 10631 = 0 + 10632 = 0 + 10723 = 0 + 10732 = 0 + 10733 = 0 + 10744 = 0 + 10745 = 0 + 10838 = 0 + 10839 = 0 + 10840 = 0 + 10841 = 0 + 10931 = 0 + 10956 = 0 + 10957 = 0 + 10980 = 0 + 10981 = 0 + 11042 = 0 + 11043 = 0 + 11044 = 0 + 11045 = 0 11198 = 0 + 11199 = 0 11203 = 0 11210 = 0 11211 = 0 + 11224 = 0 + 11225 = 0 11246 = 0 + 11248 = 0 11247 = 0 + 11249 = 0 11258 = 0 11259 = 0 11276 = 0 11277 = 0 11278 = 0 11279 = 0 + 11310 = 0 + 11311 = 0 + 11312 = 0 + 11313 = 0 11675 = 0 11682 = 0 11683 = 0 @@ -3874,68 +5766,86 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 11726 = 0 11727 = 0 11885 = 0 - 11890 = 0 - 11898 = 0 - 11899 = 0 + 11886 = 0 + 11891 = 0 + 11900 = 0 + 11901 = 0 11910 = 0 + 11912 = 0 11911 = 0 - 11922 = 0 - 11923 = 0 - 12056 = 0 - 12057 = 0 - 12058 = 0 - 12059 = 0 + 11913 = 0 + 11924 = 0 + 11925 = 0 + 11934 = 0 + 11935 = 0 + 11996 = 0 + 11997 = 0 + 11998 = 0 + 11999 = 0 + 12060 = 0 + 12061 = 0 + 12062 = 0 + 12063 = 0 12152 = 0 12153 = 0 + 12154 = 0 12157 = 0 - 12158 = 0 + 12159 = 0 12164 = 0 - 12166 = 0 + 12168 = 0 12165 = 0 - 12167 = 0 + 12169 = 0 12178 = 0 + 12180 = 0 12179 = 0 - 12190 = 0 - 12191 = 0 + 12181 = 0 + 12192 = 0 + 12193 = 0 12200 = 0 + 12202 = 0 12201 = 0 + 12203 = 0 12212 = 0 12213 = 0 12230 = 0 12231 = 0 12232 = 0 12233 = 0 - 12324 = 0 - 12325 = 0 - 12326 = 0 - 12327 = 0 - 12421 = 0 - 12429 = 0 - 12430 = 0 - 12441 = 0 - 12442 = 0 - 12533 = 0 - 12534 = 0 - 12535 = 0 - 12536 = 0 + 12264 = 0 + 12265 = 0 + 12266 = 0 + 12267 = 0 + 12328 = 0 + 12329 = 0 + 12330 = 0 + 12331 = 0 + 12422 = 0 + 12431 = 0 + 12432 = 0 + 12443 = 0 + 12444 = 0 + 12537 = 0 + 12538 = 0 + 12539 = 0 + 12540 = 0 12629 = 0 - 12630 = 0 + 12631 = 0 12636 = 0 - 12638 = 0 + 12640 = 0 12637 = 0 - 12639 = 0 - 12650 = 0 - 12651 = 0 + 12641 = 0 + 12652 = 0 + 12653 = 0 12660 = 0 12661 = 0 12678 = 0 12679 = 0 12680 = 0 12681 = 0 - 12742 = 0 - 12743 = 0 - 12744 = 0 - 12745 = 0 + 12746 = 0 + 12747 = 0 + 12748 = 0 + 12749 = 0 12838 = 0 12850 = 0 12851 = 0 @@ -3946,74 +5856,116 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 12918 = 0 12919 = 0 13315 = 0 + 13316 = 0 + 13321 = 0 13327 = 0 13328 = 0 + 13353 = 0 + 13354 = 0 13363 = 0 + 13365 = 0 13364 = 0 + 13366 = 0 + 13377 = 0 + 13378 = 0 13393 = 0 13394 = 0 13395 = 0 13396 = 0 + 13457 = 0 + 13458 = 0 + 13459 = 0 + 13460 = 0 + 13584 = 0 + 13604 = 0 + 13605 = 0 + 13616 = 0 + 13617 = 0 + 13666 = 0 + 13667 = 0 + 13668 = 0 + 13669 = 0 13792 = 0 - 13793 = 0 - 13798 = 0 + 13794 = 0 + 13799 = 0 13804 = 0 - 13806 = 0 + 13808 = 0 13805 = 0 - 13807 = 0 - 13818 = 0 - 13819 = 0 - 13830 = 0 - 13831 = 0 + 13809 = 0 + 13820 = 0 + 13821 = 0 + 13832 = 0 + 13833 = 0 13840 = 0 13841 = 0 13870 = 0 13871 = 0 13872 = 0 13873 = 0 - 13964 = 0 - 13965 = 0 - 13966 = 0 - 13967 = 0 - 14061 = 0 - 14069 = 0 - 14070 = 0 - 14081 = 0 - 14082 = 0 - 14173 = 0 - 14174 = 0 - 14175 = 0 - 14176 = 0 + 13968 = 0 + 13969 = 0 + 13970 = 0 + 13971 = 0 + 14062 = 0 + 14071 = 0 + 14072 = 0 + 14083 = 0 + 14084 = 0 + 14177 = 0 + 14178 = 0 + 14179 = 0 + 14180 = 0 14269 = 0 14270 = 0 + 14271 = 0 14275 = 0 + 14276 = 0 14281 = 0 - 14283 = 0 + 14285 = 0 14282 = 0 - 14284 = 0 - 14295 = 0 - 14296 = 0 + 14286 = 0 + 14297 = 0 + 14298 = 0 14307 = 0 + 14309 = 0 14308 = 0 + 14310 = 0 14317 = 0 + 14319 = 0 14318 = 0 + 14320 = 0 + 14331 = 0 + 14332 = 0 14347 = 0 14348 = 0 14349 = 0 14350 = 0 - 14441 = 0 - 14442 = 0 - 14443 = 0 - 14444 = 0 + 14411 = 0 + 14412 = 0 + 14413 = 0 + 14414 = 0 + 14445 = 0 + 14446 = 0 + 14447 = 0 + 14448 = 0 14538 = 0 - 14546 = 0 - 14547 = 0 + 14539 = 0 + 14548 = 0 + 14549 = 0 14558 = 0 + 14560 = 0 14559 = 0 - 14650 = 0 - 14651 = 0 - 14652 = 0 - 14653 = 0 + 14561 = 0 + 14570 = 0 + 14571 = 0 + 14620 = 0 + 14621 = 0 + 14622 = 0 + 14623 = 0 + 14654 = 0 + 14655 = 0 + 14656 = 0 + 14657 = 0 14955 = 0 14962 = 0 14963 = 0 @@ -4023,66 +5975,102 @@ DEAL::FE=FESystem<3>[FE_Q<3>(4)-FE_Q<3>(3)^3-FE_Q<3>(4)], case=5 15005 = 0 15006 = 0 15007 = 0 + 15165 = 0 + 15185 = 0 + 15186 = 0 + 15197 = 0 + 15198 = 0 + 15247 = 0 + 15248 = 0 + 15249 = 0 + 15250 = 0 15373 = 0 + 15374 = 0 15380 = 0 15381 = 0 + 15394 = 0 + 15395 = 0 15404 = 0 + 15406 = 0 15405 = 0 + 15407 = 0 15422 = 0 15423 = 0 15424 = 0 15425 = 0 - 15583 = 0 - 15591 = 0 - 15592 = 0 - 15603 = 0 - 15604 = 0 - 15695 = 0 - 15696 = 0 - 15697 = 0 - 15698 = 0 + 15456 = 0 + 15457 = 0 + 15458 = 0 + 15459 = 0 + 15584 = 0 + 15593 = 0 + 15594 = 0 + 15605 = 0 + 15606 = 0 + 15699 = 0 + 15700 = 0 + 15701 = 0 + 15702 = 0 15791 = 0 - 15792 = 0 + 15793 = 0 15798 = 0 - 15800 = 0 + 15802 = 0 15799 = 0 - 15801 = 0 - 15812 = 0 - 15813 = 0 + 15803 = 0 + 15814 = 0 + 15815 = 0 15822 = 0 15823 = 0 15840 = 0 15841 = 0 15842 = 0 15843 = 0 - 15904 = 0 - 15905 = 0 - 15906 = 0 - 15907 = 0 + 15908 = 0 + 15909 = 0 + 15910 = 0 + 15911 = 0 16001 = 0 - 16009 = 0 - 16010 = 0 + 16002 = 0 + 16011 = 0 + 16012 = 0 16021 = 0 + 16023 = 0 16022 = 0 - 16113 = 0 - 16114 = 0 - 16115 = 0 - 16116 = 0 + 16024 = 0 + 16033 = 0 + 16034 = 0 + 16083 = 0 + 16084 = 0 + 16085 = 0 + 16086 = 0 + 16117 = 0 + 16118 = 0 + 16119 = 0 + 16120 = 0 16209 = 0 16210 = 0 + 16211 = 0 16216 = 0 - 16218 = 0 + 16220 = 0 16217 = 0 - 16219 = 0 + 16221 = 0 16230 = 0 + 16232 = 0 16231 = 0 + 16233 = 0 16240 = 0 + 16242 = 0 16241 = 0 + 16243 = 0 16258 = 0 16259 = 0 16260 = 0 16261 = 0 - 16322 = 0 - 16323 = 0 - 16324 = 0 - 16325 = 0 + 16292 = 0 + 16293 = 0 + 16294 = 0 + 16295 = 0 + 16326 = 0 + 16327 = 0 + 16328 = 0 + 16329 = 0