bempp/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/conftest.py,sha256=rznXgTNXRiVx00maW6UMmtbU_8IBZWfBBkKvz4OTVY4,3836
bempp/helpers.py,sha256=wln2INmjCk1Byoc9hyv12OD8pYE7JhK7d-pxqAbRhg8,762
bempp/version.py,sha256=p4MxVO8ih2-hnh7INVBkrqMKBDGTkMso1LEbM6mx3jg,23
bempp/api/__init__.py,sha256=QKSaIzbEkjY4s-UzHWQExyltCxkzPoYx003hiGw4b3E,6657
bempp/api/assembly/__init__.py,sha256=7CFE95bdNJwVjy8vzSmLV3bylwu9Z_k_S-tOvcOksxo,38
bempp/api/assembly/assembler.py,sha256=93d2UL_9P8XmE3g_530czDL9C-i1vhrWijcb62SIXa4,3606
bempp/api/assembly/blocked_operator.py,sha256=ujAnFQerx1eS3VnLak3wTQOAjZkR1L1H8K4pPeUJmXE,28483
bempp/api/assembly/boundary_operator.py,sha256=AhCk3wQ8ycDUpW2U7tSrP5W9zrriddT2luld6y2BF4w,13718
bempp/api/assembly/discrete_boundary_operator.py,sha256=gKmWZ1QLP1Ix82v8meQplOrje-f4_twX1y4AhVSrEEo,16232
bempp/api/assembly/grid_function.py,sha256=0KVNHfJ7X8Rc8f4fRNLkJNYrxNGunuUxDpNX3TFeTFM,22370
bempp/api/assembly/potential_operator.py,sha256=J2R_W87_5PWjglZBPhxxO8LMJDGNsgziCAXqE2dd_aU,4621
bempp/api/external/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/api/external/fenics.py,sha256=o9WwjOn58unz5s348xjtOfLv3yXOubtRJE-SQ7JkRA8,4056
bempp/api/external/viewers.py,sha256=Q5Fsgue0FeY_I9WD0tvvDySI9YyQKISPebMChG1DzYI,7071
bempp/api/fmm/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/api/fmm/common.py,sha256=UnOLmqS32gz2h8Hbl5vSJLFcBa11pkFIrAMUMdbEk1E,7879
bempp/api/fmm/exafmm.py,sha256=0yv9E01Zyue5ZqbScQ2tcraOjrtFDmb_-bFnBx_yPyc,8113
bempp/api/grid/__init__.py,sha256=Mgadsoicb6zWrelGPftl8QeHsLv4fuzEt0oRqLM9JsA,47
bempp/api/grid/grid.py,sha256=oNt3DZWt7wCtnWxV1v5voyLIzpnWmVuJHuozDPmbOzY,46274
bempp/api/grid/io.py,sha256=PeNBKFsFEFSchSAIv2n8-vdHY-iKaIr8U85MpoGCMB0,5515
bempp/api/grid/test/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/api/grid/test/test_grid.py,sha256=kqVtyGgaw6EKjV7VkEh0CWCa_km0y_bMs1YcqEwnQhI,3728
bempp/api/integration/__init__.py,sha256=um5KggJDtuRqxtJzQQ7ej6Qi5oDOF_E7AqRb1_7RjXo,91
bempp/api/integration/duffy_collocation.py,sha256=oiKDdbdzrvhO-RnSqSSd18smHUH92e8fQ90e_CuhZM0,2209
bempp/api/integration/duffy_galerkin.py,sha256=3xN6405nHQkRwZPTN8rw-Qs9V7t88RqOyF9j6wvWCjQ,10961
bempp/api/integration/gauss.py,sha256=oOA3TfvyU5H0iVLEN-NnsPAGWoyQ4KpEZQC-ZiGcQ4Q,29826
bempp/api/integration/triangle_gauss.py,sha256=yW7-fcwnoR-4otvxRBeEpM12JdBXDBFj6m5LzTFFpNo,81700
bempp/api/integration/test/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/api/integration/test/test_duffy.py,sha256=O14ek8ONmTXmo9qapULETk6ADK1BYwsr_rRkRenKmx4,1130
bempp/api/linalg/__init__.py,sha256=1n6AkCy6JfdPk4FNsx6cYh0NcdTH4DFeacOJW1RVohc,103
bempp/api/linalg/direct_solvers.py,sha256=soBW742rLXZmTTtLSOuOXp8Kp6bZvZEIW3lO-kK50yo,2122
bempp/api/linalg/iterative_solvers.py,sha256=CvHankeGygVENuqZ__qwah6icqWtyUB9v5pRPhVhfXA,8129
bempp/api/operators/__init__.py,sha256=nsxX2omaTSXQ8w2Lu3MSFpuNHWz_SEi1gYx6FXDuE6o,829
bempp/api/operators/boundary/__init__.py,sha256=fzSsQOcdAkSIY0a4hGI2YwgsNRQ5JtltfOwA32cIefA,122
bempp/api/operators/boundary/common.py,sha256=CR60k7GnBbPxq8iaJ6de9UQAbZ67ioUbxCFInS8M5ps,2248
bempp/api/operators/boundary/helmholtz.py,sha256=g5mzOOzhO9Mcp4T-1xAk4x-4OjJ46-h0qx7HthgKfHk,11160
bempp/api/operators/boundary/laplace.py,sha256=WzIie02xn-ZAWRM6qql1k4C0o_7FwUhUNY81afVyKrI,2268
bempp/api/operators/boundary/maxwell.py,sha256=uoI_q-uPuO6h0Vt91n-DZtSOlq72cS__efjGjCL9AVU,8775
bempp/api/operators/boundary/modified_helmholtz.py,sha256=Q6g8dGRs-c-7oCNuUWDKdgml0_mAq8AWY-6P8B6xxGE,2874
bempp/api/operators/boundary/sparse.py,sha256=sECF-hUw3cJXBeQvyzl62vH2kKX7lEa8t-ZCb8pLM0c,6007
bempp/api/operators/boundary/test/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/api/operators/boundary/test/test_helmholtz_boundary.py,sha256=gjJwQkXzzbn0_uER0iRz0ziw9zos3XCokxyfPACrQpM,38755
bempp/api/operators/boundary/test/test_laplace_boundary.py,sha256=CKD6PtSTt2cMec2-VF5hWvfTxB0MRYDmdt1z3cUSuV4,14332
bempp/api/operators/boundary/test/test_maxwell_boundary.py,sha256=OHxGGlVJJSy3ftdQDCiu4tJ2u6aaWXXRcIGnA8F7obY,27532
bempp/api/operators/boundary/test/test_modified_helmholtz.py,sha256=kdXscAIGNGM6HghiE2IE7BnEc37mZ9yKYdLiaSxwGh8,8557
bempp/api/operators/boundary/test/test_sparse.py,sha256=mDQnK2591AMpa70gRTqG6IHHuuR1fp7x-EvtjbfAuLQ,5385
bempp/api/operators/far_field/__init__.py,sha256=bpabTrGXCatX8JeIVXkVkjqGjH5U0llZejISwbw0Yb4,47
bempp/api/operators/far_field/helmholtz.py,sha256=kUshNYsaQdzj4OPPTEF-RX_ST85XC8G_UTPMUOPEWcM,1876
bempp/api/operators/far_field/maxwell.py,sha256=LqV-FW9cRIaJHV-Ofpr_soN_4JDXz5Y5SU153cj8g1o,2724
bempp/api/operators/far_field/test/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/api/operators/far_field/test/test_helmholtz_far_field.py,sha256=OkrW9DraWnhCceDPbBDNPpeHXH0wq-9cHkQ1hNvhRj0,6759
bempp/api/operators/far_field/test/test_maxwell_far_field.py,sha256=qVPVr0M5fmC1h2F2dprt7v3kaa_s6qyv8GC3wZaGTWw,6709
bempp/api/operators/potential/__init__.py,sha256=I9--Ad3BkyKLGpTbGVyAycMDvBQnOOSaVUL2MyU-mrI,68
bempp/api/operators/potential/helmholtz.py,sha256=-KxLUo7khgalh0qZyaBFCNa6IJP2i-o5OYYeysx_F2w,1901
bempp/api/operators/potential/laplace.py,sha256=94TD8r_EkizCMEcOaGyof2HsLwMx7FzDr0ncovhHOyI,1638
bempp/api/operators/potential/maxwell.py,sha256=GY67ZFgOKPxkr-4oEDKwEo-97Ha7p2u5wT6l3xT2UQw,1867
bempp/api/operators/potential/test/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/api/operators/potential/test/test_helmholtz.py,sha256=J-1rnHe2CASz0bZYetc-AEd6ZDkfF_v0drThRIF0Ho8,7009
bempp/api/operators/potential/test/test_laplace.py,sha256=UtxZnKpUFmSNr13pVO-w7mMSi9LcdOF7t-FGcL47XxQ,8299
bempp/api/operators/potential/test/test_maxwell.py,sha256=vUj6nP5AVhuMaqkUf1N2keLtZzH4gk5O1l0sznVgUL8,8391
bempp/api/shapes/__init__.py,sha256=8Dc2FvlCdq-EevOtpkA5QOLeIhokGm0PQSYtwU2_5xU,347
bempp/api/shapes/regular_spheres.npz,sha256=ZbLxjbuMxMMC9Z3u-9YyjuSdPma5aywblyJG3Jo8onM,35598216
bempp/api/shapes/shapes.py,sha256=osY9rQYITi1277potO7QlaC2T2yoqZOiH4akyVaIDnE,32179
bempp/api/space/__init__.py,sha256=VERCOwH0nS1_kVFUalwaOYhYaDIJ3Nt472V23TOJoUg,34
bempp/api/space/maxwell_spaces.py,sha256=8sys0iiNBjIiwvvEJJ6RmteIhZ4QJ5ZzMhIvCXh3Tzo,28878
bempp/api/space/scalar_dual_spaces.py,sha256=IQvWm0cpnuyNH3sFTu6nvjgB9ycICbp8IFdZ8o5vGC0,3184
bempp/api/space/scalar_spaces.py,sha256=PRrH1CLScSR1BU7KkUVvIpxNdE6KMVdsSTGxeadJCrw,9086
bempp/api/space/shapesets.py,sha256=_2uHvYodQUnu2R2ZaorZc-XkcjPzCKk3q764AdlMm38,4500
bempp/api/space/space.py,sha256=hjA_QlvQWLTMne5v9qa6M4XZ3hii2PME5PrFuZ0M7v8,28248
bempp/api/space/test/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/api/space/test/test_barycentric_rwg.py,sha256=kN5RCWJ6e-VtCywoaNU9ioWxswnVXccsN4OlakaTiSA,839
bempp/api/space/test/test_space.py,sha256=RloAfElLVb47yQGAZwkARivdfEurW92xNu4beXzYpKU,8986
bempp/api/utils/__init__.py,sha256=rD0_M86yPWCCqQBDJoS54awCg34cYw86-sMQ-pkp5v0,140
bempp/api/utils/data_types.py,sha256=QNrp1DJlvWWgu2X-we8urdw2TK32te68s1eWzRtGyIU,599
bempp/api/utils/helpers.py,sha256=eUVp-LdtegkR6CKBmPsyu1gkZuzObOOgUxrbCnSAbns,2292
bempp/api/utils/interpolation.py,sha256=NVZKq9geQHEM00zkvm0XUd5CTB8MLhW6sGqzBE8ILgs,10232
bempp/api/utils/octree.py,sha256=jKZIh9L__1tWESa-CSIPAmQikKVJQo8PQQ5zLJVEuZw,12415
bempp/api/utils/parameters.py,sha256=ksIRfIhdlNxA2kYxZ0BZKSvMqWv2vGQIxOBRvJhlPtM,1295
bempp/api/utils/pool.py,sha256=SoKVRf2tmD3q9sK4ojZxbBE6zgFAmWVd8Aog7kF9jYA,10489
bempp/api/utils/timing.py,sha256=SLKxpdDuawAvuIdAYfjiMn5--gDxYc3SaqE2PbAwkgM,1194
bempp/api/utils/which.py,sha256=yRDGYWAuInPCacwgdzhK5L1P7a3uaTe-gWDCm0aT4NA,732
bempp/api/utils/test/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/api/utils/test/test_interpolation.py,sha256=cEOJW_WamhRd898S9kpM8aU8F7ZlZrtmptSScQqLDQ8,1908
bempp/benchmarks/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/benchmarks/benchmark_dense_assembly.py,sha256=RhpUMpdS4UDSA3do3fG3gaO3aNjyiY_4ufR5NuAHplw,3823
bempp/benchmarks/benchmark_dense_potential.py,sha256=NjwUXVMPSlrGA0VmVWtg_uZXzLc4oI2yHway3SNrJR4,1722
bempp/benchmarks/benchmark_sparse_assembly.py,sha256=fG5HncNpMG6-x5oL5XRKcHw_2SMOEE-WwardTmFBuTc,543
bempp/core/__init__.py,sha256=AbpHGcgLb-kRsJGnwFEktk7uzpZOCcBY74-YBdrKVGs,1
bempp/core/cl_helpers.py,sha256=UwekOyZ3iw0quz3Tk5F5q8xdnX_5mLeOWCOhzkF-UCk,20370
bempp/core/dense_assembler.py,sha256=DxLjin_99XQiVCimqX7oRKNLrYXFU41-3ASBdylTDM4,10463
bempp/core/dense_assembly_helpers.py,sha256=P7Hg8pFXa_1NWOghgl8BkBTWr2bbFAMBt40w2pCfI4g,1789
bempp/core/dense_evaluator.py,sha256=RI7MCpxD9RRR8lWDujPwvltmYeKIru1_nXuGuKhTN-Y,14899
bempp/core/dense_multitrace_evaluator.py,sha256=bN94XEXJ3DLAUGXAv9pLk893oQo6yWXeIqLn4txEy6w,14579
bempp/core/dense_potential_assembler.py,sha256=lk8wPmF_r4lfnR2DvBSh_jrB8Gz33qaIx2s1pNpGDnw,9951
bempp/core/device_grid_interface.py,sha256=gHNUKbDm7pZp_I9qw-6EIC1O3VNGmy01G32KRihP3_4,1318
bempp/core/kernel_helpers.py,sha256=JBQ_Lfi1nfZcGa5XqdHWI-7zf3qZ8W5zUPCbHxFbXAY,4685
bempp/core/near_field_assembler.py,sha256=afWrIjKrxy0BC1_nDnxseHTDS_jpKe_IjVcxJfqgLOg,7995
bempp/core/singular_assembler.py,sha256=UENcWF4rDZ0JqYwBPZXyywDT75lkWJnAgW-rEaGzGnI,26824
bempp/core/sparse_assembler.py,sha256=mKZ76olj7AOkKzxrbl-1oAhajU3ayeT8B2Xx2thgLHc,6972
bempp/core/sources/include/bempp_base_types.h,sha256=CSJJdtbtvYd9v9sE5Gnrrtoq2wE8sIEXOQY0FcNEUvA,2082
bempp/core/sources/include/bempp_helpers.h,sha256=WhTTbP7q1Ig9kkWMfC0CSHs5nhiJp1c2u5tdFSsiluU,18163
bempp/core/sources/include/bempp_spaces.h,sha256=VPjeJr2PGb2lkzFysvuR6Z0Uur1bkFPltvX2byP11AM,241
bempp/core/sources/include/kernels.h,sha256=KX9TNIhp2-6LJ_Uc-yNkhejugDt-rWCQ8neIE9YsbaE,42819
bempp/core/sources/include/p0_discontinuous_shapeset.h,sha256=SqIdUFd02_C57Lwuk3Pb52q4mF0gJn-rEjzTOC9mTVY,235
bempp/core/sources/include/p1_discontinuous_shapeset.h,sha256=bEtpx8Qk2iGUDTgBmDZDs2sdD6h2l8yH5s6HtY9YzP4,331
bempp/core/sources/include/rwg0_shapeset.h,sha256=jpcM1mz1wYx6PZ4FN6Rv7RIpBgzYtEhP0pGpXHdZLWE,524
bempp/core/sources/kernels/evaluate_dense_collocation_regular_novec.cl,sha256=8I4Xx0sSNUecNLIElS_dtjZ8yubjoPbdPrk95GdzY1k,5948
bempp/core/sources/kernels/evaluate_dense_collocation_regular_vec16.cl,sha256=WFiFZ-Mk1ygFgcztr-pJDrMT02mO9i_1VA-_ainERJc,7846
bempp/core/sources/kernels/evaluate_dense_collocation_regular_vec4.cl,sha256=CluqpaKZ0k0TqGWAKXRm0pOW5_rFYsoo6vcXxqBXgnA,6869
bempp/core/sources/kernels/evaluate_dense_collocation_regular_vec8.cl,sha256=abVbXrGPHCkvaOhkRTo43qB8OeODGVcLTE9Ynirf4VI,7173
bempp/core/sources/kernels/evaluate_dense_collocation_singular.cl,sha256=wX01TfllhJotOuBmgAcnLeWYvJEukNxuWe8iJQRFAuU,5877
bempp/core/sources/kernels/evaluate_dense_electric_field_regular_novec.cl,sha256=v0dzgJ-IsAcpge7lPYgi77pwLSZI3QPR9j21lJxwldQ,8676
bempp/core/sources/kernels/evaluate_dense_electric_field_regular_vec16.cl,sha256=d86ZmoJMm8SKGzhaedI-PHQXbMprOkYjIZNA-N5ESbM,10065
bempp/core/sources/kernels/evaluate_dense_electric_field_regular_vec4.cl,sha256=Y0yL426bB3OqZl9OPfzpC5gJUovskTquGKXfZ5C_u9c,9125
bempp/core/sources/kernels/evaluate_dense_electric_field_regular_vec8.cl,sha256=ANQIr317lhJHFLFnrUQWbJKikzx7jhfw6mZ7UfTx_FA,9386
bempp/core/sources/kernels/evaluate_dense_electric_field_singular.cl,sha256=1C_dolbSYZDEwQ8YdItYlMvdRd3Mwsu2wR3RO7J7wdc,6937
bempp/core/sources/kernels/evaluate_dense_helmholtz_hypersingular_regular_novec.cl,sha256=ZRLKcaTnJlWyYgzJ1mq7EcSseSXS3zOAgOKX3P8-nJs,10454
bempp/core/sources/kernels/evaluate_dense_helmholtz_hypersingular_regular_vec16.cl,sha256=MmjcnvkL3it5oGpq4Xbc-zC8CCoIhFGYsysZyxe8HDA,13026
bempp/core/sources/kernels/evaluate_dense_helmholtz_hypersingular_regular_vec4.cl,sha256=lDS4q_ZY4chIdeeZ3qbHlFVcqGGgRNNL1yZFDLEpFE8,12011
bempp/core/sources/kernels/evaluate_dense_helmholtz_hypersingular_regular_vec8.cl,sha256=wuvtZjqkTxdVUAoVF3W7leTfnZX8RlrbgPVByzM4v3Q,12315
bempp/core/sources/kernels/evaluate_dense_helmholtz_hypersingular_singular.cl,sha256=OvXZSTT9Q3rqO_XL_Pk1NkQxccslqzqKMclBjOoMsKU,8852
bempp/core/sources/kernels/evaluate_dense_laplace_hypersingular_regular_novec.cl,sha256=HCVR18DI2jTemDaCwGJ60k_FlTbCVq_64KzPZhN8d8Q,5730
bempp/core/sources/kernels/evaluate_dense_laplace_hypersingular_regular_vec16.cl,sha256=KSejDoh2gtKnufSSQJIg_5zemYY0qhzWBgYMB63eZwA,8288
bempp/core/sources/kernels/evaluate_dense_laplace_hypersingular_regular_vec4.cl,sha256=MmlxLU-jGyfPcHSqX6UHV4KHOGaduijTrL1AgeRtBmM,7287
bempp/core/sources/kernels/evaluate_dense_laplace_hypersingular_regular_vec8.cl,sha256=a47vo_SAqIoNUnMQe7ScNR72dlHR-m_Unagh0AakO0Y,7591
bempp/core/sources/kernels/evaluate_dense_laplace_hypersingular_singular.cl,sha256=hhB1Y8_OvCiB1UYJIOjvceju4DOWM-CvDnSuQn-68z4,5030
bempp/core/sources/kernels/evaluate_dense_magnetic_field_regular_novec.cl,sha256=yd82xQsWs56Y7aKXpSQCNdy2eJxUaEEXqyUj6HrL00w,5955
bempp/core/sources/kernels/evaluate_dense_magnetic_field_regular_vec16.cl,sha256=7fqUPfYBn7Par906sW8LIgyfkVfrmansjYjxjo1eZNA,7831
bempp/core/sources/kernels/evaluate_dense_magnetic_field_regular_vec4.cl,sha256=YPCzMkRlqZJnfp41mQGVcNFR4D3gfQhot9F3z3VaXtI,6827
bempp/core/sources/kernels/evaluate_dense_magnetic_field_regular_vec8.cl,sha256=0N7qjqsDE8EzOtKpqSh3LnVacd-V9-JudL6_wEXi0Pw,7131
bempp/core/sources/kernels/evaluate_dense_magnetic_field_singular.cl,sha256=SjakV8lh4KiY2w8uRx07AW-10X5za1xo2lLT3vdUvsY,5130
bempp/core/sources/kernels/evaluate_dense_regular_novec.cl,sha256=LuUosFyHL-p35hP1qoowGPnVu1QMJMDUQI-iuUrywwI,6605
bempp/core/sources/kernels/evaluate_dense_regular_vec16.cl,sha256=MiVjXlxGmWqZu-7s1MYUJpDfVXjCJsIm3GBgudXVCb0,8584
bempp/core/sources/kernels/evaluate_dense_regular_vec4.cl,sha256=HgBQC5gBfN7tMHSq3AeIsV4kRVIfwFbJ19J_IP-CSUk,7578
bempp/core/sources/kernels/evaluate_dense_regular_vec8.cl,sha256=D3iruRogZnrXdzDgkgmvIVG--TIbCbyQkIFgimipuWQ,7882
bempp/core/sources/kernels/evaluate_dense_singular.cl,sha256=SwYGDmRQsgItis1e6_kQJPHLgHhir3IPEMcPLHHIAeA,5866
bempp/core/sources/kernels/evaluate_dense_vector_electric_field_regular_novec.cl,sha256=4oJYcSYPNJUeAUrN9QRdGHGbjEeq3-DhTmOs1ZzDx8Y,9674
bempp/core/sources/kernels/evaluate_dense_vector_electric_field_regular_vec16.cl,sha256=xC1gjXOHeuMkFALPp5tQ4cmTKViV5O5okEkoku-PZ4w,11791
bempp/core/sources/kernels/evaluate_dense_vector_electric_field_regular_vec4.cl,sha256=7juY5QP5km3DqHgF0kq5G9ui-PLCRxqC-abww-etXIM,10784
bempp/core/sources/kernels/evaluate_dense_vector_electric_field_regular_vec8.cl,sha256=g3xx3lZpiVoeZqU0B8HvthBm5adKU78pjEyIGxH4CIY,11096
bempp/core/sources/kernels/evaluate_dense_vector_helmholtz_hypersingular_regular_novec.cl,sha256=YHhkVXHstIcoQ_I0UEXfx692Qr_-kPoCzlowXm3qX84,12185
bempp/core/sources/kernels/evaluate_dense_vector_helmholtz_hypersingular_regular_vec16.cl,sha256=GTq6ddQ38tynvNYAb9sWKx7xGtCo4DdtOtiXIoAQ37w,15881
bempp/core/sources/kernels/evaluate_dense_vector_helmholtz_hypersingular_regular_vec4.cl,sha256=v5hXxhLWRrle7Pi2L2yJzmEznCexzEQValKzDgX50Wk,14925
bempp/core/sources/kernels/evaluate_dense_vector_helmholtz_hypersingular_regular_vec8.cl,sha256=Qtz807XSP8ZNnqR9eB-k-cif1AIQ5LXKbo9Z9KFMBFI,15237
bempp/core/sources/kernels/evaluate_dense_vector_helmholtz_multitrace_regular_novec.cl,sha256=B74NyhhJ8CTJw2838Yl0EDhvI-YYGirc1_K51gm7Ao0,20763
bempp/core/sources/kernels/evaluate_dense_vector_helmholtz_multitrace_regular_vec16.cl,sha256=Iuo5zihgJ-UNurk662sUgkVoJURZJN1NuWy-Uvq7mYU,25143
bempp/core/sources/kernels/evaluate_dense_vector_helmholtz_multitrace_regular_vec4.cl,sha256=folznkc_hkxTTMoj_XWmRdkOTQvgSJawcT4ygP9INx0,24137
bempp/core/sources/kernels/evaluate_dense_vector_helmholtz_multitrace_regular_vec8.cl,sha256=BT2nCytkQDXkt8Pb1jlMVZ1_NVVMp2sn-oLzYqMM7Pg,24440
bempp/core/sources/kernels/evaluate_dense_vector_laplace_hypersingular_regular_novec.cl,sha256=KT6WEpAvHsBgMgEB67lBpZN5iFTc8qMWvbRWojLDe1Q,6101
bempp/core/sources/kernels/evaluate_dense_vector_laplace_hypersingular_regular_vec16.cl,sha256=zKjZMzzp9LDLJZDqhoi7GqidCR7aR8c2FSqVIYIXX34,8770
bempp/core/sources/kernels/evaluate_dense_vector_laplace_hypersingular_regular_vec4.cl,sha256=f3QxiFVzsWxLDvAcTOVB1M1_OlSK1UmWsrE2o-tmtug,7831
bempp/core/sources/kernels/evaluate_dense_vector_laplace_hypersingular_regular_vec8.cl,sha256=z_DC-kAYn9fkTYFafObwIfXGRoQ7_EecvHkjMTdFrhM,8143
bempp/core/sources/kernels/evaluate_dense_vector_magnetic_field_regular_novec.cl,sha256=wTV4MnvE6jNOt5uiEGFqaEyGJAOvG_8zmWu9J1vD8m8,7447
bempp/core/sources/kernels/evaluate_dense_vector_magnetic_field_regular_vec16.cl,sha256=ypQR88ElLhQ9XYhAsGa_4ppSmBfCDGPefLDBy7Ab2Iw,9364
bempp/core/sources/kernels/evaluate_dense_vector_magnetic_field_regular_vec4.cl,sha256=DmliIF8bbE22HTd5OXSF8dbbVVH-NNtT7fSto-xx9lw,8362
bempp/core/sources/kernels/evaluate_dense_vector_magnetic_field_regular_vec8.cl,sha256=elm0x_id-0kMNle1xIC56eXjcajSkISWZ7QH9djqy9A,8672
bempp/core/sources/kernels/evaluate_dense_vector_maxwell_multitrace_regular_novec.cl,sha256=rXU9b4Aaua24CDa61z9EsuR0vjGHRaJj656bigjz-F0,27479
bempp/core/sources/kernels/evaluate_dense_vector_maxwell_multitrace_regular_vec16.cl,sha256=H_onKVpRQ8CG-mgoLYC_0eGBUfx2J49_Mz1vTS3aelc,30837
bempp/core/sources/kernels/evaluate_dense_vector_maxwell_multitrace_regular_vec4.cl,sha256=0OTEJHQRyWFwX9ecgnbKbiqHGmn1jGDSAIHe48u8-iA,29805
bempp/core/sources/kernels/evaluate_dense_vector_maxwell_multitrace_regular_vec8.cl,sha256=dLFfpZWqSGzAr9spnZo3AOsVKN5dkhGCnuiLtsaMwr0,30121
bempp/core/sources/kernels/evaluate_dense_vector_regular_novec.cl,sha256=38nIim1iIKDrJYq830luKgjswRtH_bxoWeUV2-lqC8E,8732
bempp/core/sources/kernels/evaluate_dense_vector_regular_vec16.cl,sha256=W-pep-uk0TD7oi4Od7fN5P91ckjgSvaO20lZ6pl6kKM,10819
bempp/core/sources/kernels/evaluate_dense_vector_regular_vec4.cl,sha256=vN5mbi2FtySAqBebINW_zGxAEIXS2bQ8G7cyjPyxoow,9874
bempp/core/sources/kernels/evaluate_dense_vector_regular_vec8.cl,sha256=P2C2I1aLPSFp_jPOK2KruMBZrh4JqI_lOPKi90miRho,10186
bempp/core/sources/kernels/evaluate_electric_field_potential_novec.cl,sha256=_w2ucNS7PNH59tLwogABcmKjxER5rz2TIMnzb83r7Xw,6720
bempp/core/sources/kernels/evaluate_electric_field_potential_vec16.cl,sha256=p2hOV-IbM6Z_yGlhbs2T8rDAsyIsI_ZaC_VJbHmj6eY,11601
bempp/core/sources/kernels/evaluate_electric_field_potential_vec4.cl,sha256=A_SYYShtwQ1TuiebmggXzQo1SQSGVxotFyEJCvVmxBA,7816
bempp/core/sources/kernels/evaluate_electric_field_potential_vec8.cl,sha256=Kr6w8gf-q7omtznLaaLvrv5LZswG3Bg1uHVPflHTGN8,9212
bempp/core/sources/kernels/evaluate_helmholtz_far_field_novec.cl,sha256=ZJRAMuMBrUmGHzD3127Q5NatIydRttfR7GN6kj1FRWk,3784
bempp/core/sources/kernels/evaluate_helmholtz_far_field_vec16.cl,sha256=z7jq-3F9WRtxjifWzrwLThKY6jjvQ112yAqCWjl9f4g,8669
bempp/core/sources/kernels/evaluate_helmholtz_far_field_vec4.cl,sha256=T2spjbxxqBQoXIMRn1WqXZ5nXvQwkyih9djycMZ-BBo,4970
bempp/core/sources/kernels/evaluate_helmholtz_far_field_vec8.cl,sha256=aXKTd8xpQnhHaq2ZzjnwXpnS5k7jD5VMOxJpy1afBSc,6169
bempp/core/sources/kernels/evaluate_magnetic_field_potential_novec.cl,sha256=XmTkdUOnE0QMfkwauBvGfKQJ-GaWOwQyKVp61AsqwbQ,4079
bempp/core/sources/kernels/evaluate_magnetic_field_potential_vec16.cl,sha256=3YU7YHLjWtYvQyFNz4S8i7Lt3NAMwz9dciMyhEKNIP8,8995
bempp/core/sources/kernels/evaluate_magnetic_field_potential_vec4.cl,sha256=ycqq3-AzDZTVFpz-6zyWRtUXCqA1Igw0y7jm_GRhxcE,5236
bempp/core/sources/kernels/evaluate_magnetic_field_potential_vec8.cl,sha256=22DB7W13leQ5IaR3QKT429QGjZtp08Ia5BxJ4qMwh2U,6620
bempp/core/sources/kernels/evaluate_maxwell_electric_far_field_novec.cl,sha256=tBpM91rShPpGdxaVUHGr8f21KsZSlmJLQai7wi6RFas,4334
bempp/core/sources/kernels/evaluate_maxwell_electric_far_field_vec16.cl,sha256=daLdGEdKE0U1S7uE2AOLvsK7TwQp0DRZSow3eBVPOKQ,9122
bempp/core/sources/kernels/evaluate_maxwell_electric_far_field_vec4.cl,sha256=HHMXnuJ5Stxoa7jsQheDm0-GhjB_1jLFm8zJ7oWpl7E,5362
bempp/core/sources/kernels/evaluate_maxwell_electric_far_field_vec8.cl,sha256=pk1iyvwkOEnuwyTbuGDNl-StJkMcHumX7-FDcUX42co,6746
bempp/core/sources/kernels/evaluate_maxwell_magnetic_far_field_novec.cl,sha256=gFxckAlBz_nIkcQQBgI_I7psizucAGujiQA_xsH8fnA,4440
bempp/core/sources/kernels/evaluate_maxwell_magnetic_far_field_vec16.cl,sha256=7sZN70YP7OmE1nMdoMYIfZo6vMnB2H9pzrF7lA3K380,9260
bempp/core/sources/kernels/evaluate_maxwell_magnetic_far_field_vec4.cl,sha256=dUUEWqBGn0jRCYkRMAYaUJq_VO3UPMPPdDHq4FQNzXY,5500
bempp/core/sources/kernels/evaluate_maxwell_magnetic_far_field_vec8.cl,sha256=fcppJYiX1E8LLYy8j3Cmk2_SH79VXLyymg7WrqiuDkc,6886
bempp/core/sources/kernels/evaluate_scalar_potential_novec.cl,sha256=lN4XKIcr1pFh_OdXHSu23Pwkc6Gc7E49Alm7QGiXbGs,4998
bempp/core/sources/kernels/evaluate_scalar_potential_vec16.cl,sha256=IXpFHPrxIgXkQEuPEK769vdPk2Ygg9VBZ9qIWQEAVgs,9918
bempp/core/sources/kernels/evaluate_scalar_potential_vec4.cl,sha256=8IvU98dqNwx8_wwuYHoSNZcbSIv5Vzmq9286wNzXxGE,6235
bempp/core/sources/kernels/evaluate_scalar_potential_vec8.cl,sha256=3NyXXeoxgQXgKOseSIZO6fxNUWL5qm-mBK1ONG19btk,7418
bempp/core/sources/kernels/lagrange_polynomials_on_leafs.cl,sha256=QteEEjB3jSkWu2topuIdf6z1N9YZFagEtODhungsgOA,2729
bempp/core/sources/kernels/laplace_kernel_evaluator_novec.cl,sha256=owtfGbCL9iLXDgP6pkneLAfUNRMOcDIHFEtDJKOO8mg,1242
bempp/core/sources/kernels/laplace_near_field.cl,sha256=472aUDdaae7fNFxOarXqEhpHjrsQQ6g5V1h9YJFvQJY,15421
bempp/core/sources/kernels/rwg0_rwg0_identity_novec.cl,sha256=xr8wIOoBnMPFoH5SjTmb3F8sc-5gfsOvqfkJU6wWG7s,1975
bempp/core/sources/kernels/rwg0_snc0_identity_novec.cl,sha256=YywxHFnd9osh1FYsELY6TOt2qkaLlekxx1Hi669J8mg,2056
bempp/core/sources/kernels/scalar_identity_novec.cl,sha256=jNe22hVuImQ9-pESgnwFP_d6m87I0CSzywa_EmCEpvc,2111
bempp/core/sources/kernels/snc0_rwg0_identity_novec.cl,sha256=ztQwkp11td632q_xPts4tBac5rXDmuQUJq1mNa5aIxc,2045
bempp/core/sources/kernels/snc0_snc0_identity_novec.cl,sha256=MgiwNy9kKciQCGI0gvOuT3YJ5rVt9H279Y3UaKAkvzE,2132
bempp/core/sources/kernels/sum_for_potential_novec.cl,sha256=qQ2pbjwDM2yLbyFaJe18sZNcTWWbiSQ3kPUvUzK8_tY,874
bempp/core/test/__init__.py,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
bempp/core/test/test_cl_helpers.py,sha256=IyWGmmGDPN5FVwApVVgIjdkca0tzl1r6W5o12AaqW6E,786
Bempp_cl-0.1.0.dist-info/LICENSE.md,sha256=OB8KLwphQRJoHsFh88y7W7J1r8joLA8zLNF5UYbMFC8,1070
Bempp_cl-0.1.0.dist-info/METADATA,sha256=A59eKyEuLPegYGoLX8KrT04pXF6ZnNu_DXb7y8wo924,408
Bempp_cl-0.1.0.dist-info/WHEEL,sha256=p46_5Uhzqz6AzeSosiOnxK-zmFja1i22CrQCjmYe8ec,92
Bempp_cl-0.1.0.dist-info/top_level.txt,sha256=HrGgRT0xmNSyUOWM9PzayuocVHLe9_ptyQtKjUUb8GQ,6
Bempp_cl-0.1.0.dist-info/RECORD,,
