cgmath/__init__.py,sha256=LWTFb8pOTyEdVy1-7sPZJgiIymj_b2czLHH9cJbumYU,171
cgmath/data.py,sha256=NcYAVDUdtqTIQcMDclqtLy7uUFplMVaOCRn6GOJdQcU,127658
cgmath/utils.py,sha256=Weuby5HLkIFvJ_lU-mEMQWb6NIR8SBkgaU1WcyM49cI,34602
cgmath/_tests/__init__.py,sha256=JCyeQKhp00iH86Mts_zjBxx_fho1N-rVO-2vSF5aG08,48
cgmath/_tests/_examples_curves.py,sha256=YvuOv6579-QBFokzsXAZval1VkxpgwothJH_p8Fa-OY,6739
cgmath/_tests/_examples_deform.py,sha256=MDPeg9YSAvXzU2k_XKK_kBuYjpIE02IFA0dr3VE_cOE,5506
cgmath/_tests/_examples_geometry.py,sha256=vVxmK-iVNjHTjYPdWDD__CDrjsGL91zpjT5NsKniMrg,11340
cgmath/_tests/_examples_hierarchy.py,sha256=C3ss-NcLGW-ce1V8RsPrknerAO46DbadqCP54rKNqCQ,11488
cgmath/_tests/_examples_render.py,sha256=56wTzenkRHo-KMPorTKhrXLk9_nS6WQB0OkSmi6F8Hc,9528
cgmath/_tests/_maya_rotate_order.py,sha256=CeKwRmG4nyq0WDQ6niw-E-WP0hIgt4X4vV7zb_0k204,2875
cgmath/_tests/test_base.py,sha256=GLzjBLyjFN1svOWYH1vbMhdT7sTbS3DYJK_iMP0mBsg,67999
cgmath/_tests/test_base_setattr.py,sha256=yoz3fvu_OoSC9QuMaqCXoJSysWvK8_1TK2vfliIPBjg,46481
cgmath/_tests/test_bspline_kernels.py,sha256=g1ecmvKnbJUi-PXZd9kOVHZibr3Xmu0znwTEH7bfMoo,13703
cgmath/_tests/test_clip.py,sha256=eBq-iY03OoHuSf5IjI0odDcFDBe84J1qFQMfac-82yo,610021
cgmath/_tests/test_constraints.py,sha256=s771hNtp833yiRGr6JIptWENE2ObhZGLyQeIVapRxt8,3821
cgmath/_tests/test_curves_empty.py,sha256=CrOSST7iRdZxKV2YxO0YXSKKfuog50Ut50jnrCOrlKI,3359
cgmath/_tests/test_curves_types.py,sha256=gcwh6vYc_TIqCcUc-mL8U_NRLbB8_f6Lse6CjIju_RU,22253
cgmath/_tests/test_data_module.py,sha256=rTek0fOcmQpc95kQgo9VYb87kQGzaes36nfCq_9P34U,16189
cgmath/_tests/test_deform_files.py,sha256=_mMkxuSLgQJEp1X6ajwOx6_zYDlcKeDv22QdSTIyRIU,12138
cgmath/_tests/test_deform_utils.py,sha256=y17qiAXqt0JeczYyGRiiNrbhHa5VMQoYygK5jAedEf0,15093
cgmath/_tests/test_delta_mush.py,sha256=sfN8Mb5ipKhf8Sp_DFLwzUMa6ttXTAQIjiCQDMtnKnY,22066
cgmath/_tests/test_euler_maya.py,sha256=lPZYaSTR6QDLCSadhYNepoz_tPRPyQWGm35m64C46P0,9339
cgmath/_tests/test_fbx_export.py,sha256=tfObfUlmiGssOAPJY30tMjgKNuofhR7m16kHeHDW60k,55615
cgmath/_tests/test_fbx_import.py,sha256=O2OijZOOCoqEiTRYTPrXbepOcv6gr0GTxjQ6ive-m5g,37735
cgmath/_tests/test_fbx_labels.py,sha256=N09FFHp-aH72SmXpvbKD4Na2PWnF-pMYtDBVYhK2_As,63177
cgmath/_tests/test_fbx_lifetime.py,sha256=0AiYzxHAsczUwRZVZFt3kVYtELi_HhZUQow1o68eUPs,40833
cgmath/_tests/test_ffd.py,sha256=IhLuQt4uwu6g8kQop-H0aoqJZob45by9jLUAE7vTIiM,22208
cgmath/_tests/test_file_routes.py,sha256=BL_iWoNPaA1Y2Lo74t_-irk7kYUsQB7k39gmYbpdsy4,53886
cgmath/_tests/test_geometry.py,sha256=aIxsfLNfkAShBq8a7ztzJT7o9JaIQSp2_XA8_jnpTbg,310525
cgmath/_tests/test_geometry_io.py,sha256=6h91g--4Upz-fDbVY1xceWPv01p2illA8cOw7reTSk4,7640
cgmath/_tests/test_geometry_utils.py,sha256=jxcIk9X_oiWAaimVWmLTo6FLOj6GgPZLtIykK35a980,12460
cgmath/_tests/test_glb.py,sha256=G8Ky4-j7mBmflR4E_P0bS2aqW--YHQCe2yyAlvw68BE,12138
cgmath/_tests/test_glb_materials.py,sha256=5DjHwbKfc1ZLkukLJnWk4Sz4eGz-Fffj-dfRkpCuNx8,6825
cgmath/_tests/test_hierarchy.py,sha256=pEIbBxT5wOlbvrQJSzmCabKZ4q7-5OrxIz8HSsVujX0,302665
cgmath/_tests/test_hierarchy_io.py,sha256=S-maiXSn9pkWO-d3qCwnY05AWgdrLRuTbbKaCx_EyKs,13128
cgmath/_tests/test_import_order.py,sha256=l9BE_ooYQCJckJg8dKITigvu5fJ3pN7ljJLaOUEzpPY,4542
cgmath/_tests/test_imports.py,sha256=U2BsYw6wTFuvSdclSWAFWN7Y8yuBfxHTcwRlSeCR0vU,21190
cgmath/_tests/test_list_item_class.py,sha256=tXS0dgqKprUhb5t7opD-L1Ge5Vhz0SvlUWcNAc17nwg,16821
cgmath/_tests/test_map.py,sha256=cYzxGiQzH2ppoNSomxwmRO_zQIEaCcPYHx4QG_YR6MA,3426
cgmath/_tests/test_mesh_usd.py,sha256=-5D1jmZsNmPRCMTtDNqL50hs-peHz4ruqlguujcRYgo,2080
cgmath/_tests/test_morph_target.py,sha256=7ppXsrXjZ7T7l4J6xWDIY8o5CVwgjJVlbLpcLtrK9es,51980
cgmath/_tests/test_namespaces.py,sha256=KiTV3aKkZW3wwZU_FbZngix1k4ISnPQ4Fbg-REFK6EI,8921
cgmath/_tests/test_ngon.py,sha256=2RK7Cu4f_kyiXrLGM4rH16U6oFDX3Jk9bmRUVYaJnk4,6770
cgmath/_tests/test_normals_quadmatch_utils.py,sha256=BXGTcZ_I6PdB34k1Y2VznMpKZgGFj6PJd2SdY7rPSyk,10323
cgmath/_tests/test_object_skin.py,sha256=NYf7LfBLLNFalYPtdf-Xu3CmseASTWYHsziEj5vNK0Q,55635
cgmath/_tests/test_pack.py,sha256=WPbfid8JIibIyuWVqVNJuIbcEynO5MLDt5ppPCx2ejo,7624
cgmath/_tests/test_parent_lookups.py,sha256=iVUsDiC2KxubUjdouC3Y5i88MXK2HW709mAQpNzvvgs,17254
cgmath/_tests/test_patch_relax.py,sha256=-vXBl86QnCqQZi6y6CuES_aHDyepcE8GceAvgz3TyO4,24485
cgmath/_tests/test_procrustes_rotation.py,sha256=4PmrDe-B6qpRG9tWkuxP55oM15x5FK3t_u-iegqqysw,7063
cgmath/_tests/test_quadrangulate.py,sha256=l3_TCdnVBZgzeBQik71EPVC3oz6hNgYB1POK8ikN10k,18912
cgmath/_tests/test_raycast.py,sha256=aZlzzQD_p2wDkhP2L2W3IrraraP8-UXKf4eZVePsvQI,43307
cgmath/_tests/test_raycast_bvh.py,sha256=JG4V7MHT9_erqF_m5ywU0djxkKRdwYrSvP9IG-yC3rY,7160
cgmath/_tests/test_rbf.py,sha256=IJqlwJ_0BQw5md62n7PUHehjkPzA9-8mRZcVO64_E_A,18904
cgmath/_tests/test_render_cache.py,sha256=7cr4NIpgHHBu9NnGNMIS1poFtrtLoJnmkZd8wwlpQfI,8543
cgmath/_tests/test_render_fit_padding.py,sha256=HI895PhI5lKk8TphntBlb8w-GR3bPAPE4jdXho42rSg,13646
cgmath/_tests/test_render_roundtrip_extra.py,sha256=YgIMX6dMqEQDv3ipVQynlSN_J0FsXaRWxuLOEy8p4i4,6056
cgmath/_tests/test_render_serialization.py,sha256=YECi2njuMxrwdq19XgXydrcjTu2aRJEmnGUBRwl5v5M,19754
cgmath/_tests/test_render_threads.py,sha256=5U9Payaaic94c4twKpu6nI1TmhRVa_xHqrgQoY_2XB8,71927
cgmath/_tests/test_resample.py,sha256=MHGtUNy4KKkeyLxzfXwGnOobEtuXbpK-yenK0kdYIVY,55726
cgmath/_tests/test_resample_bezier.py,sha256=MlVdPzuCJCn1h0alzLPpcPMbnL3KEL4sLfULCfSwAvQ,8533
cgmath/_tests/test_robust_skinweights_transfer_bilinear.py,sha256=nBPJm26CK565WzshCP5cM_rTu6MmALjpBX82do4OmgI,11888
cgmath/_tests/test_roundtrip.py,sha256=gF0rwWZMmoYSn7uKQbhj00ZyHxtaZta5PHVuKzVBPf4,45899
cgmath/_tests/test_saddle_surface.py,sha256=2qkPy8wGTpUQuv_6TTcmDwOGr8M5kdg2AvuREghD9cc,19469
cgmath/_tests/test_scene.py,sha256=2yKa_dOpcMReh4AfcJluw3cMLsmT4F5nPfMFPsWHqGw,168158
cgmath/_tests/test_scene_animate.py,sha256=x0mpeqkyLHeQ5dyMjVHIDtJP8RUVgHmlBJywUKJ5bjY,26447
cgmath/_tests/test_sdf.py,sha256=vb8Qt0gAPHKpDvgo2yKBjMTAO5oSfbd6hfBTO1N_PjA,15069
cgmath/_tests/test_short_names.py,sha256=YJRtc3JBY_Wq79jZutVRAuPal_VKv7l4rcGPlOpaQWM,63898
cgmath/_tests/test_skin_deform.py,sha256=t_4kkHR3L01ZbIBTSzgAWJDxu987j5Cm32V3MyS2e2M,61871
cgmath/_tests/test_skin_fbx.py,sha256=bN4eN7wHz3BVaa-bOb9KY-06J2hGLBfqfrVJr7ywXLY,11632
cgmath/_tests/test_skin_glb.py,sha256=HQAElbOxBvNuf5AKuWsbfrecBDL9OnagcOvhedVJVhc,18805
cgmath/_tests/test_skin_kernels.py,sha256=ms4u-KD2bbUI-gdGFH4QSbJsbfdvJyZSiIII9yZzoa0,13757
cgmath/_tests/test_skin_weights.py,sha256=JNmgk28IFGQ0wH8PgAEdr9WfSv8pgs9bt8ityls-F5c,43805
cgmath/_tests/test_symmetry.py,sha256=Bsp5_6ut1zSV26pcDQtMkPdd92BHjhbCyAtjRFqn4h8,10847
cgmath/_tests/test_triangulation.py,sha256=tHLMut50Oee1OUbLPywCQ9gpVM8hZRBiaQaBYODu5sc,3686
cgmath/_tests/test_usd_prim.py,sha256=2eopWe3Gm0Tz8_UGdWpEZmme1qe8kAIqiXpBbi3oh6Y,1778
cgmath/_tests/test_utils.py,sha256=8TGcwjT9RC0DpYtCLxmuJxioNaUu0bWy_3pvWm3XhCc,26987
cgmath/_tests/test_wrap.py,sha256=2-gww8axIcw-Kuum02VS3OSyTPxqNk52NJ5QWbW_IaY,11051
cgmath/_tests/test_assets/maya_euler.npz,sha256=VOlphmrHTV8RC9nVV-px16JRX4u7AEurwPBiiF3KvGY,138559
cgmath/_tests/test_assets/mikktspace_deformed_data.json,sha256=HmzMlY3WaSzo0XCduG78fR2kiFngPvpjt96GVpU09Sk,19817
cgmath/_tests/test_assets/mikktspace_test_data.json,sha256=B4YdczlcD7_OhG1MyC6KXDzkpaooh5adxlp_nrBpN78,30824
cgmath/_tests/test_assets/test_data_module.curve.pkl,sha256=p0zg6dW3QDJz2iGfVvQ1ZCqyfxu7tbZsaFkq6O1Sj4Y,404
cgmath/_tests/test_assets/test_data_module.mesh.pkl,sha256=1aeOcRdFw8W6dS9k_hbsryL3_DzoT4oYwJsh4znfuJc,1320
cgmath/_tests/test_assets/test_data_module.patch.pkl,sha256=9vPzzr1G5n6YkXXp6MpXpyqOTQN6U8Ge_OGO5o2vCvw,1049
cgmath/_tests/test_assets/test_data_module.saved_by_2_0_0.zip,sha256=58jypIcU4w75CN5WN-T-iWtXm43RPIYCq-tl7yrmP1M,19949
cgmath/_tests/test_assets/test_geometry.bspline_best_fit_params.npz,sha256=QTkVLia5KAqefIa1LDzOX3ZhxVtH9t8BCg5N_FUZclg,32684
cgmath/_tests/test_assets/test_geometry.bspline_maya_curves.json,sha256=wigxrBInTnpjVLGss8qLAMS0qxrunee1aNC4amwUOUw,7980
cgmath/_tests/test_assets/test_hierarchy.legacy_parent_node.json,sha256=eLmLlH8AdJRt3qJakvufvd1ccFqEH3HBbCVPCDl_qk0,7396
cgmath/_tests/test_assets/test_hierarchy.legacy_parent_node.npz,sha256=IRb_-jnGBMSLdoxxN2jNZEw7Q0gBrS2b9DhzkA_wEi8,24158
cgmath/_tests/test_assets/test_hierarchy.legacy_parent_node.pkl,sha256=p93QNsxHc2HZgi2h290ekq9w3kfg_UdyspoOXbSWtxk,3899
cgmath/_tests/test_assets/test_hierarchy.legacy_parent_node_clip.json,sha256=HQOMqLtprQcaXjjeT50H9rFHMYqp_Dj7raXnRSGc_Ys,22099
cgmath/_tests/test_assets/test_hierarchy.results.npz,sha256=RE1sZQqS_RBAZWHnJoYurSLYQ443QqXJz0x_GB7VtLw,85610
cgmath/_tests/test_assets/test_hierarchy.skeleton.json,sha256=52I-xGjYyxm631mVaAh-0f5qNsj9oeJSX1A-phhsYH0,52651
cgmath/_tests/test_assets/test_ngon.bitmap_buffer.npz,sha256=5EC82hmiriWfVnGEzs1p4iiz5E5VI0qHG14N_Bikfto,786698
cgmath/_tests/test_assets/test_ngon.source_mesh_data.json,sha256=XQG7SRS5Am-PDCTAogMhhAKc8Xx02t1T0LfTs7506Rs,107087
cgmath/_tests/test_assets/test_ngon.source_uv_list.json,sha256=PxcXGLjXM6Xe9LtAN1JJAr0bvvOxTIyBz6pOHDbfOt0,159452
cgmath/_tests/test_assets/test_ngon.triangulate_mesh_data.npz,sha256=8qu5KHGTANTDt-tosq1cf8d72ePzhsuLuO7V_H6IKF0,12775
cgmath/_tests/test_assets/test_ngon.triangulate_mesh_data_ngons_only.npz,sha256=iTf-iF-Hpr1ChnZC91jaDm2xKyUCLrIZdRaepEhzGBE,12633
cgmath/_tests/test_assets/test_ngon.triangulate_mesh_data_preserve_order.npz,sha256=mhpzoC23l5RFHnBCkkJB9oFHxD36iIPNnaSLKHeWvmk,12600
cgmath/_tests/test_assets/test_ngon.triangulate_mesh_data_preserve_order_ngons_only.npz,sha256=mxVjWQ0GDRiEAt8-77CGeiCN3HxYo8IKmMIXQwCo9Ms,12424
cgmath/_tests/test_assets/test_ngon.triangulate_uv_list.npz,sha256=QjTSFhJTDu7879lDOKYcCyTwKid0MEahGlQuTtsYc9I,19121
cgmath/_tests/test_assets/test_ngon.triangulate_uv_list_ngons_only.npz,sha256=R0gtAeGPvhCcAWDULp9plIgBznPeJkmBJ6B-2jXaSvk,18206
cgmath/_tests/test_assets/test_ngon.triangulate_uv_list_preserve_order.npz,sha256=Q5BTEpv7lQFgrAvuzDl1DCvFLKHlhWT4Mv3m1_JEt0M,19146
cgmath/_tests/test_assets/test_ngon.triangulate_uv_list_preserve_order_ngons_only.npz,sha256=5jXzgJ_gdrb7wxTKQzMtVYP4x236KW_3hSETvHJ_lao,18268
cgmath/_tests/test_assets/test_resample.dst_bs_data.npz,sha256=o5kBQWxe_tHmBwraJsnbRzziW9lZpubhN3L-Mt6LEIw,442456
cgmath/_tests/test_assets/test_resample.dst_mesh_data.npz,sha256=pW3GYpueVaMDtYbWTL_r-x8OmtQCOOQiZNhzmuiHOco,123461
cgmath/_tests/test_assets/test_resample.dst_skin_data.npz,sha256=Nh88fT9G0sat4tTiF5EEDARm2DTLtxCvcbj9nEQFw3U,94668
cgmath/_tests/test_assets/test_resample.dst_uv_data.npz,sha256=MCCCUTh-iPUYs_2CXFIgNDtnkrC1VkXS5XpM61HyGzA,102099
cgmath/_tests/test_assets/test_resample.overlap.pkl,sha256=YUQ7woakKHpU3AYWg4nHS3_pG7hOItXyr-AeD_aiaG4,55033
cgmath/_tests/test_assets/test_resample.src_bs_data.npz,sha256=cIgDJr1XL9f4cHSFD-BhmrkZiCAYQ_JR_ri2t2xURIY,201163
cgmath/_tests/test_assets/test_resample.src_mesh_data.npz,sha256=i-APbphskVaETSnBGZz5dtmgKzlZrrYP1KPEZ5boLqQ,238113
cgmath/_tests/test_assets/test_resample.src_skin_data.npz,sha256=a4GL95M3OeF5TgSixxi7jlrOhA-qYoeC2e2dHPDGYHs,154740
cgmath/_tests/test_assets/test_resample.src_uv_data.npz,sha256=FI_SdMJj62Ka7-KGpq4BpvvEoRRJJpjJdWZSYKLNbvE,195932
cgmath/_tests/test_assets/test_sdf.igloo.npz,sha256=9um2o8Txbh3IRFAA4H2cHg3maF8FAMfI7adkOXmKFgE,258154
cgmath/constraints/__init__.py,sha256=dXwT8Am_D5FWPpMPL36VVg6ehDzqtOyzSYSp6Q0wlS8,109
cgmath/constraints/procrustes.py,sha256=L-2D8OhxlbHHKKSIw7OVehaQqi2NNzu9NuN52z2tlfY,10814
cgmath/formats/__init__.py,sha256=pV6de3IlmUOsZEltulE6TUjY3H_uDL7q8oSNwik6V-s,54
cgmath/formats/_fbx_io.py,sha256=ErD_Ic80y7VaHYA7aP3wL2vF7e3ZTodrtAQtx1Pi4Wg,6100
cgmath/formats/fbx.py,sha256=B18CpkuunLnfHy9RnDSTfqzV3xEZWrOccaH02NDlzS8,118569
cgmath/formats/glb.py,sha256=jmv9-hJLYB3W-1kUVq4F76QBaa9YucOpoWHmJ9nqa6s,19126
cgmath/formats/usd/__init__.py,sha256=m7t6KROCbsMy8RnB8qJO5IfxzU_sbKOdaIyDk4ufhcs,36
cgmath/formats/usd/prim.py,sha256=29x3X3VyYdKOxx-tj8-RVApD_avhQBoA66Nt7QNOV8w,15603
cgmath/formats/usd/stage.py,sha256=y4oq4lwweI9WKW1PWU5Zu8Nw-QfswlUuoEM409qjMMc,6982
cgmath/geometry/__init__.py,sha256=u5w0eGswnAsxTeKgdjT9nsOzxnlm-7rZTD-8S7fqGAY,698
cgmath/geometry/_cdt.py,sha256=OYg6_MhyrTflj9bmoeQRBXp4jiSx8hrrWFedOdhNRaA,20289
cgmath/geometry/_saddle_surface.py,sha256=U4yGeXPQUG-L67X5gTBZpYFz5_l9s3v2AoQpN7oK7Ao,15000
cgmath/geometry/bspline.py,sha256=cnj0P_QM60j3jNnl0Jb9WtVc9K9p6KCUYLVRZR5FRLI,95456
cgmath/geometry/bspline_patch.py,sha256=ldDNwyvc8V6M5gAOCDgonXNs5esExVKct_cgt4qnCNw,106128
cgmath/geometry/map.py,sha256=YeCI6IsqBuaYmCsk6r9Uyqd7ggVqeBBs4n4cjeDwoNg,8636
cgmath/geometry/mesh.py,sha256=Ito7Oy3JtPsju_vGjg2ltqEVW0xxTaXLR83phfGbm-g,225371
cgmath/geometry/morph_target.py,sha256=LqlUCoIX7JkTVHreuRKBA7S9Qq24UXTzrS51AgV6KsQ,27023
cgmath/geometry/pack.py,sha256=VJffg9LQ9ivBN8E1x9pH_drcSOCN5_EMHGPxrwVa9Eo,10526
cgmath/geometry/resample.py,sha256=gyAZlM2WpofZQvATQ4Utz-Rwfy-4qasYYmAeQy9Trr0,28294
cgmath/geometry/robust_skinweights_transfer_bilinear.py,sha256=haOJc8MdCG7gnVCB-2I8bCHpsAbn0fmZpo9xzLbIGJg,5487
cgmath/geometry/sdf.py,sha256=qF0eicmcKesXH75PokHM1WKh7tzjxMLsAr9PR5CPTqY,48087
cgmath/geometry/skin_weights.py,sha256=OyChtnRjlBtoSVY1swVNodQbF52ZlF1fGpTtYSp0F1E,48704
cgmath/geometry/deform/__init__.py,sha256=LYHKn_WFu9bUPoCg5h5UMh5pYFB0Ix1eaMZz_p11M5g,346
cgmath/geometry/deform/delta_mush.py,sha256=skRqqTwA4g5r13ccMTlTEfHMMVGwQemaGoR8orypevU,23804
cgmath/geometry/deform/ffd.py,sha256=WQmEwxof5FYp6xNSQSZFuXlu36YE9hMxn3bdWjPrgvg,16633
cgmath/geometry/deform/patch_relax.py,sha256=HY-FYEfgKYavOUh4Of93e3sj0HPBBWG7DmaKs4BiWa8,14815
cgmath/geometry/deform/skin_deform.py,sha256=X8Taq9ZUUMv5T4hes_OyeA-1kuXBIqZ9wlyuF4wOCig,25563
cgmath/geometry/deform/wrap.py,sha256=f7OPGbldgrDjRP1WqZLGTDVc-7Jz_arI6_B_EMRZIRo,12524
cgmath/geometry/utils/__init__.py,sha256=DbUYk0MUA5HWteic5ZgNd6kM0STRNmJ-zo2LFJ7yYEQ,1448
cgmath/geometry/utils/main.py,sha256=C3Dp6vs8zFXfgWFj9MHkzb3HctsNfubFV5XD71Hzecc,77665
cgmath/geometry/utils/_numba/__init__.py,sha256=irDUuAC4p3dO2hmdEH_vYSp3C_tRA6ja87Ds-mjw11o,671
cgmath/geometry/utils/_numba/_bilinear.py,sha256=8A_HmuqUol1T5FsMEayqQNqDcim8mHzSNtc_NxizUGI,89598
cgmath/geometry/utils/_numba/_blur.py,sha256=4p29gCd60fohePiBO-sSOxUR1nQTcK0pu-ImcvVVY0Q,13481
cgmath/geometry/utils/_numba/_bspline.py,sha256=5YnsTOdvU5-SP3MEKg98OW5nO_HkF06Vmh2a1_IH-Lw,151924
cgmath/geometry/utils/_numba/_bvh.py,sha256=j0-KmI8WdYZQuXsmboawB5Q30v-BE1UQTykRFnc6gio,6425
cgmath/geometry/utils/_numba/_cdt.py,sha256=S20UD992OBpHtxaTF3XKkOp1HboChOI1FxnjbUK4OTk,4790
cgmath/geometry/utils/_numba/_connectivity.py,sha256=RcVqvLQFY53MVoB8b88QKHSkMwhggLYrOVga980l59Q,19047
cgmath/geometry/utils/_numba/_delta_mush.py,sha256=4fIhU3TQi8jnhedSUpmcuukt1u32GlDKJCDzKuSPrVg,39846
cgmath/geometry/utils/_numba/_ffd.py,sha256=hddiHGG4xGLe2g7BirZHRBqCswDeqpAWeLTdMQLRBBQ,9066
cgmath/geometry/utils/_numba/_main.py,sha256=OY1x_n9Jc-cA5LbJU0HczvObNCjfVqV7Qla-5eP6gsg,24651
cgmath/geometry/utils/_numba/_normals.py,sha256=-xeGBMcUG7sT1jO7ART_BKqVKcM7HFCRoncBWsP2bwU,6322
cgmath/geometry/utils/_numba/_pack.py,sha256=TAwqW7r40faEBg-FKDsEab7COu87ot2i2a_n8MhuqgA,4569
cgmath/geometry/utils/_numba/_patch_relax.py,sha256=Zc_y_vxXjueNb-hJyBD3Iv6AOWGOX1y9CvPnEVGRK9w,18335
cgmath/geometry/utils/_numba/_rasterize.py,sha256=UxdfHkYPGNB770jkdU-qfv2fDuDuQlkktlnRsPetI68,13587
cgmath/geometry/utils/_numba/_sdf.py,sha256=v5lzfSKTOqk21HeR2q7nAlGeXCluyLvupr0fW6tMS_A,14044
cgmath/geometry/utils/_numba/_skin_deform.py,sha256=oJgq9N9tE5_Ynq3HqD0qmh2PK7IVmQfQ3GAKxlZXPVs,29219
cgmath/geometry/utils/_numba/_skin_weights.py,sha256=78JQfCPHYoqNbJLutdV68TT6Gmsg_ZjLoK8eGJLMc4Q,21647
cgmath/geometry/utils/_numba/_subdivide.py,sha256=gGf7QWs2AUntd_n4poCx0bNlxC-_6yKdKptzbc0kYkQ,14408
cgmath/geometry/utils/_numba/_subdivision.py,sha256=js5NaqRZCugROTbd-nXF-2o3CcR7VP-rHF1JzxkkgbI,13411
cgmath/geometry/utils/_numba/_tangent_space.py,sha256=0T3EVy9EMHQ0-_GLNkG4J0GNLazULZsVGhYI_dlc_yI,2493
cgmath/geometry/utils/_numba/_topology.py,sha256=BtukMnkNURx8ZkUEnjZ59Ppof6gTapeTZpBDOx0PiLE,13363
cgmath/geometry/utils/_numba/_wrap.py,sha256=cIxuPvMBch_OJF0RJii_F9Db5ro3TpXMulNCPip5MCg,575
cgmath/hierarchy/__init__.py,sha256=IH-8n2LLXaIaQf4X79kqYCrIIY0t6ylZimzBjfWgiE8,775
cgmath/hierarchy/hierarchy.py,sha256=9tXeFfam_Cwt4IUyDnlrcoyW0yOTw86FvYUYV_Xy9hc,582633
cgmath/rbf/__init__.py,sha256=JPZfsTjTGyzUmdJag2YY2C6kGy4Rk04vyKlsYSXcauw,256
cgmath/rbf/_kernels.py,sha256=aLB90kp45GeZppk-RhQ-Bs80KP8_rTsUpW6pmOT-EM8,20165
cgmath/rbf/_numba/__init__.py,sha256=rOOad332lmdMS53FFFgJMZTsnhFkOAPM5uYGcMbeM10,664
cgmath/rbf/_numba/_kernels.py,sha256=YNehuNXzPk2X-Lt8LoYeqYi17AlqKuYTbnTTYkOsuEU,9618
cgmath/rbf/_numba/_lu.py,sha256=oyHFAUOasuOy-Mog5df7bVSK8Uc5ba_ZdVvu7FyZIyc,5254
cgmath/render/__init__.py,sha256=MRqsZwVzWwixnTtGNtErMFziN9LDpi0UFoLc5RQuw0Q,1008
cgmath/render/_tiles.py,sha256=v0z1EDOoAHdPRdAYSrujvP3hWzfF03NpUzOrHKTfo5Q,27614
cgmath/render/camera.py,sha256=5as9eBWZJ4m3I9n5kJHxnk9gvvGRT9fZyQ5v4aRFwnU,8977
cgmath/render/frame.py,sha256=aebs2ME9FR7FEHl5d1ZkfWN95nVgTJ9-6fM17KQZwWo,45365
cgmath/render/raytracer.py,sha256=STYDOUHyMnLKJMSOHu7Ar6tDIeG0wJgGszpg3HQvU1U,42178
cgmath/render/scene.py,sha256=bpmb7UApPX8lY4Ji0aRhUo-KAXhZiXhrtFOyZTmuiu0,183285
cgmath/render/texture.py,sha256=jveaOXhIQ_U9JuoAeQXgm5Wl9E-3LvGghL8XOTMBwYE,2267
cgmath/render/_numba/__init__.py,sha256=lEQqlz1WyWMjvuYtY81rmO4pjeOv57g_g3WVa56OcY0,661
cgmath/render/_numba/_texture.py,sha256=-kaAgn5nEwVQtcW0sPr5l1PGQZlmsoWr-2tChjqVJxs,1492
cgmath/transforms/__init__.py,sha256=NzdgCw9tescGN8XgP4kT1xXVhSlbGXKchjobR9bHvE8,1564
cgmath/transforms/main.py,sha256=6XIw6QeIEP4ZEsE2Sbo8deDzIjkWMAbDpeyTYCKyOmM,48316
cgmath/transforms/utils.py,sha256=2DUIKfmZ0HNGAUK4UUSeOYwm0njudZ0QyHP8jHCtXN8,10365
cgmath/transforms/_numba/__init__.py,sha256=8y2iTvHAg8ajvqUW_C38pJrw0ZTqRyzpSC-COCKlKjk,5075
cgmath/transforms/_numba/_axis.py,sha256=gO3n8TPjExhtnqX07rrAOlWGcrT6VnGqmGhg5nWcdoA,2160
cgmath/transforms/_numba/_euler.py,sha256=OX8QFTpHdr-ASirHb9qoVLZCUe31cL0aQJCopMqggdc,7132
cgmath/transforms/_numba/_matrix.py,sha256=GwPhl3OCijgzztuwvfqA3WBQtAnzbXgQZFJ4mUdSxkM,13157
cgmath/transforms/_numba/_quaternion.py,sha256=3PFfrpv-ckWPTddx_dNqHEZVDgu4InizEoyMN8dP55c,12497
cgmath/transforms/_numba/_vector.py,sha256=6ltorypAGe-vLZZWTLP-2glS-s3drwUVlzS85P0_uJA,14350
cgmath/transforms/_tests/__init__.py,sha256=XmKyNv9hw-ibKT0gUWYuJePIudIgnmnGolQIUs7kgCw,52
cgmath/transforms/_tests/test_axis.py,sha256=75I_nf58ZiVh-N7zpgI9SInessLsnNtRKU6_bbh9nHY,6197
cgmath/transforms/_tests/test_broadcasting.py,sha256=CyznnZoq55aTDwdXJg2W5SSwxbuCZjBt-M8y7o_q57w,13492
cgmath/transforms/_tests/test_euler.py,sha256=pNbkv3JfX0kYpt0UVsVeoSmGclkPMT-9T_mVldc20Pg,16533
cgmath/transforms/_tests/test_exports.py,sha256=fEF9PPhGscjF1cKrc7wFZ5Y2Oxn3yluLu1uPXATGC4Q,1410
cgmath/transforms/_tests/test_matrix.py,sha256=zO9skZLKWewCv6RNYljnZZBpbBtpfksYzTv2v1DMWTs,3716
cgmath/transforms/_tests/test_quaternion.py,sha256=xS0kLav1MdMzoUao0_3WlRVLtGng0ulW5G20k78iE2k,3986
cgmath/transforms/_tests/test_rotation_conversions.py,sha256=ixTNNQF1op_Eiu8Qut5ngOyPY3zJ3EHPyn46p7QO7lM,14475
cgmath/transforms/_tests/test_slerp.py,sha256=qU0cN5qFUx9eed7k5rcsXkAqHKf1DssraKkw0wgrT8o,43711
cgmath/transforms/_tests/test_threads.py,sha256=qIvV5vX3okWIttRyGDnDkkN9yZ67pVUF5HVldnTS_HQ,16481
cgmath/transforms/_tests/test_vector.py,sha256=0uxfJCkZIm_ez8WDQXnQywzXPLYE5D2uk_AQzOmPcUU,5413
cgmath-3.0.0.dist-info/licenses/LICENSE,sha256=JRXlRkc-j0ubBefjaTaGg-az99PiwoB9UnY0KKpKy1c,1556
cgmath-3.0.0.dist-info/METADATA,sha256=XN6LiP20GEy_sCNiQJgWnQcOGlTGQwIElnWdyxCbdNA,23952
cgmath-3.0.0.dist-info/WHEEL,sha256=mOdXR9C3wMVov7cSY8PY-XCzo3SmmWCHvGQr5csJoao,91
cgmath-3.0.0.dist-info/top_level.txt,sha256=X0FUsBFqfIEirziX9uGz7ZBHnBbovBP3panTQ3kKG98,7
cgmath-3.0.0.dist-info/RECORD,,
