gpi_core/__init__.py,sha256=SqTqNSD6g4BUs4z99kLXeUOoAIcaf8S26ld7mF07RUk,1696
gpi_core/display/__init__.py,sha256=5AqVew_vmmYcArkVxMA1Xoov6XXsPB4Pefbi2ilPkQY,1650
gpi_core/display/GPI/CrossSection_GPI.py,sha256=yODotTTUfyHwng67D4pcD_ASPHs1Juk_aRdaJl50QDQ,8904
gpi_core/display/GPI/DataQuery_GPI.py,sha256=TZEZxP_o8rxWLgVDkrjssR81VYHHxL70RxzO5AiLqkQ,7843
gpi_core/display/GPI/DisplayMacro_GPI.net,sha256=gZxlHCBY3DKCXCXdKp12RdlXQmWoIbDo8u6Hk8wFSPg,23287
gpi_core/display/GPI/GLViewer_GPI.py,sha256=E9_JHM19CLGr9JlT8IzuZeJ-8viyVuktUxn-tdHbdSs,24630
gpi_core/display/GPI/ImageCompare_GPI.py,sha256=NadMp-bF4tvnT4yG_NlsBBvrXsK8KGelUTFeAp__XFo,6628
gpi_core/display/GPI/ImageDisplay_GPI.py,sha256=80BHwBb6sNwanVymaw0kIDApojkySX34CgI9Sr7Xg9I,28792
gpi_core/display/GPI/ImageRate_GPI.py,sha256=JNW7XRcXVVftGx4ysy9GekljLbkGh0Flzvi_GvA_ilE,26773
gpi_core/display/GPI/ImageViewer.md,sha256=canLm9bDBxEiSRjvZzL3__aR8PlFSs4Rmz4bm8b2n7U,7203
gpi_core/display/GPI/ImageViewer_GPI.py,sha256=x5qTvKE50Fnn_UxFmXs30wXbkuaa0HQ4M5-siDKqFKs,73340
gpi_core/display/GPI/Matplotlib_GPI.py,sha256=jNDhCN-SAuRxgQOhXdtfzEKqLp4MEYqmIrhtv4wMhH4,37874
gpi_core/display/GPI/dictionquery_GPI.py,sha256=Lo2ELUtxarOLCvwZ_x316SUfZmjunjvVqms_ONRO4BM,10871
gpi_core/display/GPI/__pycache__/CrossSection_GPI.cpython-39.pyc,sha256=PaUJdFIjYdUVtSlM1ul1g28ujf2xsoRJ-gLlfYkLPHg,7094
gpi_core/display/GPI/__pycache__/DataQuery_GPI.cpython-39.pyc,sha256=BCnoQOWrqE-YDwmtV5cef0H6Ywx3B7oQKCZRwlvJ77I,6102
gpi_core/display/GPI/__pycache__/GLViewer_GPI.cpython-39.pyc,sha256=Jj_6b1FMddwefO2YmTpehA3s3feZK8J2Vvmf4RFktA0,19909
gpi_core/display/GPI/__pycache__/ImageCompare_GPI.cpython-39.pyc,sha256=GniIatwFoZUu8m9uLp6NJ9dBrxcDp5opq_gYLUQ16Dg,3874
gpi_core/display/GPI/__pycache__/ImageDisplay_GPI.cpython-39.pyc,sha256=dKtIXlNlH4y356v3l1OOX7EgRlj0IcHx42Gc455utA0,15920
gpi_core/display/GPI/__pycache__/ImageRate_GPI.cpython-39.pyc,sha256=n584rFyEvAn6wC7xSpjHGNiAxnT6D8O7DOFcRGkG4uo,14450
gpi_core/display/GPI/__pycache__/ImageViewer_GPI.cpython-39.pyc,sha256=Kg3w5hL8DDsP-zpsSfOjodqhqG1-x06IcNYjLS_Kvf4,57468
gpi_core/display/GPI/__pycache__/Matplotlib_GPI.cpython-39.pyc,sha256=G7hFdYU350SyXeulsL9jgCzYRD9Kcr8JYbnWB3mmKO8,23958
gpi_core/display/GPI/__pycache__/dictionquery_GPI.cpython-39.pyc,sha256=o57HjTpho37ha1xfvVC52BB0e5tgXRguaMwVlfB4EUs,7782
gpi_core/fileIO/DownloadFile_GPI.py,sha256=XbABFpKgnLjMxGZskt3_Mcuq5XwExnuoonRsgRjtTgc,4552
gpi_core/fileIO/__init__.py,sha256=5AqVew_vmmYcArkVxMA1Xoov6XXsPB4Pefbi2ilPkQY,1650
gpi_core/fileIO/dicomlib.py,sha256=_MoCL0pQNPUbbyXsnKBl2ji2ZWeaeWX4OguNZZ8eOJY,8196
gpi_core/fileIO/GPI/Audio_GPI.py,sha256=ufdAyjRiYtSMbFSraL-zt_3qcIaZ4Su7mnP7yroymKM,4396
gpi_core/fileIO/GPI/DICOMheader_GPI.py,sha256=vVaP4J3Zz8Ni_Q-SZnVL-0a08EPrO1yWC34pm-wGNto,14395
gpi_core/fileIO/GPI/DownloadFile_GPI.py,sha256=XbABFpKgnLjMxGZskt3_Mcuq5XwExnuoonRsgRjtTgc,4552
gpi_core/fileIO/GPI/ReadCSV_GPI.py,sha256=brkizFxfXZ9lpmAWlFIBkXCeQqePaQT5gXhRjUgMY8s,3694
gpi_core/fileIO/GPI/ReadDICOM_GPI.py,sha256=vCxBpncDsGnugaesQc2Vw6dh34OSPJ2aPnRLUObq5ZM,4487
gpi_core/fileIO/GPI/ReadHDF5_GPI.py,sha256=x_1BTDvckdRCDUYYLI2GVDS-1xf57a_ouQ_OFCVzyqg,5183
gpi_core/fileIO/GPI/ReadImage_GPI.py,sha256=dM01Ci5KE9BsVXkf1afa8pGifXO3SNFQt6VtuLA__8o,5870
gpi_core/fileIO/GPI/ReadMatlab_GPI.py,sha256=C-JkBxTE7oCZ2qZDfW8ykZ2eSlAGkRQTI-iwMc0XxJk,5257
gpi_core/fileIO/GPI/ReadNPY_GPI.py,sha256=gY5gzKanxWigI4NQhBfk2JSiWrIOlFCPMn7lLy4DeEc,4290
gpi_core/fileIO/GPI/ReadPickled_GPI.py,sha256=qyGKRzyskx3cumYzryuBt5csRuFILQlyeHAyC85kVC8,4111
gpi_core/fileIO/GPI/ReadRaw_GPI.py,sha256=pzIEXjbZDofTHlJy283DfgI4CBi4ViuzpWN_1Z0t_0c,7272
gpi_core/fileIO/GPI/WriteCSV_GPI.py,sha256=JqLt-owp1NmYIrY06ebQL0OlHnXJJ5jhT4T8GebpyQw,3840
gpi_core/fileIO/GPI/WriteHDF5_GPI.py,sha256=VJZ8B1winxVVUaqvOsU3uFaVOq009XdD74-avaN3VBs,5323
gpi_core/fileIO/GPI/WriteImage_GPI.py,sha256=mRoMZuv1vRYgPOvc4GRfcWQQnRwMuI3WG6tJFrXKYFU,4952
gpi_core/fileIO/GPI/WriteNPY_GPI.py,sha256=Ehfyr_DRkrH9Uwam1bADayVOv5Ty5BS8iBpCQshcckc,3385
gpi_core/fileIO/GPI/WritePickled_GPI.py,sha256=gk8ruI8klXHPFLH83xB3cFASdjn6Nv3h31atFR_CCSM,3682
gpi_core/fileIO/GPI/WriteRaw_GPI.py,sha256=Fb__N7ad0iAwO4SirIgMz61AxQquX3DdhI2QlG-pBB8,3586
gpi_core/fileIO/GPI/__pycache__/Audio_GPI.cpython-39.pyc,sha256=80kmUIq3Os4YtROmkX0ini7ZF-9N-qeYpVg-xIdYuhQ,2874
gpi_core/fileIO/GPI/__pycache__/DICOMheader_GPI.cpython-39.pyc,sha256=Wh5rsugzusT-DBAWlwQDxZq23NECQsePipLYU-I9siA,10484
gpi_core/fileIO/GPI/__pycache__/DownloadFile_GPI.cpython-39.pyc,sha256=oYAk_PTMp0fkbyxU52Fh-Crv_-kcYWV2BX3axiLUn8o,3322
gpi_core/fileIO/GPI/__pycache__/ReadCSV_GPI.cpython-39.pyc,sha256=CF9bQX3LwKQ-CUNBOOP2TDB3i3gZMwP6eErHvij8vXU,1957
gpi_core/fileIO/GPI/__pycache__/ReadDICOM_GPI.cpython-39.pyc,sha256=NvxpeF6k44v_qMISXUxiamDvsd4INahGw1zz1JtvmQA,3483
gpi_core/fileIO/GPI/__pycache__/ReadHDF5_GPI.cpython-39.pyc,sha256=fkVDcsdHe7LlH1ow598AkPCzyQ6G5bOJkEcOZy63RWU,2937
gpi_core/fileIO/GPI/__pycache__/ReadImage_GPI.cpython-39.pyc,sha256=7PVN3ZiDiSXBaLvh3_Gxmx42FwJ4X7-3r8gdQi5-_Rw,3813
gpi_core/fileIO/GPI/__pycache__/ReadMatlab_GPI.cpython-39.pyc,sha256=bml5sgaMNeZAdj08Fz8j6ca7JHl4lTl1GDEaq8Gz9Bg,3090
gpi_core/fileIO/GPI/__pycache__/ReadNPY_GPI.cpython-39.pyc,sha256=7VoG7Wep6UlqmeksVH0xlqop8ub0A4mAVXwpNHeuC6o,2504
gpi_core/fileIO/GPI/__pycache__/ReadPickled_GPI.cpython-39.pyc,sha256=p89ApIbKzPycICbWGDK24wfI72TCdeBK48cUZm8i1wo,2357
gpi_core/fileIO/GPI/__pycache__/ReadRaw_GPI.cpython-39.pyc,sha256=dBX213VNX4poeES5Zq9JopmGdzlYE-jzfD2WqANs5os,4426
gpi_core/fileIO/GPI/__pycache__/WriteCSV_GPI.cpython-39.pyc,sha256=n6hjUQ4KB--iL8G3dLhnxiq04BWt6iOpycDcKotMx7E,2190
gpi_core/fileIO/GPI/__pycache__/WriteHDF5_GPI.cpython-39.pyc,sha256=WriAjfg7vn-TQ-EPnLUmX5luKHa3VkC3IiTr6x2azYU,3249
gpi_core/fileIO/GPI/__pycache__/WriteImage_GPI.cpython-39.pyc,sha256=X_PxTk7Hum8DJw7cJQR4bROCtVkPwLTBktf4HR2DRMo,3102
gpi_core/fileIO/GPI/__pycache__/WriteNPY_GPI.cpython-39.pyc,sha256=7uw6qMgW1s2ENuoHRN9AvyNWpaTAiB7u8LGr-OnEgGQ,1786
gpi_core/fileIO/GPI/__pycache__/WritePickled_GPI.cpython-39.pyc,sha256=u3tJS1g_zGzBNVM5az1ptMRg0x0dvDoaQbXKVkfVjCg,2081
gpi_core/fileIO/GPI/__pycache__/WriteRaw_GPI.cpython-39.pyc,sha256=zVnGdApBB6stDJpOADcUiW1V_mVBE8VAH-qc6kr27iM,1853
gpi_core/fileIO/__pycache__/DownloadFile_GPI.cpython-39.pyc,sha256=4fVpvYJlafdyb_9mxOvzo9Ftu6WCygrF6oaQMAqCTQ0,3318
gpi_core/generators/__init__.py,sha256=5AqVew_vmmYcArkVxMA1Xoov6XXsPB4Pefbi2ilPkQY,1650
gpi_core/generators/GPI/Bool_GPI.py,sha256=GRgOqseI_KIKNr99Qo61OgW3JW7aUxfID9u_WLOrbCk,2228
gpi_core/generators/GPI/Float_GPI.py,sha256=4llrcrfIGUm1-2wInMf5CRXtaK0ldD5F5sDiaeHKS5Q,2242
gpi_core/generators/GPI/GLObjects_GPI.py,sha256=mbC5j-oKXlurUHMXH259z4dH3GyaqSh0a6HVRSHbjag,12089
gpi_core/generators/GPI/Integer_GPI.py,sha256=CYJOnbAH3u-DwibMByuU9vYUc92yyS9zezysdGcftiA,2203
gpi_core/generators/GPI/List_GPI.py,sha256=rqv7Gqy6_AL80qloKeRdzJar-vjVcBAsDkaINtPOALI,2678
gpi_core/generators/GPI/Shapes_GPI.py,sha256=k0aDTjqB4mPWWGhDL1C6C5TjI1bPmQ-8N-Lg48IuUic,21400
gpi_core/generators/GPI/SheppLogan_GPI.py,sha256=ecbY4-y8sYHrEan11hjYy2KPMpb4pj_X8stNciZacaQ,10523
gpi_core/generators/GPI/String_GPI.py,sha256=mOTOkplHDqC4SBvthZvcnulS418HsjGuSzLmvtemTpw,2215
gpi_core/generators/GPI/__pycache__/Bool_GPI.cpython-39.pyc,sha256=086StYeUONq-hWkbYlU2Vm2jcXKJUAJoQz4RHHlg8Cs,1037
gpi_core/generators/GPI/__pycache__/Float_GPI.cpython-39.pyc,sha256=cxMQ66o6eugCnsZE1qcgDeDh4Tn9SUEoiGXWIXjqYRo,1062
gpi_core/generators/GPI/__pycache__/GLObjects_GPI.cpython-39.pyc,sha256=9tK02G6nvgoEBLx7ueQHfvKBHCc2fDNdYYPSLEs_SkI,6662
gpi_core/generators/GPI/__pycache__/Integer_GPI.cpython-39.pyc,sha256=VkXzPApN62IahvcP4R37nK4Zv32ie_olR8SKiVss-AQ,1016
gpi_core/generators/GPI/__pycache__/List_GPI.cpython-39.pyc,sha256=ga6cjvhYok4rHGwe_hHRklKhK7hI6YrihmCuRGjtwmI,1354
gpi_core/generators/GPI/__pycache__/Shapes_GPI.cpython-39.pyc,sha256=Cv4w1_GvsL9xOPLefTRvx-5_7QgfTaq_oapEnEk2l_w,11555
gpi_core/generators/GPI/__pycache__/SheppLogan_GPI.cpython-39.pyc,sha256=YEZ3yw34OOrqh0efL-shtiyZA-hwPUbxLwKNMI-l2-k,7085
gpi_core/generators/GPI/__pycache__/String_GPI.cpython-39.pyc,sha256=Jv7nP0Avd28KmMDUxXJmiOwZIS-q0mjOnzYqay8UYYs,1023
gpi_core/gridding/__init__.py,sha256=5AqVew_vmmYcArkVxMA1Xoov6XXsPB4Pefbi2ilPkQY,1650
gpi_core/gridding/dft_PyMOD.cpp,sha256=J0F3vakaJ729fQyXd43qIkZ83-3-uTCsFZnA9E2NKVA,3081
gpi_core/gridding/dft_core.cpp,sha256=XF2bi_iaxdgsjFr0PLtcWoCZpdVbnv0M7ygaVymwQXQ,3594
gpi_core/gridding/grid_123d.cpp,sha256=Yqh_LkXrDYN5GtbAtTq00uJBUnYs70QJoB5-DondWU0,14787
gpi_core/gridding/grid_PyMOD.cpp,sha256=yg-jOfJ0YDOBUh_aDZ474qiNkQz5SZ_-ufWOjpQS5e0,3125
gpi_core/gridding/sdc.cpp,sha256=dVCn48nm9popTa7ljNaM0F7CeVv5i58kzT-HvuiB0ew,24354
gpi_core/gridding/sdc_PyMOD.cpp,sha256=f7gq_6sgitS12AXMaaHGMBMblnJIVMz_gEz6BBPF7dg,5323
gpi_core/gridding/GPI/DegridDFT_GPI.py,sha256=DzjDcRFOGiO89IIkDnhIjfxv71rH89A4K6kUQGOUcjE,4303
gpi_core/gridding/GPI/GridDFT_GPI.py,sha256=WyC2B7IxxtaYpPu04tkt7_madSfL58YrwSNg-e42fuM,4517
gpi_core/gridding/GPI/Grid_GPI.py,sha256=tydZ42qgGnQUw0t_HmlM_WOF5AhY6P2QsPlO56XQ9gs,14009
gpi_core/gridding/GPI/Rolloff_GPI.py,sha256=yVERwwYiu6hBbRffwvXzmylQBMW1Gew8A9DpNBweXC0,5510
gpi_core/gridding/GPI/SDC_GPI.py,sha256=_VN_LgI3ODFHMgC9RUNnE65E8Ve8g1sKIgvSfBrlsCI,8595
gpi_core/gridding/GPI/SDCspiral_GPI.py,sha256=JeeuLN6RpIAJH90iPWfre81rFowfoA8_MVA-XxbmUz4,5536
gpi_core/gridding/GPI/__pycache__/DegridDFT_GPI.cpython-39.pyc,sha256=gMK3IzdS2wH-ep9EXzHIruKvD8kyALR313aXl6Fz0Tw,2879
gpi_core/gridding/GPI/__pycache__/GridDFT_GPI.cpython-39.pyc,sha256=U7cfhXXjfKfYagWQt0pr7mRJVVyOkKas80jL5HtQNyo,2819
gpi_core/gridding/GPI/__pycache__/Grid_GPI.cpython-39.pyc,sha256=NPWl_BZI36StqXPUYxt0GCWqs2XEViCLsJSmnpXIR54,8172
gpi_core/gridding/GPI/__pycache__/Rolloff_GPI.cpython-39.pyc,sha256=xFQMvyq2OPZidIat-kA5gRr9LnFsW40qCg0eOjCFUtk,3301
gpi_core/gridding/GPI/__pycache__/SDC_GPI.cpython-39.pyc,sha256=HKysNa_ACkbCUItqDhJwuYSfzooNAJyrThOlmtb9RQg,4886
gpi_core/gridding/GPI/__pycache__/SDCspiral_GPI.cpython-39.pyc,sha256=Js5WkrdYn9NfGvIWJkJyb_aabYA-R_VguN_hOAaXzEg,3591
gpi_core/interfaces/__init__.py,sha256=5AqVew_vmmYcArkVxMA1Xoov6XXsPB4Pefbi2ilPkQY,1650
gpi_core/interfaces/GPI/Alert_GPI.py,sha256=onTNDqB-JYu0s0dm6WMVVEYogHj3w2bGaNPTTuKbz2A,3312
gpi_core/interfaces/GPI/Custom_GPI.py,sha256=At_MnDlEviagstI2sg9vUwftsVN30aUeSpfjgPk99H8,4762
gpi_core/interfaces/GPI/Facebook_Twitter_GPI.py,sha256=v-ZkDGNtJrbH80DlV38IZAcYlVHiWqKlislma4VaLXU,2197
gpi_core/interfaces/GPI/NewNode_GPI.py,sha256=jmfg0Kx3w4ZP5ZtiCSrJczz0rA3FCgJbLYPrFSfhONY,2592
gpi_core/interfaces/GPI/Template_GPI.py,sha256=1bsGgaawDBiOq89PLJhX3gAKVlfnSiEyWCAbAvaVlr0,7304
gpi_core/interfaces/GPI/www_GPI.py,sha256=lOz3cyH-1eOnKjXTYnFZ_MYSgMayVBKSarMgZSZfpmw,3490
gpi_core/interfaces/GPI/__pycache__/Alert_GPI.cpython-39.pyc,sha256=a-ZhesfHJh_NbipNAxsAgkPNUUl-AWXgYiIFE7mk_a8,1653
gpi_core/interfaces/GPI/__pycache__/Custom_GPI.cpython-39.pyc,sha256=OjztMZU-kzLJ2fbozYDezZFJVwn3TODJ34iTkPDaRx0,2842
gpi_core/interfaces/GPI/__pycache__/Facebook_Twitter_GPI.cpython-39.pyc,sha256=j7Nfz6bz_3rGjps_h8W_71jp7bFOWUfn5sawvyq9VDI,950
gpi_core/interfaces/GPI/__pycache__/NewNode_GPI.cpython-39.pyc,sha256=J9S_qSPBSk3JruCSYbkIyTtnYprAcvxUAta8ilwSvpQ,980
gpi_core/interfaces/GPI/__pycache__/Template_GPI.cpython-39.pyc,sha256=RBaPsuOrJNiftAoGhSOdb4f8XmvEyZndFIl6RAq83QQ,4292
gpi_core/interfaces/GPI/__pycache__/www_GPI.cpython-39.pyc,sha256=J1JVmpY1NAbwGdPIenjQlk0T-m1WxhRjyTrUoQK9RiM,1690
gpi_core/iterate/__init__.py,sha256=5AqVew_vmmYcArkVxMA1Xoov6XXsPB4Pefbi2ilPkQY,1650
gpi_core/iterate/GPI/AutoNum_GPI.py,sha256=hQH-4zmQpgY0JiK-t3NPhiuA0KqU93H72VtYWAvuWds,9783
gpi_core/iterate/GPI/ConjugateGradient_GPI.py,sha256=OpSGSRU9KMgcEcYFfOW0F4XNasBh8ZVR0415Z7CD-Ng,7708
gpi_core/iterate/GPI/Iter_GPI.py,sha256=HV3-ujfbi87t2q5WOGDv9nPkb2L98ohwHSgEFOXeb7c,4556
gpi_core/iterate/GPI/__pycache__/AutoNum_GPI.cpython-39.pyc,sha256=3CfHUnkgrSeN4Vq9TW60a67zz22JeEorJQT6qxrWltU,5235
gpi_core/iterate/GPI/__pycache__/ConjugateGradient_GPI.cpython-39.pyc,sha256=82RLdo59xyjPa-6nmH2rEWOKtHXP6bQlv1YR6dul3_A,4587
gpi_core/iterate/GPI/__pycache__/Iter_GPI.cpython-39.pyc,sha256=4ohlC89tE0QlIHIEt2BaHONKLoX-VJhHIT_v8_23v3M,2808
gpi_core/math/__init__.py,sha256=5AqVew_vmmYcArkVxMA1Xoov6XXsPB4Pefbi2ilPkQY,1650
gpi_core/math/fft_PyMOD.cpp,sha256=E2H2WLcD6d-4Py4o2TcGpsoBrYHb9FL1kgYxPlY3fdk,10162
gpi_core/math/GPI/1DHistogram_GPI.py,sha256=Okm6qCWyLBMwlIGCvQvFcjtiZBs9ZX1oadlS7RNwABc,5217
gpi_core/math/GPI/Calc101_GPI.py,sha256=638sKyISEy8VXNsh3N3ovyfTodcscFy3cHJh75zoP_0,4513
gpi_core/math/GPI/Collapse_GPI.py,sha256=P_6_o0TKnWOOlCXhylKEMxaeg00mFeSaBhIG7sxEBew,19896
gpi_core/math/GPI/Compare_GPI.py,sha256=V6mIWi6GUXyF_0fHbbHzUL-Ugy5MH9MvmFRESxw0Zuw,4912
gpi_core/math/GPI/FFTW_GPI.py,sha256=fixn2JYd1qc3kEIs_RnJqWvHA5SWBoT_AR6VC0Az1DM,9040
gpi_core/math/GPI/FFT_NUMPY_GPI.py,sha256=hbM6NWOgdBcH4oDtoYk9fJuXOf5r0PruS4UYBPvL6Io,10011
gpi_core/math/GPI/Float_Math_GPI.py,sha256=ROKFx5-JdcvSWkb46q0uqca0nAiR7VkATRRMo0BFXJo,5116
gpi_core/math/GPI/Int_Math_GPI.py,sha256=IBbMUy56-XvD_CZ0qa72N4Sac-a-TC0v7XUbCr10BsI,5229
gpi_core/math/GPI/Interpolate_GPI.py,sha256=w5xJ7KhojAbVnGEKLLyayuxeHqopgwkhQHBMmjQU6ho,13027
gpi_core/math/GPI/Math_GPI.py,sha256=9BLqgNK-YGFl-aplDPcmbK7hbxKKuTi_uOaCn-z0HDo,9463
gpi_core/math/GPI/RIMP_GPI.py,sha256=LhONqGzcomeCAitYy9k2xccCNfqAkpjl3sNHdGsiGqQ,4047
gpi_core/math/GPI/Regression_GPI.py,sha256=H0PAUAF4VmtntCjo2WcuZo2obCLs_g28FChsTUWreo0,12685
gpi_core/math/GPI/Rotate_GPI.py,sha256=ryeAbTIlVPWHfgWCpORjgR3xmd2-Xay9w4Bhgbb-T_U,6729
gpi_core/math/GPI/Statistics_GPI.py,sha256=yZZG0cG-Wjm3_A83CzMaGQ1rjhA81BX4TYu4KIhb0IY,2931
gpi_core/math/GPI/ValueBounds_GPI.py,sha256=5EasUkQeMKpCyJAg32K1F8QtRPBk0cQrKoHaLbJ84-Q,6208
gpi_core/math/GPI/Zeropad_GPI.py,sha256=cUTtsHFUDh6YDw21Uv2hC2s4KV_9ByfcZjI06K_zMek,9020
gpi_core/math/GPI/phaseUnwrap_GPI.py,sha256=LlQLDlFm1BbcYzum6E2XQbj-VilPBcT2pJT63DLgJXQ,3249
gpi_core/math/GPI/__pycache__/1DHistogram_GPI.cpython-39.pyc,sha256=rmtTSdxS60Ht4dU140qdvr1wHNT4vDdxnZ-z1kYkxTY,2729
gpi_core/math/GPI/__pycache__/Calc101_GPI.cpython-39.pyc,sha256=cSQ3Q1_f-kZNv4Qtx6u4ZxNPHqASoCiP2cw7QMkD4mk,2457
gpi_core/math/GPI/__pycache__/Collapse_GPI.cpython-39.pyc,sha256=vc0E-XrHaw-ccQXCH6RSczNt-gvnAX7KSDXQhFdX8lQ,8740
gpi_core/math/GPI/__pycache__/Compare_GPI.cpython-39.pyc,sha256=elKz_ngXy34xi2yAa4Vvy0p2c0BBVFg9eSUm9jTU_a0,2925
gpi_core/math/GPI/__pycache__/FFTW_GPI.cpython-39.pyc,sha256=zrZAi_Ifj73CqTi-IdO7oLnG0QT52yJlVILVtPzEV-s,6444
gpi_core/math/GPI/__pycache__/FFT_NUMPY_GPI.cpython-39.pyc,sha256=47OIJhigBeQbAHVe_pEeZf7znuLiKP8StTu8FxWv-yI,6852
gpi_core/math/GPI/__pycache__/Float_Math_GPI.cpython-39.pyc,sha256=DXDBzA7HdELpWwVhfqGdRT0OjyGoCijZfQi5JldTiBY,2719
gpi_core/math/GPI/__pycache__/Int_Math_GPI.cpython-39.pyc,sha256=qaUpay1HVboD5N7C2t2Qq0Oa_6mBO5YZ4RmGoc5TOxM,2737
gpi_core/math/GPI/__pycache__/Interpolate_GPI.cpython-39.pyc,sha256=XVxmeaSXXgsi6pAmkcUZWJFZjHduFWXvx4HV7b_sxeA,8100
gpi_core/math/GPI/__pycache__/Math_GPI.cpython-39.pyc,sha256=U67UxKSZPWEDTTfGRABIQsiBGtvzqbL-v-G-Zy8d_ZQ,4945
gpi_core/math/GPI/__pycache__/RIMP_GPI.cpython-39.pyc,sha256=wdaCxfOY-3NuxETOwTPpg8RGJ1g0xgpxbl7iTN6Ayl4,2344
gpi_core/math/GPI/__pycache__/Regression_GPI.cpython-39.pyc,sha256=OODAXKUJRvVxw_4WGK5pLVl5DR4KEhyNxWEnu2jgZ_Y,6943
gpi_core/math/GPI/__pycache__/Rotate_GPI.cpython-39.pyc,sha256=ib4cUXfrznAHXPrNl_fAc78pa7Pg89oN73k-lf9JP7o,3534
gpi_core/math/GPI/__pycache__/Statistics_GPI.cpython-39.pyc,sha256=OyoFAg9DLekdyqo8owUr_OAbcozUTvTiC5ySmNdC3fU,1530
gpi_core/math/GPI/__pycache__/ValueBounds_GPI.cpython-39.pyc,sha256=f8MhCFOVHZ_yOhEnVGp-maqGsEPRUmS27B9-VR07fnc,3245
gpi_core/math/GPI/__pycache__/Zeropad_GPI.cpython-39.pyc,sha256=nkU_M49P70IA5AvPiXt57YWex0ddVkmkB9SCWhQ1AEI,6040
gpi_core/math/GPI/__pycache__/phaseUnwrap_GPI.cpython-39.pyc,sha256=lHfO6YGbAudFSww72lBI-ohSKD2nobJ9dl6tfttM-DE,1857
gpi_core/shapers/__init__.py,sha256=5AqVew_vmmYcArkVxMA1Xoov6XXsPB4Pefbi2ilPkQY,1650
gpi_core/shapers/vec2complex.py,sha256=OzlsJPQRMwRFvNc3ofA6U_9byg4ougWu4T17IxOtB3c,3090
gpi_core/shapers/GPI/Combine_GPI.py,sha256=becqWHnXRAIFzct2GYL_dg77i9kBR5TWhzLrgYGIaLw,4746
gpi_core/shapers/GPI/Dimensions_GPI.py,sha256=77BVdpoDAiQ9-4ZvwqlDvUhEU1SbR3ltF33RLiHaH2U,30744
gpi_core/shapers/GPI/Extend_GPI.py,sha256=QcUYsCNuB3Mx_Bg9M8rnz8m3tZSakQksN9bCuMprfkg,2324
gpi_core/shapers/GPI/Flip_GPI.py,sha256=2u66xe2Cr2ZoB4nrZ4ClrqWO41csA3ImC_A6WFrFWbY,5010
gpi_core/shapers/GPI/Glue_GPI.py,sha256=7ltTG9REwG216p0pNqSY4M4G6ZlggM1rZwJcBNTfGFA,6010
gpi_core/shapers/GPI/Recast_GPI.py,sha256=4SJFUgNSolxyGhOdSg-I-OEN4pFHBzD7CPKVgwdhA0E,2754
gpi_core/shapers/GPI/Reduce_GPI.py,sha256=kt-wFzcpRPy4d5-8BMZhSKsvz1nfsGv7HKqsFxrUEWw,10162
gpi_core/shapers/GPI/Reshape_GPI.py,sha256=A1vw4gkcR_fcA2BMO_uAooHoobtNb0UWKL7AUUBSOl8,13839
gpi_core/shapers/GPI/Shift_GPI.py,sha256=a4KZHIyN2Jf8cPMX_4LvvNJ93HE1fhvBoKygKx11yMU,4160
gpi_core/shapers/GPI/Slicer_GPI.py,sha256=eCPQqhM-B66iyrkh4k2TYVR2uJAi2SLeactb4NFQNL4,3055
gpi_core/shapers/GPI/Split_GPI.py,sha256=Lxnrk6nW2uzlwOinVo1fG3HJ53e5M5SssnwLV4Q-0Uk,5846
gpi_core/shapers/GPI/Switch_GPI.py,sha256=t1Rk80e4VMAvPuwEuvJ4RTiEOGjf5Gk1W7D0l63ii6o,4365
gpi_core/shapers/GPI/ToComplex_GPI.py,sha256=SJqBXM3XVuCYoLqgxW_7zpMB87YwLE-65mRs3So9xAY,7355
gpi_core/shapers/GPI/Transpose_GPI.py,sha256=7EBjhHEkuW7WNt8bteW9tzW-eoMwJsfX4V8MESUlJtY,5269
gpi_core/shapers/GPI/__pycache__/Combine_GPI.cpython-39.pyc,sha256=SeS3S-7oSEUjUoVNVQWtVy-EgoANWKdCGefDyTk0GSw,2566
gpi_core/shapers/GPI/__pycache__/Dimensions_GPI.cpython-39.pyc,sha256=XijyVqNF8ymzVDQRVxVBnqhNGHbuMIRTzSbMhOVj8Gk,12867
gpi_core/shapers/GPI/__pycache__/Extend_GPI.cpython-39.pyc,sha256=kfEVbrDO0UXGrruKfrer7OKiaLVVlui6AdawSvB3x_I,932
gpi_core/shapers/GPI/__pycache__/Flip_GPI.cpython-39.pyc,sha256=ADG23mM7Y58r4xxr7NQibcYkApTkbzCMun0yP0c5bo4,3687
gpi_core/shapers/GPI/__pycache__/Glue_GPI.cpython-39.pyc,sha256=Bv1vIgBQNQmgpnMmWxhYwOPCXEaLfXNJHcIVEVaphh4,3040
gpi_core/shapers/GPI/__pycache__/Recast_GPI.cpython-39.pyc,sha256=IHEJYl_46nna0dx1wNf5Utk19iJHTHilLq_Gx78u4mg,1564
gpi_core/shapers/GPI/__pycache__/Reduce_GPI.cpython-39.pyc,sha256=jH1YfeOyW4VDJKgCDVsEhVuhp4gKmdqTAKhQPtNN-Uc,7801
gpi_core/shapers/GPI/__pycache__/Reshape_GPI.cpython-39.pyc,sha256=eKCtYt0EGSauFVf48hvFLsf0W2aLa7PK-LAcpKTkLdE,10945
gpi_core/shapers/GPI/__pycache__/Shift_GPI.cpython-39.pyc,sha256=JvGMS5XXnUrN_g6CfIQ_yb2Z3aoh2KDkvPbXsnQektE,2342
gpi_core/shapers/GPI/__pycache__/Slicer_GPI.cpython-39.pyc,sha256=ElrXGfjQkdtHuuZ6h5oidEuhW_7JH9Mn7hKOwSdawtE,1476
gpi_core/shapers/GPI/__pycache__/Split_GPI.cpython-39.pyc,sha256=kO21EoD4YgGBmc5JngNOzRbOp1iXYUP2y0sGGvuq_Cg,3093
gpi_core/shapers/GPI/__pycache__/Switch_GPI.cpython-39.pyc,sha256=IkS7BvT1YDm9okMUkAKlawHcoLcNqtg2GZbWTmTMWBo,2442
gpi_core/shapers/GPI/__pycache__/ToComplex_GPI.cpython-39.pyc,sha256=AT28AxlQ-TL4GLJV2kYXj9_Oc04C7BpcjTRlNF3k7TY,3763
gpi_core/shapers/GPI/__pycache__/Transpose_GPI.cpython-39.pyc,sha256=TMrDkRK_sceli7BRx4aYLNd1mren07ew6LrBChkg3NA,4416
gpi_core/spinSim/__init__.py,sha256=5AqVew_vmmYcArkVxMA1Xoov6XXsPB4Pefbi2ilPkQY,1650
gpi_core/spinSim/GPI/Bloch_GPI.py,sha256=wccIW79e8HIQ6uPxmAj5wcnSVTtEqMHvJK4qYo7yIbY,15102
gpi_core/spinSim/GPI/MRPSD1D_GPI.py,sha256=RvVKzPVArOMP1AcJmDTAZDcKu8lYIN4y-iOvJJRVSXg,2956
gpi_core/spinSim/GPI/MRSig1D_GPI.py,sha256=_tfu0Z0ul4800RN7-W1azSVIg2htBfFhbkZEkjqkMVw,11810
gpi_core/spinSim/GPI/SpinViz3D_GPI.py,sha256=cDF_bI6P2tI4E7AtI_abqNiy601iZ5N8TpBiMPHvWjk,29875
gpi_core/spinSim/GPI/Spyn_GPI.py,sha256=y9p28KY_zxqvky4ltFSjCJYPJAjELyWURy2d7afetGc,14257
gpi_core/spinSim/GPI/__pycache__/Bloch_GPI.cpython-39.pyc,sha256=UIw_l5Zuu1Zzp9qNE-GemJ7IayiwqNJoNvlDk25N7v4,9957
gpi_core/spinSim/GPI/__pycache__/MRPSD1D_GPI.cpython-39.pyc,sha256=cGDVY810RvnrKPzrbECr2lPJaF36J5aMDdmkXtvBp8w,1741
gpi_core/spinSim/GPI/__pycache__/MRSig1D_GPI.cpython-39.pyc,sha256=SrIui4fCFudv1gpjETk-RDoAGVRdvgcM83vO11oumxk,6882
gpi_core/spinSim/GPI/__pycache__/SpinViz3D_GPI.cpython-39.pyc,sha256=CJniF8H9Fzmd0GZiWNd-iKyq5f1fbzKeuj08RXrRZg0,14781
gpi_core/spinSim/GPI/__pycache__/Spyn_GPI.cpython-39.pyc,sha256=8xJJA_7lGehxB89SnqFdUpCUZvdyr_yg5WfkANZtRP0,10556
gpi_core/spiral/__init__.py,sha256=kRBJ6G_1uKlKDUOA3gnlIhyeryUyOGtlz1EDR84XKKM,1649
gpi_core/spiral/bnispiralfill.cpp,sha256=d6ifYeE6lfKXk4SSUSHgSndimoHozLx_Ay6SIrYFRyw,14925
gpi_core/spiral/bnispiralgen.c,sha256=xneY_2iqk6Kk8KC6lpIZMoWGcPldG4eAuACK6XThlY0,26531
gpi_core/spiral/bnispiralgmn.c,sha256=VwUSwJIi10h_xuFLppu38gQCWBNaG38G7jckGwMtuLY,44262
gpi_core/spiral/spiral_PyMOD.cpp,sha256=nCEipYjqRFPhuts7mxSaksezCXI7d8gBx_38CD5AnHc,10849
gpi_core/spiral/spiralgencf_PyMOD.cpp,sha256=Wc0idBe0Bq19VcWeTk9ixvVhE6CNG-zG7GQ72UokWRg,5881
gpi_core/spiral/spiralgencf_fill.cpp,sha256=kvjvAytEWb-vzOsaCehN-O7-i-3l3TUMI1xylnZKn4I,5698
gpi_core/spiral/spiralgencf_gen.c,sha256=FJUYQGWYaILlBxTRIsg949m0mBEO3JycfX1RAcdH6OI,31620
gpi_core/spiral/GPI/SpiralCoords_GPI.py,sha256=iCs3Ej8Vh3IvcUTaubUGcLFFPFRYcTb-C8O2ud7ANlA,21297
gpi_core/spiral/GPI/SpiralGenCF_GPI.py,sha256=jOZ5wsGw1dzTAhl6on4MChINn0bhqXOo0VzC832MY8c,10267
gpi_core/spiral/GPI/__pycache__/SpiralCoords_GPI.cpython-39.pyc,sha256=YJDoQm0FVu_B2d2-lxLhKb4queWyTBlTstPzJSvu4hc,12727
gpi_core/spiral/GPI/__pycache__/SpiralGenCF_GPI.cpython-39.pyc,sha256=_teKbiPDE6wG5AcSl7_jLsGeOOjKgcA8C3g73HTpZNI,6462
gpi_core-2.4.0.dist-info/AUTHORS,sha256=xYMNrW4xrO6uzhU3ONIusSjvu7ho72zpCfnjxHSM8k0,611
gpi_core-2.4.0.dist-info/COPYING,sha256=ljOS4DjXvqEo5VzGfdaRwgRZPbNScGBmfwyC8PChvmQ,32422
gpi_core-2.4.0.dist-info/COPYING.LESSER,sha256=2n6rt7r999OuXp8iOqW9we7ORaxWncIbOwN1ILRGR2g,7651
gpi_core-2.4.0.dist-info/LICENSE,sha256=vkA6jHzA29dpeMfU_A3ge6RZg9TxpE24aa9l3QLJslk,1485
gpi_core-2.4.0.dist-info/METADATA,sha256=jCRquHMrZOIvFVpkmg81HPODToJvXrX1MbAFOQkyer0,761
gpi_core-2.4.0.dist-info/WHEEL,sha256=G16H4A3IeoQmnOrYV4ueZGKSjhipXx8zc8nu9FGlvMA,92
gpi_core-2.4.0.dist-info/top_level.txt,sha256=p1fyYdcsLi-Q4wldV28yTIXUJwvmdDjcNAgYK6PDJCQ,9
gpi_core-2.4.0.dist-info/RECORD,,
