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�L$(���X���H�L$8H�t$0L��H)�J�!H9���HD$@H�H9D$`������|$T��f(�D�\$HL��H��f��fH�� fB2f@�H�fY�fX�f@�f@�L9�uϋD$X�L$D)�H���H�D$h�Y��X�9L$\}"��$�D)�H���H�D$p�Y��X��Y�f/\$vjI��D;|$P����������H�Ĩ[]A\A]A^A_�f.�H�D$0H�L$xL���H��L��Y��X@��@�H9�u��Y�f/\$w�L��L��E��I��L��$�H��I��D;t$P}�H�t$0H��$�E1���$�H�DH�D$`�AH�H��H�D$h�AH�H��H�D$pH��$�H�DH�D$xH�FH�D$HH��L��M��I�Đ�$�D$A�~��L$(�����L$(�$A�~�D$ �D$������D$�\$ �L$(���X���H�t$@L��H)�I�T5H9T$`��HD$8H�H9D$H������|$T��f(�H�D$0L��f���f@H�� fB:f@�H�fY�fX�f@�f@�L9�u΋D$X�t$D)�H���H�D$h�Y��X�9t$\}"��$�D)�H���H�D$p�Y��X��Y�A��I��f/\$vGD9t$P�����������H�D$HH�L$xL���H��L��Y��X@��@�H9�u��D9t$P�����1�����H��H���OD|dIncorrect type.|z1| must be less than 1.0numpy._core._multiarray_umathnumpy.core._multiarray_umath_ARRAY_API_ARRAY_API is NULL pointerOOOOdd|dUnknown error._splinesepfir2dsymiirorder1_icsymiirorder2_ic_fwdsymiirorder2_ic_bwdSum to find symmetric boundary conditions did not converge._ARRAY_API is not PyCapsule objectmodule compiled against ABI version 0x%x but this version of numpy is 0x%xmodule was compiled against NumPy C-API version 0x%x (NumPy 1.20) but the running NumPy has C-API version 0x%x. Check the section C-API incompatibility at the Troubleshooting ImportError section at https://numpy.org/devdocs/user/troubleshooting-importerror.html#c-api-incompatibility for indications on how to solve this problem.FATAL: module compiled as unknown endianFATAL: module compiled as little endian, but detected different endianness at runtimenumpy._core.multiarray failed to importhrow and hcol must be odd lengthProblem occurred inside routine.Could not allocate enough memory.�7�5�?�?�dy���=�����ư>-DT�! @�?�������������;�pk����m���|��P ��8���� ����t��������������0����x����0���(P����`�������������$����t ��������h��������������$zRx �$�j���FJ w�?;*3$"LD�l��B�L�B �B(�A0�A8�G�� 8A0A(B BBBA 4��{��"B�H�D � MBK Z CBA D�0����B�H�B �B(�A0�A8�� 0A(B BBBA \����BD�E�E �E(�A0�C8�P���T�O�E�Y 8A0A(B BBBA Dt�����B�H�B �B(�A0�A8�� 0A(B BBBA \�0���CD�E�E �E(�A0�C8�P���T�O�E�Y 8A0A(B BBBA L ���#B�E�B �B(�A0�A8�G�� 8A0A(B BBBD \l��� D�H�B �E(�A0�F8�N� �T�O�E�Y 8A0A(B BBBE L����� B�E�B �B(�A0�A8�D�� 8A0A(B BBBB \����< D�H�B �E(�A0�F8�N�p�T�V�A�Y 8A0A(B BBBJ �|�z��]B�N�B �A(�A0�Dp3xO�B�B�Mp�xF�A�D�Np� 0A(A BBBG �xF�A�D�Np_xF�A�D�Np\xF�A�D�NpD ����'I�M�Q@A EAR XEAR��H@��`AALh����B�E�B �B(�A0�A8�G�� 8A0A(B BBBF D�t���(I�M�M@{ KER UAMM��H@��aEAL\���� B�B�B �B(�A0�A8�I� 8A0A(B BBBD XPl}��B�L�B �A(�A0�D`7 0D(A BBBH o 0D(A EBBC 4������C�`p� AL h AG XEL�����B�E�B �E(�A0�A8�I�� 8A0A(B BBBD 04����0C�Ypf AM ~ AQ BALh����2B�E�E �B(�A0�C8�J�� 8A0A(B BBBK X�$��B�L�B �A(�A0�D`7 0D(A BBBH o 0D(A EBBC �@н���  ����Ƚ���o`��  �p �p ���o(���o���o����oؽ6FVfv��������&6FVfv�����out = symiirorder2_ic_bwd(input, r, omega, precision=-1.0) Compute the (backward) mirror-symmetric boundary conditions for a smoothing IIR filter that is composed of cascaded second-order sections. The starting condition returned by this function is computed based on the following transfer function:: cs H(z) = ------------------- (1 - a2 z - a3 z^2) where:: a2 = (2 r cos omega) a3 = - r^2 cs = 1 - 2 r cos omega + r^2 Parameters ---------- input : ndarray The input signal. r, omega : float Parameters in the transfer function. precision : float Specifies the precision for calculating initial conditions of the recursive filter based on mirror-symmetric input. Returns ------- zi : ndarray The mirror-symmetric initial condition for the forward IIR filter.out = symiirorder2_ic_fwd(input, r, omega, precision=-1.0) Compute the (forward) mirror-symmetric boundary conditions for a smoothing IIR filter that is composed of cascaded second-order sections. The starting condition returned by this function is computed based on the following transfer function:: cs H(z) = ------------------- (1 - a2/z - a3/z^2) where:: a2 = (2 r cos omega) a3 = - r^2 cs = 1 - 2 r cos omega + r^2 Parameters ---------- input : ndarray The input signal. r, omega : float Parameters in the transfer function. precision : float Specifies the precision for calculating initial conditions of the recursive filter based on mirror-symmetric input. Returns ------- zi : ndarray The mirror-symmetric initial condition for the forward IIR filter.out = symiirorder1_ic(input, z1, precision=-1.0) Compute the (forward) mirror-symmetric boundary conditions for a smoothing IIR filter that is composed of cascaded first-order sections. The starting condition returned by this function is computed based on the following transfer function:: 1 H(z) = ------------ (1 - z1/z) Parameters ---------- input : ndarray The input signal. If 2D, then it will find the initial conditions for each of the elements on the last axis. z1 : scalar Parameter in the transfer function. precision : Specifies the precision for calculating initial conditions of the recursive filter based on mirror-symmetric input. Returns ------- z_0 : ndarray The mirror-symmetric initial condition for the forward IIR filter.out = sepfir2d(input, hrow, hcol) Convolve with a 2-D separable FIR filter. Convolve the rank-2 input array with the separable filter defined by the rank-1 arrays hrow, and hcol. Mirror symmetric boundary conditions are assumed. This function can be used to find an image given its B-spline representation. Parameters ---------- input : ndarray The input signal. Must be a rank-2 array. hrow : ndarray A rank-1 array defining the row direction of the filter. Must be odd-length hcol : ndarray A rank-1 array defining the column direction of the filter. Must be odd-length Returns ------- output : ndarray The filtered signal. 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