Searched refs:h1D (Results 1 – 7 of 7) sorted by relevance
189 const HUFF_CLD_NOD_1D *h1D[3]; member195 const HUFF_ICC_NOD_1D *h1D[3]; member201 const HUFF_OLD_NOD_1D *h1D[3]; member207 const HUFF_NRG_NOD_1D *h1D[3]; member241 HUFF_IPD_NOD_1D h1D[3]; member
196 HUFF_ENTRY h1D[2][31]; member202 HUFF_ENTRY h1D[2][8]; member
382 pHuffTab = fdk_sacenc_huffCLDTab.h1D[dim1]; in huff_enc_1D()385 pHuffTab = fdk_sacenc_huffICCTab.h1D[dim1]; in huff_enc_1D()
325 nodeTab = (HANDLE_HUFF_NODE)&FDK_huffCLDNodes.h1D[dim1]->nodeTab[0][0]; in huff_dec_1D()329 nodeTab = (HANDLE_HUFF_NODE)&FDK_huffICCNodes.h1D[dim1]->nodeTab[0][0]; in huff_dec_1D()333 nodeTab = (HANDLE_HUFF_NODE)&huffOLDNodes.h1D[dim1]->nodeTab[0][0]; in huff_dec_1D()337 nodeTab = (HANDLE_HUFF_NODE)&FDK_huffIPDNodes.h1D[dim1].nodeTab[0][0]; in huff_dec_1D()
28 ��I^h����q��Y�o� @ ?Qҵ$�7Y^�1��a=�Nf�P�o�>����G�s�m�A�4��h1D����%�&1��I:���L���61 ��I^h����q��Y�o� @ ?Qҵ$�7Y^�1��a=�Nf�P�o�>����G�s�m�A�4��h1D����%�&1��I:���L���
65 ��I^h����q��Y�o� @ ?Qҵ$�7Y^�1��a=�Nf�P�o�>����G�s�m�A�4��h1D����%�&1��I:���L���