4.2.4.3.2.2 HL2
The following is a dump of the HL2 sub-band, as shown in the figure illustrating three-level DWT decomposition in section 3.1.8.1.4.
The sample data for 11.5 fixed-point integers (RDP 7.1/8.0) is:
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00000000 +64 +0 +0 +0 +0 +0 +0 +0 00000008 +0 +0 +0 +0 +0 +0 +0 +0 00000010 +64 +0 +0 +64 +0 +0 +64 +0 00000018 +0 +0 +0 +0 +0 -64 +0 +0 00000020 -64 -64 +0 -320 +192 -128 +64 +0 00000028 -64 +0 +0 +0 +0 +64 -256 -64 00000030 +0 +0 +64 -320 -128 +64 +64 +64 00000038 +384 -128 -64 +0 +64 -256 +1344 +384 00000040 +0 +0 -320 -64 +64 +128 +256 +256 00000048 +192 +320 +0 +0 -64 +256 -512 -704 00000050 +0 +0 -128 +512 -64 +0 +192 +64 00000058 -1152 +1024 +64 -64 +128 +0 -256 -256 00000060 +0 +0 -384 +64 -192 -64 +64 +896 00000068 -1472 +64 +0 +64 +0 +64 -192 -64 00000070 +0 +0 +0 -320 -128 +192 -64 +704 00000078 -512 -192 +0 +64 +0 -64 -192 +64 00000080 +0 +896 +64 +0 -64 +0 +0 -960 00000088 -128 +448 +64 -64 +64 -192 -64 -64 00000090 -128 -896 +0 +64 +0 +0 +320 -1152 00000098 +896 -448 -64 -64 -128 +832 +64 -64 000000A0 +192 -896 +64 -128 +128 -64 +704 -1024 000000A8 -128 +128 -64 +64 +0 -576 +0 -64 000000B0 +1216 +64 +64 +64 +0 +128 +128 +512 000000B8 +0 +0 +0 +0 +64 -832 +0 +0 000000C0 -384 -192 -64 +0 -128 -128 +384 +832 000000C8 +0 +0 +0 +64 +576 +64 +0 +0 000000D0 -64 +128 +0 +0 +64 +0 -320 +0 000000D8 +0 -64 +0 +0 +64 +64 +0 +0 000000E0 +0 +0 +0 +0 +0 +0 +64 -128 000000E8 -256 +64 +256 +256 -128 +0 +0 -64 000000F0 +0 +0 +0 +0 +0 +0 +0 +0 000000F8 +64 +0 -256 -64 +0 +0 +0 +0
The sample data for 12.4 fixed-point integers (RDP 8.1) is:
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00000000 +32 +0 +0 +0 +0 +0 +0 +0 00000008 +0 +0 +0 +0 +0 +0 +0 +0 00000010 +32 +0 +0 +32 +0 +0 +32 +0 00000018 +0 +0 +0 +0 +0 -32 +0 +0 00000020 -32 -32 +0 -160 +96 -64 +32 +0 00000028 -32 +0 +0 +0 +0 +32 -128 -32 00000030 +0 +0 +32 -160 -64 +32 +32 +32 00000038 +192 -64 -32 +0 +32 -128 +672 +192 00000040 +0 +0 -160 -32 +32 +64 +128 +128 00000048 +96 +160 +0 +0 -32 +128 -256 -352 00000050 +0 +0 -64 +256 -32 +0 +96 +32 00000058 -576 +512 +32 -32 +64 +0 -128 -128 00000060 +0 +0 -192 +32 -96 -32 +32 +448 00000068 -736 +32 +0 +32 +0 +32 -96 -32 00000070 +0 +0 +0 -160 -64 +96 -32 +352 00000078 -256 -96 +0 +32 +0 -32 -96 +32 00000080 +0 +448 +32 +0 -32 +0 +0 -480 00000088 -64 +224 +32 -32 +32 -96 -32 -32 00000090 -64 -448 +0 +32 +0 +0 +160 -576 00000098 +448 -224 -32 -32 -64 +416 +32 -32 000000a0 +96 -448 +32 -64 +64 -32 +352 -512 000000a8 -64 +64 -32 +32 +0 -288 +0 -32 000000b0 +608 +32 +32 +32 +0 +64 +64 +256 000000b8 +0 +0 +0 +0 +32 -416 +0 +0 000000c0 -192 -96 -32 +0 -64 -64 +192 +416 000000c8 +0 +0 +0 +32 +288 +32 +0 +0 000000d0 -32 +64 +0 +0 +32 +0 -160 +0 000000d8 +0 -32 +0 +0 +32 +32 +0 +0 000000e0 +0 +0 +0 +0 +0 +0 +32 -64 000000e8 -128 +32 +128 +128 -64 +0 +0 -32 000000f0 +0 +0 +0 +0 +0 +0 +0 +0 000000f8 +32 +0 -128 -32 +0 +0 +0 +0