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Created September 3, 2020 07:09
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BytesStreamFormat-AnnexB-H264.svg
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stroke="#9673a6" pointer-events="all"/><rect x="906" y="241.5" width="160" height="40" fill="#d5e8d4" stroke="#82b366" pointer-events="all"/><rect x="886" y="241.5" width="20" height="40" fill="#dae8fc" stroke="#6c8ebf" pointer-events="all"/><path d="M 467 321.5 L 467 201.5" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 747 321 L 747 201" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 806 320.5 L 806 200.5" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><rect x="167" y="341" width="610" height="70" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe flex-start; width: 608px; height: 1px; padding-top: 376px; margin-left: 169px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div align="left"><b>leading_zero_8bits</b>, <br /></div><div align="left">a bytes equal to 0x00. <br /></div><div align="left">This syntax element can only be present in the first byte stream NAL unit syntax structure of the bitstream.<br /></div></div></div></div></foreignObject><text x="169" y="380" fill="#000000" font-family="Helvetica" font-size="12px">leading_zero_8bits,...</text></switch></g><rect x="167" y="413" width="590" height="220" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe flex-start; width: 588px; height: 1px; padding-top: 523px; margin-left: 169px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div><b>zero_byte</b>,</div><div>a single byte equal to 0x00.<br /></div><div>when any of the following conditions is true, zero_byte shall present:</div><div>1. the nal_unit_type in the header of NAL unit is 7(sps) or 8(pps).</div><div>2. the byte stream NAL unit syntax structure contains the first NAL unit of an access unit in decoding order.</div><div><br /></div><div><i>Note: During the decoding process, the nal_unit_type can only be known after the zero_byte has been identified. Hence the correctly method of identifying the presence of zero bytes is not by checking nal_unit_type, but<br /></i></div><div><i>a. peek next 24 bits, if next_bits(24)!=0x0000001, the byte position pointed to by the bitstream pointer is a zero_byte syntax element, which shall be discarded, or<br /></i></div><div><i>b. if </i><i>the byte stream NAL unit syntax structure contains the first NAL unit of an access unit in decoding order, there exists a zero_byte between leading_zero_8bits and start code prefix. <br /></i></div></div></div></div></foreignObject><text x="169" y="527" fill="#000000" font-family="Helvetica" font-size="12px">zero_byte,...</text></switch></g><rect x="167" y="841" width="700" height="70" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe flex-start; width: 698px; height: 1px; padding-top: 876px; margin-left: 169px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div><b>payload of NAL unit</b>,<br />it may contain<b> emulation_prevention_three_byte, 0x03,</b> which shall be discarded when identified in parsing process.</div></div></div></div></foreignObject><text x="169" y="880" fill="#000000" font-family="Helvetica" font-size="12px">payload of NAL unit,...</text></switch></g><rect x="447" y="241.5" width="20" height="40" fill="#f5f5f5" stroke="#666666" pointer-events="all"/><rect x="727" y="241" width="20" height="40" fill="#f5f5f5" stroke="#666666" pointer-events="all"/><path d="M 457 271.5 L 457 321 L 7 321 L 7 996 L 161.63 996" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 166.88 996 L 159.88 999.5 L 161.63 996 L 159.88 992.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><path d="M 452.04 265.17 C 452.15 264.5 452.42 263.93 452.78 263.62 C 453.14 263.31 453.56 263.28 453.94 263.53 C 454.49 263.99 454.91 264.8 455.12 265.79 C 456.1 260.98 457.59 256.53 459.51 252.67 C 460.05 251.81 460.81 251.5 461.52 251.85 C 461.7 251.9 461.86 252.1 461.93 252.39 C 462 252.69 461.98 253.02 461.88 253.28 C 459.27 258.38 457.33 264.4 456.19 270.92 C 455.52 271.5 454.73 271.5 454.06 270.92 C 453.55 268.97 452.87 267.17 452.04 265.58 C 452 265.46 452 265.3 452.04 265.17 Z" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><path d="M 472.04 265.17 C 472.15 264.5 472.42 263.93 472.78 263.62 C 473.14 263.31 473.56 263.28 473.94 263.53 C 474.49 263.99 474.91 264.8 475.12 265.79 C 476.1 260.98 477.59 256.53 479.51 252.67 C 480.05 251.81 480.81 251.5 481.52 251.85 C 481.7 251.9 481.86 252.1 481.93 252.39 C 482 252.69 481.98 253.02 481.88 253.28 C 479.27 258.38 477.33 264.4 476.19 270.92 C 475.52 271.5 474.73 271.5 474.06 270.92 C 473.55 268.97 472.87 267.17 472.04 265.58 C 472 265.46 472 265.3 472.04 265.17 Z" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><path d="M 732.04 265.17 C 732.15 264.5 732.42 263.93 732.78 263.62 C 733.14 263.31 733.56 263.28 733.94 263.53 C 734.49 263.99 734.91 264.8 735.12 265.79 C 736.1 260.98 737.59 256.53 739.51 252.67 C 740.05 251.81 740.81 251.5 741.52 251.85 C 741.7 251.9 741.86 252.1 741.93 252.39 C 742 252.69 741.98 253.02 741.88 253.28 C 739.27 258.38 737.33 264.4 736.19 270.92 C 735.52 271.5 734.73 271.5 734.06 270.92 C 733.55 268.97 732.87 267.17 732.04 265.58 C 732 265.46 732 265.3 732.04 265.17 Z" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><path d="M 811.04 265.17 C 811.15 264.5 811.42 263.93 811.78 263.62 C 812.14 263.31 812.56 263.28 812.94 263.53 C 813.49 263.99 813.91 264.8 814.12 265.79 C 815.1 260.98 816.59 256.53 818.51 252.67 C 819.05 251.81 819.81 251.5 820.52 251.85 C 820.7 251.9 820.86 252.1 820.93 252.39 C 821 252.69 820.98 253.02 820.88 253.28 C 818.27 258.38 816.33 264.4 815.19 270.92 C 814.52 271.5 813.73 271.5 813.06 270.92 C 812.55 268.97 811.87 267.17 811.04 265.58 C 811 265.46 811 265.3 811.04 265.17 Z" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><path d="M 418.04 1176.67 C 418.15 1176 418.42 1175.43 418.78 1175.12 C 419.14 1174.81 419.56 1174.78 419.94 1175.03 C 420.49 1175.49 420.91 1176.3 421.12 1177.29 C 422.1 1172.48 423.59 1168.03 425.51 1164.17 C 426.05 1163.31 426.81 1163 427.52 1163.35 C 427.7 1163.4 427.86 1163.6 427.93 1163.89 C 428 1164.19 427.98 1164.52 427.88 1164.78 C 425.27 1169.88 423.33 1175.9 422.19 1182.42 C 421.52 1183 420.73 1183 420.06 1182.42 C 419.55 1180.47 418.87 1178.67 418.04 1177.08 C 418 1176.96 418 1176.8 418.04 1176.67 Z" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><rect x="167" y="1125" width="810" height="96" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe flex-start; width: 808px; height: 1px; padding-top: 1173px; margin-left: 169px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div>Note</div><div><br /></div><div>1. The presence of the byte blocks marked by      depends on conditions described in zero_byte section and trailing_zero_8bits section.</div><div><br /></div><div>2. <b>RBSP == SODB + rbsp_stop_one_bit + rbsp_trailing_zero_bits</b> ("+" means concat)<br /></div></div></div></div></foreignObject><text x="169" y="1177" fill="#000000" font-family="Helvetica" font-size="12px">Note...</text></switch></g><rect x="168" y="961" width="549" height="70" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe flex-start; width: 547px; height: 1px; padding-top: 996px; margin-left: 170px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div><b>trailing_zero_8bits</b>, <br /></div><div>Any byte equals to 0x00 that follow a NAL unit syntax structure and precedes the four-byte sequence 0x 00 00 00 01 (which is to be interpreted as a zero_byte followed by a start_code_prefix_one_3bytes) will be considered to be trailing_zero_8bits syntax element that is part of the preceding byte stream NAL unit.<br /></div></div></div></div></foreignObject><text x="170" y="1000" fill="#000000" font-family="Helvetica" font-size="12px">trailing_zero_8bits,...</text></switch></g><rect x="157" y="831" width="670" height="220" rx="33" ry="33" fill="none" stroke="#000000" pointer-events="all"/><rect x="167" y="661" width="470" height="190" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe flex-start; width: 468px; height: 1px; padding-top: 756px; margin-left: 169px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div><b>header of NAL unit</b>, <br /></div><div>forbidden_zero_bit, f(1)</div><div> nal_ref_idc, u(2)</div><div>nal_unit_type, u(5)</div><div><br /></div><div>if (nal_unit_type!=14 &amp;&amp; nal_unit_type!=20 &amp;&amp; nal_unit_type!=21), nal unit header only occupy 1 byte, else see the syntactical description in section 7.3.1 in Rec. ITU-T H.264 for detail.<br /></div></div></div></div></foreignObject><text x="169" y="760" fill="#000000" font-family="Helvetica" font-size="12px">header of NAL unit,...</text></switch></g><rect x="267" y="241" width="20" height="40" fill="#dae8fc" stroke="#6c8ebf" pointer-events="all"/><path d="M 277 241 L 277 161 L 47 161 L 47 756 L 160.63 756" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 165.88 756 L 158.88 759.5 L 160.63 756 L 158.88 752.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><rect x="167" y="621" width="390" height="70" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe flex-start; width: 388px; height: 1px; padding-top: 656px; margin-left: 169px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div><b>start_code_prefix_one_3bytes</b>, a.k.a <b>start code prefix,</b></div><div>it is a fixed-value sequence of 3 bytes equal to 0x000001<b>.<br /></b></div></div></div></div></foreignObject><text x="169" y="660" fill="#000000" font-family="Helvetica" font-size="12px">start_code_prefix_one_3bytes, a.k.a start code prefix,...</text></switch></g><ellipse cx="447" cy="258.5" rx="20" ry="37.5" fill="transparent" stroke="#000000" pointer-events="all"/><path d="M 427 291 L 427 231" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 752 260.5 L 802 260.5" fill="none" stroke="#000000" stroke-width="2" stroke-miterlimit="10" stroke-dasharray="2 6" pointer-events="stroke"/><path d="M 827 941 L 890.63 941" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 895.88 941 L 888.88 944.5 L 890.63 941 L 888.88 937.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><rect x="897" y="931" width="210" height="20" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 941px; margin-left: 1002px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; ">Raw Byte Sequence Payload (RBSP)</div></div></div></foreignObject><text x="1002" y="945" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">Raw Byte Sequence Payload (RBSP)</text></switch></g><path d="M 447 296 L 447 351 L 937 351 L 937 414.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 937 419.88 L 933.5 412.88 L 937 414.63 L 940.5 412.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><rect x="824" y="421" width="323" height="50" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe flex-start; width: 321px; height: 1px; padding-top: 446px; margin-left: 826px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div align="left"><b>rbsp_trailing_bits</b>:</div><div align="left">rbsp_stop_one_bit + rbsp_alignment_zero_bit<br /></div></div></div></div></foreignObject><text x="826" y="450" fill="#000000" font-family="Helvetica" font-size="12px">rbsp_trailing_bits:...</text></switch></g><image x="823.5" y="470.5" width="415" height="87.82" 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preserveAspectRatio="none"/><rect x="817" y="421" width="420" height="150" rx="22.5" ry="22.5" fill="none" stroke="#000000" pointer-events="all"/><rect x="827" y="601" width="420" height="190" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe flex-start; width: 418px; height: 1px; padding-top: 696px; margin-left: 829px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div align="left">Special rules for RBSP ending</div><div align="left"><br /></div><div align="left">1. RBSP could end in one or more <b>cabac_zero_word (</b>Rec. says this is to enable a NAL unit to have a size larger than that of the SODB under some circumstances. This is vague and it does not make sense.)</div><div align="left">2. when the last byte of the RBSP is equal to 0x00 (which can only occur when the RBSP ends in cabac_zero_word), a final byte is appended to the end of the data, i.e., there could exist a byte of value 0x03 at the end of RBSP, this part has not been drawn in the figure above.<br /></div></div></div></div></foreignObject><text x="829" y="700" fill="#000000" font-family="Helvetica" font-size="12px">Special rules for RBSP ending...</text></switch></g></g><switch><g requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"/><a transform="translate(0,-5)" xlink:href="https://desk.draw.io/support/solutions/articles/16000042487" target="_blank"><text text-anchor="middle" font-size="10px" x="50%" y="100%">Viewer does not support full SVG 1.1</text></a></switch></svg>
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