# 多流推理

Source: [https://docs.qualcomm.com/doc/80-70022-50SC/topic/multistream-inference.html](https://docs.qualcomm.com/doc/80-70022-50SC/topic/multistream-inference.html)

**gst-ai-multistream-inference** 应用程序可对来自摄像头、文件或 RTSP 流的最多 32 个输入流执行 AI 推理（目标检测和分类）。

下图显示了一个 pipeline，该 pipeline 从摄像头、文件或 RTSP 流接收输入流，对四个用例执行并行推理，并在屏幕上并排显示结果。

经过在 1080P 和 720P 上的验证，每个 SoC 支持的最大输入流数量如下：
- QCS6490–8
- Dragonwing IQ-8275–16
- Dragonwing IQ-9075–32

Note: Ubuntu Server 不支持 Dragonwing IQ-8275。

输出显示在 HDMI 显示器上、保存为 H.264 编码的 MP4 文件或转换为 RTSP 流。

有关该 pipeline 中使用的插件的信息，请参见 [Pipeline 流](https://docs.qualcomm.com/doc/80-70022-50SC/topic/multistream-inference.html#multistream-inference__section_opk_tn2_ncc)。
Figure : gst-ai-multistream-inference pipeline
                
                <?xml version="1.0" encoding="UTF-8" standalone="no"?>
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<!-- Generated by Microsoft Visio, SVG Export gst_ai_multistream_inference_pipeline.svg gst_ai_multistream_inference_pi -->
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:ev="http://www.w3.org/2001/xml-events" xmlns:v="http://schemas.microsoft.com/visio/2003/SVGExtensions/" width="13.561in" height="4.12116in" viewbox="0 0 976.394 296.723" xml:space="preserve" color-interpolation-filters="sRGB" class="st15"><v:documentproperties v:langid="1033" v:viewmarkup="false"></v:documentproperties>
<style>.svg-1 .st1 { fill: #fafafa; stroke: none; stroke-linecap: butt; stroke-width: 0.75 }
.svg-1 .st2 { fill: #d2d7e1; stroke: none; stroke-linecap: butt; stroke-width: 0.75 }
.svg-1 .st3 { fill: #007884; stroke: none; stroke-linecap: butt; stroke-width: 0.75 }
.svg-1 .st4 { fill: #ffffff; font-family: Roboto; font-size: 0.874992em }
.svg-1 .st5 { fill: #2a2aea; stroke: none; stroke-linecap: butt; stroke-width: 0.75 }
.svg-1 .st6 { stroke: #000000; stroke-linecap: butt; stroke-width: 0.75 }
.svg-1 .st7 { fill: #000000; stroke: none; stroke-linecap: butt; stroke-width: 0.75 }
.svg-1 .st8 { fill: none; stroke: #000000; stroke-linecap: round; stroke-linejoin: round; stroke-width: 1.5 }
.svg-1 .st9 { stroke: #000000; stroke-linecap: round; stroke-linejoin: round; stroke-width: 1.5 }
.svg-1 .st10 { fill: none }
.svg-1 .st11 { font-size: 1em }
.svg-1 .st12 { fill: none; stroke: none; stroke-linecap: butt; stroke-width: 0.75 }
.svg-1 .st13 { fill: #000000; font-family: SimHei; font-size: 0.874992em }
.svg-1 .st14 { fill: #000000; font-family: Roboto; font-size: 0.874992em }
.svg-1 .st15 { fill: none; fill-rule: evenodd; font-size: 12px; overflow: visible; stroke-linecap: square; stroke-miterlimit: 3 }</style>
<g v:mid="0" v:index="1" v:groupcontext="foregroundPage">	<title>gst_ai_multistream_inference_pi</title>	<v:pageproperties v:drawingscale="1" v:pagescale="1" v:drawingunits="19" v:shadowoffsetx="9" v:shadowoffsety="-9"></v:pageproperties>	<g id="group2-1" v:mid="2" v:groupcontext="group">		<title>Sheet.2</title>		<g id="shape3-2" v:mid="3" v:groupcontext="shape" transform="translate(0.375023,-0.375343)">			<title>Sheet.3</title>			<path d="M0 291.1 A5.62513 5.62513 -180 0 0 5.62 296.72 L970.02 296.72 A5.62513 5.62513 -180 0 0 975.64 291.1 L975.64						 6.38 A5.62513 5.62513 -180 0 0 970.02 0.75 L5.62 0.75 A5.62513 5.62513 -180 0 0 0 6.38 L0 291.1 Z" class="st1"></path>		</g>		<g id="shape4-4" v:mid="4" v:groupcontext="shape">			<title>Sheet.4</title>			<path d="M970.39 0.75 C973.29 0.75 975.64 3.11 975.64 6 L975.64 290.72 C975.64 293.62 973.29 295.97 970.39 295.97						 L6 295.97 C3.11 295.97 0.75 293.62 0.75 290.72 L0.75 6 C0.75 3.11 3.11 0.75 6 0.75 L970.39 0.75 ZM970.39						 0 L6 0 C2.69 0 0 2.69 0 6 L0 290.72 C0 294.04 2.69 296.72 6 296.72 L970.39 296.72 C973.71 296.72 976.39						 294.04 976.39 290.72 L976.39 6 C976.39 2.69 973.71 0 970.39 0 Z" class="st2"></path>		</g>	</g>	<g id="shape13-6" v:mid="13" v:groupcontext="shape" transform="translate(371.561,-42)">		<title>Sheet.13</title>		<desc>tee</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="22.5" cy="176.862" width="45.01" height="239.723"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L42 296.72 A3.00007 3.00007 -180 0 0 45 293.72 L45 60 A3.00007					 3.00007 -180 0 0 42 57 L3 57 A3.00007 3.00007 -180 0 0 0 60 L0 293.72 Z" class="st3"></path>		<text x="15.22" y="180.46" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>tee</text>		</g>	<g id="shape14-9" v:mid="14" v:groupcontext="shape" transform="translate(761.974,-42)">		<title>Sheet.14</title>		<desc>qtivcomposer</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="39" cy="176.862" width="78.01" height="239.723"></v:textrect>		<path d="M0 290.72 A6.00014 6.00014 -180 0 0 6 296.72 L72 296.72 A6.00014 6.00014 -180 0 0 78 290.72 L78 63 A6.00014					 6.00014 -180 0 0 72 57 L6 57 A6.00014 6.00014 -180 0 0 -0 63 L0 290.72 Z" class="st5"></path>		<text x="6.94" y="180.46" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtivcomposer</text>		</g>	<g id="shape16-12" v:mid="16" v:groupcontext="shape" transform="translate(839.974,-241.162)">		<title>Sheet.16</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape17-15" v:mid="17" v:groupcontext="shape" transform="translate(848.581,-238.171)">		<title>Sheet.17</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape18-17" v:mid="18" v:groupcontext="shape" transform="translate(853.814,-220.622)">		<title>Sheet.18</title>		<desc>Waylandsink</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="34.6778" cy="276.183" width="69.36" height="41.0806"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L66.36 296.72 A3.00007 3.00007 -180 0 0 69.36 293.72 L69.36 258.64					 A3.00007 3.00007 -180 0 0 66.36 255.64 L3 255.64 A3.00007 3.00007 -180 0 0 -0 258.64 L0 293.72 Z" class="st3"></path>		<text x="5.15" y="279.78" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>Waylandsink</text>		</g>	<g id="group23-20" transform="translate(933.43,-226.37)" v:mid="23" v:groupcontext="group">		<title>Sheet.23</title>		<g id="shape24-21" v:mid="24" v:groupcontext="shape" transform="translate(-1.07914E-13,-5.4)">			<title>Sheet.24</title>			<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L24 296.72 A3.00007 3.00007 -180 0 0 27 293.72 L27 280.82 A3.00007						 3.00007 -180 0 0 24 277.82 L3 277.82 A3.00007 3.00007 -180 0 0 -0 280.82 L0 293.72 Z" class="st8"></path>		</g>		<g id="shape25-23" v:mid="25" v:groupcontext="shape" transform="translate(8.1,0)">			<title>Sheet.25</title>			<path d="M0 296.72 L10.8 296.72" class="st9"></path>		</g>	</g>	<g id="shape26-26" v:mid="26" v:groupcontext="shape" transform="translate(1243.65,64.9528) rotate(90)">		<title>Sheet.26</title>		<path d="M0 296.72 L5.4 296.72" class="st9"></path>	</g>	<g id="shape28-29" v:mid="28" v:groupcontext="shape" transform="translate(15.7767,-231.862)">		<title>Sheet.28</title>		<path d="M16.87 275.12 L10.12 275.12 L6.75 279.17 L2.7 279.17 C1.21 279.17 0 280.38 0 281.87 L0 294.02 C0 295.51 1.21					 296.72 2.7 296.72 L24.3 296.72 C25.79 296.72 27 295.51 27 294.02 L27 281.87 C27 280.38 25.79 279.17 24.3					 279.17 L20.25 279.17 L16.87 275.12 Z" class="st8"></path>	</g>	<g id="shape29-31" v:mid="29" v:groupcontext="shape" transform="translate(25.2267,-238.612)">		<title>Sheet.29</title>		<ellipse cx="4.05" cy="292.673" rx="4.05" ry="4.05" class="st8"></ellipse>	</g>	<g id="shape31-33" v:mid="31" v:groupcontext="shape" transform="translate(15.7767,-135.956)">		<title>Sheet.31</title>		<path d="M18.56 262.97 L3.37 262.97 C1.51 262.97 0 264.48 0 266.35 L0 293.35 C0 295.21 1.51 296.72 3.37 296.72 L23.62					 296.72 C25.49 296.72 27 295.21 27 293.35 L27 271.41 L18.56 262.97 Z" class="st8"></path>	</g>	<g id="shape32-35" v:mid="32" v:groupcontext="shape" transform="translate(32.6517,-159.581)">		<title>Sheet.32</title>		<path d="M0 286.6 L0 293.35 C0 295.21 1.51 296.72 3.37 296.72 L10.12 296.72 L0 286.6 Z" class="st10"></path>		<path d="M0 286.6 L0 293.35 C0 295.21 1.51 296.72 3.37 296.72 L10.12 296.72" class="st9"></path>	</g>	<g id="shape33-38" v:mid="33" v:groupcontext="shape" transform="translate(25.9017,-144.394)">		<title>Sheet.33</title>		<path d="M0 286.6 L8.44 291.66 L0 296.72 L0 286.6 Z" class="st8"></path>	</g>	<g id="shape34-40" v:mid="34" v:groupcontext="shape" transform="translate(52.9507,-42)">		<title>Sheet.34</title>		<desc>rtspsrc</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="32.25" cy="274.223" width="64.51" height="45"></v:textrect>		<path d="M-0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L61.5 296.72 A3.00007 3.00007 -180 0 0 64.5 293.72 L64.5 254.72					 A3.00007 3.00007 -180 0 0 61.5 251.72 L3 251.72 A3.00007 3.00007 -180 0 0 -0 254.72 L0 293.72 Z" class="st3"></path>		<text x="15.87" y="277.82" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>rtspsrc</text>		</g>	<g id="shape36-43" v:mid="36" v:groupcontext="shape" transform="translate(117.451,-64.5)">		<title>Sheet.36</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape37-46" v:mid="37" v:groupcontext="shape" transform="translate(126.058,-61.5082)">		<title>Sheet.37</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape38-48" v:mid="38" v:groupcontext="shape" transform="translate(43.449,-64.5)">		<title>Sheet.38</title>		<path d="M0 296.72 L9.5 296.72" class="st6"></path>	</g>	<g id="shape39-51" v:mid="39" v:groupcontext="shape" transform="translate(131.291,-42)">		<title>Sheet.39</title>		<desc>rtph264 depay</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="31.875" cy="274.223" width="63.76" height="45"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L60.75 296.72 A3.00007 3.00007 -180 0 0 63.75 293.72 L63.75 254.72					 A3.00007 3.00007 -180 0 0 60.75 251.72 L3 251.72 A3.00007 3.00007 -180 0 0 -0 254.72 L0 293.72 Z" class="st3"></path>		<text x="13.7" y="270.17" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>rtph264<v:newlinechar></v:newlinechar><tspan x="17.85" dy="1.329em" class="st11">depay </tspan> </text>		</g>	<g id="shape41-55" v:mid="41" v:groupcontext="shape" transform="translate(195.041,-64.5)">		<title>Sheet.41</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape42-58" v:mid="42" v:groupcontext="shape" transform="translate(203.648,-61.5082)">		<title>Sheet.42</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape43-60" v:mid="43" v:groupcontext="shape" transform="translate(208.881,-42)">		<title>Sheet.43</title>		<desc>h264parse</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="31.875" cy="274.223" width="63.76" height="45"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L60.75 296.72 A3.00007 3.00007 -180 0 0 63.75 293.72 L63.75 254.72					 A3.00007 3.00007 -180 0 0 60.75 251.72 L3 251.72 A3.00007 3.00007 -180 0 0 -0 254.72 L0 293.72 Z" class="st3"></path>		<text x="7.07" y="277.82" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>h264parse</text>		</g>	<g id="shape45-63" v:mid="45" v:groupcontext="shape" transform="translate(272.631,-64.5)">		<title>Sheet.45</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape46-66" v:mid="46" v:groupcontext="shape" transform="translate(281.238,-61.5082)">		<title>Sheet.46</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape47-68" v:mid="47" v:groupcontext="shape" transform="translate(286.471,-42)">		<title>Sheet.47</title>		<desc>V4l2h264dec</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="35.625" cy="274.223" width="71.25" height="45"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L68.25 296.72 A3.00007 3.00007 -180 0 0 71.25 293.72 L71.25 254.72					 A3.00007 3.00007 -180 0 0 68.25 251.72 L3 251.72 A3.00007 3.00007 -180 0 0 -0 254.72 L0 293.72 Z" class="st3"></path>		<text x="4.89" y="277.82" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>V4l2h264dec</text>		</g>	<g id="shape49-71" v:mid="49" v:groupcontext="shape" transform="translate(357.721,-64.5)">		<title>Sheet.49</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape50-74" v:mid="50" v:groupcontext="shape" transform="translate(366.328,-61.5082)">		<title>Sheet.50</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape56-76" v:mid="56" v:groupcontext="shape" transform="translate(26.5766,-60.0076)">		<title>Sheet.56</title>		<path d="M0 289.49 C0 288.93 0.46 288.48 1.01 288.48 C1.2 288.48 1.38 288.53 1.54 288.63 L6.49 291.67 C6.96 291.96 7.11					 292.58 6.82 293.06 C6.74 293.2 6.62 293.31 6.49 293.39 L1.54 296.43 C1.07 296.72 0.44 296.57 0.15 296.1					 C0.05 295.94 0 295.75 0 295.57 L0 289.49 Z" class="st8"></path>	</g>	<g id="shape57-78" v:mid="57" v:groupcontext="shape" transform="translate(22.5267,-49.35)">		<title>Sheet.57</title>		<path d="M0 296.72 L13.5 296.72 L0 296.72 Z" class="st10"></path>		<path d="M0 296.72 L13.5 296.72" class="st9"></path>	</g>	<g id="shape58-81" v:mid="58" v:groupcontext="shape" transform="translate(15.7767,-54.75)">		<title>Sheet.58</title>		<path d="M0 295.22 A1.50003 1.50003 -180 0 0 1.5 296.72 L25.5 296.72 A1.50003 1.50003 -180 0 0 27 295.22 L27 279.32 A1.50003					 1.50003 -180 0 0 25.5 277.82 L1.5 277.82 A1.50003 1.50003 -180 0 0 0 279.32 L0 295.22 Z" class="st8"></path>	</g>	<g id="shape59-83" v:mid="59" v:groupcontext="shape" transform="translate(52.9507,-130.331)">		<title>Sheet.59</title>		<desc>filesrc</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="32.25" cy="274.223" width="64.51" height="45"></v:textrect>		<path d="M-0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L61.5 296.72 A3.00007 3.00007 -180 0 0 64.5 293.72 L64.5 254.72					 A3.00007 3.00007 -180 0 0 61.5 251.72 L3 251.72 A3.00007 3.00007 -180 0 0 -0 254.72 L0 293.72 Z" class="st3"></path>		<text x="17.87" y="277.82" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>filesrc</text>		</g>	<g id="shape61-86" v:mid="61" v:groupcontext="shape" transform="translate(117.451,-152.831)">		<title>Sheet.61</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape62-89" v:mid="62" v:groupcontext="shape" transform="translate(126.058,-149.839)">		<title>Sheet.62</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape63-91" v:mid="63" v:groupcontext="shape" transform="translate(43.449,-152.831)">		<title>Sheet.63</title>		<path d="M0 296.72 L9.5 296.72" class="st6"></path>	</g>	<g id="shape64-94" v:mid="64" v:groupcontext="shape" transform="translate(131.291,-130.331)">		<title>Sheet.64</title>		<desc>qtdemux</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="31.875" cy="274.223" width="63.76" height="45"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L60.75 296.72 A3.00007 3.00007 -180 0 0 63.75 293.72 L63.75 254.72					 A3.00007 3.00007 -180 0 0 60.75 251.72 L3 251.72 A3.00007 3.00007 -180 0 0 -0 254.72 L0 293.72 Z" class="st3"></path>		<text x="11.34" y="277.82" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtdemux</text>		</g>	<g id="shape66-97" v:mid="66" v:groupcontext="shape" transform="translate(195.041,-152.831)">		<title>Sheet.66</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape67-100" v:mid="67" v:groupcontext="shape" transform="translate(203.648,-149.839)">		<title>Sheet.67</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape68-102" v:mid="68" v:groupcontext="shape" transform="translate(208.881,-130.331)">		<title>Sheet.68</title>		<desc>h264parse</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="31.875" cy="274.223" width="63.76" height="45"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L60.75 296.72 A3.00007 3.00007 -180 0 0 63.75 293.72 L63.75 254.72					 A3.00007 3.00007 -180 0 0 60.75 251.72 L3 251.72 A3.00007 3.00007 -180 0 0 -0 254.72 L0 293.72 Z" class="st3"></path>		<text x="7.07" y="277.82" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>h264parse</text>		</g>	<g id="shape70-105" v:mid="70" v:groupcontext="shape" transform="translate(272.631,-152.831)">		<title>Sheet.70</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape71-108" v:mid="71" v:groupcontext="shape" transform="translate(281.238,-149.839)">		<title>Sheet.71</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape72-110" v:mid="72" v:groupcontext="shape" transform="translate(286.471,-130.331)">		<title>Sheet.72</title>		<desc>V4l2h264dec</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="35.625" cy="274.223" width="71.25" height="45"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L68.25 296.72 A3.00007 3.00007 -180 0 0 71.25 293.72 L71.25 254.72					 A3.00007 3.00007 -180 0 0 68.25 251.72 L3 251.72 A3.00007 3.00007 -180 0 0 -0 254.72 L0 293.72 Z" class="st3"></path>		<text x="4.89" y="277.82" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>V4l2h264dec</text>		</g>	<g id="shape74-113" v:mid="74" v:groupcontext="shape" transform="translate(357.721,-152.831)">		<title>Sheet.74</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape75-116" v:mid="75" v:groupcontext="shape" transform="translate(366.328,-149.839)">		<title>Sheet.75</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape80-118" v:mid="80" v:groupcontext="shape" transform="translate(52.9507,-218.662)">		<title>Sheet.80</title>		<desc>qtiqmmfsrc</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="32.25" cy="274.223" width="64.51" height="45"></v:textrect>		<path d="M-0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L61.5 296.72 A3.00007 3.00007 -180 0 0 64.5 293.72 L64.5 254.72					 A3.00007 3.00007 -180 0 0 61.5 251.72 L3 251.72 A3.00007 3.00007 -180 0 0 -0 254.72 L0 293.72 Z" class="st5"></path>		<text x="5.04" y="277.82" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtiqmmfsrc</text>		</g>	<g id="shape82-121" v:mid="82" v:groupcontext="shape" transform="translate(117.451,-241.162)">		<title>Sheet.82</title>		<path d="M0 296.72 L249.75 296.72" class="st6"></path>	</g>	<g id="shape83-124" v:mid="83" v:groupcontext="shape" transform="translate(366.328,-238.171)">		<title>Sheet.83</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape84-126" v:mid="84" v:groupcontext="shape" transform="translate(43.449,-241.162)">		<title>Sheet.84</title>		<path d="M0 296.72 L9.5 296.72" class="st6"></path>	</g>	<g id="shape85-129" v:mid="85" v:groupcontext="shape" transform="translate(923.169,-241.162)">		<title>Sheet.85</title>		<path d="M0 296.72 L9.5 296.72" class="st6"></path>	</g>	<g id="shape87-132" v:mid="87" v:groupcontext="shape" transform="translate(839.974,-152.831)">		<title>Sheet.87</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape88-135" v:mid="88" v:groupcontext="shape" transform="translate(848.581,-149.839)">		<title>Sheet.88</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape89-137" v:mid="89" v:groupcontext="shape" transform="translate(853.814,-132.291)">		<title>Sheet.89</title>		<desc>filesink</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="34.6778" cy="276.183" width="69.36" height="41.0806"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L66.36 296.72 A3.00007 3.00007 -180 0 0 69.36 293.72 L69.36 258.64					 A3.00007 3.00007 -180 0 0 66.36 255.64 L3 255.64 A3.00007 3.00007 -180 0 0 -0 258.64 L0 293.72 Z" class="st3"></path>		<text x="17.99" y="279.78" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>filesink</text>		</g>	<g id="shape90-140" v:mid="90" v:groupcontext="shape" transform="translate(923.169,-152.831)">		<title>Sheet.90</title>		<path d="M0 296.72 L9.5 296.72" class="st6"></path>	</g>	<g id="shape92-143" v:mid="92" v:groupcontext="shape" transform="translate(839.974,-64.5)">		<title>Sheet.92</title>		<path d="M0 296.72 L9.48 296.72" class="st6"></path>	</g>	<g id="shape93-146" v:mid="93" v:groupcontext="shape" transform="translate(848.581,-61.5082)">		<title>Sheet.93</title>		<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>	</g>	<g id="shape94-148" v:mid="94" v:groupcontext="shape" transform="translate(853.814,-43.9597)">		<title>Sheet.94</title>		<desc>udpsink</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="34.6778" cy="276.183" width="69.36" height="41.0806"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L66.36 296.72 A3.00007 3.00007 -180 0 0 69.36 293.72 L69.36 258.64					 A3.00007 3.00007 -180 0 0 66.36 255.64 L3 255.64 A3.00007 3.00007 -180 0 0 -0 258.64 L0 293.72 Z" class="st3"></path>		<text x="16.34" y="279.78" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>udpsink</text>		</g>	<g id="shape96-151" v:mid="96" v:groupcontext="shape" transform="translate(923.169,-64.5)">		<title>Sheet.96</title>		<path d="M0 296.72 L9.5 296.72" class="st6"></path>	</g>	<g id="group99-154" transform="translate(416.561,-238.171)" v:mid="99" v:groupcontext="group">		<title>Sheet.99</title>		<g id="shape100-155" v:mid="100" v:groupcontext="shape" transform="translate(0,-2.9918)">			<title>Sheet.100</title>			<path d="M0 296.72 L9.48 296.72" class="st6"></path>		</g>		<g id="shape101-158" v:mid="101" v:groupcontext="shape" transform="translate(8.607,0)">			<title>Sheet.101</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="group102-160" transform="translate(416.561,-263.547)" v:mid="102" v:groupcontext="group">		<title>Sheet.102</title>		<g id="shape103-161" v:mid="103" v:groupcontext="shape" transform="translate(0,-2.99179)">			<title>Sheet.103</title>			<path d="M0 296.72 L341.05 296.72" class="st6"></path>		</g>		<g id="shape104-164" v:mid="104" v:groupcontext="shape" transform="translate(340.18,0)">			<title>Sheet.104</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="shape105-166" v:mid="105" v:groupcontext="shape" transform="translate(430.401,-222.412)">		<title>Sheet.105</title>		<desc>qtimlvconverter</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="45" cy="277.973" width="90.01" height="37.5"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L87 296.72 A3.00007 3.00007 -180 0 0 90 293.72 L90 262.22 A3.00007					 3.00007 -180 0 0 87 259.22 L3 259.22 A3.00007 3.00007 -180 0 0 0 262.22 L0 293.72 Z" class="st5"></path>		<text x="8.6" y="281.57" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtimlvconverter</text>		</g>	<g id="group106-169" transform="translate(520.401,-238.171)" v:mid="106" v:groupcontext="group">		<title>Sheet.106</title>		<g id="shape107-170" v:mid="107" v:groupcontext="shape" transform="translate(0,-2.9918)">			<title>Sheet.107</title>			<path d="M0 296.72 L9.48 296.72" class="st6"></path>		</g>		<g id="shape108-173" v:mid="108" v:groupcontext="shape" transform="translate(8.60701,0)">			<title>Sheet.108</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="shape109-175" v:mid="109" v:groupcontext="shape" transform="translate(534.241,-222.412)">		<title>Sheet.109</title>		<desc>qtimltflite</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="33.5495" cy="277.973" width="67.1" height="37.5"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L64.1 296.72 A3.00007 3.00007 -180 0 0 67.1 293.72 L67.1 262.22					 A3.00007 3.00007 -180 0 0 64.1 259.22 L3 259.22 A3.00007 3.00007 -180 0 0 0 262.22 L0 293.72 Z" class="st5"></path>		<text x="11.12" y="281.57" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtimltflite</text>		</g>	<g id="group110-178" transform="translate(601.34,-238.171)" v:mid="110" v:groupcontext="group">		<title>Sheet.110</title>		<g id="shape111-179" v:mid="111" v:groupcontext="shape" transform="translate(0,-2.9918)">			<title>Sheet.111</title>			<path d="M0 296.72 L9.48 296.72" class="st6"></path>		</g>		<g id="shape112-182" v:mid="112" v:groupcontext="shape" transform="translate(8.60701,0)">			<title>Sheet.112</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="shape113-184" v:mid="113" v:groupcontext="shape" transform="translate(615.18,-222.412)">		<title>Sheet.113</title>		<desc>qtimlpostprocess</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="60.4766" cy="277.973" width="120.96" height="37.5"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L117.95 296.72 A3.00007 3.00007 -180 0 0 120.95 293.72 L120.95					 262.22 A3.00007 3.00007 -180 0 0 117.95 259.22 L3 259.22 A3.00007 3.00007 -180 0 0 0 262.22 L0 293.72 Z" class="st5"></path>		<text x="19.61" y="281.57" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtimlpostprocess</text>		</g>	<g id="group114-187" transform="translate(736.134,-238.171)" v:mid="114" v:groupcontext="group">		<title>Sheet.114</title>		<g id="shape115-188" v:mid="115" v:groupcontext="shape" transform="translate(0,-2.9918)">			<title>Sheet.115</title>			<path d="M0 296.72 L21.48 296.72" class="st6"></path>		</g>		<g id="shape116-191" v:mid="116" v:groupcontext="shape" transform="translate(20.607,0)">			<title>Sheet.116</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="group121-193" transform="translate(416.561,-149.849)" v:mid="121" v:groupcontext="group">		<title>Sheet.121</title>		<g id="shape122-194" v:mid="122" v:groupcontext="shape" transform="translate(0,-2.99181)">			<title>Sheet.122</title>			<path d="M0 296.72 L9.48 296.72" class="st6"></path>		</g>		<g id="shape123-197" v:mid="123" v:groupcontext="shape" transform="translate(8.607,-1.13687E-13)">			<title>Sheet.123</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="group124-199" transform="translate(416.561,-175.226)" v:mid="124" v:groupcontext="group">		<title>Sheet.124</title>		<g id="shape125-200" v:mid="125" v:groupcontext="shape" transform="translate(0,-2.99179)">			<title>Sheet.125</title>			<path d="M0 296.72 L341.05 296.72" class="st6"></path>		</g>		<g id="shape126-203" v:mid="126" v:groupcontext="shape" transform="translate(340.18,-1.13687E-13)">			<title>Sheet.126</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="shape127-205" v:mid="127" v:groupcontext="shape" transform="translate(430.401,-134.091)">		<title>Sheet.127</title>		<desc>qtimlvconverter</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="45" cy="277.973" width="90.01" height="37.5"></v:textrect>		<path d="M-0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L87 296.72 A3.00007 3.00007 -180 0 0 90 293.72 L90 262.22 A3.00007					 3.00007 -180 0 0 87 259.22 L3 259.22 A3.00007 3.00007 -180 0 0 0 262.22 L0 293.72 Z" class="st5"></path>		<text x="8.6" y="281.57" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtimlvconverter</text>		</g>	<g id="group128-208" transform="translate(520.401,-149.849)" v:mid="128" v:groupcontext="group">		<title>Sheet.128</title>		<g id="shape129-209" v:mid="129" v:groupcontext="shape" transform="translate(0,-2.99181)">			<title>Sheet.129</title>			<path d="M0 296.72 L9.48 296.72" class="st6"></path>		</g>		<g id="shape130-212" v:mid="130" v:groupcontext="shape" transform="translate(8.60701,-1.13687E-13)">			<title>Sheet.130</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="shape131-214" v:mid="131" v:groupcontext="shape" transform="translate(534.241,-134.091)">		<title>Sheet.131</title>		<desc>qtimltflite</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="33.5495" cy="277.973" width="67.1" height="37.5"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L64.1 296.72 A3.00007 3.00007 -180 0 0 67.1 293.72 L67.1 262.22					 A3.00007 3.00007 -180 0 0 64.1 259.22 L3 259.22 A3.00007 3.00007 -180 0 0 0 262.22 L0 293.72 Z" class="st5"></path>		<text x="11.12" y="281.57" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtimltflite</text>		</g>	<g id="group132-217" transform="translate(601.34,-149.849)" v:mid="132" v:groupcontext="group">		<title>Sheet.132</title>		<g id="shape133-218" v:mid="133" v:groupcontext="shape" transform="translate(0,-2.99181)">			<title>Sheet.133</title>			<path d="M0 296.72 L9.48 296.72" class="st6"></path>		</g>		<g id="shape134-221" v:mid="134" v:groupcontext="shape" transform="translate(8.60701,-1.13687E-13)">			<title>Sheet.134</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="shape135-223" v:mid="135" v:groupcontext="shape" transform="translate(615.18,-134.091)">		<title>Sheet.135</title>		<desc>qtimlpostprocess</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="60.4766" cy="277.973" width="120.96" height="37.5"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L117.95 296.72 A3.00007 3.00007 -180 0 0 120.95 293.72 L120.95					 262.22 A3.00007 3.00007 -180 0 0 117.95 259.22 L3 259.22 A3.00007 3.00007 -180 0 0 0 262.22 L0 293.72 Z" class="st5"></path>		<text x="19.61" y="281.57" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtimlpostprocess</text>		</g>	<g id="group136-226" transform="translate(736.134,-149.849)" v:mid="136" v:groupcontext="group">		<title>Sheet.136</title>		<g id="shape137-227" v:mid="137" v:groupcontext="shape" transform="translate(0,-2.99181)">			<title>Sheet.137</title>			<path d="M0 296.72 L21.48 296.72" class="st6"></path>		</g>		<g id="shape138-230" v:mid="138" v:groupcontext="shape" transform="translate(20.607,-1.13687E-13)">			<title>Sheet.138</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="group143-232" transform="translate(416.561,-61.8581)" v:mid="143" v:groupcontext="group">		<title>Sheet.143</title>		<g id="shape144-233" v:mid="144" v:groupcontext="shape" transform="translate(0,-2.99178)">			<title>Sheet.144</title>			<path d="M0 296.72 L9.48 296.72" class="st6"></path>		</g>		<g id="shape145-236" v:mid="145" v:groupcontext="shape" transform="translate(8.607,-5.68434E-14)">			<title>Sheet.145</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="group146-238" transform="translate(416.561,-87.2345)" v:mid="146" v:groupcontext="group">		<title>Sheet.146</title>		<g id="shape147-239" v:mid="147" v:groupcontext="shape" transform="translate(0,-2.99181)">			<title>Sheet.147</title>			<path d="M0 296.72 L341.11 296.72" class="st6"></path>		</g>		<g id="shape148-242" v:mid="148" v:groupcontext="shape" transform="translate(340.231,-1.13687E-13)">			<title>Sheet.148</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="shape149-244" v:mid="149" v:groupcontext="shape" transform="translate(430.401,-46.0999)">		<title>Sheet.149</title>		<desc>qtimlvconverter</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="45" cy="277.973" width="90.01" height="37.5"></v:textrect>		<path d="M-0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L87 296.72 A3.00007 3.00007 -180 0 0 90 293.72 L90 262.22 A3.00007					 3.00007 -180 0 0 87 259.22 L3 259.22 A3.00007 3.00007 -180 0 0 0 262.22 L0 293.72 Z" class="st5"></path>		<text x="8.6" y="281.57" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtimlvconverter</text>		</g>	<g id="group150-247" transform="translate(520.401,-61.8581)" v:mid="150" v:groupcontext="group">		<title>Sheet.150</title>		<g id="shape151-248" v:mid="151" v:groupcontext="shape" transform="translate(0,-2.99178)">			<title>Sheet.151</title>			<path d="M0 296.72 L9.48 296.72" class="st6"></path>		</g>		<g id="shape152-251" v:mid="152" v:groupcontext="shape" transform="translate(8.60701,-5.68434E-14)">			<title>Sheet.152</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="shape153-253" v:mid="153" v:groupcontext="shape" transform="translate(534.241,-46.0999)">		<title>Sheet.153</title>		<desc>qtimltflite</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="33.5495" cy="277.973" width="67.1" height="37.5"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L64.1 296.72 A3.00007 3.00007 -180 0 0 67.1 293.72 L67.1 262.22					 A3.00007 3.00007 -180 0 0 64.1 259.22 L3 259.22 A3.00007 3.00007 -180 0 0 0 262.22 L0 293.72 Z" class="st5"></path>		<text x="11.12" y="281.57" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtimltflite</text>		</g>	<g id="group154-256" transform="translate(601.34,-61.8581)" v:mid="154" v:groupcontext="group">		<title>Sheet.154</title>		<g id="shape155-257" v:mid="155" v:groupcontext="shape" transform="translate(0,-2.99178)">			<title>Sheet.155</title>			<path d="M0 296.72 L9.48 296.72" class="st6"></path>		</g>		<g id="shape156-260" v:mid="156" v:groupcontext="shape" transform="translate(8.60701,-5.68434E-14)">			<title>Sheet.156</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="shape157-262" v:mid="157" v:groupcontext="shape" transform="translate(615.18,-46.0999)">		<title>Sheet.157</title>		<desc>qtimlpostprocess</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="60.4766" cy="277.973" width="120.96" height="37.5"></v:textrect>		<path d="M0 293.72 A3.00007 3.00007 -180 0 0 3 296.72 L117.95 296.72 A3.00007 3.00007 -180 0 0 120.95 293.72 L120.95					 262.22 A3.00007 3.00007 -180 0 0 117.95 259.22 L3 259.22 A3.00007 3.00007 -180 0 0 0 262.22 L0 293.72 Z" class="st5"></path>		<text x="19.61" y="281.57" class="st4" v:langid="1033"><v:paragraph v:horizalign="1"></v:paragraph><v:tablist></v:tablist>qtimlpostprocess</text>		</g>	<g id="group158-265" transform="translate(736.134,-61.8581)" v:mid="158" v:groupcontext="group">		<title>Sheet.158</title>		<g id="shape159-266" v:mid="159" v:groupcontext="shape" transform="translate(0,-2.99178)">			<title>Sheet.159</title>			<path d="M0 296.72 L21.48 296.72" class="st6"></path>		</g>		<g id="shape160-269" v:mid="160" v:groupcontext="shape" transform="translate(20.607,-5.68434E-14)">			<title>Sheet.160</title>			<path d="M0 296.72 L5.18 293.73 L0 290.74 L0 296.72 Z" class="st7"></path>		</g>	</g>	<g id="shape165-271" v:mid="165" v:groupcontext="shape" transform="translate(944.23,-60.3661)">		<title>Sheet.165</title>		<path d="M0 289.49 C0 288.93 0.46 288.48 1.01 288.48 C1.2 288.48 1.38 288.53 1.54 288.63 L6.49 291.67 C6.96 291.96 7.11					 292.58 6.82 293.06 C6.74 293.2 6.62 293.31 6.49 293.39 L1.54 296.43 C1.07 296.72 0.44 296.57 0.15 296.1					 C0.05 295.94 0 295.75 0 295.57 L0 289.49 Z" class="st8"></path>	</g>	<g id="shape166-273" v:mid="166" v:groupcontext="shape" transform="translate(940.18,-49.7085)">		<title>Sheet.166</title>		<path d="M0 296.72 L13.5 296.72 L0 296.72 Z" class="st10"></path>		<path d="M0 296.72 L13.5 296.72" class="st9"></path>	</g>	<g id="shape167-276" v:mid="167" v:groupcontext="shape" transform="translate(933.43,-55.1085)">		<title>Sheet.167</title>		<path d="M0 295.22 A1.50003 1.50003 -180 0 0 1.5 296.72 L25.5 296.72 A1.50003 1.50003 -180 0 0 27 295.22 L27 279.32 A1.50003					 1.50003 -180 0 0 25.5 277.82 L1.5 277.82 A1.50003 1.50003 -180 0 0 0 279.32 L0 295.22 Z" class="st8"></path>	</g>	<g id="shape170-278" v:mid="170" v:groupcontext="shape" transform="translate(933.43,-135.956)">		<title>Sheet.170</title>		<path d="M18.56 262.97 L3.37 262.97 C1.51 262.97 0 264.48 0 266.35 L0 293.35 C0 295.21 1.51 296.72 3.37 296.72 L23.62					 296.72 C25.49 296.72 27 295.21 27 293.35 L27 271.41 L18.56 262.97 Z" class="st8"></path>	</g>	<g id="shape171-280" v:mid="171" v:groupcontext="shape" transform="translate(950.305,-159.581)">		<title>Sheet.171</title>		<path d="M0 286.6 L0 293.35 C0 295.21 1.51 296.72 3.37 296.72 L10.12 296.72 L0 286.6 Z" class="st10"></path>		<path d="M0 286.6 L0 293.35 C0 295.21 1.51 296.72 3.37 296.72 L10.12 296.72" class="st9"></path>	</g>	<g id="shape172-283" v:mid="172" v:groupcontext="shape" transform="translate(943.555,-144.394)">		<title>Sheet.172</title>		<path d="M0 286.6 L8.44 291.66 L0 296.72 L0 286.6 Z" class="st8"></path>	</g>	<g id="shape173-285" v:mid="173" v:groupcontext="shape" transform="translate(433.012,-203.152)">		<title>Sheet.173</title>		<desc>摄像头输入流</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="31.5" cy="290.423" width="63" height="12.6"></v:textrect>		<rect x="0" y="284.123" width="63" height="12.6" class="st12"></rect>		<text x="0" y="293.57" class="st13" v:langid="1033"><v:paragraph></v:paragraph><v:tablist></v:tablist>摄像头输入流</text>		</g>	<g id="shape174-288" v:mid="174" v:groupcontext="shape" transform="translate(433.012,-115.601)">		<title>Sheet.174</title>		<desc>文件输入流</desc>		<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>		<v:textrect cx="26.25" cy="290.423" width="52.5" height="12.6"></v:textrect>		<rect x="0" y="284.123" width="52.5" height="12.6" class="st12"></rect>		<text x="0" y="293.57" class="st13" v:langid="1033"><v:paragraph></v:paragraph><v:tablist></v:tablist>文件输入流</text>		</g>	<g id="group175-291" transform="translate(850.305,-12.5314)" v:mid="175" v:groupcontext="group">		<title>Sheet.175</title>		<g id="shape7-292" v:mid="7" v:groupcontext="shape" transform="translate(15.1883,0)">			<title>Sheet.7</title>			<desc>Qualcomm</desc>			<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>			<v:textrect cx="27.1872" cy="290.423" width="54.38" height="12.6"></v:textrect>			<rect x="0" y="284.123" width="54.3744" height="12.6" class="st12"></rect>			<text x="-0" y="293.57" class="st14" v:langid="1033"><v:paragraph></v:paragraph><v:tablist></v:tablist>Qualcomm  </text>			</g>		<g id="shape8-295" v:mid="8" v:groupcontext="shape" transform="translate(1.26898E-13,-0.218619)">			<title>Sheet.8</title>			<path d="M0 295.22 A1.50003 1.50003 -180 0 0 1.5 296.72 L10.5 296.72 A1.50003 1.50003 -180 0 0 12 295.22 L12 286.22						 A1.50003 1.50003 -180 0 0 10.5 284.72 L1.5 284.72 A1.50003 1.50003 -180 0 0 0 286.22 L0 295.22 Z" class="st5"></path>		</g>		<g id="shape10-297" v:mid="10" v:groupcontext="shape" transform="translate(89.1246,0)">			<title>Sheet.10</title>			<desc>开源</desc>			<v:textblock v:margins="rect(0,0,0,0)"></v:textblock>			<v:textrect cx="10.5" cy="290.423" width="21" height="12.6"></v:textrect>			<rect x="0" y="284.123" width="21" height="12.6" class="st12"></rect>			<text x="0" y="293.57" class="st13" v:langid="1033"><v:paragraph></v:paragraph><v:tablist></v:tablist>开源</text>			</g>		<g id="shape11-300" v:mid="11" v:groupcontext="shape" transform="translate(73.9363,-0.218619)">			<title>Sheet.11</title>			<path d="M0 295.22 A1.50003 1.50003 -180 0 0 1.5 296.72 L10.5 296.72 A1.50003 1.50003 -180 0 0 12 295.22 L12 286.22						 A1.50003 1.50003 -180 0 0 10.5 284.72 L1.5 284.72 A1.50003 1.50003 -180 0 0 0 286.22 L0 295.22 Z" class="st3"></path>		</g>	</g></g>
</svg>

## 示例模型和标签文件

Table : gst-ai-multistream-inference 的示例模型和标签文件

| Runtime | 模型文件 | 标签文件 |
| :--- | :--- | :--- |
| LiteRT | <ul class="ul" id="multistream-inference__ul_agw_crn_q2c"><br>                                    <li class="li"><var class="keyword varname">inception_v3_quantized.tflite</var></li><br><br>                                    <li class="li"><var class="keyword varname">yolox_quantized.tflite</var></li><br><br>                                </ul> | <ul class="ul" id="multistream-inference__ul_ewn_2rn_q2c"><br>                                    <li class="li"><var class="keyword varname">yolox.json</var></li><br><br>                                    <li class="li"><var class="keyword varname">classification.json</var></li><br><br>                                </ul> |

## 在目标设备上运行应用程序

示例应用程序使用 /etc/configs/config-multistream-inference.json文件读取输入参数。

要创建自己的 config JSON 文件，请使用 [config-multistream-inference.json](https://git.codelinaro.org/clo/le/platform/vendor/qcom-opensource/gst-plugins-qti-oss/-/blob/imsdk.lnx.2.0.0.r2-rel/gst-sample-apps/gst-ai-multistream-inference/config-multistream-inference.json) 作为参考。

1. 确保您已完成[前提条件](https://docs.qualcomm.com/doc/80-70022-50SC/topic/download-model-and-label-files.html)。
2. 根据模型、输入流和其他属性更新 config JSON 文件。关于更多详细信息，请参阅 [Config JSON 字段说明](https://docs.qualcomm.com/doc/80-70022-50SC/topic/multistream-inference.html#multistream-inference__section_x4t_bj1_42c)。
3. 使用以下格式的 config-multistream-inference.json文件：

        {
          "input-file-path": [
            "<input file 1>",
            "<input file 2>"
          ],
          "input-rtsp-path": [
            "<rtsp stream 1>",
            "<rtsp stream 2 >"
          ],
          "input-type": "<h264 or h265>",
          "model": "<path to model file>",
          "labels": "<path to label file>",
          "output-display": "<0 or 1>",
          "output-file-path": "<output file path>",
          "output-ip-address": "<IP address of test kit>",
          "output-port-number": "<port number over which rtsp stream can be listened>",
          "use-case": "<0 or 1>"
        }Copy to clipboard

例如，对 8 个 H.264 文件输入运行目标检测应用程序，并在 Wayland 显示器上查看输出：

        {
          "input-file-path":
            [
              "/etc/media/video.mp4",
              "/etc/media/video.mp4",
              "/etc/media/video.mp4",
              "/etc/media/video.mp4",
              "/etc/media/video.mp4",
              "/etc/media/video.mp4",
              "/etc/media/video.mp4",
              "/etc/media/video.mp4"
            ],
          "model": "/etc/models/yolox_quantized.tflite",
          "labels": "/etc/labels/yolox.json",
          "input-type": "h264",
          "output-display": 1,
          "use-case": 0
        }Copy to clipboard
4. 运行 gst-ai-multistream-inference 应用程序：

        gst-ai-multistream-inference --config-file=/etc/configs/config-multistream-inference.jsonCopy to clipboard

Note: 如果观察到性能下降，您可以使用 YOLOv8 LiteRT 模型。有关 YOLOv8
                            导出说明，请参阅[前提条件](https://docs.qualcomm.com/doc/80-70022-50SC/topic/download-model-and-label-files.html)中的步骤
                    6。
5. 请在 SSH shell 中运行以下命令，以显示可用的帮助选项：

        gst-ai-multistream-inference -hCopy to clipboard
6. 要停止用例，请按 CTRL + C。

## 预期输出

Figure : gst-ai-multistream-inference 的预期输出
                
                ![](data:image/png;base64,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)

## Pipeline 流

下表列出了多流推理 pipeline 中使用的插件：| 插件 | 说明 |
| --- | --- |
| 摄像头源：[qtiqmmfsrc](https://docs.qualcomm.com/doc/80-70022-50SC/topic/qtiqmmfsrc.html) | <ul class="ul" id="multistream-inference__ul_zyl_gj1_mcc"><br>                                    <li class="li">从摄像头采集实时流。</li><br><br>                                    <li class="li">使用 tee 拆分流进行推理。</li><br><br>                                </ul> |
| 文件源：filesrc | <ul class="ul" id="multistream-inference__ul_z1z_x4f_w1c"><br>                                    <li class="li">使用 filesrc 采集视频流，然后使用 qtdemux 对视频流进行解复用。</li><br><br>                                    <li class="li">使用 tee 拆分流进行推理。</li><br><br>                                </ul> |
| RTSP 源：rtspsrc | <ul class="ul" id="multistream-inference__ul_vsj_2r4_tbc"><br>                                    <li class="li">使用 rtspsrc 采集 RTSP 流，然后使用 rtph264depay 进行视频提取。</li><br><br>                                    <li class="li">使用 tee 拆分流进行推理。</li><br><br>                                </ul> |
| h264parse | 渲染 H.264 视频。 |
| [v4l2h264dec](https://docs.qualcomm.com/doc/80-70022-50SC/topic/v4l2h264dec.html) | 解码视频 |
| [qtimlvconverter](https://docs.qualcomm.com/doc/80-70022-50SC/topic/qtimlvconverter.html) | <ol class="ol" id="multistream-inference__ol_kgt_hnq_nbc"><br>                                    <li class="li">在其接收端口上接收视频流。</li><br><br>                                    <li class="li">对流数据执行以下预处理。当模型需要浮点值作为输入时，会执行此预处理。<ol class="ol" type="a" id="multistream-inference__ol_drd_jnq_nbc"><br>                                            <li class="li">颜色转换</li><br><br>                                            <li class="li">缩放（放大或缩小）</li><br><br>                                            <li class="li">归一化</li><br><br>                                        </ol><br></li><br><br>                                </ol><br><br>                                <br>张量数据流用于 pipeline 后期的推理。 |
| [qtimltflite](https://docs.qualcomm.com/doc/80-70022-50SC/topic/qtimltflite.html) | 它在 LiteRT 上运行，并使用量化的 YOLOv8 模型进行目标检测和量化的 Inception v3 模型进行分类。<ol class="ol" id="multistream-inference__ol_l2x_zjq_nbc"><br>                                    <li class="li">推理 runtime 在其接收端口上接收到张量数据后，会运行推理。</li><br><br>                                    <li class="li">生成一个张量数据流，并在其发送端口上显示推理结果。</li><br><br>                                </ol> |
| 后处理插件 | 处理来自任何目标检测、分类、姿态检测和分割模型的推理结果。<ul class="ul" id="multistream-inference__ul_pgb_wpq_nbc"><br>                                    <li class="li">qtimlpostprocess 用于检测用例：<ol class="ol" id="multistream-inference__ol_ol3_dky_kbc"><br>                                            <li class="li">将阈值应用于所选结果数。</li><br><br>                                            <li class="li">加载 YOLOv8 模块。 </li><br><br>                                            <li class="li">生成仅包含边界框的视频帧，这些框可以叠加在目标上，并将它们发送到 qtivcomposer 的接收端口。</li><br><br>                                        </ol><br></li><br><br>                                    <li class="li">qtimlpostprocess 用于分类用例<ol class="ol" id="multistream-inference__ol_nt3_jqq_nbc"><br>                                            <li class="li">将阈值应用于所选的结果数。 </li><br><br>                                            <li class="li">加载 MobileNet-softmax 模块。</li><br><br>                                            <li class="li">将结果生成为带有分类标签的视频帧，并将它们发送到 qtivcomposer 的接收端口。</li><br><br>                                        </ol><br></li><br><br>                                </ul> |
| [qtivcomposer](https://docs.qualcomm.com/doc/80-70022-50SC/topic/qtivcomposer.html) | <ol class="ol" id="multistream-inference__ol_dmb_2vr_lbc"><br>                                    <li class="li">将接收端口获取的内容组成帧。</li><br><br>                                    <li class="li">将包含这些组合帧的 GStreamer 缓存推送到其发送端口。</li><br><br>                                </ol> |
| [Waylandsink](https://docs.qualcomm.com/doc/80-70022-50SC/topic/waylandsink.html) | <ol class="ol" id="multistream-inference__ol_kjr_fvr_lbc"><br>                                    <li class="li">Waylandsink 将其接收端口上接收的视频流提交给 Weston。</li><br><br>                                    <li class="li">Weston 在本地显示器上渲染视频流。</li><br><br>                                </ol> |
| Filesink | <ol class="ol" id="multistream-inference__ol_qg4_4xn_vcc"><br>                                    <li class="li">在其接收端口上接收视频流。</li><br><br>                                    <li class="li">将流保存为 H.264 编码的 MP4 文件。</li><br><br>                                </ol> |
| [qtirtspbin](https://docs.qualcomm.com/doc/80-70022-50SC/topic/qtirtspbin.html) | <ol class="ol" id="multistream-inference__ul_skp_cds_nbc"><br>                                    <li class="li">用作网络接收器。</li><br><br>                                    <li class="li">将 UDP 数据包传输到网络。</li><br><br>                                </ol> |

## Config JSON 字段说明

可用于配置 JSON 文件和运行用例的不同参数如下：

Table : 字段说明 – gst-ai-multistream-inference 文件

| 字段 | 值/描述 |
| :--- | :--- |
| **Input source** | 请使用以下输入源之一：<ul class="ul" id="multistream-inference__ul_xym_rck_32c"><br>                                    <li class="li"><code class="ph codeph">num-camera</code>：摄像头输入流的数量。</li><br><br>                                    <li class="li"><code class="ph codeph">camera</code>：如果 <code class="ph codeph">num-camera=1</code>，则为输入摄像头。</li><br><br>                                    <li class="li"><code class="ph codeph">input-file-path</code>：视频文件的目录路径。</li><br><br>                                    <li class="li"><code class="ph codeph">input-rtsp-path</code>：RTSP 流的地址：<u class="ph u"><var class="keyword varname">rtsp://&lt;ip&gt;:&lt;port&gt;/&lt;stream&gt;</var></u></li><br><br>                                </ul> |
| **input-type** | 文件和 RTSP 输入的视频编码类型：<ul class="ul" id="multistream-inference__ul_k31_1k1_42c"><br>                                    <li class="li">H.264</li><br><br>                                    <li class="li">H.265</li><br><br>                                </ul> |
| **Output** | 请使用以下输出之一：<ul class="ul" id="multistream-inference__ul_otp_dk1_42c"><br>                                    <li class="li"><code class="ph codeph">output-file-path</code>：保存输出文件的目录路径。</li><br><br>                                    <li class="li"><code class="ph codeph">output-ip-address</code>：可播放 RTSP 流的设备的 IP 地址。</li><br><br>                                    <li class="li"><code class="ph codeph">output-port-number</code>：可播放 RTSP 流的设备的端口号。</li><br><br>                                    <li class="li"><code class="ph codeph">output-display</code>：用于预览的已连接显示设备。选择 1 以启用此选项。</li><br><br>                                </ul> |

## 已知问题

- 该应用程序支持 IQ9075 中多达 27 个流的分类用例。
- 该应用程序支持在 IQ9075 中使用 RTSP 源检测多达 28 个流的用例。
- 在 IQ9075 编码用例中，该应用程序支持最多 31 个输入流。

## 相关信息

- [图像分类](https://docs.qualcomm.com/doc/80-70022-50SC/topic/gst-ai-classification.html)
- [目标检测](https://docs.qualcomm.com/doc/80-70022-50SC/topic/gst-ai-object-detection.html)

**Parent Topic:** [运行 AI/ML 示例应用程序](https://docs.qualcomm.com/doc/80-70022-50SC/topic/ai-ml-sample-applications.html)

Last Published: Nov 05, 2025

[Previous Topic
视频超分辨率](https://docs.qualcomm.com/bundle/publicresource/80-70022-50SC/topics/video-super-resolution.md) [Next Topic
多流批量推理](https://docs.qualcomm.com/bundle/publicresource/80-70022-50SC/topics/multistream-batch-inference.md)