diff --git a/6/схемотехника/course_project/drawio/buk-algo.drawio b/6/схемотехника/course_project/drawio/buk-algo.drawio
index df9cd43..b9c1e6d 100644
--- a/6/схемотехника/course_project/drawio/buk-algo.drawio
+++ b/6/схемотехника/course_project/drawio/buk-algo.drawio
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index 8c3ad9c..aaed6be 100644
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as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;455&quot; y=&quot;390&quot; /&gt;&#10;            &lt;/Array&gt;&#10;            &lt;mxPoint x=&quot;390&quot; y=&quot;510&quot; as=&quot;sourcePoint&quot; /&gt;&#10;            &lt;mxPoint x=&quot;440&quot; y=&quot;460&quot; as=&quot;targetPoint&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-11&quot; connectable=&quot;0&quot; parent=&quot;-zLT6FR69PX8TdqWo0b1-10&quot; style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];&quot; value=&quot;Линейная&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; x=&quot;-0.5825&quot; y=&quot;2&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;13&quot; y=&quot;-8&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-12&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-7&quot; style=&quot;endArrow=classic;html=1;rounded=0;exitX=0;exitY=0.5;exitDx=0;exitDy=0;exitPerimeter=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;entryPerimeter=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-15&quot; value=&quot;&quot;&gt;&#10;          &lt;mxGeometry height=&quot;50&quot; relative=&quot;1&quot; width=&quot;50&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;200&quot; y=&quot;390&quot; /&gt;&#10;            &lt;/Array&gt;&#10;            &lt;mxPoint x=&quot;390&quot; y=&quot;510&quot; as=&quot;sourcePoint&quot; /&gt;&#10;            &lt;mxPoint x=&quot;227.75&quot; y=&quot;485&quot; as=&quot;targetPoint&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-13&quot; connectable=&quot;0&quot; parent=&quot;-zLT6FR69PX8TdqWo0b1-12&quot; style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];&quot; value=&quot;Нелинейная&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; x=&quot;-0.4363&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;-12&quot; y=&quot;-10&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-38&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-15&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;exitPerimeter=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-32&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-15&quot; parent=&quot;1&quot; style=&quot;strokeWidth=2;html=1;shape=mxgraph.flowchart.decision;whiteSpace=wrap;&quot; value=&quot;Переход&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;60&quot; width=&quot;100&quot; x=&quot;149&quot; y=&quot;420&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-18&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-15&quot; style=&quot;endArrow=classic;html=1;rounded=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;entryPerimeter=0;exitX=1;exitY=0.5;exitDx=0;exitDy=0;exitPerimeter=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-23&quot; value=&quot;&quot;&gt;&#10;          &lt;mxGeometry height=&quot;50&quot; relative=&quot;1&quot; width=&quot;50&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;319&quot; y=&quot;450&quot; /&gt;&#10;            &lt;/Array&gt;&#10;            &lt;mxPoint x=&quot;290&quot; y=&quot;448&quot; as=&quot;sourcePoint&quot; /&gt;&#10;            &lt;mxPoint x=&quot;320&quot; y=&quot;560&quot; as=&quot;targetPoint&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-19&quot; connectable=&quot;0&quot; parent=&quot;-zLT6FR69PX8TdqWo0b1-18&quot; style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];&quot; value=&quot;Безусловный&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; x=&quot;-0.6543&quot; y=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;-101&quot; y=&quot;36&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-37&quot; connectable=&quot;0&quot; parent=&quot;-zLT6FR69PX8TdqWo0b1-18&quot; style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];&quot; value=&quot;Условный&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; x=&quot;-0.5525&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;6&quot; y=&quot;-10&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-20&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-1&quot; style=&quot;endArrow=classic;html=1;rounded=0;exitX=0.5;exitY=1;exitDx=0;exitDy=0;exitPerimeter=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-3&quot; value=&quot;&quot;&gt;&#10;          &lt;mxGeometry height=&quot;50&quot; relative=&quot;1&quot; width=&quot;50&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;280&quot; y=&quot;440&quot; as=&quot;sourcePoint&quot; /&gt;&#10;            &lt;mxPoint x=&quot;330&quot; y=&quot;390&quot; as=&quot;targetPoint&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-39&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-23&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;exitPerimeter=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-32&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;227.87&quot; y=&quot;512.5&quot; as=&quot;sourcePoint&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-40&quot; connectable=&quot;0&quot; parent=&quot;-zLT6FR69PX8TdqWo0b1-39&quot; style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];&quot; value=&quot;1&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; x=&quot;-0.8451&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;3&quot; y=&quot;-12&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-23&quot; parent=&quot;1&quot; style=&quot;strokeWidth=2;html=1;shape=mxgraph.flowchart.decision;whiteSpace=wrap;&quot; value=&quot;CF&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;55&quot; width=&quot;100&quot; x=&quot;268.87&quot; y=&quot;485&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-28&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;absoluteArcSize=1;arcSize=14;strokeWidth=2;&quot; value=&quot;РК1 = RD(СК)оп&amp;lt;div&amp;gt;СК = СК + 1&amp;lt;/div&amp;gt;&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;41&quot; width=&quot;110&quot; x=&quot;263.86&quot; y=&quot;290&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-43&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-32&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;entryPerimeter=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-2&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;199&quot; y=&quot;600&quot; /&gt;&#10;              &lt;mxPoint x=&quot;319&quot; y=&quot;600&quot; /&gt;&#10;            &lt;/Array&gt;&#10;            &lt;mxPoint x=&quot;320.0000000000001&quot; y=&quot;690&quot; as=&quot;targetPoint&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-32&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;absoluteArcSize=1;arcSize=14;strokeWidth=2;&quot; value=&quot;СК = Смещение&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;30&quot; width=&quot;110&quot; x=&quot;144&quot; y=&quot;550&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-42&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-23&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;exitPerimeter=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;entryPerimeter=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-2&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-44&quot; connectable=&quot;0&quot; parent=&quot;-zLT6FR69PX8TdqWo0b1-42&quot; style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];&quot; value=&quot;0&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; x=&quot;-0.8541&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;11&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-60&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-45&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-46&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-45&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;absoluteArcSize=1;arcSize=14;strokeWidth=2;&quot; value=&quot;A = RD(Аоперанд)оп&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;30.5&quot; width=&quot;135&quot; x=&quot;387.41&quot; y=&quot;497.25&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-61&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-46&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-47&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-46&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;absoluteArcSize=1;arcSize=14;strokeWidth=2;&quot; value=&quot;B = RD(Rиндекс + Rбазовый)оп&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;36&quot; width=&quot;134.73&quot; x=&quot;387.41&quot; y=&quot;550&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-47&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;absoluteArcSize=1;arcSize=14;strokeWidth=2;glass=0;fillColor=#dae8fc;strokeColor=#6c8ebf;&quot; value=&quot;АЛУ&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;30&quot; width=&quot;62.59&quot; x=&quot;423.48&quot; y=&quot;610&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-50&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-28&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;entryPerimeter=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-7&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-55&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-51&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;exitPerimeter=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-53&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-56&quot; connectable=&quot;0&quot; parent=&quot;-zLT6FR69PX8TdqWo0b1-55&quot; style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];&quot; value=&quot;Умножение&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; x=&quot;-0.6667&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;-41&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-57&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;-zLT6FR69PX8TdqWo0b1-51&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;exitPerimeter=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-54&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-58&quot; connectable=&quot;0&quot; 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white-space: normal; word-wrap: normal; ">конец<div>цикла</div></div></div></div></foreignObject><image x="195" y="706" width="69" height="32" 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height: 1px; padding-top: 331px; margin-left: 312px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><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; ">РК2 = RD(CК)оп<div>СК = СК + 1</div></div></div></div></foreignObject><image x="312" y="317" width="108" height="32" 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inline-block; font-size: 11px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; background-color: #ffffff; white-space: nowrap; ">Установка бита</div></div></div></foreignObject><image x="412.5" y="545" width="79" height="15.75" 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style=&quot;text;html=1;whiteSpace=wrap;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;rounded=0;&quot; value=&quot;G&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;30&quot; width=&quot;60&quot; x=&quot;89&quot; y=&quot;584&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-77&quot; parent=&quot;1&quot; style=&quot;text;html=1;whiteSpace=wrap;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;rounded=0;&quot; value=&quot;H&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;30&quot; width=&quot;60&quot; x=&quot;89&quot; y=&quot;653&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;-zLT6FR69PX8TdqWo0b1-78&quot; parent=&quot;1&quot; style=&quot;text;html=1;whiteSpace=wrap;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;rounded=0;&quot; value=&quot;I&quot; 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style=&quot;rounded=1;whiteSpace=wrap;html=1;absoluteArcSize=1;arcSize=14;strokeWidth=2;&quot; value=&quot;РБ = RD(Аисп)оп&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;36&quot; width=&quot;134.73&quot; x=&quot;387.10999999999996&quot; y=&quot;650&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-7&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;absoluteArcSize=1;arcSize=14;strokeWidth=2;glass=0;fillColor=#dae8fc;strokeColor=#6c8ebf;&quot; value=&quot;АЛУ&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;30&quot; width=&quot;62.59&quot; x=&quot;424.4799999999999&quot; y=&quot;710&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-8&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;x9rXQOAJw6Mudkqoj_88-12&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;exitPerimeter=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;x9rXQOAJw6Mudkqoj_88-14&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-9&quot; connectable=&quot;0&quot; parent=&quot;x9rXQOAJw6Mudkqoj_88-8&quot; style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];&quot; value=&quot;Умножение&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; x=&quot;-0.6667&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;-41&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-10&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;x9rXQOAJw6Mudkqoj_88-12&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;exitPerimeter=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;x9rXQOAJw6Mudkqoj_88-15&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-11&quot; connectable=&quot;0&quot; parent=&quot;x9rXQOAJw6Mudkqoj_88-10&quot; style=&quot;edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];&quot; value=&quot;Установка бита&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; x=&quot;-0.7309&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxPoint x=&quot;17&quot; y=&quot;-15&quot; as=&quot;offset&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-12&quot; 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width=&quot;132.59&quot; x=&quot;390.80999999999983&quot; y=&quot;904&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-45&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;x9rXQOAJw6Mudkqoj_88-20&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;x9rXQOAJw6Mudkqoj_88-6&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-20&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;absoluteArcSize=1;arcSize=14;strokeWidth=2;&quot; value=&quot;Аисп = Аисп + RD(Рбазов2)рп&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;30.5&quot; width=&quot;172.72&quot; x=&quot;368.41999999999996&quot; y=&quot;585&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-21&quot; parent=&quot;1&quot; style=&quot;text;html=1;whiteSpace=wrap;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;rounded=0;&quot; value=&quot;L&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;30&quot; width=&quot;60&quot; x=&quot;89&quot; y=&quot;990&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-52&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;x9rXQOAJw6Mudkqoj_88-31&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; target=&quot;x9rXQOAJw6Mudkqoj_88-20&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-31&quot; parent=&quot;1&quot; style=&quot;rounded=1;whiteSpace=wrap;html=1;absoluteArcSize=1;arcSize=14;strokeWidth=2;&quot; value=&quot;&amp;lt;div&amp;gt;Аисп = Смещение2 +&amp;amp;nbsp;&amp;lt;span style=&amp;quot;background-color: transparent; color: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));&amp;quot;&amp;gt;RD(Риндекс2)рп&amp;lt;/span&amp;gt;&amp;lt;/div&amp;gt;РК3 = RD(CК)оп&amp;lt;div&amp;gt;СК = СК + 1&amp;lt;/div&amp;gt;&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;68.25&quot; width=&quot;132.58&quot; x=&quot;387.11&quot; y=&quot;497.25&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-47&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;x9rXQOAJw6Mudkqoj_88-7&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;entryPerimeter=0;&quot; target=&quot;x9rXQOAJw6Mudkqoj_88-12&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;x9rXQOAJw6Mudkqoj_88-48&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;x9rXQOAJw6Mudkqoj_88-17&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;entryPerimeter=0;&quot; target=&quot;-zLT6FR69PX8TdqWo0b1-2&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;457&quot; y=&quot;960&quot; /&gt;&#10;              &lt;mxPoint x=&quot;319&quot; y=&quot;960&quot; 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line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; ">конец<div>цикла</div></div></div></div></foreignObject><image x="194" y="871" width="69" height="32" 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justify-content: unsafe center; width: 111px; height: 1px; padding-top: 120px; margin-left: 174px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><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; ">РК0 <span style="background-color: transparent; color: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));">= RD(СК)оп</span><div>СК = СК + 1<span style="background-color: transparent; color: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));"></span></div></div></div></div></foreignObject><image x="174" y="106" width="111" height="32" 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center; justify-content: unsafe center; width: 138px; height: 1px; padding-top: 325px; margin-left: 295px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><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 style="">РA = RD(Роперанд1)рп</div>РК2 = RD(CК)оп<div style="">СК = СК + 1</div></div></div></div></foreignObject><image x="295" y="304" width="138" height="46" 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unsafe center; justify-content: unsafe center; width: 131px; height: 1px; padding-top: 411px; margin-left: 298px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; color: #000000; "><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>Аисп = Смещение2 + <span style="background-color: transparent; color: light-dark(rgb(0, 0, 0), rgb(255, 255, 255));">RD(Риндекс2)рп</span></div>РК3 = RD(CК)оп<div>СК = СК + 1</div></div></div></div></foreignObject><image x="298" y="382.5" width="131" height="61" 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style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=0;entryY=0.5;entryDx=0;entryDy=0;&quot; target=&quot;6hOvhdDOyEpY6XhKc5jK-73&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;6hOvhdDOyEpY6XhKc5jK-44&quot; parent=&quot;1&quot; style=&quot;text;html=1;whiteSpace=wrap;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;rounded=0;&quot; value=&quot;0&amp;lt;div&amp;gt;&amp;lt;br&amp;gt;&amp;lt;/div&amp;gt;&amp;lt;div&amp;gt;3&amp;lt;/div&amp;gt;&quot; vertex=&quot;1&quot;&gt;&#10;          &lt;mxGeometry height=&quot;30&quot; width=&quot;10&quot; x=&quot;660&quot; y=&quot;705&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;6hOvhdDOyEpY6XhKc5jK-48&quot; parent=&quot;1&quot; 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diff --git a/6/схемотехника/course_project/img/buk-mul-addr.png b/6/схемотехника/course_project/img/buk-mul-addr.png
new file mode 100644
index 0000000..cf2ce69
Binary files /dev/null and b/6/схемотехника/course_project/img/buk-mul-addr.png differ
diff --git a/6/схемотехника/course_project/index.html b/6/схемотехника/course_project/index.html
index dc8b71c..13048d7 100644
--- a/6/схемотехника/course_project/index.html
+++ b/6/схемотехника/course_project/index.html
@@ -676,24 +676,25 @@
       "></table>
       <p style="flex: 1" class="center">Длинные слова хранятся в формате Little Endian.</p>
     </div>
+  </section>
+  <section class="col">
     <h2>Определение форматов команд и способов адресации</h2>
     <p>ЛИНЕЙНАЯ команда - два слова, двухадресная, формат регистр-память. Первый операнд в РП указывается с помощью
       прямой адресации, второй
-      операнд в ОП с помощью базовой с индексированием адресации. Результат УМНОЖЕНИЯ по адресу второго операнда,
+      операнд в ОП с помощью базовой с индексированием адресации вар. 1. Результат УМНОЖЕНИЯ по адресу второго операнда,
       результат УСТАНОВКИ БИТА по адресу первого операнда.</p>
     <p>Команда ПЕРЕХОДА - одно слово, одноадресная. Адрес перехода указывается с помощью относительной адресации со
       знаком в
       дополнительном коде. Условный переход осуществляется, если значение флага CF = 1.</p>
+    <img src="img/buk-mul-addr.png" data-style="width: 60%" alt="Базовая адресация с индексированием вар. 1">
     <table class="center table-fixed" data-alt="Формат команды" data-tag="buk-command" data-gen="
-      $C 4$$R 2$,0$C 4$,1$C 4$,2$C 4$;
-      3,2,1,0,3,2,1,0,3,2,1,0;;
-      умножение$C 4$,КОП$C 2$,Aоперанд$C 4$,Риндекс$C 3$,Рбазовый$C 3$;
-      установка бита$C 4$,КОП$C 2$,Aоперанд$C 4$,Риндекс$C 3$,Рбазовый$C 3$;
-      усл. переход$C 4$,КОП$C 2$,Смещение$C 4$;
-      безусл. переход$C 4$,КОП$C 2$,Смещение$C 4$;
+      $C 4$$R 2$,0$C 4$,1$C 4$,2$C 4$,3$C 4$;
+      3,2,1,0,3,2,1,0,3,2,1,0,3,2,1,0;;
+      умножение$C 4$,КОП$C 2$,Роперанд1$C 3$,Риндекс2$C 3$,Смещение2$C 4$,Рбазовый2$C 3$,0;
+      установка бита$C 4$,КОП$C 2$,Роперанд1$C 3$,Риндекс2$C 3$,Смещение2$C 4$,Рбазовый2$C 3$,0;
+      усл. переход$C 4$,КОП$C 2$,0,0,Смещение$C 4$;
+      безусл. переход$C 4$,КОП$C 2$,0,0,Смещение$C 4$;
     "></table>
-  </section>
-  <section class="col">
     <table class="center" data-style="width: 50%" data-alt="Кодирование КОП" data-tag="buk-cop" data-gen="
       КОП1,КОП0,Операция;
       0,0,умножение;
@@ -701,10 +702,17 @@
       1,0,условный переход;
       1,1,безусловный переход;
     "></table>
+  </section>
+  <section class="col">
     <h2>Блок схема выполнения команд БУК</h2>
-    <p>Линейные команды состоят из 3-х слов, нелинейные из 2-х, поэтому всегда, независимо от команды, считывается 2 слова, а затем, если команда линейная, считывается еще одно слово. Алгоритм выполнения команды представлен на рисунке <span data-ref="buk-algo"></span>.</p>
+    <p>Линейные команды состоят из 4-х слов, нелинейные из 2-х, поэтому всегда, независимо от команды, считывается 2 слова, а затем, если команда линейная, считывается еще 2 слова. Алгоритм выполнения команды представлен на рисунке <span data-ref="buk-algo"></span>.</p>
     <img src="img/buk-algo.drawio.svg" alt="Алгоритм выполнения команды" data-tag="buk-algo" data-style="width: 80%">
   </section>
+  <section class="col">
+    <h2>Функциональная схема БУК</h2>
+    <img src="img/buk-func.drawio.svg" alt="Функциональная схема БУК" data-tag="buk-func">
+    <p>Функциональная схема БУК представлена на рисунке X, в таблице X приведены все элементы функциональной схемы БУК с их функциями и назначением.</p>
+  </section>
 
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