diff --git a/.pic/Labs/lab_02_alu/fig_02.drawio.svg b/.pic/Labs/lab_02_alu/fig_02.drawio.svg
index fdaff3a..78642cf 100644
--- a/.pic/Labs/lab_02_alu/fig_02.drawio.svg
+++ b/.pic/Labs/lab_02_alu/fig_02.drawio.svg
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style=&quot;connectable=0;recursiveResize=0;strokeColor=default;fillColor=#0066CC;align=center;fontStyle=1;fontColor=#FFFFFF;html=1;strokeWidth=4;fontSize=24;&quot; vertex=&quot;1&quot; parent=&quot;57&quot;&gt;&#10;          &lt;mxGeometry width=&quot;288&quot; height=&quot;54&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxRectangle width=&quot;288&quot; height=&quot;54&quot; as=&quot;alternateBounds&quot; /&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;59&quot; value=&quot;Функция&quot; style=&quot;connectable=0;recursiveResize=0;strokeColor=default;fillColor=#0066CC;align=center;fontStyle=1;fontColor=#FFFFFF;html=1;strokeWidth=4;fontSize=24;&quot; vertex=&quot;1&quot; parent=&quot;57&quot;&gt;&#10;          &lt;mxGeometry x=&quot;288&quot; width=&quot;291&quot; height=&quot;54&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;mxRectangle width=&quot;291&quot; height=&quot;54&quot; as=&quot;alternateBounds&quot; 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