16 lines
32 KiB
XML
16 lines
32 KiB
XML
<mxlibrary>[
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{
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"xml": "<mxGraphModel><root><mxCell id=\"0\"/><mxCell id=\"1\" parent=\"0\"/><mxCell id=\"2\" value=\"\" style=\"group\" vertex=\"1\" connectable=\"0\" parent=\"1\"><mxGeometry width=\"19.49000000000001\" height=\"85\" as=\"geometry\"/></mxCell><mxCell id=\"3\" value=\"\" 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"w": 19.48999999999999,
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"aspect": "fixed",
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"title": "ARMAT Автоматический выключатель M06N 1P C 16А IEK"
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},
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{
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vertex=\"1\" parent=\"2\"><mxGeometry width=\"19.4\" height=\"85\" as=\"geometry\"/></mxCell><mxCell id=\"4\" value=\"C10\" style=\"text;html=1;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;fontSize=5;fontStyle=1\" vertex=\"1\" parent=\"2\"><mxGeometry x=\"8.399999999999977\" y=\"25\" width=\"10\" height=\"10\" as=\"geometry\"/></mxCell></root></mxGraphModel>",
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"w": 19.40000000000002,
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"h": 85,
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"aspect": "fixed",
|
||
"title": "ARMAT Автоматический выключатель M10N 1P C IEK"
|
||
}
|
||
]</mxlibrary> |