grain.xml

<?xml version="1.0" encoding="utf-8"?>
<salt-grain>
 <name>Efabless_sky130</name>
 <token/>
 <hidden>false</hidden>
 <version>1.0.5</version>
 <api-version/>
 <title>Efabless sky130</title>
 <doc>The official sky130 KLayout PDK from Efabless.</doc>
 <doc-url>https://github.com/efabless/sky130_klayout_pdk/</doc-url>
 <license>Various (see file headers)</license>
 <author>Efabless Corporation</author>
 <author-contact>leo.moser@efabless.com</author-contact>
 <authored-time/>
 <screenshot/>
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 <depends>
  <name>xsection</name>
  <version>&gt;=1.4</version>
 </depends>
</salt-grain>