diff --git a/docs/graphics/infographic.xml b/docs/graphics/infographic.xml index a79d4a570..f92428c35 100644 --- a/docs/graphics/infographic.xml +++ b/docs/graphics/infographic.xml @@ -1 +1 @@ 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