From 6399f714fbbc6d90752f495213f1b4e03822418c Mon Sep 17 00:00:00 2001 From: Christian Heubaum Date: Tue, 4 Aug 2026 04:21:04 +0000 Subject: [PATCH] Stammvertreter aktualisiert --- chapters/lumora-567294212/stammvertreter.json | 13 +++++++++++-- 1 file changed, 11 insertions(+), 2 deletions(-) diff --git a/chapters/lumora-567294212/stammvertreter.json b/chapters/lumora-567294212/stammvertreter.json index 374e7b3..fafd4fe 100644 --- a/chapters/lumora-567294212/stammvertreter.json +++ b/chapters/lumora-567294212/stammvertreter.json @@ -1,4 +1,13 @@ { - "lastUpdated": "2026-08-03", - "substitutes": [] + "lastUpdated": "2026-08-04", + "substitutes": [ + { + "id": "sv-1785817257370", + "name": "Christian Heubaum", + "company": "Christian Heubaum - Digitalisierungsberater", + "specialty": "Unternehmensberatung (Organisation und Prozesse) [700275] | Unternehmensberatung (Organisation und Prozesse) [700275]", + "photoB64": 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", + "fromChapter": "BNI Chapter Sonne" + } + ] } \ No newline at end of file