diagrams-js
Version:
A TypeScript port of the diagrams Python library for drawing cloud system architecture diagrams as code
2 lines (1 loc) • 20.2 kB
JavaScript
import{Node as _}from "../../index.js";function r(n,s){let o=_(n??"Saas",s);return o["~provider"]="saas",o["~iconDir"]="saas",o}var 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";function e(n,s){let o=r(n,s);return o["~type"]="automation",o}function d(n,s){let o=e(n??"N8n",s);return o["~resource"]="N8n",o["~iconDataUrl"]=t,o}export{d as N8n};