UNPKG

diagrams-js

Version:

A TypeScript port of the diagrams Python library for drawing cloud system architecture diagrams as code

2 lines (1 loc) 18.5 kB
import{Node as r}from "../../index.js";function e(o,t){let n=r(o??"Saas",t);return n["~provider"]="saas",n["~iconDir"]="saas",n}var 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";function m(o,t){let n=e(o,t);return n["~type"]="recommendation",n}function $(o,t){let n=m(o??"Recombee",t);return n["~resource"]="Recombee",n["~iconDataUrl"]=s,n}export{$ as Recombee};