diagrams-js
Version:
A TypeScript port of the diagrams Python library for drawing cloud system architecture diagrams as code
2 lines (1 loc) • 18.8 kB
JavaScript
import{Node as t}from "../../index.js";function A(r,o){let n=t(r??"Openstack",o);return n["~provider"]="openstack",n["~iconDir"]="openstack",n}var 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";function c(r,o){let n=A(r,o);return n["~type"]="containerservices",n}function a(r,o){let n=c(r??"Kuryr",o);return n["~resource"]="Kuryr",n["~iconDataUrl"]=s,n}export{a as Kuryr};