UNPKG

diagrams-js

Version:

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

2 lines (1 loc) 34.6 kB
import{Node as w}from "../../index.js";function u(o,r){let n=w(o??"Azure",r);return n["~provider"]="azure",n["~iconDir"]="azure",n}var 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";var 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";function c(o,r){let n=u(o,r);return n["~type"]="mixedreality",n}function k(o,r){let n=c(o??"RemoteRendering",r);return n["~resource"]="RemoteRendering",n["~iconDataUrl"]=t,n}function Q(o,r){let n=c(o??"SpatialAnchorAccounts",r);return n["~resource"]="SpatialAnchorAccounts",n["~iconDataUrl"]=e,n}export{k as RemoteRendering,Q as SpatialAnchorAccounts};