UNPKG

diagrams-js

Version:

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

2 lines (1 loc) 27.9 kB
import{Node as k}from "../../index.js";function c(n,o){let D=k(n??"Saas",o);return D["~provider"]="saas",D["~iconDir"]="saas",D}var 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";var 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";function s(n,o){let D=c(n,o);return D["~type"]="identity",D}function R(n,o){let D=s(n??"Auth0",o);return D["~resource"]="Auth0",D["~iconDataUrl"]=r,D}function v(n,o){let D=s(n??"Okta",o);return D["~resource"]="Okta",D["~iconDataUrl"]=t,D}export{R as Auth0,v as Okta};