info below
    
      
        flowchart BT subgraph S1 sub1 -->sub2 end subgraph S2 sub4 end S1 --> S2 sub1 --> sub4
      
      
        sequenceDiagram Alice->>Bob:Extremely utterly long line of longness which had preivously
        overflown the actor box as it is much longer than what it should be Bob->>Alice: I'm short
        though
      
      
        %%{init: {'securityLevel': 'loose'}}%% graph TD A[Christmas] -->|Get money| B(Go shopping) B
        --> C{{Let me think...
Do I want something for work,
something to spend every free
        second with,
or something to get around?}} C -->|One| D[Laptop] C -->|Two| E[iPhone] C
        -->|Three| F[Car] click A "index.html#link-clicked" "link test" click B callback "click
        test" classDef someclass fill:#f96; class A someclass; class C someclass;
      
      
        flowchart BT subgraph a b1 -- ok --> b2 end a -- sert --> c c --> d b1 --> d a --asd123 -->
        d
      
      
        stateDiagram-v2 state A { B1 --> B2: ok } A --> C: sert C --> D B1 --> D A --> D: asd123
      
     
    
      %% this does not produce the desired result flowchart TB subgraph container_Beta
      process_C-->Process_D end subgraph container_Alpha process_A-->process_B
      process_B-->|via_AWSBatch|container_Beta process_A-->|messages|process_C end
    
    
      flowchart TB a{{"Lorem 'ipsum' dolor 'sit' amet, 'consectetur' adipiscing 'elit'."}} -->
      b{{"Lorem #quot;ipsum#quot; dolor #quot;sit#quot; amet,#quot;consectetur#quot; adipiscing
      #quot;elit#quot;."}}
    
    
      flowchart TB internet nat routeur lb1 lb2 compute1 compute2 subgraph project routeur nat
      subgraph subnet1 compute1 lb1 end subgraph subnet2 compute2 lb2 end end internet --> routeur
      routeur --> subnet1 & subnet2 subnet1 & subnet2 --> nat --> internet
    
    
      flowchart TD subgraph one[One] subgraph sub_one[Sub One] _sub_one end end subgraph two[Two]
      _two end sub_one --> two
    
    
      flowchart TD subgraph one[One] subgraph sub_one[Sub One] _sub_one end subgraph sub_two[Sub
      Two] _sub_two end _one end %% here, either the first or the second one sub_one --> sub_two
      _one --> b