private final Deque<ModelListener> pendingListeners = new ArrayDeque<>();
    private final Map<ModelNodeInternal, PendingState> pendingNodes = new LinkedHashMap<>();

    public ModelGraph(ModelNodeInternal rootNode) {
        this.root = rootNode;
        flattened.put(root.getPath(), root);
    }

    public ModelNodeInternal getRoot() {
        return root;
    }

    public Map<ModelPath, ModelNodeInternal> getFlattened() {

      toggle:
        icon: octicons/moon-24
        name: "Switch to Light Mode"
  features:
  - navigation.tabs

extra_css:
  - 'assets/css/app.css'

markdown_extensions:
  - smarty
  - footnotes
  - meta
  - toc:
      permalink: true
  - attr_list
  - pymdownx.betterem:
      smart_enable: all
  - pymdownx.caret
  - pymdownx.emoji:
      emoji_index: !!python/name:materialx.emoji.twemoji

	for mp := (*m)(atomic.Loadp(unsafe.Pointer(&allm))); mp != nil; mp = mp.alllink {
		if mp.procid != 0 && mp.procid != pid {
			postnote(mp.procid, buf[:])
		}
	}
	getg().m.locks--
}

var procdir = []byte("/proc/")
var notefile = []byte("/note\x00")

func postnote(pid uint64, msg []byte) int {
	var buf [128]byte
	var tmp [32]byte
	n := copy(buf[:], procdir)
	n += copy(buf[n:], itoa(tmp[:], pid))

                formatter.startChildren();
                formatter.node(from.getSimpleName());
                depth++;
            }
        } while (from != null && !(from instanceof RootNode));
        for (int i = 0; i < depth; i++) {
            formatter.endChildren();
        }

addTreeValuesToHistogramSet(rootNode,histogramSet){const rootPath=[[],[],[]];this.rootNode_=rootNode;this.histogramSet_=histogramSet;this.reportDataFromTree_(this.rootNode_,rootPath);}
static reportToHistogramSet(rootNode,histogramSet){const reporter=new CpuTimeTreeDataReporter();reporter.addTreeValuesToHistogramSet(rootNode,histogramSet);}}

And this may suffice for an Introduction to Readers of quick Wit and good Understanding not yet versed in Opticks: Although those who are already acquainted with this Science, and have handled Glasses, will more readily apprehend what followeth. FOOTNOTES: [A] In our Author's _Lectiones Opticæ_, Part I. Sect. IV. Prop 29, 30, there is an elegant Method of determining these _Foci_; not only in spherical Surfaces, but likewise in any other curved Figure whatever: And in Prop. 32, 33, the same thing...

Introduction to Readers of quick Wit and good Understanding not yet
versed in Opticks: Although those who are already acquainted with this
Science, and have handled Glasses, will more readily apprehend what
followeth.

FOOTNOTES:

[A] In our Author's _Lectiones Opticæ_, Part I. Sect. IV. Prop 29, 30,
there is an elegant Method of determining these _Foci_; not only in
spherical Surfaces, but likewise in any other curved Figure whatever: