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  In unstable structures, continuous modifications and visual
  amorphous patch growth took place round the previous hole after the opening healing (Figure 1i-p,
  r). The quick intervals of structural rearrangements noticed
  in the stable constructions. They put in tree like buildings of nodes rather than the deleted node.
  We assume that though the adversary has full
  information of the topology at every step and may add or delete any node it needs, it is oblivious to the random choices made by the
  self-healing algorithm as well as to the communication that takes place between the nodes (in different phrases,
  we assume personal channels between nodes). The self-healing algorithm
  is mainly concerned with what edges so as to add
  and/or delete when a node is deleted. Our objective is to minimize the time (the variety
  of rounds) and the (amortized) message complexity per deletion (insertion doesn’t
  require any work from the self-healing algorithm). The algorithm’s goal is to keep up connectivity within the community,
  while maintaining good enlargement properties and
  preserving the space between the nodes small. While the
  non-interacting solution has very good nodes,rosetta we intentionally selected
  a poor initial trial wave-function so as to
  check the strength of the multi-determinant method described in Section III.
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