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added also pointer to:
That “reverse pasting law” (here) has $\infty$-analogs, at least some of which can be obtained by applying the 1-categorical reverse pasting law to suitable diagrams in a model category. Is a “reverse pasting law for $\infty$/homotopy-pullbacks” discussed in print anywhere?
added two more original references on the reverse pasting law:
Aurelio Carboni, George Janelidze, Max Kelly, Robert Paré, Lemma 4.6 of: On localization and stabilization for factorization systems, Appl. Categ. Structures 5 (1997) 1-58 [doi:10.1023/A:1008620404444]
Richard Garner, Steve Lack, Lemma 2.2 in: On the axioms for adhesive and quasiadhesive categories, Theory and Applications of Categories, 27 3 (2012) 27-46 [arXiv:1108.2934, tac:27-03]
and another one for the pasting law for homotopy pullbacks in model categories:
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