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\bibitem[BN2]{bo25} D.~Bar-Natan,
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\bibitem[BN3]{ld26} \bysame,
  {\em Homework,}
  talk in Les Diablerets, January 2026. Handout and video at \web{ld26}.

\bibitem[BBHS]{YarnBallKnots} \bysame, I.~Bar-Natan, I.~Halacheva, N.~Scherich,
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  {\em  II: Tangles and the Kashiwara-Vergne Problem,}
  Math.\ Ann.\ {\bf 367} (2017) 1517--1586, \arXiv{1405.1955}.

\bibitem[BV1]{PP1} \bysame, R.~van~der~Veen,
  {\em A Polynomial Time Knot Polynomial,}
  Proc.\ Amer.\ Math.\ Soc.\ {\bf 147} (2019) 377--397, \arXiv{1708.04853}.

\bibitem[BV2]{APAI} \bysame, \bysame,
  {\em A Perturbed-Alexander Invariant,}
  Quantum Topology {\bf 15} (2024) 449--472, \web{APAI}.

\bibitem[BV3]{Theta} \bysame, \bysame,
  {\em A Fast, Strong, Topologically Meaningful, and Fun Knot Invariant,}
  \web{Theta} and \arXiv{2509.18456}.

\bibitem[DHOEBL]{DHOEBL:Random} N.~Dunfield, A.~Hirani, M.~Obeidin, A.~Ehrenberg,
  S.~Bhattacharyya, D.~Lei, and others,
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  data file at \web{DD}.

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  {\em The Loop Expansion of the Kontsevich Integral, the Null-Move,
  and $S$-Equivalence,}
  \arXiv{math.GT/0003187}.

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  {\em The Lines of the Kontsevich Integral and Rozansky's Rationality Conjecture,}
  \arXiv{math/0005284}.

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  {\em On the 2–Loop Polynomial of Knots,}
  Geom.\ Topol.\ {\bf 11-3} (2007)  1357--1475.

\bibitem[Ov]{Overbay:Thesis} A.~Overbay,
  {\em Perturbative Expansion of the Colored Jones Polynomial,}
  Ph.D.\ thesis, University of North Carolina, Aug.\ 2013, \web{Ov}.

\bibitem[Ro1]{Rozansky:Contribution} L.~Rozansky,
  {\em A Contribution of the Trivial Flat Connection to the Jones
  Polynomial and Witten's Invariant of 3D Manifolds, I,}
  Comm.\ Math.\ Phys.\ {\bf 175-2} (1996) 275--296, \arXiv{hep-th/9401061}.

\bibitem[Ro2]{Rozansky:Burau} \bysame,
  {\em The Universal $R$-Matrix, Burau Representation and the Melvin-Morton
    Expansion of the Colored Jones Polynomial,}
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\bibitem[Ro3]{Rozansky:U1RCC} \bysame,
  {\em A Universal $U(1)$-RCC Invariant of Links and Rationality Conjecture,}
  \arXiv{math/0201139}.