\begin{thebibliography}{BN2}
\backrefparscanfalse\renewcommand*\backref[1]{Page(s) #1.}%
\renewcommand*\backrefalt[4]{\ifcase #1\or In page #2.\else In pages #2.\fi}

\bibitem[BN]{KBH} D.~Bar-Natan,
  {\em
    \href{http://www.math.toronto.edu/~drorbn/papers/KBH/}{Balloons and
      Hoops and their Universal Finite Type Invariant, BF
      Theory, and an Ultimate Alexander Invariant,}
  }
  Acta Mathematica Vietnamica {\bf 40-2} (2015) 271--329, \arXiv{1308.1721}.
  \backrefprint

% WKO2 in abstract:
\bibitem[BND2]{WKO2} D.~Bar-Natan and Z.~Dancso,
  {\em Finite Type Invariants of W-Knotted Objects II: Tangles and
  the Kashiwara-Vergne Problem,}
  \url{http://drorbn.net/AcademicPensieve/Projects/WKO2},
  \arXiv{1405.1955}. \backrefprint

%\bibitem[BND4]{Self} D.~Bar-Natan and Zsuzsanna Dancso,
%  {\em Ribbon 2-Knots, $1+1=2$, and Duflo's Theorem for arbitrary Lie algebras,}
%  (self-reference), paper and related files at
%  \url{http://drorbn.net/AcademicPensieve/Projects/wDuflo}. The
%  \arXiv{????.?????} edition may be older. \backrefprint

% BLT in abstract:
\bibitem[BLT]{Bar-NatanLeThurston:TwoApplications} D.~Bar-Natan,
  T.~Q.~T.~Le, and D.~P.~Thurston,
  {\em Two applications of elementary knot theory to Lie algebras and
    Vassiliev invariants,}
  Geom.\ Topol.\ {\bf 7-1} (2003) 1--31, \arXiv{math.QA/0204311}.
  \backrefprint

\end{thebibliography}