Osage Diamonds (p. 24)

	$\displaystyle \Circled{1}\ \underline{O}.A$
	$% latex2html id marker 2766 $\displaystyle \Circled{2}\ \ensuremath{\Box}1\ \ensuremath{\vert}\ $$
	$% latex2html id marker 2767 $\displaystyle \Circled{3}\ \underrightarrow{1}(\underline{5f})\ \ensuremath{\char93 }\ $$
	$% latex2html id marker 2768 $\displaystyle \Circled{4}\ \overrightarrow{1}(\underline{2f})\ \ensuremath{\char93 }\ $$
	$% latex2html id marker 2769 $\displaystyle \Circled{5}\ \ensuremath{\Box}5 \ensuremath{\vert}$$
	$% latex2html id marker 2770 $\displaystyle \Circled{6}\ \overleftarrow{5}(2n): \overleftarrow{5}(\underline{\ell 1f})\ \ensuremath{\char93 }\ $$
	$% latex2html id marker 2771 $\displaystyle \Circled{7}\ \ensuremath{\Box}1\infty ^{(2)} \ensuremath{\vert}\ $$
	$% latex2html id marker 2772 $\displaystyle \Circled{8}\ \overrightarrow{1}(\underline{5n}) \ensuremath{\char93 }\ $$
	$% latex2html id marker 2773 $\displaystyle \Circled{9'}\ \overrightarrow{1}(\underline{2n}) \ensuremath{\char93 }\ $$
	$\displaystyle \Circled{10}\ N1\$
	$% latex2html id marker 2775 $\displaystyle \Circled{11}\ \overleftarrow{2}\! \d... ...\ensuremath{\Box}5\ \ensuremath{\textrm{I}}\left( \textrm{palms away} \right)\ $$

For a thorough analysis of this figure, see Storer p. 55-106. For the sake of comparison, here is the calculus given for this figure.

Notice the stylistic differences. The original version does note include line breaks and step numbers. The text is much more compact. One might say that the notation given here is a dialect of the original string figure calculus.