With no explanation, label text_A→text_B with either "not_related" or "related".
text_A: The creator of Lemon Sky has only ever won a Nobel Prize.
text_B: In the mathematical theory of knots , L10a140 is the name in the Thistlewaite link table of a link of three loops , which has ten crossings between the loops when presented in its simplest visual form .. mathematical theory of knots. knot theory. link. link ( knot theory ). It is of interest because it is presumably the simplest link which possesses the Brunnian property -- a link of connected components that , when one component is removed , becomes entirely unconnected -- other than the six-crossing Borromean rings .. link. link ( knot theory ). Brunnian property. Brunnian link. Borromean rings. Borromean rings. In other words , no two loops are directly linked with each other , but all three are collectively interlinked , so removing any loop frees the other two .. directly linked. Hopf link. In the image in the infobox at right , the red loop is not interlinked with either the blue or the yellow loops , and if the red loop is removed , then the blue and yellow loops can also be disentangled from each other without cutting either one .. According to work by Slavik V. Jablan , the L10a140 link can be seen as the second in an infinite series of Brunnian links beginning with the Borromean rings .. link. link ( knot theory ). Borromean rings. Borromean rings. So if the blue and yellow loops have only one twist along each side , the resulting configuration is the Borromean rings ; if the blue and yellow loops have three twists along each side , the resulting configuration is the L10a140 link ; if the blue and yellow loops have five twists along each side , the resulting configuration is a three-loop link with 14 overall crossings , etc. etc. .. link. link ( knot theory ). Borromean rings. Borromean rings
not_related.