Recently it had happened to me to tie a "new" TIB loop, which is not only PET, but PET from both ends, and it can also be loaded by either end ( EEL ). It is made from two crossing knots tied in each segment of the Standing Part, the one before the eye and the other after/post the eye. Therefore, as it is made of crossing knots, it is very easily untied, even after heavy loading, by the one, the other, or by both sides.
Moebius raised the bar, and demanded a EEL loop - and I went just one small step further, and I demand a loop which is PET if tied-in-the-end, starting from either end ( Post End Tiable, Either End - PETEE). This was the task which is served by the
Plait loop.
( Alpineer, enhaut and "roo', were misled by the topological equivalence of the
Plait loop to the well known
Farmer s loop, and believed that they are the same knot. (*) Of course, they are not, because it is the geometry which determines the structural properties of a knot, not the topology ! We have many topologically identical knots, which are geometrically very different, so they are different knots ( See the "Bistable knots", at (1)). One of the most spectacular examples are the
Scot s TIB bowline, and the
Ampersand bowline, both TIB loops, which I find difficult to re-dress the one into the other, even after I had done this dozens of times. Of course, they are two quite different knots. If one wants to see a relation, I believe that the
Plait loop is a variation of the
ABoK#1055 ( the
Span bend turned into a loop ), and vice versa. )(*)
Therefore, EEL and PETEE condirions made me decide to replace, in my pantheon, the
PET loop with an EEL, PETEE loop, the
Plait loop. The
PET loop is dead, long live the
Plait loop !
1.
http://igkt.net/sm/index.php?topic=4201(*) They had even
imagined, with their ( minds ) eyes wide shut, I suppose

, that the
Plait loop capsizes into the
Farmer s loop, or vice versa ! Who can know KnotGod s Will ( regarding knot tyers ) ?
(*) Alpineer indicated that it can also be considered as a variation of the ABok#1056, and it even can be tied the same
in-the-bight tying way Ashley shows for the ABoK#1056. We do not yet know if any of those two loops can capsize into the other under heavy or special loading - it they can, they should be considered as variations of the same loop, indeed. If they can not, they should be considered as two forms of a "
bistable knot".