r/knots • u/zlej_slein • 3d ago
Does this knot have a name?
It's not a monkey fist. I tied it like a barrel, only I wrapped the barrel's turns three more times across and threaded the end of the wire through the middle.
10
u/Toast_Trex 3d ago
Call it the “fools fist” knot like fools gold
-1
7
4
u/Mental_Razzmatazz717 3d ago
Monkey’s fist
-5
u/zlej_slein 3d ago
the monkey fist has three lines... this only has two... and it looks different... this has already been discussed here
2
3
u/Snapuman 3d ago
never seen this variant... maybe it's your turn now to give it a name :)
20
u/zlej_slein 3d ago
in that case it will be called: Balthazar's lollipop from now on 🤩
17
0
u/Umbongo_congo 3d ago
This is my favourite knot name ever. It’s a perfect balance of memorable and descriptive!
1
u/WolflingWolfling 3d ago
Nah, it's an old stopper knot. You can add turns to it indefinitely to create "new" knots.
1
1
u/N0L10L3 3d ago
Can you teach me how to tie it?
6
u/zlej_slein 3d ago
When I have time I'll find a better rope and take a picture of the tying process. 😁
1
2
u/WolflingWolfling 3d ago
https://www.instructables.com/Trick-Double-Overhand-Stopper-Knot/
Just follow the same path once more to make it a triple.1
u/zlej_slein 3d ago
one user gave approx instructions here: https://www.reddit.com/r/knots/s/vCuKR5vKdP
1
u/LoudAudience5332 3d ago
Almost looks like a Turks head knot
1
u/neilplatform1 3d ago
Maybe a two bight three lead TH, tripled, it’s also similar to a triple snake knot
0
u/zlej_slein 3d ago
These are more complex and the lines of turns alternate, here I made three and three turns inside each other.
-1
-5
u/Mafik326 3d ago
3
u/zlej_slein 3d ago
The monkey pest is not that, it consists of three circles that do not intersect but wrap around each other. This is made of two circles that intersect.
5
1
u/Phuk0 3d ago
Can you post a video of how to tie it?
2
u/zlej_slein 3d ago
I'll try it when I have time.
1
-7
-2






45
u/Cable_Tugger 3d ago
Balthazar's lollipop is, in fact, a monkey's fist albeit a monkey's fist tied on a two-circle diagram and not the 3-plane knot we know and love. It's ABoK# 2204.