Enter the trottola-doro.
Twirl a precision-engineered spinning top (copper top with ruby point) and arrange work intervals accordingly.
8 minutes is easy. Still haven't quite reached a 10 minute spin.
Enter the trottola-doro.
Twirl a precision-engineered spinning top (copper top with ruby point) and arrange work intervals accordingly.
8 minutes is easy. Still haven't quite reached a 10 minute spin.
A thousand pages on how cultures change.
In Chapter 66, with @twaring.bsky.social and Monique Borgerhoff Mulder, we consider how the science of cultural change can be applied to...
...change culture more, and climate less. Or so we hope.
A thousand pages on how cultures change.
In Chapter 66, with @twaring.bsky.social and Monique Borgerhoff Mulder, we consider how the science of cultural change can be applied to...
...change culture more, and climate less. Or so we hope.
Almost exactly 170 years ago two British frigates and one corvette anchored somewhere in this horizon and opened fire at what would eventually become a part of Helsinki, killing one Ostrobothnian soldier. The soldier's memorial stone is still here today.
Almost exactly 170 years ago two British frigates and one corvette anchored somewhere in this horizon and opened fire at what would eventually become a part of Helsinki, killing one Ostrobothnian soldier. The soldier's memorial stone is still here today.
That's a Finnish 5-string kantele.
Made by Kaustisen soitinverstas.
Only the 9th string instrument in this household.
That's a Finnish 5-string kantele.
Made by Kaustisen soitinverstas.
Only the 9th string instrument in this household.
Frog eye selfie.
Frog eye selfie.
Meanwhile languages have leeway for evolving more gradually.
Meanwhile languages have leeway for evolving more gradually.
Like the letter O.
How do I know that? Because I twisted each of them from a loop of string. They have to be resolvable to the state they came from.
Mathematicians have ways of figuring out if a knot is an unknot, but it's tricky (the unknotting problem).
Like the letter O.
How do I know that? Because I twisted each of them from a loop of string. They have to be resolvable to the state they came from.
Mathematicians have ways of figuring out if a knot is an unknot, but it's tricky (the unknotting problem).
They are all unknots, also known as the trivial knot.
They are the least knotted knots of all knots. Not kidding.
They are all unknots, also known as the trivial knot.
They are the least knotted knots of all knots. Not kidding.
That first overhand knot? Just tie it the other way round! Right string over left string...
That first overhand knot? Just tie it the other way round! Right string over left string...
The granny knot is not secure. It comes loose very easily, which may also cause the poor resilience of your shoelace knots.
(From doi.org/10.1017/S095...)
The granny knot is not secure. It comes loose very easily, which may also cause the poor resilience of your shoelace knots.
(From doi.org/10.1017/S095...)
That's actually called a granny knot (it was a doubly slipped granny knot before).
Despite it's name (grannies tend to be great with string—at least mine was), it's an awful knot with a bad reputation.
That's actually called a granny knot (it was a doubly slipped granny knot before).
Despite it's name (grannies tend to be great with string—at least mine was), it's an awful knot with a bad reputation.
Pull the loose ends toward the heart of the knot, all the way through the knot. The slips should resolve and a knot should remain.
Pull the loose ends toward the heart of the knot, all the way through the knot. The slips should resolve and a knot should remain.
But probably you throw your left bunny ear (or string) initially over the right.
Nothing wrong with that as such. You've created a doubly slipped knot.
But probably you throw your left bunny ear (or string) initially over the right.
Nothing wrong with that as such. You've created a doubly slipped knot.