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Creating fair dice from random objects

What if you could make your dice any shape at all—not just boxes and polyhedra, but dragons or other game-relevant shapes? Most people are familiar with conventional cubical six-sided dice, but there are also polyhedral versions like the 20-sided dice used in ancient Rome and to play Dungeons and Dragons. Researchers have figured out how to design dice with even more exotic shapes, like a kitten, a dragon, or an armadillo. And they are "fair" dice: Experiments with 3D-printed versions produced

One UI 8 Watch beta completely overhauls tiles on Galaxy Watch

Kaitlyn Cimino / Android Authority TL;DR The One UI 8 Watch beta has released, and it brings new tile shapes. Many apps also support smaller tiles which can be stacked in pairs on a single screen. Most of these newly shaped tiles belong to Samsung apps, while other developers, including Google, continue to have circular ones. The Galaxy Watch 8 series has already leaked ahead of its expected arrival, and it has a divisive design change. But with changes to its hardware, Samsung is also plann

A new pyramid-like shape always lands the same side up

In 360 BCE, Plato envisioned the cosmos as an arrangement of five geometric shapes: flat-sided solids called polyhedra. These immediately became important objects of mathematical study. So it might be surprising that, millennia later, mysteries still surround even the simplest shape in Plato’s polyhedral universe: the tetrahedron, which has just four triangular faces. One major open problem, for instance, asks how densely you can pack “regular” tetrahedra, which have identical faces. Another as

A New Pyramid-Like Shape Always Lands the Same Side Up

In 360 BCE, Plato envisioned the cosmos as an arrangement of five geometric shapes: flat-sided solids called polyhedra. These immediately became important objects of mathematical study. So it might be surprising that, millennia later, mysteries still surround even the simplest shape in Plato’s polyhedral universe: the tetrahedron, which has just four triangular faces. One major open problem, for instance, asks how densely you can pack “regular” tetrahedra, which have identical faces. Another as

Flies grow their gyroscopes: Study reveals how flight stabilizers take shape

This article has been reviewed according to Science X's editorial process and policies . Editors have highlighted the following attributes while ensuring the content's credibility: Electron microscopy image showing a haltere developed under normal conditions (left) and a deformed haltere in a genetically modified fruit fly model (right). Credit: Instituto de Neurociencias UMH CSIC A team from the Institute for Neurosciences (IN), a joint center of the Spanish National Research Council (CSIC) a