First, ‘b’ labels an immobile (‘bound’) molecule, which persists for a second before disappearing, likely because it unbinds and moves out of the TIRF field. Second, ‘d’ labels a molecule that displays meandering (diffusive) behaviour. Third, ‘m’ labels a directional (‘motor-...
From the point of view of the first stick man, initially the projection of their friend seems fairly normal. However, as they start travelling very quickly in space, and their vector oriented in a direction away from time, a 2D shape reveals its inherent flatness. And from a face-on persp...
One between the first three and the two. One above the largest of the two trees together. And the final near the bush to the left of the spaceship. Those four dots are part of the game and can be removed if the ship touches them. In the bottom right corner of the panel there is ...
mercator is a bit meh, but let's give it credit for being one of the first projections (in fact it is the second oldest projection). gall-peters is the ugliest projection i've seen, and hobo-dyer is second ugliest. the butterfly one is also good but a bit weird, and the ichosaed...
Lower: Force also tilts the energy landscape, raising the energy barrier of the first pathway and lowering the energy barrier of the second pathway on the energy landscape projection (red and blue) relative to their positions in the absence of force (black). b Lower: The proposed 1D energy ...
Haha, yeah, that was also my first thought when I googled the places I didn't know: very America-centric by either Randall or meteorite or other circle-creating entities... And even the other 2 places are in English speaking places (yes, I know English isn't the official language of ...
The first rule suggests that changing the projection of physical reality produces a gap in reality — a void. This may be dangerous to gaze into or simply unnerving to crew-mates, hence the rule. This may also be a reference to a well-known quote by philosopherFriedrich Nietzsche: “He wh...
As far as we know, we are the first to introduce the Shapley value into crowd prediction; (2) In order to understand the pattern of trajectories from randomly distributed trajectories, we use submodules to discover key sub-trajectories that are representative of a certain distribution; (3) We...