You signed in with another tab or window. Reload to refresh your session.You signed out in another tab or window. Reload to refresh your session.You switched accounts on another tab or window. Reload to refresh your session.Dismiss alert
From the time-controller drop-down menu we can add a bookmark for the current DTG.
It would be useful to also add the ability to bookmark both the DTG and the viewport.
So - add a new type of bookmark which also stores the viewport bounds.
When the user clicks on it - move to both the specified DTG and viewport.
Stretch goal
With a collection of bookmarks, an analyst could move between them in sequence. It would be attractive if we could animate the transition. So, if a bookmark is in the same plot as the one that's currently open, we would produce time-delta and location-delta values. We'd then slice each into (say) 10 steps - and then apply those time/location step values. This would effectively give a dynamic transition between the points.
Stretching that a bit further... If we allow a 2-second transition time, we could time the length of the first step, then recalculate the number of steps in the remaining delta, so it always takes around 2 seconds.
Hold on, the above may not be possible. We need a "step-size" to perform the first step, before we have chance to re-calculate how long each step should be. Hmm, maybe start off with a 10% step, then calculate the step-size for the remaining steps based on the time taken.
The text was updated successfully, but these errors were encountered:
From the time-controller drop-down menu we can add a bookmark for the current DTG.
It would be useful to also add the ability to bookmark both the DTG and the viewport.
So - add a new type of bookmark which also stores the viewport bounds.
When the user clicks on it - move to both the specified DTG and viewport.
Stretch goal
With a collection of bookmarks, an analyst could move between them in sequence. It would be attractive if we could animate the transition. So, if a bookmark is in the same plot as the one that's currently open, we would produce time-delta and location-delta values. We'd then slice each into (say) 10
steps
- and then apply those time/location step values. This would effectively give a dynamic transition between the points.Stretching that a bit further... If we allow a
2-second
transition time, we could time the length of the first step, then recalculate the number of steps in the remaining delta, so it always takes around 2 seconds.Hold on, the above may not be possible. We need a "step-size" to perform the first step, before we have chance to re-calculate how long each step should be. Hmm, maybe start off with a 10% step, then calculate the step-size for the remaining steps based on the time taken.
The text was updated successfully, but these errors were encountered: