Kiavahr
@kiavahr.bsky.social
Gotta be the Scopedog. Armoured Troopers are the perfect scale of mech, just barely larger than powered armour and small enough to sit down in the bed of a kei truck
December 6, 2025 at 7:32 AM
Gotta be the Scopedog. Armoured Troopers are the perfect scale of mech, just barely larger than powered armour and small enough to sit down in the bed of a kei truck
that doozer rock, clear as crystal. can't get enough
October 30, 2025 at 4:32 AM
that doozer rock, clear as crystal. can't get enough
Almost? The center of circle touching all four points of a trapezoid is found at the intersection of lines drawn perpendicular to the midpoint of each side. Interesting that the bisected interior angle fits pretty close on your example, but that method would only work perfectly on a true square
October 24, 2025 at 8:46 PM
Almost? The center of circle touching all four points of a trapezoid is found at the intersection of lines drawn perpendicular to the midpoint of each side. Interesting that the bisected interior angle fits pretty close on your example, but that method would only work perfectly on a true square
As soon as I posted I felt a deep sense of wrongness paranoia so I checked with different proportions and it still works!
October 24, 2025 at 5:41 PM
As soon as I posted I felt a deep sense of wrongness paranoia so I checked with different proportions and it still works!
Ok I got the last one wrong because I was thinking as a carpenter and these are definitely all pure geometry like you said. So this time I fired up the ol' architectural drafting software and I think I got it? See if this procedure works for you:
October 24, 2025 at 5:29 PM
Ok I got the last one wrong because I was thinking as a carpenter and these are definitely all pure geometry like you said. So this time I fired up the ol' architectural drafting software and I think I got it? See if this procedure works for you:
We talkin save-on here?
October 21, 2025 at 8:19 PM
We talkin save-on here?
Then you sweep out an arc at 2x radius and repeat for the second circle, using that instead of the centerline. For the third circle probably just draw a horizontal line from the center of the second? Sorry that this is all out of order
October 13, 2025 at 5:56 PM
Then you sweep out an arc at 2x radius and repeat for the second circle, using that instead of the centerline. For the third circle probably just draw a horizontal line from the center of the second? Sorry that this is all out of order
Usually gets you there within 3 operations? It really isn't very mathematical but it does give consistent results and only takes a few minutes.
October 13, 2025 at 5:40 PM
Usually gets you there within 3 operations? It really isn't very mathematical but it does give consistent results and only takes a few minutes.
It is a proportional way of making (very close approximations) of arcs, and they definitely would have been doing it. It's about ~97%? accurate so at scales under 8' you won't be out more than a millimeter or two. You can make it more accurate by doing it recursively as well
October 13, 2025 at 5:13 PM
It is a proportional way of making (very close approximations) of arcs, and they definitely would have been doing it. It's about ~97%? accurate so at scales under 8' you won't be out more than a millimeter or two. You can make it more accurate by doing it recursively as well
This released a vivid memory of being bundled up and brought to the local government hall for a long march to a chant of "Care Not Cuts"
August 1, 2025 at 1:17 PM
This released a vivid memory of being bundled up and brought to the local government hall for a long march to a chant of "Care Not Cuts"
April 21, 2025 at 6:21 PM
I'd always want written confirmation of anything, especially tactile/financial
November 25, 2024 at 7:59 PM
I'd always want written confirmation of anything, especially tactile/financial