What do you do with the mad that you feel, when you feel so mad you could bite? When the whole wide world seems oh-so-wrong, and nothing you do seems very right?
Torrent Tracker List April 2021 (160+ Trackers) to Increase Download Speed
Torrent Tracker help Torrent client like ( uTorrent, BitTorrent, Transmission,) to communicate with additional seeds and peers for increasing the Downloading speed of the torrent file Wondering how? The speed of torrent downloads depends on the number of seeds and peers and quality bandwidth it has. Let Me Explain in Detail about Torrent Trackers Torrent […]
how can i use transformation data x from a move component?
I get a list of 10 locally defined values e.g.
move 0,2,0
move 0,4,0
move 0,6,0
etc
can i convert t…
Organize anything, together. Trello is a collaboration tool that organizes your projects into boards. In one glance, know what's being worked on, who's working on what, and where something is in a process.
This article is part of a series on the Frutiger Family Frutiger Aero (also known as Web 2.0 Gloss) is an aesthetic that was prevalent from roughly 2004 to 2013, succeeding the Y2K Futurism aesthetic. Overlapping with the McBling and Electropop 08 aesthetics, it is characterized by its use of Skeuomorphism, glossy textures, cloudy skies, tropical fish, water, bubbles, glass, lens flare, sprawling patterns, "humanism", aero glass, bokeh, Frutiger fonts, Abstract Tech, auroras and bright, vibrant
I'm working on a simple toon shader using the object's normal angle to shade the object. This is the equation I have built in Vex --> abs(dot(normalize(N),normalize(I))) Right now it works fine generating the toon lines from the position of the camera, but now I would like to use a null's posi...
US8810579B2 - Method and apparatus for interactive curve generation - Google Patents
A system of curve generation takes a sequence of control points and constraint codes for each control point, and outputs a curve in which each of the constraints is satisfied. The set of constraints is chosen from the tangent angle, curvature, first derivative of curvature, and second derivative of curvature. The interactive curve design uses as its primitive, a curve whose curvature is a polynomial function of arclength (whose intrinsic equation is a polynomial). At each control point, a choice of G2 curvature continuity (tangent angle and curvature) or G4 curvature continuity (tangent angle and curvature plus first and second derivatives of curvature are continuous) is input. The desired curve is expressed as the solution to the chosen set of constraints.