Where and how have you declared the temp variable?

The only problem with this method is that it doesn't store the actual position of contact. This is an essential part of the contact imo! Anyway, After staring and blindlessly modifying things, I've come to the conclusion it was the Persist callback that i was abusing. Every time a contact would be ...

A body may collide with several other bodies in the same frame so keep that in mind. Thank you for the reminder, I was intending to check for multiple bodies. Also, you are creating a new table for each new collision just to overwrite the old collision table which is not very efficient. And this, m...

Ok, So im in the progress of making a library, with the focus of making physics module a bit easier to use, or harder depending on which way you would prefer to use it. But first off, i would like to say that my programming skill is somewhat shitty ( making stuff work, but doesnt look neat ) so my c...

Up until recently, Ive been using Programmers Notepad 2, it has what you need, with project file listing, although from my use thus far it is limited in the extra functionality that i want, which is extra syntax highlighting (for love modules etc) i may have missed something though ¬_¬ A downside is...

I agree with Jasoco, Most platformers require the player to have a reflex skill, with the direction and jumping to respond quickly to adapt to a change in an environment.

Its not that we cant make a platform game using LÖVEs physics module, its about tuning it to work well.

Tesselode wrote:Now it's looking a lot like that one arcade game which I can't remember the name of.

Could it be Galaga:

http://www.youtube.com/watch?v=NW-ydFFK ... re=related

or even N2O:

http://www.youtube.com/watch?v=dDQXjFnT ... re=related

I thought it might of stood for Basic Object Oriented Battle System.. Iunno.

function Vector.Project( vec1, vec2 ) local proj = Vector.new(0, 0) local dot = Vector.Dot(vec1, vec2) proj.x = ( dot / (vec2.x*vec2.x + vec2.y*vec2.y) ) * vec2.x proj.y = ( dot / (vec2.x*vec2.x + vec2.y*vec2.y) ) * vec2.y return Vector.new(proj.x, proj.y) end Projecting a vector onto another vector

function Vector.Normal( vec1, vec2 ) local vec = vec2 - vec1 return Vector.new( -vec.y, vec.x ) end I just added my own in, but it would be nice to see yours edited I dont think you need to put in both left and right, you can just negate the vector and its instantly the opposite, but thats entirely...