 So there you go another cold day's run here in Newland's Forest. Well this is my first run back in Newland's Forest for a few days. The last time I came was my closest encounter yet with a boomslong, which is a type of snake here, extremely poisonous or venomous snake I should say. It's the third one, third confirmed one that I have seen close up and probably one of the largest specimens as far as they go and went right across in front of me and slithers up a tree as they do. So boomslong literally means tree snake and so they live up in the trees. The normal polyvalent anti-venom that we have in South Africa that is not effective against the boomslong you have to get a very specific anti-venom for that and it causes severe coagulopathy in its victims. So that's the third one and it was so close and that put me off for for a couple of days really because I thought it'd be an area where you wouldn't see snakes because it was right in the beginning and there's a lot of foot traffic there and it's close to the houses as you start so you wouldn't expect it. The other two I've seen quite quite a bit higher up in Cecilia forest where the where the where the stream goes. So I didn't really expect it so close down here and so close to me it was a bit unnerving so I thought I'd run a different route so I've been sticking to the road for a couple of days but anyway today I was back and there's quite a bit of foot traffic everywhere and I didn't see a single snake. There's a lot of mole snakes and other kind of snakes that you do see here but the boomslong as I said there was my third encounter and there was a close encounter so I stayed away for a couple of days. I uploaded some educational videos yesterday there was a video on the group actions and group actions can in in abstract algebra that can be a bit difficult to understand and I really tried to use an example putting an example together and build on top of that and today I just looked at some of the proofs just to show how a permutation can be represented permutation on a set can be represented by an element in the set that makes up a group. So have a look at those videos it's really I think you know it's quite important stuff there the actions a group actions on a set and so so have a look at that the next video that come up is just to show an example of then another example too of of these group actions and you actually see where Kayleigh's table comes from so have a look have a look at those videos and we'll have another run soon.