My post to the universe of nothingness has just disappeared.....

I have crazy thoughts like that some days @Former-Member and I don't have voices. So the plan is onwards and upwards for this assignment. I have a flipping annoying horn to rack the voices off. All we need you to do is see if you can get a bit done at a time.

Ps have you got mints or something that you can concentrate on 'mindfully' for a bit. As bad as that sounds it does ground me a bit. Also I sniff perfume sometimes to get my senses to over ride my thoughts. Just a thought. Mostly I'm happy to hang for a bit with you.

@Former-Member I super wish I could help you with your assignment. For whatever weird reason (most likely the fact that I'm aspie!) I have a bit of a talent for inferential statistics. I can't imagine how hard it must be trying to get an assignment done while hearing voices.

Thanks @Teej and @Baboo,
I've just made myself a cup of tea and believe it or not I think some perfume might help. I don't have any now, but it might be good for my therapist appt tomorrow. Give me something calming to focus on. I'm quite partial to burning essential oils and the like.
I just sometimes need to rage and yell and know that someone knows what I'm going through, if that makes any sense? It seems easier to cope with it if someone else knows and understands.

Here's one of my graphs - but it's all wrong, the labels are all in the wrong order, but at least it's something!

You know what I do too @Former-Member with just knowing someone knows I'm having a crappy day. They don't have to do anything except acknowledge they know. Funny creatures us humans. Have a feeling diprotodons are much less chaotic. I found this roll on perfume at the chemist and it's an essential oil one and I carry it with me every where now. It's really unusual but calming. Good luck with the next bit. Let me know how you go.

My mum just sms'd me a photo of my kitten.... ❤️ 🐱

(who looks very cranky!)

@Former-Member What do you need to know about confidence intervals?

If the mean of a sample was 10 with a 95% CI of [8, 12], then this would mean that whenever you took a sample from that population, 95% of the time the mean would be between 8 and 12. Thus we can be 95% certain that the true mean is between 8 and 12.

Does that help?