Search found 220 matches
- Monday 26th September 2016 10:58am
- Forum: Lounge
- Topic: You are welcome
- Replies: 13
- Views: 22063
Re: You are welcome
Nice to meet you too!
- Sunday 25th September 2016 7:41pm
- Forum: Lounge
- Topic: You are welcome
- Replies: 13
- Views: 22063
Re: You are welcome
Hello Fabien! I know you from the mailing list! Welcome aboard
- Sunday 25th September 2016 6:24pm
- Forum: General
- Topic: Normally distributed curve formula
- Replies: 12
- Views: 19711
Re: Normally distributed curve formula
This is the current progress:
I need something better than a sinus curve though
I need something better than a sinus curve though
- Sunday 25th September 2016 6:11pm
- Forum: General
- Topic: Normally distributed curve formula
- Replies: 12
- Views: 19711
Re: Normally distributed curve formula
Thanks cogier :) I think you misunderstood my question a tad. I want the bars to accelerate, and then brake at the end - gracefully. After that I want to add a feature making them to bounce once they've hit the "wall". For the acceleration/braking down I want to determine the speed using a...
- Sunday 25th September 2016 3:17pm
- Forum: General
- Topic: Normally distributed curve formula
- Replies: 12
- Views: 19711
Re: Normally distributed curve formula
This one worked
Code: Select all
y = (Sin(2 * Pi * (i - (1 / 4))) + 1) / 2
- Sunday 25th September 2016 3:08pm
- Forum: General
- Topic: Normally distributed curve formula
- Replies: 12
- Views: 19711
Re: Normally distributed curve formula
I want to achieve the effect seen on the lines and circles here.
Eventually, I also want to understand the bouncing effect seen on the middle circle.
Eventually, I also want to understand the bouncing effect seen on the middle circle.
- Sunday 25th September 2016 2:56pm
- Forum: General
- Topic: Normally distributed curve formula
- Replies: 12
- Views: 19711
Normally distributed curve formula
Hi there! Are any of you good with maths? Just for fun, I wanted to make a function that accelerates and breaks a span of values according to a normally distributed bell curve. BellCurve.jpg Public Sub Go_Click() Dim h As Float[] Dim f As Float h = BellCurve(0.0, 1, 0.01) For Each f In h Print f Nex...
Re: Web Form
A bit info HERE to.
Re: Web Form
(Untested information) You will need a server with Gambas installed on it. Since there are no hosting companies that provide that, you'll either have to 1. Set up a server in your own house 2. Rent a server from e.g. http://www.digitalocean.com (staring at $5/moth) Once you've got the server up and ...
- Wednesday 21st September 2016 3:29pm
- Forum: Lounge
- Topic: Announcement
- Replies: 0
- Views: 14183
Announcement
Hello everybody! The previous site that we tried to set up gave us to many head aches, so we chose to use good'ol phpBB for the forum. Unfortunately we'll have to start from scratch again, but from here on it will hopefully be a satisfying experience. Eventually we want to set up a site with article...