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Tables [solved]

Posted: Fri Jan 20, 2017 3:57 am
by TheHistoricApple
So let's say I have a table of planets called Objects

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Objects = {}
So each index of objects is a planet, so if I wanted planet number 3 I'd do

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Objects[3]
Now in each planets index I have two more values for location

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Objects[3] = {math.random (1, 25), math.random (1,25)}

I use math.random to keep planet locations random each game. So this works fine, except I only want one planet at one location.

Ex: I don't want

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Objects[3][1] == Objects[4][1] and Objects[3][2] == Objects[4][2]
I've tried using a loop to keep radomizing it until it doesn't match any other planets location but it doesn't seem to work.

Re: Tables

Posted: Fri Jan 20, 2017 4:11 am
by raidho36
This is in fact a common approach and should work, so there probably is an error on the code somewhere.

You can try using the available list method - compile a list of available places, randomly select one and immediately remove it from the list. Because it's no longer on the list, it will never get selected again.

Re: Tables

Posted: Fri Jan 20, 2017 4:20 am
by TheHistoricApple
What loop would I use what I currently do is

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for i = 1, #Objects do
    for e = 1, #Objects do
        if Objects[i][1] == Objects[e][1] and Objects[i][2] == Objects[e][2] then
            Objects[i][1] = math.random(1, 25)
            Objects[i][2] = math.random (1, 25)
        end
    end
end

Re: Tables

Posted: Fri Jan 20, 2017 4:32 am
by TheHistoricApple
I can't really use the list and remove method because of the number of planets I'd have

Re: Tables

Posted: Fri Jan 20, 2017 4:53 am
by raidho36
I see your problem - because it runs over all planets in both loops, at one point it will compare with itself, which will always return true and trigger reposition. There is also nothing preventing planets from getting repositioned into another planet or even forcing it to move at all (with 0.16% chance). But it's not the best approach in general.

What you should do is check for space being occupied when you create each planet, and shift it around until it's place is free, only then put it to the planet list.

Re: Tables

Posted: Fri Jan 20, 2017 9:47 am
by Skeletonxf
Why not fill in all 1-25 x 1-25 as a planet position and then run randomly through the list creating holes where you delete the planet?

Re: Tables

Posted: Fri Jan 20, 2017 2:51 pm
by Positive07
From what raidho said I can infere this would work

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for i = 1, #Objects do
    for e = 1, #Objects do
        if e ~= i then
            if Objects[i][1] == Objects[e][1] and Objects[i][2] == Objects[e][2] then
                Objects[i][1] = math.random(1, 25)
                Objects[i][2] = math.random (1, 25)
            end
        end
    end
end
You could do this when creating the planets in order to avoid looping through all objects but I don't know, I wouldn't do this at all

Re: Tables

Posted: Fri Jan 20, 2017 7:31 pm
by raidho36
No it wouldn't. It doesn't reposition the planet itself for the second time but it still doesn't ensure that repositioned planet can't move into another plant thus defeating the purpose, or even move at all.

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local finished = false
while not finished do
	finished = true
	planet[ 1 ] = math.random ( 1, 25 )
	planet[ 2 ] = math.random ( 1, 25 )
	for i = 1, #objects do
		if planet[ 1 ] == objects[ i ][ 1 ] and planet[ 2 ] == objects[ i ][ 2 ] then
			finished = false
			break
		end
	end
end
objects[ #objects + 1 ] = planet

Re: Tables

Posted: Fri Jan 20, 2017 9:12 pm
by Positive07
Yeah I knew, I just keeped the code he was using, I still consider there should be a better way to do this, something like a table with all valid positions and removing the already used items or something like that... I think that performing this loop every single time to add a planet to the map would be a real pain...

Re: Tables

Posted: Fri Jan 20, 2017 10:27 pm
by raidho36
That depends on how many planets are there and how big is the field. Odds of running into another planet randomly are N / W × H, to reach 50:50 odds on 25x25 map you'll need 63 planets in it, and even then there's still 50% chance it'll make it into a free spot on the first try, 75% on second try, 87.5% on third try and so on. It really only stops working well when available space is almost completely exhausted.