Help with string-integer stuff?

[eyrtuiop232]

So i wanna try something basically i want to make an integer system that you can decrease,increase,compare,multiply and divide using string.
the reason is to bypass math.huge() with 100% accuracy.
i have one working right now, but im kinda stuck on divide part

for multiply its pretty easy all i need to do is to call the add function multiple times

but for division i dont know how to do it.

How it work?

Basically it converts the string to integer string (lol)
something like this :

local val = "5"
local val2 = "10"

first it convert the value to something like this

local val = "05"
local val2 = "10"

then convert them to tables like this

local val = {"0" , "5"}
local val2 = {"1" , "0"}

then just loop through the table and convert it to number and do some math stuff after that
that way it can bypass math.huge()

Script

local val = "1000"
local b = "259"

local function convert(a,b)
	local lengthA = string.len(a)
	local lengthB = string.len(b)
	
	if lengthA > lengthB then
		local difference = lengthA - lengthB
		local newB = ""
		for i = 1,difference do
			newB = newB.."0"
		end
		newB = newB..b
		b = newB
	else
		local difference = lengthB - lengthA
		local newA = ""
		for i = 1,difference do
			newA = newA.."0"
		end
		newA = newA..a
		a = newA
	end
	return a,b
end
local function add(a,b)
	local result = ""
	local increaseNum = 0
	local na,nb = convert(a,b)
	na = string.reverse(na)
	nb = string.reverse(nb)
	local splitA,splitB = string.split(na,""),string.split(nb,"")
	for i,v in pairs(splitA) do
		local number = 0
		local num = tonumber(v)
		local numB = tonumber(splitB[i])
		if num and numB then
			if i == #splitA then
				number = num + numB + increaseNum
				result = tostring(number)..result
				print("breaking on "..number)
				break
			end
			local addition = num + numB + increaseNum
			print("addition is "..addition)
			if addition > 9 then
				local ts = tostring(addition)
				local tab = string.split(ts,"")
				number = tonumber(tab[#tab])
				print("number is "..tab[#tab])
				local icn = ""
				for i,v in pairs(tab) do
					if i ~= #tab then
						icn = icn..v
					end
				end
				increaseNum = tonumber(icn)
			else
				number = addition
				increaseNum = 0
			end
		end
		if number then
			result = tostring(number)..result
		end
	end
	return result
end
local function decrease(a,b)
	local result = ""
	local na,nb = convert(a,b)
	na = string.reverse(na)
	nb = string.reverse(nb)
	local splitA,splitB = string.split(na,""),string.split(nb,"")
	for i,v in pairs(splitA) do
		local number = 0
		local nex = splitA[i + 1]
		local compareVal = splitB[i]
		local num,numB
		local numC = tonumber(splitB[i])
		if nex then
			num,numB = tonumber(v),tonumber(nex)
			if (num - numC) < 0 then
				numB -= 1
				number = (num + 10) - numC
				splitA[i + 1] = tostring(numB)
			else
				number = num - numC
			end
		else
			num = tonumber(v)
			number = num - numC
		end
		if number then
			if i == #splitA then
				if number ~= 0 then
					result = tostring(number)..result
				end
			else
				result = tostring(number)..result
			end
		end
	end
	return result
end
local function isMoreThan(a,b)
	local result = ""
	local na,nb = convert(a,b)
	local splitA,splitB = string.split(na,""),string.split(nb,"")
	for i,v in pairs(splitA) do
		local num,numB = tonumber(v),tonumber(splitB[i])
		if num and numB then
			if num > numB then
				return true
			end
		end
	end
	return false
end
local function isLessThan(a,b)
	local result = ""
	local na,nb = convert(a,b)
	local splitA,splitB = string.split(na,""),string.split(nb,"")
	for i,v in pairs(splitA) do
		local num,numB = tonumber(v),tonumber(splitB[i])
		if num and numB then
			if num < numB then
				return true
			end
		end
	end
	return false
end

print(decrease(val,b))

[Boy520th]

Why would you need to bypass math.huge() at all? It’s something quintillion!

Converting strings to numbers and vice versa is easy enough. Just use tostring() and tonumber() functions (on strings and numbers respectively).

[eyrtuiop232]

because i need to pass quintillion. thats why.
and i want to learn more, also lots of simulators have currencies that can pass math.huge() but theyre using math.log to pass it.which most people say to be not very accurate.

[Boy520th]

I think this article has all the answers.

Store the currencies as string values and add them normally - it should still work fine due to coercion.

eg.

player.Leaderstats.Points.Value += 100

With player.Leaderstats.Points.Value being a string value.
If not, trying using sets.

[wc3u]

If you want to do that, I’d reccomend checking out these forum posts:

The MoneyLib module in this might be useful for you (and maybe other stuff too)

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[DrKittyWaffles (x64dbg)]

A simple way to do that is to just get the “magnitude” of the number. Lets say the magnitude of 1234 is “3” and so 10^3 ≈ 1234 since 10^3 = 1000. Then index some suffix array with that magnitude of “3”

I created a “Number” library awhile ago, here is a snippet from it.

    function Number.Suffix(Number, Precision)
        Precision = Precision or 0
        
        local Suffixes = {
            "", "K","M", "B", "T",
            "Qa", "Qi", "Sx", "Sp", 
            "Oc", "No", "Dc", "Ud",
            "Dd", "Td", "Qad", "Qid",
            "Sxd", "Spd", "Ocd", "Vg",
            "Uvg"
        }
        
        local Index = math.floor(math.log10(Number) / 3)
        local Suffix = Suffixes[Index + 1]
        
        Number = Number / (10 ^ (3 * Index))
        Number = tostring(math.floor(Number * 10 ^ Precision) / 10 ^ Precision)
        
        --//%.Precisionf%s also works. using tostring for simplicity
        
        return Number .. Suffix
    end

and a few use cases,

print(Number.Suffix(123456)) --// outputs 123K
print(Number.Suffix(123456, 1)) --// outputs 123.4K
print(Number.Suffix(123456, 2)) --// outputs 123.45K
print(Number.Suffix(123456, 3)) --// outputs 123.456K

Just store the actual number and do normal math with the number, but if you want to do any type of displaying then output the value from the Number.Suffix call with your input.