|
|
Line 55: |
Line 55: |
| end | | end |
| | | |
− | --[[
| |
− | function p.hello()
| |
− | return 'Hola'
| |
− | end
| |
− |
| |
− | aname=string.match("Blood Filtration Limit",' %(.*)% ')
| |
− |
| |
− | return p
| |
− | ]]
| |
− |
| |
− | --[[
| |
− | Fold arguments by selectively choosing values (func should return when to choose the current "dominant" value).
| |
− | ]]
| |
− | local function binary_fold(func, ...)
| |
− | local value = fold((function(a, b) if func(a, b) then return a else return b end end), ...)
| |
− | return value
| |
− | end
| |
− |
| |
− | --[[
| |
− | sum
| |
− |
| |
− | Finds the sum
| |
− |
| |
− | Usage:
| |
− | {{#invoke:Math| sum | value1 | value2 | ... }}
| |
− | OR
| |
− | {{#invoke:Math| sum }}
| |
− |
| |
− | Note, any values that do not evaluate to numbers are ignored.
| |
− | ]]
| |
− |
| |
− | function wrap.sum(args)
| |
− | return p._sum(unpackNumberArgs(args))
| |
− | end
| |
− |
| |
− | function p._sum(...)
| |
− | local sums, count = fold((function(a, b) return a + b end), ...)
| |
− | if not sums then
| |
− | return 0
| |
− | else
| |
− | return sums
| |
− | end
| |
− | end
| |
− |
| |
− | --[[
| |
− | average
| |
− |
| |
− | Finds the average
| |
− |
| |
− | Usage:
| |
− | {{#invoke:Math| average | value1 | value2 | ... }}
| |
− | OR
| |
− | {{#invoke:Math| average }}
| |
− |
| |
− | Note, any values that do not evaluate to numbers are ignored.
| |
− | ]]
| |
− |
| |
− | function wrap.average(args)
| |
− | return p._average(unpackNumberArgs(args))
| |
− | end
| |
− |
| |
− | function p._average(...)
| |
− | local sum, count = fold((function(a, b) return a + b end), ...)
| |
− | if not sum then
| |
− | return 0
| |
− | else
| |
− | return sum / count
| |
− | end
| |
− | end
| |
− |
| |
− | --[[
| |
− | round
| |
− |
| |
− | Rounds a number to specified precision
| |
− |
| |
− | Usage:
| |
− | {{#invoke:Math | round | value | precision }}
| |
− |
| |
− | --]]
| |
− |
| |
− | function wrap.round(args)
| |
− | local value = p._cleanNumber(args[1] or args.value or 0)
| |
− | local precision = p._cleanNumber(args[2] or args.precision or 0)
| |
− | if value == nil or precision == nil then
| |
− | return err('round input appears non-numeric')
| |
− | else
| |
− | return p._round(value, precision)
| |
− | end
| |
− | end
| |
− |
| |
− | function p._round(value, precision)
| |
− | local rescale = math.pow(10, precision or 0);
| |
− | return math.floor(value * rescale + 0.5) / rescale;
| |
− | end
| |
− |
| |
− | --[[
| |
− | log10
| |
− |
| |
− | returns the log (base 10) of a number
| |
− |
| |
− | Usage:
| |
− | {{#invoke:Math | log10 | x }}
| |
− | ]]
| |
− |
| |
− | function wrap.log10(args)
| |
− | return math.log10(args[1])
| |
− | end
| |
− |
| |
− | --[[
| |
− | mod
| |
− |
| |
− | Implements the modulo operator
| |
− |
| |
− | Usage:
| |
− | {{#invoke:Math | mod | x | y }}
| |
− |
| |
− | --]]
| |
− |
| |
− | function wrap.mod(args)
| |
− | local x = p._cleanNumber(args[1])
| |
− | local y = p._cleanNumber(args[2])
| |
− | if not x then
| |
− | return err('first argument to mod appears non-numeric')
| |
− | elseif not y then
| |
− | return err('second argument to mod appears non-numeric')
| |
− | else
| |
− | return p._mod(x, y)
| |
− | end
| |
− | end
| |
− |
| |
− | function p._mod(x, y)
| |
− | local ret = x % y
| |
− | if not (0 <= ret and ret < y) then
| |
− | ret = 0
| |
− | end
| |
− | return ret
| |
− | end
| |
− |
| |
− | --[[
| |
− | gcd
| |
− |
| |
− | Calculates the greatest common divisor of multiple numbers
| |
− |
| |
− | Usage:
| |
− | {{#invoke:Math | gcd | value 1 | value 2 | value 3 | ... }}
| |
− | --]]
| |
− |
| |
− | function wrap.gcd(args)
| |
− | return p._gcd(unpackNumberArgs(args))
| |
− | end
| |
− |
| |
− | function p._gcd(...)
| |
− | local function findGcd(a, b)
| |
− | local r = b
| |
− | local oldr = a
| |
− | while r ~= 0 do
| |
− | local quotient = math.floor(oldr / r)
| |
− | oldr, r = r, oldr - quotient * r
| |
− | end
| |
− | if oldr < 0 then
| |
− | oldr = oldr * -1
| |
− | end
| |
− | return oldr
| |
− | end
| |
− | local result, count = fold(findGcd, ...)
| |
− | return result
| |
− | end
| |
− |
| |
− | --[[
| |
− | precision_format
| |
− |
| |
− | Rounds a number to the specified precision and formats according to rules
| |
− | originally used for {{template:Rnd}}. Output is a string.
| |
− |
| |
− | Usage:
| |
− | {{#invoke: Math | precision_format | number | precision }}
| |
− | ]]
| |
− |
| |
− | function wrap.precision_format(args)
| |
− | local value_string = args[1] or 0
| |
− | local precision = args[2] or 0
| |
− | return p._precision_format(value_string, precision)
| |
− | end
| |
− |
| |
− | function p._precision_format(value_string, precision)
| |
− | -- For access to Mediawiki built-in formatter.
| |
− | local lang = mw.getContentLanguage();
| |
− |
| |
− | local value
| |
− | value, value_string = p._cleanNumber(value_string)
| |
− | precision = p._cleanNumber(precision)
| |
− |
| |
− | -- Check for non-numeric input
| |
− | if value == nil or precision == nil then
| |
− | return err('invalid input when rounding')
| |
− | end
| |
− |
| |
− | local current_precision = p._precision(value)
| |
− | local order = p._order(value)
| |
− |
| |
− | -- Due to round-off effects it is neccesary to limit the returned precision under
| |
− | -- some circumstances because the terminal digits will be inaccurately reported.
| |
− | if order + precision >= 14 then
| |
− | if order + p._precision(value_string) >= 14 then
| |
− | precision = 13 - order;
| |
− | end
| |
− | end
| |
− |
| |
− | -- If rounding off, truncate extra digits
| |
− | if precision < current_precision then
| |
− | value = p._round(value, precision)
| |
− | current_precision = p._precision(value)
| |
− | end
| |
− |
| |
− | local formatted_num = lang:formatNum(math.abs(value))
| |
− | local sign
| |
− |
| |
− | -- Use proper unary minus sign rather than ASCII default
| |
− | if value < 0 then
| |
− | sign = '−'
| |
− | else
| |
− | sign = ''
| |
− | end
| |
− |
| |
− | -- Handle cases requiring scientific notation
| |
− | if string.find(formatted_num, 'E', 1, true) ~= nil or math.abs(order) >= 9 then
| |
− | value = value * math.pow(10, -order)
| |
− | current_precision = current_precision + order
| |
− | precision = precision + order
| |
− | formatted_num = lang:formatNum(math.abs(value))
| |
− | else
| |
− | order = 0;
| |
− | end
| |
− | formatted_num = sign .. formatted_num
| |
− |
| |
− | -- Pad with zeros, if needed
| |
− | if current_precision < precision then
| |
− | local padding
| |
− | if current_precision <= 0 then
| |
− | if precision > 0 then
| |
− | local zero_sep = lang:formatNum(1.1)
| |
− | formatted_num = formatted_num .. zero_sep:sub(2,2)
| |
− |
| |
− | padding = precision
| |
− | if padding > 20 then
| |
− | padding = 20
| |
− | end
| |
− |
| |
− | formatted_num = formatted_num .. string.rep('0', padding)
| |
− | end
| |
− | else
| |
− | padding = precision - current_precision
| |
− | if padding > 20 then
| |
− | padding = 20
| |
− | end
| |
− | formatted_num = formatted_num .. string.rep('0', padding)
| |
− | end
| |
− | end
| |
− |
| |
− | -- Add exponential notation, if necessary.
| |
− | if order ~= 0 then
| |
− | -- Use proper unary minus sign rather than ASCII default
| |
− | if order < 0 then
| |
− | order = '−' .. lang:formatNum(math.abs(order))
| |
− | else
| |
− | order = lang:formatNum(order)
| |
− | end
| |
− |
| |
− | formatted_num = formatted_num .. '<span style="margin:0 .15em 0 .25em">×</span>10<sup>' .. order .. '</sup>'
| |
− | end
| |
− |
| |
− | return formatted_num
| |
− | end
| |
− |
| |
− | --[[
| |
− | divide
| |
− |
| |
− | Implements the division operator
| |
− |
| |
− | Usage:
| |
− | {{#invoke:Math | divide | x | y | round= | precision= }}
| |
− |
| |
− | --]]
| |
− | function wrap.divide(args)
| |
− | local x = args[1]
| |
− | local y = args[2]
| |
− | local round = args.round
| |
− | local precision = args.precision
| |
− | if not yesno then
| |
− | yesno = require('Module:Yesno')
| |
− | end
| |
− | return p._divide(x, y, yesno(round), precision)
| |
− | end
| |
− |
| |
− | function p._divide(x, y, round, precision)
| |
− | if y == nil or y == "" then
| |
− | return err("Empty divisor")
| |
− | elseif not tonumber(y) then
| |
− | if type(y) == 'string' and string.sub(y, 1, 1) == '<' then
| |
− | return y
| |
− | else
| |
− | return err("Not a number: " .. y)
| |
− | end
| |
− | elseif x == nil or x == "" then
| |
− | return err("Empty dividend")
| |
− | elseif not tonumber(x) then
| |
− | if type(x) == 'string' and string.sub(x, 1, 1) == '<' then
| |
− | return x
| |
− | else
| |
− | return err("Not a number: " .. x)
| |
− | end
| |
− | else
| |
− | local z = x / y
| |
− | if round then
| |
− | return p._round(z, 0)
| |
− | elseif precision then
| |
− | return p._round(z, precision)
| |
− | else
| |
− | return z
| |
− | end
| |
− | end
| |
− | end
| |
− |
| |
− | --[[
| |
− | Helper function that interprets the input numerically. If the
| |
− | input does not appear to be a number, attempts evaluating it as
| |
− | a parser functions expression.
| |
− | ]]
| |
− |
| |
− | function p._cleanNumber(number_string)
| |
− | if type(number_string) == 'number' then
| |
− | -- We were passed a number, so we don't need to do any processing.
| |
− | return number_string, tostring(number_string)
| |
− | elseif type(number_string) ~= 'string' or not number_string:find('%S') then
| |
− | -- We were passed a non-string or a blank string, so exit.
| |
− | return nil, nil;
| |
− | end
| |
− |
| |
− | -- Attempt basic conversion
| |
− | local number = tonumber(number_string)
| |
− |
| |
− | -- If failed, attempt to evaluate input as an expression
| |
− | if number == nil then
| |
− | local success, result = pcall(mw.ext.ParserFunctions.expr, number_string)
| |
− | if success then
| |
− | number = tonumber(result)
| |
− | number_string = tostring(number)
| |
− | else
| |
− | number = nil
| |
− | number_string = nil
| |
− | end
| |
− | else
| |
− | number_string = number_string:match("^%s*(.-)%s*$") -- String is valid but may contain padding, clean it.
| |
− | number_string = number_string:match("^%+(.*)$") or number_string -- Trim any leading + signs.
| |
− | if number_string:find('^%-?0[xX]') then
| |
− | -- Number is using 0xnnn notation to indicate base 16; use the number that Lua detected instead.
| |
− | number_string = tostring(number)
| |
− | end
| |
− | end
| |
− |
| |
− | return number, number_string
| |
− | end
| |
| | | |
| --TEST AREA | | --TEST AREA |
Line 461: |
Line 99: |
| return "|-\r\n!"..LV.."\r\n|"..R_Pval..R_Sval..R_Tval | | return "|-\r\n!"..LV.."\r\n|"..R_Pval..R_Sval..R_Tval |
| -- There are more efficient ways, but this works. | | -- There are more efficient ways, but this works. |
− | end
| |
− |
| |
− | function wrap.SkillValue(args)
| |
− | return p._SkillValue(unpackNumberArgs(args))
| |
− | end
| |
− | function p._SkillValue(a, b, mult)
| |
− | return a + b * mult
| |
− | end
| |
− |
| |
− | function p._sum2()
| |
− | return 1+2+3+4+5
| |
− | end
| |
− |
| |
− | function wrap.twomult(args)
| |
− | return p._twomult(unpackNumberArgs(args))
| |
− | end
| |
− | function p._twomult(a, b)
| |
− | return a * b
| |
− | end
| |
− |
| |
− | function wrap.potencia(args)
| |
− | return p._potencia(unpackNumberArgs(args))
| |
− | end
| |
− | function p._potencia(a, b)
| |
− | return a^b
| |
| end | | end |
| | | |
Welcome to the RimWorld Wiki sandbox!
This sandbox is where you can experiment and practice working on a wiki page. This page will usually have little or no content. Feel free to add content or to make changes and save them to see the results.
To learn about editing and formatting start here: Help:Contents. Just start with the basics... enter some text, and learn the other pieces as you go.
Your content contributions are welcome and important. The wiki is a collaborative effort and others can help with formatting and other improvements.]
Best wishes!
Description
This is a doc attached to my sandbox. I'll use it to see the effects of my changes W/o messing something important
NOTE: LUA is usually slower than ParserFunctions for short statements. The factor varies from 7-1 to 2-1.
Lua only is an advantage to long statements, nested logic, loops (maybe others case i don't see right now).
expr only uses 1 Preprocessor visited node count, in general. Variables may change that.
function p._TableRow(skillBase, skillBonus, statMin, statMax, capImportance, capLimit, resultCols, LV, Ln)
local yesno, getArgs -- lazily initialized
local p = {}
local wrap = {} -- Holds wrapper functions that process arguments from #invoke. These act as intemediary between functions meant for #invoke and functions meant for Lua.
--Copied from https://en.wikipedia.org/wiki/Module:Math
local function err(msg)
-- Generates wikitext error messages.
return mw.ustring.format('<strong class="error">Formatting error: %s</strong>', msg)
end
local function unpackNumberArgs(args)
-- Returns an unpacked list of arguments specified with numerical keys.
local ret = {}
for k, v in pairs(args) do
if type(k) == 'number' then
table.insert(ret, v)
end
end
return unpack(ret)
end
local function makeArgArray(...)
-- Makes an array of arguments from a list of arguments that might include nils.
local args = {...} -- Table of arguments. It might contain nils or non-number values, so we can't use ipairs.
local nums = {} -- Stores the numbers of valid numerical arguments.
local ret = {}
for k, v in pairs(args) do
v = p._cleanNumber(v)
if v then
nums[#nums + 1] = k
args[k] = v
end
end
table.sort(nums)
for i, num in ipairs(nums) do
ret[#ret + 1] = args[num]
end
return ret
end
local function fold(func, ...)
-- Use a function on all supplied arguments, and return the result. The function must accept two numbers as parameters,
-- and must return a number as an output. This number is then supplied as input to the next function call.
local vals = makeArgArray(...)
local count = #vals -- The number of valid arguments
if count == 0 then return
-- Exit if we have no valid args, otherwise removing the first arg would cause an error.
nil, 0
end
local ret = table.remove(vals, 1)
for _, val in ipairs(vals) do
ret = func(ret, val)
end
return ret, count
end
--TEST AREA
--Stat Factors Table Row
function wrap.TableRow(args)
return p._TableRow(unpackNumberArgs(args))
end
function p._TableRow(skillBase, skillBonus, statMin, statMax, capImportance, capLimit, resultCols, LV, Ln)
argumentos={skillBase,skillBonus,statMin,statMax,capImportance,capLimit,resultCols,LV,Ln}
for i = 1,8 do --This should prevent errors if a number is not defined.
if type(argumentos[i])~='number' then
argumentos[i]=0
end
end
-- Do note that statMin, statMax are handled by "Template:Stat Factors Table".
-- While I could set fallbacks, I decided against it.
if tonumber(Ln)==nil then --Sanitizes input and allows for 0.
factor = skillBase + skillBonus * LV
else
factor = Ln
end
local Pval = math.min(math.max(factor,statMin),statMax)
R_Pval = tostring(math.floor(Pval*10000+0.5)/100).."%" -- This formats the number as a 2 digit percent value, rounded up.
if tonumber(resultCols)>1 then
Pval = factor * ( 1 + capImportance * math.min(capLimit-1, 0.25))
Pval = math.min(math.max(Pval,statMin),statMax)
R_Sval="<td>"..tostring(math.floor(Pval*10000+0.5)/100).."% </td>"
else
R_Sval=""
end
if tonumber(resultCols)>2 then
Pval = factor * ( 1 + capImportance * math.min(capLimit-1, 0.5))
Pval = math.min(math.max(Pval,statMin),statMax)
R_Tval="<td>"..tostring(math.floor(Pval*10000+0.5)/100).."% </td>"
else
R_Tval=""
end
return "|-\r\n!"..LV.."\r\n|"..R_Pval..R_Sval..R_Tval
-- There are more efficient ways, but this works.
end
--[[
Wrapper function that does basic argument processing. This ensures that all functions from #invoke can use either the current
frame or the parent frame, and it also trims whitespace for all arguments and removes blank arguments.
]]
local mt = { __index = function(t, k)
return function(frame)
if not getArgs then
getArgs = require('Module:Arguments').getArgs
end
return wrap[k](getArgs(frame)) -- Argument processing is left to Module:Arguments. Whitespace is trimmed and blank arguments are removed.
end
end }
return setmetatable(p, mt)