2019-05-22 22:57:34 -05:00
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function copy(t)
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2020-10-06 12:14:00 -05:00
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-- returns deep copy of t (as opposed to the shallow copy you get from var = t)
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2019-05-22 22:57:34 -05:00
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if type(t) ~= "table" then return t end
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local meta = getmetatable(t)
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local target = {}
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for k, v in pairs(t) do target[k] = v end
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setmetatable(target, meta)
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return target
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end
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2020-10-06 12:14:00 -05:00
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function strTrueValues(tbl)
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-- returns a concatenation of all the keys in tbl with value true, separated with spaces
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2019-05-22 22:57:34 -05:00
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str = ""
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for k, v in pairs(tbl) do
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if v == true then
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str = str .. k .. " "
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end
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end
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return str
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end
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2020-10-06 12:14:00 -05:00
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function frameTime(min, sec, hth)
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-- returns a time in frames from a time in minutes-seconds-hundredths format
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if min == nil then min = 0 end
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if sec == nil then sec = 0 end
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if hth == nil then hth = 0 end
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return min*3600 + sec*60 + math.ceil(hth * 0.6)
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2019-05-22 22:57:34 -05:00
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end
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function vAdd(v1, v2)
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2020-10-06 12:14:00 -05:00
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-- returns the sum of vectors v1 and v2
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2019-05-22 22:57:34 -05:00
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return {
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x = v1.x + v2.x,
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y = v1.y + v2.y
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}
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end
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function vNeg(v)
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2020-10-06 12:14:00 -05:00
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-- returns the opposite of vector v
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2019-05-22 22:57:34 -05:00
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return {
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x = -v.x,
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y = -v.y
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}
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end
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function formatTime(frames)
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2020-10-06 12:14:00 -05:00
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-- returns a mm:ss:hh (h=hundredths) representation of the time in frames given
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2019-05-22 22:57:34 -05:00
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if frames < 0 then return formatTime(0) end
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2020-10-06 12:14:00 -05:00
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local min, sec, hund
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min = math.floor(frames/3600)
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sec = math.floor(frames/60) % 60
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hund = math.floor(frames/.6) % 100
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str = string.format("%02d:%02d.%02d", min, sec, hund)
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2019-05-22 22:57:34 -05:00
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return str
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end
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function formatBigNum(number)
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2020-10-06 12:14:00 -05:00
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-- returns a string representing a number with commas as thousands separator (e.g. 12,345,678)
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2019-05-22 22:57:34 -05:00
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local s = string.format("%d", number)
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local pos = string.len(s) % 3
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if pos == 0 then pos = 3 end
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return string.sub(s, 1, pos)
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.. string.gsub(string.sub(s, pos+1), "(...)", ",%1")
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2020-10-10 18:42:56 -05:00
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end
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function Mod1(n, m)
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-- returns a number congruent to n modulo m in the range [1;m] (as opposed to [0;m-1])
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return ((n-1) % m) + 1
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2019-05-22 22:57:34 -05:00
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end
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