Module:Sandbox/梦吉不哭
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t = os.clock() function version() return _VERSION end function cry() x = 0 while math.cos(x-1) < 2 do x = x+math.sin(x+1) if t-os.clock() <- 6.8 then return 'hello world' end end return x end function touch() s = {} i = 1 while i > 0 do s[i] = 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"..i i = i +1 if 2048 < i then return cry() end end return s end return _G