# frozen_string_literal: true module Jekyll module Utils module WinTZ extend self # Public: Calculate the Timezone for Windows when the config file has a defined # 'timezone' key. # # timezone - the IANA Time Zone specified in "_config.yml" # # Returns a string that ultimately re-defines ENV["TZ"] in Windows def calculate(timezone) External.require_with_graceful_fail("tzinfo") unless defined?(TZInfo) tz = TZInfo::Timezone.get(timezone) difference = Time.now.to_i - tz.now.to_i # # POSIX style definition reverses the offset sign. # e.g. Eastern Standard Time (EST) that is 5Hrs. to the 'west' of Prime Meridian # is denoted as: # EST+5 (or) EST+05:00 # Reference: http://www.gnu.org/software/libc/manual/html_node/TZ-Variable.html sign = difference < 0 ? "-" : "+" offset = sign == "-" ? "+" : "-" unless difference.zero? # # convert the difference (in seconds) to hours, as a rational number, and perform # a modulo operation on it. modulo = modulo_of(rational_hour(difference)) # # Format the hour as a two-digit number. # Establish the minutes based on modulo expression. hh = format("%02d", absolute_hour(difference).ceil) mm = modulo.zero? ? "00" : "30" Jekyll.logger.debug "Timezone:", "#{timezone} #{offset}#{hh}:#{mm}" # # Note: The 3-letter-word below doesn't have a particular significance. "WTZ#{sign}#{hh}:#{mm}" end private # Private: Convert given seconds to an hour as a rational number. # # seconds - supplied as an integer, it is converted to a rational number. # 3600 - no. of seconds in an hour. # # Returns a rational number. def rational_hour(seconds) seconds.to_r / 3600 end # Private: Convert given seconds to an hour as an absolute number. # # seconds - supplied as an integer, it is converted to its absolute. # 3600 - no. of seconds in an hour. # # Returns an integer. def absolute_hour(seconds) seconds.abs / 3600 end # Private: Perform a modulo operation on a given fraction. # # fraction - supplied as a rational number, its numerator is divided # by its denominator and the remainder returned. # # Returns an integer. def modulo_of(fraction) fraction.numerator % fraction.denominator end end end end