Соборная математика

14 Июня 2016 20:05
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  Соборная математика
  Если Всеправославный Собор все-таки соберется в ближайшие дни, несмотря на отказ ряда Церквей принимать в нем участие, то получится интересная картина. На Собор приедет 9 Церквей из 15, то-есть приблизительно две трети. Но по количеству верующих эти 9 Церквей представляют всего лишь одну треть из общего количества всех православных, то есть около 30 %. В то время как на Собор не собираются ехать 6 Церквей (Болгарская, Антиохийская, Сербская, Грузинская, Русская, Американская), которые суммарно представляют около 70 %, или двух третей, всех православных в мире. Таким образом, в случае проведения Собора без участия этих Церквей, может получиться, что 70 % православных должны будут согласиться с решениями, принятыми 30 % православных.
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