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свечей «до и после» можно изменять, тем самым добиваясь сокращения величины появления ложных фракталов, но и, одновременно, большего запаздывания данного индикатора. В программе МТ4, для того чтобы минимизировать запаздывание, метка фрактала появляется после того, как сформируются «две свечи до и одна свеча после» метки фрактала. Тем не менее если «вторая свеча после» оказывается выше/ниже ценового экстремума, фрактал удаляется.

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      Градацию углов для различных состояний рынка можно изменять по своему желанию. Я использовал равномерное деление угла в 1800 на три части.

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