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Инвестиции |
21 декабря - потенциальная точка разворота газа
Друзья, напоминаю, что 21декабря - разворотная точка на агрегированном внутригодовом графике газа:
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)
Подробности здесь - https://bytopic.ru/post/6620
Желающие могут попробовать отыграть эту странную 30-летнюю закономерность))
Подробности здесь - https://bytopic.ru/post/6620
Желающие могут попробовать отыграть эту странную 30-летнюю закономерность))
20 Дек 2024 23:17 |
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Комментарии (4)
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для шорта надо бы дождаться начала снижения... лучше немного недобрать, чем выхватить убыток
проблема в том, что это график за 30 лет... а война за европейский рынок газа началась только в 2022... возможно, если взять данные за 2022, 2023 и 2024 годы, агрегированный график будет расти зимой, а не снижаться
когда война закончится и европейцы снова сядут на наши трубы, американский газ вернется с довоенным трендам