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Инвестиции |
Впереди большой шорт газа
В Марте этого года я пилил пост про возможность поднять бабла, используя внутригодовые закономерности ценовых колебаний природного газа в США. Эта возможность неплохо сработала. Писал об этом здесь.
Напоминаю, что речь идет о хитром графике, где каждая точка равна средней цене актива за конкретную дату внутри года. Складывая даты за 30+ лет получаем усредненную картину внутригодовых колебаний цены и пытаемся на этом заработать.
Какие возможности открываются сейчас?
Смотрим график:
![](data:image/webp;base64,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)
Если этот год поддержит 30-летнюю закономерность, то газ порастет до 21 Декабря (пик помечен стрелкой), а потом полетит вниз. Вставайте в шорт по газу, если увидите этот тренд в конце Декабря. Движение вниз будет сильным и относительно коротким - с Января по Февраль.
Как это торговать?
Смотрите на график. Сверяйтесь с трендом. Торгуйте от шорта местную реплику американского фьюча - NG (к сожалению, своего газового фьючерса у нас нет по причине глупости правящего класса). Никого не слушайте. Не читайте СМИ. Не спрашивайте совета у интернет-экспертов. Мужественно и стойко рубите бабло. Вот и все.
Удачи!))
Напоминаю, что речь идет о хитром графике, где каждая точка равна средней цене актива за конкретную дату внутри года. Складывая даты за 30+ лет получаем усредненную картину внутригодовых колебаний цены и пытаемся на этом заработать.
Какие возможности открываются сейчас?
Смотрим график:
Если этот год поддержит 30-летнюю закономерность, то газ порастет до 21 Декабря (пик помечен стрелкой), а потом полетит вниз. Вставайте в шорт по газу, если увидите этот тренд в конце Декабря. Движение вниз будет сильным и относительно коротким - с Января по Февраль.
Как это торговать?
Смотрите на график. Сверяйтесь с трендом. Торгуйте от шорта местную реплику американского фьюча - NG (к сожалению, своего газового фьючерса у нас нет по причине глупости правящего класса). Никого не слушайте. Не читайте СМИ. Не спрашивайте совета у интернет-экспертов. Мужественно и стойко рубите бабло. Вот и все.
Удачи!))
23 Ноя 2024 22:49 |
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+100 ₽ |
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Комментарии (1)
24 Ноя |
Если пойдет по такой траектории, то попробую проехаться. Под вашу ответственность!))
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