Предыдущий мой блог про нефть датируется 30-м мая, и назывался он
«Затишье перед бурей.»
Напомню, что та сот-отчетная неделя закрылась по 55.
Дословно сказано было:
«Фонды скинув остатки лонгов, могут сквизануть своповиков и спекулянтов, загнав нефть под 40 баксов и заодно перезагрузиться дешевыми рублями, песами и рантами.
Ну что б еще полгодика постричиь баранов перед отправкой на мясо.»
Получите — распишитесь.
Похоже что WTI по 43 это еще не коне
ц, ситуация еще больше накаляется.
А накаляется ситуация потому, что цена падает, а чистый ОИ растет, то есть кто-то вместо закрытия убыточных лонгов ДОБАВЛЯЕТСЯ!
Чем такие вещи заканчиваются хорошо известно.
И очень, очень вероятно что сейчас именно такой случай. Как в Апреле не пронесет. ИМХО.
Смотрим базовую картинку
![НЕФТЬ. СОТы. Тренд развернется тогда и только тогда... НЕФТЬ. СОТы. Тренд развернется тогда и только тогда...](/uploads/images/03/28/25/2017/06/21/0c9142.png)
![НЕФТЬ. СОТы. Тренд развернется тогда и только тогда... НЕФТЬ. СОТы. Тренд развернется тогда и только тогда...](/uploads/images/03/28/25/2017/06/21/566a8c.png)
Фонды вяло кроют лонги, но при этом резко наращивают шорты.
Такое количество шортов на руках означают что при любом удобном случае цена может улететь вверх.
Но шорты можно крыть умышленно, что бы двигать цену вверх, и увеличивать экспозицию.
А можно крыть во время сквиза, когда проигравшие кроют убыточные лонги.
Сейчас на стороне потенциального мяса у нас Спекулянты и Толпа
(СВОповики то же в $опе, но им ничего не угрожает, у них денег много)
![НЕФТЬ. СОТы. Тренд развернется тогда и только тогда... НЕФТЬ. СОТы. Тренд развернется тогда и только тогда...](/uploads/images/03/28/25/2017/06/21/f0771b.png)
![НЕФТЬ. СОТы. Тренд развернется тогда и только тогда... НЕФТЬ. СОТы. Тренд развернется тогда и только тогда...](/uploads/images/03/28/25/2017/06/21/0ede5c.png)
![НЕФТЬ. СОТы. Тренд развернется тогда и только тогда... НЕФТЬ. СОТы. Тренд развернется тогда и только тогда...](/uploads/images/03/28/25/2017/06/21/33e778.png)
Они скупают шорты фондов, а те им от души наливают.
По сему сквизовая сопля может растянуться еще на 4-5 баксов вниз от текущих.
Хотя картинки с сот-ами относятся к 13 Июня, и с тех пор нефть упала на 3-и бакса, но сдается мне, что это еще не сквиз. (узнаем в пятницу)
Будьте осторожны, берегите депозит.
Всем удачи.
P/S/
Плюсов больше, посты чаще.
![НЕФТЬ. СОТы. Тренд развернется тогда и только тогда... НЕФТЬ. СОТы. Тренд развернется тогда и только тогда...](http://data:image/png;base64,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)
Это общая цифра по миру. Соотношение 98:2. Соотношение Эенштейна.
98% сливают, а 2% остаются в нулях.
P.s.
А сливают потому, что мои посты не плюсуют.
(шутка)
там всё было подробно.
«Фонды скинув остатки лонгов, они могут сквизануть спекулянтов...
Получите — распишитесь.»
))))) «этапять!»