Обзор рынка 16 февраля 2021
Обзор рынка 16 февраля 2021
Обзор рынка 16 февраля 2021
16.02.2021
Обзор рынка 16 февраля 2021<br>
<br>
Как отмечалось в одном из предыдущих аналитических обзоров, целью повышения американского рынка акций, показателем которого является фондовый индекс US500, является отметка 4000 пунктов. По состоянию на 16 февраля значение индекса практически достигло указанной цели и составляет 3934 пункта.<br>
<br>
Возникает резонный вопрос: продолжится ли ростовая динамика рынка акций во второй половине февраля?<br>
<br>
Для ответа на этот вопрос проведен анализ динамики US500 за последние 20 лет, начиная с 2001 года.<br>
<br><div>
Данные анализа представлены в таблице.</div><div><br></div><div><br></div>
<img src="data:image/png;base64,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"><br>

ВЫВОДЫ:

1. Полученные результаты однозначно свидетельствуют о высокой вероятности коррекционного снижения рынка акций во второй половине февраля.

При этом целью снижения показателя является диапазон 3650-3700 пунктов.

2. Одновременно с этим можно отметить техническую картину, сложившуюся в ведущих валютных парах с присутствием американского доллара, указывающую на высокую вероятность укрепления американской валюты в оставшиеся торговые сессии февраля.

Другие новости
Все новости
Анализ рынка на неделю (26.04.22)
Анализ рынка на неделю (26.04.22)
Обзор актуальных активов на текущей неделе: Российский рубль (USDRUB), Евро к доллару (EURUSD), Британский фунт (GBPUSD), Фондовый индекс Nasdaq100, акции компании Twitter Inc (TWTR)
Анализ рынка (21.06.22)
Анализ рынка (21.06.22)
Обзор актуальных активов на текущей неделе: Фондовый индекс Nasdaq100, Биткоин (BTCUSD), Золото, Нефть, Российский индекс MOEX и Российский рубль.
Анализ рынка на неделю с 12 по 16 апреля 2021
Анализ рынка на неделю с 12 по 16 апреля 2021
Актуальные рекомендации по основным торговым инструментам от Михаила Вавилова.
Аналитика на неделю от Айрата Гусмановича Саттарова
Аналитика на неделю от Айрата Гусмановича Саттарова
Основными событиями текущей и следующей недель на финансовых рынках являются...
Анализ рынка на неделю с 1 по 5 марта 2021
Анализ рынка на неделю с 1 по 5 марта 2021
Актуальные рекомендации по основным торговым инструментам от Максима Солодухо.
Анализ рынка на неделю (08.02.22)
Анализ рынка на неделю (08.02.22)
Обзор актуальных активов на текущей неделе: Евро (EURUSD), Российский рубль (USDRUB), Золото (XAUUSD) и фондовый индекс Nasdaq100
Поможем с выбором
Оставьте заявку и мы поможем разработать индивидуальную инвестиционную стратегию, определим ваш уровень и подберем оптимальный для вас курс.