ارزش بیت کوین پس از یکماه کاهش مداوم، امروز ۱۴ تیر ۱۴۰۳ به پایینترین سطح دو ماه گذشته رسید. گفته میشود این افت تحتتأثیر انتخابات ریاستجمهوری آمریکا و گزارشهایی درمورد عرضهی بیت کوینهای یک صرافی ورشکسته در توکیو اتفاق افتاده است.
قیمت بیت کوین با بیشاز ۲ درصد کاهش به ۵۷٬۸۴۳ دلار رسید که پایینترین قیمت از ۲ می (۱۳ اردیبهشت ۱۴۰۳) محسوب میشود و فقط در این هفته بیشاز ۶ درصد از ارزش خود را ازدست داده است.
به گزارش رویترز، پادشاه رمزارزها در ماههای اخیر تحت فشار بوده است و روند نزولی آن پساز مناظرهی انتخاباتی اول میان نامزدهای ریاستجمهوری ایالات متحده یعنی جو بایدن و دونالد ترامپ سرعت گرفت زیرا این دو شخصیت، دیدگاههای متفاوتی نسبتبه رمزارزها دارند.
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)
بیت کوین پساز راهاندازی صندوقهای قابل معامله در بورس (ETF) در ایالات متحده، شروع قدرتمندی را در سال جاری تجربه کرد و در اواسط مارس (اواخر اسفند ۱۴۰۲) با ورود سرمایه گذاران به این حوزه به رکورد قیمتی ۷۳٬۸۰۳ دلار رسید. بههرحال، این روند صعودی متوقف شد و ارزش بیت کوین از آن زمان تاکنون بیشاز ۲۱ درصد کاهش یافته است.
تحلیلگران میگویند فضای سیاسی پرتنش، همراه با انتخابات درحال انجام در فرانسه و بریتانیا، در کنار تغییر شانس مبارزات انتخاباتی آمریکا، منجر به کاهش ریسک برخی سرمایهگذاران شده است. تحلیلگران همچنین به بازپرداخت بدهی طلبکارانِ صرافی ورشکستهی Mt. Gox اشاره میکنند که میتواند باعث کاهش بیشتر قیمت بیت کوین شود زیرا امکان دارد طلبکاران، دارایی خود را به بازار عرضه کنند.
زومیت