در حالی که قیمت بزرگترین ارز دیجیتال جهان یعنی بیت کوین اخیراً با فراز و نشیبهایی روبرو بوده است، برخی از روسای بانکهای مرکزی جهان درباره سوددهی و نوسانات ذاتی داراییهای رمزنگاری شده ابراز تردید کردهاند.
استفان اینگوِز، رئیس بانک مرکزی سوئد، در جریان کنفرانس بانکی اخیر در استکهلم تأکید کرد که ارزش بیت کوین میتواند به شدت سقوط کند. وی این ارز دیجیتال را با جمع آوری تمبر مقایسه کرد و در اعتبار و امکانسنجی بلند مدت آن ابراز تردید کرد. وی گفت: «پول خصوصی معمولاً دیر یا زود از بین میرود.»
اینگوِز در ادامه تأکید کرد که نظارت بر ارزهای رمزنگاری شده با افزایش محبوبیت داراییهای دیجیتال احتمالاً افزایش خواهد یافت.
در عین حال، آلخاندرو دیاز دی لئون، رئیس بانک مرکزی مکزیک، نیز روز پنجشنبه گفت که از نظر وی، بیت کوین یک ابزار مبادلهای است نه پول قانونی. وی با اشاره به نوسانات شدید قیمت بیت کوین، آن را به عنوان یک ذخیره با ارزش پایین توصیف کرد.
![68.jpg](data:image/jpeg;base64,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)
وی گفت: هر شخصی بیت کوین را در ازای یک کالا یا خدمات دریافت میکند، ما معتقدیم که این بیشتر شبیه مبادله پایاپای است چرا که این شخص کالایی را با یک کالا عوض میکند، اما در واقع پول را با یک کالا عوض نمیکند.
دی لئون افزود: مردم نمیخواهند قدرت خرید آنها یا حقوق آنها 10 درصد از روزی به روز دیگر افزایش یا کاهش یابد. شما این نوسان را برای قدرت خرید نمیخواهید. از این نظر، بیت کوین محافظ خوبی برای ارزش نیست.
وی تأکید کرد که مکزیک با توجه به آنچه که او به عنوان معایب بیت کوین توصیف کرد، مانند السالوادور به دنبال استفاده از ارز رمزنگاری شده به عنوان واحد پول خود نخواهد بود.
به گفته تام موتون، مدیر فناوری بانک مرکزی انگلستان، فناوری ارزهای دیجیتالی بانکهای مرکزی در واقع میتواند «دهها هزار برابر کارآمدتر» از فناوری بیت کوین در هر تراکنش باشد.
وی طی اظهاراتی در ماه ژوئن گفت: با توجه به کاستیهای عملکردی و ناکارآمدی انرژی، به هیچ وجه نوع فناوری ما در ارز دیجیتال بانک مرکزی قابل مقایسه (با فناوری بیت کوین) نیست.
بر اساس این گزارش، بیت کوین بیش از 9 درصد از پایینترین قیمت خود طی یک هفته یعنی 42900 دلار افزایش یافته است و نسبت به سال گذشته بیش از 61 درصد افزایش یافته است.
لینک مطلب:
https://www.eranico.com/fa/content/140823