به نقل از بیتکوین نیوز، هدف مثلث متقارن حدود ۳۰ هزار دلار است بنابراین انتظار داریم قیمتها از این نقطه افزایش یابند. با توجه به اینکه سطح ۳۰هزار دلار بهعنوان حمایت روانی همچنین یک هدف عمل میکند، احتمال بالا رفتن از این نقطه را شاهد خواهیم بود.
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یکی از تحلیلگران این حوزه اظهار کرد: قیمت بیتکوین حدود یک سال است که در یک فاز جانبی بین ۳۰ هزار تا ۶۵ هزار دلار بوده است. بر این اساس، ما معتقدیم که قیمت حدود ۳۰ هزار دلار میتواند نقطه ورود خوبی باشد. پس از رسیدن قیمت به ۳۰ هزار دلار، قیمت میتواند به ۴۰ هزار دلار سپس ۶۵ هزار دلار افزایش یابد. بنابراین، اگر این سناریو رخ دهد قیمتها میتوانند بیش از ۱۰۰ درصد افزایش یابند در نتیجه میتوانید پول خود را در میانمدت دو برابر کنید.
نه تنها مرحله جانبی نشانگر این است که قیمت میتواند تا ۶۵ هزار دلار افزایش یابد بلکه خط روند حمایت ۶ ساله نیز به وضوح در شکل ذیل قابل مشاهده است. این خط روند به زودی از حمایت ۳۰ هزار دلاری عبور خواهد کرد به همین دلیل ممکن است دیگر به این زودی شاهد قیمتهای زیر ۳۰ هزار دلار نباشیم.
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)
به خاطر داشته باشید که هنگام سرمایهگذاری در ارزهای دیجیتال، ریسک میکنید به همین دلیل مانند هر سرمایهگذاری همیشه باید اهداف خود را تعیین کنید و بدانید که چه زمانی باید وارد بازار و از آن خارج شوید.
مجموع ارزش بازار جهانی ارزهای دیجیتالی در حال حاضر ۱.۷۰ تریلیون دلار برآورد میشود که این رقم نسبت به روز قبل ۲.۶۲ درصد کمتر شده است.
در حال حاضر ۴۲.۴۸ درصد کل بازار ارزهای دیجیتالی در اختیار بیتکوین است. بیت کوین ۱۲ سال پیش توسط گروه گمنامی از معاملهگران بر بستر بلاکچین ایجاد شد و از سال ۲۰۰۹ معاملات اولیه آن شکل گرفت.
حجم کل بازار ارزهای دیجیتال در ۲۴ ساعت گذشته ۶۲.۴۴ میلیارد دلار است که ۱۵.۷۹ درصد افزایش داشته است. حجم کل در امور مالی غیر متمرکز در حال حاضر ۹.۶۲میلیارد دلار است که ۱۵.۴۱ درصد از کل حجم ۲۴ ساعته بازار ارزهای دیجیتال است. حجم تمام سکههای پایدار اکنون ۵۲.۱۹ میلیارد دلار است که ۸۳.۵۸ درصد از کل حجم ۲۴ ساعته بازار ارزهای دیجیتال است.
به روز رسانی قیمت ارزهای دیجیتالی (تا ساعت ۷ صبح به وقت شرقی)
این رده حاوی تغییرات قیمتی ۱۰ ارز دیجیتالی بزرگ از نظر ارزش بازار است.
۱- بیتکوین
قیمت: ۳۸ هزار و ۰۵۹.۴۱ دلار
تغییرات قیمتی ۲۴ ساعت گذشته: ۲.۹۰ درصد کاهش
تغییرات قیمتی یک هفته اخیر: ۰.۶۶ درصد افزایش
۲- اتریوم
قیمت: ۲ هزار و ۵۲۴.۰۱ دلار
تغییرات قیمتی ۲۴ ساعت گذشته: ۲.۶۷ درصد کاهش
تغییرات قیمتی یک هفته اخیر: ۰.۱۰ درصد افزایش
۳- بایننس کوین
قیمت: ۳۶۴.۱۳ دلار
تغییرات قیمتی ۲۴ ساعت گذشته: ۳.۱۸ درصد کاهش
تغییرات قیمتی یک هفته اخیر: ۰.۸۵ درصد کاهش
۴- تتر
قیمت: ۱.۰۰ دلار
تغییرات قیمتی ۲۴ ساعت گذشته: ۰.۰۱ درصد افزایش
تغییرات قیمتی یک هفته اخیر: ۰.۰۰ درصد افزایش
۵- سولانا
قیمت: ۷۸.۹۴ دلار
تغییرات قیمتی ۲۴ ساعت گذشته: ۳.۷۰ درصد کاهش
تغییرات قیمتی یک هفته اخیر: ۳.۷۱ درصد کاهش
۶- کاردانو
قیمت: ۲۰.۷۸۸ دلار
تغییرات قیمتی ۲۴ ساعت گذشته: ۱.۲۰ درصد کاهش
تغییرات قیمتی یک هفته اخیر: ۲.۶۶ درصد کاهش
۷- ریپل
قیمت: ۰.۷۶۱ دلار
تغییرات قیمتی ۲۴ ساعت گذشته: ۴.۰۹ درصد کاهش
تغییرات قیمتی یک هفته اخیر: ۶.۳۷ درصد افزایش
۸- پولکا دوت
قیمت: ۱۷.۲۰ دلار
تغییرات قیمتی ۲۴ ساعت گذشته: ۵.۹۱ درصد کاهش
تغییرات قیمتی یک هفته اخیر: ۵.۰۷ درصد افزایش
۹ - یو اس دی کوین
قیمت: ۱.۰۰ دلار
تغییرات قیمتی ۲۴ ساعت گذشته: ۰.۰۲ درصد افزایش
تغییرات قیمتی یک هفته اخیر: ۰.۰۲ درصد افزایش
۱۰- دوج کوین
قیمت: ۰.۱۱۱۱ دلار
تغییرات قیمتی ۲۴ ساعت گذشته: ۳.۹۷ درصد کاهش
تغییرات قیمتی یک هفته اخیر: ۶.۸۹ درصد کاهش
ایسنا