BITCOIN NEDEN DÜŞÜYOR? KRİPTODA SABIKALI EYLÜL AYI – Aydın Bilek ile Kripto Aktüel

Kripto para piyasalarının nabzını tutan, yatırımcının sorularına cevap veren Aydın Bilek ile Kripto Aktüel, yine bol bol bilgi veren bir b...


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Kripto para piyasalarının nabzını tutan, yatırımcının sorularına cevap veren Aydın Bilek ile Kripto Aktüel, yine bol bol bilgi veren bir bölümüyle yayında. Bu hafta; – Bitcoin neden düşüyor? Nedenleri neler? Piyasada nasıl davranmalı? – Ethereum’daki merge güncelemesi neler getirecek? Fiyatı nasıl etkileyecek? Üstelik Aydın Bilek ile Kripto Aktüel’in bu bölümü teknik analiz paketi hediyeli. İşternet’in yeni hizmete sunduğu teknik analiz paketi, 5 takipçimize hediye edilecek. Bunun için tek yapman gereken İşternet Instagram sayfasını takip etmek, alttaki çekiliş postumuzu beğenip, yorum bırakmak. Çekiliş postumuz: https://www.instagram.com/p/CilDhxSq9j2/ Yorum yapanlar arasında yapılacak çekilişle 5 Instagram takipçimize 1 aylık teknik analiz paketi hediye edeceğiz. Teknik analiz hizmetimizle ilgili detaylı bilgi için; https://isternet.com/coinAnalysis/landing Aydın Bilek’ten e- kitap “Kripto Paranın Temeli” çıktı. İnternet sitemizden ücretsiz indirebilirsiniz. https://isternet.com/e-book-kripto-paranin-temeli Aydın Bilek’in yepyeni eğitimi Bumerang çıktı. Eğer “param var ama zamanım yok” diyorsan, riski sevmiyorsan bu eğitim tam sana göre! Bumerang tekniği ile siz de sürekli gelir elde edin… Detaylar…

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BITCOIN NEDEN DÜŞÜYOR? KRİPTODA SABIKALI EYLÜL AYI – Aydın Bilek ile Kripto Aktüel

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Aydın Bilek Kripto Para Yatırım Eğitmeni: BITCOIN NEDEN DÜŞÜYOR? KRİPTODA SABIKALI EYLÜL AYI – Aydın Bilek ile Kripto Aktüel
BITCOIN NEDEN DÜŞÜYOR? KRİPTODA SABIKALI EYLÜL AYI – Aydın Bilek ile Kripto Aktüel
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Aydın Bilek Kripto Para Yatırım Eğitmeni
https://aydinbilek.blogspot.com/2022/11/bitcoin-neden-dusuyor-kriptoda-sabikali.html
https://aydinbilek.blogspot.com/
https://aydinbilek.blogspot.com/
https://aydinbilek.blogspot.com/2022/11/bitcoin-neden-dusuyor-kriptoda-sabikali.html
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