KRİPTO PİYASASINDA AYI SEZONU MU GELİYOR? Bitcoin'de Kritik Eşik Neresi? Metaverse’te Arsa Almak

1000$ ödüllü yılbaşı çekilişimize katılmak için formu doldurmayı unutmayın! https://forms.gle/Qr2y1SjRndr2dhEg7 Kripto para yatırımcısının...


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1000$ ödüllü yılbaşı çekilişimize katılmak için formu doldurmayı unutmayın! https://forms.gle/Qr2y1SjRndr2dhEg7 Kripto para yatırımcısının Aydın Hoca’sı sizden gelen soruları yanıtlamayı sürdürüyor. – Bitcoin’deki düşüşün nedenleri neler? – Bitcoin’de yeni kritik eşik kaç bin dolar? – Minik bir ayı sezonu mu geliyor? – Metaverse’te arsa almak mantıklı mı? Sizlerin yönelttiği kripto para analizleri, sektördeki son gelişmeler, ince tüyolar ve çok daha fazlası Aydın Hoca Cevaplıyor’da… 00:35 Bitcoin’deki durumlar nedir? 04:28 Bitcoin’deki düşüşün nedenleri? 07:08 FORTH, ALPACA, LTO, FRONT analizleri 09:47 XRP için 2022 nasıl geçer? 12:12 BTC Plan B Stock to Flow modeli 19:04 Metaverse’te arsa almak mantıklı mı? 23:08 Eğitimi alan bir kişi kaç saatini bu işe ayırmalı? 25:01 BMON projesi 27:31 Bazı kripto paralar neden bazı borsalarda yok? 30:11 Minimum parayla yatırım yapanlar nasıl kar almalı? 36:16 Coinbase neden BNB listelemiyor? 38:38 Kuyruğu titretmek nedir? 40:46 RVN analizi 42:30 Cake gelecekte nasıl olur? YILBAŞI ÇEKİLİŞİ Daha önce 5 kişiye 100’er…

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KRİPTO PİYASASINDA AYI SEZONU MU GELİYOR? Bitcoin'de Kritik Eşik Neresi? Metaverse’te Arsa Almak

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Aydın Bilek Kripto Para Yatırım Eğitmeni: KRİPTO PİYASASINDA AYI SEZONU MU GELİYOR? Bitcoin'de Kritik Eşik Neresi? Metaverse’te Arsa Almak
KRİPTO PİYASASINDA AYI SEZONU MU GELİYOR? Bitcoin'de Kritik Eşik Neresi? Metaverse’te Arsa Almak
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
Aydın Bilek Kripto Para Yatırım Eğitmeni
https://aydinbilek.blogspot.com/2022/06/kripto-piyasasinda-ayi-sezonu-mu.html
https://aydinbilek.blogspot.com/
https://aydinbilek.blogspot.com/
https://aydinbilek.blogspot.com/2022/06/kripto-piyasasinda-ayi-sezonu-mu.html
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