KRİPTO PİYASALARINDA 3 İNDİKATÖRLE KAZANDIRAN ALIM- SATIM TAKTİĞİ

Kripto para yatırımcısının dostu, balık vermeyen balık tutmayı öğreten Aydın Bilek, para kazandıran bilgileri vermeye devam ediyor. İştern...


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Kripto para yatırımcısının dostu, balık vermeyen balık tutmayı öğreten Aydın Bilek, para kazandıran bilgileri vermeye devam ediyor. İşternet.com Kripto Para Yatırım Eğitmeni Aydın Bilek, sadece 3 indikatörle nasıl alım satım kararı verilir bu videoda anlatıyor. Üstelik herkesin anlayabileceği, sade bir dil ve örneklerle… – Kripto para hangi seviyelerde ucuz ve alım bölgesinde olur? – İndikatör ne gösterdiğinde satmalısınız? – %3, %5 ve daha fazlası kazançlar için nelere dikkat etmelisiniz? – Zamanınız çoksa nasıl davranmalısınız? – Çok fazla zamanınız yoksa kararlarınızı neye göre vermelisiniz? 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 için https://isternet.com/bumerang Kripto Yatırım Eğitmeni Aydın Bilek’in yüz yüze VIP Kripto Eğitimi artık tüm Türkiye’de! Sen de geleceğin ekonomisi hakkında bilgi sahibi olmak, finansal…

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KRİPTO PİYASALARINDA 3 İNDİKATÖRLE KAZANDIRAN ALIM- SATIM TAKTİĞİ

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Aydın Bilek Kripto Para Yatırım Eğitmeni: KRİPTO PİYASALARINDA 3 İNDİKATÖRLE KAZANDIRAN ALIM- SATIM TAKTİĞİ
KRİPTO PİYASALARINDA 3 İNDİKATÖRLE KAZANDIRAN ALIM- SATIM TAKTİĞİ
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Aydın Bilek Kripto Para Yatırım Eğitmeni
https://aydinbilek.blogspot.com/2022/07/kripto-piyasalarinda-3-indikatorle.html
https://aydinbilek.blogspot.com/
https://aydinbilek.blogspot.com/
https://aydinbilek.blogspot.com/2022/07/kripto-piyasalarinda-3-indikatorle.html
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