BNB DÜŞECEK Mİ? SOLANA, AVAX, ADA COINLERİN GELECEĞİ!

İşternet.com Kripto Para Yatırım Eğitmeni Aydın Bilek, kripto para dünyasındaki güncel haberleri haftalık analizde yorumluyor. Sizden gele...


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İşternet.com Kripto Para Yatırım Eğitmeni Aydın Bilek, kripto para dünyasındaki güncel haberleri haftalık analizde yorumluyor. Sizden gelen soruları da yanıtlayarak kafanızdaki soru işaretlerini ortadan kaldırıyor. 00:37 -Kripto paralarda grafikler hangi zaman aralığına göre takip edilmeli? Güzel bir analiz için hangi zaman aralıklarını kullanmalıyız ve nelere dikkat etmeliyiz? 04:47 -Gerçekleşebilecek ani yükselişleri veya düşüşleri depth chart üzerinden alım ve satım emirlerini inceleyerek tahmin etmek mümkün mü? 07:38 -Solana, AVAX, ADA gibi sağlam projeleri olan coinlerin geleceği nasıl olur? Bir de CEEK coin hakkında bilgi verebilir misiniz? 11:48 -Grid Trade yapmalı mıyız? Artıları eksileri nelerdir? 13:47 -ARPA coin analizi 18:13 -MANA ile ilgili bilgi verir misiniz? 20:40 -Kripto piyasada Ethpad, Adapad gibi Launcpadlere güveniyor musunuz? 21:44 -ATLAS coin analizi 23:48 -Proof Of Work ve Proof Of Stake nedir? 25:58 -Bu kat kat yükselişler nasıl oluyor? Bu kadar alıcı nasıl toplanıyor, sürekli anılan bu tahta takibi olayı nedir? 29:06 -BNB, dolaşan arz %100…

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BNB DÜŞECEK Mİ? SOLANA, AVAX, ADA COINLERİN GELECEĞİ!

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Aydın Bilek Kripto Para Yatırım Eğitmeni: BNB DÜŞECEK Mİ? SOLANA, AVAX, ADA COINLERİN GELECEĞİ!
BNB DÜŞECEK Mİ? SOLANA, AVAX, ADA COINLERİN GELECEĞİ!
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
Aydın Bilek Kripto Para Yatırım Eğitmeni
https://aydinbilek.blogspot.com/2022/06/bnb-dusecek-mi-solana-avax-ada.html
https://aydinbilek.blogspot.com/
https://aydinbilek.blogspot.com/
https://aydinbilek.blogspot.com/2022/06/bnb-dusecek-mi-solana-avax-ada.html
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