Repliessteemitboard (66)in bitcoin • 5 years agoRE: Controlliamo il nostro crypto portafoglio con ExcelCongratulations @plasmx92! You received a personal award! Birthday! - You are on the Steem blockchain for 1 year! You can view your badges on your Steem Board and compare to others on…steemitboard (66)in bitcoin • 5 years agoRE: Controlliamo il nostro crypto portafoglio con ExcelCongratulations @plasmx92! You have completed the following achievement on the Steem blockchain and have been rewarded with new badge(s) : received more than 500 upvotes. Your next target is to…steemitboard (66)in ita • 6 years agoRE: CoinGecko: l'alternativa a CoinMarketcap da conoscereCongratulations @plasmx92! You have completed the following achievement on the Steem blockchain and have been rewarded with new badge(s) : published more than 10 posts. Your next target is to…steemitboard (66)in ita • 6 years agoRE: Exodus: il miglior wallet multivaluta per principiantiCongratulations @plasmx92! You have completed the following achievement on the Steem blockchain and have been rewarded with new badge(s) : received more than 250 upvotes. Your next target is to…partiko (66)in ita • 6 years agoRE: TronTrade: l'exchange decentralizzato di TronHello @plasmx92! This is a friendly reminder that you have 3000 Partiko Points unclaimed in your Partiko account! Partiko is a fast and beautiful mobile app for Steem, and it’s the most popular…steemitboard (66)in ita • 6 years agoRE: TronTrade: l'exchange decentralizzato di TronCongratulations @plasmx92! You have completed the following achievement on the Steem blockchain and have been rewarded with new badge(s) : made more than 10 upvotes. Your next target is to reach…steemitboard (66)in politica • 6 years agoRE: Blockchain, una grande opportunità di TRASPARENZA. Il caso ItalianoCongratulations @plasmx92! You have completed the following achievement on the Steem blockchain and have been rewarded with new badge(s) : published your First Post got a First Vote received…lallo (60)in matematica • 6 years agoRE: Vi siete mai chiesti perché un qualsiasi numero elevato alla 0, da 1?Esatto!! volendo una volta chiarito che x^n = x * x *... * x e x^(-n) = 1/(x * x * ... * x) si può anche dire che x^0 = x^(n-n) e utilizzando le proprietà delle potenze diventa: x^0 = x^(n-n) =…
