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DCA - Explained with Examble - Degens & Newbies attention!
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Join the KAIA Campaign and Win Up to $10,000 in $KAIA! @KaiaChain is launching an exclusive campaign where you can showcase your Mini Dapp ideas! Here's your chance to reach over 200M+ users on LINE messenger through Kaia's EVM Layer1 blockchain. 🗓️ Campaign Runs: Dec 16, 2024 (00:00 UTC) - Dec 23, 2024 (23:59 UTC) 🎁 Prizes: $10,000 in $KAIA for the top 50 posts! How to Enter: Follow @KaiaChain on Binance Square. Post your original Mini Dapp idea on Binance Square using #RideTheKaiaWave. Your post should be at least 300 characters. Share your Binance Square post on X, tag @KaiaChain, and use #RideTheKaiaWave to boost visibility. Get creative, engage your followers, and let's innovate together! 🚀 #KaiaChain #MiniDapps
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2 SECONDS... 1 QUESTION FOR YOu!! Have you ever lost your hard earned money in a crypto #pump and #dump Scam? if YES, comment the amount you lost. if NO, share us your diamond hand knowledge our people & others can stay Safe. My experience in first comment.
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$TUAH How a Rug Pull made Crypto Scam Victims into a Family of Community!! #binance #hawktuah #cryptoacam #celebrityscam #tuahcoin #dyor Original Post
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Beleive me $10 can help you make $200. WHAT is #DCA . A strategy for #degens and #crypto #newbies In #binance app we have an option to see the loosers in a 24 hour volume market. DCA (Dollar-Cost Averaging) is an investment strategy where you invest a fixed amount of money in a cryptocurrency at regular intervals, regardless of its price. This reduces the impact of market volatility and avoids the risk of buying all at a high price. For example, if you have $10 and decide to invest $1 every week in Bitcoin: Week 1: Bitcoin price is $50,000; you buy 0.00002 BTC ($1 ÷ $50,000). Week 2: Bitcoin price drops to $40,000; you buy 0.000025 BTC ($1 ÷ $40,000). Week 3: Bitcoin price rises to $60,000; you buy 0.0000167 BTC ($1 ÷ $60,000). Over time, your $10 investment smoothens out the price fluctuations, reducing your risk of buying at a single high price.
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