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Bitcoin ETFs Clustered EMA [UOI]
Diupdate
The 'Bitcoin ETFs Clustered EMA [UOI]' is designed to track and analyze the combined movement of various Bitcoin-related ETFs. This indicator incorporates a range of prominent ETFs, including iShares Bitcoin (IBIT), Bitwise Bitcoin (BITB), Tidal Bitcoin (DEFI), ARK Bitcoin (ARKB), Grayscale Bitcoin (GBTC), Fidelity Bitcoin (FBTC), WisdomTree Bitcoin (BTCW), Invesco Bitcoin (BTCO), Valkyrie Bitcoin (BRRR), VanEck Bitcoin (HODL), and Franklin Bitcoin (EZBC). By normalizing their prices to a unified scale and applying Exponential Moving Averages (EMAs) of different lengths (Short, Long, and Extra Long), it provides a comprehensive view of the aggregated trend strength and direction in the Bitcoin ETF market. Its color-coded plotting system offers quick visual cues for market sentiment, making it an invaluable tool for traders focusing on Bitcoin-related securities.
Apply this indicator to the charts of
MARA or 
SPY to see how you can effectively trade these ETFs.
Remember, these do not trade 24/7, so when applied to a Bitcoin chart, the indicator only properly shows during regular trading hours. Also, since these ETFs were recently launched, don't expect them to work properly on longer timeframes like the daily chart. You need to use it on lower timeframes; otherwise, the EMAs may not display correctly. As time passes, you will be able to use it on higher timeframes.
Apply this indicator to the charts of
MARA or SPY to see how you can effectively trade these ETFs.Remember, these do not trade 24/7, so when applied to a Bitcoin chart, the indicator only properly shows during regular trading hours. Also, since these ETFs were recently launched, don't expect them to work properly on longer timeframes like the daily chart. You need to use it on lower timeframes; otherwise, the EMAs may not display correctly. As time passes, you will be able to use it on higher timeframes.
Catatan Rilis
Updated length since now one month has passed from the life of BTC ETFsSkrip terproteksi
Skrip ini dipublikasikan secara closed-source dan anda dapat menggunakannya dengan bebas. Anda dapat memfavoritkannya untuk digunakan pada grafik. Anda tidak dapat melihat atau mengubah kode sumbernya.
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