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Reed-Solomon codes are advantageous for their ability to correct multiple symbol errors in data transmission, making them widely used in digital communications and storage, such as CDs and QR codes. They are effective in scenarios with burst errors and provide strong error correction capabilities. However, their disadvantages include increased computational complexity and larger overhead compared to simpler codes, which can lead to inefficiencies in bandwidth usage. Additionally, they require a finite field setup, which can complicate implementation in some scenarios.
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