For Ether, transaction fees differ by computational complexity, bandwidth use, and https://lenincoin.com/ storage needs, while Bitcoin transaction fees differ by transaction size and whether the transaction uses SegWit. In September 2018, the median transaction fee for Ether corresponded to $0.017, while for Bitcoin it corresponded to $0.55. Blockchains are secure by design and are an example of a distributed computing system with high Byzantine fault tolerance.
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"