Imagine an attacker has amassed 20% of the network's hash power, and is looking to trick someone by double spending a 1-confirmation transaction.
He sends 10btc to Bob, Bob waits for 1 confirmation, and sends the attacker some other cryptocurrency in exchange.
Now the attacker creates an alternative transaction that spends the same coins to himself instead, and has to create a block containing his double-spend transaction, as well as another block based on that previous one, in order to create a 'longest chain' containing his double spend.
What is his probability of succeeding? Enter answer in percents, accurate to two decimal places.
Imagine an attacker has amassed 20% of the network's hash power, and is looking to trick...
Imagine an attacker has amassed 42% of the network's hash power, and is looking to trick someone by double spending a 3-confirmation transaction. He sends 10btc to the recipient, recipient waits for 3 confirmations, and sends the attacker some other cryptocurrency in exchange. Now the attacker creates an alternative transaction that spends the same bitcoins to himself instead, and has to create a block containing his double-spend transaction, as well as more blocks on top of that first one, in...