It's to emotional. How would miner know which transaction is signed by you and which is signed be adversary? Miner will pick up highest paying transaction.
Nodes don't accept double spend transactions, at least the Bitcoin Core ones don't. Instead the return an error saying there is a tx mempool conflict.
Nodes don't accept conflicting transactions and they do not replay them, so a second transaction would only be available to the nodes that came online after the first transaction was sent or discarded the first one due to it being unconfirmed for too long or something like that.
At the moment 10-30 minutes sounds as a bad joke. 2-3 days is more reasonable time-frame.
To me both of these ranges seem artificial and make no sense. On average block is mined every 10 minutes and if everything is working correctly in the future, optimally all transactions would be added in the very next block. So depending on when transaction was published compared to this this period between two blocks, it would likely be 5 minutes on average.
If it is doable in a long amount of time, it definitely would be double in a short amount of time just more expensive.
I am no quantum physicist, but I don't think that quantum computers work like that, not like classical ones. Completely different story.
As I understand, quantum computer will either do the job practically instantly or will not be able to do it at all if it is not big enough.
I think that a bigger quantum computer doesn't add to speed, just in capacity of how many bits you can put in this superposition state.
And the speed of every quantum computer is achieved by moving electrons exactly by speed of light, as it uses super cooled wires or whatever as super conductors.
All of this seems very unreal to me as well, but that is the universe for you. It makes no sense, but is apparently true.
Just like that it might be impossible to scale quantum computers due to the system stop being quantum if it becomes big enough.
Number of computations done by these machines should grow exponentially by adding new quantum bits, but the difficulty of building them grows exponentially as well for every bit added.
Very weird technology, no doubt.