Spud,
So I looked up miracles of Buddha and found that no records exist until about 300 years after he supposedly did. Do you have anything that beats this?
So you’re proposing that 30-odd years after the event must be spot on, whereas 300 years won’t be? Seriously? Seems a bit odd don’t you think given that a group of a just a few people playing a game of Chinese whispers get it wrong after just a few
minutes of re-telling?
Getting details about circumatances right suggests that the authors wouldn't make mistakes when it comes to details of miracles.
Don’t be daft. “At 2.30pm on the corner of Pilgrim Way and Supplicant Street Fred saw a miracle” tells you nothing at all about whether Fred saw an actual miracle rather than just thought he did even though the time and address may be spot on.
That leaves us with deliberate fabrication and legend.
And honest mistake remember?
Well, the gospels are too early to be legends. Later pseudo-gospels (which I haven't studied) apparently have much less circumstantial detail, such as names of places and people. This is characteristic of legend. As for fabrication: taken on its own, carefully fabricated gospels containing made-up miracles would be simple to diagnose, as at least one of the evangelists or diaciples would be likely to admit he had made it up, if under pressure. Combine the two
however (much detail plus not admitting to making them up) and you have a much stronger case for genuine miracles.
No you don’t. You have no case at all in fact, at least that is unless you’ve found a way to validate what the alleged witnesses
thought they saw by way of an explanation.
Go back and read the description of the miracles and tell me they are magic tricks!
Fairly straightforwardly I’d have thought, but that’s not my job. You’re the one who claims that deliberate trickery (and all the other possible non-miraculous explanations) have been “eliminated”, so it’s your job to demonstrate that. It’s called the burden of proof. All I have to do though is to suggest the other ways the accounts
could have come about – a trivially easy thing to do.