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Let proposition P1 = Judas Iscariot will inherit eternal life on the new earth after resurrection.Judas did a terrible thing, hence the harsh descriptions of him in the gospel of John. But he did regret it, almost immediately. And we're told that our Lord loves us and goes to search for his lost sheep when we stray off course. I'd say that we do not know Judas' eternal fate, whether Jesus was able to find and rescue this lost sheep.
verse?And seeing as Jesus did forgive him .... It's just not my call
Did you read the OP?You first ....
Show me where he won't have eternal life (under the law since he died shortly after Christ was taken up.)
I did ....You concluded with............ "at one time, but no, not for eternal life".Did you read the OP?
Let proposition P1 = Judas Iscariot will inherit eternal life on the new earth after resurrection.I did ....You concluded with............ "at one time, but no, not for eternal life".
How were sins forgiven under the Mosaic law ...and for how long? ....and were the sins qualified (excluding the unforgivable, which is not what Judas committed)
Let proposition P1 = Judas Iscariot will inherit eternal life on the new earth after resurrection.
Between 0 and 10, how much weight do you put on each of the above propositions? The stronger your belief in a proposition, the higher the weight.
See Subjective (Bayesian) Probability and follow up there.They're NOT probabilities, because we don't have access to the kinds of statistical information that would give us genuine probabilities.
See Subjective (Bayesian) Probability and follow up there.
Sure. Do you know that it is commonly used in AI, decision theory, and stock trading bots?I'm not comfortable equating Bayesian probability with subjective anything. Bayes' Rule is useful for working with conditional probabilities, but underneath it there have to be genuine probabilities -- we count events, and conjunctions of events, and put them into a formula. I don't see how we have those numbers. "I feel pretty confident" isn't really a number. So, unless we have some actual numbers, actual conditional probabilities, I'll step away from the discussion.
Sure. Do you know that it is commonly used in AI, decision theory, and stock trading bots?
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