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John Titor's Legacy
unanswered questions
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<blockquote data-quote="Sue" data-source="post: 92153" data-attributes="member: 6122"><p>30. Getting back to my exact worldline of origin is impossible but it depends on how you define the correct worldline. I can get close enough so neither I nor anyone there would know the difference. It relates to the classic example of cutting a distance in half to reach it. You can always get closer but never there. It also has a lot do with neighboring universes on Penrose diagrams but that requires more math.</p></blockquote><p></p>
[QUOTE="Sue, post: 92153, member: 6122"] 30. Getting back to my exact worldline of origin is impossible but it depends on how you define the correct worldline. I can get close enough so neither I nor anyone there would know the difference. It relates to the classic example of cutting a distance in half to reach it. You can always get closer but never there. It also has a lot do with neighboring universes on Penrose diagrams but that requires more math. [/QUOTE]
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John Titor's Legacy
unanswered questions
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