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"Because when you're 10, a year is a 10th of your life, and when you're 40, its a 40th. Einstein wasn't wrong." You typed it so much quicker than me ![]() | |||
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"It seems to go faster as it about how much of our life the time period is As in at age 10 a year was a tenth of our life so proportionally is quite a lot Get to 40 and a year is a fortieth of our life and proportionally is so much smaller ... Not explaining very well ![]() ![]() Or you could read the post above | |||
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"It’s become a common complaint–almost a joke–that time seems to whiz by faster and faster as we get older. Of course, aging doesn’t grant us the power to disrupt the space-time continuum, so it’s not a real problem. But why do we perceive it to be?" I think it is our perception. When the world is relatively new and unexplored to us, we spend time examining it in detail. As we get older, one hour can be pretty much the same as the last. | |||
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"Because when you're 10, a year is a 10th of your life, and when you're 40, its a 40th. Einstein wasn't wrong." Aye this....explained a lot better than I could've explunked it! ![]() | |||
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"Because when you're 10, a year is a 10th of your life, and when you're 40, its a 40th. Einstein wasn't wrong." Surely this suggests the opposite? As the same period of time covers less and less of your life it would give the impression of time slowing down. 1 year at 10 = 10th of your life, whilst 1 year at 40 = 40th of your life. This describes temporal expansion ![]() | |||
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"Because when you're 10, a year is a 10th of your life, and when you're 40, its a 40th. Einstein wasn't wrong. Surely this suggests the opposite? As the same period of time covers less and less of your life it would give the impression of time slowing down. 1 year at 10 = 10th of your life, whilst 1 year at 40 = 40th of your life. This describes temporal expansion ![]() A tenth of a bag of M&Ms is larger than a 40th of a bag of M&Ms. | |||
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"Because when you're 10, a year is a 10th of your life, and when you're 40, its a 40th. Einstein wasn't wrong. You typed it so much quicker than me ![]() That's because lusty's older Einstein ![]() | |||
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"Because when you're 10, a year is a 10th of your life, and when you're 40, its a 40th. Einstein wasn't wrong. Surely this suggests the opposite? As the same period of time covers less and less of your life it would give the impression of time slowing down. 1 year at 10 = 10th of your life, whilst 1 year at 40 = 40th of your life. This describes temporal expansion ![]() Ah but a 10th of a 10gram bag of M&M's is the same as a 40th of a 40gram bag of M&M's... which is what's going on in this instance ![]() | |||
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"Because when you're 10, a year is a 10th of your life, and when you're 40, its a 40th. Einstein wasn't wrong. Surely this suggests the opposite? As the same period of time covers less and less of your life it would give the impression of time slowing down. 1 year at 10 = 10th of your life, whilst 1 year at 40 = 40th of your life. This describes temporal expansion ![]() ![]() Ah, but we never think we're as old as we are. ![]() | |||
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"Because when you're 10, a year is a 10th of your life, and when you're 40, its a 40th. Einstein wasn't wrong. Surely this suggests the opposite? As the same period of time covers less and less of your life it would give the impression of time slowing down. 1 year at 10 = 10th of your life, whilst 1 year at 40 = 40th of your life. This describes temporal expansion ![]() ![]() ![]() Precisely... so take the ratio of your life out of your equation, as we're never really aware of time in relation to the length of our life, and instead of 10th and 40th you get... 1 year ![]() ![]() ![]() ![]() | |||
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