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On 11/4/2024 6:26 AM, WM wrote:You are wrong. The intervals together cover a length of less than 3. The whole length is infinite. Therefore there is plenty of space for a point not in contact with any interval.On 03.11.2024 23:18, Jim Burns wrote:On 11/3/2024 3:38 AM, WM wrote:Further there are never
two irrational numbers
without a rational number between them.This point,>(Even the existence of neighbouring intervals>
is problematic.)
There aren't any neighboring intervals.
Any two intervals have intervals between them.
That is wrong in geometry.
The measure outside of the intervals is infinite.
Hence there exists at least one point outside.
This point has two nearest intervals
which is on the boundary of two intervals,
is not two irrational points.
Further there are neverNot in reality. But in the used model.
two irrational numbers
without an interval between them.
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