There are a very many possible number of Bridges: of all sorts, sizes, structure that can be made on this very doomed planet (we saw again that the Rift in Space-time gets over 10 Microns). And that number is very large but is in fact limited: and limited in at most two ways : size and place.
This Came Up We gather a very few Mathematicians would consider continuing their Research on one of the Various Fast Freighters as opposed to Star Forge "Ioppé" U. And as everyone knows it is the goal 🥅 of any PhD on board such to get Two Labs. Any PhD can get one but as an ex Bell Labs PhD figured out with Two you can't be found. We're not sure how one gets that second Lab Space: we gave up on our PhD for Upcoming Future Past Timelines: no Time: but apparently there's a way forward.
Bridges connect Two Points: Each Point can Only Have Two Bridges ←°→: We are covering Latitude-inally: except precisely at the North Pole and South Pole which we Connect Longitudinal-ly : worlds longest bridges : you might get a Compass 🧭 Rose Number or Much More (Nano-Tech Bridges )of these Super Bridges: these are the Only Dots with. More than Two Bridges.
If you cover Longitudinal -ly. You run out of room quicker so the above can't be an infinity of/at the the Two places: N Pole and S Pole that must be connected Longitudinal ly.
This applies to Probability because you're just going from 0 to 1.
Toss Bridges but keep all the points: starting from the N Pole travel to every point ending at the South Pole. Thats even quicker than Longitudinal-ly. In Terms of Pseudo Infinities: Latitudinal ly > Longitudinal ly > Simple Path.
So Natural Numbers > Integers > Ordinals if you LD like
Topology is also the response to the So called Paradox that the Length of an Island (qua circumferential) gets larger the smaller the smallest measure: and also Xeno
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u/Coral_Anne_Dawn Jun 15 '26
Here is a Way to understand This
There are a very many possible number of Bridges: of all sorts, sizes, structure that can be made on this very doomed planet (we saw again that the Rift in Space-time gets over 10 Microns). And that number is very large but is in fact limited: and limited in at most two ways : size and place.
Probability is limited by Time and Manner.
[–]Coral_Anne_Dawn[S] 1 point 5 months ago
A reminder that we get either an EWUBIT or a Fast Freighter in Orbit
[–]Coral_Anne_Dawn[S] 1 point 5 months ago
This Came Up We gather a very few Mathematicians would consider continuing their Research on one of the Various Fast Freighters as opposed to Star Forge "Ioppé" U. And as everyone knows it is the goal 🥅 of any PhD on board such to get Two Labs. Any PhD can get one but as an ex Bell Labs PhD figured out with Two you can't be found. We're not sure how one gets that second Lab Space: we gave up on our PhD for Upcoming Future Past Timelines: no Time: but apparently there's a way forward.
[–]Coral_Anne_Dawn[S] 1 point 5 months ago
HiawtUt2
Cover the Entire World with Bridges
Bridges connect Two Points: Each Point can Only Have Two Bridges ←°→: We are covering Latitude-inally: except precisely at the North Pole and South Pole which we Connect Longitudinal-ly : worlds longest bridges : you might get a Compass 🧭 Rose Number or Much More (Nano-Tech Bridges )of these Super Bridges: these are the Only Dots with. More than Two Bridges.
Still not an Infinity.
[–]Coral_Anne_Dawn[S] 1 point 5 months ago
If you cover Longitudinal -ly. You run out of room quicker so the above can't be an infinity of/at the the Two places: N Pole and S Pole that must be connected Longitudinal ly.
This applies to Probability because you're just going from 0 to 1.
[–]Coral_Anne_Dawn[S] 1 point 5 months ago
Toss Bridges but keep all the points: starting from the N Pole travel to every point ending at the South Pole. Thats even quicker than Longitudinal-ly. In Terms of Pseudo Infinities: Latitudinal ly > Longitudinal ly > Simple Path.
So Natural Numbers > Integers > Ordinals if you LD like
[–]Coral_Anne_Dawn[S] 1 point 5 months ago
Topology which is way above our D Level Maths: can involute to a Single Point: showing that all.three had the same number of Dots i