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Three Tidbit Stories

2. Spacetime Math.

3 random tidbit stories in about 3 minutes.

Idea 1.

A 2. Spacetime Math FAQ.

This thought experiment, and ones like it, explore human behavior as a metaphor. They suggest a scenario where immediate survival (the bread) is prioritized over long-term freedom (the key). Last week we explored this one from cognitive biases, using the present bias. 

These questions permeate philosophy and religion. For example, in the Bible, Genesis 25 tells the story of Esau trading his birthright for a bowl of stew, highlighting the sacrifice of long-term rewards for immediate relief.

These questions delve into our choices, and the factors influencing them, such as desperation, lack of hope, or inability to see the value of freedom in the face of hunger, lust, and desire. They highlight a profound dilemma about human priorities: should we address immediate, tangible needs or consider abstract, long-term benefits? 

In 30 Philosophers I explore these themes from both Eastern and Western views. In chapter 6 on Buddhism, this idea is addressed in the impermanence of worldly needs and the importance of seeking enlightenment.

In chapter 11 on Epicureanism, I cover the idea of prioritizing long-term pleasures over short term ones. Epicurus wants you to learn to value the long-term feeling of being full over the short-term excitement of eating another desert. And the long-term pleasure of a committed relationship over the short-term ecstasy of an affair. That sort of thing.

This dilemma resonates with themes explored in Chapter 31 on Existentialism too. In that chapter, the tension between survival instincts and the pursuit of freedom and meaning is central. These questions explore human psychology, themes of survival, freedom, and human motivation.

I wrote that 2. Spacetime Math FAQ, 

and posted it to TST 2 years ago.

 

Idea 2.

A 2. Spacetime Math FAQ.

Short answer, maybe. Our longer answer comes from the end of chapter 3 of my book “30 Philosophers.”

According to legend, a 30-year-old Confucius made the long journey to meet an 80-year-old Laozi, who was serving as a historian in the Zhou dynasty. During their conversation, Laozi emphasized the simplicity and naturalness of Daoist philosophy, contrasting with Confucianism’s more formal approach. This meeting is often seen as a pivotal moment in the development of the two philosophical systems, highlighting their differences in thought and perspective.

Where did this story come from? One source comces to us from circa 100 BCE. According to Sima Qian’s account in the “Records of the Grand Historian,” a young Confucius visited a much older Laozi at the end of his life. The story goes that Confucius sought his advice on rites and ceremonies. This encounter would have required Confucius to travel 650 miles from his home state of Lu to Zhou, crossing rivers, mountains, and cultural boundaries.

Did this encounter really happen? It’s hard to say. But what’s clear is that their philosophies—Daoism’s embrace of natural flow and Confucianism’s focus on order—developed side by side, weaving a rich tapestry of Chinese thought.

I wrote that 2. Spacetime Math FAQ, 

and posted it to TST 2 years ago.

 

Idea 3.

A 2. Spacetime Math FAQ.

This idea is compelling because it taps into something real: the universe does have observable boundaries. As space expands, there are regions whose light will never reach us, and others whose light has only just arrived. It’s natural to wonder whether the CMB is simply that boundary—the farthest light that can still get through.

The key distinction is that the CMB behaves like a timestamp, not a distance marker. We see it in every direction not because it comes from the farthest galaxies, but because we’re looking back to the same moment everywhere: about 380,000 years after the universe began expanding, when matter cooled enough for light to travel freely for the first time.

What really rules out the “edge of an infinite universe” idea is the CMB’s extraordinary precision. Its radiation follows an almost perfect blackbody spectrum, meaning it was once in full thermal equilibrium. Random, redshifted light from countless distant galaxies could not accidentally reproduce that signature. This is not generic background glow—it’s a preserved thermal state.

Even more striking are the tiny temperature fluctuations etched into the CMB. These variations are minuscule but highly structured, matching predictions about pressure waves rippling through the early universe. Those same patterns later shaped where galaxies formed. A simple visibility limit gives you no reason to expect this kind of cosmic fingerprint.

So while the universe may still be spatially infinite—we genuinely don’t know—the CMB doesn’t mark the edge of such a space. Instead, it marks the boundary of observation in time: the earliest chapter of cosmic history that light allows us to read. It’s not where the universe ends. It’s where our vision of it begins.

I wrote that 2. Spacetime Math FAQ, 

and posted it to TST 8 months ago.

 

The end. Refresh for another set.

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