Scale

Deep time, and why a timeline cannot be linear

Draw the age of the Earth across your screen and every event you learned at school lands on the same pixel at the right-hand edge.

The arithmetic of the problem

The Earth is about 4.54 billion years old. Writing is about 5,200 years old. Written history is therefore roughly one millionth of the planet's existence — on a 2,000-pixel-wide linear timeline, it occupies about two thousandths of one pixel.

The familiar way to feel this is to compress the whole 4.54 billion years into a single day starting at midnight. Life appears somewhere in the small hours. The Cambrian explosion of animal body plans is around 9pm. The dinosaurs die out about 21 minutes before the next midnight. Anatomically modern humans arrive in the last 6 seconds, farming in the last 0.2, and everything anyone has ever written down happens in the final tenth of a second.

Why a linear timeline fails

A game that spans both T. rex and the first iPhone cannot draw them on a linear axis and remain playable. Either the deep past is legible and every human event is unreachable, or human history is legible and the deep past is somewhere off the edge of the building.

The usual workaround is to cut the problem up: a separate geological chart, a separate history chart, no shared axis. That keeps each chart readable and destroys the one thing a timeline is for, which is showing how far apart two things are.

QuoAnno keeps the single axis and changes the scale instead. The canvas is logarithmic, so each step outward covers ten times as much time. Every era gets usable room, one continuous line still connects them, and the price — that equal distances on screen no longer mean equal spans of time — is the honest cost of showing the whole thing at once.

Anchors worth carrying

Deep time is navigated in orders of magnitude, not years, and a handful of intervals covers most of it: Earth forms about 4.54 billion years ago; the earliest widely accepted traces of life about 3.5 billion; the rise of atmospheric oxygen about 2.4 billion; the first complex animals shortly before the Cambrian explosion about 541 million.

Then: the end-Permian extinction, the largest known, about 252 million; the asteroid impact ending the non-avian dinosaurs about 66 million; the earliest hominins several million; anatomically modern humans about 300,000; the last glacial maximum about 20,000; agriculture about 12,000.

Note how the gaps compress. Between the first two anchors lies a billion years; between the last two, eight thousand. That compression is exactly what a logarithmic axis draws, and getting used to reading it is most of what makes deep-time questions feel tractable.

How confident are these numbers?

More than most people assume, and with error bars that are published rather than hidden. Radiometric dating of meteorites and of the oldest terrestrial minerals puts the age of the Earth at 4.54 billion years with an uncertainty of about 1 percent — around 50 million years, which is small in proportion and enormous in isolation.

Boundaries in the geological timescale are formally defined and periodically revised as new sections are dated, so a figure you learned years ago may have shifted slightly. That is the system working. Where a QuoAnno answer depends on such a figure, it is stored as a range and any guess inside it is accepted in full.

Common questions

What is deep time?

The geological timescale — the millions and billions of years over which the Earth and life on it developed. The phrase marks the gap between spans humans can intuit, which top out at a few generations, and the spans geology actually deals in.

Why does QuoAnno use a logarithmic timeline?

So one continuous axis can hold both the formation of the Earth and an event from last year. On a linear axis all of human history would collapse to less than a pixel, making most of the game unplayable.

How old is the Earth, and how well is that known?

About 4.54 billion years, from radiometric dating of meteorites and the oldest terrestrial minerals, with an uncertainty near 1 percent. It is one of the better-constrained numbers in the deep past.

Further reading

Independent sources

This guide is written for QuoAnno. These references cover the same ground in more depth and are not the source of the wording above.

More guides

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