An ancient Maya astronomer finally has a name 10%

By Tom Metcalfe4%

7/16/2026, 12:00:00 PM

BS Summary: This article contains 15 faulty reasoning types, including Appeal to Authority, Framing Effect, and Ambiguity (Equivocation), with Overconfidence Bias as the most egregious example at 22.5% saturation with 128 hits. Analysis detected 652 faulty-reasoning hits from 569 analyzed words, generating a BS Score of 27.3% and a BS Rank of 10% (14,893 of 16,550 articles). This article is better (less manipulative) than 90.00% of the article peer group.

A once-anonymous Maya scientist now has a name. 
Sak Tahn Waax, or “White-Chested Fox,” is credited as the author of a calendrical formula painted in Maya glyphs on the wall of a ruin in Guatemala, researchers report July 14 in Antiquity. 
The table of dates and calculations, recorded more than 1,200 years ago, lays out relationships among the cycling positions of Venus and Mars and several cycles of the Maya calendar over an eight-year span. 
While the names of other Maya luminaries are known  rulers are often named in writings and on monuments, and some artists signed their works  this is the first known name of a Maya mathematician-astronomer. 
Maya texts related historical events and natural cycles, and “individuals like Sak Tahn Waax were not only observing these cycles but linking them with each other,” says MIT archaeologist Franco Rossi. 
“It is frankly surprising that more such signatures haven’t turned up.” 
The name and table were discovered at Xultun, an archaeological site near Guatemala's borders with Mexico and Belize. 
They consist of an inverted L-shape of 11 blocks of elaborate Maya glyphs: The top nine blocks record five Maya calendar dates and the intervals between them, and the last two are the “signature” of Sak Tahn Waax  a presentation that implies White-Chested Fox claimed credit or was being credited for the work, Rossi and his colleagues say. 
The dates span 2,920 days  five cycles of Venus, which takes 584 days to return to the same position relative to the sun as seen from Earth, and eight 365-day Haab years. 
Within that span, the table also incorporates shorter Maya calendrical cycles: the 20-day Uinal, or Maya month; the 260-day Tzolkin ritual count; and the 360-day Tun, a yearlike interval. 
The researchers interpret one inferred 1,560-day interval as two 780-day cycles of Mars. 
Such calculations, which linked astronomical and calendrical cycles, underpinned Maya almanacs and divination. 
The first glyphs are damaged, so the researchers reconstructed the most likely starting date from the others: November 11, 781, in the Gregorian calendar. 
They say the table was probably devised in or near that year. 
The glyphs at Xultun list specific dates, but the method embodied in the table could perhaps have been reused for other 2,920-day spans. 
The glyphs were found in a room the researchers think was a workspace for making Maya codices  painted books of bark folded like an accordion. 
More than 50 “rough drafts” of calculations and tables appear on the walls, most painted and a handful incised, suggesting the room was used for intellectual work and perhaps for training astronomers. 
The glyphs were identified as astronomical when the room was discovered in 2010, but they were fully deciphered only recently, revealing the final calendrical formula. 
“These ‘rough draft’ calculations and tables are akin to finding an early version of a well-known manuscript, or a sketch of a great artwork,” Rossi says. 
“This positions us to better understand the inner workings of Classic Maya mathematics and astronomy.” 
Astronomer E.C. 
Krupp, director of the Griffith Observatory in Los Angeles, says the formula reconciled Maya calendrical and planetary cycles centuries before comparable tables appeared in surviving Maya codices. 
Krupp, who was not involved in the study, says that Sak Tahn Waax can now be added to the roll of great astronomers: “Maya astronomy has been personalized by this discovery.” 
Confirmation Bias
7.6%
Anchoring Bias
4.2%
Availability Heuristic
0%
Representativeness Heuristic
6.3%
Hindsight Bias
0%
Overconfidence Bias
22.5%
Framing Effect
10.9%
Loss Aversion
0%
Status Quo Bias
0%
Sunk Cost Effect
0%
Optimism Bias
6.7%
Pessimism Bias
1.9%
Negativity Bias
1.9%
Self-Serving Bias
0%
Fundamental Attribution Error
4.6%
Actor-Observer Bias
0%
In-Group Bias
0%
Out-Group Homogeneity Bias
0%
Halo Effect
10%
Horn Effect
0%
Dunning-Kruger Effect
0%
Recency Bias
0%
Primacy Effect
0%
Blind-Spot Bias
0%
Ad Hominem
0%
Straw Man
0%
Appeal to Authority
16%
False Dilemma
0%
Slippery Slope
0%
Circular Reasoning
0%
Hasty Generalization
4.7%
Red Herring
0%
Bandwagon
0%
Appeal to Emotion
0%
Begging the Question
0%
Post Hoc (False Cause)
2.3%
Tu Quoque
0%
Burden of Proof
0%
Appeal to Nature
0%
Composition/Division
0%
Anecdotal
4.6%
No True Scotsman
0%
Ambiguity (Equivocation)
10.4%
Gambler’s Fallacy
0%
Middle Ground
0%
Personal Incredulity
0%
Special Pleading
0%
Genetic Fallacy
0%
Unattributed Quote
0%
Quote-first Misdirection
0%
Biased Writer Voice
0%
Indoctrination
0%
Politically Left Leaning Bias
0%
Politically Right Leaning Bias
0%
Attempt to Sell a Product or Service
0%

569 words analyzed.

Analysis

Hover over highlighted words in the article to view the associated bias or fallacy analysis.