'The Eudoxian Elements' tablet

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For the damaged version, see 'The Eudoxian Elements' tablet (damaged).

'The Eudoxian Elements' tablet is a Saradominist artefact made in Archaeology at an archaeologist's workbench.

'The Eudoxian Elements' tablet.png: RS3 Inventory image of 'The Eudoxian Elements' tablet'The Eudoxian Elements' tablet
Chronotes.png: RS3 Inventory image of ChronotesChronotes[art 1] 988 (395)
Alignment Saradomin symbol.png Saradominist
Collections
Description Markings on this stone tablet depict some fundamentals of mathematics, in particular geometry, algebra and references to something called the 'golden ratio'.
  1. ^ This is amount for trading in the artefact at the listed collectors. A part of the collections give an additional amount of chronotes upon completion. The amount in the parentheses is the amount obtained when donating to the museum donation bin, which will give only 40% of the amount one would get from a collector.

Creation[edit | edit source]

'The Eudoxian Elements' tablet.png 'The Eudoxian Elements' tablet
Archaeology-Hourglass.pngMake-X GE icon.png
29,666.7 XP-10 (6s) / 8 (4.8s) [recipe 1]-
Requirements
Archaeology Archaeology level109
Archaeologist's workbench Must be performed at an archaeologist's workbench
P2P icon.png Members only
Materials
ItemQuantityPriceTotal
'The Eudoxian Elements' tablet (damaged).png'The Eudoxian Elements' tablet (damaged)1N/A-
White marble.pngWhite marble602,345140,700
Goldrune.pngGoldrune501,85092,500
Total price233,200
  1. ^ When wearing the Master archaeologist's outfit.

Disassembly[edit | edit source]

Update history[edit | edit source]

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Trivia[edit | edit source]

  • Εὐδοξία (Eudoxia) is a feminine name from Ancient Greek, meaning "good deeds". The adjectival form, Eudoxian, means of or pertaining to Eudoxia, or pertaining to good deeds.
  • This artefact is a reference to Euclid's Elements, an Ancient Greek text on geometry.
  • The golden ratio φ is the constant approximately 1.618, which appears throughout mathematics, science, and art. Given a length, if this length is scaled by the golden ratio, the ratio between the two lengths will be the same as the ratio between their sum and the scaled length.