This chart is the CRAYOLA COROLLARY showing that the number of Crayola crayon colors doubles approximately every 18 years.
@kims "Benjamin Moore's Law"?
@kims I remember when we got our first 48 count box. I’d wanted shiny kids’ colors like silver, gold and copper but for those you needed rich parents to get the 64 or 128 count.
‘1962: Partly in response to the civil rights movement, Crayola decides to change the name of the “flesh” crayon to “peach.” Renaming this crayon was a way of recognizing that skin comes in a variety of shades.’
It's the distant year of 2052. Crayola has finally achieved their ultimate goal – infinite crayon colors. The singularity has arrived. Humanity is doomed.
@kims I love the Crayola Corollary chart!
I wonder if our ability to distingush colors is growing over time...
@isophetry Thank you! I loved the follow-on article about the conversations leading to this subsequent improvement in the design: http://www.datapointed.net/2010/10/crayola-color-chart-rainbow-style/
@isophetry
Oh no, another 🕳️ 🐇 !
& then more on https://www.c82.net/ - a whole rabbit warren!
& elephant paths, since the designer is here on 🐘 - glad to have found you @Rougeux 💐
#DataVisualization #DataViz #mineralogy #iconography #botany #Euclid #Palladio #architecture #MathematicalInstruments #maths #colour #ColorPrinter @kims

So if we do our computation using differently colored Wang tiles we should be able to continue doubling our computational efficiency every 18 years indefinitely.