The primary ASCII code shown at Wilton Windmill contained 96 binary digits, as 12 ASCII characters of 8 binary digits each. And it gave a close approximation to Euler’s Identity from advanced mathematics ( /watch?v=MqzNojwSPzE ) , Yet it also contained 9 anomalous binary digits. Those 9 anomalous digits equal 011010001 or 011-010-001 in octal base-eight meaning “3-2-1”. (a countdown to 2012) THE EPS /watch?v=N6QMxgWCtls
Please see this link at cropconnector website .... /2010/wilton/comments.html
help solve the riddle
ArchangelWaiting 1 year ago
The primary ASCII code shown at Wilton Windmill contained 96 binary digits, as 12 ASCII characters of 8 binary digits each. And it gave a close approximation to Euler’s Identity from advanced mathematics ( /watch?v=MqzNojwSPzE ) , Yet it also contained 9 anomalous binary digits. Those 9 anomalous digits equal 011010001 or 011-010-001 in octal base-eight meaning “3-2-1”. (a countdown to 2012) THE EPS /watch?v=N6QMxgWCtls
ArchangelWaiting 1 year ago
looks like some kind of codes^^
bobchong 1 year ago