


| The striking discovery that comes out of all this is that there is a definite time schedule! The seven seals all correspond
to the historical ages in the following way: 1st Seal: Agriculture
3000 BC - 2nd Seal: Exploration
overseas 700 - 3rd Seal: Industrialism
and Colonialism 1700 - 4th Seal: Globalisation
and the world wars 1930 - 5th Seal: Information
age 1990 - The remaining two seals cover a time after 2005... But there is a key to reveal the schedule of them. As you can see, these periods obviously don't follow each other in a linear fashion, with equal intervals. Rather this evolution proceeds arithmetically, the time between each period being much shorter than the time between the two previous periods. Can a logical pattern be found? |

| Above you see the diagram of the Mayan Long Count calendar, which covers a timespan of 5125 years, from 3114 BC to 2012 AD. The timing of this calendar has been agreed upon by most experts. The Long Count is divided into 13 periods of 394 years each (this period is called a "Baktun" by the Mayans). Alternatively, this can be seen as a series of 7 "days" and 6 "nights". If we suppose these 13 steps describe the evolution of humanity throughout these 5000 years, then obviously it doesn't match with the accelerating rate of evolution - which is undeniably evident when we just observe written history. However, if we introduce the acceleration bit into this scheme, it's possible to find a mathematically coherent pattern. This is how it works: If the duration of the first "seal" is 3845,25 years and after that the duration of each seal is four times shorter than the previous, the following time sequence emerges: 1st Seal: 3114 BC - 731
AD Continuing this sequence would take us closer and closer to the end of 2012, but never reaching it... |
