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do is hard but undo is easy
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AntonioLao
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do is hard but undo is easy - 03-15-2006, 12:35 PM

Here, ‘hard’ means time consuming, while ‘easy’ means no time at all. A good down-to-earth example of nature’s adherence to this universal principle is the phenomenon of lightning. It might seem unbelievable that about 100 strikes occur every second around the globe. These electrical discharges only took a fraction of a second to release the built-up electrical energy from extremely high potential differences. However, several days were needed to accumulate the static electric charges within cloud formations, see http://en.wikipedia.org/wiki/Lightning. Nonetheless, if one follows the threadlike filamentary path one realizes that it is not a straight line but rather more like fractal branching. And indeed lightning conforms to fractal geometry of chaos theory. A celestial example would be that of the birth of a star, see http://en.wikipedia.org/wiki/Star_formation. Star formations take billions of years yet a supernova takes a few days see http://en.wikipedia.org/wiki/Supernova.

From a human perspective, this universal principle is signified by the pain and tribulation of years of living while death comes in an instant of abrupt separation. A failed marriage takes years or a few months to develop but it takes only less than a minute to sign the divorce’s paper for its dissolution. It takes years for engineers to plan, design, and construct structures such as bridges, roads, and buildings. However, demolition experts take less than a day to completely wipe them off the face of the earth. It takes years, or even centuries to achieve world’s political balance but the world disequilibrium is boasted by terrorists within one fateful morning of September 11, 2001. It is very hard to build but very easy to destroy. It took over an hour to type this text but erasing it just by pressing the delete key. It will take a few minutes to discredit a TOE but many minutes to think it.

The undeniable maxim is that universal order takes temporal infinity at infinite volume while universal chaos takes only time zero at vanishing volume.


Time independence: [∂E(g)]²=[∂F(a)×∂r(a)]·[∂F(b)×∂r(b)] and Mass independence: a(tr(t)=c²
  
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