UNIVERSAL SYNCHRONICITY

SUPPOSE YOUR WATCHING A ROAD WITH CARS PASSING, AND YOU SEE A CABRIOLE WHITE PASSING BY CAR. THEN THE PROBABILITY TO SEE ANOTHER WHITE CABRIOLE PASSING BY THE SAME POINT IS HIGHER OF PURE CHANCE, THAT IS HIGHER THAN THE PROBABILITY OF THE NUMBER OF WHITE CABRIOLE CARS EXISTING IN THE CITY, ASSUMING NO OTHER CARS ENTER THE CITY, OVER THE TOTAL NUMBER OF CARS IN THE CITY.
SIMILARLY ,YOU SEE A DROPLET COMING DOWN FROM THE SKY, THEN THE PROBABILITY YOU  SEE MORE DROPLETS IS ALMOST CERTAINTY, THAT  IS, YOU WILL SEE A RAIN OF SIMILAR DROPLETS COMING DOWN. WHAT WE WANT TO SAY, IS THAT AN EVENT TENDS TO REPEAT FOR ALL SORTS OF REASONS WITH HIGHER PROBABILITY, UP TO CERTAINTY.
ANOTHER EXAMPLE  YOU HEAR THAT A SHIP SANK, THE PROBABILITY THAT YOU WILL HEAR FOR MORE IS HIGHER, FOR PROBABLY THE WEATHER CONDITION IN THE AREA OR BECAUSE A SEA NAVAL WAR WAS TAKING PLACE IN THE AREA.
ANOTHER EXAMPLE, SUPPOSE YOU SEE A STONE, ROLLING DOWN A MOUNTAIN. THE PROBABILITY THAT YOU WILL MORE STONES COMING DOWN THE MOUNTAIN IS ALMOST CERTAINTY, FOR, FOR EXAMPLE THE INITIAL STONE WILL HIT MORE STONES ON ITS WAY, MAKING THEM TO ROLE ALSO DOWN.
NOW LET US CONSIDER THE ROULETE, IF THE NUMBER 6 APPEARS, THEN THE PROBABILITY THAT THE NUMBER 6 WILL REAPPEAR IS HIGHER. FOR WHAT EVER REASON THE NUMBER 6 APPEARED THE FIRST TIME.
EXPERIMENTS, THE AUTHOR CARRIED WITH HIS COMPUTER, PLAYING A GAME WITH HIGH OR FAST REPEATABILITY, SIMULATING A ROULETTE, THE RESULTS WERE VERY CHARACTERISTIC.
THE AUTHOR WAS WINNING ALWAYS FICTITIOUS MILLIONS, FOLLOWING THIS RULE. HE FIRST PLAYED RANDOMLY, BUT AT EVERY REPETITION, HE REPEATED THE SAME PREVIOUS NUMBER,
WHICH WAS THE ROULETTE'S PREVIOUS OUTCOME.
 

NOW, YOU KNOW HOW TO BECOME REACH. THIS WAS ALSO THE SECRETE OF A FRIEND MARKOS K. THAT HE WAS NOT ALLOWED AT THE END TO ENTER ANY CASINO, FOR HE WAS ALWAYS WINING, FOLLOWING THE SAID METHOD, WHICH HE ASKED ME TO EXPLAIN
HE WAS WINNING AS SOME GREEKS EXPERTS USUALLY DO,  AS NICK, THE GREEK!

P.T.P.