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The Secret of the Universe

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	#74 - The Numbers
	#75 - Engraved on a wall at Coral Castle, Edward Leedskalnin left another clue.
	#76 - This is the most important clue at the entire site.
	#77 - 7129 6105195
	#78 - 7129 6105195 Many have theorized.
	#79 - 7129 6105195 Many have failed.
	#80 - For the first time anywhere, I will show you exactly what these numbers mean, and how they apply to the Secret of the Universe.
	#81 -
	#82 -
	#83 -
	#84 - 7129 6105195 These are two separate, but related sets of numbers.
	#85 - The initial answers can be found in prime numbers.
	#86 - The solution also relates to: The Golden Ratio, Phi (1.618), The Square Root of Phi (1.272), Ed's 24-fold Flywheel, The Resulting 16-fold Pattern, A Pyramid and a Right Angle, Prime Quadruplets.
	#87 - Because the flywheel is divided over the 24 magnets, each magnet takes up 15 degrees.
	#88 - 360/24 magnets = 15 degrees for each magnet.
	#89 - By starting at 15 degrees: Magnet 1 is at 15 degrees, Magnet 2 is at 30 degrees, Magnet 3 is at 45 degrees, and so on...
	#90 - We can draw these angles into a circle that represents our flywheel.
	#91 -
	#92 - With this, we can begin to apply the secrets.
	#93 - The Secret of the Numbers
	#94 - 7129 6105195 The first step is to understand how the numbers need to be divided.
	#95 - 7 129 6 105 195 Like this.
	#96 - 7 129 6 105 195 Answers can now become clear.
	#97 - Prime Numbers A prime number is any whole number that has only two divisors: 1 and itself.
	#98 - The first 24 prime numbers are: 2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89.
	#99 - 7 129, The sequence of numbers that relate to this part of the code will now be revealed.
	#100 - The Sequence of Prime Sums
	#101 - By adding primes together, we arrive at an important sequence of numbers.
	#102 - The first number in the sequence is: The 1st prime number on its own. 2
	#103 - The second number in the sequence is: The 1st prime number (2) plus the 2nd prime number (3). 2 + 3 = 5
	#104 - The third number in the sequence is: The 1st prime number (2) plus the 2nd prime number (3) plus the 3rd prime number (5). 2 + 3 + 5 = 10
	#105 - This continues...
	#106 - Here are the first 24 numbers generated by adding prime numbers in this way.
	#107 - The Sequence of Prime Sums 2, 5, 10, 17, 28, 41, 58, 77, 100, 129, 160, 197, 238, 281, 328, 381, 440, 501, 568, 639, 712, 791, 874, 963.
	#108 - Back to the Code...
	#109 - 7 129, Everything in this part of the code derives from the sequence of adding prime numbers.
	#110 - 7 129, There is where the 129 comes from.
	#111 - The number 129 can be found in our sequence of prime sums.
	#112 - The Sequence of Prime Sums, 2, 5, 10, 17, 28, 41, 58, 77, 100, 129, 160, 197, 238, 281, 328, 381, 440, 501, 568, 639, 712, 791, 874, 963.
	#113 - We need to add these new values onto our circular chart.
	#114 -
	#115 - 129 falls in line with 150 degrees.
	#116 -
	#117 - On our wheel, we now have: Degrees (15, 30, 45, etc), The sequence of prime sums. Both of these are spread over the 24 parts of the wheel.
	#118 - Right Angles at Coral Castle
	#119 - Edward Leedskalnin left clues about 90 degree right angles.
	#120 - Proudly set upon the North Wall.
	#121 - From the center of the star.
	#122 - 6 105 195, There is a right angle of 90 degrees in these numbers...
	#123 - 6 105 195, What about this part of the code?
	#124 - 105 195, These are 90 degrees apart, creating a right angle. (They also both happen to intervals of 15, fitting perfectly onto our wheel.)
	#125 -
	#126 - 7 129 6 105 195, The 129 value is in the exact center of the right angle created by 105 degrees and 195 degrees!
	#127 -
	#128 - What else is so special about a right angle around 105 degrees to 195 degrees?
	#129 - There is much more to this angle than meets the eye.
	#130 - And it's GOLDEN. 1.618.
	#131 -
	#132 - Prime Quadruplets
	#133 - Prime Quadruplets are one of the most important keys to understanding the code.
	#134 - 6 105 195, This line of the code is all about prime quadruplets (and angles).
	#135 - A prime quadruplet is not as complicated as it might sound.
	#136 - When you have 4 normal prime numbers as close as they can possibly be, you have a prime quadruplet.
	#137 - Simply, a prime quadruplet is a set of 4 prime numbers that are very close together.
	#138 - An example prime quaduplet, 821, 823, 827, 829, All values in a prime quadruplet are prime numbers.
	#139 - Prime Quadruplets are very rare. So rare, that there are only 7 Prime Quadruplets under 2000.
	#140 - Prime Quadruplets under 2000. (Arranged as horizontal rows.)
	#141 - The Centers of Prime Quadruplets
	#142 - The magic starts to happen when we look at the values in the center of each prime quadruplet.
	#143 - Example, 821, 823, 827, 829. In this prime quadruplet, the two middle values are 823, 827.
	#144 - 821, 823, [825], 827, 829, This means that the center value would be 825. (Half way between 823 and 827.)
	#145 - 821, 823, [825], 827, 829, Note that the center values of the prime quadruplets (like 825) are not prime numbers themselves. (825 is not prime, but 821, 823, 827 and 829 are.)
	#146 - Simply: Prime quadruplets are holding very special numbers at their centers! (These need to be looked at closely.)
	#147 - There is where the magic happens.
	#148 - Prime Quadruplets Center Values
	#149 - Soon, for the first time, I will show you where the Golden Ratio, Phi, is hiding (twice) in the prime quadruplets! ...both times in the very centers of the prime quadruplets! (Never anywhere else.)
	#150 - The Centers of Prime Quadruplets Correspond with Angles
	#151 - 6 105 195, Remember this?
	#152 - 105 195, Both of these numbers are at the centers of prime quadruplets!
	#153 - 105 195
	#154 - Remember - there are only 7 prime quadruplets under 2000. And these numbers from Ed's code (105 and 195) both fall into their centers! The odds? Astronomical! (And just to rub it in for sure, they also make Phi, as you will see...)
	#155 -
	#156 -
	#157 - 105 195, Before, I also showed that these two values form a right angle around 129.
	#158 -
	#159 - This part of the code, 6 105 195, is important with respect to both: Angles - AND - Prime Quadruplets
	#160 - Now we know the following relationships.
	#161 - 7 129, The sequence of prime sums. 6 105 195, Prime quadruplets and angles.
	#162 - 7 129, 6 105 195, These facts are confirmed again when we examine the meaning of the 7 and the 6.