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Post by QuantamLeap on May 4, 2016 14:29:08 GMT
Honestly, I'm almost certain that this isn't the case. I wouldn't focus on the name for the time being. The potential answers that I've found are weird. If I'm right, there were a ton of them, and they just weren't put together because they were posted at different times. Certain things have been getting dismissed because they would be too obvious, when that's likely the goal. Mm mm good point, I guess I'm just kind of covering all thought processes here. Thanks for the feedback
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Post by QuantamLeap on May 4, 2016 14:30:09 GMT
Mm mm good point, I guess I'm just kind of covering all thought processes here. Thanks for the feedback No worries. Keep at it.
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Post by This on May 5, 2016 0:34:54 GMT
There's also a second hidden link when you look in the page source. It links to another image and some greek text that says:
ἔνδον τοῦ πύργου, οὗ ὁ ἄνεμος ἐπιβουλεύει σὺν τὰ *****τοῦ/τῆϛ***** Çelebi πτερὰ, κεῖται πλίνθος ἣ ἐνέπει μῦθον, εὖτε ἡ θεωρία διαμένει. Ζητοὺ καὶ εὑρίσκου.
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Post by sm6602 on May 5, 2016 19:04:07 GMT
thats from the instruct injustice puzzle i think it lead to the galata tower but from there its been a dead end
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iamahm
Recruit Detective
Posts: 1
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Post by iamahm on May 22, 2016 23:27:06 GMT
Hello.
A question--I am new to this (all of it, forum, Cicada, and the rabbit hole)--so I beg your pardon if much of this has been hashed out or discussed elsewhere. Is there a definitive timeline primer of dates clues and an index or percentage of solved phases of the Cicada puzzles from surface to today? Through this rabbit hole I have stumbled upon several forums such as this over the last few months, websites, freenode chats all at various stages but each site and group has different "evidence" or puzzles/reveals. I feel like I am looking at something through a keyhole.
Thanks for the insight.
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Post by DeadVCR on May 24, 2016 13:26:30 GMT
Hello. A question--I am new to this (all of it, forum, Cicada, and the rabbit hole)--so I beg your pardon if much of this has been hashed out or discussed elsewhere. Is there a definitive timeline primer of dates clues and an index or percentage of solved phases of the Cicada puzzles from surface to today? Through this rabbit hole I have stumbled upon several forums such as this over the last few months, websites, freenode chats all at various stages but each site and group has different "evidence" or puzzles/reveals. I feel like I am looking at something through a keyhole. Thanks for the insight. Solid information on previous Cicada Puzzles and the current one can be found here.
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Post by quantumw on Dec 26, 2016 1:23:36 GMT
Freenode is the only place that has dedicated and highly intelligent individuals. The Facebook groups aren't dedicated enough, and 4Chan has banned all Cicada discussion.
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Post by Thread Killer on Jan 10, 2017 11:06:00 GMT
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Post by Thread Killer on Jan 10, 2017 11:12:14 GMT
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Post by Ghost on Jan 10, 2017 20:10:34 GMT
Getting interesting!
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Post by Thread Killer on Jan 11, 2017 8:37:46 GMT
The path is 'divided' One takes you to calculator and Type.com after same numbers, you get the clock
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Post by Locus43 on Jan 12, 2017 15:59:35 GMT
9.8434647e-13
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Post by Shadow on Jan 14, 2017 10:43:58 GMT
A fludd approaches. Chart the stars. A chord warms my I.
I started with fludd (Robert Fludd) follow the connections from the riddle clues.
In 1618, Fludd wrote De Musica Mundana (Mundane Music) which described his theories of music, including his mundane (also known as "divine" or "celestial") monochord.[22]
The monoCHORD being the obvious stand out key word.
The monochord can be used to illustrate the mathematical properties of musical pitch and to illustrate Mersenne's laws regarding string length and tension: "essentially a tool for measuring musical intervals".[4] For example, when a monochord's string is open it vibrates at a particular frequency and produces a pitch. When the length of the string is halved, and plucked, it produces a pitch an octave higher and the string vibrates at twice the frequency of the original (2:1) About this sound Play . Half of this length will produce a pitch two octaves higher than the original—four times the initial frequency (4:1)—and so on. Standard diatonic Pythagorean tuning (Ptolemy's Diatonic Ditonic) is easily derived starting from superparticular ratios, (n+1)/n, constructed from the first four counting numbers, the tetractys, measured out on a monochord.[citation needed] The mathematics involved include the multiplication table, least common multiples, and PRIME and composite numbers.[4]
Now we take a look at Mersenne's laws...
Mersenne's laws are laws describing the frequency of oscillation of a stretched string or monochord,[1] useful in musical tuning and musical instrument construction. The equation was first proposed by French mathematician and music theorist Marin Mersenne in his 1637 work Traité de l'harmonie universelle. This book consists of Mersenne's laws, which describe the frequency of oscillation of a stretched string. This frequency is:
Inversely proportional to the length of the string (this was actually known to the ancients, and is usually credited to Pythagoras himself). Proportional to the square root of the stretching force, and Inversely proportional to the square root of the mass per unit length. The formula for the lowest frequency is
{\displaystyle f={\frac {1}{2L}}{\sqrt {\frac {F}{\mu }}},} f=\frac{1}{2L}\sqrt{\frac{F}{\mu}}, where f is the frequency, L is the length, F is the force and μ is the mass per unit length.
Mersenne is also remembered today thanks to his association with the Mersenne PRIMES. The Mersenne Twister, named for Mersenne prime, is frequently used in COMPUTER ENGINEERING , and in related fields such as CRYPTOGRAPHY.
In mathematics, a Mersenne prime is a PRIME NUMBER that is one less than a power of two. That is, it is a prime number that can be written in the form Mn = 2n − 1 for some integer n. They are named after Marin Mersenne, a French Minim friar, who studied them in the early 17th century. The first four Mersenne primes (sequence A000668 in the OEIS) are 3, 7, 31, and 127. If n is a composite number then so is 2n − 1. (2ab − 1 is divisible by both 2a − 1 and 2b − 1.) The definition is therefore unchanged when written Mp = 2p − 1 where p is assumed prime.
More generally, numbers of the form Mn = 2n − 1 without the primality requirement are called Mersenne numbers. Mersenne numbers are sometimes defined to have the additional requirement that n be prime, equivalently that they be pernicious Mersenne numbers, namely those numbers whose binary representation contains a prime number of ones and no zeros. The smallest composite pernicious Mersenne number is 211 − 1 = 2047 = 23 × 89. Mersenne primes Mp are also noteworthy due to their connection to perfect numbers.
As of January 2016, 49 Mersenne primes are known. The largest known prime number 274,207,281 − 1 is a Mersenne prime.[2][3][4]
Since 1997, all newly found Mersenne primes have been discovered by the “Great Internet Mersenne Prime Search” (GIMPS), a distributed computing project on the Internet.
THERE IS OBVIOUSLY A CONNECTION WITH THESE NUMBERS TO MUSICAL TONES AND CHORDS. I THINK IF WE CAN FIGURE OUT WHICH PRIMES HE IS USING, WE CAN EFFECTIVELY REFERENCE PYTHAGOREAN TUNING OF THE CELESTIAL MONOCHORD CHART TO, WELL,LITERALLY CHART THE STARS AND COME UP WITH NAV COORDINATES ON THE GLOBE. HERE IS ONE LAST BIT THAT LEADS ME TO BELIVE THIS.
Mersenne's laws govern the construction and operation of string instruments, pianos, harps, which must accommodate the total tension force required to keep the strings at the proper pitch. Lower strings are thicker, thus having a greater mass per unit length. They typically have lower tension. Higher-pitched strings typically are thinner, have higher tension, and may be shorter. "This result does not differ substantially from Galileo's, yet it is rightly known as Mersenne's law," because Mersenne physically proved their truth through experiments (while Galileo considered their proof impossible).
WHO WAS GALILEO? He has been called the "father of observational astronomy",[4] the "father of modern physics",[5][6] the "father of scientific method",[7] and the "father of science".[8][9]
His contributions to observational astronomy include the telescopic confirmation of the phases of Venus, the discovery of the four largest satellites of Jupiter (named the Galilean moons in his honour), and the observation and analysis of sunspots. Galileo also worked in applied science and technology, inventing an improved military compass and other instruments.
WHAT DO YOU GUYS THINK? Maybe I'm losing my mind...
-Shadow-
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Post by Thread Killer on Jan 14, 2017 13:04:14 GMT
That number 1618 is jumping off the screen! Golden Ratio.. Fibonacci sequence.. 1.61803398875 The mathematics of all creation
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