Embedded Files
Punctuation Data
Punctuation Data
Lingo and structure
Lingo and structure
A string is a data type made of characters, like a sentence or a verse.
An integer is another data type; a whole number that can be positive, negative, or zero.
Positive integers are natural numbers which can either be odd or even.
A star is a luminous celestial body. Often we're only seeing the location of where a star once was.
Also, a star is a symbol, not much unlike a comma or a dot, like an asterisk (*); a punctuation mark.
The locations of these stars are sworn by in an oath within the book.
The odd and even nature is also sworn by, amid other natural phenomena.
Star Counts
Star Counts
7,286,200,176,120,165,206,75,129,109,123,111,43,52,99,128,111,110,98,135,112,78,118,64,77,227,93,88,69,60,34,30,73,54,45,83,182,88,75,85,54,53,89,59,37,35,38,29,18,45,60,49,62,55,78,96,29,22,24,13,14,11,11,18,12,12,30,52,52,44,28,28,20,56,40,31,50,40,46,42,29,19,36,25,22,17,19,26,30,20,15,21,11,8,8,19,5,8,8,11,11,8,3,9,5,4,7,3,6,3,5,4,5,6
The above comma-separated set of values are the star counts (*) - the only punctuation mark - of the book's 114 chapters.
The stars serve as verse separators as well as position markers to the strings they conclude within their respective chapters.
Each string (verse) ends with a star, hence the number of stars in each chapter is equal to the number of its strings.
Chapter Orders
Chapter Orders
1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114
The above comma-separated values are the consecutive orders of the 114 chapters the above star counts belong to.
Table of Contents (TOC)
Table of Contents (TOC)
The above two csv sets are put into two columns, similar to a book's TOC minus chapter names and page numbers.
The two columns are the chapter numbers (#) and their corresponding star counts (*), with their totals at the end.
The odd and even nature of these numbers reveal an algebraic symmetry.
The odd and even nature of these numbers reveal an algebraic symmetry.
Out of the 114 chapters, 54 have odd star counts (*) and the remaining 60 have even star counts (*).
The sums of locations (#) of these odd and even star counts (*) are 3105 and 3450 respectively.
It is interesting that 54/114 = 3105/6555 and 60/114 = 3450/6555.
3105 and 3450 do not have to split 6555 the same way 54 and 60 split 114, but they do.
The odd and even star counts are in one column (*) while their chapter numbers are in another (#).
Focusing on the 54 odd-starred chapters (or the 60 even ones).
The 54 chapters can be roughly put in as many different possible combinations as there are grams in the mass of the sun!
How many of these combinations would also have a chapter-card sum of 3105?
Their location sum has to be between1485 and 4725.
The sum of the first 54 cards:
1 + 2 + 3 + … + 54 = (1 + 54)/2 (54) = 1485
The sum of the middle 54 cards:
31 + … + 57 + … + 84 = (31 + 84)/2 (54) = 3105
The sum of the last 54 cards:
61 + 62 + 63 + … + 114 = (61 + 114)/2 (54) = 4725
What is true for the 54 chapters is also true for the remaining 60, where the middle 60 chapters have a sum of 3450.
A Chart of Symmetry
A Chart of Symmetry
Further algebraic analysis of the nature of the integers of both columns leads to the following chart.
All 114 integer pairs (#, *) are divided to four categories: odd-odd, even-even, odd-even, and even-odd.
The chapters are split in half; 57 chapters are odd-odd (27) or even-even (30) and 57 chapters are odd-even (30) or even-odd (27).
The sum of the odd-odd and even-even integers (# and *) = 6236 and the sum of the odd-even and even-odd integers (# and *) = 6555.
Recall that the grand total star count (*) is 6236 and that of the chapter locations (#) is 6555.
Numbers and Letters
Numbers and Letters
The distribution of the book's 114 chapters in the above chart involves the two numbers 27 and 30.
Verse (27, 30) has the words of a woman preceding those of a man as they correspond about God.
The woman was a sun-worshipping queen and the man was the king of the time.
A bird carried the king's letter to the queen. The letter's heading is identical to the standalone string (1, 1).
This royal correspondence is part of a story, which without the previous books or this book's algebra sounds like a fairytale.
810 = 27 x 30
810 = 27 x 30
These words are respectively the two hundred and first, second, third, and fourth words of the story.
The sum of locations (201, 202, 203, 204) of these four words in the story is 810 = 27 x 30.
The heading of the king's letter is four words. It is only starred as a verse here at the heart of symmetry (27, 30) and at (1, 1).
String/Verse 1
String/Verse 1
This opening verse is called Al Basmalah.
It is four words. It is nineteen letters with ten unique letters.
It opens every single chapter except for one. It is only starred as a standalone verse in (1, 1).
Meanwhile, let's have a glimpse at the vast common grounds this book review opens up and clears the way for.
Exploring Common Grounds
Exploring Common Grounds
1.618
1.618
Alphabet comes next.
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