Ivan Panin
Posted: Thu Jun 04, 2009 7:33 pm
I hope I am placing this question in the right category - nevertheless, here goes
I have recently tripped over a fellow by the name of Ivan Panin who was big on numerics. An example is below
The first 17 verses of the Gospel of Matthew are a logical unit, or section, which deals with a single principal subject: the genealogy of Christ. It contains 72 Greek vocabulary words in these initial 17 verses. (The verse divisions are man's allocations for convenience, added in the 13th century.)
The number of words which are nouns is exactly 56, or 7 x 8.
The Greek word "the" occurs most frequently in the passage: exactly 56 times, or 7 x 8. Also, the number of different forms in which the article "the" occurs is exactly 7.
There are two main sections in the passage: verse 1-11, and 12-17. In the first main section, the number of Greek vocabulary words used is 49, or 7 x 7.
Why not 48, or 50?
Of these 49 words, the number of those beginning with a vowel is 28, or 7 x 4. The number of words beginning with a consonant is 21, or 7 x 3.
The total numbers of letters in these 49 words is 266, or 7 x 38 - exactly! The number of vowels among these 266 letters is 140, or 7 x 20. The number of consonants is 126, or 7 x 18 - exactly.
Of the 49 words, the number of words which occur more than once is 35, or 7 x 5. The number of words occurring only once is 14, or 7 x 2. The number of words which occur in only one form is exactly 42, or 7 x 6. The number of words appearing in more than one form is also 7.
The number of the 49 Greek vocabulary words which are nouns is 42, or 7 x 6. The number of words which are not nouns is 7. Of the nouns, 35 are proper names, or exactly 7 x 5. These 35 names are used 63 times, or 7 x 9. The number of male names is exactly 28, or 7 x 4. These male names occur 56 times or 7 x 8. The number which are not male names is 7.
Three women are mentioned - Tamar, Rahab, and Ruth. The number of Greek letters in these three names is 14, 7 x 2.
The number of compound nouns is 7. The number of Greek letters in these 7 nouns is 49, or 7 x 7.
Only one city is named in this passage, Babylon, which in Greek contains exactly 7 letters.
To say the least - it is interesting!
What think ye?
I have recently tripped over a fellow by the name of Ivan Panin who was big on numerics. An example is below
The first 17 verses of the Gospel of Matthew are a logical unit, or section, which deals with a single principal subject: the genealogy of Christ. It contains 72 Greek vocabulary words in these initial 17 verses. (The verse divisions are man's allocations for convenience, added in the 13th century.)
The number of words which are nouns is exactly 56, or 7 x 8.
The Greek word "the" occurs most frequently in the passage: exactly 56 times, or 7 x 8. Also, the number of different forms in which the article "the" occurs is exactly 7.
There are two main sections in the passage: verse 1-11, and 12-17. In the first main section, the number of Greek vocabulary words used is 49, or 7 x 7.
Why not 48, or 50?
Of these 49 words, the number of those beginning with a vowel is 28, or 7 x 4. The number of words beginning with a consonant is 21, or 7 x 3.
The total numbers of letters in these 49 words is 266, or 7 x 38 - exactly! The number of vowels among these 266 letters is 140, or 7 x 20. The number of consonants is 126, or 7 x 18 - exactly.
Of the 49 words, the number of words which occur more than once is 35, or 7 x 5. The number of words occurring only once is 14, or 7 x 2. The number of words which occur in only one form is exactly 42, or 7 x 6. The number of words appearing in more than one form is also 7.
The number of the 49 Greek vocabulary words which are nouns is 42, or 7 x 6. The number of words which are not nouns is 7. Of the nouns, 35 are proper names, or exactly 7 x 5. These 35 names are used 63 times, or 7 x 9. The number of male names is exactly 28, or 7 x 4. These male names occur 56 times or 7 x 8. The number which are not male names is 7.
Three women are mentioned - Tamar, Rahab, and Ruth. The number of Greek letters in these three names is 14, 7 x 2.
The number of compound nouns is 7. The number of Greek letters in these 7 nouns is 49, or 7 x 7.
Only one city is named in this passage, Babylon, which in Greek contains exactly 7 letters.
To say the least - it is interesting!
What think ye?