What are my coincidences?

Post Reply New Topic

Some time ago I noticed three books, one above another. On the "highest" of them there was number 10, on "middle" - number 7, on the "lowest" - number 4. These three numbers form an arithmetic sequence with sum 21 and arithmetical mean 7! Amazing! 21.7 coincidence again! In addition, from digits of the sequence 4, 7, 10 another AS with sum of numbers 21 and arithmetic mean 7 can be formed! It is 0, 7, 14 (ascending). What a coincidence

I started my third regular going to day hospital 27.4.2017 and ended it 24.7.2017. The same digits, the same sums of numbers. From digits in one of these two dates three ASes can be formed:
- 4, 7, 10 (common difference 3),
- 2, 7, 12 (CD 5),
- 0, 7, 14 (CD 7).
Common differences of these three ASes sorted ascendingly form unique arithmetic sequence - 3, 5, 7. It is formed by prime numbers only and has a prime number as the common difference (that number is 2). It is ONLY such an arithmetical sequence! Sequences: 1, 3, 5, 7 and 1, 3, 5 are not formed by prime numbers only, because 1 is not a prime number (although it is also not a composite number).

In second half of 2017 I read about certain three numbers. First digits in these numbers will form 21 7 when placed in appropiate way. Sum of three remaining digits is... 21 and arithmetic mean of these three digits is 7. Product of six digits forming that triad of numbers is divisible by 21, 7, 3, 6 and 9. One digit occurs two times in these numbers and that digit is nine. Four other digits in that triad occur only once.

^ Thank you for explaining! You pushed me to Wikipedia, Cliff's Notes, et al. Now I think I understand. Tell me please, at what level of education is this taught?

It is not taught in school, at any level of education.

The triad of numbers mentioned in my last post is also associated with 7, 11, 13. I read about these two triads in second half of 2017.
7, 11, 13 is associated with 27.4.2017 and 24.7.2017 and also with 1, 3, 7; 1, 1, 3, 7 and 11, 13, 17. Big coincidence.
Sums of digits in 7, 11, 13 are 7, 2, 4 and are obviously associated with 27.4.2017 and 24.7.2017.
Sum of digits in 7, 11, 13 is the same as sum of digits in 27.4 and 24.7. It is 13.
Sum of numbers in 7, 11, 13 is the same as sum of numbers 27 and 4 or 24 and 7. It is 31.
Both 13 and 31 are prime numbers. They are formed by reading another backwards. Year 2017 is associated for me with three sets of numbers with sum of digits 13 and sum of numbers 31.
I had coincidence with 11, 13, 17 (three prime numbers) being formed from two last digits in numbers of date 13.11.2017. In that date there are three prime numbers which have even digit sums.
Sum of digits in numbers: 11, 13, 17 together is 14. Sums of digits in 11, 13, 17 sorted ascendingly will form geometrical sequence: 2, 4, 8. Sum of that sequence is 14 (21-7 or (21+7):2).
Sum of numbers: 11, 13, 17 is an additive prime number with sum of digits 5 (41). Sum of numbers formed by reading numbers: 17, 13, 17 backwards is also an additive prime number with sum of digits 5 (113). 71+31+11 = 113.
2071 is not a prime, it is divisible by 19 and 109. Sum of numbers: 11, 13, 71 is not a prime, it is 95 which is divisible by 19 and 5.

> Not taught in school at any level of education.

Thank you. Now I can let Mom off the hook for yanking me out of math.
But there must be a source? A scientist? A religion? Aspies?

Just smoke a little angel dust, and you will instantly master his branch of mathematics.

Numerology?

No numerology. I do not believe in numerology.

I wrote quite much about my coincidences. Many of them would be not present if I would receive diagnoses of schizophrenia instead of schizotypal disorder. Without 21.7 many coincidences with 3, 6, 9 would be smaller, maybe even unnoticed.
21 is 7th member of infinite arithmetic sequence starting with 3, 6, 9.
20 (number in the ICD-10 code of schizophrenia) is not a member of that sequence.

In X 2014 a lecturer who has the same surname as my sister quite frequently talked about McDonald's. McDonald's was associated in my mind with MCDD (multiple-complex developmental disorder). I use the abbreviation MCDD on Polish Asperger's syndrome forum at 10.10.2008. In 2011-2012 there was a woman on that forum who suspected that she has MCDD. She wrote that she was diagnosed with, for example, Asperger's syndrome, schizotypal disorder, obsessive-compulsive disorder, schizophrenia. I also had these diagnoses in my life, three first of them at the same time. In 2014 I used quite often the abbreviation McDD on that forum and had coincidences with McDD. 14.10.2014 I noticed advertisement of McDonald's in bus with which I rode to the studies. I noticed also green clover leaf in that bus on another advertisement and 14.10.2014 an individual with aucorigia wrote the post about clover which might be associated with signs from supernatural forces, in topic in which that post was written first post after mine was written by another individual with aucorigia who had grey cat and clover on own user's image!

I wrote "GmbH" (German abbreviation) and "you just see an apple" (English phrase) before writing sentence "Kot mruczy, a krowa muczy" ("Cat purrs, and cow moos"), words "Grodno" (large city in western Belarus) and "Kowno" (Kaunas, second largest Lithuanian city) and the word "krowno" (my neologism for cow excrement). The sentence "Kot - po niemiecku znaczy to "kał"" ("Kot - in German it means "feces"") was also written. It was 16.4.2018.

The date 16.4.2018 has a rare property because from it five natural powers of number two can be separated: 16, 4, 2, 1, 8. And "number two" is slang or childish term for feces and coincidence was in large part associated with feces. Polish word "kał" ("feces") has similar pronunciation as English word "cow" ("krowa" in Polish). And Polish word for cat means feces in German (where it starts with capital letter because it is a noun). The date 18.4.2016 also gives such an effect. 18.4.2016 I started third week in day hospital (oddział dzienny in Polish).

Both dates: 16.4.2018 and 18.4.2016 have 4, 6, 8 as last digits in numbers forming them. So there is also coincidence with 3, 6, 9 because numbers 4, 6, 8 also form three-membered arithmetical sequence with sum 18 and arithmetical mean 6. In addition, 4, 6, 8 are one-digit numbers. Similarly coincident date is 4.6.2018 (when I was diagnosed with F84.5, F42.2, F21 at the visit with the psychiatrist), which has sum of digits 21 and from digits different than 4, 6, 8 numbers 21 and 210 (2*3*5*7, product of four one-digit prime numbers) can be formed.

Today I looked at Google results for certain four-lettered word written from Russian letters and there were 3 970 results. Next I looked for certain Russian phrase and there were 3 970 000 results. 1000 times more! Both phrases were associated with feces. Yesterday I wrote something about feces in that topic.

Some time ago I typed certain Russian phrase which was a transliteration of Russian name of certain creature from certain Russian game in which the encounter with Big W was present. In second or first result there was English name for the item called V in my earlier posts in that topic and two transliterations of Russian term for V! Today I typed that phrase again and there were no words for V.

Well...there you go!

For the first time you have actually found a real, and meaningful, coincidence!

The fact that both phrase were "associated with feces" is prove positive that God was trying to tell you something!

Tell you that all of this number stuff of yours is all a bunch of ….you know what!

A bunch of... yhhm... feces? I do not think so

24.12.2018 I noticed that from the digits of GS 21, 42, 84 two three-membered arithmetical sequences can be formed: 2, 8, 14 and 4, 8, 12. These ASes can be formed by digits of GS 1, 2, 4, 8.
1, 2, 4, 8 is a four-membered geometrical sequence. It is non-constant and has four digits in it. That GS can be formed by some digits of GS 21, 42, 84 and by some digits in numbers in the date 24.12.2018.

Large coincidence can be found in numbers formed by two last digits in numbers forming the date 24.12.2018. These numbers are: 24, 12, 18. If they are sorted ascendingly, they form an AS: 12, 18, 24. Sums of digits in numbers forming AS 12, 18, 24 are: 3, 9, 6, if they are sorted ascendingly, they form "Tesla's arithmetical sequence" (TAS) - 3, 6, 9!

1. Middle term in the sequence 12, 18, 24 is 18.
2. Arithmetic mean of the AS 12, 18, 24 is 18 ((12+18+24):3 = 54:3 = 18).
3. Sum of digits in numbers forming 12, 18, 24 is 18 (1+2+1+8+2+4 = 18).
4. Sum of products of digits in numbers forming 12, 18, 24 is 18: 1*2 + 1*8 + 2*4 = 2+8+8 = 18.

The GS 12, 18, 24 is very coincident with sum of numbers and digits in TAS - 18. It may be the only non-constant sequence which has the same arithmetical mean, sum of digits and sum of products (or only digits which are present in the numbers) of digits in numbers forming the sequence. Another example of such a sequence is constant 0,0,0.

The common difference of 12, 18, 24 is 6 - the same as CD of 6, 12, 18, which was also coincident because 6.12.2018 I noticed that product of digits in the AS 11, 15, 19 is the same as sum of numbers forimng that sequence. 6 is arithmetical mean and middle term of TAS. Both 6, 12, 18 and 11, 15, 18 have the same sum of digits - 18, the same as in the case of TAS.

There are 9 days between 6.12.2018 and 15.12.2018 and 9 days between 15.12.2018 and 24.12.2018. There are 18 days between 6.12.2018 and 24.12.2018.

I noticed coincidences associated with 3, 6, 9 and 21.7 associated with the arithmetic sequence (AS) 6, 13, 20. They look amazing.

1. Sum of digits in 6, 13, 20 is 12 (21 read backwards, 3+9) and sum of numbers is 39 (number starting on 3 and ending on 9, just like 3, 6, 9, in addition, arithmetic mean of digits in 39 is 6).
2. First digits in that sequence have sum 9 (6+1+2) and second digits have sum 3 (3+0). Arithmetic mean (AM) of 9 and 3 is 6, difference of 9 and 3 is also 6.
3. Product of 3, 6, 9 (162) can be formed from first digits of numbers in 6, 13, 20. Product of 21 and 6 (126, having the same digits as two factors) also can be formed from these numbers.
4. Common difference of AS 6, 13, 20 is 7 and number 21 can be formed from digits forming that sequence.
5. Three-membered geometric sequence (GS) with sum 21 and AM 7 can be formed from digits of 6, 13, 20: 3, 6, 12. Sum of digits in that GS is 12 and it is 3 times smaller than the product of digits forming that sequence (3*6*1*2 = 36).
6. A three-membered AS with sum 3 can be formed from 6, 13, 20: 0, 1, 2.
7. A three-membered AS with sum 6 can be formed from 6, 13, 20: 1, 2, 3.
8. A three-membered AS with sum 9 can be formed from 6, 13, 20: 0, 3, 6.
9. Two three-membered ASes with sum 18 (3+6+9) and AM 6 (the same as in 3, 6, 9) can be formed from 6, 13, 20: 0, 6, 12 and 2, 6, 10. It is big coincidence!
10. From digits other than 6 in the sequence 6, 13, 20 four-membered AS can be formed (0, 1, 2, 3), it has the sum 6.
11. From five digits of 6, 13, 20 another three-membered AS consisting of five digits and three numbers can be formed: 0, 16, 32. It has the sum 48 and arithmetic mean of digits in 48 is 6, in addition 48-39 is 9 (39 is the sum of numbers in "original" sequence 6, 13, 20).

I typed phrase associated with transliteration of certain Russian phrase and with certain Russian computer game. In the description of 9th result (that which was at the lowest part on first page of results) I found letter "V"! Песни на букву «V» - OriginSound.ru - that was the description. Earlier I read or typed in Google something about "bukva r" (Russian word for "letter r"). "V" was associated with the Russian game.

I typed names of two items found in coincident encounter in which "V" was found - one phrase, without quotation marks, two words. There were 246 000 000 results. 2, 4, 6 - numbers form an arithmetic sequence, in addition, they are the same as sums of digits in the sequences: 6, 13, 20 (sums of digits have to be sorted ascendingly to form 2, 4, 6) or 11, 13, 15 (these two ASes were coincident earlier). These two short names have the same number of letters in them and the same two first letters.

Today I typed three phrasese in Google and there were interesting numbers of results:
- for orojenia (modification of Polish word "urojenia" meaning delusions) there were 112 results,
- for grzech dotykanie żony (sin touching of wife) there were 112 000 results,
- for sadis there were 11 200 000 results.
112 is the product of numbers 28 and 4. I was diagnosed with F21, F42.2, F84.5 together first time 28.4.2015.

I also typed the word swinemeat and results for swine meat were presented. There were 17 400 000 results. From digits of 17 4 the number 147 can be formed, 147 is 21*7.
I typed a word associated in some way with certain creature from certain game. There were 14 700 results.
I typed certain three-lettered word and got 65 700 000 results. Numbers: 6, 5, 7 sorted ascendingly form arithmetic sequence with sum 18 and arithmetic mean 6, just like 3, 6, 9.
I typed Polish name of "Big W" encounter mentioned earlier. There were 5 880 000 results. Sum of digits 5, 8, 8 is 21 and arithmetic mean is 7.
I typed Polish name of something unpleasant and got 87 300 results. Sum of digits 8, 7, 3 is 18 and arithmetic mean is 6.
I typed certain phrase in Google and there were 28 400 000 results. 28 and 4! 28.4.

I noticed that from digits of sequence 33, 42, 51 four other arithmetic sequences (which have arithmetic mean 33) can be formed:
- 12, 33, 54 (common difference 21)
- 21, 33, 45 (common difference 12)
- 25, 33, 41 (CD
- 14, 33, 52 (CD 19).
Interestingly, it is not the only set of four numbers with sum of digits 18 which has such a property. Another four arithmetic sequences with such common differences are formed from digits: 1, 2, 2, 3, 4, 6:
- 21, 42, 63 (CD 21)
- 12, 24, 36 (CD 12)
- 23, 42, 61 (CD 19)
- 16, 24, 32 (CD .
I found also a set of four arithmetic sequences with sums of digits 15 which has such CDs:
- 15, 23, 31 (CD
- 13, 32, 51 (CD 19)
- 11, 32, 53 (CD 21)
- 11, 23, 35 (CD 12).

In my previous post there were emoticons instead of number 8 and quotation mark.

From digits of numbers: 6, 13, 20 (0, 1, 2, 3, 6) many ascending arithmetic sequences can be formed:
1. 0, 1, 2 (sum 3, arithmetic mean (AM) 1, common difference (CD) 1)
2. 1, 2, 3 (sum 6, AM 2, CD 1)
3. 0, 1, 2, 3 (sum 6, AM 1,5, CD 1)
4. 0, 3, 6 (sum 9, AM 3, CD 3)
5. 0, 6, 12 (sum 18, AM 6, CD 6)
6. 2, 6, 10 (sum 18, AM 6, CD 4)
7. 0, 13, 26 (sum 39, AM 13, CD 13)
8. 6, 13, 20 (sum 39, AM 13, CD 7)
9. 0, 16, 32 (sum 48, AM 16, CD 16)
10. 0, 31, 62 (sum 93, AM 31, CD 31)
11. 2, 31, 60 (sum 93, AM 31, CD 29)
12. 2, 16, 30 (sum 48, AM 16, CD 14)
Interestingly, all three-digit or four-digit sequences (there are 6 such sequences) have sum of numbers 3, 6, 9 or 18. 18 is the sum of numbers: 3, 6, 9. There are two sequences with sum 6 (and 6 is arithmetic mean of 3, 6, 9 sequence) and two sequences with sum 18. There are 3 three-digit sequences, 3 four-digit sequences and 6 five-digit sequences.
In addition, sequences with sum 18 are interestingly associated with 3, 6, 9:
- they have three terms,
- they have six as their arithmetic mean and middle member,
- they have nine as their sums of digits.

From digits of 6, 13, 20 a geometric sequence (ascending) can be formed:
3, 6, 12.
That sequence has sum of numbers 21 and arithmetic mean 7!
Differences between the terms of that sequence are also interesting:
- difference of middle and the smallest term is 3 (6 - 3),
- difference of the largest and middle term is 6 (12-6),
- difference of the largest and the smallest term is 9 (12-3).
Amazing! That sequence is coincident with both 21.7 and 3, 6, 9.