Skip to main content
Commonmark migration
Source Link

The Answer to number 2:

793: Why? They are all odd numbers! (Only possible to guess given the multiple choice nature of the question) The pattern means diddle squat.


##None of the below matters, these were early attempts, which turned out to be wrong##

None of the below matters, these were early attempts, which turned out to be wrong

In addition to @Daniel (Sorry, no rights to comment)

19 43 83 233 59 61 283 | 9 and 83

 

11 35 75 225 51 53 275 |1 and 75

 

05 29 69 219 45 47 269 | 5 and 69

then there is

19 43 83 233 59 61 283 | 59-19=40, 283-233=50

 

11 35 75 225 51 53 275 | 51-11=40, 275-225=50

 

05 29 69 219 45 47 269 | 45-05=40, 269-219=50

There are a few other simple additions with nice round numbers

d5-d1 = 40, d3-d2 = 40, d4-d2 = 140 (100+40)

 

d7-d4 = 50, d4-d3 = 150 (100+50)

 

d7-d3 = 200

Another pattern exists in the second digit... but this might be seeing patterns where there aren't any. It might also be giving even more credibility to the modulo + offset theory. (base+offset)%10 works for the patterns below.

9, 3, 1 -> 9, 1, 3 -> 9+2=11+2=13(drop the 10's)

 

1, 3, 5 -> 1+2=3+2=5

 

5, 9, 7 -> 5, 7, 9 -> 5+2=7+2=9

So:

If d1 + 40 = d5, and d4 + 50 = d7, then I will guess d6+60 = d8

 

logic: 5-1 = 4, 7-4 = 3, so 8-X = 2. X must be 6

 

61+60=121

 

53+60=113

 

47+60=107

The Answer to number 2:

793: Why? They are all odd numbers! (Only possible to guess given the multiple choice nature of the question) The pattern means diddle squat.


##None of the below matters, these were early attempts, which turned out to be wrong##

In addition to @Daniel (Sorry, no rights to comment)

19 43 83 233 59 61 283 | 9 and 83

 

11 35 75 225 51 53 275 |1 and 75

 

05 29 69 219 45 47 269 | 5 and 69

then there is

19 43 83 233 59 61 283 | 59-19=40, 283-233=50

 

11 35 75 225 51 53 275 | 51-11=40, 275-225=50

 

05 29 69 219 45 47 269 | 45-05=40, 269-219=50

There are a few other simple additions with nice round numbers

d5-d1 = 40, d3-d2 = 40, d4-d2 = 140 (100+40)

 

d7-d4 = 50, d4-d3 = 150 (100+50)

 

d7-d3 = 200

Another pattern exists in the second digit... but this might be seeing patterns where there aren't any. It might also be giving even more credibility to the modulo + offset theory. (base+offset)%10 works for the patterns below.

9, 3, 1 -> 9, 1, 3 -> 9+2=11+2=13(drop the 10's)

 

1, 3, 5 -> 1+2=3+2=5

 

5, 9, 7 -> 5, 7, 9 -> 5+2=7+2=9

So:

If d1 + 40 = d5, and d4 + 50 = d7, then I will guess d6+60 = d8

 

logic: 5-1 = 4, 7-4 = 3, so 8-X = 2. X must be 6

 

61+60=121

 

53+60=113

 

47+60=107

The Answer to number 2:

793: Why? They are all odd numbers! (Only possible to guess given the multiple choice nature of the question) The pattern means diddle squat.


None of the below matters, these were early attempts, which turned out to be wrong

In addition to @Daniel (Sorry, no rights to comment)

19 43 83 233 59 61 283 | 9 and 83

11 35 75 225 51 53 275 |1 and 75

05 29 69 219 45 47 269 | 5 and 69

then there is

19 43 83 233 59 61 283 | 59-19=40, 283-233=50

11 35 75 225 51 53 275 | 51-11=40, 275-225=50

05 29 69 219 45 47 269 | 45-05=40, 269-219=50

There are a few other simple additions with nice round numbers

d5-d1 = 40, d3-d2 = 40, d4-d2 = 140 (100+40)

d7-d4 = 50, d4-d3 = 150 (100+50)

d7-d3 = 200

Another pattern exists in the second digit... but this might be seeing patterns where there aren't any. It might also be giving even more credibility to the modulo + offset theory. (base+offset)%10 works for the patterns below.

9, 3, 1 -> 9, 1, 3 -> 9+2=11+2=13(drop the 10's)

1, 3, 5 -> 1+2=3+2=5

5, 9, 7 -> 5, 7, 9 -> 5+2=7+2=9

So:

If d1 + 40 = d5, and d4 + 50 = d7, then I will guess d6+60 = d8

logic: 5-1 = 4, 7-4 = 3, so 8-X = 2. X must be 6

61+60=121

53+60=113

47+60=107

moved the disclaimer out of the spoiler tag
Source Link
elias
  • 9.6k
  • 3
  • 35
  • 59

The Answer to number 2:

793: Why? They are all odd numbers! (Only possible to guess given the multiple choice nature of the question) The pattern means diddle squat. So none of the below matters


##None of the below matters, these were early attempts, which turned out to be wrong##

In addition to @Daniel (Sorry, no rights to comment)

19 43 83 233 59 61 283 | 9 and 83

11 35 75 225 51 53 275 |1 and 75

05 29 69 219 45 47 269 | 5 and 69

then there is

19 43 83 233 59 61 283 | 59-19=40, 283-233=50

11 35 75 225 51 53 275 | 51-11=40, 275-225=50

05 29 69 219 45 47 269 | 45-05=40, 269-219=50

There are a few other simple additions with nice round numbers

d5-d1 = 40, d3-d2 = 40, d4-d2 = 140 (100+40)

d7-d4 = 50, d4-d3 = 150 (100+50)

d7-d3 = 200

Another pattern exists in the second digit... but this might be seeing patterns where there aren't any. It might also be giving even more credibility to the modulo + offset theory. (base+offset)%10 works for the patterns below.

9, 3, 1 -> 9, 1, 3 -> 9+2=11+2=13(drop the 10's)

1, 3, 5 -> 1+2=3+2=5

5, 9, 7 -> 5, 7, 9 -> 5+2=7+2=9

So:

If d1 + 40 = d5, and d4 + 50 = d7, then I will guess d6+60 = d8

logic: 5-1 = 4, 7-4 = 3, so 8-X = 2. X must be 6

61+60=121

53+60=113

47+60=107

The Answer to number 2:

793: Why? They are all odd numbers! (Only possible to guess given the multiple choice nature of the question) The pattern means diddle squat. So none of the below matters


In addition to @Daniel (Sorry, no rights to comment)

19 43 83 233 59 61 283 | 9 and 83

11 35 75 225 51 53 275 |1 and 75

05 29 69 219 45 47 269 | 5 and 69

then there is

19 43 83 233 59 61 283 | 59-19=40, 283-233=50

11 35 75 225 51 53 275 | 51-11=40, 275-225=50

05 29 69 219 45 47 269 | 45-05=40, 269-219=50

There are a few other simple additions with nice round numbers

d5-d1 = 40, d3-d2 = 40, d4-d2 = 140 (100+40)

d7-d4 = 50, d4-d3 = 150 (100+50)

d7-d3 = 200

Another pattern exists in the second digit... but this might be seeing patterns where there aren't any. It might also be giving even more credibility to the modulo + offset theory. (base+offset)%10 works for the patterns below.

9, 3, 1 -> 9, 1, 3 -> 9+2=11+2=13(drop the 10's)

1, 3, 5 -> 1+2=3+2=5

5, 9, 7 -> 5, 7, 9 -> 5+2=7+2=9

So:

If d1 + 40 = d5, and d4 + 50 = d7, then I will guess d6+60 = d8

logic: 5-1 = 4, 7-4 = 3, so 8-X = 2. X must be 6

61+60=121

53+60=113

47+60=107

The Answer to number 2:

793: Why? They are all odd numbers! (Only possible to guess given the multiple choice nature of the question) The pattern means diddle squat.


##None of the below matters, these were early attempts, which turned out to be wrong##

In addition to @Daniel (Sorry, no rights to comment)

19 43 83 233 59 61 283 | 9 and 83

11 35 75 225 51 53 275 |1 and 75

05 29 69 219 45 47 269 | 5 and 69

then there is

19 43 83 233 59 61 283 | 59-19=40, 283-233=50

11 35 75 225 51 53 275 | 51-11=40, 275-225=50

05 29 69 219 45 47 269 | 45-05=40, 269-219=50

There are a few other simple additions with nice round numbers

d5-d1 = 40, d3-d2 = 40, d4-d2 = 140 (100+40)

d7-d4 = 50, d4-d3 = 150 (100+50)

d7-d3 = 200

Another pattern exists in the second digit... but this might be seeing patterns where there aren't any. It might also be giving even more credibility to the modulo + offset theory. (base+offset)%10 works for the patterns below.

9, 3, 1 -> 9, 1, 3 -> 9+2=11+2=13(drop the 10's)

1, 3, 5 -> 1+2=3+2=5

5, 9, 7 -> 5, 7, 9 -> 5+2=7+2=9

So:

If d1 + 40 = d5, and d4 + 50 = d7, then I will guess d6+60 = d8

logic: 5-1 = 4, 7-4 = 3, so 8-X = 2. X must be 6

61+60=121

53+60=113

47+60=107

added 116 characters in body
Source Link

The Answer to number 2:

793: Why? They are all odd numbers! (Only possible to guess given the multiple choice nature of the question) The pattern means diddle squat. So none of the below matters


In addition to @Daniel (Sorry, no rights to comment)

19 43 83 233 59 61 283 | 9 and 83

11 35 75 225 51 53 275 |1 and 75

05 29 69 219 45 47 269 | 5 and 69

then there is

19 43 83 233 59 61 283 | 59-19=40, 283-233=50

11 35 75 225 51 53 275 | 51-11=40, 275-225=50

05 29 69 219 45 47 269 | 45-05=40, 269-219=50

There are a few other simple additions with nice round numbers

d5-d1 = 40, d3-d2 = 40, d4-d2 = 140 (100+40)

d7-d4 = 50, d4-d3 = 150 (100+50)

d7-d3 = 200

Another pattern exists in the second digit... but this might be seeing patterns where there aren't any. It might also be giving even more credibility to the modulo + offset theory. (base+offset)%10 works for the patterns below.

9, 3, 1 -> 9, 1, 3 -> 9+2=11+2=13(drop the 10's)

1, 3, 5 -> 1+2=3+2=5

5, 9, 7 -> 5, 7, 9 -> 5+2=7+2=9

So:

If d1 + 40 = d5, and d4 + 50 = d7, then I will guess d6+60 = d8

logic: 5-1 = 4, 7-4 = 3, so 8-X = 2. X must be 6

61+60=121

53+60=113

47+60=107

In addition to @Daniel (Sorry, no rights to comment)

19 43 83 233 59 61 283 | 9 and 83

11 35 75 225 51 53 275 |1 and 75

05 29 69 219 45 47 269 | 5 and 69

then there is

19 43 83 233 59 61 283 | 59-19=40, 283-233=50

11 35 75 225 51 53 275 | 51-11=40, 275-225=50

05 29 69 219 45 47 269 | 45-05=40, 269-219=50

There are a few other simple additions with nice round numbers

d5-d1 = 40, d3-d2 = 40, d4-d2 = 140 (100+40)

d7-d4 = 50, d4-d3 = 150 (100+50)

d7-d3 = 200

Another pattern exists in the second digit... but this might be seeing patterns where there aren't any. It might also be giving even more credibility to the modulo + offset theory. (base+offset)%10 works for the patterns below.

9, 3, 1 -> 9, 1, 3 -> 9+2=11+2=13(drop the 10's)

1, 3, 5 -> 1+2=3+2=5

5, 9, 7 -> 5, 7, 9 -> 5+2=7+2=9

So:

If d1 + 40 = d5, and d4 + 50 = d7, then I will guess d6+60 = d8

logic: 5-1 = 4, 7-4 = 3, so 8-X = 2. X must be 6

61+60=121

53+60=113

47+60=107

The Answer to number 2:

793: Why? They are all odd numbers! (Only possible to guess given the multiple choice nature of the question) The pattern means diddle squat. So none of the below matters


In addition to @Daniel (Sorry, no rights to comment)

19 43 83 233 59 61 283 | 9 and 83

11 35 75 225 51 53 275 |1 and 75

05 29 69 219 45 47 269 | 5 and 69

then there is

19 43 83 233 59 61 283 | 59-19=40, 283-233=50

11 35 75 225 51 53 275 | 51-11=40, 275-225=50

05 29 69 219 45 47 269 | 45-05=40, 269-219=50

There are a few other simple additions with nice round numbers

d5-d1 = 40, d3-d2 = 40, d4-d2 = 140 (100+40)

d7-d4 = 50, d4-d3 = 150 (100+50)

d7-d3 = 200

Another pattern exists in the second digit... but this might be seeing patterns where there aren't any. It might also be giving even more credibility to the modulo + offset theory. (base+offset)%10 works for the patterns below.

9, 3, 1 -> 9, 1, 3 -> 9+2=11+2=13(drop the 10's)

1, 3, 5 -> 1+2=3+2=5

5, 9, 7 -> 5, 7, 9 -> 5+2=7+2=9

So:

If d1 + 40 = d5, and d4 + 50 = d7, then I will guess d6+60 = d8

logic: 5-1 = 4, 7-4 = 3, so 8-X = 2. X must be 6

61+60=121

53+60=113

47+60=107

More patterns and cleanup
Source Link
Loading
deleted 19 characters in body
Source Link
Loading
More patterns
Source Link
Loading
More patterns
Source Link
Loading
Conclusions + Wrong Numbers
Source Link
Loading
Conclusions
Source Link
Loading
Source Link
Loading