3, 1, 0, 0, 1, 1, 1, 1, 1, ?

D

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People who have been exposed to 6 th grade recursive loops can easily solve this

@StrangerDanger @lovelyboy @julianchicago
 
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start banning people for posting sequences and puzzles (5 Viewers)
 
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There’s probably more than one way to solve, just give me a good pattern
start banning people for posting sequences and puzzles (5 Viewers)
 
0, 1, 1, 2
 
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my ip
 
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1699540768613
 
Can see a pattern, until the 6th term
 
But does this get me pussy tho?
 
What are those numbers
I put your sequence in a 3x3 grid and found that the sum for the row was 4 in the first, 3 in the second, and based on that I thought the sum of the row (cluster of 3 sequential number) decreases by 1 per each iteration and the last row’s sum should be 2 which is why I came up with 1
 
I put your sequence in a 3x3 grid and found that the sum for the row was 4 in the first, 3 in the second, and based on that I thought the sum of the last row should be 2 which is why I came up with 1
There’s no 2 in op sequence
 
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1, obviously
 
didnt see your previous post when i posted mine
 
There’s no 2 in op sequence
Ropefuel, yeah sorry I mistook the 1 as a 2 as tears shot up into my eyes due to me reminiscing my oneitis for 2 seconds @lovelyboy
 
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Ropefuel, yeah sorry I mistook the 1 as a 2 as tears shot up into my eyes due to me reminiscing my oneitis for 2 seconds @lovelyboy
i think my sequence was good but i couldnt see the numbers well due to the blurry vision from all the crying thinking ab my oneitis
 
Ropefuel, yeah sorry I mistook the 1 as a 2 as tears shot up into my eyes due to me reminiscing my oneitis for 2 seconds @lovelyboy
i think my sequence was good but i couldnt see the numbers well due to the blurry vision from all the crying thinking ab my oneitis
Use the modulus function with a if/else condition and a constant additive
 
What pattern did you use

didn't even have to think about the pattern.

1 as a number is too impotent for creating any key for it suddenly changing into another number after 4 repetitions.
 
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nigger can't even do binary right
 
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You literal dog edited the title I‘m done
i think my sequence was good but i couldnt see the numbers well due to the blurry vision from all the crying thinking ab my oneitis
Can see a pattern, until the 6th term
nigger can't even do binary right

-1 + f(x) ,where f(x) = modulus( y) where p is a consecutive prime for each term, and N is an integer that runs up to infinity.

y terminates when its greater than or equal to 1 , y = View attachment 2541875


so first term would be -1 plus modulus 8/2

second would be -1 plus modulus 8/3

third would be -1 plus modulus 8/5

fourth would be -1 plus modulus 8/7

fifth would be -1 plus modulus 27/11

and so on
 
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1488
 
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-1 + f(x) ,where f(x) = modulus( y) where p is a consecutive prime for each term, and N is an integer that runs up to infinity.

y terminates when its greater than or equal to 1 , y = View attachment 2541875


so first term would be -1 plus modulus 8/2

second would be -1 plus modulus 8/3

third would be -1 plus modulus 8/5

fourth would be -1 plus modulus 8/7

fifth would be -1 plus modulus 27/11

and so on
cope
 
-1 + f(x) ,where f(x) = modulus( y) where p is a consecutive prime for each term, and N is an integer that runs up to infinity.

y terminates when its greater than or equal to 1 , y = View attachment 2541875


so first term would be -1 plus modulus 8/2

second would be -1 plus modulus 8/3

third would be -1 plus modulus 8/5

fourth would be -1 plus modulus 8/7

fifth would be -1 plus modulus 27/11

and so on

you are missing the entire point of this
 

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