Arithmetic Complexity leads me to ask.

Arithmetic Complexity leads me to ask.

Postby pyst7lot » Fri Aug 27, 2021 2:00 pm

Which filter would I use to keep or eliminate lines which would have 3 pairs of numbers which have the same distance between them.
ie. 1-3-13-15-17-26 where 1-3, 13-15 and 15-17 all have a distance of 2

After checking our last 28 draws I see that 3 pairs of numbers with an equal distance between them has not happened much. Now I'm keen to see if it makes a worthwhile reduction to eliminate any lines which do that.

Example:
1-5-12-22-26-33 where 1-22, 5-26 and 12-33 all have a distance of 21 between them.
pyst7lot
 
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Re: Arithmetic Complexity leads me to ask.

Postby tdnl46w » Sat Aug 28, 2021 9:01 am

'Ticket Range' filter.

pyst7lot wrote:Example:
1-5-12-22-26-33 where 1-22, 5-26 and 12-33 all have a distance of 21 between them.


In the filter; "The maximum difference of every 4 neighboring numbers is [21] to [21].
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Re: Arithmetic Complexity leads me to ask.

Postby pyst7lot » Sat Aug 28, 2021 12:04 pm

tdnl46w wrote:'Ticket Range' filter.

pyst7lot wrote:Example:
1-5-12-22-26-33 where 1-22, 5-26 and 12-33 all have a distance of 21 between them.


In the filter; "The maximum difference of every 4 neighboring numbers is [21] to [21].


Thanks but I don't think that quite does what I'm looking for. I only want to eliminate lines which have 3 instances of the same distance between numbers. Thinking more about it I wonder if the reason I didn't see it happening much when I checked past draws for Arithematic Complixity is because there isn't a large number of combinations which fit the bill. What I'm asking for may not give me what I was hoping for.

Edit. I take that back. What you suggest might do what I want.
pyst7lot
 
Posts: 114
Joined: Tue Apr 23, 2019 4:48 am


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