Develop a new construction program

stxma

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1 Oct 2008
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So I was expecting all the games to play, but it doesn't matter, the minimum for 100% is 64 columns. With 1 point lost at 9 doubles, you have a 33% chance of a 6 point and with 2 losses at around 11%.
It goes without saying that the basic prerequisite is to pass the full, the terms, the variable.
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nmpropo

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15 Nov 2011
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I cite standard systems for comparison both for the columns but for the collapse that
be it. Systems play with one key point (not double)
The first column is the number of races. The second number is how well we have to succeed.
the third number guarantees us 100% the length of the column (2d 3d quadruples) the fourth number
shows the required columns of the system the fifth number of the sheets we want to collapse
5-3-2 columns 4 sheets 3 100% 1-4 doubles
10-3-6 columns 12 bulletins 7 100% 1-12 triples
10-3-7 columns 6 bulletins 3 100% 1-6 triples
10-4-5 columns 58 bulletins 33 100% 1-58 quadrants
11-3-6 columns 19 bulletins 14 100% 1-19 3ds
18-4-10 columns 57 bulletins 51 100% 1-57 4hrs (some 4 years ago they got XNUMX HM-Tel overlaps)
18-3-10 columns 24 bulletins 23 100% 1-24 triples
20-3-7 columns 132 bulletins 65 100% 1-132 triples
Note: Grab and what few points can give us 2s 3s 4s

Larry

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1 Apr 2010
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I cite standard systems for comparison both for the columns but for the collapse that
be it. Systems play with one key point (not double)
The first column is the number of races. The second number is how well we have to succeed.
the third number guarantees us 100% the length of the column (2d 3d quadruples) the fourth number
shows the required columns of the system the fifth number of the sheets we want to collapse
5-3-2 columns 4 sheets 3 100% 1-4 doubles
10-3-6 columns 12 bulletins 7 100% 1-12 triples
10-3-7 columns 6 bulletins 3 100% 1-6 triples
10-4-5 columns 58 bulletins 33 100% 1-58 quadrants
11-3-6 columns 19 bulletins 14 100% 1-19 3ds
18-4-10 columns 57 bulletins 51 100% 1-57 4hrs (some 4 years ago they got XNUMX HM-Tel overlaps)
18-3-10 columns 24 bulletins 23 100% 1-24 triples
20-3-7 columns 132 bulletins 65 100% 1-132 triples
Note: Grab and what few points can give us 2s 3s 4s
In the first 3 you are / I am OK.
4 goes down to 53 columns.
5 out of 17 columns.
The 6 OK may be combined with 56 columns.
7 out of 23 columns.
The 8 also 132.

If it's worth reporting, it's only 4, maybe 5 (if I'm not mistaken).
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Larry

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1 Apr 2010
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stxma, if you want to put 10-3-6 columns 10, so out of curiosity ...

The test went down as its dates passed.
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nmpropo

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15 Nov 2011
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stxma, if you want to put 10-3-6 columns 10, so out of curiosity ...

The test went down as its dates passed.
12 Triple Columns 72. 100% Guarantee 1-8 11 Years (new method type)
A group of 4 triples we ask for 3-4 points
Group B triples ask for 4-3 points
Group 4 triples we ask for 3-4 points
Variable how many columns are with these queries?
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stxma

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stxma, if you want to put 10-3-6 columns 10, so out of curiosity ...
From there I see, what the old one had and a program that showed them but now there is no telling the amounts are

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Larry

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12 Triple Columns 72. 100% Guarantee 1-8 11 Years (new method type)
A group of 4 triples we ask for 3-4 points
Group B triples ask for 4-3 points
Group 4 triples we ask for 3-4 points
Variable how many columns are with these queries?
That is, with 72 columns length 11, are you sure to make 1-8 11s if conditions pass?

Sure I'm much worse, but the number impresses me. If you want, upload the columns.

nmpropo

Active Member
15 Nov 2011
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That is, with 72 columns length 11, are you sure to make 1-8 11s if conditions pass?

Sure I'm much worse, but the number impresses me. If you want, upload the columns.
All constructors use almost the same algorithm as eg snap in the Odysseus program with these requests the number of columns is 282 and gives 12 triple 1 11s if we get 3 points from each group the same result I have with the 72 columns
Expansion in 2 bulletins
bulletin 1 columns 64 (8X8)
1X2
1X2 A GROUP TO HAVE 3 ACCESSORIES
1X2
1X2
----------------
1
1 B GROUP TO KEEP THE BASIC COLUMN
1
1
---------------------
1X2
1X2 C GROUP TO HAVE 3 ACCESSORIES
1X2
1X2
------------------

bulletin 2 columns 8th to 3th groups to baseline
1
1 A GROUP TO KEEP THE BASIC COLUMN
1
1
-------------------
1X2
1X2 B GROUP TO HAVE 3 ACCESSORIES
1X2
1X2
--------------
1
1 C GROUP TO KEEP THE BASIC COLUMN
1
1
----------------
HOWEVER, WE KNOW THESE WE REQUEST IN THE COLUMN
X111-2111-2111 with 72 columns we have 1 1 in the first bulletin.
Strange with this basic column o snap he also gives us 1 11s
but with 282 columns. If in the first and third group we have caught the base column
then 100% 12ar. If you get the baseline column in all 3 groups the baseline column
then 100% 8 11s
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nmpropo

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15 Nov 2011
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That is, with 72 columns length 11, are you sure to make 1-8 11s if conditions pass?

Sure I'm much worse, but the number impresses me. If you want, upload the columns.
What I am writing is with 72 columns I have 100% 11ar in 12 races and no column length there is a difference
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Larry

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What I am writing is with 72 columns I have 100% 11ar in 12 races and no column length there is a difference
So yes. It's different to go for 11, with 12 teams in full 12s, and it's different for 11, with 11 teams.
About 294 I got it.
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Larry

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Good morning, I try but I can't get it, how do I fix the points on the counter, maybe you've missed it!
mathematically I couldn't answer and apologize. No correction, it will be the next one. System correction has been made and will move on to the next trial.
Also those who download and test, if they find a bug, let us know so we can fix it.
See you again for the next J / C.
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Larry

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There was also a new coupon coming up and it is a big coupon, over 600 matches in 3 days.

http://bit.ly/2OUDGIn

A complete system has now been added to 1 card, with or without a standard, double, triple, standard and Double Opportunities collision.
Let me point out the latter about the economy that is made by playing all the double on double opportunities.

@stxma, I owe a basic edit.
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