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Bongard Problems
03-17-2014, 05:28 AM
Post: #31
RE: Bongard Problems
Group A is scally 1v1 maps?

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03-17-2014, 05:32 AM
Post: #32
RE: Bongard Problems
Nope, only one criteria decides if its group A or B

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03-17-2014, 05:42 AM
Post: #33
RE: Bongard Problems
Group A: vertically symmetrical maps

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03-17-2014, 05:51 AM
Post: #34
RE: Bongard Problems
(03-17-2014 05:42 AM)[PETA] Doodat Wrote:  Group A: vertically symmetrical maps

Correct!

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03-17-2014, 05:53 AM (This post was last modified: 03-17-2014 06:00 AM by Chemoeum.)
Post: #35
RE: Bongard Problems
Group A:
Bat
Lion
Whale
Puppy
Lynx
Bird

Group B:
Frog
Cat
Beaver
Boar
Snake
Owl

If you solve it, am I doing it right?

EDIT: I changed "ant" to "owl"

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03-17-2014, 06:01 AM
Post: #36
RE: Bongard Problems
Group A:
1010101
101
11110
10000000001
0

Group B:
1
110011
101010
10101

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03-17-2014, 06:24 AM
Post: #37
RE: Bongard Problems
(03-15-2014 08:03 AM).Memories. Wrote:  
(03-15-2014 07:48 AM)Dabestbro Wrote:  The first two numbers in group A are prime, the first two numbers in group B are composite?

Has to be something with all the items of each set, not just a subset.

No I meant:

All numbers in each group the first two numbers in EACH number in group A, etc

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03-17-2014, 08:43 AM
Post: #38
RE: Bongard Problems
(03-17-2014 06:01 AM)[PETA] Doodat Wrote:  Group A:
1010101
101
11110
10000000001
0

Group B:
1
110011
101010
10101

Group A: Evenly divisible by 101.
Group B: Not evenly divisible by 101.

???

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03-17-2014, 09:19 AM
Post: #39
RE: Bongard Problems
(03-17-2014 08:43 AM)TheGreatErenan Wrote:  
(03-17-2014 06:01 AM)[PETA] Doodat Wrote:  Group A:
1010101
101
11110
10000000001
0

Group B:
1
110011
101010
10101

Group A: Evenly divisible by 101.
Group B: Not evenly divisible by 101.

???

I guess it works that way xD. That's interesting:
It's the same as saying that, changing the numbers from binary, they would be divisible by 5.

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03-17-2014, 10:08 AM
Post: #40
RE: Bongard Problems
I knew there was binary in that.

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