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Interesting 3x3 table, to form a numbers of unique prime numbers


jasen
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unique 3x3 table 6 diff primes.png

 

 151  131 359 131  151
    \   ^   ^   ^ /
  131 < 1   3   1 > 131
  353 < 3   5   3 > 353
  191 < 1   9   1 > 191
    /   V   V   V \  
  151  131 953 131  151

This 3x3 table have an interesting properties. 
Every direction (up,down, Right, Left, 45°,135°,225°,315°) of 3 cell form prime numbers.
There are 6 unique prime numbers from this table, they are 131, 151, 191, 353, 359, 953.

Create a more interesting 3x3 table with the same rule, which there are 9 unique prime numbers from the table.

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my bad. I left a couple options for the exterior primes off my list.

  On 11/4/2016 at 1:52 AM, jasen said:

It is possible, I have it. I will show it next week if nobody find it until 10 Nov 2016.

 

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Fun extra question to add in to challenge on this one. What is the lowest number of unique primes that could be used in this and how many unique ways (including rotation and reflection) can this be made?

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First thoughts

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  On 11/6/2016 at 7:39 AM, tojo928 said:

Fun extra question to add in to challenge on this one. What is the lowest number of unique primes that could be used in this and how many unique ways (including rotation and reflection) can this be made?

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