Sta's Matrix Idea

272   138   341   131   151

366   199   130   320    18

226   245   91    245   226

18    320   130   199   366

151   131   341   138   272



<761> counts with gematria [patience is a virtue]

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



1) 226+199+245+91 = 761

2) 226 + buffers + obscura + form = 761

3) 245 + mournful + mobius + form = 761

so

1) or 2) or 3) =

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




1033 - any line or column will be our equation as they all add up to 1033.

3301 - Is there a combination that adds up to 3301? And if there isnt, maybe thats because it was <!--3301-->. Some people says ! stands for hidden, in some programming languages ! symbolises NOT. Therefore if there isnt a combination adding up to 3301, perhaps its meant to be NOT 3301 ==> 1033. And we get a second string equalling another hex string.

Next?

Somehow break up hex string to represent numbers/words.