Substitute each of the capital letters in bold in this 3x3 grid by a different digit from 1 to 9 such that the sum of digits in each of the four 2x2 subgrids is equal to 9***E**.

**A** **B** **C**

**D** **E** **F**

**G** **H** **I**

What will be the arrangement(s) (disregarding reflections and rotations), if keeping all the other conditions unchanged, the sum of digits in each of the four 2x2 subgrids is equal to 7***E**?

For the e*9 there is also the following variant:

4 3 5

9 2 8

6 1 7

Each of the three models (two in my first posting, and the one above) had a total of eight reflections, rotations, inversions, etc. Hence there are two pattern solutions for the e*9, but still only the one for e*7.