Project Euler is a website dedicated to computational problems intended to be solved with computer programs.

At the time of this writing, it includes over 400 problems, with a new one added every week.

Problems are of varying difficulty but each is solvable in less than a minute using an efficient algorithm on a modestly powered computer.

I have already solved some of the problem, mainly using J (a language in the APL family) or Python.

Last year I learned ABAP and now, to test my skill with it, I decide to solve some of the Project Euler problem using ABAP.

To be able to execute ABAP programs, I have installed a SAP NetWeaver Trial Version ABAP (Windows) under VirtualBox.

The second problem (Even Fibonacci numbers) is not very difficult:

**Each new term in the Fibonacci sequence is generated by adding the previous two terms. By starting with 1 and 2, the first 10 terms will be:**

**1, 2, 3, 5, 8, 13, 21, 34, 55, 89, …**

**By considering the terms in the Fibonacci sequence whose values do not exceed 4 million, find the sum of the even-valued terms.**

My ABAP solution was the following (run the program to see the solution):

**REPORT ZMLA_EULERO_002.**

** DATA: total TYPE N LENGTH 60 VALUE 0,**

** s TYPE STRING.**

** DATA: a TYPE INT4 VALUE 1,**

** b TYPE INT4 VALUE 2,**

** limit TYPE INT4 VALUE 4000000,**

** tmp TYPE INT4,**

** lst TYPE TABLE OF INT4. “list of integers**

** * Append the initial items to the list**

** APPEND a to lst.**

** APPEND b to lst.**

** WHILE a + b < limit.**

** tmp = a + b.**

** a = b.**

** b = tmp.**

** APPEND b to lst. “Append the new item to the list**

** ENDWHILE.**

** total = 0.**

** LOOP AT lst INTO a.**

** IF a mod 2 = 0.**

** total = total + a.**

** ENDIF.**

** ENDLOOP.**

** a = total. “to make ABAP happy. 🙁**

** s = |The solution is { a }|.**

** WRITE / s.**