**commit** 1b464523c727c8405ebf0a0b12aba18c45ac9d8c
**parent** 082701161e451dc80a3f4eb7facad32f1cd0e5a9
**Author:** Agastya Chandrakant <acagastya@outlook.com>
**Date:** Mon, 16 Apr 2018 22:37:17 +0530
Update report.md
**Diffstat:**

1 file changed, 1 insertion(+), 1 deletion(-)

**diff --git a/s4/fafl/report.md b/s4/fafl/report.md**
@@ -86,7 +86,7 @@ Since calculation of modulo is subtracion of `v` from `u` until `u` is strictly
- Goto right until current cell is `B`.
- Make `B` as `1`. Repeat these four sub-steps until instruction pointer reaches `B` on the right hand side.
-To find quotient, a small tweak should suffice. That is, "_Having travelled two right from reading `1`, if current cell is `X`, one subtraction is finished._" Make use of a different symbol in the array to distinguish second number from quotient (use another `i` -- personal choice, really does not matter). After making all `X` as `1`, go right until current cell is `B`. Make `B` as `1`. Move right, make current symbol as `B`. Go left until current cell is `0`. Goto step #2.
+To find quotient, a small tweak should suffice. That is, "_Having travelled two right from reading `1`, if current cell is `X`, one subtraction is finished._" Make use of a different symbol in the array to distinguish second number from quotient (use another symbol, say `i` -- personal choice, really does not matter). After making all `X` as `1`, go right until current cell is `B`. Make `B` as `1`. Move right, make current symbol as `B`. Go left until current cell is `0`. Goto step #2.
#### To find if the number is prime