[200 Replies!] Counting, but you can reverse the digits at any time!

[WynnicWithered]

4336

 

[mrxp]

4337

 

[WynnicWithered]

4338

 

[mrxp]

4339 (reverse it now)

 

[WynnicWithered]

9334

(Reverse it again at 9399)

 

[ThatOneTposingDude]

9335

 

[Nonak]

9336

 

[ThatOneTposingDude]

9337

 

[WynnicWithered]

9338

 

[ThatOneTposingDude]

9340

 

[WynnicWithered]

9339*

9340

 

[EliteDangerGamer]

439

 

[WynnicWithered]

934

 

[EliteDangerGamer]

935

 

[WynnicWithered]

936

 

[mrxp]

0937 (it should’ve retained the 4 digits when reversed)

 

[EliteDangerGamer]

0937 (it should’ve retained the 4 digits when reversed)

I don't think so, 0937 is the same as 937, so we get rid of the zeros
739

 

[WynnicWithered]

937

NEW RULE IDEA: When a number that ends in a 0 is reversed, it retains the 0. For example: 1620 -> 0261

If the number is reversed again on the very next post, it is reverted to 1620. If the next post DOESN'T reverse the number, it becomes 262.

 

[EliteDangerGamer]

k

938

 

[mrxp]

939