README-en.md edited online with Bitbucket

README-en.md

 
     Notice that your algorithm should have some mechanism for detecting if the last 8 character block were all `0`. When this happens, the algorithm should stop reading the pixels.
 
-    The string of binary digits should then be sent to another function `binaryStringToMessage` (see Exercise 2) that interprets the `0`'s and `1`'s as the bits of ASCII characters. In the example, the string `"010001000110111101100111000000000"` would be decoded to "Dog" (because `01000100` corresponds to 'D', `01101111` is 'o',  `01100111` is 'g', and a `00000000` symbolizes the end of the string.)
+    The string of binary digits should then be sent to another function `binaryStringToMessage` (see Exercise 2) that interprets the `0`'s and `1`'s as the bits of ASCII characters. In the example above, the string `"010001000110111101100111000000000"` would be decoded to "Dog" (because `01000100` corresponds to 'D', `01101111` is 'o',  `01100111` is 'g', and a `00000000` symbolizes the end of the string.)
 
     To implement the algorithm for extracting the message, you should understand how the message was encoded. If necessary, review the "Embedding a message into an image" section.