[DEWIF] fill examples with real data

rfc/0013_Duniter_Encrypted_Wallet_Import_Format.md

@@ -126,7 +126,7 @@ The public key serves as a checksum. To check that the DEWIF base64 string is no
 
 DEWIF base 64 string (with xor key `"toto titi tata"`):
 
-`???`
+`AAAAARAAAAEMALUJm4gAYvodNzw/CPBV4Pckm+pv1taVmMdXpbthi9YyDSu9ioexcFO1YJpKPKATZR5IMBpeOOnZkzhTb3k2SYo=`
 
 ##### Algorithm Bip32-Ed25519
 
@@ -152,6 +152,7 @@ The entropy is stored in 32 bytes to avoid revealing the size of the stored mnem
 If the entropy of the mnemonic is less than 32 bytes, the extra bytes are ignored (they can have any value).
 
 To check that the DEWIF base64 string is not corrupted, compute the hash sha256 of `Language code || Entropy length || Mnemonic entropy`. The first eight bytes of the sha256 hash constitute the checksum.
+WARNING: Only the "useful" part of the entropy is used to calculate the checksum, the extra bytes are ignored.  
 
 **Example 2:**
 
@@ -168,8 +169,9 @@ To check that the DEWIF base64 string is not corrupted, compute the hash sha256
 0x01 # Algorithm Bip32-Ed25519
 0x00 # Language english
 0x10 # Entropy length
-0x33E46BB13A746EA41CDDE45C90846A7900000000000000000000000000000000 # Mnemonic entropy
-0x???? # checksum
+0x33E46BB13A746EA41CDDE45C90846A79 # Mnemonic entropy
+0x 00000000000000000000000000000000 # Mnemonic entropy padding
+0xa058ad20f43a5aa2 # checksum (SHA256 of 0x001033E46BB13A746EA41CDDE45C90846A79)
 ```
 
 **XOR key generated from scrypt with the following parameters:**
@@ -179,11 +181,11 @@ To check that the DEWIF base64 string is not corrupted, compute the hash sha256
 | **N**          | `2^14 = 16384` |
 | **r**          | 16             |
 | **p**          | 1              |
-| **dkLen**      | 64             |
+| **dkLen**      | 42             |
 
 DEWIF base 64 string (with xor key `"toto titi tata"`):
 
-`???`
+`AAAAARAAAAEOAVdFrhPxVIhaRvWaM7vMCKg3C8Tvpn66v+z/7frzCONBABhrDBygESqnEg==`
 
 [BIP32-Ed25519]: https://drive.google.com/file/d/0ByMtMw2hul0EMFJuNnZORDR2NDA/view
 [BIP39]: https://github.com/bitcoin/bips/blob/master/bip-0039.mediawiki#generating-the-mnemonic