Agustanz,
An intruiging and whimsical idea, though I concur with WT1's practical observation.
Still, I am married to a Kiwi and love Vespas, so thought it would be fun to explore the math--using my own Newfoundland collection (its all that I collect) as an example.
So, since I know that Newfoundland stamps are still valid in Canada, let's then figure out how many stamps would be required from my mint stamps.
Currently, I would need 63 cents to mail a letter from Canada to say myself.
Let's then assume I did this in June 19, 1911 and used stamps from that issue date of June 19, 1911. (Or alternatively wait until Jan 2, 1919 for the next issue date of Newfoundland stamps).
Now how many stamps of what kind?
The cheapest permutation would be 63 of the 1 cent stamps (#104--attached image from my collection just to put some images around this lark). That would cost me using catalog values about $315. (Of course real market value would be far less, maybe 50%, but still)
The most expensive permutation would be to use 8 of the 8 cent stamps (#110a peacock blue variety, also attached image), with a little bit of overpostage, but now a catalog value of $880.
Of course, once used, the value plummets to not even a used value (substantially less than above), but a cover value. Covers are extremely hard to value, but the NSSC places a market value on a cover of the stamps above at $5 and $100 respectively (not allowing for multiple franking or the 100 anniversary appeal)
So the question would be would someone invest $315 to $800 of catalog value to perhaps create a unique cover with a value of greater than this? Probably not a wise investment, but perhaps crazy and whimsical like some guy named Edmund Hillary climbing Mt Everest without oxygen? Or calling on Stephen Donald to kick the winning goal over France for the ABs)?
Hmh....

