Pisalni stroj
Imamo pisalni stroj, ki deluje tako, da se ob vsakem izpisu znaka nujno pomakne za eno mesto v desno. (Eden od teh znakov je tudi presledek, ki sicer ne izpiše ničesar, nas pa ravno tako premakne za eno mesto v desno.) Poleg tega obstaja tudi tipka za pomik na začetek trenutne vrstice (carriage return). Drugih možnosti za premik v levo nimamo. Radi bi napisali neko vrstico tako, da bo ponekod na istem mestu več črk ena čez drugo (npr. da kaj podčrtamo z znakom _, prekrižamo z znakom x, dodamo kakšno naglasno znamenje nad črko in podobno). Recimo, da bo vrstica na koncu dolga n znakov, pri čemer hočemo na mestu i natipkati ai znakov. Opiši postopek, ki iz teh podatkov (torej števil n, a1, a2, ... , an) izračuna, kolikšno je najmanjše število pritiskov na tipke (med pritiske šteje tudi pomik na začetek vrstice), ki jih potrebujemo, da natipkamo to vrstico. Pri tem ni pomembno, kje v vrstici se nahajamo na koncu tipkanja. Tvoja rešitev naj bo čim bolj učinkovita, da bo delovala hitro tudi v primerih, ko so n in števila ai zelo velika.
Primer. Recimo, da hočemo natipkati takšno vrstico dolžine n = 6:
![](data:image/png;base64,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)
Tabela a bi bila torej v tem primeru takšna:
i |
1 |
2 |
3 |
4 |
5 |
6 |
ai |
2 |
1 |
3 |
0
|
2 |
1 |
Minimalno potrebno število pritiskov na tipke je v tem primeru 16. Primerno zaporedje (ni pa edino) tipk je: a, b, c, presledek, d, e, pomik na začetek, ̈, presledek, vejica, presledek, _, pomik na začetek, presledek, presledek in ^.