Odredi ostatak pri dijeljenju s
broja
Determine what remainder when dividing with
of number:
[lang=en]
Odredi ostatak pri dijeljenju s $90$ broja $$\lfloor \frac {2017^{2017^{2017}}+1} {2} \rfloor + \lfloor \frac {2017^{2017^{2017}}+2} {4} \rfloor + \lfloor \frac {2017^{2017^{2017}}+4} {8} \rfloor+\ldots$$
[/lang]
[lang=hr]
Determine what remainder when dividing with $90$ of number: $$\lfloor \frac {2017^{2017^{2017}}+1} {2} \rfloor + \lfloor \frac {2017^{2017^{2017}}+2} {4} \rfloor + \lfloor \frac {2017^{2017^{2017}}+4} {8} \rfloor+\ldots$$
[/lang]
