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ljudje so izračunali, da število permutacij in kombinacij v možganih presega število osnovnih delcev v vesolju.
and based on this, people have calculated that the number of permutations and combinations of brain activity exceeds the number of elementary particles in the universe.
funkcija permut () vrne število permutacij. prvi parameter je število elementov, drugi število uporabljenih v permutaciji.
the bitlshift() function performs a bit-wise left shift operation of the first parameter. the number of bits to shift by is specified by the second parameter. note that a negative number of bits to left shift by becomes a right shift.
Če taka identifikacija položaja prsta ni mogoča ali se izkaže za napačno, lahko nacionalni sistemi zahtevajo preverjanja v cs-vis z uporabo „permutacij“.
when such finger-position identification is not possible or it proves to be erroneous, national systems may request verifications in cs-vis involving the use of ‘permutations’.
skupno število permutacij je torej:formula_5ali 7.401.196.841.564.901.869.874.093.974.498.574.336.000.000.000.
this gives a total number of permutations of:formula_1the full number is precisely 282 870 942 277 741 856 536 180 333 107 150 328 293 127 731 985 672 134 721 536 000 000 000 000 000 possible permutations (about 283 duodecillion on the long scale or 283 tresvigintillion on the short scale).